template originalSource() = include cplib/tmpl/sheep import cplib/graph/graph import cplib/graph/warshall_floyd_avx var N,M = ii() var P = lii(N) var X = newseqwith(N,newseqwith(N,INF64)) for _ in range(M): var u,v,t = ii() u-=1 v-=1 X[u][v] = t X.warshall_floyd_nonnegative_inplace() var mn = INF for i in range(N): for j in range(N): if i != j: mn.min = X[i][j] + P[i] + P[j] var cnt = 0 # echo G.to_graph_graph()f for i in range(N): for j in range(N): if i != j: if X[i][j] + P[i] + P[j] == mn: cnt += 1 # print(i,j) echo mn," ",cnt # https://github.com/kemuniku/cplib import macros;macro cplibRestore(s:static[string]):untyped = parseStmt(s) cplibRestore("import base64\x0Amacro cplibUnpackSource(): untyped =\x0A # \xE3\x82\xB3\xE3\x83\xB3\xE3\x83\x91\xE3\x82\xA4\xE3\x83\xAB\xE6\x99\x82\xE3\x81\xAB\xE5\xB1\x95\xE9\x96\x8B\xE6\xB8\x88\xE3\x81\xBF\xE3\x82\xB3\xE3\x83\xBC\xE3\x83\x89\xE3\x82\x92\xE5\xBE\xA9\xE5\x85\x83\xE3\x81\x99\xE3\x82\x8B\xE3\x80\x82\x0A let z = decode(\"ACMgc291cmNlADogc3JjL2NwAGxpYi90bXBsAC9zaGVlcC5uAGltCndoZW4gAG5vdCBkZWNsAGFyZWQgQ1BMAElCX1RNUExfAFNIRUVQOgogQQABAGNvbnN0ABwOKhAgPSAxACACey53AGFybmluZ1tVAG51c2VkSW1wAG9ydF06IG9mCGYufQAjBGhpbnQIW1hEAGoEQnV0TlhvdFUALQAAJwppADoCIABhbGdvcml0aAJtABUJc2VxdXRpBGxzABQJdGFibGVBABIKbWFjcm8AEgx0imgASAt0ACAKc3RyAFgOMQAUAGZvcgA6AAAVCnVnBGFyABEJaGVhcHEQdWV1ZQA7DGVhbQ0ATgpkALoAAKYLYml0bwJwAHIMZC9sZW5phGVuABoNb3B0aQGBAOMAEwIB1RZmYXMAJgAB1gIAKAGBAdoaRkFTVElPAdsDDwHfEgAhAwHgBwHBA3Bhc3MAQzogIi1tYXYYeDIiAbIEAJYDbW1hAHDjga/mmI7nAKS65oyH5a6aAOaZguOBruOBAL/kvb/nlKjjAIGZ44KL44CCQOaXp+adpQAbAOcAhKHlirnljJYBADAD44KC5YSq5QCFiOOBl+OBpsDlsIrph40ANgYAbAaBANoIZmluZWQoAPoDQk0AgQApIG9yABcMTjcAGQMA7AcAywxEAPYDAPEDX07AT19NTUFQANsJAlYPAQD2COWFpeWKm+eEs7sBJghlbWl0AFoABCIiAbADaW5jbHUgZGUgPGMB4QBpb74+ABYQALIAABcRAy8AABcQcgNmADEAFw1pbW0ALQAAGgAuaMMAGw0AMRNzeXMvAbIAADARYQAaAHN0YXQAGgUABQJuAGFtZXNwYWNlCiACcQJfAVsDX2lucBB1dCB7BCIHZXhwAnICyAE6OnNpemUCXwLmAHVmZmVyXwMADgECTAFVIDw8IDKEMDsAMhhzYWZlAFkACHRlZwA4AGJ5dGVycwA5ADMyADMDAAUCA64BY6h0IEkAfQFTAKoAZQCCBAIgBDUAaWduYXMoADY0KSBjaGFydQB/BFsAhghdAEkDAEYBAHQHY2B1cnNvcgAaEQOQAGdcdGgAGgUDJwMAWgEqAhAAcAhwZWQAGgVib29sQCBpbml0aQCEAHrFABgFfQC2CGlubAKWAAC2CBYmABMAAAwAXwFtAWUoKXMAxQYAEAFpYwDfCQAiAgEGAHsBAFAEICByZXR1cj5uABkDAGsEAGoOAMcDAf4CJiAgdG9rZW4AawBvcvxhZwBtEAAsCAAMAAAlAgBrDgAWCBEAbQgjaWYDcQZfX0cATlVDX18pIHzmfAAVCAR/AG5nABYAADADABgDAwRsBAN2BEFMV0FZU4BfSU5MSU5FAMAFEF9fYXQAkgBidXQAZV9fKChhbHdYYXlzAhoAAB0BKQBNGE50SU0AUQxcA50GAO8EAGI8VUEAVwBLRUxZKAIQAGQhAfMAb24pIADoAGJ1QGlsdGluXwLTAGUgY3QoISEAIAgsIBIwAFIFZWwBMwlNU0OQX1ZFUgEdJl9fBpYA/GNlAKUDAQUpAPsEAEAkAOMSAAwHfQDKBXMAQxgB1REAsTAAqkMADwBmoQMiDnZvaWQDtQgoA5wJVwNbAgMoBwGzACgAEwIuA+UIKX8DHQQEOQcAIQwDtAAErAADNQQDLwVu/wDGAAD8DAZ1AwBGBgTfAgBNAQAFAAR7C0kFGAAgZgBXAWZpBJoAb1sAkwAGJQApACQFAKUBZgA4ASgAZmQsICZzdCkAID09IDAgJiZCIAFWAFNSRUcAMQAuwHN0X21vZADcAAAXAFsADwMFngI+AqIAAO8GIAEcAioMIHAAawAH2QEobnVsIGxwdHIsAZYEX2M3BgEABlsABSkGPgBaBAAOASksAwdsCgABCFBST1RfUiBFQUQsIADwAF9QgFJJVkFURSwA0wCHAyABAMcFAMkDcCAhPQAmAsBGQUlMRUQAnAkBagWPBYMDAKMAAJUJBaQIPihwAFUIHwA2BQXTAwA2DADLFQA/CW1hZPB2aXNlAl0BAB8AAG0DAGcDDwCPCQPrAABoCQEMEU1BRFYAX1NFUVVFTlT4SUFMAGUICHYFAAgDArcIBd8P5QZyAnIDEQBsbAK5GQD0CwCNCAJmCqQAZF91bmxvHGNrBIkAACgDBykDLCAx/iwHugkA0gECaAkALAMHNQMBSAAHzwQ/BpYLAHMFAcUAACAEAMMPAs4BZ2X/AUsAAUYABpQIAM4OAGQABysKAvAJBAwT+iEDrA8pA+oJASUDAEgJAlIKALUAfwLxBAJ3CQAnBwD7BQJEAwDsBQQPBSAcLTEB0gcBFAgCbAV1bnMvCKcAAGcAAPgBAj0LWwBgCSsr3l0AowYCGQUAhB0D1QEhAhYEAOUDHwCWEACUJQk+BACUEwKSFGhhcwBfZWlnaHRfZOBpZ2l0cwMuAwk0BAy6A4EBVAcvLyDmraML7gKAhOaVtOaVsAtQA4jjgacMSwDjgIEAEgEArZfjg7vnrKYI5Y+3AAkBqbrnmQC944KS5LiK5Ai9jTQNRwDjgaDjBIGRADQA5Yik5YhbDFgAAD0AjQw0CgPeAnUCbwA2DjQKlAEKVQEJ7QptZW1j8HB5KCYAGgIC7gAApwIACADRAisAb2YoABYCKQGLBgE+BAIoABgDIF4gMHgzYjAAAgtVTEwFXwAD+gww+HhmMAACCwAnAgWiAQFSFQGWBuBwYXJzZQFYJwDwCwAxAz8A8RIAGwMA8g4AFwMA8wcAEAMgXicAqwAA7BEAJww9IABBBCAqDQEmADEAIgEL9wE4KSArwCAxKSA+PgALAQEeCcAweDAwZmYABAkAVR/5AFYFMTYAVwcADAEAWA0ATgEAVAHnAAgDAFgIAwUYPigARQgAdgsAeAb8MzIAeAcADAABwh4ARwIKcAABuBqLAJQaA68YKgBJBCkgLQJ1C5EAShMnMCcAsQ90ZRBFAEUFbQE8A8gCbmVnADsAdg5lDgUDCdkYAC4CdHJ5X8cCpAMBLwMGWABjaGUGWQIAkQpnAP0IBdwAAnUEbG8MdgAABQEmcCBvdXQF6AABEQcAGwYg8HZhbHUGCQEGbQYFCgEEbQ7/AQgGBbYHAHMDAEkHAlAFAJgKASgJACsGPwg/AAN3DwBiBQXiBwCaBQEyBSA/uQATBCogAjECAAEBAjQALQB6BNEJHBUgIDoAOBIrA8AMAK0AwQCDAiArPSA4CTMLAQ8h8QERD25leAAxBQEWDAEYOwEaKP8AgwgBHxcBIRcAPwgJ7woBKBEI+QAHNgDiKAh7AXBhaQi/AwAKAxCZAPA7ICsrAAwBATELATMFA3UG6GZpcgAPAD0D1AcA/QQAZglLC44EACoCPhD6