Formats: - HTML - YAML - JSON - 2026-10-28T15:15:25.541890
Query: /api/ec_nfportraits/?_offset=0

Table ec_nfportraits

Plots for elliptic curves over number fields of degree at least 3

Show schema

{'id': 98, 'label': '4.4.2777.1-142.1-e3', 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAA9hAAAPYQGoP6dpAACj1klEQVR4nOydd3iT5frHP0%2B6By2UllVA4BUEBAFBD6I48ac4juu4oqDoERc440Tc2ziPHvc4inGLW0BwoagMFUREMbJkbzrozPP7407aAm1p6Uja3J/rylV48o47TZP3%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%2Ba4gEygJbvhiFhfsD5uz7Q9HzjjpTO%2Bu6bvNW/Ut31KkycAbAbWDxw4MBBmWyIWrQJWFEWpBK0CbhjmzJmTbYy53eVyHWKMqbUTwmLNlqItWcWB4iTAtk5ovcJlXKUNYKrShLHWlgQCga%2BstTcPHDhwRbjtiURUACqKolSCCsD6Z86cOfEul%2BubpKSkzm3btt0aHx9fVJs%2B24FAwKzIWbFHYUlhCoZAu9R2y1LjU/Ma0GSlCWKtpaioKH7NmjVp27ZtWxYIBA4aOHBgUbjtijQ0BKwoiqI0Fnu4XK6sjh07bkhNTd1Wmx1LSktiFm9a3L3IFKXExMeUdm7Z%2Bc8WCS1yG8pQpWmTkpJSEBcXV%2Bz3%2B7MCgUBn4M9w2xRpqABUFEVRGosYwLhcrlqFnopLi2P/2vRXj6KSoiSXcZV2adXlj5T4lPwGslFpJgT/zgyqdSpFfymKoihKxFJYUhi/eNPiHsWlxQkxrpjiLq26/JEcl1wQbrsUpamjAlBRFEWJSAqKCxIWb1rcoyRQEh/rii3q2qrrH4lxiYXhtktRmgPaB1BRFEWJOPKL8pP%2B2vRXz5JASXxcTFxht4xuC1X8waeffpp6%2BOGH79mmTZt9jDEDX3nllZa72ueqq67qYIwZWPGRmZnZb8ft7r333qzs7Oy%2BCQkJ%2B%2B699969Jk2alFrx%2BeLiYi677LIO2dnZfRMTE/ft2LFjX4/H0760tLTW51LCj3oAFUVRlIgitzA3Zenmpd0DNhCTEJuwrWurrn/ExcSVhNuuSCAnJ8fVp0%2Bf/HPOOWf9ueee69R0vz333LNg2rRpv4f%2BHxu7/eX/2WefbTV%2B/PhO991337JDDz009/HHH886%2BeSTu8%2BdO/fX7t27FwHcdNNN7V555ZWsJ598csmAAQO2zZgxI2XMmDFd0tPTS8ePH7%2B2pudSIgN9VxRFUZSIYUvBlhbLtyzf01rrSoxNzOua0XVRrCtW%2B/wFOe2007aedtppWwHOPffcGu8XExNjO3fuXKWI/s9//tP2tNNOW3/VVVetB3jhhReWf/nll2mPPPJI1hNPPLECYObMmalHHnnk5jPOOGMLwF577VX0%2BuuvZ8yZMyelNudSIgMNASuKolTAGHOpMWYBMDPctkQbm7Ztarl88/Lu1lpXclzy1m4Z3f5oSuJv1qxZiVU9t2HDhpjGtGVHli5dmtCmTZt9srOz%2Bx533HHdFixYEB96rqCgwCxYsCDlqKOO2q7f5SGHHLJ15syZZWHgAw44IPfbb79NmzdvXgLAd999lzR79uzU4cOHb6npuZTIQT2AiqIoFbDWPgE8UaERtNKQ5OS4mDs3cXNxbvr64i0dEoDkmMSt7eMzVrjMqioFVZ3p16%2BAFi1qPCassLDQXHPNNe07duxYXFhYaCZNmpT%2B7rvv/tW2bdsygXrDDTdkT5061V/Z/jNnzkxavXp13KhRozbVh/m1YfDgwbn77LNPfu/evQtXrlwZe/fdd3c4%2BOCDe82fP39%2Bu3btSlevXh1bWlpK%2B/btiyvu17Zt2%2BIvvvgiLvT/O%2B%2B8c/WWLVti%2Bvfv38flctlAIGCuu%2B66FRdeeOHGmp6rMV%2B3Uj0qABVFUZTwMXduIkOH9mqJDAYOkhZ8NBzTp//GQQfVuJeg2%2B3eY9CgQXnXXnvtunnz5iU8/PDD7bOysmosaIYPH5577bXXth8/fnzb2267bY3LVX0A7sknn8y4%2Buqr9wj9/91331109NFH71bj61DIOMThhx%2B%2BqFu3bn2feuqpzFtvvXVNaH3HqSzWWowxZT0bn3vuuVbvvPNO66eeeuqv/v37F8yaNStp3LhxnTt06FA8duzYDbU5lxJ%2BVAAqiqIoYcFay2qnXavcya8DkBabsqFNXPra2oyH22369atxL8EZM2YkTZ48udWECROWAsyZMyd5yJAhOTuKuOnTp6dXV/Gal5fnKigocK1YsSL%2BhRdeWF7dOc8444zNQ4cOLRtz16VLl3obZZaWlhbo0aNH/qJFixIA2rVrVxITE8PKlSvjKm63du3auMzMzLJcvptvvrnT5Zdfvmr06NGbAPbff/9tS5cuTXjooYfahQTgrs6lRA4qAJWGx5hWQC%2BgO9AF6Ai0A1oD6UAqkIj8PRrAAkVAPpALbAU2AuuA1cBKYBmwBFiMtToLVFGaGNZa/t7yd%2BfNZlsW%2B/QmKyVrRZvUtqsbRfzVkilTpqQNHDgwJykpyQJMmzatxWGHHbZ1/fr1MZmZmWVewKFDh26pKgQM4PF42mdmZpZcf/3163Z1zlatWgVatWrVIG1vtm3bZvx%2Bf9KQIUNyARITE23v3r3zpkyZkjZy5MjNoe2%2B/vrrtKOPPrrs/wUFBa4dRW9MTIy11lb5pu14LiVyUAGo1C/GxAH7AQcDg4GBiOBryHOuAH4HFgC/AHOBX7BWR0UpSgQSsAGWbl7aLacwpxVAuxbtlmWlZO1SFIWLli1blmRlZZUArFu3LmbatGnp11xzzZrnn38%2B47rrrquR3W%2B88Ub6oEGD8kMVtLvLli1bXL/%2B%2BmuZN%2B2vv/6KnzFjRlJWVlZpqF3L3XffnfXhhx%2B2%2Bu677/4AGD16dMcTTjhhs%2BM4RStXroy788472%2Bfl5cWMHj26zGs3duzYNZdccknXQYMG5R188MF5TzzxRNaqVaviL7/88rLXd8QRR2x%2B6KGH2u%2Bxxx5FAwYM2PbDDz8kP/XUU23POOOM9aFtanKuWbNmJb722msZDz300MrQ2r333pvVq1evghNOOCEn9DrHjBnT8Yknnvg7LS2txrmaSs1RAajUHWNaAscDJwJHAi0q2Wo58AewGPgbWAWsBzYDOUABUAIEkHmh8UAS4h1siXgLMxHPYUegM%2BJNbAVkBx%2BHVzhfgPJKzu%2BCj9%2BwVr9IFCWMWKxZmbNyj0IKUwGbnZa9OCM5o9ELI2rD%2Beefv%2Bmbb75p8fTTT2cUFRWZE088ceNbb73VcvDgwdvdZD766KN/V3WMY445JqdFLYpOqmL69Okpxx9/fI/Q/2%2B99dZOt956KyeffPKGd955ZwnA%2BvXr45YtW1YmEleuXBk/atSobps2bYpt1apVyYABA/K%2B%2Buqr33r06FEWVr7gggs2bdiwIfaBBx7ocO2118Z179592zvvvLOo4jbPPffcsquvvjr7qquu6rxx48a4rKysohEjRqy7//77V9XmXPPnz0%2BaPHlyOhLNAWDq1KlphYWFJiQA16xZEztlypSWa9asWZ2WllZv4W%2BlHGNtrWZyK4pgjAsYBvwb%2BCdQMb9jA/AV8C0wC5iLtVt3Okb92JEB9AB6An2AvkB/oE0lW28EpgNfANOAX9EPgFIFFaqA021D/f1GGS989sI/uqV3%2ByqjfUaCK94V6JTeyZ%2BemK6/W6VByM/PT1y0aFFqSUnJ0QMHDlwYbnsiDfUAKrXDmARgBOAB9qrwzALgHeBDYE6jedqs3Qh8H3xUtDMbCUX/AwlF7w9kACcEHwCrMeYz4FNgcvBYiqI0AI7X6dg5pfOEcfuOSzDGlHZp2WVRakKq5u8qSphQAajUDGNigJHArUj4FaQ442XgecTLFzneNGtXACuA94BQbuJA4BAkVDwUCSePCD4CGPMt8AHwHtb%2B2fhGK0rzxPE6ewFTSmxJZxeu0uy07L9U/ClKeFEBqOwaY/4B/BfYN7iyCvACz2JtTtjsqg3WFlPuKbwv6Mk8EDgaGI6Ej4cGHw9gzDzEo/kW1v4WHqMVpenjeJ39gE%2BAzFgTu6RlQsu4xNhEzelSlDCjo%2BCUqjEmEWO8SAHFvkg%2B1LWAg7UPNRnxVxnWFmLt51h7Ldb2BboCY5HcwFJgH%2BA2YAHGzMWY6zFmj2qOqCjKDjhe50gk5zYTmHN6t9PdMSZGZ8QqSgSgAlCpHGO6I8LvaqQ33wSgB9Y%2BgLXbwmpbQ2DtEqx9HGuHIQUkoxCvRTEiBu8BlmDM1xhzPlIgoChKFThe5wzgYyAFubE6bL/M/SK62ldRogkVgMrOGHMkUr3bH2nV8k%2BsHYG1a8NqV2Nh7UasfQlrj0XyBC9AvBgWCRE/hxSQvIwxh%2Bw0P0lRohzH64wFfEAc8CZwrN/jb7oRA0VphqgAVLbHmBFIVWw6MAPoh7UfhteoMCJi8DmsPRwpfrkBWIj0KBwBfAn8jjEejMkMn6GKEn4cr2Mcr3M38BgSOXgCONPv8TfIRAtFUXYfFYBKOcZcgFT1xgCvAodj7crqd4oirP0ba%2B8FegMHAM8io%2Bq6Aw8AKzDmFYw5QL2CSrTheJ04pCPADcGlm4Cxfo9fm68rSgSiAlARjDkTeCb4v8eAkVird%2B2VYa3F2u%2BxdjTQHhgNzEGml5yNeE5nYczIYLWx0oQwxlxqyqfIKDXA8TopwEQkdzYA/Nvv8d/l9/gjpzWUoijboQJQAWMOBv4X/N8TwBU6Mq2GWJuLtc9i7SCk2fRLQCHSc/B/wFKMuRljssJopVILrLVPWGt7I%2B%2Bnsgscr5OJFHkci4x0PNHv8T8fXqsURdkVKgCjHWM6AW8jydpvAZdFVEPnpoS1s7B2FDKr%2BEakEXVbpJ3MMox5KlhdrSjNAsfrdEVGPv4D2AQc4ff4ozdnuJG49957s7Kzs/smJCTsu/fee/eaNGlS6q72Wbx4cdwJJ5zQtWXLlv2TkpIG9OzZs/f06dOTQ89nZ2f3NcYM3PExYsSIUON/Nm3a5DrvvPM6dejQoW9iYuK%2BAwYM6PnVV18l1/ZcFbnhhhvaGWMGnnfeeZ129/eh7B4qAKMZme7xKpAF/AScq56/esDa9Vh7D9Jb8ExgNpAIXIgUjLyNMfuF00RFqSuO1xmApDv0AJYDB/o9/hnhtar58%2Byzz7YaP358p6uvvnrVd999t%2BAf//hH7sknn9x90aJF8VXts27dupiDDjqoZ1xcnJ04ceIfP//886/33Xff8oyMjNLQNrNmzfpt6dKlc0OPiRMn/gFw%2Bumnl7XuOfvss7t8/fXXac8///zi2bNn/3rYYYdtPe6443osXrw4rjbnCvHVV18lv/zyy1k9evRofq3FmgBGnT1RjDEepHghF%2BiPtf4wW9Q8kYKQg4FrkDBZiKnAncDX6nWNPIz0etwCpFtrt4bbnkjC8TrDkJy/VOAXYLjf41%2Bxq/3mzJnTMzY2dlL37t1zk5OTCxrazubIPvvs07Nv3775r7766rLQWrdu3fYePnz45ieeeKLS9%2BCSSy7J/uGHH1LnzJnze03Pc95553WaOnVq%2BpIlS%2Ba7XC5yc3NNy5Yt950wYcKfZ5xxxpbQdj179uz9f//3f5sfe%2ByxlbU515YtW1z9%2BvXr/cgjjyy9%2B%2B67O/Tp0yf/hRdeWF5T%2B2pCfn5%2B4qJFi1JLSkqOHjhw4ML6PHZzQD2A0YoxXYHbg/%2B7QsVfAyJFI19h7XHIyLlXkGkjw5A2Ml9jzJFaOaw0BRyvczbSKioV%2BfsdWhPxFw3MmjUrsarnNmzYEFPX4xcUFJgFCxakHHXUUdvdkBxyyCFbZ86cWWUYePLkyS379%2B%2BfP3z48G4ZGRn9evXq1fvBBx%2Bssm1VQUGBmThxYobb7V7vcolMKC4uNqWlpSQlJW0XJUpMTAx8//33LWp7rlGjRnU%2B4ogjtpx44onaHzJM6Czg6OV%2BpJfdl8AL4TUlirD2V2AkxtyMjNU7DzgImAJ8hzG3Ap%2BpR1CJNByvY4DrkKk4AK8D59a5x19xjotNc6sUTg1Gq34FxLWoccpLYWGhueaaa9p37NixuLCw0EyaNCn93Xff/att27Zloc0bbrghe%2BrUqZXeTM%2BcOTNp9erVcaNGjdrtaSirV6%2BOLS0tpX379sUV19u2bVv8xRdfxFW1399//50wYcKErAsuuGDNTTfdtGrGjBkp48aN65yQkGDHjBmzYcftJ0yY0DInJyf2oosuKnuuVatWgf79%2B%2BfdddddHfr16/dXx44di5955pmMefPmpXTu3LmwNud65plnWs2fPz/5559/1jnrYUQFYDQi%2BWf/Qto1aNFHOLB2CXAJxtyJCMELkd6Ck4FvMWY81n4RRgsVpQzH68Qg7aEuCS49CFxbLz3%2BNs1NZOrQXnU%2BTm0ZNv032hyUX9PN3W73HoMGDcq79tpr182bNy/h4Ycfbp%2BVlbVTXltVDB8%2BPPfaa69tP378%2BLa33XbbmpBnrSqefPLJjKuvvrps/vi77767qGfPnoXATsECay3GmCq/xwOBAH369Ml//PHHVwAceOCB23799dek5557LqsyAfjSSy9lHnzwwVu6dOmyndCcMGHC4nPPPbdL165d94mJiaFXr175xx9//Mb58%2Bcn1/Rcf/75Z9wNN9zQ%2BaOPPvojOTlZrz1hRAVgdHJz8OcrWPtLWC2JdqTR9hUYcy/iXbkIOBD4HGM%2BB8Zh7ffhNFGJbhyvk4yMdTsBGYd4pd/jf7TeTtCqXwHDpje%2BJ6hVvxrnIM6YMSNp8uTJrSZMmLAUYM6cOclDhgzJ2VHETZ8%2BPT0zM7NfVcfJy8tzFRQUuFasWBG/q3y3M844Y/PQoUPzQv/v0qVLUWxsLDExMaxcuXI7b9/atWvjMjMzS6o6VlZWVvGOhRa9evUq%2BOSTT1rtuO0ff/wR/91336X973//28mTuffeexfOmjXr961bt7o2bdoUs8ceexQfe%2Byx3Tp16lTmAdzVub777ruUjRs3xg4dOrR36PnS0lJmz56d%2BvLLL7cpKCiYExur0qQx0N9ytGFML%2BA45Iv8rjBbo4SwdjVwJcY8gLSQGQ0cjoSF30eE4K/hNFGJPhyvkwV8iLR5KQTO8nv879TrSeJaBGrjiQsHU6ZMSRs4cGBOUlKSBZg2bVqLww47bOv69etjMjMzy7yAQ4cO3VJVCBjA4/G0z8zMLLn%2B%2BuvX7eqcrVq1CrRq1Wqn8Hrv3r3zpkyZkjZy5MjNobWvv/467eijj96847YhBg4cmPvnn39uF2b/448/ErOzs4t23Papp57KzMjIKD799NOrPF5aWlogLS0tsG7dupivv/467ZZbbvm7puc67rjjts6cOXO777JRo0Z13XPPPQvGjRu3SsVf46FFINHHxcGfH2DtorBaouyMtSuxdgwyXu5FJEx/AjAPY17AmI5htU%2BJGhyv0x34DhF/G4Fh9S7%2BmggtW7YsycrKKgFpczJt2rT0YcOG5Tz//PMZNT3GG2%2B8kT5o0KD8moi/6hg7duyaN954I/ORRx5p/eOPPyaef/75nVatWhV/%2BeWXlx337rvvzjrggAN6hP7v8XjWzJ07N%2BX6669vN3/%2B/ISnnnoqw%2BfzZY4ePXptxWOXlpby%2Buuvtz711FM3xMXtnFL4zjvvpL399ttpCxcujJ84cWLa0KFD9%2BratWvB2LFjN9T0XK1atQrst99%2BBRUfycnJgYyMjJL99tuvAKSY5qqrrupQ8dz33ntv1vvvv19WbLJlyxbXiBEjOm/dulV1zG6iUjuakLFkZwX/91Q4TVF2gbVLgfOCHsE7gZORMVtnYswjwL1Yu6WaIyjKbuN4nSHAB0BrYDHS5qXGLUSaG%2Beff/6mb775psXTTz%2BdUVRUZE488cSNb731VsvBgwdv57l89NFH/67qGMccc0xOixY1LzqpigsuuGDThg0bYh944IEO1157bVz37t23vfPOO4t69OhR5s1bv3593LJly8rGUB5yyCH5r7zyiv%2BWW27JfvjhhztkZ2cX3nnnncsvvvjijRWP/f7776etWrUq/qKLLlpf2bk3bdoUc9ttt2WvWbMmPj09vWT48OGbH3744RUJCQlluXw1PVd1zJ8/P2ny5MnpQNks%2BqlTp6YVFhaaE044IQdgzZo1sVOmTGm5Zs2a1WlpaTt5MpVdo30AowljjgU%2BAlYBnbC2xgnMSpgx5h9Iz8ahwZX1wK3AM1hbXNVu0YqRaupbdlheY61tV4tjRGUfQMfrnII0iE9Ampgf5/f419THsbUPoNKYaB/A6lHXaXRxUvDnOyr%2BmhjW/gAcgoSDfwcygceBuRhzTDhNi2B%2BBdpXePQNrzmRjeN1jON1rkJGQiYguX%2BH1pf4UxQlslABGC1I34Cjg//TWZ1NEWko/QEiZC5FvIC9gI8x5tNggY9STom1dnWFR51yr5ozjteJBf6DtHcxwBPASX6PP6/aHRVFabKoAIwe9gSygSJgephtUeqCtcVY%2B1/kPfUCxYi4n4cxD2NMy3CaF0F0N8asNMYsNsa8bozpFm6DIhHH66QC7yE3FRbwAGP9Hr9GCRSlGaMCMHo4IPhzFtbq4O3mgLVbsPYaYG8kYT8WuAL4HWNGYUw0f75/AEYCRwEXAO2AGcaY1lXtYIxJMMakhR5Ai6q2bS44XqcD8DUyo7oAONXv8T/o9/g1OVxRmjnRfIGINvYN/pwdViuU%2BsfaRVh7AuIF/B1og4z3%2BxZjBoTVtjBhrf3UWvuOtfYXa%2B1UROAAnFPNbjcgRR%2BhR5UVnc0Bx%2BvsgwjlAcA64LBobfOiKNGICsDooU/w59ywWqE0HNZOBvZBRsvlAoOB2Rjzn2gPC1tr84BfkP6KVXEPkF7h0Wx7LjpeZzjwLfIaFwKD/R6/TpxRlChCBWD0ELrwRW0vr6jA2iKsfQDoCbyOfMbHAAsxxr3TENEowUgPzF5IC6RKsdYWWmu3hh5ATqMZ2Ig4XucSpB1UKvAFMMTv8f8VXqsURWlsVABGA8bEUu7NWBxOU5RGwtoVWHsmMAwR/W2R3m5TMGbPsNrWCBhjvMaYQ4wxXY30UHwbSAP%2BF2bTwobjdWIcr/MIUuHrQibNHO33%2BDeF1TBFUcKCCsDooA3yXgeAtbvYVmlOWDsN6AeMR2a5DgPmY8w4jIkPq20NS0fgNUT8votUvw%2B2MmEl6nC8Tguk0vfy4NI44Hy/x68TFJTmg7WQ/3c7Sgt3nmOn7ISOgosOQpWPG7UBdBRibSFwJ8a8DvwXOBIZL3cGxlyAtc0u98tae0a4bYgUHK/TCen92Q%2Bp9D3H7/G/GV6rFKWesaWGnL%2B6UrylFUWbM0jv/Vu4TYp01AMYHaQGf0bNOCulEqz9E2mLMgJpIt0HmIExj2BMarX7Kk0Sx%2BvsB8xExN9aZLKHir8mxL333puVnZ3dNyEhYd%2B9996716RJk6r9rBYXF3PZZZd1yM7O7puYmLhvx44d%2B3o8nvalpeX3/jfccEO7Pn369EpJSRmQkZHRb9iwYc7cuXMTKh7nqquu6mCMGVjxkZmZ2Q8gOzu7747PGWMGjhgxonNt7Kg3Soti2bJwL4q3tMIYS2LWGoxLWxntAvUARgeJwZ86ezPakeHfEzBmEvAQIgYvB04IegOnhtU%2Bpd5wvM6pwMvI5/8X4Hi/xx%2BVIfCmyrPPPttq/Pjxne67775lhx56aO7jjz%2BedfLJJ3efO3fur927d680fH/TTTe1e%2BWVV7KefPLJJQMGDNg2Y8aMlDFjxnRJT08vHT9%2B/FqAb775psXo0aPXDhkyJK%2B4uNjceOON2cOHD%2B%2BxcOHCX9PS0gKhY%2B25554F06ZNKyscjI0VyTBr1qzfSkpKys75448/Jp100kk9Tj/99E21saNeKMlNIse/J4HieExMKand/iQ%2BPbfejt%2BMUQEYHYQ8vYFqt1KiB2vXAyMx5lXgaaAL8BnGPA9cjbVbwmmesvs4XscgOX53BJc%2BAc70e/waAWhi/Oc//2l72mmnrb/qqqvWA7zwwgvLv/zyy7RHHnkk64knnlhR2T4zZ85MPfLIIzefccYZWwD22muvotdffz1jzpw5KaFtpk%2BfvqjiPq%2B%2B%2BuqS7Ozsft9%2B%2B23y8OHDy8RTTEyM7dy5cwk70KFDh%2B3Wbr311padOnUqPOaYY8oq52tiR50p3JhO3pJu2ICLmPgCUrv/SWxSYb0dv5mjIeDoIORzjwmrFUrkIb0D%2BwCPB1fOB37FmOHhM0rZXRyvkwhMoFz8PQL8U8Vf4zBr1qzEqp7bsGFDrb5/CwoKzIIFC1KOOuqo7d67Qw45ZOvMmTOrDAMfcMABud9%2B%2B23avHnzEgC%2B%2B%2B67pNmzZ6cOHz68ypu6jRs3xgBkZmZuJ%2ByWLl2a0KZNm32ys7P7Hnfccd0WLFiwU%2BFYQUGBmThxYobb7V7vcpVLit2xo8ZYC/kr2pL7157YgIvYlBzSei1U8Vc71AMYHYRCv0lhtUKJTKzNBcZizJvIBJE9gU8w5gXgKvUGNg0cr9MOqfT9B1ACXOr3%2BJ8Jq1E1IK8oz/Xb2t%2BqFE4NRa82vQpS4lNqHBUpLCw011xzTfuOHTsWFxYWmkmTJqW/%2B%2B67f7Vt27Ysqe2GG27Injp1qr%2By/WfOnJm0evXquFGjRtWo7c7q1atjS0tLad%2B%2BfXHF9bZt2xZ/8cUXVVa53nnnnau3bNkS079//z4ul8sGAgFz3XXXrbjwwgs3VrZ9IBDgsssu67Tvvvvm7rfffmVpQoMHD87dZ5998nv37l24cuXK2LvvvrvDwQcf3Gv%2B/Pnz27VrV/aaJ0yY0DInJyf2oosu2lAXO2qMDRhyF3emaFMmAAkZ60jpslxz/mqPCsDoIHQHmRZWK5TIxtrpGNMPuAvJCzwPOBJjRgXbySgRiuN1BiDzoDsCm4B/%2BT3%2Bz8NrVc34be1viae/fnqvxj7vG2e88dugjoPya7q92%2B3eY9CgQXnXXnvtunnz5iU8/PDD7bOysmpc0TB8%2BPDca6%2B9tv348ePb3nbbbWsqesuqY8fe7dZajDFVip3nnnuu1TvvvNP6qaee%2Bqt///4Fs2bNSho3blznDh06FI8dO3bDjtufc845nX///fekr7/%2BemHF9dNOO207z%2BPhhx%2B%2BqFu3bn2feuqpzFtvvXVNaP2ll17KPPjgg7d06dJlO6FaWztqRKA4lpw/HUryxAOa3GE5ie3XEp397euMCsDoIHTH1RJjYrQVjFIl1uYDV2LMRKRRcDdgKsY8AVwbfF6JIByvczLwCpCM9D083u/xL6p%2Br8ihV5teBW%2Bc8Uajt%2Bzo1aZXjYviZsyYkTR58uRWEyZMWAowZ86c5CFDhuTsKOKmT5%2BeHqqUrYy8vDxXQUGBa8WKFfEvvPDC8urO2a5du5KYmBhWrly5nbdv7dq1cTuGaity8803d7r88stXjR49ehPA/vvvv23p0qUJDz30ULsdhdc555zT6bPPPmv55ZdfLnQcp7jyIwppaWmBHj165C9atKisWviPP/6I/%2B6779L%2B97//7eT1rI0dNaIkL1GKPYoSMK4AKV38JGRoakMdUAEYHawHLJLzmQWsDq85SsRj7ddBb%2BD9wMXApYg3cATWzgyvcQqUFXvcBNweXJoCnO73%2BDeHzajdICU%2BJVAbT1w4mDJlStrAgQNzkpKSLMC0adNaHHbYYVvXr18fk5mZWXZDPXTo0C1VhYABPB5P%2B8zMzJLrr79%2B3a7OmZiYaHv37p03ZcqUtJEjR24OrX/99ddpRx999Oaq9isoKHDtKExjYmKstbbMTRYIBDj33HM7T5o0qeW0adN%2B79mz5y4bgm/bts34/f6kIUOGlBWJPPXUU5kZGRnFp59%2B%2Bk721MSOGlO4MS1Y7BGDK66IFnsuIjZFu1rUES0CiQasLaF8Bmrn6jZVlDKszcXaS5DegSuAHkjfwFuC4wWVMOF4nWRk0klI/D0GHNvUxF9ToWXLliVZWVklAOvWrYuZNm1a%2BrBhw3Kef/75jJoe44033kgfNGhQfk3EX4ixY8eueeONNzIfeeSR1j/%2B%2BGPi%2Beef32nVqlXxl19%2Bedkx7r777qwDDjigR%2Bj/RxxxxOaHHnqo/euvv57%2B%2B%2B%2B/x7/88sstn3rqqbbDhw8vyz0cOXJk54kTJ2a8%2BOKLf6Wnp5cuW7YsdtmyZbG5ubll4mz06NEdP/7449SFCxfGf/755ynHHnusk5eXFzN69OgNAKWlpbz%2B%2BuutTz311A1xcTunJNbEjlmzZiVeddVVHSrud%2B%2B992a9//77LQCwlq1rfm976SUXds/LzYshNjmX9N6/qfirH/RLPHpYDHRAQnrqwVFqjrVTMKYvMkXkDOBWYDjGnB1sLq00IsHJHu8B%2BwLFSLHHs2E1qplz/vnnb/rmm29aPP300xlFRUXmxBNP3PjWW2%2B1HDx48Haey0cfffTvqo5xzDHH5LRo0aJWrbguuOCCTRs2bIh94IEHOlx77bVx3bt33/bOO%2B8s6tGjR5nHbv369XHLli0rC8s%2B99xzy66%2B%2Bursq666qvPGjRvjsrKyikaMGLHu/vvvDzkBePXVV7MAjjvuuL12sH/JZZddtgFg5cqV8aNGjeq2adOm2FatWpUMGDAg76uvvvotdO73338/bdWqVfEXXXTR%2Bspsr4kd8%2BfPT5o8eXI6sDK0NnXq1LTCwkJzwj%2BPzyV3cedNq/7IfP/Tr/FcOWZj1049l2ixR/1hpC%2Bs0uyRis5RwC1Ye/uuNleUSjHGjQjBdCAXuAx4iWb0RWKMuRQJebuAvYB0a21E5Bo5XmcIMtu4LZLacYrf4/86vFbVnDlz5vSMjY2d1L1799zk5GT14iiVEygKFnvkS7FHUoflJNW%2B2CM/Pz9x0aJFqSUlJUcPHDhw4a73iC40BBw9hJKs%2B4TVCqVpY60P2Af4Chkx%2BALwOsa0DKdZ9Ym19glrbW9g/3DbUhHH65wHfIGIv3nAfk1J/ClKjSjJTWLLb70oyU/FuEpJ7baI5A5a6dsAqACMHuYGf/YPpxFKM8DaZcARwI1Iv7nTgLkYc1BY7WqmOF4nzvE6jwLPA/GIB/BAv8e/JKyGKUp9U7i%2BJVv/6EmgOB5XfCFpey3USt%2BGQwVg9PBj8Gf35uStUcKEtaVYew8wBPAjxUVfYcx4jNGJM/WE43UygclIqB0k//JUv8evs06V5oO1kLe8PblLnOBkj62k99JijwZGBWC0ILNfQ%2B0JBofTFKUZYe0sYAAyfsyFVKVOxZgO1e6n7BLH6/QDZgGHIfmWJ/k9/tv8Hr/O9FaaD7bURc6ibhSske%2BMhNZrSdtrEa447VfbwKgAjC6%2BCf48OKxWKM0La3OwdgQwEsgDDkVCwkeH1a4mjON1Tge%2BA7ogN26D/R7/e%2BG0SVHqndKCeLb81pPira0wxpLcaSmpXZdjVJo0Bvpbji6%2BCv48LKxWKM0Ta19BWpP8DGQCn2LMPdozsOY4XifG8