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HhKsdIsy3PKcGdCykiWulBpqT+KjRASsoxkESUpybM8ziM7kXjWO/vXKtg1R7TOqV97td7vYrQrOCbpFquKp5wXfHIVIPQs7GGnziU4Cj4/xP2FQRqv9jvJP3izcrZYffXmX1qBK6YRDVNgM8ljSlgc0m1ZpdDkV9PFQ2M3SZ/dCMeOrywcNJA9JnMjGdOpjxbDwh6oGUhY9t4JyJceu4NAThofz0squ6uaXaimLQ5pNB09Ctu7nGN2phJz84IT+zJXc4fhSszvxyoES9DYFX5bU064Q3AxF5kpnwbM+ZYXex5LT0imFKIJ/BzIIsegcmWMxVd8DK5b0aGgUosDw+ZbF9NNd7K9G+j1fGZZfbyrOxNe2IadhQPtHZ40WrdalTcwxPtVYRNouxKMUOzRNvHNqvUax5CSFXLgBn4nT8M4ZCwEL0Zi3LHCGPPdclU4QLStf1nqGy10v7q42ekbH6/xNyEMiXDrUF8IZfe4jc/N0Cn49bnBBWzFpWCCilbDhkldj7kTVyWBZyZUqpEW+LalNR2GlWeIaNhvJut5z6LqoXD3cxQQKAOvF0ddRPMvv5NM7Ovg+yKgorBUt9hbY/6W/o68pOOefNGnFo2OORXlpI+5mUJ4vlGBGZwqvmumy50aWAa44Q1Y5D/FEsUcyvuOG4jTNGYYYHIS0zAjKevx4gKBcqbcv4Ilq/T3QODUqkAYw+1/JGGE5GBMELNaeM0VTKlIzRpmQ23QDX69ab9EoxL/huLtSL53F99A/2RP24urErkjOb7lG6WbPUXKrTY79wI9e6Z9rrFBL2hYoj/bW/ECTZir+dcVLrUJKiS42kUWNPmcb37TG+8CPRjQqVpgJW6+hlPb7gI5mjNIUSTgH6vzDR2tOcOGLN/IeUzVsFOsQ0PaZmLl3JPzsrw/VGsh0+m7Vbleb1alnRQ2Q9pjEaT/kJDmcHcotoSZWLhZb0rHsqcGF4MqhaQDLldUHAPF9efyQWme2kEYSLxaDOa2RMlWUSNoRmm+Q03GfPbJ2J7UWj4WCzgNpe1gOlYbqqSUkdjW9L/aU8VrjER3TsTbULxZI1vnzIONxNWMTcgTmnlspQ+c87TszHtmDq8uRaCnA7uLjH1DTmziig/bHYN/RYBvPLp2sEgcxkyAgbczHdBp//KuutWdtPepBhpTTweKmh8VsVA0SAPHrnBXD3DCe3TcdNK1SKikKx92Ddq7AVRri3wY2YSeqPKhXd6dreqbBGs3sJ2cNvEdcmT5o+Q8rrzcvfEE43QKNs93W5jTiXytV/JbzCr9CanDD64aR65VeD07KdFvy615veeLxVqrRut8gZkg9iRZ7ZUVAycOFOWihd2UKnZjtOdWHYrV4HItBEuv3lWAfjCn2J7sV28g+i3hcXB9s5gtsfYVZDG/VvXd5XSxLAdjuXzQ3brd3u+maX4MZSFXIbr7uU2U2/30f9BGD9n/F064yH727IkLonyhXDkQSQWooDZivWbWkKiKHLN1iK2xf4EWhw2qgQab5mEXW4v4rfjSLr6OYWjKtvYz7fZTY+oLovObuxKHbg7/AOOs0BxmqRx4B3f37ZOSREPimpNRYzQDtsmQd6LHISOrVZG37yRPaTM2IOUU69MAqQEo8+OnASYGoMoZ/UfA9DrynZWzOFKWXStheTRfkTTxSeOBYiDECH8oX+Z3Pu+X+LfflDrxmINsIwJoxvSEAstzKzRD/uBshpm8t9d4n6It+YfOPJVERlTid+ANW0VujTXV3VhPRXmm23WdWCqLk3kjBoSwZm5vR8LvMzcGU+k3xl99hIGkH3z/iVoploSda7kS9ROWdJFvsnYfw0yzcW6qdoOZRmPsT3RXTluV5YZFd2Vmqn5r++rTtmI8feuFD4WGXcFXkAvz9r1HzEoIRz7seCnNwoQykuH+C0Sw6w2GKWFRHm/junyARuM8iZgFHYVxFqXRNu7Lhx0visKUZDkhJgIWxmGSbROIfEB4RoD6uAXPUpL4W+bu5MOORwnwKrGAo5gRsk3A8gEaz2gcJzSJDXiSZa6e3y5W+viRN6+Ow8N5dURy+N3ddWXHwp0NoKl59WFElSsR78e0z/gssKNhG27YC9hNYaUae3fjQD0VfNfLXVlMoAVXKi67N25MRuQC/u7deIe411BMwMJwxcLOdu+KbYA61ZiPj9C9hGA/g/l4JJG8Pv2NHyaDL/IRviv3Nh/7/pZB4bwwMBZPw1j4T9mkZhwvVPMqxuFCObXSbAg6lmNfseDq/dk/M2ycRjQmkOQBMkTNU4tD83CivX/WOG2oj2OZxwyNhUrjdGFncVIdDGvW+5uDYJ0lVyM5VMcBVYpemL4WV3Htw4BCE7sroV98scef7+rDaTN9/k/NZimNLqwDgD3J6Jif68cj6irmeainUZ5DypQ6lwUF9m926TfEk5M8JxQdxWBIwPmFuK6HmS7ODw2ymNCE8hIiSoY0TeKU8aJIFEHDjMUCLpa1ojjCWx14GRVlCYtTmvKSRNYigCwjOS9LJbI4DuM040WZrJZEeRolohpToCwEPydIy2UZS6KYCjpIqOplJEplmewCpUkmsZFI0UuymClY1Qma4eFjUUaNjlHRfaK7EQHVuaCZpLpveERdlMmOQHeB3bIedAQSKfci7uDbEfjIb+CU1VBn8K3xud/c7nbM92Lg3Ru8H998VAssAkJoFImijgIMSRpGDOSCGpBFcZJlpgJA5IsyYipAFJKIJLGlABmoY5hYCkCSjLLQlP8wwhieWwpAU5pniSl/CqEztMUfZzSVYmCKhpzlrCX7NItaomfA7IhasidJEhFmy54kIYZcS/R5SEliSZ5ADhDloSX5GDKNJLLknoa54peSepglLMz/UqlDipOmOc0suUMhZCL9kqcxDYmUPCExwBNT9HGWpGmWWsZPIJXKo8wUfgZWyFJT9nkMws9N0QPLQxaHtu1neCNKZsqehGjoxBQ+gVQuk1xXpp+yKJXaJqWP69xK0Er6WRIp4rXrisM8zizhQ7KYZLbZx+BYEmLLHrxIGqW21UcJ90G21QMlodIlpb/gHYhS4L9KAXIKXpzZ4icZRIgk7RM/S9MIxITShwQzykJT+EMSMwZ+wZQ+CQn4/sQUPuRvYGG5bfngIGhmuf4h3sEg2SLZl6dxxEzhA2qWmKLPGKNSDlLyKAVb8CABIh2W4fEzDD626CErT1lsiZ5kacgyS/QRbgCzzX5IwN3R2LZ7AqEN/GBL9AmoamSLngHFafTXmn4ahxCnLNHHeNUJN0G3y6dgjCkRhg/+HXTHlH2Ct7EwU/KUgZVLK1Tci9KWw88zmkgb0byD0Juzlt0TgncZmaIfpuBGZZDOtGLlLElN6UONJLcCfhyxluwjvFsrbZs9pWEr3AMRMKIjtt1DLiT9kRZ+BiWxbfdRlII+UFv2DARkWz2FUehfLfk4hPCc5pbo0f/EWZ/kI4IOVhg9uNY0lXLWtgMxIGSWzwfusTy1jJ7EGd6/Y4ofUjudKSqnCTaSS4NQ8RIieZ4SU/YJpFOxLXoIKJRmlujBimLL7sHwE0v0cQahPbclD7lMknQkn+FlS5bkwUlmytVRLT4Wt9O8jIHHYLbkIchESrtUB9BL5ariXyV8YGXCTcsM+EBiFMZ90oeULAInKHJ9YEKYJ6b0MQeACGwHfHAjtvAzcKUy51FeExxGSKyAn9GMEjvVg9QB72mzcn1I6ilpxfsIGojsVB9SNnAulvwhwqjBBNHkA6nE9vuQhOOwo60CIea5dsIHnU9oRFu+H3hMUtv+oQ1IZmwlyCEwEmopAbghSthfnPXhvVmx7frBcye0z/7jPMcEiCsA2h2RHla7zwxFEpsaEOMtgNQK+nh1XmynfJjjUOkRqM7IEypT7caCIO5IL5HqkAs6SU0doNBAZrl+SMehgdDUAFCAOCZt909wENzK+GMW6YGYCl40TJjtA9I8T6g91oPBCiV24IdEBuTaHukxSBtaPoAAH3Vy+FflfAmJOefMnI/JEUlb/GNvX99DgbWNt9YOsvYVR9ZOd3MzdHPB1X0x3ZTN6+fe+Q7HNUe4RvIZ9+HxfUtyxoUjtHfz8CJc/5+J8wei4oyfQRCrRrzGkFP22XW9UTmt9XkSrDUUZJt1JVZR9UhgP+F/hqJMb26QXFrXq81N7dnH7RyXOM02zV6le2NX/Xh9aN3UYd3rdMnv1HBsfbL2PR0aV4Mctm4Vkt/Gm6/2lUqqD7ag+44PPj6P1b7HynmhFUrxy95sIze1i0f4s7a6KWrdA/eJuVkJi6yLVLqMmS6UdL/sSe6Jrcdf9oBnDo24q9QOpg4A8NVv08Q57Fpthy6INS6CC9Aa12jrUWx5uc6xBmYn7EC9dKeBsf+79m1mOwOJY+haHeCsDgDMP74eF2C66j2YLoK7autuW6i1e2xdnLZll+nsvTjXfMwl2uXyvfH9/tA8Qnuqd5kvHubDpd4DhNfyFM0VPPwgNJoK3pKCmrrnEozFetfBkoEkNFAU8cWDhjVIXgBKFHgWd77bR6Z71ID3Zlrg9S1LflcFdEFs3N3z3s6nXz1wJJU+CL7Y1KKTc7NbbYSLW36UewE/gBW4E3gPVX3nlV+W0+qmqk1Y87zrnnPP2y1fRABT4Kt/3CTAm3FN7+6Vum3t7ehXY3Fy2sDcrBYKyxYWBQjF2iIMWnacR7zbx7xNaAnToNp26mRdTTacImtvoqAz4DrqB/x3y06ERcX3QFtnCZrLAEQLgXrYguhz42Du