ADBVAFUNIP8C7gQASQAA1wIAPgsEDQYMQQcAAQUSmwf5AJwQc2UM/AEAnQ8ErQIAoQ8ALwT5AKIVKysAPgMAnA0AugYB2wUBtxD/Ae0JAeQAAksUASICDaYDAAELAe0JAL0AfwA/GgE7NAKgDQCGDgKwCgDEHAAlAlX/AKoBAVMCANMPAr4KANIcAE0NAMYLAtkHfxMXBADdDwHcAQKfDQLiAAHlAgEeBGZ+YQ+/AABACQKPFwFQEgysCwNYBDv+OwV8DwM4KAM0GwChNAMkNQMgHAMcEf8DGA4DBj0AAQcDEDUBGxwDBBoDAEYC/EM/AvgQAMkDCMclCZUEBvwHCLQKYm/6dRGcAGQJogkIpQYBmxoAAQsJ4QmTD8EACM0id2gR0AAgKAAvAPcBZgEA5wMCdAA4Dc8BCOX/BGkMAS0U/wuRAAR6OAQjNwSwCwNvBASiDARLMABJBP8ESU0ERzMEMMwBkQQAHwMR7QADpwoCDA7/AgMCBrceACYDB2MEAd0JAzsaASUXAFAC/wYTGgHLIwBIAwJaCQJuDwfLDQLFDwViCP8ODCcBQgUOFTEBfgYOHhgAJA8OJzcAOQW/D2YSBS4tDaI8AIwFBSoOEHwBKwITEP8AtUINMf8NMWEB1AcBzQIBGwMMwDwCKAj/AFUIBRgMDEP/AKE4DENxAioeC9okAh4s/wtlIRTdDQtRDQX5DQtaBQX3Hws9FgXsIf8LRj0FeCwGK1UK6PIC7hwC11cKDHIA7g3/ADECCaRjA0AHHgECHHgDAMoBA504AqoEzwFFCgN1AAMyCxjAICA8FoENADgb+CcgJwPBCgE2DQHiEBtvAAC7An8BPwQEPAYA3AMQNAoBqAAAmQQANgEnPC0nClQJACUGJOsAACYJKyd/GhgAAIcMADABA8YNIH0OHm0AH+0AZv8ggAInAw4P7RABhwMEZAIhAwICLwwFJwzTBAENAOkCY28RLABlH2ACDc8U/RnYFzwGdwEE5AQhvgAAZQINxA0APhj/CDoCAD8NA0ULAJ4FIfoMAWsEAPoEBEoV/wM4Hg2OCBIFEQDfBAL6BQIzAQKaDwDnBP8AQBIA4QQAQQkDpikG7xAhsAMCFwADtP//A7TUCOQVAxgLD2AhA1gLA0ItAxwIBqAC/i0GsAQQcQQDXBcHLQwJqw4AawgKKRs/AzcPAJ0rCqwPA0gMA0cBL6cDX3O4bG93JUIZAmANIxwWXQJzHP8AORwChgEDFwoAIggJYgwkATMDOAYBrwX/C0sYDYoQBDEFAH0JBDcAJQILHmkPCTsY/wEQCBLABABZBQ95CglSBwp9GxNrkwHGEv8wXggA3QABsBQA3woNhCgGKQcC4iQFSBP/AujHDjwhAvGiBZkmDGorAqM3AJEkAr0O/wygJwLHBwLCGQG+EAJBQQIEIgk1Dgj/Gl8DHRcJShMJTCoBziUC0xtiAW4Aa+8JjxIA9gkFTgMARgY8M7kQAJsJAVsE/wd9EgF/AwByDScpDwSVDANDDAoWYQmZFH8NVCYNUiAI+wUNUg4NUCEAPQsA5gkh/w1PBwGLJwNACwsADy8xBgE2AwITBQGfA/8JuQ0Qqi4G2yANAQsEIf8EIcQIvQ4EIqf/DcQdA4wCDcMhA8sLASo8A8lKDYItB+0q/zIIigHlADIIBgU2EwBCDAKSGABTBAKSGf8PMBkVrQwCHgUAXBIDqAQFxjw0zwQFxln/Ae2iBm8JAe5JESciE/URAfyMJ3IHO+kAcHNzIFQnbAo5ZAIDNQZhgHJyYXkoVCoc5gT/NlkCPYYHEf0AId4INgeVAfY1ADoLAAwDXxRiAQA9FD56CwjCBAEvCWkhiwNplwdaAAE6AiGMAWke7hFbaQ95APEB+wpUPigEUBQTcQEl+BICSUP8fSA8NAEApAgA1lEDsA45YRY2xBTpQN4Fc19A9AIoQEsCB4gDM6shPwl8BAAxBAm0DQmuHBTAFQNIAnNr/GlwAJQDNgAKF+43AOsONEoHCNkLAwCRFABwAXVtZV9zZf0IzwBhQCMAAJcsHXsaHQQPAQAJFiMRdxMlHh+TDzrhAG0r8wo1lQ4AHANfwF9tMTI4aTg9AwJ5AABfbW1fbG9hZIBsX2VwaTY0DIkJwnI/XgB0ZXJwAiMAPJMJfwBCBDwvAQFkBAYQCwBiBSu8BQBjAnNUdWIAYQE4OG0DLAAUA2X8dDEAFQM1yQEARhQllgEARQU8uQAIZHViIQAAcGkxNss23A8AVgZyAFYDMTA8AQIABxEfAssLAAEQACYAAAMQAKUVcXVh/mQApQkAog8AxwIAoQsAIQAf9AAAlQQPAAgDAGoRN0waAFABY3Z0c8ZpAIcAAgIAMzIoAIsCAvcAHyH2BCBDAACGCABFJQCnAnJsaYcADgAAFAAAVAMsIDQpAJYFAwKaCDr7AOWRvOOBs4jlh7o7AQDlhYM6uAABOt0G6Zmk5Y675oq4RwoAvzrHAOmVtzsiAAFHGQDpoK3jgrzjAIOt44Go5pyrCOWwvjsoAOWig+cglYzku5g69wDlhwCm55CG44G45jyIu0c6ATsDBEQTCQhOATMy/wVrAAhcAwALACKdBAO7NhugcSn8JRvEDf86JAEQBAsplCsEQhUANQQVWgkJ5wxLHgBrQHcCI2oPOAA3GXRKDwAANxM5/xY1DgBjAyicEwA3BSndDAeSBBxZAgBqAt8APhMWTxUAcgIAUAkAaQk5AGkUJGwQv0J8AAB5JQB6CSPvBgC8AgCIFTERsAj/CIQQAGcJHJcvAFMCCGAHAF0PEnsQAAEB/ysjRBGMCgBaEirhSwIJFSrIEisOFQC1EH8q2mcKAwYBqw0CBDciXAwLHQ4FcwU+/wTjBxE8EyIkKgXOE0NJoA1CdAo+HQBfBf8BWAsCFgUHLg0AQhcLEQsAKBMNT0Mk9BN/FR9DAWUVADsMAWULAWMdAmkXB6gKPP8EMAwAAQ4BMA4jihwVPxADpRgR9xQWgBR3Ai83CgQACdoRjBh1AwnXAwoNAOMCgQnmAJ/jgZDloLi05ZAKEwBFGgEKMQKuRQIABOe9UWIAi+OCiejCqgA8AL/nm7QJ+AgBchn/Cb0LASJXAw8fAw00GmcpD98JF34BAMEC+mYAUABfCEgAG1AEBT4CB0oQCxIbnxLEBAEcBRLbBQspCwLeCyA0CO8AzzFDERgdAg+TDQA2A1s5GgAACxgAXQAfFTEAIAMAvwgAKhUyAEocMz8AIAACDhAAqQoDAgsNzwUHnQJfdCR3bw3TBHVuAFgAa2z+bw8jDw8+DQ8zJg6CCQBFNApvAw6TFbcUwwAAw1oAfgAyAH4AAMhDMwDIEngyNTYQqAoAEAAPPQEAPwMofwDhBU12AAGvBQBDFAIZACLDBQBGBGE8bmQM7gAACgABCQwAHAFjbbhwZ3QQrA0AewQQrwUvEK8A5wD6DAA7DAA0DzonTVIASYMMCGgFAw+UEgBAAW1vdmVtYdxzawBEAwDJBQLXACETjglJkgDfAAEECukKAvEXAScKI+gLMA3aHAA0EVYxC5UTADUbMgA1EjIANRszfQA1EjMANQ0PqwMNWQFGEQYNrgQwdTDOBSYAEQQxABEGB6wdADEEMv0AQg0zABEEBP0KAH0JBSQRAqkSAKwF/wJaDxM/EAJfDBNCEgBWAhNCCAJTAhNFIP8AXAQTSAQBGQwTVycAKmsBABUTnQgBAAX/E6AZAPwJACQLAH8DE7ILAAgMAC4qALEV/ncRlgItWgIAtAUMfAAFuwIH2QsTmAT/ALUMB/0NAIcCAHkHAAoWAI8VCPkAApQSHmgBSQQAcAAAsgUAjAl6ZXL+bwVlBAakFQW5AwA8AganIQVjAgUnAB8AVQIUmwQAnQEFixFJSgByYWP+dBTTBACFAQAqAQDmEwCMAglvAhXEBf8A2gcG3wwBiQkAvggW0AsAHAAHmQEHGw1/AaAIBfQJWx0BBJwEVHEXDCoLADMHMXUAMy8yADMvMweeCADKAgsBAGW+dQGCBAfmDgfgBwpCBCH8BHMLKAf9ENsGNFN0DToFBxmqFAuyBx2EAwq1Ev8dkP8QTkkc1w8AGwYWFQkMfgUBbwIAJwtBUyABnIDliJ0N6wAxgDbopoHntKAOEQAxDeoD44GqDiwADfkA5YgQhuW4gwAYAOeiupToql8xAJcOIADnnwAkAGNTVQRTTwNBVlhTIQFfZwGSwOecgeOBj19VCTVyA58AggET+gBdQAEUww8dlQIxNh2SEP9eIQAAyA0CpQAXew5YigEDRA4M7xg7txj/AEoRCX8RCGQDFCILHkAJEdYjAAEBEdol/xRrEReeBgEkCwEUATvOCh2oBh7/BgFoDe0BpwctAY8AAEEANAEmAQ7SJwABBcUAvAgsPnMFKyBpGPUMAHIC/wRwAhXCDQL+HwABARdrEgGBB1ZNAAGDKv0A/wNpBAgBAR0EAZUnFmILF7EaAYQd/wC/NQC9NwJSESGRVAS1PwRKPCHeFRKCLP8AAQMElxEAYQcElAI/4wUEUhEAAQ0AOwf/BFcBADsGA/1MA+ALGjgTFdYvAD4PFdws/wABAwP5IzioBQSVFgSAJxQdQwCZBgTOED8EphQAeUsHywAV1wMV0QkHnwWv5hCXouWtH8AAruOCALnjg4jjg6rjKoMWDQCgH88FpwgHAb6M5QA5AqcH/wGCgAe9CQABAwSYC/8DPD4FMBQACgYDywglqi0AkC4ltxYofSX/CvoIKH7/KH6EKtcUKIPBAs0zArYEAakJ7wBOAme9AgCjCQLCBV84hg0Ctv8Ctgr/QOQiQOY3M3svIQ4MAtwHAOcPAfUCAOkBHwA0DADUSAUsAwDTVQOvQyAgKv8C7AoASiIBPAIfJg8AFwIX0hI2H0QBGwnnALcOJIUKAJIEIiIBOhE2VP8BnAmHH2YIBaEEbM0DYmVnaQMhAv8AfBABQjEBQDQDRRABPSgBOxM3VA8+fx//AycSADkGAxQEATUDAxkOAOAJJ00BACsPfwGSCm5aCm4ZBABxAG5kDBS2BgARAy7/CZ8AAQoAPwUNAGwIFWAUAbUKAMgKAGMGfwHvBAOOFgNRagVWQgNQHAFUBgUsAG7/ab0NAD0JBQUIOdg0AlgQAHwDA40BAeYHuwJKBgAdA2MI/gEAHgUCPQgjJ0UB/2z/DAh7BQAhFib3CgBSAw1QAXKVGQAmAodzgwBzyAQBBQZwcm9jFHMEEEdldEMBgQAoKTokIGNU3gF7LnPqA2NwJnBzvgAAUw86OmqsByIsu3SBAHVZASwJtQR0MAgAYwhSCb4A/kk25wEAYwAsowEspwIAaB85DAcAaCh6VQBpBXUAai03igMAaywoaQE6XiANxAMAaSYANQEAaChTAycCQQENtgFbVDogU29tVmUAEwMAgABdM2ADc0t/AHT4ciBUI5cBC6sAAP8ABiQDA1EA+wFnJg4YBEABAyoDxAQAnQoAFQUAn0j7DrgIAKAqVAwzAgO0AwCEAwB6BQCEAT8FuwIEpwoAjyQMigMAihcAVAZ0efBwZSBGAEECAQ4AJ4sBDIoCKHQgfAAGATgABwMxNscACAMCQgAACAI2NCAkwQkUcgB/ADIDAAcBADMBAAgBADQCAncEAAkDNgY0AHsLeB8CTmltTWE+agTlAFMxAXf8CxAzBnggBGV3EFNlcVUSoABpdCjDAckAALoBZGVzY2iYAAE+BHsAZAAC6wFuABoCZyMOFGUAAEIIW/xUXQF2BEG7AwB6HQGKAgB9BABwKf8AOA9CKwcO4AEA82gOJgQA+moAahMDBAK8aWkEmQEF0QQCnAIIWA9jArwAOGdlbnyKAQLuAHSIHCQj+QADACQjBksAAJIMBeQMAG4ABncDtQCLBmwAjABOANYFfLwAWwAKAAZdAJcGAFAOcmVzdWzHF00BAaYQADoALCBOSqQLB9EAXk5ztwEB7AsAmgsFQwgoH54ActEAZQRbMF0ATwAuBBQFAUcLqXrWAJ6Lb1UFqhxhADEcegT0gIEqrwKVNH0AACICABwBANcAxwAPAHuxAxyYA+i+vBSfDAGYA+8ERwEFKgEEFgoFKARUAfEAAogHAksALQExAFQBwV4EKgJUJugAIHIPeKIAAzQMAAEBe8wAcnJvciMAYwB66gNzdXAFJQFzINBvbmx5ANcAaXvqAC/NAfssbgQAwQJzfDwJAAEBd/ACAGYCBsEK/QBuD1R8sgQCUgYB7wsASAcE/wMB9xn/B6IFAEEMBBgNAHYNCEQDA1YSAb4UAt8D9yCqBAHGEQL3AVQC9RgBhGUA+xEDcRn/B7MAA28MAAEBA3MXAAEBAMwHAeocAAEFfwOoMgABDQDcEwBjDwizCgQNJgH+AnP3BVQCfCAEAcsWdj0mAAXKBQBNBAAgCv9IfgAT/QcIqw0AkAIGyg0AAQEBpRAGOw8PBXwBBR0OdoIIASAPY29wefhNZW0BCA4WhgUAWA0DDxAEuxL/ASUDAvoCAS8cAVUBAFsWA1gZAGMIA10A7wAOBAZXIAe1AwAxBSgC3wwTAwEr9ACBOb8AIC4uPCBOAy8Vzxb1AwCmAwBLAwY/D4e6gRWBATEBfl8mzwAflgCAyx8chAQPhwN7gwRT9HRkABcAQhCrAw+hBQ/KAxKWA4mAvQ5jYQBaAGl0eQEiAA+A7AMe5QAAOASAnA5kYXRhflsAMQWAlwQALAQAeQk10AGEsQF2Nw/fABgEAQAZACwAPAInPQBJT5hGQkYMXAAARQQpOxhUBf8ATggAsAQAzAoARwN+sQAADgEALAoA+AJ6RgMEAEQrVAM/BQYAsgYe+AJdvFs0gUkGAQoHADgHALUAOgAvAvx7fRlqDRD+BhlnCABUAhlnEABxApxpXQOZABX3DBE6BDAnHjUBXCAvAEECHL8KADoFMQA6ICC2JTARAQA+ETIAPh8APRczAD0b/wA4DBoVDAGVCAFgEQFLAB9UAB9PA4cBAv+CGwUABQIaSAoANQdB7gAANgYBogFCywwPAFMNEbwOAFcFGpkEc2VydvZlNWEDGpwDRn2oAB1cE31LAgBwBD+CMQwJugCCMgEAiwQR1gAEEALohxCq6LqrHxABg5DjAIOD44OV44KhFXn1Ab0m9wCECokAZWNoCG8vd4ghAGUvZmywdXNoRhPhAAqIAq4EfQOo6aCGAC8Bvyc6AKQ1DQupAKADLT4DPQBfAEECXw8eAf8atwcUCQsALg8ZbwEALhUYmhYARxN3rQz/AAETALASPS4CAVYJAAEBAcgEADESE9YL/35ZCEvWBwDRAwH2FUPvBIZoAAQ4AAH0Ff9AJw4B7RoBihMa0QIAhgOCYQcwRQAAgQH+KQAzAwDNBQAUAwAvCH8vGACbAwBnA/hzbWEWJwAAEgMAuwUElwYHcgL/QukcA1oPAzICNfQLOAoDJGQEAagJe4IJuwB/BQBAAi4EOwIAOAIIigA0GsEPPyMpBiLCBhgqCQBxCQBwLjJ5ASwgmjMAdBgzAHQcAHMxMixkzwDnAHMXY6sOFo0EKysFWxhS/AsAUwr/BNMbAh0DBQcBAhw4AhseAf4uAfwUAMYb/z6+Bg4GAADNCzqvEHLeIgL0KAfRBFi4Bz8DdwkAiAUAegMARQQITAoAowxxdfxvdI0UAQHzAABfAwfvAyd3BzTxDO9RBgACHgw2HwcAQQMtAFQHRe8FINEK/wAeBgDJBwLbB2mgBgDVEQA6BQDYDQHGBr8CZAgANAUAsAAALw05XwsA2gZoLQkAhwB5AACfBgEJHG1pZGQa9wD9ADEILQBDAwD1BQA4BQDTGgAyAQCgDf8AMQwAzwoAdgMAMg0A/ygC2SQy5wAC2RT/gPUCAtlagbgBB3gOAT0RAoYYMd8AAfUZPwDOCwHCBTgyAQMFC4DRBwH+DGNo2HVuawAwAQMKIzECFgYA3QD/Aw0RN/EDAP4PAj0aAHwTAFMGAQQOAikZ/wDRAwE2MTkzAQDHBwE6IwA0AQC+HAE+CP4yAT4dOP4DAT5KNJEAAT4OA5kZANcDfwFyYzpwAQD7BwFyIwA0AQDyHAFyCDNXAXIdOl8DAXJKMwFyMTMBppc0vQGmCDMBpiQANAEBJhwBpgg0AaYR7QGCODQBgg4BTB40ADIuAbIOAbAvnwGuKyzQGBW1BSzXCgcQEmRpEtYA+HRjaAcWDABBBQcRKAABAwcXFPcAQigCdQI4mQFfE4oBEHAOCqkPAgQR/y4rDAc7EQE/2T77AgFAIgkQAAFAGgP6Af8BQFcBNzwJhB4A9BMBtQYMVREAdgkBBgIxGiICcmFsM4EAAG4AYW76dIAjAiwlFgCK9gMAtQUpFAENgAB4Pnt9ASEfGwkEASAKEvoJarZvlBEAGpsEc0ZdEQBBBCo77AT/MJQQEVcFAOQEAEQQLVgENkcFE3wMABcF/y4tDgF1FBlrARQoCQYOBiydAyvQBRGLC/x1cxjsAQH3BigNAAKzABdrAQ7wBPRhawG3BzwBNQUEHgAAJgAAQwV3L4gvAUIKTjQLcxWCAAc9BwCYBm38YWcaNQAYHgEGxgsC6AYDIQQAOwf/JzYDAj4BUekBAL8MAHMDLAkADB8FEQUKfxCvAAEuAxCvAlLsCAABAQCKCQB+BSj9AD8ALQAaBxYdDwDzAAF/BQN/DQAYAv8NfgAAPQUIQg84fwMR5wA4gwgArQkQmQn/AE8FAlQJAkgNAM4JAJcENVwAACcNFuIVf0pmFxU0BSq6BgJqAwOMDwOCAxjTA2UMZFcBEQEZpwZwdWJs/GljGsQFGbQzAD0EADEAAEsARwcAbwBqCxUAD2WtCwD/A18B1AA24QVf/z/ZBZnJAABhCRdYEgQ0BBenCBgKCQDACdhtYXhM7wYppQYykoMIOZECnQDlBS0AmQUCrgAAOg8pIBdOAvcD9QcBpwYSnQFfAj4AAD4ECmcLAMkL/xYrCAYXBFnZDACCBS/LGD48AwB1AgrTDP8AbBArBgQyZQ8YhhcBGAWW+wIF7wABIA//Ax0XAQsMkT4LAxcKAOkFAxgBABwAABsJ/wFXAwPjEQGCDgCoBhVnABvrBjtWCwQOBf+VzQUAkQQKaACVwAMCgQQacAk49Q8A5A7/ANogANkNA+ULAawQAN4EAYcMAE8FH6wB/wDbGwCZBADaAAF/BgDdDwCgCTF3CACdEd0iQQB2B9AABCoFHOgGXx2bDT0bC/8DBwwEDA4AGgQblgkIOyEBIwIAkwAp9QD/CDUGGWgRCDsSAP8IAAEQCFgPADAbCFsT/wBkJwh4RgXhDAIQAg1QBQAlBgiAcwkSC/0AmgMuBcIOAoEHCLH/CLEpAVAEBkoFfzDQEQjQDQAzBDEXBQi+IACqBQA6CyL8XG4s4wBZHwcAHgQFmwoMFiwD2wh8b245RwED1g4CGAoLpzqi+AUy/jIhpgc4WwgCogQDJwEfxwsOQQYNEQO/PssEDAINTisDNX4EAEwHHxQHPwCABP8JBgAAHwUMRRQ0ZAoDxEADODYDNjgDNBbPAzIoE64GAy41AIUKXG5fVwoBowb/O5wVH9UIBmIGA24LPTUPB5cMnjkHBiIW/wvpHwJwBAfSBQOkDANwCDP/GQA8AwAnAu00ABtKD5sAAeQAczG+BSySCzG6FX8A4A8AcQMxZQQC3wAEbQgxbAYAFAhMvGVuMgcHKSkTMY0YAG0EOhBYC/sxkQgyExNQBHgBAO0SAL4FI0EBTHEF/wD7BQDrDgELDADpKADgLQkEDADhJgDgIT8uWwAAkDQFuQEAiw8AkAsAugdybphhbCgAFAAAVQB0dXN8AOxbZgCHBQEkAGMqIQVA8QIADgcbAXQOBnQCOlObAiAXAGFyZ/0BnwBvBRgANHoDKgwFMJsNKc0LADYBRzfmASnUDwCfAS5mLgPOAii/ACcBCIcALPcSSLkCAEgFA6wAMSxzE/8AUAoADQIA7AEAUg8stRcAQg8BIAEr3Q6/ACcDARwCANUVJhkGK2gSAagCKgGgLj8BkAsAew4BoAMtCgABTAIANAVgJL5gAaMOAigQAd8DAK0RAuUIV68VALpTSjIHZQC+AABnBQB9NigA+gD7KlsFAPwEZQCOAAD5AwkMAwD3BBaQAvsFogAAqRtBCUYCA4QEA5MOLMUAqScA/QYNAG8EIQAuNQEAqgUDngYuWRAG+ga/OHUDNfUEAAEFL3omLoQCAB8CVgt+Cf8t6AEAUwwAAQECaAAALQkH+QACtBMA0gh6Li5RACgIBwAvrBMIEwkAxwMoni0P3AAAYwdjlAGgWQIndQCQEPcDNhcI8AoAUAcuASwQAEUTAEEJARMD/zdcEQABAQEVAAAtCC9dEgEQDldmAAAlDrcRAgMB6Q4K0AM6AmIABOABMlViAP0HVQFdACgOTHoGAgkMPeoBAKAHL/0TnQBkA1sAQwIrpgE71QJvcgCpA/8rngEzBwAARAepLgAm3wEAwg8BNAkADAfYZGl2AC8AAkwPbhSBAQBxAPcAsBAAzAMArBRlADgRABoDAWYLANYKAy+VDkpsBjTmoYHjg0KGSmECluODqytXBYaoQysrK2kCqQAbAp4reAGKggAYALhKdgKo44JSMwDwpua4oWBfCglSDw0KADgLAfphBqYJVDFZAQSqBzEdBzQMELLAAIx2bTOsGDgEBk9mQ6qZAPphBpACKhmwAAc6DwcFAQRWBAcMAf5hAzsTBt0FA9wUAH0HAWUCAMcAA9sT/wSDCwTtBDOYHQUpCgupAQBnAIlNEgABBfsz7RsAqAgkAEUQAD0TAQAAAUUDA8wT7wBYA0SuBAAeDgD2EiBeKAAORAUFzQDlAXsAWx+GADhdAF0TDlADXHAG5wBSAgA9BwCVADg6XzMAAPQWAAEI+TdqFSAxtMUHAD8aAR8AA7sRAAEBzzSHHABgFgKgBQDgBCsgArIECUIA/25tAQJPAAAPAQHtEwatAQkIAWrdAAB5BtcMtgUxSAFk6QBBNL8BYTS6AQCCG/813gUHugA08Q0AggALvQkALgkAlxMCZgT7MpQAC+MAKAChBDWCDwABAQGSAn56AcEE5gBzKFQudQVMADhhAHcCIQIAFwYAvwEuAq8AABkAAiITI0AgTW9udGcB1ABygHnooajnj74EtAAU5ZAEugCBZQoCrOmWEIvlgKRu9gGto+gcpo+2UQA6kQNlGQPkuIAA5ous5aSJ5o8PqloAtk4NAAEJBlgCYW5vbvBpY2FsAewKOBgGIIsDAUcA/wG3FwR4JAABAQBtBjVWAwd5AwAGAAd9AvwzMgKKIQV1BRnjAABMBAHHAgtzKf8FXDAAAQEA6CgFZCAAAQEFaCEAAQEFbCz/AAEBBXA0AAEBBXQbAAEBBXgUByQLD7MBPioLDQG4uwE3hQUHJxkBkQAiIv84SSACCAw2GQABPQYHphEMRgIAcQIHrCL/AG0MBi4cDEYDDb4EEokBCfgiBkY8EOQM/zcmBgUjDQULDAHTEgUPJwTcPwRvPwODJP8EZy0CKREEYBoDIxMCDQoCphMA0w8CQhTxAsoWT25lAsgFDkAFAsEaAmxK/wJrBgluEgIgIAGLBgIhEgBtGQHACAGMIY8QQhkAvwoBaRYBKwRNYW5G8Qb/D9MGEIcJAucQFFUDEJkFQBgABMISAnAMAyURBgTNDiMgUHl0aFBvbumiN/EAqxDNAyhQKlgpIHcWAZsMsACPMQywAYCBWF7qAXdTAuWMgLrliIfjgopXPwDoMeihV0kAqzgoAwgQDxnMBvhgKmAFrwAWDwcFIwkMwhUC5QzxAMMFIiAiAV0XAYsGRNsEBgIJdnwOmwIGBCAkADYAASUNWDQFrgjmloezRgDliJflZLyVDgQBgpIALgABIwDojKqkYDAEYEsBhOOCblwAgoYJUgGQjeWJjXhRA7UAKgKvDg8BggAGAEPgAKdYlAX/ATkNvyECE1cFEosLRdIEATcBRd0TEgYC9mW4bgEIgwBMBPgAATIGACIJYA0AfwEtAAUpAjgZBwAfBwGpBT8WAUgAAE7/FaQAEDcLBS4BAJAABSkCAKABAqoOBt0BYHJnLmtpVGMBAIwAbuRrRSNuAEVxAAYBA7gCAB4AIQXRAWVxSWQsjgAoIv8AtAAHogAFdBIATAAAsAMIOxdC2QIARQIbBaIBQtEDYhruALw/AGlmaeEBJQBvbmNlE3wAAHYACJ4TFQEzBkMtQwFiALcAU3lt/iICVxIARwM9EAAAShMBWwYrsAEKOyj/AXQDCPoCAKYOAdUCA0wBEosCAZkAAZUEfwhQDQBEBAhVBBZZEAAkBgF8AQGdCFDdT/EBeAGZAgAgBgGfCioBnRUAlwj7H4EHAD0AMQIxCwABAQXHAgB/DAJBAGsAfwABdQFLAA8AcwCCCwDJBTMfABcBAfwWALETBEALAL4VIyDjHoJcIQM9HQByNAIABgGJ6KcQo+axusN1AqsgKgsAYQMFEwCMw1ECq+WxlesNJwBHvgGCBBQAn3JMBA0JFAEgJAcBGgAKzQIALgcuaXNOaf5sEb8bAq0QBfsLAqwAAFMICG8SAjch/wB0IQg+BAByAADlBgjfJg+fARqiBABfAT8AaRsHPggA3wEM3hEAUAEE2gBsYv9pywAAUR8HxgoAUxUE8gEKHQYFIAQErhP/AMgHA80CDRMYAKMJACwZAX8GMb0BFRcA1m9HNRgJEAZgAIkIYAL/FAABAfcAKAoAJhINthtgAMYJAEEDAAUCBsUDQ1HpAAFuAGJvbE4eZAAoBnhFfAQH9QggeC50bwcFWQAGqwAANwhkZWJ1Z38G/CoA/QI/IQUAPwIA9AwCxAkFPwQoAQR7AFN0bXRMaXPfEc8BGYkGAAEFCMEGGlMBKMgoAQ5OCt8AhQZ8SgAZ9gIGhgAZ9gUiAkgAGfUD/xsFABnyBAYRAUYqEAB6AgdKKQEuAxCBGZ8CTQICLQYJ1wQAxQIacQAiXACdAXpgAFUAYAANAww7EBDiHQBhFyL/APwAAGUAAfgLAG0Ca8MAALM1AEAEARwR3x1ODwEEIgADAAD3FQFEI24AQAkBLw9HFegEAEEIMWIAY2Fynv0EI5RjaMhnACwABgBheAARAgMLLAcAEgA9YCh4LCC3