Tr3Aa8js7snI8Uev4bXMkWpZ4o2p7Llt16UFiThiimhxZ6/k9S20pYySsOgAjC6mBr8uT/G1LiBqaLUGGv/AA5AWsUAXA98jjHZ4TOqaeB4nQzgE%2BDa4NL9SHPnTVXvpShNDGth26oscv09sKWxxCTmk9ZrAXHpeeE2LdpQARhNWLsc%2BBV5348KszVKc8XaAqy9FKkOzgGGAj9hzLDwGha5BPP9ZgP/B2wDzvR7/Nf5PX7Ng1KaDzZgyFu8B/krOmOtIT59I%2Bm9ficmsdo5xErDoAIw%2Bvgw%2BPOEsFqhNH%2BsfQsJCc9FZlBPwZibMZrgUxHH65yJ5Pt1RSb2HOD3%2BF8Pr1WKUs%2BUFsWydeFeFG7MBCCp/d%2Bk7rkYE6NFTWFCv4ijj/eCP4/FmKRwGqJEATIq7gDgOcAAtwEfawpCWX%2B/hwAfku83BRjk9/jnVr%2BnojQxircms3VBb0ryU8qbO2ev0ebO4UUFYPQxC1iGTHE4Jsy2KNGAtduw9gJkFGEBcDQwB2P2Da9h4cPxOm2Bz4Arg0v3AMf4Pf6N4bNKiTRuuOGGdn369OmVkpIyICMjo9%2BwYcOcuXPnJlS3z3333ZfVo0eP3qmpqQNSU1MH9O/fv%2Bebb76ZtuN2ixcvjjvhhBO6tmzZsn9SUtKAnj179p4%2BfXpybc5do3MVrGlNzqKeBEriiEkoIK3nb9rcOTJQARhtWBtAKgwBzgqnKUqUYe1LSA9KP9LeZAbGjAqnSeHA8TqDgTnAIUh/v1P8Hv%2BNmu%2Bn7Mg333zTYvTo0Wu/%2Buqr3z7%2B%2BOM/SktLzfDhw3ts3bq1ymt3p06diu64444VM2bMWDBjxowFQ4cOzTnrrLP2nD17dmJom3Xr1sUcdNBBPePi4uzEiRP/%2BPnnn3%2B97777lmdkZJT9Ddbk3NWeywYMuYs7kbe8C9Ya4lpsJq3Xb8QmFzbcb0ypDaYZzXBXaooxfZFZosVANtauC7NFSjQhk2heAY4LrjwJXIG1RWGzqRKMMWnAFiDdWltnj4XjdQxwEfAoEAcsRJo7R82Q%2Bjlz5vSMjY2d1L1799zk5GSd8lBLVq5cGZudnd3vk08%2B%2BX348OE1ngaTnp7e/9Zbb/37yiuvXA9wySWXZP/www%2Bpc%2BbM%2Bb2%2Bz52ent7/tltuXnnF%2BcNbUZKfCkBi25Ukd1zV2CHf/Pz8xEWLFqWWlJQcPXDgwKj5nNUU9QBGI9b%2BglQcxiHNexWl8bB2M1KEdAtggYuBLzCmfTjNakgcr5MM/A9pjxMHvAPsH03iLxqYNWtWYlXPbdiwoc4jEjdu3BgDkJmZWVKT7UtKSnjmmWdabdu2zXXwwQeXibbJkye37N%2B/f/7w4cO7ZWRk9OvVq1fvBx98MLMu5654riMP6NKOkvxUjCtAatc/SenU6OJP2TXaoDV6eRYYBFyIMQ8HQ8OK0jjI39vtGDMHeBWZKTwbY07G2h/Ca1z94nidPRHBtw9QivRGfNDv8Wv4BcjJwTV3LlUKp4aiXz8KWrSgxt97hYWF5pprrmnfsWPH4sLCQjNp0qT0d99996%2B2bduWhU1vuOGG7KlTp/or23/mzJlJq1evjhs1atRu9XUMBAJcdtllnfbdd9/c/fbbr1rv6cyZM5MOPfTQnkVFRa6kpKTSV155xT9w4MCyff7%2B%2B%2B%2BECRMmZF1wwQVrbrrpplUzZsxIGTduXOeEhAQ7ZsyYDbU5d8VzJScnBSa%2B8gB799gjjpj4AlL39BOrnt5IRUPA0YoxqcAKIA04Gmsnh9kiJVoxpjtSnd4bKAQuCuYLhpX6CAE7XudExPOXBqwBzvB7/F/Wl41NjcpCwN98Q/LQofRqbFumT%2Be3gw4iv6bbn3LKKV0GDRqUd8MNN6ybN29ewqGHHtpz/fr1c12u8kDasGHDnKoEIMC1117bPiEhIXDbbbetqbhfTRgxYkTnzz//PP3rr79e6DhOtX3zCgoKzJ9//hm/cePGmDfeeKOVz%2BfLnDp16u8hERgXF7dvnz598n/66acyD/S5557b6eeff075%2Beefd/JKV3fugoIC8%2BeiRQm56//o8P77H7Z6bsL7fP7Ry1v77j/cjys2rI4FDQFXj3oAoxVrczHmReBy4Apk5JSiND7WLsKYwcDLwInAixjTD7gGa2sU6qpPjDGXApdShxQZx%2BvEAncD1wSXvgVO83v8K%2BtuYfOiXz8Kpk/nt3Cct6bbzpgxI2ny5MmtJkyYsBRgzpw5yUOGDMnZUcRNnz49PTMzs19Vx8nLy3MVFBS4VqxYEf/CCy8sr%2Bn5zznnnE6fffZZyy%2B//HKX4g8gMTHR9unTpxDg4IMPzv/pp59SHnzwwbY%2Bn28pQFZWVnGPHj22VdynV69eBZ988kmr2p47Mc7E9ukc04UOe6QM3mcMM2YvLLznUV%2BR77XjNaoU4agAjG7%2BA4wFjsaYvsHcQEVpfKzNwZhTgJuR3MArgN4YcwbWNuooNGvtE8ATFTyAtcLxOu2RSvuDg0sPA9f5PX6ddlAJLVoQqI0nLhxMmTIlbeDAgTlJSUkWYNq0aS0OO%2BywrevXr4/JzMwsCwEPHTp0S3UeQI/H0z4zM7Pk%2Buuvr1HhXSAQ4Nxzz%2B08adKkltOmTfu9Z8%2Beu1UoZa2lsLCwLAlv4MCBuX/%2B%2Bed2Yfc//vgjMTs7u%2Bz4NTp30ZZU8hY7BEpiMa5SUrosLio1bQuLijThrwmgRSDRjLV%2BJDcJ4LpwmqIoWBvA2luBfwH5yFi07zGmR1jtqgWO1zkM%2BAkRfznAqX6P/yoVf02bli1blmRlZZWAtFCZNm1a%2BrBhw3Kef/75Gjc0f%2BONN9IHDRqUX1PxBzBy5MjOEydOzHjxxRf/Sk9PL122bFnssmXLYnNzc8sE1t133511wAEHlH1GxowZkz1p0qTU33//PX7mzJlJY8eOzZ45c2aLs88%2Bu6zHpMfjWTN37tyU66%2B/vt38%2BfMTnnrqqQyfz5c5evTotTU6t7WwbWWbG6%2B7Yq/p386K/evvdQWz/sj/a6znltQdzzVr1qzEq666qkPF13Xvvfdmvf/%2B%2By1C/9%2ByZYtrxIgRnatrb6PUP%2BoBVO4FTgXOxJjbsHZRuA1Sohxr38EYP/AB0AP4AWP%2BhbXTwmxZlThexwXciEw6cQG/AP/ye/x/hNUwpV44//zzN33zzTctnn766YyioiJz4oknbnzrrbdaDh48eDvP5aOPPvp3Vcc45phjclq0aFGrsOirr76aBXDcccfttcN5llx22WUbANavXx%2B3bNmysgbNa9eujT3//PO7rlu3Li41NbW0Z8%2Be295%2B%2B%2B1FJ510Ulke6yGHHJL/yiuv%2BG%2B55Zbshx9%2BuEN2dnbhnXfeufziiy/euKtzP/boI0vHjjq2BUWbM9as28hZF98SWL1mfUJqamrXys41f/78pMmTJ6cDZekPU6dOTSssLDQnnHBCDsCaNWtip0yZ0nLNmjWr09LSIqodVHNGi0AUMOYj4FjgFazVtjBKZGBMW2AiMkquBLgUa59pvNPXrAjE8TpZSF/Do4JLLwJj/B5/RIc1w4H2AWzilOQnkOt3KC2UMaJJHZaT1H5tpLZ40SKQ6lF3qwJwa/DnWRjTO5yGKEoZ1q4BDkfaxMQCT2PMgxhT535q9YXjdQ5EQr5HAduA8/we/3kq/pRmR%2BGGdLYu7EVpYRKu2BJadP%2Bd5A4RK/6UXaMCUAFrZyOeFhdSuagokYG1BcAIpDgE4CrgHYxJCZ9REvJ1vM51wFdANvA78A%2B/x/9iOO1SlHrHWshbmk3u4j2xgRhik3NJ67WA%2BPQaTyJRIhMVgEqIcUAAOAFjhobbGEUpw1qLtXcAZyJ9Ak8AvsKYduEwx/E6mcBHSP5sDOKhHOT3%2BLWKXmleBIpi2bqwBwXr5LOW0HotaT3/ICZBi5qaASoAFcHa35DpIACPYIz%2BbSiRhbWvIyHh9cBApEK4UVMWHK9zMDAXGA4UABcAI/wev3pDlOZF8dYUtizoTUleC4wrQMoef5HadTnGpYUDzQStAlYqcjPiZdkXOA94LrzmKMoOWDsDYw4APgG6AzMw5kSs/bIhT%2Bt4nRjgBsqrfBcijZ3V66c0L6yFglVt2LaqI9YaGenm%2BIlN0aKdZoZ6eZRyrF2LXOAA7sGY1uE0R1Eqxdo/kcrgb4F0YArGnNFQp8s6PastMAW4A/nOfBnYT8XfblEK2EAgoJUDkUigxEXun93IX9kJaw1x6ZtI6/1bUxV/wb8zi3QRUHZAPYDKjvwH8f7tjeQ4XRBecxSlEqzdgDFHIu1XTgFew5gOWPtQfZ8qee/kGUAmkAdc4vf4X67vc0QRSwOBwLq///67c9u2bbfGx8cXGa0ijQxKt8WbbSs6m9KiBGuMJSFztY3J3EhBUTw0rdZ81lqKiori16xZkxYIBJYBy8JtUySifQCVnTHmIGB68H%2BHYO3X4TRHUapEWsI8BFwWXHkImSFcpzmkjteJL9la8uCyO5aN6XJHF1yJrrnAGX6PX3uJ1ZE5c%2BZkG2Nud7lchxhj1AkRAbgC%2BSmxpVtbgzUWV2lpbKt1ARNfGG676oK1tiQQCHxlrb154MCBK8JtTySiAlCpHGOeBkYDi4B%2BWLttF3soSngQF5IHuD%2B48ipwHtbultvC8TrdgdcCBYGBS8YvofPNnZ%2BJbRF7ud/jb5JhsEhkzpw5LqA10ApNRQobCUXL4vdYffu4uNJNpwGUmuQZqzL/7dmSekijzt9uAALAJmDDwIED63Qz2JxRAahUjjHpwAKgA/Aw1l4VZosUpXqMGQG8gKS2TAL%2BhbV5Nd3d8ToGGAk8DqQGtgU2Lbl5SSt2MQlEUZokPrMn8CYwAMmTux24A7ctDatdSqOhd15K5Vi7hfL8vysw5pBwmqMou8TaV4B/IhM5jgY%2Bw5hWNdnV8TrpiOfwJSAV%2BDJ/Yf6QBrJUUcKLz5wMzEHE33rgaNz21uYg/oyhvTHEhduOpoB6AJXqMeY54HwkibYf1m4Or0GKsguMGYI0am4F/AIchbWrqto8OM5tAtAFKM2bn/fJmpfX7InFBeyFegCV5oLPxCOpEpcHV74FzsBt/w6fUfWDMWQC1wFjgCus5ekwmxTxqABUqseYFsDPQDfgdcCN/tEokY4xfZDWLe0BP3Ak1i6uuInjdWKB8cBNSDTkL%2BAsv8f/vRzCpAFbUAGoNAd8pgvwBrB/cMUL3IjbNumpHsbQErgy%2BGgB0IY1U9fYtkeG066mgApAZdcYMxj4Bhl79W%2BsfT7MFkUvPmOQEGUm5Un06UAakAIkAYlAAhCHCJtQnw0LFAcfRUioNB9pb5IDbAU2I8nTG4EtuJvwF4Qx3YCpQFdgBXAE1v4O4HgdB/H6DQ5u/Qowxu/xby3fXQWg0kzwmROQ9IaWyOf7HNz2w3CaVFeMoQUwFikAawXQn5/sndxkhvPpVJcNqADcBSoAlZphzPXAPcj4q39g7bwwW9Q88RkX0BmZctENES%2BdgU5IQU57ROQ1BiVIftAaYDWwChFSfwPLkbSAJbhtTiPZU3uM6YCIwF7A2mIXR/a8r9tA4DFESG8BLvZ7/K/tvKsKQKWJIyHf%2B4ArgiszgdNw26Vhs6mOGEMKcDES7s0E6MlvpXdyU8xJTMSFnQp4sHZuOO1sCqgAVGqGzAb%2BGEmuXwTsFywUUXYXn8lAZtr2B/YB%2BgA9EQ/erihAxNkmRKTkALmIV28b4uErJjh5IbiPC/EKxiIewkTEa5iCiKF0xEPQCkiuxSvZgIRZ/0T%2BNv4Afgd%2Bx23DPyPXmExgysZk14DrT8sqmrZ3Snzwma%2BBkX6Pv9KLoQpApUnjM12RtJ1QyPdh4Hrcu9ceKdwYQxJwESL82gJ05a/iOxgfdwavE0PgV%2BBa4FNNU6oZKgCVmiMX0jmIR%2BoD4KS6NtyNGsSz1wc4CBiChB6dKrYuRgSVH8lLC3WyX4F44dbgrnl7k920NxEJMbdBvmzbIR7IbMQb2QnYg2DopRqWAb8ixRi/APOAhY19ETr0hs7/yk10%2BTalxMTFllj2Wl303187Jlzm9/irrHpUAag0WaTK9wXkpm4TcC5u%2B0F4jdo9gsLvQkT4tQPI5u/CO7kp4WwmEEvpauAW4AWs1ZFvtUAFoFI7jBmE5AMmALdj7S1htihy8ZnOiMf0SOAwRFDtiB/4ERFGvyC9FxfjbiJfZD6ThoSquwF7Aj2Cj55AVhV7FSGi8EdgNnJTMQ%2B3rffJA47XSQEeQEJGdNxYnP/Ey2uS%2B6woygGGY%2B23Ve2rAlBpcsiN2wNIJSzA90iVb5ML%2BVYm/NqwJv8uxiWfw/%2BIoyQfea1ebAREGpogKgCV2mPMOUhCMcBpWPtWGK2JHKRAY1/gJOAExONXkTxgBtJ64TtgFm7b1DvuV43PtAZ6I7%2BHPkBfoB9SsLIjRUi1%2BQ/I72YGsKwuRSiO1xkMvIzkUwI8dt1HG24f/dWWt4FDkZD50VWJQBWASpPCZ3ogVb79gysPAOOaWpVvMMfvQiSc2xagNetz72Jc8ihedMVTHACeA26trr2TsmtUACq7hzEPIWX325B5wbPCbFH48Jm9gbOAM5CijRAB5A58MlKIMKupfRnXOyKSuyBCeV8kB3I/IKOSrVci3ubpSL7efNy7TjlwvE48cDNwA5L3uAIY5ff4PwPAmGTgQ%2BBwRAQehbUzdjyOCkClyeAzZwNPIfm864GRuO2n4TWqdhhDKnAJUtWbBdCKjVvuYlzS%2BTwfH08xyOf2Oqz9LXyWNh9UACq7hzExSB7gMUiV6GCsXRJWmxoTn0lHRN/5iJAJkQ98CrwHfIrbbmh845oYIgq7Icnqg5Ecyf5IsUpFNiJC8Evgc0QQbvcF5nidvkhLl37BpVeBsX6Pf3tP6/YiMAfpE/jD9puoAFQiHJ9JBf4DnBtc%2BQo4C7ddETabakmwj98YxKGQAZDO5g33cEP8v3muRRwlIJGBa7B2etgMbYaoAFR2H2kSPR252C4EDsI2c8HjM32R3lNnUV4pW4yIPh/wUYMXaEQDPpOMCMKDgKHAgYh3oyJrgWnAlOUlsZ8furbzWcBtSKXzBuAiv8f/dpXnEBH4MRIO3oL0CZxT/rQKQCWC8Zn%2BSJXvXki04XbgzqYyzi04ueMK5Ps0DSCNLavv4zrX%2BTzfJij8FiGe/He1srf%2BUQGo1A1jspEwZ0ckd2sY1uaH16h6RjxURyDJyMMqPLMAeBZ4FbddFw7TogafiUXCxYciXruDCApwf3Ec12zOYm6xdM9p6yqZ0cpVesbHV/y9fJfHNSYFmBQ83kYknWG%2BPKUCUIlA5PtoLJLjF4%2BkOJyF234VVrtqiDFkA1cjeX7JAC3YuvQBrrH/5rkuMQRA%2Bo7eBjyPjfK0mQZEBaBSd4zZG8nVaol4wk7ENs1eU9shX7TDkRYDoV5aAeBdJOwyvUlPymjK%2BExCXsAMuWNr6xvfy29xRDHGtDCljE/fwMlJuRhDLvAZMhP4Y9x2TZXHEqH3GfIerwGGYu0iFYBKxOEzmUh7l%2BODKx8Co5pCqokx7IkUdpyDCFdSyVn4MFeWnMcLfVzSrjQHmVX8MFYjKQ2NCkClfjBmCFLokAS8icwMbhKhiErxmaHAvUg%2BGkixy3PAQ7ijKNcxQnG8zl7Ai8ABAPHYz59rvfrtAxO2/QNpvdO2wuYWySH6AHgPdyUJ5MZkAF8gDbmXAgcZGY2nAlCJDHzmcCS/tQNSNe8BHo/0m1Bj6A9cD5yKFGWRSs7sJ7i0cASvHBicU1kEPAHcjbXrw2Np9KECUKk/jDkKuSONA/4HnNfkGkX7jIOEVk4KrmwD/gs8UK0XSWkUHK8TgySL34n0oswBrgKe93v88mUmTbf3BY4FjgMG7XCY34GJiCd3dtkF1Ji2SJFJD%2BC3R2D4lbAEFYBKOPGZOCQcej0y13shcCZu%2B3M4zaoOYzDAIYjNR4XWU8n54gXOyz%2BVt4cjYjCAtGq6Fdv0ehU2dVQAKvWLMScjHsAYxGN2YZMQgdJA9QYkzy8B%2BWJ6Frgdt10ZTtMUwfE6eyPhr1A4fgpwgd/jX1btjj7TAQmZnYDkcsZXeHYZ8DbwFvADZ9EZSWfouBFmtxbxqAJQCQ8%2B0w0pLvtHcOU54IpILTQzhhjgRCTUW5Y2k0Lue29x6rbhTDqV8s/fe8BNWPtroxuqACoAlYbAmDOBCcgdXuSLQJ85GLEz1DB4KvIlq19MEYDjdeIQYT4euXhsQbx%2BL5Z5/WqKTC45Bjg5%2BLNiZfEy4I37HqXV6JmMioGYdOBQaP2FtRvr/EIUpaZI/vFZSPShBbAZGI07MpvuB6d2nIMUd%2BwZXC5IJm/CFP6v4EBmjKL8s/YFcMOObZeUxkcFoNIwGHMW4tp3IeHg8yMuJ9BnkoC7kVYEIHN2LwfejvS8mmjB8ToDgecp7%2Bv3EdLepe59zuT9PxrJTToeSC17rpBlW96nQ8v3iV0Dr7SBc7QNhdIoSI/R/wLu4Mo3SJVv9Z7uMGAMWUjz5jFAZnB5UzJ5z8xk/6K9WTCG8nnhs4Ebgan6WYoMVAAqDYcxZyCewBgkxHZ2xFQHy/SON4C9gyvPAR7cdkv4jFJCOF4nCbgV8SjEIH39Lgd8tfb61QQRg8cApyN5g0lb8yH9AthyI6St4WMOZ5S2%2B1EaFJ8ZgjQv7wKUIr397oq03n7GsBeSi3sOkBhcXpLItsf%2BopurPauvobwQawHivZ%2Bowi%2ByUAGoNCzGnIQIrTik39opYe8T6DMjkbFJSUjbj/Nw20/CapNShuN1DgOeoTyU9AZwmd/jX9soBvhMC%2BCE9TmMzLqII7c8C2nJQIBSXHyMeLQ/wh0hNzNK00f6XN6ECCUXsBjx%2Bn0XVrsqECzsOAwRfsdVeGp2EvkPryMrJYX8m4DOwfXFyE3cqxEX/VEAFYBKYyDVwRMRwfUdcBzhyKmSarqHkHAFSBHBCNy2cYSFUi2O18lAKrDPCy6tAC7xe/wfhMOeUB/A9WfwVeu9OYRu2z29AfHUvIDbzg2HfUozQQo9XkXGIIJETS7FHRmFR8aQAJyJpMqEUjEs8GES%2BQ/n0KJjDIFbKL9hWwncAbwQMREfpVJUACqNg/QJ/AjJB1kIHN2oZf%2BSV/MWcGRw5Takwjdyi1OiBMfrGCT0%2BijQJrj8JHC93%2BMP20UwJAA7Q8ul8BLZnMhh5PN/5BCzXZ/BH5EUAp%2BmECg1Rgo9RgKPI/mnW4GLcNvXwmpXEGNoh0zruJjycG4%2B8FIyeY/lkdoX%2BR7tHXxuHdI79Ums3dbY9iq1RwWg0njIxJBJyNi41YgncE71O9UDPtM%2BeN59gDzgbNz2vQY/r7JLHK/TBUl4Hx5c%2Bg1p7fJt2IwKst0kEGkL9A3QDxc/8gS3k8bZSGuZuOAu25Bw9TPA91pIpFSJz2QgaSinBlemI9GIsPfCM4ZBwGXITVmoZcvfwOOp5DybQ9pBiPDrH3xuM%2BK5fwxrcxvXWqUuqABUGhdjOgKfAH2Ru0k31r7fYOfzmS7A50BXRHQei9v%2B2GDnU2pEsLXLFciFJAmZBHAXcJ/f4y8Mo2ll7DQKzpg9kErGTKTC/VxepTVwNvBvyguKAH5BLvATIiWUp0QIPnMEkkeaDZQgoybvC2ehhzHEA6cgM4YPqPDU98CjvVjwzgL2PgIpStkv%2BFwO8DAytm1zI5qr1BMqAJXGRy6sbyId4i3SgPn%2Beq8Qk9yaL4FOgB/4P9z2r3o9h1JrHK9zAPA0chMA8BVwod/j/z18Vu1MpbOAjTkMmRscA1yMtU8BoXDeAcBo4DRE1IJ4nCcA/8Vt5zWm/UqEIc3m70J6WAL8gRR6zA6XScbQAQnzjgbaBZeLke/nxyxmFtI8/XbKhWE%2BMgv9AWzkzyBWqkYFoBIejIkDHkF6SIEkQV9Qb7kjPtMJCavsgYz%2BOlwneoQXx%2Bu0Au5BLjYG2IjMM32pQVq71JFKBaA8cQ0ysL4IOAC7g0fZZ1oBI4CLgF4VnvkGuXBOxG2LG9R4JbLwmX7IjUCf4MpTSNupRp/oUWFM2yVIQ/SY4FOrgnY9YzFrkIrf24CDgs8XIOka92G1cK45oAJQCS/GXIok/8cgyfQnYevY8FTya75BLr6LgENw21V1tFTZTYJFHmcBD1Je5PE/wOP3%2BCN28Hs1AtAgVe0nIJ7lAVibs9MBxCtY2YV2JXIhfUb7CjZzfCYG8fjdieTTrQXOx20/amxTjCEdKTq5mJ1vTB4H3rWWYow5BBF%2BhwSfL0Q89vdi9Xu0OaECUAk/ElZ7E8mt2gCcibWf7daxfCYBCdENRRKXD4zEDvrRguN1eiFi59Dg0m/AxX6P/6uwGVVDqhSA8mQG8BPS8%2BxlrD2n2oPJPOILg49QRWUh4vl%2BBLf9pV6NV8KPz%2ByB3OiEhNQHwAWN3XYqWNRxEdLKJTm4nIf87T1hLfOCGw5FhN9hwW2KkHno92Bt3SfvKBGHCkAlMjCmM/AuMBDJC7wVuKtWDUTF4/Ic0kduKyL%2B5te7rcoucbxOCjL26RqkSnYb0hvsQb/H3yR6g1UrAGWDg5D8RRdwKta%2BvcuDyg3KqchUk0EVnpmK9KicpNXDTZzy9i7/Qeb45iHv9wuN9d4aQwtklNxoYN8KTy1AWiy9bC2hvNahyPft4cFtipHv0Xuwdnlj2KuEBxWASuRgTCLypfnv4MpUZHzcmhrt7zMXIjksAeAY3HZyQ5ipVI/jdY4HHkPGWYH0fxzr9/iXhMum3WGXAlA2ugsRuuuBvWucG1VeNHIlEh52BZ/5FRGCr%2BK2EVENrdQCn8lCvoNODq7MAEbitv6GPnUwt28/4ALE25cSfKoIeDto1zfWYoM7HIxUIFcUfi8Ad9c5DUdpEqgAVCIPY0Yid6nJyKi2kVg7pdp9JMl6JpJncx1ue39Dm6lsj%2BN19kCE3z%2BDS8uAy/0e/3thM6oO1FAAxgOzkB6Tb2DtGbU%2BkbQqugy58WkRXF2F5MY%2Bpc2lmwg%2BcxziOWuLiKlbaYT2LsaQgeTY/hv5OwzxO9KT8n/WsqHCDocgwi8U6g0Jv3satTm/EnZUACqRiTG9kaa6oaq5h4AbsZV4RXwmCZiDJDZ/CJzQEKGWYFizNZABtATSkQ7%2BKUjbjwREgMZSnvAP4pEsRb5oi5Bqum1IaCgXCVdvATYFH3mRWBVbFRV6%2Bt2KiPYS5P26w%2B/xN9nGsDUSgLLhvsjNRwxwDNZ%2BulsnlGk1o5FwYXZwdStyM/QIbrt6t46rNCwyO/ohyiMXC5Bm8z811CmNIQbx3J0PnER5w%2BYC4B1E%2BE0v8/bJTocin9FQTqJ6/KIcFYB1wEg1YItdbqjsFudC4j1wZ7KENCiF%2BfNg9KESJitj5RPcnhLP5QFY88p0Bl/2MrWeM5zUMyku/aD0PWJbxnYz8aaLiTGdjct0xEUHDG2NMW0oT6BuaIqstRuwrMeyDstaG7CrbKldZYvtisC2wMqiVUXLNn68cX2gILyT7DqM6TAgLivuP8Zl%2BgLYgP22aGXRVaueXrUwrIbtHvGIiA%2BRiowt7Ig0va2SlXBXCowphb8uhcGvSYHHbjG8H3H/OYdTM1K5PMbQE8BCYUExE75fxKMnPox6aSKEOXdyQLc2POUydLFg84t44uoJ3P7ad7v//lfPh11hXzcku8HVsXy99BfY%2BjK8/iZcvzm02hL4Eg7pCNfFwYEAFooL4OWv4aHTpFAu2smxUSqEVADWgQoeAkVRFEVRmh7Ve/ibMSoA68AOHsCZwP413LUFcue1S89CBWpz/Nps25Db19vrfBayToT/xAdnxpbA7J/juDT2er7s35mkwhLeaXMx5%2B24X6KTGJtxTEa/2LTYg0ycGRzYFjgqJjUmZsftguTZgF2MZbEttcu2fLXl1BaDW3hsoV1dsrVkbeGywvVbv92aU4XXrc6v1ZXoosX%2BLVISuyRmxLSIyXAlurJMnMk0MaZd7vzcK1r0b/E1LrIxZBtj2iHNlCslUBgImDjzEwF%2BCxQHfgnkB%2Bbl/ZL3y%2BZpm6uyrcbvaUxGzN/ZY7N/dcW69gawJfat3Hm5122YuKGqqQAN%2BfdYn8fe0QPYFkkt6Ink5FXLebDwYWhvYcuz0O8aCefvri1ltEyGz8dx4KpNvHXQXpLYb8EWlfDu/L954PC7%2BG13jx1Ev49qcexvbqFf72yejjHSS6%2BgmFcem8INd71HTi1sqfL4wv4x8Pxh0OZ0SDgeTHCyjA1Ayeew0Qe3fASvbedpbAlMhyPbwI2JwepfC4Xb4KVp8PDZ1f8dR%2Bt7qh5ApW4YYxZYa3vXcNua5Rbt/vFrvG1Dbl/vr1ME9znIBJF0DqSES4jFkothr9CkD8frdAGOBY5G%2Bs%2Bl7nCkUmA%2B0sdtXvDfC4CVFXPvIvk9dbxOPDLirhvgAHsC3YEewX/HVnGoRUhl4jfA18Aiv8dva2pLxys6DoltFfttTEoMSOXrv/0ef7WznBvy77GBj51N8OJia9AHLdaYBSWS/9gXyasaV1%2B2lG3/KiOBm5Am1CHeBm6v2Eswkv92w7V9nV%2Bnz8QiYytvRj5fa4DRuO0H9WF7sIp3X6Sgw015v0iAhXBHBowfaG0lYVv5bjwuaNsgkCTjADyZAndidz0FKSrf0yinqouEUnueiKDj19aWht6%2Bfo4tdysvYcxU4niGf4k3kA/Ie3ZN%2BsH3rnT2Qtov7LPDnhsRsfPN%2BnfXt888OXO83%2BOvyci5iH1Pg730/MHHdk2zHa8Tv%2BblNTe3Hdl2LlJE0x%2B5sHRERGJ3REgD/Ol4nXeTuie9XhMj4tvHP2piDDZgfzIuc6zf46/JZICG/PuKmL/dUjn2SqSf5RiMuR9bbQVv7W2XubEnBqvebwL%2BVfbwmTeB23DbBbtx7NoSSe9Rw38f%2BUxP4GWkzQpIocVFuO2Ok2xqbbsxOEjblrMQb3OIDcDrSDPp2XDzJdaO3178GeMCTgTGI59zgPxceH5PGLsGrq9FeDO63lNFPYDhYHfuWpoiDfo6XzUXbraup97fkGrfWdLC/JpdMXJHKfAt8AkwBZjr9/gbtFqiKbynjtfJQi5gByEJ4f%2BgPORZBFzp9/j/W90xuj3QbZ0xJtOW2i9MjBnl9/ibbUFCbT2AwZ1cwC9Ab%2BAqrH244SwEfKYP4vU5NbhigdeAW3DbP2tyiKbwt1sf7Nbr9BkX0qLnHiAR2AyMAXx16TRgDB2Q98zN9uHIAqSTwSvAJGupfGa0MTHAKYjwC3VKyEPEzYNGjqPvqVItKgDDgDEmAQkl3GMra2vSTGio1zngwS4DD0nc9sWUbcktCoP9c2NLLQf9sY0jf83LGbC0YNxeq4ufwNpGK5Ftiu%2Bp43VaIDmVYxFRWAS0rM472vWerle64lwPBf8bAL5E2vV84Pf4m1WbEmNMJrAOyLJ2J09PdTuORman/gH0pDG%2BZH2mL9LiI9SAuBR4EQkNVzvNoSn%2B7e4OtX6d0p/xRcrHGE5B5vjuVuWsMWQhou0M4GDKc3gDwDRkNNvEsgkdlR8kFjgdGEf5PN%2BtSAP9h7F2g2ym76mya1QAKk0Gx%2BscjIS9jgytGewvFvPshKdWLj3AX3AP4nkBSfS9DGt/CIOpTQbH66QizWtPR7wbmX6Pv9rGtY7XGQZcBwzb4amZyLzTScBPDe11bWh227tgTAtgNdI26ACs/b5hLKwEn9kXuB3JgQVpR/MEcE8l4UqlMmRKyygk1zg0ys0DPF1br19Q9J2EePsOY/v%2BoN8h3to3raX6