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oc5A4LqGSuiF143icmTStCnTHHlX8qt+TRY/WsnVNW8YXUclhcfD+G8s5Vw7/2vGoByeg2ls8AggZBx0xQBJpGrr4qEui6zDJpniLTm3q6YVgwH+ti68YPK8jDYO5W56HRtVmunm0/UEWLVLQDzkUYSRT92WPP8DYPuCCD0yfOTNL4kuJtOSV4PGWgbZbWWTAeZNoby2JAyQGI3EANnOMNIo6m11VvE/h+18R6ZEF1jTywlthwX4BkgOcEBhtZc4IOwkcEUAdpRUFneQahZQXlrIJIJ0EkbjupGRU9ABXnEs0Y8V+JRJcx7be+juPLkT9zbn7Lb4nl/vnj5E4ywY843J6PXF2vhvTda8QeJZb4XbNFqkRQRX00KqRaW5DbUcDcCT82M+/FAGazeRycweSftIF0N5ty3S5uAPvzt/BF244GPlq6s18bRrext86gT+4huJMC1aQf66ZuQ1wwztXnYP16weBdCBJC6kCZfPP8AxNrrmT+//rPve/WmP8P/AA7IoSSC+kQTfaNj6ncsvmf38GTG73oA3tOe3k0y0ktF22zQoYlxjCFRtGPpirNNRFjRURQqKMKoGAB6U6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw7r/ketJ/7Bl7/AOjbWtysO6/5HrSf+wZe/wDo21oA3KKKKACiiigAooooAKKKKACiiigAooooAKKKKACsPxZ/yB7f/sJ2H/pXDW5WH4s/5A9v/wBhOw/9K4aANyiiigAooooAKKKKACiiigArgLn7fvs/7X/4Sv7H9utc+f8A2Z5fmeenl7vK+fbv2Z284rv6w/Fn/IHt/wDsJ2H/AKVw0AblFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGH4L/wCRF8Pf9gy2/wDRS1uVh+C/+RF8Pf8AYMtv/RS1uUAFFFFABXHW+qXmieIdfS50DVZo7u8W5gntIlljZBBDH13AhsxtwR+NdjRQBzn/AAlv/Uva/wD+AX/2VRSeOrG3t557vSdeto4AzSNLpku0KBktuAIx75rqKxPFA+0afbabvCnULuK3IP8AHHnfKv4xpIPxoA53UtTufD/gKS/aORNc1uUMsYwJBPKvCDOBujjUKM9TGB3rkPEMUunx6X4L0sh57dopLgxuVEt5IRt55ISMEN3274OCFrstdkj1H4l6VZTsVtdLtH1GbcP3bc4GfRkYRMPYmud+G9vJrviy7167jIMafagG+YeZcZKlT2KR7oiPRFoA9E8NeG7Dwvo8VhZQxKQAZpUjCGZ+7HH6DoBgDgCvPvizMyeIdKFrIVmXRtYafyjhhH9mOwtjnbvHGeMj1r1mvJZrI3s15A1zHarrE+pvrGqTuDItla3Hk+SmRhQVZBk8AbjyaAOY0ySXVrbw7aO0dvJLFFZ2891AskNiqW0EjMEYbfMlaXO7qRsAIyTV+bXNf8M3GpDRIrfU9VtryK1LxW22K/V45HP7uMjdInlYyDu+8DnArpNCsfC2sXuoWd1Ba29hexW8WnafcXBS4kjijaPzghO9NyFVHRiqZPWpfDHhGHUootWs7+60eC2uJ4rK1shG3lhSYS8jSo5eUhCN38IO0dyQDh4NY17xlqWi69dTw6ferLDH9nWyZYyVurTy2YNIS6lbwOCNh7ZIOa9j+yeLf+g3on/gnl/+Sa4jVfDVp4X1PQLK0uLmdWMRMlyyljtvdMjUfKAOEjQdO3OTXqtAGD9k8W/9BvRP/BPL/wDJNZPiRvGVjoxeHW9IEk1xBaq8elyIyGaVItwLTsMjfnlT0pdW+I1hp85SC1a4hWUwm5luoLWJnU4ZYzK6mQgjBKjaDxu61xHjDxtfXviEYu9Q0nQ9Mht7m9im0j7Rtu1uQ0cchUjapARgwkCsBgEk0AS6rYRWkwtp/EXihInunsrcw6s/mSupQM84d9oTcx5VVAG3Jy61k6dPd+DNWtJ5VjdNOL2krwQ7Rd2izeS5IUYaRH8s4HLeYm4/I1SX3iHWZ9e1U6fNrnnCQC9ax8MMEcbFABWW53JlQvOFbAHOAKoap4hF94P0/wAi/VjBLJshuNEngZYpfOSTzJzK67SqynILOTHkksrGgD0fwssWheKNS8LbVfSryP7bYfxJsYYZB2xwQFGeIyx+9Wpo2srpNtNot1Bfzz6ZIbdXhtZZt8WA0RLAHLbCoOT94NXCW95ND4O8M63ceVFeeH7wWt4e0EBUMV/3vLKJn/aPrXpbr9k8bROqnZf2LJI2eN8LgoMepE0n/fPsKAJF14OgYaVqmCM82xB/Immy6+0cZZNF1aVuyJAoJ/76YD9a2aKAMrwzYT6X4U0fT7kKLi1sYIJQpyAyoFOD35FatFFABRRRQBzc8l1pvjK7vTpt3cWt3Y20KS2yq4R43nZgwyCOJVxwe9X/AO3P+oXqf/gP/wDXrVooAx/+EihWQpJp2rIQM5+wyMD+Kg1j2urxQaVrPjKaNyJR5dpG42MYoyVjXnoXkZmBPZ1z0re8Q3c1l4ev57UqLoQstvuOAZWG1B/30RXI+MbKD7P4W8GQECC4mRGicZElvCAHXPrtO4e6e1AHH6tdNongwRXcm7UdeRtQ1N23BhbD7sZAO5Q7N8wGdqmbHSuCl0ycW+n6jq0NnNBrT3Lxi6BVlS3KSHDRsADIwZMgdCSoG+uq8YXMXiLxxPbXFxdW8FxctBFJBbm4KpDuiQoi8krOJCVHJWU1Y1PXpNdsIdH0+2ubqDShBJa3lj4ULGBVCOjIZrnIUhV6r8w9QaANMfD3wb9u/wCES/sfMu3P9tfaX/1nlbtuenm/xeV93Z82c8Vix/Cqxlu9C1axurSzj1gxpFaS2zzpZv8AZ2m3gtKPMy0JwHG0h+Rxim6ff6hf6Dp+i/8ACd+IILe/WWKGJ/DcjSsI87gHR2LAAYIUtgdcVRbTtCbxJZaxd+LotVn1O5t7dobvw2YI7mHzY43KM42IVUH5lAI2kZBNAENv4n8TeFZpLi+g8q7TdJZz3unm0ZlDNmKTG1XDADCAsBuBVwU2lt58Q9S+IFkbbUpLWzuLeG9ljSytyC6LZzM2WeRhgkKpG3ODkMCK9I0v4d6TPrupW2lB9FsNLuokAtCJJ7mYJHMGkeVX/druXanQldx6DGd408D6f4b02bUYry+vLu7k1GR5LqRcK0lhctIVVFVQWKJnj+EAYFAHov2Txb/0G9E/8E8v/wAk0fZPFv8A0G9E/wDBPL/8k1vVy+v+N7PRbie2itnuprYA3DmaOCGAkAqryyMq7iCCFGTjnHSgCLXJ/FujeH9S1T+1tFl+xWstx5f9lSrv2IWxn7ScZx1wa5PW9P1bTLjSNIj1O7vPEGqK8k11e6vc29urqu5lRIXQAcNjAOMDIOcje1rxVaa54H8TWvkTWl4uj3EwgmKMJIzEf3kbozJImTjKng8EDIo17R7nx1qWp6dNFpUen6ZKtur3NvLLM8jRxysQ0csZRcOgxk5I57UAc9b6dFe+A4PEmh2aWms6Tcy3TMsjS/aCP9Zl2LM+5MZ5J4KBsEk6emajBpvjCx1eyGzRvE0Q3qTxDdA4wecA7224HVncn7tdFZaJ4j0yxSzsdT0GC3jztjTR5QMkkk/8fPUkkk9ySa86ttPvI/BPiDQr021tfaDdi/t3gTMVqhLZMefRA7DPI3gmgD0O0v4vD2tX+kSQXTwSt9utfs9tJKAshPmL8oOMSBm+kiitGPxAsi7l0vVcZx81oV/Q4NZ8l6L3/hFvEMSbFnxFKW4KxTx52/XzVh/KuooAyG10qhI0nVGIH3RbjJ/M1F4ct7tZNXv7u2Nr/aN6LiKB2BdEEMUQ344DHyycAnAI5zmtyigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArDuv+R60n/sGXv8A6Nta3K5nWo9Qk8Z6ONOuba3m/s+9Je4t2mUr5ltxtV0IOcc5/D0AOmorD+y+Kv8AoM6N/wCCmX/5Jo+y+Kv+gzo3/gpl/wDkmgDcorD+y+Kv+gzo3/gpl/8Akmj7L4q/6DOjf+CmX/5JoA3KKw/svir/AKDOjf8Agpl/+SaPsvir/oM6N/4KZf8A5JoA3KKw/svir/oM6N/4KZf/AJJo+y+Kv+gzo3/gpl/+SaANyisP7L4q/wCgzo3/AIKZf/kmj7L4q/6DOjf+CmX/AOSaANyisP7L4q/6DOjf+CmX/wCSaPsvir/oM6N/4KZf/kmgDcorD+y+Kv8AoM6N/wCCmX/5Jo+y+Kv+gzo3/gpl/wDkmgDcrD8Wf8ge3/7Cdh/6Vw0fZfFX/QZ0b/wUy/8AyTWP4mtvEi6VAZtW0l1/tCxACaZIp3faotpybg8A4JHcAjIzkAHaUVh/ZfFX/QZ0b/wUy/8AyTR9l8Vf9BnRv/BTL/8AJNAG5RWH9l8Vf9BnRv8AwUy//JNH2XxV/wBBnRv/AAUy/wDyTQBuUVh/ZfFX/QZ0b/wUy/8AyTR9l8Vf9BnRv/BTL/8AJNAG5RWH9l8Vf9BnRv8AwUy//JNH2XxV/wBBnRv/AAUy/wDyTQBuVzl1o2v6isEN7rGmNbpcwXDrDpsiO3lSrIAGM7AZKAZwetT/AGXxV/0GdG/8FMv/AMk0fZfFX/QZ0b/wUy//ACTQBuUVh/ZfFX/QZ0b/AMFMv/yTR9l8Vf8AQZ0b/wAFMv8A8k0AblFYf2XxV/0GdG/8FMv/AMk0fZfFX/QZ0b/wUy//ACTQBuUVh/ZfFX/QZ0b/AMFMv/yTR9l8Vf8AQZ0b/wAFMv8A8k0AblFYf2XxV/0GdG/8FMv/AMk0fZfFX/QZ0b/wUy//ACTQBuUVh/ZfFX/QZ0b/AMFMv/yTR9l8Vf8AQZ0b/wAFMv8A8k0AblFYf2XxV/0GdG/8FMv/AMk0fZfFX/QZ0b/wUy//ACTQBuUVh/ZfFX/QZ0b/AMFMv/yTR9l8Vf8AQZ0b/wAFMv8A8k0AblFYf2XxV/0GdG/8FMv/AMk0fZfFX/QZ0b/wUy//ACTQBuUVh/ZfFX/QZ0b/AMFMv/yTR9l8Vf8AQZ0b/wAFMv8A8k0AblFYf2XxV/0GdG/8FMv/AMk0fZfFX/QZ0b/wUy//ACTQAeC/+RF8Pf8AYMtv/RS1uVh+C/8AkRfD3/YMtv8A0UtblABRRRQAUUUUAFY2pBZvE2iQsufLFxcqSOhVBH+eJj+tbNZF5x4q0pjnBtrlQffMRx+QP5UAcBrVzKb/AOJTllPl6fDBbt02ebEUIz/vID+NdD8NbRINI1K4jB8u6v3miB/hRlU7R7Alvzrm9amIb4i267c2kdpcFlznG55CCB6AflXWfDtx/wAI28Of3kE5ikGc7WCIcfqKAOtryDVomktoT5LzwxS6xNcQoMmSBNXt3lAHf5Fbjv0r1+vMI9WbRLmC+jt2uZl/tyOGBTgyyvqcKRrk9MsyjPbNAHLz6c9zpV9pq+Gr6/1m/uftNtrEIIhljZlYuJQTsVwC2B8vzrkgni7bpo8nhjxBff8ACLvq2q3lxPNp8zeH5JjLuACyeZ5W0qz7pAN3CsB14rQtPFEGleCZNEm0/UZdKtYn0681SAcJK3ykxLjlMv8AKcg42jGSAdnQvE2u23hCSd9J0ZYNGia3u2/tGVNvkrywRbdsKVAdQCflZaAPLJ9I1uy8Cy2FxaTQXDJPHYptaLcoutNRWVXCsu51ZuQpJYnHNbvgnT9Fs7bXIdf0K3cy3kpsS3hi4kZVIAUglGwnoh+YHOSc1F428Y6d4z0N2fNukemyNM8G6VfKa/s1DpuVC3+rcYYKcr6EE8/pfwjuNSWS40nXPDlxLbhZSF1UXCw85HmKISCMAjng4PUcUAUL3S9Sa90/VbXRby+tkt7WzSGK2WfyZYo0SeB43RhG5fewLIck5wdxI67T5dF0ixgvvEPgv7QmjWbw6vIunWaDz55IWh+RXG4quVJwGG4ZA3ECDwx8RrT4e6J9kbSpby6n8ie4S3JihhjMSIj5YZLyKqyHgZ8wAkEECncOt7q9/wCIdJ0o6vJc27S6dY33h+W4W4SS48yU7gcb4mkK7huXaVAOTgAHaprFtfWRh0rxbptrPZXFzJf/APEy2LdxvKH4YZ2hlI/eKSY/ujqccH41tbfxjr11qmgiJ7C2kaS7uo51wkLsEAKZDcyJPJwOkoJ6it698LSy3t5dSax4U0qxZ5EskPhu3HntEQjhVZWYDfwPmZj1Axiqc1yvhsHStY0zwm+qx4jR38OAiabzG3L5iMqDbGYnB2glZVyAeoBsaDs1bwR4hsrlS6m1stVm75eR3mPf0Re/t7V1fiK/uLnw94D1W2uWjkm1TT2d043xyrtZfoQ1ct4M3r4X14lPlbQtPROMEuY3Qgn2Kj866HUc2fw9+H9tJs3/AG7SIuvcFDx/3yaAPSqKKKACiiigAooooAKKKKAMXxMnnWdjbnOJdRtc9f4JVk5/74xWFfXCTfF21tpduLHSTex5xkFmkjb6cEfpXQ68Qqacx+6L+EE+mTgfqQPxrlryJ5fjJOg2hX8NsgIyGy8x7+3l/rQB4fd6Dqvia4hsNPzPctp0N/HGzKn30HnfOxAA3Annv+vpOg6zYX/hi0ttE8QWOkPamaa6hl1Dyy8DkMsXfb8hVTIMtEUKjPNcTo9/pml6hG2pR6U1o+k2kk02q2Dah5TspIWNd4KghuQDgYHHFbdv4cvNWtzqtze+GNBt54yYbV/DcH+uQASxgOrN8r5X7xYkHCgUAa+r614a8Rf2rpdjp9vreo6w12NIEXkSG2ZYFDOxdgYgzqzj1xuHJrjPF1ncaxdCfQ/CN1FpOoH/AEZbfSLZWjKB1aMmIM4beuSS6kfNlDgVt6hpNzp2mrpup6VoUiBLyHVdTtfDG+Sw2x70fdEVHzK6lW2pt4J6GpPDfxJt/h3pdroFxpF/dXzMJ71DGbc2y7FACo65ZgiBm6AsWIYg5oAs+ANN0uxhvI/E3h+TU7m1t4rUt/ZUl/8AvkaUsiyLGyrtR4oyM8GMjoATzcWna1aWEst3o82m2sianLKBA9vEXksJnjQRuFJMf79dwXGCBkgLXpnw/wDEeoX2lz2WhWFjd2kMr3EM17eyQSyRTSOwJUQuCQ29GO7lo2PTBPM+IviRYeMdLNhCsK3EcV7Mpt5ZJEZBp90G5eONgQWX+HBzwTg4AIfCWm2FjqxPiPRoJ1FrCl353hy4unknBmMhEuXBbcyFnxtcEBQNtSWkWnpepOvh24v9L0+8vBcabBZmN0E0jNFIYW25RozEBuAUeSeeADyOi/DOz1ximma1ody13GfssE+q7LpQGDBzEkbYby1IKktjcScEcdZ4BWfwLdS2y6b/AGhqUvm2EKWDN5dy8bs0ksjMuQAT5anaR+6k7c0AMuLK6GmarjT57