KpoAAt8HBNIBeQXGAAJtAHkGtgCCeQaNAOioiOeuCokABQujAK540AWr6KmV5MK+Q+ABMeWbngAQAApdBNljJACCgQBNBgE3AHgbgwAAUAEtALYLeABfAQAWAAoAlA1pbvsAlBwAXAs+AFwZAA0BC7UCAQQCDBgB1wQXAAjiAQ5uAHkctAE6HhIBAGcHPwBSBQBPEAFzEQl3CnL3CQB5CmF4FwB5JAEnAAB5QiO/XwDmvJTDAbIAAIgHYCVgKgCEAQJaAN8AggIV+QFRcQMAhQcEtwZ4Gz4CAWkK/nlNQQEJMwIAJgQdVwEADAUtKgAALQyfAB4AAC0JTX0BAC0OAJgDLy8AmRTvDTYSAKMIG7IBAKMbKgATAgBcAAAQBO4tzRgJAKcRADEBPAAxEQFDBAKZAd8BxwMArgsoJgIAlAEABAAlAN0LADMhZC8vADQJKioAMwIBqRAgXHheACkLAF0hADMKXgBbFyC2eAYhAAAsCXwALBgAKwwmACsYkwFfAQAsCT4+AC0Yc2gAWQvUPDwALRpsAC0KfgAsBQAkBn8K5wEE9AMA/wQBMSHCHAAA3AoANCIm+wE7CwA0InwBGAwANSLAuQABIQsANiLzMyAAADYJW10BVwchzgAAMQN4RwLTCGAAAbMDKDEBYAJueX4CH68EgCPkvr/liKkQeADbGZcDAFIIIQBRAidJA2EARgAfkwGjAYYFBs0BeCktAAcBYQaTBHnQZwGVsAAMAzCvBNEaCdHXAi8FN/EFc9EeHlVUSUxTAF9DT05TVEFOfFRTBUUHHKYDACUS0SYLLeQETvBGMzIqALgCWKkAR5MCPQgCnDI3GykBFXMIAC8GNjQALwMxAOcEMzMww10AAAMHNDk+MRJDCAA2BgAuAAA8AgegBG9u2HZlciPVAAcLAyNTUwIACwLvLL8BDCkBU2YDXggBch0YAAG3AgnxAP8KrwAACwI0XgASfAAF0RECFgIAbQAAOQJ/BPoJADMBIxkPINcDbMEAAF4DCLMOefhpZWwPRwAAGA5rnwIAUwEIpQj3AGUFU3cOAGUFPABlOgEaDAEOBgJ1Bv4oJ00HJ0wAACADAFsEAZIDAVwhAE4PDwCXCgA0AgBeDwMXB2R1bXAxGasCcnI6UfYCVVcCXSn/AaIHAKYKClYAACsBDE0MTTUBI1gBGAYAEwBbCHCEAChzNuIAZTpI9lMABwFYpgEsAAQADLIAAAYABzEJIwodAwAsAi5hKwAIA2IpxioAbQEADQIpLy8C2QMEVwn6YFoZAiwAtwMVOgEIrwsAtwoJWgDhNAsBKGwpLAAHAS57AADBC/tT1QFvuQIgAMQBD/IRCMAMAPoGAkYB/QA7AjwAOxsJDxEAkgMAOgAAlAMA4gcAIyBZZXMvTm+BAO8HeWVzKihiBQIGXw08AgVBBguNAwCJAAAhACIAOgAicQu6BCJObxTtAABFAgq9BmTCYi1ZAShib2QFhwANswSfCsYJDjkeAEACAOcPAFEBCgoFKhEZPRoAcGgABgPYGhpHUkH8UEgABgMAXwMFGgkAHQgFFgMA1gORXg0BRWRnGDAAZm8XVAFxABsAb2Jq0SUAAKAGAIgAKvlS1wBzdAUFAwDoCxmuAQCKAQFIASkA0wtjbwAyAlQAZwdBZPJqLhMAbnQAbwEAgwEp2gMAWQC7BYwEXrEAZAALBBLMAwA2Ald7iQRfAD4KAKkDAEEYLhwBABgBVABKAyMGINavAiUzAK/otbDmBJ+7j8kBq5jpgJ8DIJECDNMH6Zqj5o6lmOmFjReTAAzuAYKCUKkA73AAAhdUBCDTAwAhBa4AVwaF3QAAOQDnBzMBheYBF7cFgZMY7wITygMAzwLERHkvHQBpY0cBzQEAxwQHFSsAAXQE2WwAIFJvb3RYT2JqAWcPAWQQZQEMAHP3AWUABHcFASQJXRQQBw5ODwA5DQFlEf8ExQEARAgAEgAqlgACJQAANgMCNAUAJgH/ACUGA4YAAiUIAPACbPIBAO8pAGgiARQa/mwRfQAAPQQBEAoBDxkANAgBCxUDEAePBhEBAC0EAq0IAAEBZGlyANcACys9AgZTASMNEQHmnKroML+95YpdpAEQTADmnBCJ5ZCRAAwAMjogC9lkAQAMAjMAGAC3t+Wc+qgASgxlAs8AAGcBLNICAWYQAyYPPkQAOAQBcRcCgQkAIAAAQw9VbvkARThVbgCKEwBCGwHGAQBFEgCMDf8ARyoAig0Cix0AIAgBGRwASjUBHg8ASgm/AEcaASMgAEwsAE0HABYCWsoBcwDOBP8B3wwOCgEA0xUBoA4CABIAQgECGxQAGwH/ARYYADoTACEIARQJAI0WABsMAFULAB0Q/wFdGgA+FQCVEgAnBQItCQEIEgFoBACVFP8AHgwAcxAAQBYCjR8BLwYBoxgBLxoBoRr/AS8qAnoJApIDAlM8AfopBrYSAIYWAqUprwJUQgrMB4PNAgcpAWQBLwNfNSUA8mwhEgJnOgO9DSVsABtCAAz1BP8JFQQJzwAGYAYGXAFllgYWVARU9AITkhL8Zy4HoQYXIAEAIQYAGAkW6AEHtwj+KApBAAspAApDAgtxAACFBQAGARbyCEsAQQMZlABdAEACKHYPjQMsvxc9BQnWCAA2CBzmBADOBwBHBXYARwT+dQBHGgFSHQFPDgU6AgFSCgFJZgB7Av8BTAwBQC0BOj4BNAoAOgAxmQA85gAI9QT/AoAEBHALASIOF/AMAD4GEV0BWpIAAC0G7jENgwQRkAcAHwBnAVkAADAGKOYO/wAeCgBaBwn5CABDDBL1AAmzBwBLCgApD74zDbIPACIFG7MCYcMECasCKAHeDP8uUwIAPw4A0A83uhQPiQoAdQc4NwIAhQj3KEIDIiYSARoLMwE2EgBRADKrAwANA/8DHhI8KQQEbwkB7w0EbqQCvQ0A+AgAJQf7EfwDL04EMAESHgEPDQQumQEAPOFRAfBkX2NzOEMAA/UYDQoCSeIExxNqAQDbCBFPBmlzVV4cAAB8A/4oD8AEFqkGAqkKEVkDAzAJDTgABMUB/wMDCQslBAABBQREAwA1CgRRBwDhBAO9B/8NzwMDvgADtAE38AEAKwYDgwKBEAAhrgIvAXYIBDYMNkkAAFUEW3OGAHJj/wBFASOYDgDyDAIGAgA4CQGuAAA4CwQADP8D9wQALwNDZwJdsAACJAEAEgQPKCMAxQDfDvYBAP0HDy0KAQQAAE4DXiaXCQ86D/8ARg4PPxUAURMtZwJBWQUBhRABgQwBBAy/ADoDBPcDAP4QAbQjASQZAOIIWwBtBDUB1wJdAHIBKAGqAgcmBWlk/wciBAJ/DwBTPQDCAEVqAM48DTi1AgBBCf8CZx4AiA4A+x0ArBIAoQAArAUAdgAA/xv/AAEBIfoXAFssAQcTAAEBAQsKAEUBBKkO9waxFwSUCUMAAGUHKwkAGQYPQAARrwD2Z3fHAAT2BCgA6QgAHQAEiAAAHQn+MwMyDAAdCgRVAACeDAY4DQxyAgCYCf8APwUAxgE/MQAAPwcGfQQWGgIC2wBx8Qb/dwsAsKoAAPEfRxEAGpQABekGBPYBGcsAfyKOAAAzAxAZAxTdAOwlAyx5ACitAYiIneacFTcH5b+FcIMAmYzuAYGCLcUCOpEAmSIKJgr7RscDGGQDKCV/A258BGkgBwX3AwCbCP8voQFN+QVOBQBBJAMyoQ0ASgFHMggEQQP/NSECAGsBTZEGBBIKBA4CAIYAADgFBzgC/yVHCClWAZakAUWcBgrzCwAUAg1rFgDPCrsHBgBU1QBlLqELGb4BAGIAWwGIER8A8QZOTgABhgEAEAUBggDpnZ786LJx9wCOLgABZwABdhUAUAwAfwQfNBQG7YIDABQKBUoCAGsA5qyhdTyDAq4W2gWvL54AN6QBclkAoBCC54K5AB4CqOWQ/QByAJhyawUAjSMIpAkCDQgBnxQIrgH/AKMCAacBAUAFA/IKAN0KASsFAA4DASku/wCgBw06AgCfCQBSAwH9CQNhARTeE24UBr8ASgEQQQFuEwceNAMCGgwAFQAwB/cA3xIIEwBEBQInAAoJDwAzHCgG5QcDDgr/ChgGACoGAx8IALcDAqYAboYFB8cVAD0H/26jAU/nAi46AAHAAwsWCgMgBQOgARLtFdsMKhELER5nA64BD6kPKABLAQBGA/9JfgApFgIBtxMUIw0BuTwTpQ0BuyIANRb/Ab2YFI4PAb9WRMcDAcAMGFcVAcAGAaYR/xQeFQGcEAArFAGSHg1nAgGOHBuVCwF8HP8BeQUAkRQBdggBbTwDJhEZeBcBaCQVbQ3/AWoaAC0MAWyBAJMMAW5HAtUSGgwZBlJE/wn7CQZYKgA5EgShNAYnMhJXHwGTKRGmCP8GLDABmUgZlxMGOCwBnXYaVRUBn1UGDCT/AaASBhIjGYMJBhgiADEIBLIwBfkxAHII/wSRNAFfDwX+JQFaMBrfEwYKJAFeZwB0Ev8BYEYCuQ4htAEONRMfXQ8p4g4NpQIATQj/AHUCSkwCAFQ5FlILAF4Hh0sBBAEJAFwefyV3BgBlABeKCABtExWiAgAZAimcBnT+b6a+AvTVAA9XFS3yBiXyCwB5BgBsCfsP5AYN2AV4/sQAKbcDE18HEkwBElgD/wGlBACNFwDsDQCMKRFZAhGiGIAGCBTgBvkUyQV4XRTpAgANBBXmAg8ICxs+AX9M3wETRwUU+ggAAQEA8y4FcwEBiSZh/HV0qYgAAXUaAI4KFGsMAJ4QXjcA/wChBwA7CRNDAwDPEQYlAwDXLwHTFgDWDP8Bv3kBMXsCAXIAxikAvCAB5sQBFjkyBAH/AQ8FJHUzATcIhukDVAIKBWwmAJ0tJNgv/wCpGwWJjQEQFgENASWGMQD/CAfoCwGjGP8AkgYAiScksisAlRYBj00A0QQBgQcA2gzbWkMCXZcDcyj4CAC/EVQAJQEK8QOHJ60DKUMEAJEGdG9pKl8+ANkAKAJbVDGOAgAcBnYAGgEY2wP/AOwHAEwCABgAJncXAJIRAJBpAI4VAR4c7CxTAJBKBIUVUyqrCQEfGgCRVP8AjxgBRAcBqA4CXRsE1gQB8BkAlAUA+Ap/APAQAGcbACQBKjkQACMMDgsgAOELKNxWOkl1CwDvHjUPGFZBWhJBxwD4aVtWA80AhtUCACEGAB0EAaYCtxFyAhS4GDSyAlYi+AgAPQR2ADkAfEBWEFgeAPMmAPF3AO83AeIsLOZTY84CEugHKToCeR4BAlgB8Rv8LFMBBCsBAj0BAHcA/jUT5hEEzRHhAPgBdSx2OhPPITahAwBaBaMjwQAAzgF1XSwACQN2I/cAXwCAEgEpABRoDQFIDACCAywUWQJT/wCJQABKAgqPFACOBAHaHAqSEwC3DQj/ATsBOQGOsgFTCo8ABpQHatECeCyXQv4ACNoCALECWwCfA3hdCl8M8QpABGcudgAcAAAzAAtGFwSRHNcJshUB7gsAtQVUALANeACsJgCrA78RWR0CbxUAgQURYAgBQAAR6hQoACAA3wAdAQFJCQCbAABrBAH7BHgS/wEBRwj/JCMBADUCAKMYAbIAAgkKAdwKABwAAKd/9xDZCwCwNBetA1MAuRwQOAMAvxMAhwhXAMgaAEQGOuQZd8PgAGhJ9wBfkGZsb3mmewB2eDrxIABXQVJTSEFMTOBGTE9ZRDr5FQAlCkAXB/8MGwQKAwBAjwIBagM7wgpmegBUGQNUhAT/BfkBXPsDASkGj0MNAAEBiV8AnS4IAIQLCl8AhQJfsfYAMl9IUL5QADQHAHQDADQiAGkIj1UFaWotAOJuSlEBLmg+ACARj7oKABsPPwA8AAAbFEqkAQBSCgDbCQChDEJMgE9DS19TSVqeDgN3ANcPADAWdRkANgA0B4oxAwB0I0SwRU5TRQB6LgA2DSC3UwDxAIAzSU5UfQMAAIAtADYNAIAbAnCfvABtYSBHQ0PBd0EAc2hfb3AoogH5zgenACEJDxsAF8UAKCIDPwAyU6wIiwAjCQA/AW2gJgEiTzM+4gX/AAEBLa0GwZQHaXUDA5oNAAoAnHcARAwA/wRnAAOoAbLNEIDgCAJcAHzlAXdEAIZTAH8AKQ5x2gmibxQAIwmumQEAIQ6/GgZu/GY0AD8UAIUEACMBrswNfBgKBB0A96OMDAABAa1UBGqJ5wEokgGM3AEADgH/sAgQAAEBAP0DAJYFUfIEuv4GwFQBuG4Bf7+wDAABB8BpFwBQAbiJAAFJAACKAGpzrhoNAHsPdW4BqAYAgAe/1wBlvnG6kgRXCgUBOgEAThBupwEhADcE+W6HAHR6ALcEAFgIW88BAA0G3YsHv/SDDnJ9CQABAQFTBkQnAnPEAWoBSxHhbykCb3dbauSlAgG+AgBiJR+5gw4AIwMC7xR5HgMC7xFyZWxneZEAAucTAuEOX2ltnxEDDBJf8msCrBxkaQAiFQMwagAiDwQbAh8EBgqzDhPACQeEoAK/5gw2NHj9MnkAawJ3DAOOIAIUAQB+GgABAQTxCfUCogBvU7gAOAAlDgPYLAABAQDaDJ5rAKQBA9klAAEBA90hX2sD3xU9AIIQaQCCUjJbAQCCJFkkAGRpP3mcAARjCL5xBARhAAH7ASvWAGtqvQBLInR0TAAEqQrEgAMASAJqIH0B5wBqBABNFMETBnNrvdQCv3cPAAEL7wEKDtK1BgEGCnPVAWvIYgEAfxgEewv/AAEBBOEkAAEBBCEPAVUKAUQAAIgAAhgC/wUIAAD7E35NAwA0BUdOAAC+AQAuAAUvAP8ACgQASQAAIQYAwB21exQDVhJtDw8DVv+/A1aLCAYeAEkACAMWAE8PDTcAcjEkAP8I0ggDqS4D9hkAOwAN7gABbx0IggoAkgX/BBfMCPwEA/YCPIYBCrwQAAEJBEZAAHYFnwRKOQABAQD3DwRgDAmQPjRfXZoAG4mDAAmXIV8AMwAOyQFjdF96XwDFATAI9BsAMQ95PhAAMRsy/QAxLTMKNiMANw0KQyEA7hwAIwEA4By/ACMBANIcACMBAMQQCooMCiYfX8uwAf8KKBOdzgsAPRKTVwEAPRPXUg0APRBSDwH/AD0TmQsJAD0UkSUBAD0TmbsJARMNBmQB/7R/Cg5qPAc4Dg5mPQczFwatFAG/CAauC/5fNakABrATBgwPAEUIBloJBdwZAO0d/wABAQDxIfRGAQDwAGqEEwDmBwDHEAZlKf8GYR0AhgMGYAN1aQEAeAkBiiUDDAgBigzvJjwAAYolAEUIAYptMQGKIgPYDQCJCP8BikIAhgMBigMBOAAAeAoBiiUEWQgBigzvPNcAAYolAEUIAYptMgGKIgUlDQCJCP8BikIAhgMBigNHxQEAeAkBiiUFpggBigzvlFwAAYolAEUIAYptMwGKIgZyDQCJCP8BikIAhgMBigMBOAAAeBYT8DIKxRAG1gP3CrkXCvgZ0/8DawVRAQBHAAA8K9QHA/+brAAAPDDUDgOargAAPDDUFQOZeAAAPBT/C6EK1AEBBjIBC6EFAAkBC6AJCF8MAEAO/5w/AQToAQBABQAJAQBACY6wCABAEptBAf8DngEAQAUACQEAQAnf7QoAQBCaDwECVAH/AEAFAAkBAEAJot4GAAEDDDkSh+cHGLQD/ShGAV/k2gj1wQIMZw0Y3xcBkQOEwwCP4G8BDGATDJ0BFcQAYXdfALMA/4viEAnlCRWhFQH4BdJZARi1NAwYBXjHAP8A5wCFyQ4AHwYDtwAAqwQKyhoQAgEKyBP/AIEBADoQkPQOWN4CBOoAjxUAR78LAAEB9xwDHAXHDIv3GW7KohIAAQECXAICAAv/iCAASx4BWmUDAW0BGEIGGBoLAAEBAlUI+QCEEmtrAIUDAAgAAIYCAAgAC5oA/wD2BwTSHABGBcMrAgV8EgBRAQFGCQBmAF+JtwAAFg01FQAG9RCHfABQbjAAZSdmtgG61wAACQB0aH73AWFndm+CTQAAQAMuADYOAOQPAOMAa95rANwAAH0AAKoBAWwBaxS6J4rNBvMMPgIEygBbaxBtFIqxBBhMDgEbFP8AMwIcjzUAAQkPOAMA5AAABADK6AIZBwL/A2UCAKkTAosSASMBAowBASMFAo8SAAEF/wbWERGPAAEeAQKaAAEhFQABAQLRAQArAf8R/wUaoi4AAQkAbgFP1AABAAMaXgEBBRH/kEwbGXgLEf4lAAEBAUY/A908AJ8XA/cMywABAQNNBjJ5hgB1cBMMAgNPAb0DRgJzIwsBA10PAVoBA2Egag/3A/8ACAEERQIACAAERR4AAQEA/wEAPAEBNgHv0KYCgmYAAOQVBHUPagR1FwABAQCFAf8EeQ8AFg0EeQIAPxEERjsAsgwESi4AQAffBE4qADcCBFJBAAEBA1YEahb+AAFrAf8EVh8AAQEDFD8AAQEEXjcAAQEEYkoAAQH/BGYPARUQnnwfBGohAAEBBG4TA+UsYfsAgQPlJWNvbHVtbgPoIP5pCLIFCLMEAAgAA+gmADwBA+gzo48A/wPoGQCFAQPoDwAWDQPo/wABFgg+LgABAfkD6BJpaQPoAwGyAQPowwhOLgABAe8D6GlPrAAD5wR1yAFy5IwAL1AAEN0A5wPxBGi6AwP0AXRoTGABKhYANjQAWwBOEA1rAHkOpAAIjQAtGZEAac94JQFZLAGVKgMAQABtIHR5AZZyABEATAFpbm5+ygBsb2/8cHMENv8JAzsAjAIJBygAAQEJCy7fAAEBCQ88AAEBBKMCAtkGWwA3BwOoGF8FXz8AAQEFYz0AAQEAuQdrWsEAa/5rLhwJAHgWBWRFAIECCVAxBCQTAAEB7wV9EAGGGwWcATpgADYbhQEFogMDiQL/9qgLAD4WAcQ+AAEBAchBAAEBI7UiAAEN9wDHDlemAQOzAHLcIwaYrgoAARkGuBn/IJMBBrwfAAEFBsQMADQiAAEBBuw+AAEJ/wC2BQrkFABMKgcoBwNyDwLoGAABBQLwF/8AHhsAGhcC/AYImCgC8o8JKjsAAQEJLk7/AAEBDRpEAAEBAi4tAgwtCVgiFaQzAAEB/xHLQCRSFQABAS4jExgzXSSSAwo1ATS+Av8kmB0XtgAYOnEXukUzQw0YWhEAYg+WHwTdAGMOKF90AQCFCJGIAi8AEggAXx3ecB3SAAF4AADCAwBtCioARhYEaRHcbWElYAB3VAEZTxY+AdgP60wC0QIPAG9jKACICSoAlgqSVgD/NkYDAE4JHUgAZVoBAJgLAx4BAIgFoBwS/wABBQLoBBrHI72OAALmCQDHEAEUAwD3B/8a5wLrNQAApQBaKAACbwIJgRAEGQwBRwPnR2gCAwsBAUoAWyZb+wACCgmApgCfABAKHgoSANwEAQgEk6EAYmkBywb75DUEADoCKgDHEgJLCAIAF6gHAAAQCv8E0DMC6xAKYgICvxgANxMALQCxBgAAPAO2JQA8GgCpDmINUQQACAA8ASQJ9wC1AQFfEwCDE2rZvwYASgABORcAQRn/BEQUAAEFAGIFDV8QDVoLBAMAACwEAHwT/wB2AqsXBABuFgKCAQI5APSqAAEFAKwbAP8BYgQA2gkHcBdnVQIg7ADZBxoAAQAA9AQ/A+ATLBUeAz8SHZMx9CYDA94EX2NceWOmjQM1Jw8JsA9iHNcEYvkCPg9rYhzVJAI6BgBGAAI6GwA9Ef8CNhgAWgUCMiEALAQAdA8F6xEV2QYH8ADpAigBa2ISvwBiJFARCuISATEB3wrhAQDmAx0mOgKDFwCjBSsAbAADkB//BMEZAKgHHKsbHGE6AK8HA2UMLK4VAD4R/w1gAAA8CQD8AQs3ACkJAAOxHQABAQ1SCP9U6QIcoz4BPysK2RQA2hYK7ggNHxsD2Q7/HOEXAAEF3DgKAAEPC/klAAEBANcBAIIL79yXDABBGQA9GANqH2oEnAQACAAEnA7+agScEgBzBQA6AQSOAR0sMATMBgBEAPMHBqAEVQx0b5AyAgTTBQEmABnNKP8E1icAAQEPsR8AjQEEvSMAkxIDgi8AlwL/D649ALYDBMQwAAEBBMgeAh8DAEkfBMwj3wABAQ/FSgNyBAAIAANyDmkDchoAOgHdA3IzaQNyBgBEAANyMWkDch0AYgXHA3IhACwEA3InbGVmWtYBA3MC/mkIRgUAPRYC2woDmhcWggoC/AQWhCD/A9ZAAAEBCLQ3AAEFCLwsAHkGNfQ0AAEN/wGUAgPEDgA3JbLDA6ILAQA9NfJFAAA9N/4zAD0tBJskAGQBBJcSADojARYRAEAu/wEZDABALgEcDABAJBxZBAJ8agCvAjW4AN0CCDc1AD05BCcAAD03NwKCWQEZEf8CCC4BHAwAQC4BHwwAQC4BIgwCiJ37dQD9Ag43OQA9OdKEAQA+OAWGLgKKLgEbDP8CCi4BHgwFUi8BIQwAQS8FlDMCjHb5YgHvAhI4Bx4uAD4KBZE6MQWSLgKOLgEdDf8CDi8HIjMAQQgFmz0BJg0CkEUQsykLRAj/PUoCC0MKRIkWADoGC0L/C0L/AGQVC0L//wABEgOeMiJoABHYIwOW1wOPOgK4PhdZJf8AAQESkf8SkZAC0hcSlyYXdkQA1wIXeij/AL4MAHwFF34rAEUVAX8cAAEBF4ZGAIQM/xeQNAABAQBAEdToBgHJBgBDHwKGBRRkF/8AAQEUaDkAQAYFlD8AAQEFmD8AAQEYbiv/AHwGCTFEAAEBAa0ECTcvAD0KCT0zAEMP/wlDLgBDDwlJLgABAQaVJAABAQlRNwA+Bv8JVTgARAsJWTMARAsJXTMAAQEEtAMr9yD/ArBSFK0zAEMPDyEuAEMPFLkuAEMPFL8u/wABAQK2LRTHOABECw8vMwBECxTPMwBEC/8U0zMAAQECvIAU4S4AQw8U5y4AQw8U7S//AEQQBfoyAr4yFPszAEQLFP8zAEQLFQM0/wBFDAYENwLAgBUVLwBEEAeuMgBEDAYFQP8VJy8AAQECwjIVLzQARQwHtjcVNz4ARQz/Bgw3AsQiNBU6FUsuAD4GDCX/AAEJDCX//wABAQwl/wPlkhWSJgA2BgPd2QPWQALpQv8oOCkAAQEVqycAAQE4H0EADgsADwozWf+/M1nNMxwlM4E6M1k9AA4JN6MBZkPVAH83WQQAPgz3bQUupgoAIwdepg86DBdl/HhhXZ8AwhIAQPAXBOQKOgcBOfcMBznEHkSDAJDpAOmWiei3Dq/5jgGocQLOSgPot53pTJuiqOMAwEYA5bcAGwOPHwCOA5EZALXnA6jRBryVAOmWk8BPKG5eMymR7gCmrANA6aCY5Z+fABUBMhcAFQC8iQs6PRNCAtcAMTI4rwFTCwLDD9AbBTnsAkI54wVCADcLfQCrAyo5iBMAHQQ5ghs59gUACAVC/wAEBAJFBABEAzl4KWpxFzjsHzjrDDjqI/8DIAE44wU44gEAwwMAewvgwwQAAQUEuQ/3BWMEAAgA3ygIYq8cBAA7GwT0CQTuCfsDqRIF3BlCBdwDCHQbASAKGncEADwFvwViFgABBQJmDwdtAAVmAQFEAUIHjAH/HZYcAqYQNhEBBaYCAEABV4EQAAEJBOAJ/we4AgA0AkUuIQCoAQWfATQfAABzAQALBNRkWwAYAF3SLQBsY/MFB+4i3j8DJxA7uQAATQdDLCM6OHkAmG8B/xu0AIexAeEkCQABDQVeCwMJCAk2AgMKBP8DzQXHHwI3dQQAEwQI6QEAFA0JvAAB8BE5BO4A5L6tiQME0ACV2gKvvkDop5Ljg7vGNAGDJruWtQHTEwCCpNM3AYGvJmuWywH+aQCBq62QAOaW75a8AM5dFQq+GQKAAmsC9DYzNR454wPzxLwAOeAMcGR5ywAKBQQCTQFB2xr/A0EcYjkEAfwaAHwFXBcCAH0AAawACsME/QLLAixcPAYCFAAAHwACSB5c9AkATw//XL0UAEEQXaIBAEAAypEAAFIMC+IHAFIDnwABADflIQUxDAKyCGg9AGR1gDYAQQK0TOeLrOersFsAqtMCnAiYmgCvNAK1ADgCswICwgCArOOCuOOCudXSAvKrsG8A5oyYsQACryYCdwsRjwSfArIjAikQFgwAArUXAq8FdjBjnwj/AeULDtoCFcgCAZkCAA0CArsXAFEHYmYIdwBRHWqiFQBRCjEAohsQBAIAoioxdwCiGwBRCgCiIjIAohsQYgIAoioydwCiGwBRCgCiIjMAohsQwAIAoiozvwCiGwBRCgCiGQWzIAgzIgCZBWIA6RB/BGIMAOMcAFQQAOwQAFQPAOYZAFQPYf9pGg0GKAUDJQtICR4DwAoF1AQAFAAFZgb7BXcFABIAYttdAABNHQDqCABNBmUpAP8ATRDdQQAA8CppzQ0A8AoDcwYA8B8EDgn9AKMFMQDwDwC1AADwIAQKCQBNBgDwD/8ATQEA8C1qgA0A8AoDwQYA8B8EXAkAowX/3a8BAKMMZUQAAPAgBFgJAE0GAPAPAE0BfwDwLWszDQDwCgQPBgDwHwSqCQCjBTP/APAPZKoAAPAgBKYJAE0GAPAPAE0BAPAa7xNQFwlvEwc7EJRMADAFWhoASSQUBgD/A5MAAEkzBysLAEkAHacAAEk/AJIBHasA9wBJMgcbCwBJADIAkjQHEwsASQEAkjT7BwsLAEkAMwCSNAcDCwBJAQCSFQrZGu8HIRlF1gcQiBMNugAoKKgDKi0AZ+MB/wAMEgCWEApfGSo5BwqbEyoyAg7tAQCVAP8AgwtoZgIAgxBukhILHRnwKAgAgxbJ/AL/AIMLD9cAAHcGAAwJAQYmAIMzDe4yAWYd/wBoCQFuBQz5BADtBgFwBgDtDAFwDmnbEP8X3hsCMSoANAIXXBwNfwPPRQQrGgUUTgHrAK4AAAcBKQZIASUACAADVAYADQD/UfgUUHcCaHcC7kkFEU0RVHEaEYALFb8J/+7SBRFcAABCABa0HRamIn7SFlDWGlDPLn8WvAGa2AMAtQ5pAMUXSAuoKAAXLQCRRdOJArDXpgDnn60AGAKvAcAuAOOAhW4tMegEvrrXiAGAmeijnDESZQDntbYSigDg4wGCggAyXjUz5Lul5MK4D/IAq+WPjqhuAQ/GD3EAcQnmpJzY7QDUCQGoqASqDc15Ba4AJAAAawGDu