aUfGxCEh4huRFA6Qz%2BujwKNYu6uCI0XZCRWASsTjeJ2BwL0EBYcLa49JyjOHJ%2BS/dNXmNueVFW7Il%2BTlSJf7UOHHBOAG7O7dtTdnHK/zf0iT4W5I8cKZfo9/1/Nsy/d3EI/GacgM54qsBD5FwvCf%2BT3%2BmlboRQx1Ci8Z40PyurxYe00DmFc9PnMgcBflTX%2B3AvcBj%2BK2eY1uT1PBZ9oBzyIFFSCpJOfWNJwOYAztEdF3CuI9dFV4eg7iMX/T2hr0c5RJMyMR4dc1uLoRaTz9HzTsqdQBFYBKxOJ4nUzkohVq71Lc2lX61juZK9ydYkss0AV3JR3sjWmP5OyECh22AQ8CD%2BgXZplw8yLJ4wDLgRF%2Bj/%2BrOhyzPXA8cAwi1FMqPF0CTEdmAn8M/NEUJp3UUQCegXh3fsHaHYuSGgfxZB2FfBb6B1dXIjmDLzX0iLImh8/8C5mX2xpJhxgPPFiT35MxdEVE38nAELZv0fQj8BbwlrXUbCawhDZHIeHNzsHVdcjn9kmsbXI3VErkoQJQiUgcr3M6ErpqHVx6FbjJ3%2BGvc5Bcpym47VHVHsSYQcDDSH4byBfoHcDTWFvUAGZHNMEikBuBS4E4JPfocWC83%2BOvN2HseJ1EJMdpOOJJ2XOHTf5EEt0/Aqb7Pf7KE93DTB0FYBukTYgFWob1xkMKGc5APIJdgqu/AFfjtp9VtVvU4DMtkc/BWcGVn4GRFdvq7EiwZUt/5CbqBKDfDpvMRCqF37aWv2psizGJyEi56ykfB7gauB/53sqv8bEUZReoAIwQgsmsPyBfJAOstT%2BH16L6xxjzAfKl2QZpkjsVuM5W6FEVzEn7LzAiuPQLcJHf458BgM/8iuT5nYPbvlyTkyJ35vdSnjuzBBGRr2JtSd1e1U6n64J4Dg4H2iEelwnAXTZMotPxOunA1ci83lDj8inAVX6P/9eq9qsJxphxSL5Zf2SEXctKzr8nIgSPRUKScRWe3oyEit8DJtWnEK0rda4wNGY50nrnQKydUc/m1R6fSUDE/3ikZzDf/sHa0c/BghW0AU6y1r4XPgMbBmPMDYhnricSDZiBfO/8js8MQwo9OiI3RPcghTM7fVaNIQEJ6R4P/BPpwxmiFPFyvwu8Zy3VFt5UYmQyMvLyOqB9cHUFEgF5Dmtr0rYKY8zFwMWUC/1fgdvt7s6nbiIE3%2BO7gUettVeE2ZwmgwrACMEY8ygiUIbTfAXglUji8yrk7tYLYK0dAmUNnD9AGukGgDuBO8s8RD6zJ9LIuATIwm031%2BLkccjg9Jsp/4L9A7gNeANbP%2BEwY8zRSEHFa4inqw%2BSU/SKtdZTH%2BeoKUHhNxYRfy2Dyz8CN/g9/in1cQ5jzG2IiOsInF%2BZANzBphZIWDIkCDMrPF2MVENOJAKqiutBAH6JCF431r5Wv9bVAZ/JAG4OWMa4DDGBAKUPTyLmhS8569e/rS/c5tU3xphJSD%2B9WUjv27uS49ln/dN8kBTPpcHN/gRG4N6%2BYCeYz3cM8rd6JNs3lc9HbqTeAz6ylqom4VRnXDJwEXAt5Y2flyNC9AVqWdlqjDkeEaOhnMVzgGuQa0qdbvYiFWPMfsCbSJ7rFyoAa44KwAjAGDMcSeo9Bblja5YCcEeMMf9EvjwTuj3QrSfyZdoOCXmc7vf4v95uB5%2B5FAnVfInbHrabJ01G%2BnhdS3l4eSESHnu9vj2CckpzDXCxtbZbfR%2B7Mhyv0xLpXXYF0Cq4/Bvi%2BZnYENW5xphzgUd2JQAr4nidGGAwEkI7AZliEsIi00reBd7xe/y186jUA/UgAN9FvM%2BXYO2T9Wxe3fGZvZDc2GMBCorZkhjHZcArdelxF%2BlMu9Ec1q4ln%2B/dsWzpSeAa3DbPGGKR/pjDg499d9h9FZK68AEwzVpq5JnbCWNSKBd%2BbYKrSxEv1kv1maJijNkIXGOtfb6%2BjhkpGGNSkZvaS5AOET%2BrAKw5KgDDjDEmNG/0RGS01mKiQAAaYzKQL97sbg90G41M6miNhHyP8Xv8O1ft%2BszbiEgeh9veXUcD0ij3joVE0l9IyOVlrC2o0/G3O5W5EzjaWjuovo5ZGY7XaYuIvkspD/X%2BhnhS39hVe5e6sDsCcEccr9MLEUwnUj5xIcRM5C7/7cZqPl0PAnAi8louxtqn6te6esRnjv59JZ/u1aFs5RvgYtx2fviMagAkF/Iqa7nbGOKKS9kQF8NIc5b9BfFKH4UUMLXcYc9ZSPHSx8CP1rL7N1DlHr/rKBd%2BS5Ab0P9hbb3lwxppFn0qMklkgLV2QX0dO1IwxvwP2GitvdKIx10FYC1QARhGjOSnfQJ8a629M5g/1qwFoDHmPsQDlwx83/qE1qPSD0qfguTTzAb%2Bz%2B/x79zTSioaVyIewqG47Tf1ZFAaIpiuojwcuRrpAfY0thZh5koPbxzkDvVqa%2B1zdTlWVQSreq9GqqVDkz3mI8Lv7YYUfiHqQwBWxPE6nRHx9C%2BkiKdiVeX3SFXlG36Pv2YTOnaDehCA3yIVoadh7Vv1bF69Eh9r7CfX8vKwPvwL%2BWyWICkat%2BOuWf5ZROMz7ZFRbsO25KfxyKfDch789MU3cralHcT249dA8pOnILmpk3bZo68mGJMEXIgUd4RCvYuRz%2Bgr9Sz8%2BiKpNolALuC21n5SX8ePFIxU2o8D9rPWFqgArD0qABsAY8ytSC%2B66tgPuTicDhxsrS1tigKwpq/VWjs7uH0mkAHsgeGWDmM77JXYKTETyccb4vf4K8%2Bj8ZmOSG5MKdCi3i9KEpK5ABFSoeBQLvA88JiRXlw1fp1ySNMB%2BAr4ylr773q1F3C8zj%2BQBrUnU95r7AckjPTR7oZ6a/ueBvc5l3oUgBVxvE47xPP7L6S6OPRaLZJ4/xoidOu10XEdq4BdSL%2B2dKA/1s6tT9vqG2OMBU6yr/Ij8BgSkgfJJfs3brvbLYLCzZJHu5z028peL05fODR96vwj7OzFA421sRU3CSCfmynAZGCmtdTPTZNU9V6AVN%2B3C642iPArP6WJR1rHtEQ%2BN/8GDmlOHkBjTJnDwAY/WyoAa48KwAYgKHIyd7HZEiQx%2BXjkQhYiBhE5r1prz6lkv4iipq/VVhJS7Xxd52visuLutwFbaFxmgN/j/63KI/jMMUgIZgFuu3edjK4O%2BfI8ExFWoRmbdhtMmgJvngbfV5OcU/Y6g%2BLvC%2BTCcq6tp7F0jteJRS7OVyE3ECE%2BRVpFfFXXHnu78542pACsSFAM/gu5cTqowlMlyAX8VeB9v8e/282OjTGXIl5hF7AXuycAD0CqTbcCrRsit7Q%2BKROAoSpgnzkBacMUakXyOHAd7shvQ2IMqcDgWFfx4V2zFo9cumGP7KKShB03%2BxPpQvAZ8Lm1bK5nI%2BKRPn43UX5DuRQRfvUa6t21KWYq4LfWXthY52xojDEnIsViFYV6DHItDQAJtp4K%2B5ozKgDDiDGmM5BWYakDcgf6L%2BAH24ynVzheJ8kG7BLjMm22/bXtvyv/u/LSanfwmSuRQpm3cdtTq922PpDw/P8BVyK5QSF%2BQ5rFvlxVeNgYk42IvznA2fXxReR4nVbInfylwB7B5WLAB3j9Hn9Y87UaSwBWxPE6nZD%2BdmcCAyo8lYf0YHsF%2BGJ3Q%2BB19AA%2Bh1Sd%2B7D2rF1tHm52EoAAPpOO3FSMDq4sAs7CbWc1uoHVYAxtkJuhg4ChyFSaiiPXaJm8qnjrtq9KArbHbbDva9aycwP5%2BjEmBnAjbaZCRV8rEOH3Qjj6jxpjpgHLrbXnNva5Gwoj4xb32GH5RaSg7z5rm1n%2BagOhAjCCaIoh4JpijNkf2B9JMN/UdlTbi1J6p1xfsqWkZMs3W1pt/mJzbrUH8JnHkKKN%2B3Db6xve4goY0wsRXudQ3gZiG%2BLBfRb4nuAHqULYdxkSNi4TH9baWrc1cbzOAKTC7SwgKbi8HngaeMLv8a/ajVdUbwRvYjKQvmjXIBdggD%2BttdW/p/WI43V6Ir8jN%2BUXXpCL7wTgZb/HX%2BMQmDFkwuwBsN8UaJlu7abazALuDixAWo4chLXf1njfRiRYQRlq0v0T4lX%2BAkmqLxdIPnMk8ALiySpBwpkP4q4fr3ZtMIYYYG/ggOBjCOX9PcvIbvV34LDeX7gO3Ovbbd/8/v2sV7%2Bd1w/sCcDvFTbbYmvYX68GhhkkZ/VOyueRr0HSMZ6pz6KyXZhxNxINWI4Ugp2B5B0ebW3zbvqtIeDaowIwgmjmArAvMri8H5DS7oJ2geQeyUklW0ruX3rH0ut2eQCfeQfJdRuL2z7esNZWgXiERiCNViuGoX9D7j5fMXB08N87Ya01la3viON1kpD5uhchbVJCzEN%2Bh6/5Pf6ISMw3xrxE%2Bci9ihxmrf2yca0Bx%2BsYRBScjYSJW1V4eiZSEflapYVGQYzhWOAD2OqSFL5NG6HlN8gM18nV9nszJhbpZXgwMAlrh9fxJTUYxphDEcG3I//byVvkM62Qm46Q9/0DpG9egzXuDk7b6IzkS4duIAex/ZjBEL8C315w2DPmxhPuPrdL1tI4pKPAyeYsFlVxilHW2pfqwdBDkO4B/wiubAr%2B/3Fs485dNsY8DxyB9Drdgnxn3NfcxR%2BoANwdVAAqYcHxOuuRti/7%2Bz3%2BXYeUfOYr5KJ6Om77ZgObVz1ytz8ESe4%2BjXLPXCmSh/YK8H5txzY5Xmef4DHPprwVRTHSC%2B8J4JumMEM3UnC8TgLScHok0sw3lPlfiPxOn0dCxNt5sozhasAr6XvpyHW0LFOjNLivD/hwu2IB%2Bbt4GLgcCUP3w9qazX5tCkgl/gVIkUgCcuNzLG67uK6HNgYX0BUJ5Q9AwrgDqTwXNQdpzTIDqXb9zr5qNiNN3ccHt3kLGIW7AQWYMX0QoXdMcCUfef%2B9de0eoCiNgQpApdFxvE48chEGyKjOG1OGz/yMeA%2BPxm0nN5x1tcSYdMTTNIrtvXW5SJPr14CpVeX%2BOF4nAwnTjEK8GyGWAs8AL4R7IkZzwPE6bRBhPYry4h6QYqwXgBdDvSeNIQ64FrbcCC2TdxCAFVmItAt6zmICSLgvlJ4Q8a1fdhuf2Q9JwM9GWiYdWZuegcaQhrwHfZDP9D7BR2W/5BLEkzcLKaj6AVi4nfAWYfofKJvqcSdwc4M1szamPTJTfBRSKFSCfFbvYDfSPBQlXKgAVBodx%2BvEASFBlFWj9h0%2B8zsyKeIQ3PbrXW0eFozpgYSIz0K8GSE2IWLwbWCa80C3ABIqHolUgYdKFIuR0NqzwGcNMbEj2gmGiAciPRPdiIsPpHLwU%2BRC/onf4y8x5q5OcNMy2DgfWvWp/IjgovTXlXSY35a1pweXrsDaRxvwZYQfn8lGfl99gXVIb86y/Lpg%2BDYT6bHXE%2BiF5MbtTXlV7I4UIv0rf0RyEucA86yl6vw5EX8PIQ3QLdLA%2Buk6vLKqkV5%2BVyMiPxSGfhu4EWurCjMrSsSiAlAJC47XWYY0fz7C7/F/vssdfOYPJNn7INyRmVRfhoQCByMC41SgbcDAnC6JTByYWvRRv1TyEl3xFfaYB7wETPB7/Osa3%2BDoJJhr%2BS%2BkuvrgCk%2BtAJ7LnZv7xtoJaxcA6WAzkZ5qQ4PbhoQjcRTxF93oyIpSZOrHs432IsLIlufSW23Zlv7l3xs67vPL8r5rrnvt/pe2bEvPRj6nPdg%2B/3JHViKevXnA3ODjd2upXXsUnxmDeP9AQr4v1fJl7Br5PJ%2BCjM3rHFz9HrgKa7%2Br9/MpSiOhAlAJC47XeQkpHvif3%2BM/d5c7%2BMxviCfh0KbSlNbxOq7EosCB2ZtKLl/XIuborckxZcnrmTklHPdzXuD/5ufN2m9xwesuyydY%2B0c47Y1mHK/TA8lvO5dg3lmgIBBYMn6Jq%2BPVHU%2BJbxf/XsgjawxxQ/h26L94%2B%2Bos1g0fzPdmT/yrgTMJQ%2BFLQxDMyWuNNC/ugIR7OwUfnZEWHJ2RaRPVsRQJlS9EKqN/BRZYy67TPnaFz/RFvIRxSI/C%2B%2Bt8zB2RDgD/QQorQKprr0PmhuvFU2nSqABUwkJwisX3SOjtAL/HP7PaHXxmDjKY/Tjc9uOGt3D3CBYeHILMtD0BqcYTrN3SYXPJNxd9sTn/tB9y9okLsNcOu/%2BF9IGcAnyBtVsayWwlSPD9Owm4MFAQOHTJ%2BCV0uaMLrkTXX8BTF36x%2Bd1rP9k4AukPGcpZ8wGXY%2B0uUxmkvQzHIIVDpUABUm2yFUk2zA0%2B8oB8a9ntBtLBlinJwUcK0hYkDfFetgw%2BWiFCrzWQFXy0RebUxtXgNIGE2IK1B3T/rp3T1s%2B3fxz48MKVvWYgk33%2BtJaGaxztM9OAw5G0iRPrNedPwr03Ia2N4pDw9H3AfbUt7lKUSEUFoBI2HK/jQ5r4rgAO9nv8f1W5cfmX/dm47auNY2HNCE6nOBq5sB%2BNXGhDbEUuUG8Bk/0ef2HZM5IzeFxwv4PZ/oIbQBLfP0dadcxo7JYS0U77C9sPWv3M6lldbu%2ByxZXkSgdIKA7wz59yOXvGVvqsKJqLhAF3ncIQxBg%2BAo6thRkhkViE5IiWBh8BJOfNBB8xSJVzLJJTmkB51XNdWA%2BsQj6jfyMesGWIZ28p8Le1FOEzE5E%2BePfgtjfWw3mrx2d6IR7FEsDBXaFvYV0x5nAkF9QJrnwEXIate7WzokQS9fEFoSi7yyVIFWBvYIbjdU73e/xVhXdDA9nbVvF8oxHMHRsCHIlMCxmwwyargQ%2BRdiFfbCf6KiIh34eAh5DO9ochU0eORPKo/hF83ACUYMwcZPbtt4ggXFu/r0ypyI3PrF5/GfDVnUsWfde/xaAJQ9JYkJ3AW/un8db%2BaWBtHsZk4XXi/B5/TXPXMnb4/1TKvXJpyM1DCiLqQIRdCpX3vqsNeYhnMeRp3Bx8bEJmFm9AijnWAWuRv%2BE11lJp9XolfIoIwH51tLOmhEKy0%2BpN/Mln8H6k/yaI6B1DxekoitKMUAGohA2/x7/Z8TpHIhePfYAvHK/zDHBbJRMuQmPxOtPIOF6nBVLUcRBwaPDf8TtsNgf4BPEWzK51Ba%2B1OYin8AMAZMLG4YgoPBR53SFB6Alu8xcSRv8BGYz%2Bs4an6ogxDuKhO2EkHHIZ0LKIQafPzCk9dWbOhw8d3eqLJw9vORhjTsWYIciNwErH6/wXeKYGRTz/Bt6kvJF4HHChtfxcbgIGya1LCj4SkL%2B3OOQ7OwZpPwLiBbSUewaLkXBl6JEPbLOWhg71hARrY4WU2gV/1k/1rTEHAS9TXr3/JHA9tR0BqChNCA0BK2HH8TopyISL84NLhcj4rheA7/wev8VnLkK%2BlD/GbY9rQFsSkIvzQMonEPSl/IIbYgUy8eEzpGXLGhoSmRIzNPgYwvaTSEIEkLDYT8DPhKora5CbFrUY0xEJvx%2BKCO5Q2K%2BsDfRSGNcZXsTaspsSx%2Bu0R2bkXky5Vzr0d/tIdbOZjSERuBbx7CYiouk54CZraZpeXZ8Jhbbvxm3HNcL5rkCaLn%2BI2/5zt48js3tvAm5GPuNLgPOwtrIJKYrSrFABqEQMjtc5GLgXmfEZYgXw6bDEvNXXp224aY%2BYkiWus2zXyo9Qq3OlIzNj90Sqi3sjjWl7UrlnfCkyx/hr4EtgUVinchjTEhGngxGhuh9Vh8fXEKy%2BRKY3/B58rIiqSkZj2iAhyn2R39c/2LknXQnyPn/0AXx2gojodFuFJyjY1Pw0ZPpHxUbeU5Hw/uSqvMHG0Al4AGkkDqI57wAeq0XoNfz4zDDkRsgCvSr2A2zAcw5A%2BgUWAJ1x29q3T5K/h9cQ4Q/iARyrXj8lWlABqEQUwUa9ByGhslPYIfcp0QQotubXUswiJE9pLZLLlI8kypciIbJ4pPqxBVLtWLGlRScq9HGrhE3IxWU2Uojxnd/jX1kvL7ChkF5lHRDPZf/gox8icqsiH/AHH38h3o9Qcv9yYFOTE4jGJCAtShwkj3IvpAnx3khl646UIt7Sr5Fimy%2BD4XiMzH7eQjUCMETw7/ZApCHxSZR7jH9DhOAEv8dfaUNjYzgIGa8WyiX1I1XGHzVC6LZu%2BEw3JA0hC/gvbnvpLvaor/Ma5LM5EHgWtx1dq/2NGQC8j3wX5AEXYe2E%2BjZTUSIZFYBKxOJ4nUQkNHckcGA8gf2LcJnq96oV64E/EW/Yb4iX7BdgWbOZuWtMKuLdDE1hCE1m6IoI5erIRxr2rgo%2B1iCCex3yu9uAiOXNiFDKwdrSSo9Ut9eQiAj2VkgRRSYi5togbXZCfeo6IyK/qr8Ri4irnxBxPxOYjbW5lZ%2B25gKwIo7X6YJ4BM%2BnvCJ8LdJP7r9%2Bj3/jzufChfQgvIvy/LZPgSusJTL7Q/rMnoincw9ERB/UoLN3dz7/wUCoaOxU3PbtGu1nzPHA68gN4h/ASVi7oEFsVJQIRgWg0mQoetW8tKI09pwvCpLfumtr5leUi4B05Ms8HvG8BBBvYD5S%2BbgZEStrEUGzHBF5lV74owJj4oAuiJesW/DRBbmYd0I8OrvDNuR3nh/8dwGSG1dMeRuTUOGCQd6vUAuTeCQnLlQAkRp81KQfXUXyEI/mn8gFfiGhEHgNWukYYy5F5sq6EA9irQRgiGCawb8RMdgpuJwPPA885Pf4l%2Bx8blogOWlXIq%2B7GMl1u9NacmprQ4PhM0OQ8YZZSCHGIbjtjoVbjWGHFxnPlg8cgdt%2BX%2B32xpyL/P5dSL/N07F2c8MaqSiRiQpApengMyOQPJ0fcduB4TanWSONcEOetfaIVyrUIDgL8cJlIF65lpTPM24oLOKN24R4H9chHsnViKhfgQj7pcD6%2Bghd764HcEeCs69PRZoK9w8ulwJvAPf7Pf65O5%2Bb7khh1PDg0kpE6LwR1rCwhF4vRcLacYg39RjcdnWY7IlFWi4djdzo/R9uO6vSbY25AOnvB/AicCHW1m70nKI0I1QAKk0Hn2mLhCIN0BG3XRFmi5QQEqZtQbnXLhnx4iUinr14dm5hAuKtLQk%2BQi1MtiEenYq963KwtnatdepIfQnAEME8wWFIBfCwCk99ihQ/Td8x9cAYjgMeobw6eRpwqbU0fKHFjvhMJlKtfEJw5R3gXNyVh9AbDZ9JASYhucM5wPE7jYs05kzgVeS741HgyiaX36oo9YwKQKVp4TMzkCrhy3Db/%2Bxqc0XZXepbAFbE8Tr7IkLwVMoF8QzgHuDjikIw2DbmGuBGRFAXIw2L727QUWsV8ZmTkTZMbYLnvw54pF7Hr9UFn2mBeAIPQdI/RuK2bwBgzFBEOMcBTyCVvpFht6KEERWAStPCZ65Ewk/f47YH7GpzRdldGlIAhnC8joOIu1GUNxefiwjBt/0ef1lRjTF0QwpJjgku/YV4Ayc1hG0A%2BEwHpEL5lODKr8g4xp8b7Jy7i88kInOZTwqu3MwonqOInxHh%2Bg5wWmN7khUlUlEBqDQtfKYdMhUkBuiN2/4WZouUZkpjCMAQwcbSVyFjyFKDy38AdwO%2B0Ki54JSQExFRFuph%2BDpSLVx/zcglt%2B4S4E4ktF8K3AfcjttWPtowEvCZGMCLtOOB%2BazmIdpRyDxgiM7TVpRyVAAqTQ%2BfeQ/JQ3oMt708zNYozZTGFIAhHK%2BTAYxFKodbBZcXIzmC/wvNlQ5WC98OXIaEkDchIwJfrHORiM8chuTJ9Q2u/ABciNvuVKwSsfjMBQR4EhcxLMcym6N5y04Jt1mKEkmoAFSaHj5zFJL0nQN0wm23hNkipRkSDgEYIjh/%2BmKk8jfUwPpvRAg%2BH2oqbQwDkcrWfYPbfAlcYC1/1vqkPuMguYUnB1c2InmHz%2BJuYmFTY5LpxTLG0JqWgLyP5%2BC274fVLkWJIFQAKk0PaUXxC9LY%2BEbc9p4wW6Q0Q8IpAEM4XicZuAApGOkQXF6JCMFn/R5/gTHEIiHP25HK6wJgPPCItZTs8iQ%2B0xoYB4xBCiUCwFPAzbjthvp8PY2GCc4KzmA5j/I3rrLxkg8A43Br%2BxdFUQGoNE3KewJuALritpHTJFdpFkSCAAwRnIpzPnA95bl/K5FikeeCQrAb8DTlLWZmA6OsZX6lB/WZZCSEfD3loxGnAFfjtpXv0xQwxoU0p%2B4GXMirvIh4Nq8IbvEtcCZuuzw8BipKZKACUGmaSJL6r0AP4Dbc9tbwGqQ0NyJJAIZwvE4CcB5wA%2BXTRVYgI%2BRe%2BOsafxFSUfwQIuqKEc/gfdYiXi%2BfiQ8e42akyTfAPOBa3HZy47ySBkTavnyN9I9sj7XSKsdnTgFeANKQ8PY5uO1H4TJTUcKNCkCl6eIzpwJvIk2De2hjaKU%2BiUQBGKKCEByHTGsBWIZU7b701zX%2BLKRv3z%2BDz/3YKmXj%2BRufad0PuAWZBQ0yOWU84MPdAHOcw4Ex9yOtdV7B2pHbPSd5jm8AoUlCDwE34LZFjWqjokQArl1voigRy9tI89xk4MEw26IojYbf4y/0e/xPIhNCxiITcjojBSELuz3gDGt/kftk4Gywm4B9cwtSf7rrvRtfKimN6YqM0bsM2Au3faXZiD9haPDnZzs947Z%2B4ECkyhmk9c63QWGoKFGFegCVpo3P7AvMQm5mhuO2DdcUV4kqItkDuCOO10lCegheT1nVsP1tZMrWaeeWJA6/7KUnnA9%2BlAlu2Rl/L2%2BduuHEuUv7/RguexsMyf/LQW4Ke2Htwiq39Zl/IjOBM4L7XIzbvtoYZipKJKACUGn6%2BMzDSIL3cmAf3HZzWO1RmgVNSQCGcLxOShz2CgM3FmGSAfaOK%2BSy1M05k969ZdKDn3iOBNMSqRS%2BEXjUWppWi5fqMKYtsBqwQAJ2F9W%2BPtMJmREc8hq%2BDFwa9vnGitIIqABUmj4yDH4uEg57Fbc9O8wWKc2AJicA5XPwb8CTEzAdn89tyQt56TbPukxwi%2Bm5Px330FrfoxcBRwXXvgTOsZZlYbC4/jGmF7AA2IS1GTXaRwrKxiFFMaEK4jNx2zkNZaaiRAIqAJXmgc8MQSr/YoBzcdv/hdkipYlijLkUuBQRA3sR6QJQ%2BvhdiuT0tQ6urgIeGLuxzTufFKRehvT4SwCw1ny08rF3fy78e58rgRSkWnYMMKHOU0TCjTH9gJ%2BB1Vjbfhdbb4/PDEVmCXdEqqdvAB5uck2wFaWGqABUmg8%2BcxNwB7ANOKBJja5SIo6I9wD6TFfgSqQ/YHJw9S%2Bk591LFWf2Ol6nI%2BLhOg%2B5SbKFy/t%2BsPK/r3eyJYmhKSJvARdZy8bGegn1zu54ACviMxnAc8BJwZUpwEjctv7mLCtKhKACUGk%2B%2BIwL%2BBg4GmlvsT9uuza8RilNlYgVgD7zD6R69V%2BUd3L4CbgPeAe3rXL6h%2BN1eiCtYk4FsKUxReveumd27pyT9wcTi4ybO8daPm/Il9BgbJ8DGI%2Bt%2BndRJTJpaDTwCJAIrEWiCp/Wn6GKEn5UACrNC7mD/wHYE/geOBy33RZeo5SmSEQJQMlTOxEpdjqwwjNTkPFm03DX/Mvc8TqDkHFyRwAULO2Xt/qF5wsC%2Ba1aI%2BLJC9xkLU2rP55UAecj4e5uWLt4t4/lM3sDrwF9gysPIz0DC6veSVGaDioAleaHz%2BwFfAe0Aj4ATqnOK6IolRERAtBnWiGFHWOQPn8g%2BWmvAQ/itvN299CO1zHAkYjnsH%2BgKIn1E2/Ly519Skpwkx%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%2BFAqFnzKqQNyTO47d/1es5a4nidrsA9BUv7n7721Uco2dQJTGnAxBWMt0Up90b0BBFjfgd6AGdi7ev1fnypxPYB3RCxfgtwr0YYlKaECkAlOvCZo5BwcDIyNeR43HZ5eI1SIpkGEYA%2BsycwKvio2Kj4cyRs%2BR7uXYwva2QcrzO4NK/lI%2Bsn3v6PvLnHAhCbsXxeoDDlyNLcjMhss2TMPchc5Pew9qRdbb5b%2BEwa8CTgDq58gUQYVjTI%2BRSlnlEBqEQPPjMI6RPYBliDeAK/Da9RSqRSbwJQRrSdgoi%2BQys8sw54CXgWt12028dvBByvY2zAderWb0f8d%2BMn17a2JYm4UjYUp/b7%2BMot3458Itz27YQxfZHcyWIgG2vXNch5pGfgSOAJZKrKBqRnYN2qjxWlEVABqEQXkm/1AbAPUAJcDfxHq/mUHamTAJSm5AcC5wCnAS2Cz1ikd9/zwPtNLR/V8TqJeb/83z0bP73msuJ13VyYUtIO8P3S6ugH/7lk/M9Lwm3fdhgzGxgIXIO13gY9l8/0QNJMBgRXHgWu056BSiSjAlCJPnwmFbkAnxZcmQj8G7dtuiOwlHpntwSgz3QHzkbakHSt8MxfiLfvpeaQetDGfWXXnJmnTi7wD%2BkOkNTj60DmSbc%2BHJe59Ba/x58XbvsAMOYC4Bnkd98D28D5eT6TgDTXviK48hNweqR7d5XoRQWgEp1I6GYsMvEgDlgJnIfbTg6rXUrEUGMB6DNtgdOBs4D9KzyTi8zXfQn4BreN3KKJ3cAYTMIec24u/LvvzZTGu2LSV9HmzKvWJTkzrwBe83v84b24GJOMjLZrBZyMtRMb5bw%2BcxzynrdG/gYuxm0nNMq5FaUWqABUohuf2Rep5tsruPIccI329lKqFYAyoeMkpIHy4ZTP5A0gId5XkBBvZHjDGhATU9LXxG2bZAtbdMBVTOvj7iXtoP/NMMZe5vf454TXOHMXcCMyHvIAGuuC5zPZSAP6Q4Ir/wPG4La5jXJ%2BRakBKgAVxWeSkdDN2ODKauAq4HXNDYxedhKAPtMSOAFJHTgS8RyHmIlc8N/EbVc3tq3hxhha4Cp5nkDsqQApfT8l67TrrSsx9zlgnN/jb5gijF0b1hZYAiQC/4e1nzXauaVn4DikRYwL%2BB0JCc9tNBsUpRpUACpKCBkf9yzl3sCvgMv1Czu6MMZcikzjcAF7%2BR9mTLc2HIdMgKgo%2BuYhEzJex23/anxLIwtjMMClYB8CExeXuZi251xCfLs/tgDjgSf9Hn/jz%2BQ25hHgcmQ%2B%2BIGN5gUM4TMHI1GGbKAQuBJ4Sm8ulXCjAlBRKiKJ3Ncgd%2B6JSNXmS8AtzSF5X6kBPtMVOGFDLv/KvJADtzwLacllz/6K5PW9idv%2BFi4TIxljGIxM3elkYgsCWadd70od8CHAL8AYv8f/dSMb1B4pBEkEjseGoUWLz2Qi3yPHBlfeAkZrqokSTlQAKkplSLuY%2B5DkfpA796eRbv%2BrwmaXUv9IqG5/4DjgeKAvwNZ8SL8ANjzNzxmpvA28jdv%2BHkZLmwzGkAm8BgwDaHHAqwWZ/7wj0cQWg3jDrvF7/Csb0aD7gGuB%2BUD/Bq8IrgwpPLsKSTeJBRYDp%2BG2sxvdFkVBBaCiVI/PDEa%2BsEPJ3IVICxkvbrs4bHYpdcNnWiN5fMcgo9gyKzxbCkxftp5Je1zOvTT0LOBmijHEALch3nTisv5a3f7Cs9rGpq81SHXsrcBjfo%2B/4SefGNMK8CMVwRdg7XMNfs6q8Jn9kdSBLkij6muAxzQkrDQ2KgAVZVfInfsw5II1JLgaAN4BHgG%2B0y/vCEdm7%2B4PHBV87Ed55S5Iscdk4EPgE9x2Y4POAo4ijOGfSFV0Gq7i9e1GjV6b3PPr3sGnFwCX%2BD3%2BrxrBkCuBh5ApQD0I53sqBUXPAycHV95D2lBtCpdJSvShAlBRaooIwUORGaP/V%2BGZn5E5rj7cNqfxDVN2Qt6rvZEWLUcAh1E%2BjSPEfGASMh7w2x1n8KoArD%2BMoTsyi7sP2JKU/h%2B90cZ9xVHBUDFIBbXH7/E3XAW1MfHIe94deABrr22wc9UE%2BRu9FHgQiAeWIiHhmWG1S4kaVAAqyu7gM/sglYVuJLkcIB94G/F2fIE7DHlG0YqMXtsbOBgJ1x%2BCzHyuyEZgKtKnb8quinpUANYvxpCC9Nk8A8DE5fv2uHlwnisx79%2BAAbYi4eIn/R5/w3x2jDkO8fKWAH2xdmGDnKc2%2BMxApGimGxoSVhoRFYCKUhckl%2Bwc4AKgZ4VnViFi8C1ghorBekZ6Nw5E5u2GHq122Gob8A0wLfj4qTbvgwrA%2BifYKuYq4H4kBD8789Trb03b/61bgUHBzX4ELvJ7/LMayIgPkYKfz4Fhjd4WpjJ8Jh0Rx/8KrkxEQsKbw2aT0uxRAago9YGEcwYjYvA0thcj64CPkFDjVNx2S%2BMb2ISRKt0eSN7eP4KPfkglZUXygRlI/8avgB9w26LdPa0KwIbDGI5ACiFaA2tNXMFpXe/ee2/gbiAdab/0JNJEenM9n7wb0s4nETgba1%2Bt1%2BPvLuUh4YeQfpOLgVNx2/BOU1GaLSoAFaW%2B8Zl4JEfwVOCfQMsKz5YC3yMeqS8QkbKtsU2MWOR31wvoDwwA9g3%2BTK1k61VIc99vEU/fTzvm8dUFFYANizF0QYof%2BiEh2cu6PeC8i8znPju42RqkcfLr9Tpb2JhxwJ3IzVlPrN1Yb8euKz4zCIkcdAGKgCvQxtFKA6ACUFEaEp%2BJA4Yi/eWOQTxZFSkGZiNCZiYwC1jc7L/s5ffSDRF7vYE%2BSP%2B9nuzs2QPx7v2E/I5%2BQET0sob8PakAbHh2zAsEngHGdnvAORDxAIam8kwFLvZ7/H/W04njkb%2Bn3sBLWDuqXo5bX8is6ReR0YMAryONo7XITKk3VAAqSmMiUyaOQKpTDwXaV7LVZmAuMmrsV6RVxu/AuiYlDH0mEeiMCL1ugINUYPYI/rsyoQciuuYiF%2Bgfg4%2BFuG2jjhFTAdg4BPMCrwXuQYpBvgFO6faAsyW4Pg5IQHpw3gE84Pf4dzu0X%2BHEQ4LnMjT2nOCaUN44%2Bj4gBvkO%2BBduOz%2BsdinNBhWAihIu5Au%2BG1LAMBjJcdsHaQlRGVuRZraLkZYRy4AVSCh0NbAWyGlQkSg2pyC5W5lIpW1bRMh2QOaddkSEX9tdHC0fWAj8hrTnmI%2BI3uV1fQ3GmCXAHjss32etvb4Wx1AB2IgYwzHI9JA05G/7RGv5yfE6eyLewGHBTRcAF/o9/m/q4aT/AcYgn6c%2BWJtb52PWNz4zBKkSzkY%2BMxfhtq%2BE1yilOaACUFEiie1z4PogrU16IWLG1OAIxcAGxIu4BcgB8oKPwuCjCMlFDAT3MYiHIRZJPk8AkoBkROy1QC7K6UhxS1UCtTLygCWIcPUDfwKLEG/G37htoOpdd5%2BgAHweeLbCcq6txQVeBWDjYwx7AR8gXuJtwEhredvxOgZpufQwkBXc/BngujoViRiTiswo7gI8ibWX7PaxGhKfyUJ6JR4ZXHkauAK3LQifUUpTRwWgojQFJJwaCqN2CT46IV639kA7RLA1FkXAesTruAbxQK5EPJIrgOWIV2VDOMLWQQH4iLX2kTocQwVgGDCGlkjO21HBpVuB263FOl4nAwmJ/jv43GrgMuDt3S4SMeYIJMcQ4Ais/Xz3LG9gpBp%2BPHAzctP2IxIS1pGUym6hAlBRmgs%2BEwrNZiCVx%2BmI9y4FEYeJiHcvDvH4hUahWcQbWIIIu0KgAAk35SFexK2IGNqENFTOi%2BR8xKAATEC8lcuRqsoHrK15WxgVgOHDGGKBB5AKWJD371xryQdwvM4hiBcsVCTyITJS7u/dPOGTwEVI6LlvWMfE7Qqf%2BT/Ah3zWNwEjcNuPw2uU0hRRAagoSrPDyNzXH5EL5P5IgcH71tp/V7NPAiIaQ7QA/kYFYNgwhvOQMYtxyPv5T2tZAeB4nUTgRmQ0YxyQC9wA/Nfv8dcutUBCwfOArsCLWHtefb2GBsFnOiGN5vcPrtwJ3KoN55XaoAJQUZQmgTHmVuCWXWy2n7V2diX7noJcMDOttRtqeXwVgGHEGIYic4QzkYKnf1pL2XvseJ29kVzPA4JLM4AL/B7/glqeaCjSQNwAJ2Lt%2B3W3vgGRfOGHkObRAJ8BZ%2BG268JnlNKUUAGoKEqTwBiTiYiA6lhi7c6J8caYbMSbN9ha%2B0MVx1cPYIRiDF2RMO/eVCgOCT3veB0XcAni6U1FUhnuAu6tVcsYY%2B5HZvGuQ0LBa%2BrrNTQYPuNGBHAyku7wL9x2ZniNUpoCKgAVRWn2GGOOQwTEHtbaZTXcR3MAIwhjSEOKQ4YHl24C7raWsouY43U6IS1jjg0u/QKcX%2BO5wnITMBNpx/QxcHxEzAreFT7TB3gHqZ4uAi4Hno7kPF0l/KgAVBSlWWGMOQDpq/gFIuD2Q9qHzLbWnlDdvjscRwVghGEMMcCDiMABeAW4wFoKQ9sEW8acATyGeIwDSKj0Zr/Hv%2Buxi8b0RabzxAOXYu1/6/M1NBg%2Bkwa8BJwUXHkJuERHTSpVoQJQUZRmhTFmX%2BC/yFi5BKQdzevA/dba/FocRwVghGIMFwGPI9Xs04GTrWV9xW0cr5MJPIr0DwTpQXm%2B3%2BP/ugYnuAK5aSgABmJt7fIJw4U0ar8GCYW7kGk6p2irGKUyVAAqiqJUggrAyMYYjkQKe9KQJuPHWsvvO27neJ3jkEri7ODSf5EG0lU3BTfGBXyC9CKcB/yDSnJLIxafORx4A/GAbgLOxG0nh9coJdJw7XoTRVEURYksrOUzpPJ3CdIg/TtjOGTH7fwe/0dI8chzwaVLgPmO1xm247YVDh4AzkWKQfZBmk83Hdz2c2BfYBYyvedTfGYcPqPXfKUM9QAqiqJUgnoAmwbG0AZ4H8n7LAbOt5ZKZ%2BU6XucIRAh2CS49C3j8Hn/l768xxyDFIADHYZtYw2WZIPQYcEFw5T3gHNz696yoB1BRFEVpwljLWuBwZFpIHPCyMdxqzM6zs/0e/zSgL5I/CCKM5jte56gdtw0e/BMkjxDgJYzpUM/mNyxuW4DbjkZeZxFwIjATn%2BkZVruUiEA9gIqiKJWgHsCmhTG4gLuB64JLrwD/tpZK%2BwAGx8m9gMzYBngeuNrv8W/Z4cAJwPdAf%2BBLYBi2CU7c8Jn9kVYxHZGpKSNw2/fCapMSVtQDqCiKojR5rCVgLdcDo4FSYAQw2RhaVba93%2BP/Csnveyy4dD7wi%2BN1jtzhwIXA6chc7EOBcQ1hf4MjzaEHItNOUoGJ%2BMwdmhcYvagHUFEUpRLUA9h0MYajkJBwC2ABcIy1LK1qe8frHAy8SLk38BkkNzCnwkFHAv9D%2BgoejrVfNYz1DYzPxAEPUN5L8RNkhNzmsNmkhAUVgIqiKJWgArBpYwz9kAKObGA10ibmx6q2d7xOCnAvMCa4tAQY5ff4v6xw0JeAc4CVQH9sE5676zNnI0UwicAi4ETcTaTfoVIvqABUFEWpBBWATR9j6Ih4uPoiIdxTreXT6vZxvM5hSG5gl%2BDSf4Dr/R5/PsakIq1VegKTgGODLWOaJj6zLzAR6IzmBUYdGvtXFEVRmiXW8jcwFJgKpAAfGsP51e3j9/i/QHIDnwkujQV%2BcrzOYKzNBU5DJoQcDVzbULY3Cm77IzAIKW4J5QXeqnmB0YF6ABVFUSpBPYDNB2OIR8KdI4NLtwG3WUu1F0DH6xyN9A3MRnL/7gdu9V/z19nB9VLgMKyd3lC2NwqSF%2BgFLguuvA%2BM1H6BzRsVgIqiKBUwxlwKXIpESPZCBWCzINgX8A7Kq3hfAC6yluLq9nO8TiukF%2BCI4NK8mFI74o/rF3uCayuBAVi7tmEsb0R85hzgaWSG9gIkL3BReI1SGgoVgIqiKJWgHsDmiTFciMwDDs37Pc1a8na1n%2BN1TkbEUSZQnFIQuOPHm5ecGWvpBXwGDG%2BS/QF3RPoFTgQ6AJuBM3SOcPNEBaCiKEolqABsvhjD8cAbQBJS1HFccKJItThepy2SG/hPgOTCwE8fPfx3rz02lCQCt2Dt7Q1oduPhM%2B2Bd5HxegEk1/Eh3CoYmhMqABVFUSpBBWDzxhgGAx8BrYE/gaOs5a9d7ed4HQOci4SFW8SW2oLb312feNrMHGvg/7B2akPa3Wj4TALiKT0vuPIKMBq3LQifUUp9ogJQURSlElQANn%2BMYS%2BknUsXYA3SMLrKXoEVcbxOF6Qx9MEAw37N486316/Pyi3tj7UrGsbiRsZnDFIF/RAQA8wETsJtV4bVLqVeUAGoKIpSCSoAowNjaA98CvRDeuGdZC018uI5XicGuApr78SY%2BNY5JYz7cOOCE37K7Y%2B11RaXNCl85ghkskorYBVSHDIzvEYpdUUFoKIoSiWoAIwejCEdKXw4DCgGRlrL6zXd3/E6%2B8QX27eK4kwPgAP/yJ/3bY/kIX6Pf5fFJU0Gn3GAD4DeQCFwPm77aniNUuqCNntUFEVRohpr2QIMR7xccUjwc2xN9/d7/POK4ky/fZYVfADwbY/kfVIKAoscr7N/w1gcBtzWDxwAfIi0iZmAz9yLz8SE1zBld1EPoKIoSiWoBzD6MIYY4BHK5wHfBYzfVcPoiry5f9qbj/5fq1NXt4wFa0sx5lbgHr/H3/RbxABBwXcncH1w5UPgLNw2J3xGKbuDCkBFUZRKUAEYnQQbRo9DmkaDTBC52FpqJuCMiduQ4vr6thMzB3/cPzW0%2Bi0wwu/xL65ve8OGz7iRZtoJwHzgn//f3p1HyVWVex//PhmJJAwRwhyHo0TEGxAQAjgwhEkugkxCS5gCCMYr90qJCi8OCIjckqs4ECYRhGYSQRlknhQlgBcRbxTwIGJklmCCEMiw3z92RVqoJE3S3aer6/tZq9eiT52q/XRWFv3LPns/m440cH6%2BNmAAlKQmDIDtLYLDgNPJS6WuADpSonstUCLWTHDflRuNHHPsnqvMfXnooKHAbOCTZa28oNeK7mu5afSVwBrAs8DudLT4sXhtxAAoSU0YABXB7sBFwDDgVmC3lOje34WIrYCb/7LykEEfm7Jm%2BdSKQ4rGKxcBR5S18u89X3EFOmNtcgjcmLyB5nA60vcrrUnd4iYQSZKaSIkfAzuSZ%2B%2B2Bm6JYNVuvvk24Jh1Zs7jjpMeW2fcEy%2BfAcwH9gXuL%2BrFlr1TdR/rSDPIvRAXbqA5h86ouzmk/3MGUJKacAZQC0WwEblh9KrAQ8B2KfFYN94Y5CPVdgMe2%2B3Tax32wDrDTwfeRj5i7XjgxLJWzuul0vtOZwwCvgR8sXHlaqDDzSH9lwFQkpowAKqrCNYFbgTGAjOA7VPi991444rAvcA7gOt3PGrtfR5efdi3gf0ad9wJfLyslX/ulcL7WmfsA5wLLEfeHLILHenRSmtSUwZASWrCAKjXimBt4AZgPfKmh51S4t5uvHE8cBcwAjielL5U1IsO8iaThX/PDitr5aW9VXufyptDfgKsDjwD7EpH%2BlW1Rem1DICS1EVETAGmkNdIj8MAqC4iWIV8dNwm5LWBH0mJ27rxxv2AHza%2B%2B3dSuqaoF28jbwrZrHH9HODIAXGCSGesQz45ZEPyySEH05E6K61J/8IAKElNOAOoRYlgFHmGa2tyuNkrJa7qxhu/C3wSeB7YmJQeKerFUPLauWOAAB4E9ilr5W96pfi%2B1BkjgQuAXRtXjge%2BTIfBoz8wAEpSEwZALU4EywGXAB8h7%2B7dPyUWP8MVMQy4gzzj9xtgC1J6CaCoF1uTw9KawCtADfhOWStb%2B5d03hzyNeDoxpVLgIPoyD%2B3qmMAlKQmDIBakgiGkk/D2A9IwCdTYuoS3rQ28L/kHcXnAQfR%2BEVc1ItVGp%2B3S%2BPuq4CDylr5t175AfpSZ0wGpgJDyOshd6MjPVVtUe3NPoCSJC2FlJgLHAB8l/z49vSIf850LepNM4B9yG1gDgA%2BsfClslY%2BS35c%2BmnyLOAu5J6BH%2ByN%2BvtURzoH2B6YCUwAptEZ61dbVHtzBlCSmnAGUN3VOD/4BPI6PoATgeNSYtG/YCOOBr5OPj3jA6Q0revLRb3YELiYvBFpAfAVcs/A7p1J3F91xrrANeS2OLOAvehIN1RbVHtyBlCSpGWQEikljgU%2B17h0LPCtiMX%2Bjv1vcpPoocCPiBjT9cXGJpBNyI%2BJB5ED4E1FvVizh8vvWx3pIfIM4M/JLXCupTMOq7ao9uQMoCQ14QyglkYERwDfa3x7LnBoSjSftct/x%2B4mz/LdCmxPSq87FaSoF5PIPQOXJ/fV27%2Bsldf1fPV9qDOGA2cBkxpX6sDn6EgLqiuqvRgAJakJA6CWVgSTyOFvMHApsF9jvWCzm99NDoHLA6eQ0uea3VbUi3HkHbQbNC59HTiurJXNP7cVdEYAx5FnNyHPiE6iI71YXVHtwwAoSU0YALUsItidvIZvKHk3794pMWcRN%2B9FDooAe5LS5c1uK%2BrFcsA3yL0EAX4J7FvWyiWfS9yfdUYHOTAPA%2B4BPkJHerLaogY%2BA6AkNWEA1LKKYCfyrNZywE3AbinR/JSPiDpwFPACsCkpLfKc4aJe7Ek%2BNWQF4DnggLJWXt2z1fexzvgAcCUwGvgz8GE60vRKaxrgDICS1IQBUD0hgq2Aq8mPeH8B7JwSr//7FDEEuBHYCvgDOQTOXtTnFvXi7eRHwps0LtWBY1r8kfA7gWvJO4T/DuxOR7ql2qIGLncBS5LUSxrnBE8kB5r3AzdFMLrJjfPI/QH/CrwLOJeIWNTnlrXykcbnnda4VANuL%2BrFOj1Zf5/qSA%2BTdwjfCawIXE9nHFhpTQOYM4CS1IQzgOpJEWwE3AC8Gbgf2C4lnmly4wTycXFDgaNJ6b%2