IC31PURby5329pJbSIobPK73MYCf9MGPPWvXNA/5DXir/sKJ/6R21eeah4iiu7TxhcC1mhTV9Nubd1nGJLe6t7d90ZHdGTLKezJICASa9D0D/kNeKv+won/AKR21AG9XBXFskvxN1PTQFEd/ozyTqOrl9kSn8oWH5V3tcRKw/4XGzEqFXRUf/a+SSTP4YlX9KAOd+3Tap+z3PqCSNBPEklxC6AqUMVwXjI9DhFNes15FpMjQ/s2XZlRUZbG5hKk5wQ7x/zFeu0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWHdf8AI9aT/wBgy9/9G2tblYd1/wAj1pP/AGDL3/0ba0AblFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWH4s/5A9v/ANhOw/8ASuGtysPxZ/yB7f8A7Cdh/wClcNAG5RRRQAUUUUAFFFFABRRRQAVgSeJbi2MJvPDmrW0Ms8UHnSPbMqNI6xqSFmLY3MOgNb9Yfiz/AJA9v/2E7D/0rhoA3KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMPwX/yIvh7/sGW3/opa3Kw/Bf/ACIvh7/sGW3/AKKWtygAooooAKKKKACsXXSYL/Q7wNtSO+8uU+qyRugH/fbR1tVm+ILCXU9BvLW3KrdFN9uzdFmU7o2P0dVP4UAcfqVgJvHeu6MU8uLXtIbdOTwZCnlqoHchUc/lWL8NfF2lac2qW2r6nbWUt2yaiz3k6xB5ZR+8RSxH3NqL9QfQ1t+Lrn7Rpfh7xtYRSFrCVZXTaWdYZMCRdo/jzhOfu7mPY1yWq2mk6L8QYb2/tLTUNCvP36m4jWWJbedslwGG0bJmJJ67ZlA60Aeof8Jv4S/6GjRP/BhF/wDFVwTQx6t/ZMcVyLWS+OrT6bczRsqNKdQiuLc5I6MI9w7lenUVzfiW20201nWJIbDR7a8sbqKG00hdHicTIzYBLBcEuuGAPzc4BBYY9a8c20Vx8P8AWJJoQJbaxluYcHmGVIyyMpHQqQMEUAcRo/hfUtYg1LQ49Zl0qyjug17pXlKZLYnDKsbjrGcAq4wDs5UneDp+G9J1HVvD+s21tqGlQ2d5e3cN1ZT2EskkQ3GPy2ZZ0wRGqAYA4x9Ty2j+ItYvksJm1NrG61ow211qMiKVgSG3iZVOQMGRp3YEEHLrjuayPE9tPNLqc0UdprWr2twllDfHT1mF6kkch2BArbpIzGAG5YbWDHGKALfjTwTpXgjQ5gsInNxYStdCAtEHjW+siETczlcBmGSWOT6AAc1ZfFvXPDTT21v4V8OWFwP3VyE01oXcrkEOFccg7uMevStJrPXYfCE0C2ep2dy73P8AZcFwvlzIhvNNEYUAKFO/PQAZye9ZsiXtnFMmt+GtKt4o55rq3c6O9vvCBQiguqF4iXBVSS5Iw/B5ALx8D6nqnhzwxr1hcXkepam8doYIo0BXyFfypY2d02nyoAQc88/MA2D01t4e8eaNphh0aDVob2xg+zaUjLpqxCNmjadpBuJyzJkD5iCBl23GsjTdP8U+IfDd1J4k1BfJuZra2t7fUtKGxRO0cXnW+SjI0Yk/hUIT0JzkaulfDfw1oZnlms4tfm06GFl2lx9taWVxuCBmXgAIo6FlbdgcgAs6pq1xb3kulXfgLxReQWEj3Fg0IIMLyHevMRZPlO4K4JKjK461znjHRNc8UW0OuajpGp2Xnzr5YujDEkc0rNHgoWMmMJaKOACFdiBnlfFujaB4agsvE9hpGmR3E0LXDadeB5YQ4k8swlGK/MRMWIxwbY4AG6o9aGk6v44uX0DS7KOwhxYW6WUKxLcucqxynqXKhv4SYG6NQB0aq0fw1uxZOIpdY1SODTtwxtAbzRGfTDiRMdq9E1jTbPUNd8OaVPCXhsmbUYwGICtBtSPofWUHB67T71ztnYi78a6PoEUhltfDtuJ7yQAbZblsNlh2bdtcEf8ATQdjXWaQft+v6vqfWJGWwgOcgiPJkYf9tHZD/wBchQBu0UUUAFFFFABRRRQAUUUUAYni7Efhu4umdkWyeK9Yqf4YZFlb8CEIPsTWN4lkbTvHnhjUMqltM72s7k4yWG2JR65aQn/gNdjNDHcQSQSqGjkUo6nuCMEVwOr2FxrPw3aAM7avocmBJsDyCWDKlwv95oyXX/fXjtQB5JqfhOO98YQaF9mu5f8ASpbeRbd40llERIRUMhC8W6o/PB3KO9dYmq6vp9pFo+t+CPEmpzWK+ek9shCpdOA7FTEWTh2Yq4OVDbdoxVP4gwJqsWl+LbS1triO8VLkxSqJIxcwD97E2Ttw0aYPqLcjnIqafTtC8QxPq2i+E7G+huHaEwQ2jILKDy4z5p8krvcFmJQfOxJVSPLbIBd1C98SarpEupzaXrthod4l5Jr6qtosvlLH5apGsrFwFCEHhSckgZNYSeCNY8c6pBJc+IGguby3jvn+02kYS6gZCFnRI8L5iq6oynlCchyCtdjZeG/Dbz+HbT+w9Kmzq93Gsn2KPNzbRRTqGfC8gMYxk9WCt3Fcl4Z8RarD4R0y9W8MU9ppq2UFzIqstuk1zMGlbIxhVtIkHBxnoelAHZ+DPDl/oGq6zpOi6xZxLY+RbCO/snnkaPYZRINsqYVpJpscHoRniuc8RfDfTvB2lPqEPkG6mjvYV+zxyRoif2fdE8PJISSVXktgYGAOcx+JoANTu4tQv9P8QS6dZLqFvdS2qvsYSAGBvvblcMRtLEgyIVA6nlLSx8QWkEzXWl3+naY1re+bHcwCBXuf7Pn+ZYwiAD/W4IBOMBjwtAFfTviTe+F5UFj4T0O1lijDWs1xYFrkxPgoGlUoW+Rh82PmGM5yTXefD601nxlpcvia1vY9L1SHUJ9rRwZiljkAkKfNnADvKf4sbzxkAjnbXSdZm1ODTvEOg6eIb17e3ubx9Km+0FyztJtuJF2mVj8hYMR8ybOASOg0rXtV0vwzYa5Za1aqhufKTw7bwIvyZP7tAcHJA3g7QxDDJb+IAbcaeU8K6vqt3fPcWrxXZgvZUCPqV5NE8SeVGMnygHkxjG4yEgBQK9T8PnOs+KT66on/AKR21eY6nqx8MaJYXxtxftoFvqVvYrct8mYryC2ikIHBZUcg9M4PIzmvVvDuif2FpzRS3ct5e3EhuLy7l+9PMQAWx0UYVQFHACgUAa1eYXV80l/411lZIwsEDWNlM/RZHxEyHvxJCp994rt/FOtp4e8PXWoM8ayKu2HzPumQ9M4/hHUnsoJ7V5y+kM+m6B4OZX+06nONQ1RZACwhHCrLg8NsTG4cb4h6igDoptKiu/h7oWg3kPljVZoBPAHKnlvtEqZBz91HHBrvAMDFYR/0/wAZIo5g0u2LNxwZpeBj0KorfhKK3aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArDuv+R60n/sGXv/AKNta3K5nWpNQj8Z6OdOtra4m/s+9BS4uGhUL5ltzuVHJOccY/H1AOmorD+1eKv+gNo3/g2l/wDkaj7V4q/6A2jf+DaX/wCRqANyisP7V4q/6A2jf+DaX/5Go+1eKv8AoDaN/wCDaX/5GoA3KKw/tXir/oDaN/4Npf8A5Go+1eKv+gNo3/g2l/8AkagDcorD+1eKv+gNo3/g2l/+RqPtXir/AKA2jf8Ag2l/+RqANyisP7V4q/6