+evQITlm7LlpOYRALug54m55q6oxgCqATIB/i8BFAAAmgDmPgXX/hYAAQEB6QIYlwL/ASYAq+YAF60CFG0BAEkBqh0DAA0AAFEA96wBARfFFgGNBWyEPAAXxgKExAAAEQBWQ6zVAMh+ATUHUQAvF9sBP/8AYwC1wgABagwCEgmUjAIumQ8ApwJdpwDPU4gJF3QQAI0K+ysBYWIATRAElBr/AO8BARACBJ1UAKMKBKMFBGYEBIMTVm8CfwSHBBX3AwCkAAXIGgRXAwCRAEpvDT8RAc8AOiAtAacCKSB8lnwARhoAngQ+AdYEfHwAEQX/VvcDD0sZAlEFAaMQAAEJSoUYSmsXAIUD/3rzHwIuDAAPCgDMBskGAACfFwGxEOtzDvsAQgEBVwAtAA0Djq4BAAgAAFMXGkYD9QBEBT4CpAUpAq0I95sQAAEJARkXzQgiAmpXLAZ8GAgrKwNXAgZhHXMEgQMEXQGBpwA4AASyAgRUAK4A6YCU5Lit57XSjAUKA+WGr+8AswUBAN21AjUUwgCLBJwFrwUBAMLIAOmZopAEggKu5onE5wCh3cYE+d3YALatFMMWAMEBAaMKBHYEJlIA9jIboAEHQhZuB8YBAUcFAOEOAokYAwDuAQDrAYzmpbXnq+EA2QCr5bCRHS4DANAGw6QAwOWIsOmBlBhMARWTACMVjQHZugCD44MdKATnllCO44Kr2cwCjeuYA+X8hKrZvQIA5RUAkgMEZQEE6gIDTQD/BHMBBDETHkMjHiMAHhcAA5MDHI8dUjw2/ybGAglNAU5aDgVOHgA7Ahj5FgBZBWAhOv9bPQMNYQABCQNgDBIC7AsFVQIAewFXOzP/Wc8NV0AjAaoDVywXAIQrV78qCZAGAIIV/4j9NgCNAIyvACDNGwAhAIkDJQArB37AGLsAJQGJA2I4AIQcW0QVfgIJOANpD94zA7YAiN4xJ4gEEAUBOH4CCxmgEv8AiwyFOip+A0mFMiuFLjsAeguFKhcBgwPeOHncI4UmGwBLAYUmBDgASx4UOgDwaW11bRRLCwCQBYUfHACVDI9orgIM3gEASgQAngBuZHYATQH+OAFaEwB8BGBgAQBqAI2cCQBsDxKNCf8BrysBqREAbgAArgMQLR+N+CaE/CEEXA//iT59BXERD5xIBYsED5xbAUgCD5wbBR4V/wXnCg+cFwAfA3icJwVkE3ibV5OkDXih//8AAQB4obsIeQMuVQpmUhhznj8EmxB3+E//CZ0ZAAEJb7AcBycAa10Xd9P/AAEJbtBG/3fT6QN8KwCCEnceQAOEKQABAQOIUAABAf9qChwDjBoAAQF29f9E5wt29aoDCkR2QDz/AwqWBpYnAAEBdhdZdeILdg8DAwT/BvM7/wCMAnXDpHDZQwP9PQCKEgQBMgCOE3EbWH8ECSkAAQEHFz0AAQFw6v8AwgqiPQpvJnCiPAYAIQZleBHaAG4g+CJDIiASIhBxHh/9LzbvIaT8ATke5wGFqMiQAB91AB+fB4KS9OaxMhQAgTbAATcUCBqkAN1jAMk3CAG/lBmqAYCCNucFGbAL+xeEHxFsBjxyFgIQsAYXZyEBXQgXZBff+8AAOHkGAWl+IRAOGyoGrgF9EgGZBN8BhAQbEAIg4gnhbwEARgGXAYEWAXoi/wLgAgF7NhNOIQFvRhM5BxMpHgLYeBRECf8C2GQBaXsC2IYBegoC2DCoHgQADwWqeABuLgAeCK9hAgB1BUYAdAH24gA2/DRBAXkOAG8B8okA+NMAAcoAAWUL/9NeAQF/AwAYCwCZBqwuAgAbBtWxBe/PAM+rUQL0sQED1RwAsx8zMgCzUOvgCPcAtSkBsgQAtRxOAu4HAXMiALQJAVsW/wCgHwY9EwCsKgFsHwCsGAFUCQCuLgFaDf8AqgoBgQUDKAC8Kgyw1RO6dwQAnwiu8wf/P9kLAfwDCmIA5wUH5vABDFEIspEB0lYH//nUAdaUAwEKAAASDiGWAgA6BgoqAdasDf0J7gU9AJ0CACsZAYQKCnUCHC8BsrIB5wAoAa9jAa94Bihp1dYQKssH67QBdwAOBABCBAB4CmsAeBwAmBkAJAVq/wAkHAABAd3XAQxZAybYBa9PAQzxARvZB//6DxcAzxQAUgWVIQAASQMkFQsAwCEAmAX/C4QG1GAFcKsN+WoDAiwC2x8IACwVBdAC/wAtBQLTFeBbDwMLAMVcDgAUBQLhEsd/Bv8DiQcADgDwcwIC9CcAYgEC9gqw/C0AAQH/Ayo3AasUAy4VAdolAzYwAAEBAzoaADIK/9+7AtVXBe6yFgIbIAABBdbKAgVwAAFGBv5bQncAAdMB2wkOAOAFAQQdAE4BAUMDdyEKAAGgAADOATDAmgvAuQEAowVD73RTBAg4IQABAR3HAVsGHATw/AAAYwHZAHICMF37rQEAkwEuBi4PAMYLnwEmFQCTCgN2DfsaFgYzEChnAHwOvwOLJdyCAAONEAAWAAN8CPQ+AjDapwb/Bw0GA4YDRFsAA4YpAFsAA4j/AAEEA4iRf96TEADiBQOKZAmjEQABAQOK2QAXAGF/BxcPABYDA4oFAA4CA4oCBwoFABIFMf5l99kAA4YnAFcDvXwCAMNNBE8QABgFYwDHCgRTBDAnZgRTBgAYBzH8ZTMAGQIA0iwEWgQA1DgLe2UAoyD1DCMXbiVbAGMMUgAMKwQAXQDeaAX/AGEEAJwO5GMMA4QCFwUB5WIKA+EKA90Mf9yKBcZxAQSFBN1MAfREAy5LAN1JA+bgraPmlrkADwXcmCMAdhn/BZQHBR4GFzIBFkUCAEEiCvgPBTkV6EwK/waSI/xYA8rTAgqRAQCHAAAMBQK5AQCIDf8FuRz4Lg8FoBMB8AAFmBkFlDPLnAcAvQD/AEIPCT05AAEBBbcaBbMf41cTBkg5AJVA/09DDACCAgYwGA6FCgg/FAHFGQAkBQ6FBv8AJBQAAQEOhTsAAQEOiTMApAUAyB0DlSD/AAEFA50RABgIAzUDBSkWOlYDBSgGJQgA+wUkGRE7RmEKiQ4AEgQROxgAIgIFcxL+YQVzCABIBAV3QQCCBQJRBgCCEAABAf8CCwcAiQEACgAGRQsDgRQGqhAz1QEDTBD/CZAqCIsXAdwID+gCEDhZCfwTAm0IS8YB/wfJIAC2DQi+AQ10ZQDEUgpWBAquWADAYD8BhgkKqV0Az08E6FYAokUXFApydf/zSgIKwR4QLS4JmysLBwIJnwMA6AQJiSP/ADgCCY0Y8rcDCZFQGYosAAEFCPMaAK0C/wmMNBluLACQRAlmHAF+FAGiIQABAQlGDv8IphcHSAoAUxgAWwoJjicAAQEJkicDeSL/GmY8A6oI3u8RGkdCCfAMAFsBE6IbE34s/wBTBwFXBgATCRpGDQTGGwA7BAUCLw/MLv/KtQwCyhkPtBAAJgIPuFAAfhAVUBQBSBz/CiULAswqBvccArQnC8DKAucMC8UNApsk/wLgNRv8OgATAQvVLgAxCgjAHgJIDRODJf8A4x0ZVBYA1AwL8y8APQwA4nMWrBkA4gn/DBEuADkMAN54FscYAOIODDM2AEYOAPFi3wf5JwDqCQVUKQC6SQSHBCoHGw0EEib/FvwMGboUEKoXAJoxA9gvAKZuA5wuAKJz/wNcNgCvXhl7MwCIRwesEAMlNQ9gCQgRJP8ApUsDMC0AsXsDOywArYADRjQAumsSCy5FAJMzCgBhAU4sTQDpAGnWaeN/AAAPAVAADQBsAA4A7VIALQAPAVgMEQMAggB3C/8BTiwvAA0KAzQDAEoAC4ABXwuAAXJhum7bfQBNDmYEAEIB28cALAICAaMAYgIAFQF1LT3XhwN2AAkFnljbqADbogAAJQDjvABYLgDOH/v9EAEAXAFtHbsBAIUAAIEDDIMCAIED/k4AgQQMGAYAFwsAAQEQewBNVQMMKgsXOu0ADwEAAFcAWAwqBCsgUG8NvQEABwEMLgAAdwJjBD8D2NQBZeBjaG8gRw9jAeTWAwAGAnwoKdXFAACSRgAXAACMEg1HAW3vDOgQAJ4Bf8UBABkOIwKAAAQ9AFXlAAVWKwAKALoCbW4sIiAEIiwAMwA=\")\x0A var s = \"\"\x0A var i = 0\x0A while i < z.len:\x0A let f = ord(z[i])\x0A inc i\x0A for b in 0..<8:\x0A if i >= z.len: break\x0A if (f and (1 shl b)) == 0:\x0A s.add(z[i])\x0A inc i\x0A else:\x0A let d = ord(z[i])*256+ord(z[i+1])\x0A let n = ord(z[i+2])+3\x0A i += 3\x0A for j in 0..