0fZ2OWbXwRa50iD3fnOFlCR/9gPJkPsA+w/v2/fKK1za4MOtu8TLNqu+7IFiBU5GNUcg62L6D2HSwJfI5SlU3W/6NAj2ogxAEQS4M0aLM/TNiSEOCd3Gru9+22d+QB1wi8lkrZy/xBFwyPZhq+C6Wv9rVQ8EBTuYc/gdR48Rkqt/e8es2Qw+BxQxQGrnQNHcstSBYl0oHZxx56OkEXi7Y28a0OeRqkl9p9h6Vw3BafUIalLhHac3pfTOR9PFyXQxxMcDrh+ju+oE/w7vqgMXPd+eg3/UAsQfhVEqyNoVWGfFWvdYQCLBAf/djXYAJrDkyivypgL+25EJR8iv/trn1zbIBuR7U1exGpFzVmNFB4HL1WJs1UMq8MFR9/Ppamyaca/yzkRF04SFKSEGV31x1FcdP5LRCbEESJ9r13tZP5TlvG2wHETC95qsvvNO7bGCJlqOBcnU28KxhNdR0dLyMbJSg0lVl85KUhrIv215amIcV+cZhPbem6dcHE/2FYDJtXZqO7ZGL0WgOaqfHnqSW9eYRTY/Hh0XuCtb6O94WAQPuF+mGIp7AYbA3z5yCnMstdFE3AdNMhs0aeojpAUOEvG2mMVt3VwuN60+l9PqbrGYeMX9ogI7AUvG/zShmm+quiohG6m9f4mDMtjGfDEpHZeUrCfHYgC1Ua5UOKmuxuG6vxw4FDfGQflbGF8obJ9g3PvpKDv81N10ok31+NNRDFyGFkeDePjJB/dxAg5LPR8Q5Plsszv4NIyxoOdKuuNPx8fxSRYdDOAh+vNP+KUnNOGvhL8mJyQEbD1nBpTfO15KJ7o8GCzRfS7bvtPyn8frySg8sT0n+L+DnpvVGikdWx6S7ggfGXxr0/cg5PGAUgga8M69pze/hx92jx8O8Yngk7iLbtnX3WP7hrgAnX0naUJkUYNMxN9g4m9NOGYSNSckEJS5QpdNwaxLgdZJflNbgzVyYBUmA1hE5ZEm9UQUDHXBAelsKO1Mibh3chupdjMZssZP/+6ECObfR8fNXeh6vuPWPOQky5ob03f1cWC8B0MVB5KGnr7IRKu53PimXqwa+mG08Rj1mHRvprXtIbGkfZ3Iwx2kRd4AULoGaNhx/PQ3T911p7GoxBveAklhSxNFoT4QLTvhrMqbH1lXBfbMfNnXDOuD3LIgMNJWqPeqzTh5fe+/IfomIkyNFNjC3r3WmN9LKUkyzv9J5cDNmlItdCV+EDDAVqxr5ZosQ1y6oNIAvKlSd5kDdQIhh7CvZhVl7fkyCEuvpgsQ1BpCDXJjsagPvHFVDyFAf4Skdl3ilVqQc67Le8h03pQPNUgCd2gBy4rpVE8s7bVkJYKR6sOXx3W2MzWlrmkQfTJHMj0bsRQqHK98sXVs1b0cFdv4yi+KiJi+4fGr0MSIHQLI0RH/rzYc9999FXe5tMCwroCKo16oOGpBYV0BRdJeKJK2SUwVFOsFandLd6q/T+0u6R71d6jpj+xFuya/L3MFWv/F20cxY3cO/9/W0ENyVEKsdOiaDABWeXhkbwUWWT/m9z6W9ZtiVg6M/7qA21D3/y9Y1yucvhNpnuF1flSTd9ck/BHl8/3Z/wJ/Khtm","code_sha256":"cb6d945511e1e10af78baa64c2a6cb25806f0998403ce6440654bfc3c70092d9","params":{"W1":[[-0.122003,0.731454,-0.465368,2.998833,-2.325042,0.583646,-1.465719,2.330367,-5.296259,-1.804534,-0.852343,-0.171263,0.445759,-2.173843,-0.471323,-0.232548,-1.223397,-0.141278,1.469197],[0.723577,0.803271,2.012153,2.714905,-0.15748,-0.282939,-0.464975,0.413107,-0.374623,0.209898,-0.085672,-1.819724,0.155218,-0.150565,-0.090415,1.03029,0.352852,0.060971,1.075809],[1.136941,3.756676,-1.203927,0.753486,0.931579,2.18083,-1.749807,1.029621,1.28779,-0.682605,0.429824,-0.075276,-0.430937,0.395573,0.304551,1.171626,-2.518045,-0.429065,-2.231623],[0.38127,-1.388284,1.016535,-0.407249,-1.012472,-0.390365,0.096328,0.065385,0.788451,0.171605,0.180177,-1.77325,-0.281683,0.176087,0.248675,-1.12143,1.042201,-0.458772,-0.871662],[1.327491,0.535888,4.87539,0.001265,-1.974526,-1.26398,-1.11645,-0.628563,-0.409856,0.563594,0.003287,-2.352466,-0.044409,-1.113051,0.319107,-0.710736,2.261434,-0.084005,0.495262],[1.286688,-1.941086,0.444896,-1.373127,3.641454,1.422972,3.746961,0.525433,-0.534447,0.051663,0.011805,3.715596,0.577559,-1.171091,0.156784,0.495838,-1.786088,-0.276209,-1.605988],[-1.091095,1.136029,-0.019796,-0.728152,2.535019,0.747419,-1.205788,2.259411,1.227282,-1.521974,1.247646,1.17961,1.415836,-1.102357,-1.135424,-1.465166,0.961808,-0.916514,2.464189],[-2.543156,-2.722593,3.353545,3.590386,-0.223427,-0.855418,-1.730654,2.482834,0.435976,-0.90223,2.473317,-2.129974,1.382278,0.140581,0.699543,0.93941,-0.394647,-1.848609,1.259045]],"b1":[1.919914,-1.602846,-4.340146,-0.866279,-1.483061,-2.196219,-0.574283,0.399937],"W2":[[0.185543,-2.066947,0.949148,-0.630713,-3.080369,-0.74658,-0.935833,0.951334],[0.412422,-2.048122,-1.701156,3.503979,0.290637,-2.178203,0.888547,-0.182852]],"b2":[1.499011,2.997006],"constants":{"ELAPSED_CAP":7,"SIGNAL_THRESHOLD":0.001171470033649966,"DIR_DECAY":0.7335249441444244,"ACT_DECAY":0.3765498595421264,"SIZE_DECAY":0.48738084586012276,"TOX_DECAY":0.9286329950353552,"SIGMA_DECAY":0.7327584924491856,"LAMBDA_DECAY":0.9918504260432562,"SIZE_BLEND_DECAY":0.8397180057889105,"TOX_BLEND_DECAY":0.2359008403605123,"ACT_BLEND_DECAY":0.987140557453247,"PHAT_ALPHA":0.24980215859066515,"PHAT_ALPHA_RETAIL":0.05426450370635507,"PHAT_ALPHA_SAME":0.14768044281339848,"DIR_IMPACT_MULT":4,"GATE_SIGMA_MULT":6.7367233899854675,"MIN_GATE":0.03055236895744703,"TRADE_TOX_BOOST":0.3050034835515307,"STALE_ATTRACT_FRAC":0.6899010688573033,"RET_CAP":0.02307934747517747,"TOX_CAP":0.20799000239681092,"TRADE_RATIO_CAP":0.18401740086912755,"LAMBDA_CAP":1.1767903030740083,"STEP_COUNT_CAP":64,"BASE_FEE":0.000394715277459523,"SIGMA_COEF":0.20585950793588467,"LAMBDA_COEF":0.00127231278988692,"FLOW_SIZE_COEF":0.5039180701096855,"TOX_COEF":0.030557276512942967,"TOX_QUAD_COEF":1.5845537652051427,"ACT_COEF":8.530156956319056,"DIR_COEF":0.001787397826556854,"DIR_TOX_COEF":0.007644979769584344,"STALE_DIR_COEF":0.7509802734859878,"SIGMA_TOX_COEF":0.06014956771610196,"TAIL_KNEE":0.05332132369252848,"TAIL_SLOPE_PROTECT":0.8584369839037304,"TAIL_SLOPE_ATTRACT":0.8500966921207127,"ANCHOR_COUNT_CAP":715,"ANCHOR_LINEAR_K":0.6779948673968177,"ANCHOR_QUADRATIC_K":1.1108717241619794},"scaling":{"feature_order":["sigmaHat","lambdaHat","sizeHat","toxEma","actEma","direction","(spot-staleHat)/staleHat","signed_trade_ratio","arb_probability","first_in_step","uncertainty","min(silent,8)/8","anchor_mean","raw_size","step_trade_count","prev_bid_fee","prev_ask_fee","steps_since_arb_like_print","router_implied_vanilla_spot_dev"],"feature_multipliers":[1000.0,2.0,500.0,500.0,500.0,1.0,500.0,500.0,2.0,2.0,1000000.0,1.0,500.0,647.054817,1.395287,220.617911,228.148131,0.412565,274.335453],"feature_offsets":[-1.0,-1.0,-1.0,-1.0,-1.0,-1.0,0.0,0.0,-1.0,-1.0,-1.0,0.0,-1.0,-0.618293,-2.037262,-0.803057,-0.808615,-0.823811,0.001772],"weight_fixed_point_scale":1000000,"input_clip":[-4,4],"hidden_relu_clip":[0,4],"output_unit_fee":0.0001,"note":"unchanged from CG"}},"input_sha256":{"t3":"2333ecf28d4356bd232b85c1e55842e94e1ada05e1cd067830b5625dfdbc5336","cg":"ebbd90c663c396598965b23341aea97a4501b4c971db183a8fe94a880f399979","replica":"e8a7a2af9039c24b8bb2d3b5fa1c9113606cbf5a480ac07d02ca26750f1752ea","ha":"2801efc8190e86318dd922d4a7179f63684d77a226047fc2f3c78232963eb690"},"input_source_sha256":{"T3_code":"cb6d945511e1e10af78baa64c2a6cb25806f0998403ce6440654bfc3c70092d9","CG_port":"b29cd2a078b4c3fc57945a79e927624dd346c44d8cc149dae43f4929aa6d736b","replica_source":"1e4c44b4bffbdeed65872ee15d46dbde209bf5aa11014329d13d100507b4040c","HA_code":"99e3a2eceae0e5543d27473859e10b005d0ce0aa7067f2e1a24d1e0e4a7390fe"},"notes":["No optimization performed: measured replica speed selected the explicitly required real-only branch. Code and params are the supplied frozen T3, copied whole.","Setup completed once at pinned amm-challenge commit 6b6921f8d463314aa7c96234e1be25a25245f704; wheel sha256 aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a verified. All four artifact download hashes and all four named source hashes verified.","Replica uses the supplied CG port inserted into the supplied replica STRATEGY block, with T3 weights, unchanged scaling, named constants in PT and T3 anchor constants substituted. No strategy port was rebuilt.","Gate A callbacks are the first 2000 actual callbacks from each full 10000-step T3 replica market, seeds 310000..310049; no synthetic stress trades.","Real configs use numpy.default_rng(seed), draws in canonical size/rate/sigma order and unchanged MatchRunner baseline settings; each arm calls amm_sim_rs.run_batch(strategy,VanillaStrategy,configs,8). Results saved in batches of eight, with independent commands bounded by timeout 470.","The supplied wheel exposes total edge and retail/arb volume_y, but no retail/arb edge split. retail_delta and arb_delta are null for the unavailable edge split; retail_volume_y_delta and arb_volume_y_delta report the directly observed paired volumes instead.","The first real segment reached its 470-second cap after 240 markets had been checkpointed. Continued at the first unretained seed; the interrupted in-flight batch may have partially executed before restart. No completed seed outcome was counted twice. Subsequent segments contain at most 128 markets.","Gas summaries aggregate amm_sim_rs.gas_stats snapshots for retained completed batches. Gas from the interrupted in-flight batch is unavailable; no retained callback had an out-of-gas or other execution failure.","Only the one prescribed 1024-seed block is required in real-only mode. No search monitoring, training or holdout seeds were evaluated.","Gate A completed all 100000 callbacks; a numpy.bool serialization failure occurred when saving its result, repaired from recorded output without repeating the callback run."],"checkpoint_elapsed_seconds":{"t3":1920.2822115421295,"ha":1264.8414528369904},"paired_observations":{"encoding":"base64(zlib(raw little-endian float64, C row-major))","shape":[1024,3],"columns":["edge_diff","retail_volume_y_diff","arb_volume_y_diff"],"seed_rule":"row i is seed 8932000+i","comparison":"T3 minus 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GvW6N1Hy+3kSYTQMygrasT6n3tL84zhvY6OU86ZIwoRoehSfBJ9Q2mpTZti3zPJ7wBw3wszbITOwEX7pzc2I4Uro1Lu8anoMfvjnxTSP/ew5nd73cAo4fPI9OFkmjVjSb4q+FqG+/05N/V2NdXrKm3aMJRDWYT7epi3ou2vnioT7B2hmWF/z+XvMZXqLR/5cgk+75ld+4wr0tDLzj6JWAiFHybG6u+CHunsRS0vvg+ctFpSvQzynCzWumWAOGnFNPyzRRzNPa2aVFYAv5nCPRuQcJZSOVDg5iLq/2Dj2qRY+UHrJOaFC9NOlpMviQ+DzM+JaW7tjiUxc1DSvC+J/Yz+R9nOYpgTX/nczMg2+M0FE2Ap4tybPN28doFm1Gc5RDuATvg0rbtLIf/vJOYHdv2iW1Pyu1gNJRKZv63BUL/L5U0W3dGoSfK7hvd8Buuvoe3gsCfqjvOTTzB70hWYQ3+OqVELsj/AE7EVduv/b2ZQ8TZMYOWnZO5gTA/a/sDwM3O6sXfJDA/HH3fG8OIPPy19XHEo2Qj7r4+tloQsRy3QCTeErRCTMq2ZDH3xd4x896IA/afLYPYw+X+PwNpgT65/KjnyO+ZGZv0t2viryrF7L+fTHYRY1QVdIxbbTVJtljKT5IcIqk4l9aIF/9xg0WGuMeeSof66i1QnwyScmZaUG8BwhqXHiI00peEwvFj5DiJKog91c7CtU5djeivlI7caN/Q7If/HmLgU75Dk0ZOHzVdDZTbnH7odg3fG/hdfM4ctir9mkXwQ+vxqu6XiQCT9zwjT9PfJ2TqEw4Ct4VfyX8qsMfP6e6cE9P/fCRz08Nvm0l2YtrVXSnQP97T96080K57L4NI9THfXKmf99Wgx8WPHa+r4PdLy0dfHSNdC7RQ++PSzBfO28Pf+DCnQhzHHo++5pmipYr2h+D+tMKc7LEIHP952/0vwV8n99oGHQIJkwd8y/PnkF/aV+bD01Bj/TX7XlCoP9lMds1tYcB09IZFisGqMpzWMDvtvR18SjILzKAbpzf/tiFnyOWhjrU4AvYU6s4/lkivuj5be8tEY+1yqXHvCMJ5bfc6o0FoEP57aoDiSDH/weX1FohS8K8dl/XBh95y0q2T7RVMHaLzDZPnqesNa6/bnyKYFQ7w5uWWIInyPiGdxM45xizU6pvagj45H9JvkezVRynhX4nkCYDVGHpVRQ/+vXt55UR5y/nBKoQey3eGvr6b/or9W/5oofa6GpxQnxPSvQVwvv+WyIYOtsvTfHAfTd83X8uzyBvx8BFam+Voi/X9x/dJImsjpVAwEZ8Aldj08/hU6dzNqTzgmfyeKyUa1G/0iPx8xeCrxsUA7+J4Zzxf43d6wXeQjOESleAJ7kzhK6NAZf7Wv5wbgX9e38qRt+DnUJ0eqSURckTIxl4r4g8FWc2J11f5B/y0bJdYve0FRL69Vry+HDd4Vsy5IEjm5EqZ4c6qogaakf/dwzCSt/hdRXZ+jR9oc1ReuGaZKi7vp4D+bi8TOn5g8gT3U7Au4vA85V/5iVFAcTpua5pukc4DBRWN/jDXyU3VTcBR7geUKpdhnlTZiDLkV8XFzwue63WvzDCAkQeZGai3hCy40+/0b+H70UdHQHT/6U+rJ5APFnc36ZdMAcxJp+dsGHIUS0p7vMGfcnX9ld5YH8bBNWuNOCPqnP2X2kHPEEFivaXcL8q2dUtXreScKkGaV9uAZdiF+wWF8WfWqwOT/stgch65ZK9wzAp+1U8P4uxk3Ij2OfvaygCyo+h17ao76sdy91y4po6s4GZiolmlim19SuuAy+db3g984S/cjYDnimg392pr5rtMM6yQ83JHKiH7fO1v9O4Ldl3zsv3w1cyP56QR+jMIeoHNEzSieWPd81/uiA3yyNtm9NxzzLZZj2rDaEME9HhLcvAP+3R6hMWWFecNjgXHIMeWB8Ekz9wK+9TpefLQR+7MPezMjALy0rCR6cD57vFXlbFoI8dEtHnwxDvhwt6nytMKf8u+a7pws81v0zR9YfvjSolVUzCR3uGJlcrI08+2sNWoVBX+xLczySsI502fvPruD5cwaessgzU0Intv4B3vLuuu0NwDxyXH3DyhT4MeNos1Mfga+cjLHnH+FLCwst38nAl461NAgcjyZUru/u5/e5CCVn311qD5yoC95UT0W98hwSrvB/ohn5TpV+f+DM1/bZXys7Qr2fc+XDKfQRz/VXsnLuhDzbczpNGusLhat/C5uiyTOWRH9gNrGc+ZCwcQLrS2v5Z/vAT2Yl8tB/EwlT3qYUHcCex3um1Zu5CEngSio4kkSoBdrvp94BF01ffHjzRmnWnEHGOTSN5JXruo8pI/9DGTtWyuK8HYfTbK4hv4ce1TVJn4Svf2R7RwL6e1ZJRHIa121fbUuZDf0XUjQ9sR1xzpMTpf7hvs1yWbt3QS8eBKffOAUdUQr8PHYVPOXd06uji7m4IYlZ//ov5h359Lf8mcTyAGfikwz0veqNSX8+9G+7990WZfRL5z0m8iL4gTtG3HEr+muH3fG9++C7+h+2WNwCbx/siuGfBb1bvfwG8QD+LKq0NJSAu7qsO2lLkef/HoQMZWQRS6dlea4DONf637ltnfB1N4Trfe4jDyflter0cV0mwPKBDvqIqGUlVKHuD7T1gtaAV9a9jXXp+gIfO/xh00wiyVMe9tSdBd5qfH9V8D38/OEfolH344hMEsf93d7oC1Vb/qxt8GMc/+6ujYUf9jC5kP4X+U+5d//hCg7ghvsg9z7Mv+qqbY4M4s3UdKcGgOfTfVom43Gk7Y7FPtKN669Ol83v+U1T2tsFhDlx/ohi1Zpb8BX6KwRiE5GfYJVRtd+o92BP7ep84FrAdNVEFep++e67Pvgr1rwiIwkurDPRvzB8Bfruhr2+pxTW2R33+XAeeNhV+LhC/zjNcr+3Q28v7j+QYa/wGjwmSQlX7oLffpz9x/5jKmFNipmfjsQ6ebdUXwwV08yBj+c/zQVuJSRPuHVg37kfxTaPwldHzz77VwB4u360o8cEuGpY0T0oAT/mb3JA4g7wqkjXkRsGyJuDe/B28E/flHhfJfRi42GeGE/0dYuX7WpTYUKspPet3AscKkdU+/WjLmbKb1cdB59s+9D2pDSGsKyNSsRtkGfteyL1OtDHnfZj66RxLhGZqCMchwh1IMtuJBu6XP+V0/ZJAmnbqPkyYhZwpJn45Iso6hKT5hItEUeYqjpTQW7283z5kIlp8MziM2orN2Hd+j6JN87QwflLmtKKx2hmsCFqKA6f//TT+5MNe271O337dDdNPH0co6TSSd7v8GXegsDDgOpO9WvgMY1ihQ3oO2qn4IJ+9nPFNX/lNBTA87/Nz4+be6EPFxYz6sIsqrhq3ygFfhAd4i3/kkIsBwv6427hvB+3shy8sG/UMttbNxIJCffc4RSA9bOPk1V94BmLhimBUfjA6uf0hfOIdwlXofYt5Jl1IfXbWT7M26YxnJGq+NPfrqgOfkBEY3vmI+Dtc2d2+lbMifFndh3Q+4c5+lxM2zzkU+aCZq0E8Fk8q3bliWcV1Mjdw7GjJujTT9snTpuiXpfPWXvB/xzrmDc7FPFkh5dW/4Zveca7Nd4a/X6kzEXrdhBhVaTkvmbr3amesf1O/TTrdHnSJuMkksdc/+3Ojz768phv7wbcn37SKMoC9R4yraoK20aosZy5Ui04V9m+S321mMvm5czhvY48db+58KiznybS3fULHqWQtg77WZu3Yp1yve5sO/D22OXJMwXIy+ghpYfPwMOq9xWenUAfWUr86PkCf/BmhdhLTvDoyOODFlO8hGUSu0XDMgc6M0u7wQ+8cV6gLuc0/FiNKOfYY/RR9MPajnq2P5xqnKcFfPL3cy7jBo94vsl37wCumPg9boW3aOpg7WBjSwAhjlkv/vCBt7kbv4yPAW9z1DYdgU+yfKbBoUPg27X9f4XG/6NJsYwLw2QTqpp3z/skzI9jmYmj23tolicTeNYLfi+IEab2ou9WpxzffBl8VTvb51gB9PHzh89Ke8D/2lX+SzZgneaDJ7vG4H960geSuFHH09z6g1GYB89NbaE+gVcfnPNcW425eayekbwLH6tyzrS3Bn10OtW8eQFwNe5Xej8feOgUVAsXQL1lb+m07sBc6Xu4w1MN13lHA+5vjSQsMcHaqb/op/IUGT4f5F+x46PPsmzCKFoe+aOOvN25+B9XJHi7JsCkayqVtB2f3MORcoYwx0Te6EpDf9Mk+RexsN+xrnjjNuC/W2zoLYsD8/zCDw+Pgt/XhHSmvUH8yut7d9rDhzv/0Wk9EkWIw0ThkjfwuarrJsetftDUVwvNRjbvP7LM6q2CD+SNtHE9NkpTC/Zt5hbH54UP7i9MQJ/OC3UPtEXfZWWXTNFehPzJ7twajbr8vnu08BH4VkOtgZcVTljXesf5RYG71XFC3DzwA4syjqpdgn7NmkUv0sN17YWOcvd72Dq1Qe486uHteFI+C3PPvSMOW2N6aMb80fmCg9AL60cxol/AewrkTXXOFM18FA2faU0nMrdH4q45oS+sC/QHvvXSVO2qtkWnHQmzP//8SwxxzPJXZceuIT9bphfE/YwjeVS/keYz4Nc7PD61Cvy8n66+/gz9nFy9860U/IZUd9qR8xQhWyV9+/anEdJUtfi/1+x5nOfa0A3wM3f9tegBzPt+e9S597HnIK++X+9nwf8mbKjTzyVM1+kdiofY+hB491r6CM0aalGaty2LtP1qzj6Wgjq4cjaal6FfTi5yOXYZ9ZLWP7JWHnlYPjzn5mLMC8JS2pe7gSvmj9fuxaMVFOur/ceS3zThkWoc2QC/Icm1r+Mk4jn56NrleORTXOCV3FLUQ2Li84gs9EVXcEY2Czi3uHDQtD6D5BnsPtq+FToy93uB+Tnkgfr1qOU/+G29tXt/BcMHvjD/F8yNfXNVbijrIb9KZts7LeAjvi9YsD8S/rwhas7pUOzXzp15qgs8vKPwG78QdDBfzXP/UBDJs+2iPpthfU25hj+G4FW52r/G9uCBy2vELlwBn/hX7mAd/UZT5LNn/QD0vedP4dFs5PvtrLWj85H/9d0BfCkRhBkusxd2xDkyH574Fz5JMzyOFbyumPe38Bnv+4N5P+X6pIIEJ2F1nxv9Y3qWJF7ZtF0nCHxf/tZtZcp3mqldKanfh75b+few92/wleHc46Fh4HPF8UcSk+CH3xm3Su5i3+oFO9MDm2iqLr3sky3wxmdk83cFzu3l0fEmhJ9Q4StkSiqSCHk+QR1bA7+5UMRqTTwFX7P7tiiNdX+r3WkeBz4bzvNNCwjDp/CXNr2IJ8yXu9uNVRA/Y5XucqOEZvZ90C2TDyOsto7OF4vQ97HSBn/8oBOjOYYGJmmEemp082oO+3k4R1Vl4OsK5k2zxbQ9+OvcyhWhcqh/f7pC2cvn0Fne1Hk/kMcNh59OabLzdnI33cBDyLEnffJrMRfUv7YYlwTe1t3ddWZ7O83k+HnsKMogbWGzi14LYb2y4tFvZ8H/0bElh1zgx8wTlmxLA+5M8x4VGP+gmYMn6ocxT8mc/PImaBnOtzjzQBUXcGLyq+onK44QN7Ue6dOo+6k1H20MofvFpyYWiGFudU4cKl4E3C6UkTEInKaZK70VtgL4vEBAytBTXE93MZcoB09OyLzdbYf4N06OJRrCl7J64iSauyuo31eCJflxnrKIQ8wcLRZV9HTC6AHwHJAevTkb/XzDZ0RPDP314Ox/zNEvNGUd8jnhOvhu4cJVsXeR51N6nw/vRH2f/1fkx5NOWBtsH4t0Ip+W2/UlL8C/JXouULqOzz+dVrqea87+nnG55uwhGgRooO4Ff2Xlu2e5IOLs3xwRHVBHU1dGnn24i3OaH3Bx2Am8fQvsoR8KEJZblYv7TBph5OxZMq/Qv3nLdN+awRet0xVXM4kmROHcnm5zN/a8vNX/9ShNSl33iFieJUScaZK1YPNAhKLDWfBtwMKLuZ7g1Zg8K44Z6ObHAinPZvgHj3Ld6ELgPFgn39MfulO71k6IBV0bXGqecy8Wc2m0mo4c+hSDvtfZAZqs0o/R+ZxE2lQUsjh+oY5Csz9fy8TctPrJzZPD8BXZz9z6fZBXTds66hH8T98t98M30c8au352akIXrnQqlDngfsmja54kxBKqzSCVddoMvkDR7jgX5tAWM5ej7vBXxvNSbGyxzjFqlKMH+L9aensVFU0Y7dTOvlTou2tVjnXQR5r5HfZfgQ3mr6Hl/Kd+YX01URNuGvFXbrNVEkZegpck8NlAx50KThhGcLPf+3hTsyGVENkPFUwJ8PI5c6Hn6CzwNLfHzXz2cwZL6Y4FqO/D8oS2hFGayX6isfsi9DpvTerQN+DicndDVhx0s7jdSSkR/TlW1aJz8hT7PYajI5nA+V/v6FXiqUSmMFnipCB4abytLFV5hmYGIp5Y0dCjIIeA2WLwS3ucq+yWAOcfeL/da4bO/voRHXON/b3PlMWs1g6sX7Br284YwmyIqEpuQF12lnGLPYW+5Ex/mzgF3pHnV0rTRV2snxQ1hWIOKhKNPL3MizBFgb9Xb0T/SojJru+AH0hWZd5tjyIsy3ml4vuBr0DjIN5LmOOY6mdnuUKgRx/FQpYgz+aXhn3EeDAPhcufic4iZLp/MG4n8Pbfj8trcsBL4gI/dLPh81dv5O4LBq4/+a5YsBY8+dN754d/ZwhZ+JhzoTD7+5EN0e5/ZmiWkeHb+iU41/RDpacU+FuzYxbTi7r0O3H60TmEVb5zYNArAXqwPD6UE+caFFVSjQZ/Xj0QIDIL57phnrdmKeaLI4ey6o3C4X+zLtq/gr58P8VpcRN+4M4SaX1F5H/01+y1/s6EoRfW3/BAPoWjzlvkoe6lF2OrYuFz1nn3FCt10izZ4wIGVohfyiTi7078+9wTByXbWmlKTyW/YC/m0sYNcuGOWP9Bsq7/yS8V1PH5f4wqoLP07lVKJ6Eneqcyn0V+pym7xI+H1sEPjHTke7LrdWm7//xC8L/yp4nb8iGEORr06FkW6ut5tDReFP52jlN0hH86YRxsboXdQ54nLbavPjtDU1VLu9YqAje+L2hmgRb64EClbJYoYRJnDivIQh8LlOYEsrC+h1bhW75JmuUw/7C4WBYR/XR1uvgj6p+6moc8BB8O93MqPsc6g/qV106ir3cWd7SYI8+eI3esz3sQpu7nca1a/LuZaP9r/xH4K4/vx46hHv4vpnlt4K/03/9LXoT1R5pXL7JIJDJ/I3SvSqCOa+qlnslA76TMxx8sxNwh0RcXsAD+qmqX0Cf9dprkH1MSZ78X50pnzjUDD8gPUDuuQ8fl/I8U5qeTtvTM8Ofc8LOMxJTE4E3My5GX3zriXA/ti64vQN/lda32ZPfp6Yh/y1Mt8XntjhULN4IPuXueWL4Gb6icPpQLn5bk2fLYHf2eHyH7WLabpgbK3szV8ifMb8ensZfAk1eP+7wdwTz7fevCEKVUQm3b+uffTZwvdZXapR70nYhN7KIp1M/0dW67HnRANXdlxx706fflduJvwSfSMlXBLPCwTp3+BeW/NNU+3ONf6UoYy1CHmuPH4XsVOzSEeAlz4brHzxc411EN//W14IHlxUe+iIKX2tKvjW+GfzVVbW5bugz16ru/eB74f+Scdoof+nHhi9IYYaxjMm9V/j74Ot2EE6ZNwMNGt4tLnZBn8yNaycbIw32OzUeMAgmrZ3idXiD6a4vB+sQ4+GfW5wA+HeRL4zZPuQ/mkr0ry45dQL//Nd7Dnx9BWJ1jNkZaiF9I5IfzGvCG14/tpZsxb6gs4TDqhV/uEbr6gP2e0rJXWofjY4nMq8q0CnafMvPsZ0+N0KSSw1LQKokwD37qyDVDH6okpSxlgefbw7kDr9CPY49LpTeivo4Htxx1An7cKj8fSoAuv3imMn0fPGlGZVim9tFM8TPJvwbAa7n9Vae9yPPlO53muJ/pXd2sfxH3FauM3nZFfnYNBO7qBC/d2WXvaR5BSEGEi8lz4Kr4x6vaXPSXzZoBaYMw1GVTDPUddf/xxGlBLBdhvdj8z8n4LHSRSua3Bm/I13n93ox5kDd48mYE1vnE6UIEsU/pw6Xnb3MR0v5WRTgsmbT5a87h4sd57YwK/S/MI9SqXTy388+RNt6zQ9Z7kFfnhH1X08FjT/hMcq3B81r/xteuQn0P/H3Gk4Q42xOToziQF60fVas0gNPmD9X83zFf2N1eSqTRh2feTYmz8znhtXvBEHRN+dxFWdQ3b7iE2fIe+TB6MPJ9CPkneQ9j98B/9m45ZFSJfeVG18Snou8MPA6PQe9I01yuQC3wfYRBqWMD5hoL6497W0IJK916mX45zrVSQfWKzjTNetgisdgKc0FEiMIB9vtCClHvJl/DD0SvUOkZgC/8UBPKPQ/zrMPXWIW36Edx3o3hZeDJmkyjGfbzmMqD4k/Wd9FU6aXsehHgf+h4SEUsfOiD40JDdcC/lF378odRhOH8e794H3RkYHvlrQn0i8eDhbnLgAOGe/bfTuyjlb/wsQXOVX2JuHYijlt0rf8z3H+DtXQiDr7oRx7/7aazJO9obEOvD+adTueK4Gu4/6in1Homg7BGJHenF0Bf6KYygUuc8DFP1ymLphLLbIOlOiFY75Xn9SXs5wOD5d15u3OQR5nlMuznfoybytulnTTz91gSj7Un/PnBseZh8LZJjPU5AfRRwa28nX+w32ZbPy5j+OqK5lheC8xrAfl6BT3wb6zPp+TL7QkVEfsjwQD+59Py1jXV6M8b7co6RvAJ20uFSpYN0MzU0bQz8Yno19KjEkKIh/xVki66V8HyrpulrgldqH5ryJuBvi+/X537Ev1473dl6qXzhFmsLc3DABftu6847YBPyHopoHn+DGkj6h8EvkLXNm8yTVNGH6nX31W8CRxYfpjUjUa/XNmRzJUIXCnPjphxRD/rpnA9L4Zv2iBk5cz9j6bMTghtmkb/s2RduewkWczjFzeOKUGvd3m7LuVEn8elGRv+M2ZRr9w69x8Db7t6aVhrgm/7WwUCIqE7N7gOvBUFfszCxV1XwefwT2pezAQ+6yROtqZ/pln8WYr9r8Hz5Z/+HvMJJcwkz1vPn+A3VoSCfbMfYbxEzx81RlxNWqWGhzEP8h3d+2wv9MJ50sHfBz7zA597qNEAzSpf+fjUkUzCEl55KkcRfVzzt25YSJ5YWs4tFy66Ch4XSxJeif7tZ3G9KmilmbSMq56VmL+qH7W7cUGPBJoCugxRx89ae10KMAe9UFZvj4Be650b0o+Bfzuvd372/BySN0fKpcsS8c+tpyaVgc+N4ildR3wIa8e74TMV8Dkb9G799wr+YfEyPQk/zL+DDSohh4CL5zpRNdzwCXbCm/zTUuAnRZb0PYNe3xUv49gIPqk7olRpg78TZdW7M/NY1LjvT8kh+MOHn7Q2dUUSlpK/flsS8rnqiPDM62nMlf1uqf7o03yeg7N9kZ8HvyLyziMPMouPnV2aScjh3U1UGvu9hS01PxfA5wQ9dqtvCiasBQ7tTz6jbkoaGeMOwzTzhhEz8ML1yJibu2icd6dOsY/3MM0yVTVYsj6VtO2ocz60Hzgcd16zRgl96lNovbkE/TY3dN2iAPhDYwdVKTv0u3OY/ba/aYSlExlYlAK8JS8aCNvwC/5862FPhTj4i7tvRKqwzuln5+uv/qApvn8u7pLb0G8Le8TUthDKwumDYRh4u/voJpYc+Egl7aVOD/qdckne4jxGs5452pyWh/9vaTfkDgtjP9f6cLkcc9OtPW+trPwJ+cKrEZeH/F/fzL9mjIOw/F/eXxoD33Wpkb57Cbr2b5nVHHnMfbzyEa/3Q0fCV9iEHQS/WS6JMhUFrlpWGlwWTyas5/tvz5NHfjYLRgQUYQ6Vvms+TZCX09eHR4TQ1/8SSo1qkYc5aXpxW20JdfHl3qV58HHrKl50qEM3v3lyuW7EfNG8fv/EQvTpzl/LAuz+0czQ/cVdP7BvjVHRam2sPzbZ1tVcU8ESb8sqeA9fdyruSYYjeM6+3vky1w+add1XuCQqmRAq4MgNNdxv2daetwWeLdZyvZpyApExeVafdR/5FGp9lHQLvL2M70eTAeZ9ObJ9/zfgTd955fuN4MOZx5b2UdDZ9EguvZPQi44Is6NX+2nmUtXhehHMdxel8zmd2N/73/Aihqijtr9ZwWbwiNXTwos1mCuF+O2euOH+0u/XWjq8CeuJ+rRVBvJRpHXW9Bf6vX3hL8VG+Iq7RhU+Rqj7gVaNhzw47yzxOfd0cZ5sh0WhC20JM1tmwJvhwp8XBAQfos+79ztyVUMv7p0IThFivwcS+Kx/bwaR4Uv57BYJHXDeWnPNFedae3NZw4JYwkpQap5qRx2NFf1716OPGmjT/vU4l0DZhSsd0PFf3K/qBnH9/OzwwORc0jbH67oV289/GD+zWQU+PPjxq8wU5LNB18ZMAHn4fXt8a+cETdQ3r49djvPOUahYp4DrR85/3cPPg3np4n65TJxr0Mhaegx9ZCgYf2pvO011Xps9fzf0dJ7ZfQMP5N82ZvzVBuD2uPXCupwMkqdWPseG/V63a6RdWWJ9BSVw4HL5A/ir4mc5WqGoo2Y+l8IE9P3Z/EcxP+HbRZ7xlc8Gbg8c4RzYDD9wdpfxnK/I+4FzByzVwLvMG2HXG/doyverQme5OyH5TrWm7OcPhu8v1Fd/oSnR70btNiaEarH7pu25B/5Tbu9gFfC5q3DVRh/MxbyGUiuWYf1HJ/mnolGXuc07zUMYwvoS+vG+BPjmp8aCl9Loo77XV/+uAg83UCo53MBjet69khj06ZP3FUv70CeOpcWfTgDPQi0js+E3GGrwZtUX8OQZn+PhOchPg5D/+FXkofSS88t8zO+bXpdu/o661GT7TSljbtr7YJdCLM6vuO37jm3QPU2t53EL4J+J3q5/ZsGEEQ5ofvQU+rha5fjlD+BhdduV256hjxZ8khgJQJy5Cy4GtoLHtAaWCynCP+zLURyRwLkOa67OLYSv2Dx0RoIbuiWaYbRuDfSUe+jrIy2cq2H9Ty9T+LlXP1e3bsa8Hyt6+G4T4vk4UHQiDbpsuX+e90PEdVxn7ON1xGPVumdgXirJcz9Z804POnJdr1GhBPronXZP0SmSEGVi1TgB/HNfrE45xtbTFZft5gLn1i75AhuRh3NXvge5/aKZR8bV6v3g6wOzu3zZ72Nq55pM1nMQsuX0Z3p/NrE8F+z4so393tSSAwqV4MlY9ZQb9eBzZ9PTJ7rgl7oMaugLiHP4xbrN5ezn72mnZl3EeSsNXxb9Rl0afbY8Yj/3KVNzHvYGHiKdROYH/6RZtJuvYGQKobbaW16ch/0PDbNcP4IHVIST+sag90leXlMmiGcqvNw0DzqVKjX4qTqBkDmssZ8vsN6hGRevQvTRos5N4xbphOU35rdlDtYZsjQLkm2nWbt71zrL4LrwGflCbfDM/OkwySz4mTsPZjOLU4glIxd6ZSv6QrjkoXHBOE1SloWe5YC/HT5bWXgO1x2fDG8+DL96Vd+8jh/6W6ub+/Ez+3sqqz3iJ8NxXfriphCse9ihTnQt4uGs/9WiNkgT0ejlZYuSMWfdj/u9CPFkPg5/Xo9zuThO2c9PJzIuckT4D/puw8tbr/4N0qxfCb1WwqhfhdXCphvoo+x/PrE+AzQZf+ElyQN/xdqb/jcd/rrBuvK+zSxCBb9785MF3XnddG7DIOp7yffqu7fQi6TDDYqsKEKOlWjaqyPPEj/2N/hP0YRrctuGB/CZYR6LTH2A03qupFQJLkJtzA5rv4X474s5C/LjXHWDe56dwbx8teTrtS7EMSzktjEW/Sp3PFhrEfzVarn03c7gpQ2bLq65AH0RstOUfzRDE9tZvSsKwT8bWsoWFLB/tyUytMqglKYq3iYWnfAjrAONR5VNEE9DRY6kDfpRpEffYW0Msfw5x6rxCPLTuEz43WzMNWLdXAdV2fP+ORuZiaPwewaq8bb/aLKZuzHMAnq3p/TefPZzVkHD75Jf0S/6f3v/zsNc8+tXi9ZiXP+neu+gGzdhzvA8nLU9gTDuw+Pd7O9TZC5ot9+epsm0k/LB9gxCNj56yZSjL1fkNZ1uA34ufTY0odEPNffCz9mfgF/dsVcjpaeCUWhXzorNJes8b0Q5CIN3xywqXMKbUK+WnIA3wNWp+xzVDOKnPJ6fbqumGdGxjtxO8Oqj9w8s1qJflLzauubAj3HZ9K67ibzNaHkazrBxMnZ3FvSdKuTJ4F7iRBjPe3tKjoFP/L1yj9phTrm65dPFJ9bw7Qldgs/hWwK/RFaJgW9v53p+0Ub8R+L2Vcmij7Na6P5ofsIq+qyz2zGHsNxZy7fLAlfcvAZ3P/IRCpQ9U4u4rRu/zMnHOsf8z+56AB8uutBgpsabkBOmZMQMfdo9EH7m9QybBwQ3LMkm1G3NWfpsnd340zUduCW6NyrMLTNxzg8ytl7YV3fu5nTEyZI+emHvzhTS5qi3PlIR1zdeSHFlf8/lqBysGom5/nid8esr1oTat3V47nXwg2pqdFnUEcJ0vMht9EM8Ml1DaZu4CWsWsfo9lknyrqZf1a6Hrp26mhGkBX0ntnt630UTGTeXw8G6iOdLyVmPVfDb6w65Z4tpo94PdsnkGbEo40Prvjz6TTMSlnlH7uM82yX3jasZQvfl2wLawM8lLad4UoCrfjtfs8hVmIOF9y95NZeQU0q/3TWhO84/is4Ioi5NdpufXYK/LZT67C0SS0hj5PT/fz94TzdT5yH7++InnndOurCfx1VbCxmyqEyNU2amn2hKsHb1lR74hA/8myqPAz+B5htf6YCv9LWdv/lhLnC6W2O6wY793hyvsRf6SDBAtmh5DpERWcIbp4u5IFE8NHGqnSaf5OeNX4UP/KJRZeKIOv7Y2fdwJfaNubD1+jWc60FX/aDfVkJ5LDrPPR9zsen84vu/U6FTjW7+Pezn8H3L3VeCB6rlDW+xn9ewbCpzS9ezqOIDWYHXRmjivXVSvyiLsNL8d96Xhd8IyHe4kjNEM84Pom8G47wbp5Q+SALPnV3RUr/gowaOSHayvzdKb5+85Q/+keM5lFmMufLhouyza3CugKGQ1VzHwFdv3vndQH2/rlGW8YEeL8+YGCqBnq5UF4+f/k6z9jg9MjmfBv95T20EeaIoOj4sI6yCOSUj5toH/3REm17XiXiX+XV638ec22Kn8nYu/NKnuUdest8nzOTMLzfvoZly9TGvTMRhX3JzqwN08tRYQ3cUeFVu9NiWDsxZob2zdqiz1z//I1t9hGZ9v1QbdDaNtF09ezSzmj2f1tENVB7N5FFxNwuQ9ytaw91SwO2eYc2+z5i7Qz2WLK87TZjcmrTMTkfobXLsl8uYax68eXv4ajRhCd3pueCFfFRr/nnXBB+eZ6Jzan4SYQkujFNZA5yIrvlV/eUu5rJJFbmXiPtfwUTRefDkSq1ZlkuRH0Pr5SMv0ojMYiPZ3NfIs6DxmfuvoNcxUq6jg8i/sKiP72HU0XkdXfP5H806O+P39lciYV0P+HIiF/lRTY09mvivgohRju844GcS3oZxKHoTRvSD/9UOXvivrl0HnwQR5puY6Rxu4HQwRO3WGvDerjuHCv4DL+UWbZHqQh5yvlibJYMnR7UcjWNjCLUwLeg/J+jsixHvaCVe9nsuF6rhz5mivX/FAxD/q76ZeT5tNDm22TdaGPm0XKVston9foGIpJboBM2cWZe28QXiexdfsHgt9iXjeyToCzS15MCX/XUnCOPbJl/h50yYy+6lj9nfP9by3ZPshG6FDLdWnjPFnCiQzneD/fwknl7FAx4smmFy3mgQyu/lrZxQ+Jasosi3VuivoQ239zijj7VWOFe4sZ9j8Nx3ZQURlq/Bl5B4XHf22bP7BObKSr31tYsx/86X2XRVLxJ9IDfj/+cNTSbmBBrOpBCZXcIFnu7Ayb3olbNtsI7vIlevGPjJ3yI9y+pRl1fbV63qQ10EE/W35aPe/6nQthWIa/bGgyHfB2gmoLP2Xow75pho1YNP0e/ds4s7TmOOswtqKsE6ZI3A0IOP7PetduVwVmL+1VnmE/aFIYyXfz9/N/gwzd0u+yXmheNxwd61maQtdMI3/g/qYKFp/nVpB03VfvL0dUJ+T9cJLWb7JcsVo6L/bmPeqe3zKwggrGqJkq1zoFecVVEV8VyE5eJp5nob/SLT+LF9M+7PdZTVs5ymmQW7oqMM44llb+vRbva8QLXU3Jyspakqh7ZrQ8BJiYxgjAj6VKFnyiaOm5Cqd8topTNExmyNq6gi7r+o3ajkBh6eql07+B6+12Kn56p49u9Vk5qSxX7STMS19hXWvoQxv676dRGbz1XvyupBv04OjZ5k/z7Rt9x11Aw8trJI4O2LLsyVNzqP3EDeh/csEG5HH7fZt/2w/UxTe5wc+EPgS+ZeC50vgPivHvO46VhHkz/aJUEq2SSv3Txc6yI+V3xH6vCVsgrq3OTl1eHoNw2tO89EUPerCmtnS8DPv5DmqDkUT8jCpGGFf+BLMzXJts4GmuLkb9ifABy37lddM/swodrfHRyVhz6+1+fbZRNNSKnyi/dPsI52Uuf6z+PQKYWLqXbphBwu918+hf4K220n+ha6Zrm2zm0p/Ia6aXWwLNZruR2fxYc55UhlYLdhBnyUhlsbJ+K8dUfwxXP4k6Sj6cto9PNAiQZpgt//GfagfT1wxSHrYZ2OdS46XGl4izpSzWEveUNpRiF1aYd3KCGXnuxND2H7injnBQXw20f9To3+tcR8vq+3pR2+KHu8vrUMc0Ri4j6Nv8CVnaFI/0Hw4ZxlN55Yw7dbmC/RNIXPnBMjMTPEfh9sVp7Bh8EK5u/0DaXmdGLZcCFwaQ/qksfRnhp+t4I8MImeGcggrIAHu4MX4Xqdb+i+EvRjjfyFM+vjCWV6pzk1HvVidOyZvvuou/c8lc/hhOyNH7xOEP/EearyK+KsFnxUeyOQMHpBNxOakJ/AmFSnA+Ax4+Mbi1PAk8JTcpvZ79n2HpIPtwN+FkodPiaFeU26o6boHluf18bK20K/xrM1r5d7EHJIbB9tDjwYtF7+FQ9+Hr+beP8Y8nZoMYdvJuprLDPasX+aZr1/rCTLC905lr50uhC8UmPr25eBvnv1srr58HHCnBww4niDPq3WEHd2baMpHv/FTzxwnhPZw0prrcAPsXr9l4DzNHvOpuf4vNFgZepNzPvtX39XCfMTaomb9B3bCMJ6qSqV04k43+ovbL3IS5hie5mPGuiLDVJRbxqRf93iC+LKyIPr4Hw3Ifif1Wnl8l243r2BaNyHz9/z+0C2AeLM0LZv5vEnjO7fqEgn4OroLPLcBnkQbe758FuSUOqhnukGwOGbgaK+QfSh/9Oq9be2ECpUPlteA75duczlihRwlbtZ/AD7+7vR1Mq7s+BbzLWannIjPl2L449nY9+591QDZ+P+YysGD65NIJZP5DbnjGM9mYUBvaGPaUr4h54xvx1hXGxzf8rDP1tyJQm6Yl97152WT8EP9l0v+AROsP3z7277VpoKUvSX2JuB+Yh/9uRm6EiLfepNwfc0dSai7UgZ8B276X1nI/xAYuGGlNXo92DRJj+lBMLqD/cWOgo9rNz6oIaGrygeXx7CH04sCy/c4P0FvHlYv/AT7aapG0qL0lqgH3Mzl364iblbt8zTiAafLLXW2bIN/f4qJuCZIfAfWe43t+cdTe0Xn2WTBd6u0Hl7xxR9p1LJc1NyhqZ6hnuqxKDjG7fxXfuLOn5dOX87P3yXafiI/F2GkFfJcwn7/V7DZYvmTHTTzF3OnE8TKfBd8SYNZcDn8mtl/DO4/778nj12qO+VqXjuYqwjsNKf/PyOOavzXPF2mGtP1d6ZcPSlzwG3XlP4qKchAQ/uAfe53ULi7O+J1vWOx8BvE6XeGZmsDCKzXPOyzhnk/4u8WpjwbMJ0Rh2x3YP+PCH/6Ekj8ky08hduPktTgaurPd3dCDMwem/ZY+jyfe1NnVaIJ7Hm2qNpV8Js/rLndR2u17ed3swF3TlzqDIBvp24GO2uz0OepXgTvOHbqSXV5iPbsU4162HQd6wvFCWtqPGXZpHCeUqc0IvAU8Ri6Axh5O8+2mXKgzlq3/HfBfBpci8b932Dbq5zXxH+HfzJt9XlplgykbGWWCAzgvjboq/5zx3GvNMifZ/BfMVXaf+Sgh5GKlirSfERloXT8U5LzB3jJpNyVvBXd2L2eI9AZ5MXFeq6ZmFe1l5Qp4U4eXtVDe3hB46qbFvxXxhh9TZaC31h+/ehhU+z4XvLy4IE4zMxH2ht/XUWeijSPDZ6H30XevPjf5xZRCagUHZghO1XdQreX4JPUPI+0VeeRNpONe4KKWR/z7Y4rEr8F+aC10qx6+F7+XRur5+Hcx2XKtxg8I2mKhMnMyehXx/1nL9vR99otnDcfIU4d7uqqR1MIXnfuVinsrDvHpXV0yt6aUpjxMG2Fff5p8z7UWGOOtcdvhwKfHY8/2fiARxfuSDRWINz7cg6a28Jf2Wjf/9oDs5vKNCwmv3crE3/43rjQZpJYMWvJsBPYBJ5LInrphlWcdcowlp3ZyKJL5cwrYselniDdznMTfoiwD8hk0ljHMi7R8xfCaHd6KOpilQX4DDIce4tfpzTJ+qxxQYbxJV/adccxK/Xfdf+wGrCSBf7fp0DPhvM4KyMR19v8rhabQ/8GD53GG8BfuYU9Niz576rNV2z7KEjjNul/6Tgcwz/rXLwBZ+Qex0iJ3D+S6xtPTHgeWX1l319woSxzf9UY5iOOe9k+oYk8MCOz+9rNeBvpXVsRMbgDx6IdRxnv5/2qdkqTxf+fGzZkYurMG973D6X6wifIKGpcKIX/VKQI5vcyv5/HM7XHktEf0k93fg0CjxckhrkngJc2c9dfKIW6zArD5/Uw3lL/gzUqIcQGf9XBWo5OLfQEj4rUfio+d+X/juHOei+welZ7N9N6+k/dR+poKnRUC5Vu2TCvH8dxvUS++QFXy5bB37453Bg7mg2YVI1fXbsxvl0+y/u+As9zaXvdIplEkvbpxasc+zv9wXf5LJ/H22WcfuqFubQxW8DMrdh36xnP7YXwS8FpLoH380iTL/EWHo56p8xotThjbxJ7Js2qI4krG1OWkGy4FW9yQGnV6U0s8Kja4t1HGG0FVNd/gP/XOBPMQyCb4ncf+RbM/i62J+/b8t+QlUckbx09i9NWWppHAywICzpYEuufcDJsjEzLQsuQhTfjkkp47yZGidnuBH/zn+iHBF94Ftt3Q/XMEe/oD88VEFd9M+Grk7rpRldD9omNopYDosIJ3wHHuV2bUkfnIJ/Xnpf5i/mAhkrsXPP4T83BmScfYD4fef8/twD3khUyBH1YPNS/mnTWujv4Mlg98Fk0jYsIj+PgG8f7JO/+ZmXkM2COVRiNuoaIbVjC/Kw7YHXFk7w1TsFvxu8wM3QMPMrx4hQXO/l1LlQ3zr9hQJx4EeJ6KkDXQbwh2u4tw5/pymT+QXHdM4Qlu6ZiR6L0+z3B04pnAdffa2KbFsJP18iadGfh33n9XuxBNhz8bmGfW5RhJXz4rnzCPJHkTk3I7cCh8NytplhwPm0/CJj4EjOzX+VD/CZmGCwbS3y9c9N5ZsceNr1LCs/FP5kqG9XFTfmbv5LLg6hVuzfrYj3+3+hmQzNBnv2/1+TLLFJ/Cv6yLhn3ondyE8ZGbcsgU87q3XblQU+yHupylJsoikDgZ7YJPT1omUNPRXwLWVlKVkqUzRT1fPnvTvmqQWfpkwbkP82hZyNK6qRz7E7jzPhi0Yn3mY8wj4f0xsP+KAuo+bBP9nzudk5B+kt0KPDn37NykAflbfOOTWEOaih65qMBvKTnvUiTAr53HJv9rkY+IlbWqdr4Xeo/tiZFTaY009/Uzn5I4YwAs3MxkHk+z/v252ViKdoYPK6JPzMsSznD+7AYapi1np1zNcTYj3aD1IJi1posK4Muuc19Sd8kRiheIL4z+zDvsoi1OkTwGGH8JmDspgv0n1MzLdlEnJthZoxfBkVf3t7Hjd42CWj5kYu8tOY42bbhPhFg+VfdbXSjFlHGqWQCZ2O8EwPZP8uvKzvdnYdzVQWrr6eH0ZItHh/5Q/krc50WEIQuvOkP7m1MYVYbvoSJTeF+21Tdt5Z9YdmNsWad3ImElIgZmu4H30dIj5iZc/2n1dNTlnDfwzmRKwK1sY6oxEvX0LfHbJWP2F/jy9us/CMB/JqbPTJ+MU/mpjZTI0+SSJ5EZdnW64FbmtuLdPPG4efd5INjw8hrDTX9VNLvNjvj31OCeYjZCu32kL/RCLj4Co4twf8UDwj//7nZ5qV0j0ZuSiVyCy5u48ORB4kh7vmLWinqfYT1RMa2M8j74lsO+Y+//CUaOFPNFX6PHjLJujlt8e2pv3AYVN7jH73OE2sJR4M7wMOtxe4xN4DHjJi/DXZv+svlqnQfOFPWM4rV9hvYM933x2Vzk/STNcB85sTmO8+7dx+NgTxSBhdaDdFHprPyrjePsWexzp1dHTgDyufW7PnuB3yVb6yjvB5FimXCQf8wyFFiQ+4nqpy8PcfxMFsEi1uAP4fP1XMYf8+l/fnYDb7//X4PWj0/AeuL7w6e7s+9OWO5+C3hABClFIim9+hv3XCfbm9BQiLJagrwo95LTD1ca848vCG65KGKHyC/rN5GZhrmNIti2dPYh//gIVr2M/5ebbm32V//27XsGBJFHSjOrF4Tj584Eim4sebDuCLNi/tMvDPXDUxlvoUzXpG1UW/Rn6mA4npCPxgsWYd70wrzbLSltfhSSIkIrqtYpr9u13xOxE/UUeT+jXz5qUTVklngK0K4vEk125qQXfuvOAVORlNWPtNXFiYp6nEQ//ePJygGa69+tfD0ggrS+ulTBrwoGtVVrSWizBqr+q6X6N/Lxv9W+GAvH5dEBCmAD6pbhYMywJuvW6kzV2NffetyFo0AV768y5k9MApQh4rNy/fhPt7DCS6X+D6+1ldRmvgq4PO673i9CSslUyJsRP6Sy00zPpWLMlLP7Rgoy9wbraK72MoeC8kuJpzOeZoi8WtBj4+BHoZL/0GeufwoOasPPp3fEhp7UrMWyvUf1RrCRLKQbLhCA/iVjO81izI/j3jzKpnaX00Jar1QcHGljCH5BelXbdi/z43VfI/4Od+3ZzrG5Kh68cmE8qBn34j2Q/b2b83p9tfOe2C3z4ft2WBBf5Mc9gwjDmlNHettS/7+8vhEK0J+IRYO5///KZosthTWfMB8jY+UDJaFw1+OBNRrd1GM+85i5JnwW/1LFuZagK+ItM1SVL/q+C647H83vATIUkJlZJNAw3RkHgOpV0yGqhQKaofKisNr5GUHZmR8U0yk5LMR0Mi5U2DCCVKJCWhwe86f/Xx9nzO59zruq/rec65s1jm+9U2sUjU7+NvAv/eAA+HBSzbBfpZpq9nm5o3cCyxd/61EfR9RQWpeln4ba+81+MNiF9xfUg0fQ928ePIqP0IyxU7uWzsuUySn5vkeMvj/8eXC8zeCvy0bgvaXeREeHsWHJg/C/nz66qaI50LsTDCNDYxlHBd+2r86dye6gfGnirdLLE/1WEudYnYLj73aNCbfo+Q1uVH/WRJsm6B4fpIxFe8tDoR/plyM7vvCPJWjTwa1qXvx3kPJS2wzuLQYSF6fsC1Un12EPzcdfOY6kzU+0tD8QR+K8toLEn65AU9GDnlsucMxCW7rFHe9TvL0+HnnTmMfqGwbEaGH/iP2Ej6hX3gwydXDgy0exES9VnFdhb8NhZzReGPEPY1yTrfAva+fCWpT+fgPXQ1W7kOeG4TvOjImSuEpOSdcTfH/nnbZK9FNbOMXdpOJgL1FjVrq4sGnTf1fopg9gfo6LllMroBhHfjWfPa+cCDCcXH48+KEK7bzIf/N5ooHpSaEXGd6s7jHc5xWD+wc2thFvLQ/9U6/iEena9jcsMWvJE/ociwCXphl3vPbVU6P+3L+iAx5Gemof3W7iBCKmdNHqFzcqIEfLIK+1liIDbwXCeccLLV1Y/66fvpnv9krvdUMNfHt95ZApxdb+Lh02gFf84b8hirRf5s//bREf0rTFZR+TXqa31viGl9I8tssdr3jM55M1ucVKOI+Ia/2z/H5gnLK7tRHVWC/N8zlKpYtBt9c3vt4oPDLKe69OaJvzGE+3cw4ugj7PN2glG+APjS2RwR0wbon/PySwxi4CeZMC1nIeDVaOOvUuAJT61r0rwb0KNc+zuJzbcqyCbxKSpnoN9Ts7wnvEReb/aNO2j3m+VWmuXMzIDeWVLwVsqLzv1QUp+qi7zNtnK7YBdHkgt8lu9zQr5U7cv9Yc+A7zx4fzoAuNTbtvzhHOS/c8Ku/a3gS/pWLfMuYR/587QanuDfvo9vb8YCB+5riLRkRJH2FyrZdSdgX9Xz2vJxwKsZQxV7lICHe2zdzi6n77suPhfqAJ9UXxOXMsOHcG5hOTMnghfVxz4qTcL6s6+t9pdGfWrfnbqDvie5PCH8sPI4QgSdSnfrgM+HHLsrawE8ZEX7DrkxwPdgR60i4Krc2ggbHvJtr3df/AXEV3tq9Zq7sFf/tR8Tgf1oOg6Kh2H9CsML/vKoL3GL4KQtsGvoWW7zL9jbtKfETiKOkEWdDnk5WOeNSXfbdfy+a7TKOSKMtDft7JNOwTpHBjdLJk4h3MABfpruJUJqTPU+CqFeymQyg8JQ18lnU8zagfujstrVwvuAE/lTLUwFCE93dBvpBt+bnn28Wgt1t/da6YGGTpZZm++z1ge6xkZAKZj2t5+W6yJlUF/9RV1f9EIICYqb9HAA/pl+639JG1GPiRHj5G8FEJI5/vWkk3Tuh8/s+3oihInQvvTTGfk88ZxvSgc9Z5W2riALfjt3b+ipaxxp//pRI20h/NruV6h8kN43zBhWkEAfFJISDkJ9M6FHhkTPQyeaRj+KlUa+OduXvWhFfxt2y1KIQD8S5df2nAkhivqTB27fxfMSfIdD+rBrWW3AjgnQCwFTj8Zpw+4jag21m5FXIYf2Sp6HPRIbzM7XaREmwLx/kQLsstCqE3/tR7inpq8SR8H3PLtaxxKwH3u/70sHQglvzlemuxE68XjSkRY6b+3vKNcjhHUzMnqiTu6A3mqvarCALjaSb2Lr0B9tJf9aNFFd28rev4h1ZFvyxXtPEZ78Xwu346jXB/kWMm+ASyvMZlduCcbzCYr/6DlMwycDc9XAA//1WA7UAvdqyy3OM8CZJBuJGDof46vR6vFHYJdLuNy7MOBncbqDfdowdNPLST8WAocbqjUfUz2VsdTj5K5WlpSneXaWA2fiGm+smQletEp5Qacb9Mhztrym8zyxzckeHfSE39qFA5Udf7Cckelms9QIojitzk2d5m1wXtNB+vyXfF/vbvTNn7yC/c+AA8Oe50qc6fdNTZ/ddK7L+KcDota0z9R9Pm4+gXDvm/7eBl8lzkY1MzUQ3wl2o/K36b1yOW5NDOpxrYZILAscOFUkraKB/uvxQC90gifh3E85LioHvjX1+FrxoDffpK/NDTlAyPr66XvUkD/mbzduvAz+dT32s9OUIJLs5mGuQ3GJ2a+9ybOf5ZSWLdVMiyGKU2Q4MX2sLx3d5pfby/LqIjXnCMcQsmmWv+AD2GWh9Ovig1cVTK7m1ElFgcTWzDppcxX8YBDWYrpJDHi96SPfEn1WV1Xxqwrq6NIM/5Xd0Lm/Y64UdbsTsiFwSMcC8RL19zPLQn29UEpPT4EeuLjfNmon4rLxt3Hq2AjLMGjbFWaEmVgfc6oAfHL6Qx3XCOTzGz/XrEo6FyDzqvdMxDdjWGfacA/L5K912zANuFH3Pkr+DvLEuzb8oAjy81Odnxy9v9B9qYZxQRxr80XfLoEfFItWaKZEEeId/2HIAPhp2+H7z/M7ywnOt1kRcZm+/3JzaAAf+PHmxzsb6DWx1IosLeDwh9ImNU/wq1yyyJMBbpNxdrdmg48pK7i/YoGHNYIhnfvAY8sSyzN10T/s2nKLROj9jv0Dz+ic1eDH66QmoR7VQjX274BuSvPqEdQDH04LMRh5CB6i2lEsVwZ8iL+amn8R9fJ8KOxmCPBNJnR1fArscufOFEjDb8JvD8qDJ9i+rAoOXwX/C3DWoiz4le60ZasJ+NWOoRA7OlfvtFDnWGc9+M/r/Kt0Tt3UhtJ723dzTOWAd2O8CHhc+NcPGZGEC/nbO0sNcYiZKXM8BzjZUZKUPTOIcEnX/+nTexPBSxlLg0GWy32d7j4O8SVvHu+k8zr6OsNX+aNfx3oMSgFveTcl1tTSewzKWXY3340HL6l2VctHP3Xwmybui7hb2bi4PwbuhRweXxUNOwPim/UOww95IqFRgsCfQ+/WHhwMJe0nX/G7CmlfM0iNK/uNPClfoEO/HxmesaqRpf3lTeAtpr6C+VDHTpwIXJVsmLaLfud1tVX7VQTetb5TvEAvjHDz53rLa8Cuu1VC1qrgz08vfjkVCnvSKoNyTawJc2OVJu+iEOGJS41/fhpxr7nadEYLfi76pX11cgfLe/vlSto+/N3UOVuLh/5e/DbHUwR8bFpc0PLPsYT3pDDRzQT+N1JxF5QBXiVsDu9+4Ufa3yns3mZP71eeSBnVR30lMLKyP6PBry4k7DQIQf4JpG8znE7nCOh9Gka9f5lPdmsGoT7TflRlQPfNuJejl4P1+QsWHdDG+i/GXKT0BQknMfzUcX0iYVaeNg4aO0/vTbT9Gf7FEvNp+kwH8mHP/Q9bT9J7BFaKf7LKWGZ3xOXM1cCFRcH2QfT+u1mfwm1n7NPMv19xAb2nEaHJGqgTRnXbe8vvwKX/xK4W/YskjOTUmjY+/LlhephxP/JBPtjGuNKT8Nrz+2ffAZ93KbrZJ4k+1eUUqbAfdVdQsy/oPPyk/GX9lh5RPOdrWRUXRZiR8F9npYEnL5SWhZqgfpc4R/kbUb16QpqnTu91Fj5d1Yg8N/5trJmJfduZiYoSrNO/1FYjHfjsVX7L7w/yIDW6hS+8HfnG9TXdQJ7z61LMztF7Z98fPIlGP5Fc9bdSo4NlHGziVvnS+8/GdziKw0ZtgiVhsIu3XVZ0EHpBMvdFGV1/sZ7PyDPgs3jJt6P0fvq1y/HeH2n/alpxce8nlthduFM0AH19/5hTVx3itUbmAlmB/jLyauGPpBDCnZBwLkhHnl9RNV9W94nledhXbxSOI9z695ELQ8FzldSsXOcJog5TvXwWo+/6Cwie+GYKv8lI7ZRrqWA+a2kWLUffTOYlW5gAH35Mb86+jbxa+VSaXR1PON/6xKdnw6CLg/3Xv8c+Xcq0Bt7hefvA5kxd5DMX6pXKp3MpNRME9U+BZ7bULfiF+EqMHtse+ILlbW0SvfoVdVqzXFfQE/YubGlWEvoE3X2/5D9VX0K0kiv5dC5EQXCL7QP0x9qxTMYJcZ2uav8gDXmuqCyRORm87kOx4W/HWMLUNbQcYBE32+iw1KhXqF/jLvVC9GuT6zJpg8CB+9s27NSC//fkicV5uhIyPll272vU6dm3TzcMdbE8b7fNzUFuhFSo3Fv6G/tccd31jz34kiJvygcT4OzCjnObk6H/uDCt8I54lvF8qnrHfRvhDvVa/z2L57c+d5NvBD7f0Y60LLtE2md9FJvpRM9FSG8QLYQO2rmgMLga+vfrgk2e41DfXsIu2TU9LE+7sut0eQBJVmyKOqFA74PwrZY6Io6BTfuJD+pij9rgcnoP95LSJ/P8bpYndXdG/QLwDZvRkFpJ9JdWl1yrNuSP95Gt4nLQTY7FzWOKiFd2xNTHM7BOjHXuv1vQAwGizex36FNFO5UDHsDVO0Ub7siC/4R9Mv47iDprOdrP3w49e1yscfHrKGIbqlNv04i8ljt6rjpwIiGnr/4U9oDu21686Dnl2/3HEgpS+SzPILLiJ3QQd1y9Na8O/cu/eURWCvhwaMrNc730/Ns1nbCP+L33hal5F3hUcklRdB7sDze/qLSD3vcfU/EzQtxjxOP1NbB/r7lH2ul5litSFy7zfrMkXdilxD6aJFsvD9h6D/vRVrYuCUM+pI+8VHuJv9PHzOUFqT+Piei79bKM5P39S7yQ36cnv8qm7+WKbnczX6CzpLydlI9dIbZjzJEd/aj37NLkubea0K9ji0ZPeYPvOzhUtKLeHTrmGjmiPzIHFOrk6Xmb3Niz9HtKhn+bsxn0dav/rG+j0IMiS5S1JoJfL6m5+z5VgnD9csodCgmEETTXXBOL9WV7rUvnAednTfZws/QhvPC2GOOFiOfDSXM75MCXqhIqXqYCx/I8vJe20jmyDRsN1F+zzMZ8AS/83m4tOUePzm2zzRsxaHhcwZ1tuSwee4lwz0+MOlC7q7oqhOXQr8Nem2iHIM9/9arouNB5JHJDy5v+sbxn3Us/+fEIOamw7UY9eEv2D/v0YeiRNadTveeBr/QZpIgLI39WjBTaGqJe3F2flHwFTvYwt0oL6RyqR4//rfzAMveTZmwvPkM4g1Ojj5zoeXvfLt3BhyzP1Xmt5iHonVP5Lh7lwI/qhXsmVf9hOUv/t0IXwEMS1/pteelN52iNO3Qcder2bHE8P5DwNpyer9OOfqpkOvvlLPRfBxcxIRX0kdL6gXwPPH/g4+jUPuStm5uF+GTo09+K3aXDqGt13/HRr8C7hoXqvIdDCVO5xMZFzYPOXQxuDuKg98MP374RRsglx40BqIP/A6ODHP0="},"measurement_source":"local measurements in this run; upstream artifacts supply code, params, port and replica, not the newly reported metrics"}