BX9NlFvdidfILIiuRHwpPKWnltz1XfxzpjOfKawH0aVzxDuBcYACWpCQOgeloE7yGvBVwNmA5smxKv3%2BwQsbCVzAJya5ibl/TZjUfClwIbNy6dTN4l/Lq2Mi0hnyF8AvCFxpXzgUPpSK9UV9TAYgCUpCYMgOoNEYwDbgbWAh4GtkmJGa%2B5KcgzegcCzwIbk9ISd/oW9WI4eS3gpxqX7iDvEn68p%2Brvc51xKLkH4mDgFmAPOtLzldY0QBgAJakJA6B6SwRvJ4eZtwB/IofAR19z0wjyppGNgHvJx8U1byPzGkW92Iu8S3gU8DQ5BLbuZorO2BG4DBgJ/B95h3Brt77pBwyAktRFREwBppA3yY3DAKheEMFYcggsgMfIIbB8zU1vBX5Nbo1yFil1%2B8i0ol6sSw5N48mPkr8EnFTWytY8aaMzNiSfIbwm8ASwMx3pvkpranEGQElqwhlA9bYI1iSHwHHk3b/bpsSDr7lpB%2BBnQACHktLZ3f38ol68Cfg2cHDj0nXAfmWt/NuyV1%2BBzhhLbhOzPrlf4p50pOurLap1GQAlqQkDoPpCBKuTN4asDzxJngn8/WtuOpa8IeJl8qPge97IGEW9OAj4LjAC%2BAuwV1krpy179RXojJWAy4FtgPnkjSHnVlpTizIASlITBkD1lQhWJYfA8eQ1exNT4oEuNwwinyiyKznAbUxKr28hsxhFvRgP/Ah4JzAX%2BAzw3bJWtl4I6Ixh5DWO%2BzWufBk43jYxb4yNoCVJqlCjH%2BA2wH3AGODWCDbocsMC4ADyruF1gIsbJ4d0W1krf0s%2BNeRyco/BbwMXFvViZE/8DH0qt4LZHzipceXLwFl0xtDKampBzgBKUhPOAKqvRbAyuVn0JuSGzhNT4r4uN6wPTCMfK3cKKX3ujY5R1IsA/gs4hdxaZTqwR1kr/7DMP0AVOuNw8uPtQeS1knvTkV6otqjWYACUpCYMgKpCBCuRN2tsBswknxjy6y437E0%2BAxhgT1K6fGnGKerF%2B8mNo9cgb6g4uKyVly195RXqjF3IfyYjyLumd6YjPVVtUf2fAVCSmjAAqioRrEiezdoceJ4cAu/tckMdOIoc3DYlpd83%2BZglKurFasDFwFaNS6cCny9r5dylrb0ynbEZcDWwCvAQ8G%2BeGrJ4rgGUJKkfSYm/AzsCdwIrATdFsGmXWz4P3EZujPxjIkYtzThlrXwK2A5YeN7wZ4Cbi3qx%2BtJVXqGONA3YAiiBkw1/S%2BYMoCQ14QygqhbBKHLz4w8As4DtU2Ja48UxwP%2BSj5T7Mflx8FL/Qi/qxUeB88inhzxBbhVz5zL9AFXojBF0pJeqLqMVGAAlqQkDoPqDCEaSQ%2BAHySFwh5S4q/HiBPJ5v0OBz5PS15dlrKJejCOHyXcD88gzgt9pyVYxWiIfAUuS1E%2BlxAvAzuSgtwJwQwQTGi/eBXy6cetJRExclrHKWvkgefPJJcAQ4DTg/MaJIhpgDICSJPVjjRD4YeB28iPa6/8ZAuEM4Fzy7/OLiBi7LGOVtfIFYF/y7N98crPlXxX1oliWz1X/4yNgSWrCR8DqbyJYnrzTdSu6rgmMGAH8AtgIuJd8XNycZR2vqBcfIreKGUPejdxR1sqfLevnqn8wAEpSEwZA9UeNEHgN8CFyCNwuJe4m4q3kHnijgbNJ6dCeGK%2BoF2uRTw/ZDEjAF4GTylq5oCc%2BX9XxEbAkSS0iJf5BXhP4c15dE/g%2BUnqU/Og2AYcQcUhPjFfWyr%2BSw%2BZUIICvApcX9WKFnvh8VccZQEnqIiKmAFPI/0AehzOA6ocau4OvJbeIeZ58bNyviTgGOBF4BXg/Kd3TU2MW9WIy8D1gGPAgsFvLHiEnA6AkNeMjYPV3jT6BPwO2JB8bNzERvyG3ctkVeAzYmJSe7akxi3qxKfmR8NrAbGBSWSt/0lOfr75jAJSkJgyAagWNEHgd%2BRSM54BtEvEocA/wTuAmYEdSmt9TYxb1Ygx5c8iHGpeOB77iusDW4hpASZJaVErMBnYCppE3gNwcpLHAR4EXgYnACT05ZlkrnyYfIXda49IXgSuLerFiT46j3uUMoCQ14QygWkkEKwI3Au8DngG2SsS/ARc3btmdlK7o6XGLerE/cCYwHNcFthRnACVJanEp8XdgB/L5wKsCtwTpN8D/NG45j4hxPT1uWSvPB94PzCBvmrq7qBe79PQ46nnOAEpSE84AqhVFMBq4BdgAeHwtZmw7g3XOIJ8lPB3YjJRe6Olxi3qxGnAZeVfywn6BJ3qOcP/lDKAkSQNESjxHXp/3f8Caf2XtGydzdg14Ang3cA4R0dPjlrXyKWBbcpuYhf0CLyvqxcieHks9wxlASWrCGUC1sghWA24D3gU8eh77H7U/P7wEGAJ8hpT%2BZ3HvXxZFvTiEHASHAg%2BQ1wU%2B0lvjaekYACWpCQOgWl0EawK3A%2B8Ayl8x4dwJTDsBmA9sQ0p39NbYRb3YgtyPcDVye5q9ylp5S2%2BNpzfOAChJTRgANRBEsDZwB/A2SA/%2BkXf8ruCRPYCngI1I6fHeGruoF2uTQ%2BD7yKHzv4DvuC6wf3ANoCRJA1RKzAC2Af4CMW5dHnrXk6w2nTwzdxkRw3pr7LJWziA3i74AGEzuG3hWUS%2BG99aY6j4DoKSWEhHHRsQvI%2BLFiHh%2BEfeMjYirIuIfEfFsRJwWvfiLTurPUuJRcgh8YgGD138bf0ozWWkW%2BfSQem%2BOXdbKl4D9gRqwAJgM3NLYNawKGQAltZph5HYTpzd7MSIGA9cAy5P7k%2B0D7AF8o68KlPqblPgjeZfu03MYsf66PPTEbEYC/AcRHb05dlkrU1krvwHsTF5WsQVwT1Ev3tub42rxXAMoqSVFxIHAN1NKK73m%2Bk7A1cA6qbG%2BKSL2AX4AjOnuej7XAGogimA8cCsw%2Bh08/Nj9bDD2Tbz0IjCBlB7o7fGLejEO%2BAm5afRLwAFlrbyst8fV6zkDKGmg2Rz4XfrXxe3Xk4%2Bq2riakqT%2BISV%2BSz4xZNYfeefYrbn1b3MY/ibgx0T0%2Blm%2BZa18EJgAXAeMAC4t6sXxRb0wj/Qx/8AlDTSrk3c4/lNKaSbwSuO1piJieESssPALGNW7ZUrVSIl7gZ2Af9zNZm/elZ%2B8NJch7yAfF9fruaCslc8DuwCnNi4dR24avXxvj61XGQAlVS4ivhwRaQlfm7yBj2y2tiUWcX2hL5Af%2BS78mvEGxpNaSkr8khzC5tzADiM%2BzoUL5jNoV%2BBzfTF%2BWSvnlbXyKOBg8j/OdgfuLOrF2L4YXwZASf3Dd4D1lvD1u25%2B1pO8ZqYvIlYmn0rwVNN3ZF8DVuzytXb3y5daT0rcSg5ecy9j70GHcDbzGXQCEdv2VQ1lrTyXvEP5afL5xfcU9WLzvhq/nRkAJVUupfRsSukPS/ia082P%2BxXwnohYo8u17YGXgV8vpoaXU0qzFn4Bs5f%2BJ5JaQ0r8DNgH0vwfcBBH8q1BC4iLiVinr2ooa%2BWdwKbA/cAY4LaiXkzqq/HblQFQUktp9PjbEBgLDI6IDRtfCw%2BdvwGYDvwwIt4beTajDpzlbl7p9VLixxAHQErf5VMcw0mrLCB%2BRESfNWwua%2BWfyW2briS3ejq/qBcnuzmk99gGRlJLiYgfAAc0eWnrlNJtjXvGkg%2Bj34bcaqITqKWUXn4D49gGRm0lgsOAMwBO4FiO5aTTSemTfVlDI/B9FTimceknwH5lrXyhL%2BtoBwZASWrCAKh2FMFnaDRN/yZHciSnTSKlC/q6jqJefBw4h9y%2B6X7gI2WtfKyv6xjInFqVJEkApMSpwJcB/pNvcRaHnEPE%2BL6uo6yVFwJb8ermkLuLerFZX9cxkBkAJUlSV8cPYv6pAIczddh57H89ESv1dRFlrbyLvDnkt8Bq5M0h%2B/R1HQOVj4AlqQkfAaudRRAjmX3uC4w6YAhzOZtD7jqA87eggtBQ1ItRwIXkvoWQZyiPL2ulAWYZOAMoSZL%2BRUqkFxg1eQ0ev34eQzmcqRO%2BxxGnV1FLWStnAx8l7%2BaHHAA7i3oxoop6BgpnACWpCWcAJYhg6Dt56N6HWXf8KGbxn3zziOPTF6dWVU9RLyYDU4EhwDRg17JWLq7BuxbBAChJTRgApWztmLHcaJ770wOMX31lnks7ct02nanjtqrqKerF1sDlwMrAn4F/L2tld08KUoOPgCVJ0iLNSGvP%2BSB3bDCe%2B1%2Bcyei4iYnXvz0eGVdVPWWtvBWYADwMvAX4ZVEvdqyqnlZlAJQkSYv1nfSppz/DqR9cj%2BkLnmHMsNmMmhbBGkt%2BZ%2B8oa%2BVDwObA7cAo4JqiXvRp0%2BpW5yNgSWrCR8DS690Q2x94BKef%2BwgFK/PcX2YyesOUeK6qeop6MYx8esmBjUvfAo4qa%2BX8qmpqFc4ASpKkbtk%2B3fCDHzJp6ho8zkxGr7M8L9wSwcglv7N3lLXyFeBg4NjGpSOBK4t6MbSqmlqFM4CS1EVETAGmkP%2BBPA5nAKV/FTFkGpve%2BWGu3fQ53swQ5t46j6E7pUS3z9ruDUW92Bs4HzirrJX/UWUtrcAAKElN%2BAhYWoyI1e5kiwd24PpV/8FIIF0O8bGUqPTRa1Ev3gP8oayV86qsoxUYACWpCQOgtAQRW97EtrfvzDWDX2E4wNnAYSlhsGgBrgGUJElvXEp3TuTmz17EvgzKE3%2BHACdXXJW6yQAoSZKW1jd354ofnclhC78/OoLPVlmQuscAKEmSlk5eRzZ5Mt9/6JRXc98pEUyusCp1gwFQkiQtvbxGdo/PUn/xaL6%2B8OqZEXy0wqq0BAZASZK0bFL6HfCJk/k8kzkbcr64KIKtqy1Mi2IAlCRJyy6lCwKmTuVwduGnrwDDgZ9GsHHVpen1bAMjSU3YBkZaChHLAT%2Bfw/BNPsTts%2B5msxWAZ4AtU%2BLhiqtTF84ASpKknpHSHGCv5Xh55o1st8JbePQZYFXghgjWrLg6dWEAlCRJPSelR4FJKzCbaWy26ihmPQm8Fbg%2BgpUrrU3/ZACUJEk9K6VrgJNW42nu470rDGHuM8B7gKsieFPF1QkDoCRJ6h1fAm4teORNv2SLWZD%2BDmwJXBzBkIpra3sGQEmS1PNSmgfsCzzxPu4tLmOvaZDmALuQ%2BwRGtQW2NwOgJEnqHSk9BXwMmL8nl2//eU4%2BF1gAHAScWGltbc4AKEldRMSUiJgO3F11LdKAkNLPgS8AfI1jJn%2BAOxYGvy9E8OnqCmtv9gGUpCbsAyj1oIgArgB2Bf40mr9dMJPRxzVe3TclLq6uuPbkDKAkSepdebbpQOBPwNueZZXxkL7dePX8CCZWVlubMgBKkqTel9LzwF7AK4NIu77CsBnAJcBQ4IoINqqyvHZjAJQkSX0jpV9DXvc3lHknzWCtM4FbgJHAzyIoqiyvnRgAJUlSXzoTuBAYvBaP/3AqnzgU%2BA0whnxayJgqi2sXbgKRpCbcBCL1ooiR5J326wE3rcHjBz7JGr8gHxl3L7B1SrxQYYUDnjOAkiSpb6X0ArAn8CIw8QnWPAzYAXgW2AT4UQRDK6xwwDMASpKkvpfSdOATje%2BOS8RbgZ3JoXAH4GxPC%2Bk9BkBJklSNlC4grwkM4MJEPE7eKTwf2B9PC%2Bk1BkBJklSlI4H7gFWAixNxI3BY47UvRPCpyiobwAyAkiSpOinNAfYGZgFbAiemxPeBLzbuOC2Cj1ZV3kBlAJQkSdVK6Y/AwY3vPkvELsAJwBnkx8MXRbBlVeUNRAZASZJUvZQuB77V%2BO68RLwF%2BBTwU2A4cFUE61VV3kBjAJQkSf3F0eT%2BgCsDlyZiMLAvcFfj2nURrFFhfQOGAVCSJPUPKb1CXg84E3gfcEpKvAjsAjwEjAWujWCF6oocGAyAkiSp/0jpz%2BQWMACfJmKPlHgW2Al4GtgQG0UvMwOgJHUREVMiYjr5MZSkKqR0NXBK47vvE1GkxCPkRtH/ALYDzrJR9NLzLGBJasKzgKWKRQwFbiW3hrkP2IKU5kTwYfLGkMHACSlxXIVVtixnACVJUv%2BT0lxgH/L5wO8FTs2XuRY4vHHX/4vg0GoKbG0GQEmS1D%2BlNAOY1PjuCCI%2Bli9zNvDVxvXTG7OCegMMgJIkqf9K6TrgpMZ3ZxOxbuO/vwScR34UfGkEG1VRXqtyDaAkNeEaQKkfiRgC3Ax8ELgf2JyUXmrsBL4WmAg8CWyeEo9WVmcLcQZQkiT1bynNIzeEfgbYAPhmvsxcYA/gt8Dq5B6BK1dUZUsxAEqSpP4vpceBjwMJOIyIjnyZWeT2MH8F1gOuiGB4ZXW2CAOgJElqDSndCJzQ%2BO4MIsbly8wAPgzMBp7DfLNErgGUpCZcAyj1UxGDgZuArciPfieQ0kv5Jd4NPJgS86srsDWYkCVJUutIaT7QQT4WbjyN9YD5JaYb/rrHAChJklpLSk8A%2B/HqesB9K66o5RgAJUlS6/nX9YBndukPqG4wAEqSpFb1FeB2YCRwGREjKq6nZRgAJUlSa3p1PeAz5PWAp1ZbUOswAEqSpNaV%2BwMuXA94%2BMLzgrV4BkBJ6iIipkTEdODuqmuR1E0p3cCr5wWfRcTqVZbTCuwDKElN2AdQajH5vOCrgEtI6QcVV9PvGQAlqQkDoNSCIgKDTbf4CFiSJA0Mhr9uMwBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbsQ%2BgJDUREQGMAmYn/0cpaYAxAEqSJLUZHwFLkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSmzEASpIktRkDoCRJUpsxAEqSJLUZA6AkSVKbMQBKkiS1GQOgJElSm/n/Sq7gAfPeR6IAAAAASUVORK5CYII%3D'}