A2jf+DaX/AORqPtXir/oDaN/4Npf/AJGoA3KKw/tXir/oDaN/4Npf/kaj7V4q/wCgNo3/AINpf/kagDcorD+1eKv+gNo3/g2l/wDkaj7V4q/6A2jf+DaX/wCRqANysPxZ/wAge3/7Cdh/6Vw0favFX/QG0b/wbS//ACNWP4mufEjaVAJtJ0lF/tCxIKanIx3faotowbccE4BPYEnBxggHaUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuVzl1o2v6isEN7rGmNbpcwXDrDpsiO3lSrIAGM7AZKAZwetT/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AG5RWH9q8Vf8AQG0b/wAG0v8A8jUfavFX/QG0b/wbS/8AyNQBuUVh/avFX/QG0b/wbS//ACNR9q8Vf9AbRv8AwbS//I1AB4L/AORF8Pf9gy2/9FLW5WH4L/5EXw9/2DLb/wBFLW5QAUUUUAFFFFABRRRQBzKWsFvqeo+H7xA2naqslxbq3Qlv9fF9cnzB3O98cLXCyaJNeWt14Mv/AC31XTGafR5ZcKLqBgd0WewZcjjG0j5c+VmvUNY0warYeUsvk3MbCW2uAMmGVfutjv6EdwSOhrmdU05vGOnZQjTvFGkP8pV/9VJjI5xzG+AQcHoMg4ZaAMn4b+JoLowaHqy51O0Vksbi5jAkkjUkNGc8rKmCrL6DI3D5q7vXoLK78Paja6jcrbWVxbSQzzM4TYjqVJyeB1715VqOnDxfNK8MX2HxfZ4a7st/lNcmMACWJs/LIARg5IwVBJUpJVa98X3Ov+HRoeuukF7BcLi5uE8qC5K5/dXC9YXxlsHAJTIYKQSAOsNNDw6dYXF1pRikEenpqFu32qzuZY4ykQkTckkE/lgKGVuenoK09b0u88HWAvdLutEv9btSXi0uSMxJ5ZTbI0cfmF5JiNo3O7ErkAc4Nuw0J9K0DxZr+qaJpkNnc2YuYtIVUlhXyUZuQMocsNw29yT1NeWWul2qeHri5M9tBII4Jjp0lrue585VLEOvKLtZThMfLgfLncQDbh1HxfFpfhu31LSrayuFhSy0aCSCRXLR3liQ1wCflUmMDPy554+ZcyeFNA8aeINfv4NbR9Cs0v59Slle3ALXEism2MyAh4+MFclSuQTyKu+DrGyt7TVo47SCO90rVtN0tnESLI4TUFJdioGS3yg/9cx1qbRI4PEGjWPiTU9Bh13UdbaYXctxHI6WMSzeWCqgEBVXsMOeucbiADH8X+FNO8K6xp+n6rFpr2epyM0kmlWaRXT7VJ4892jiG/YMJtDAsPY3tN03UrebS7HwxL4w0ySzilEUN/YWYZ0c7zjdLEXUMc4beASOnQ19UstB03+0tHs9HtLi10XW0FxchEVhbTQSgI0h5JSQsoLsACEyepE2j+KltdO0+bT5ptRntnjup7m8DJDZMYGjNv5hJJUFyVRVLMAQNxO4ADdf0fVIUnHiS81qe/vWD2jXEdjFFE0cbq0khEszrGiyM2VChScjDFSJvBVknhjQZfFN+sTpGzxaRAITH9plOR5hXk/3ugzjPBCR1ct7M6ys/iXxRdSR6JIRmSZfLm1HHKRxpn5IcglVBOfvEk4ZOj0iH7dcxeMfFDQaVpdqmzTLCZgiQJnhznAycKQO5AP8KYAL+kWd54V8KmSTEviTWJ8hZOczyZIBxn5UG52A44cjAIFT3Wk3fhbStOax17UWjivLS3eGVYGSVZbiONy37vdkh2OQwOTnmuasPGepavrOreKbfTYptD0u0YxGVyjpEPmkKjBBkdQGAOMKq9A4Zuv8cX8Fnb6JDdXEdtbXOr26ySupbHl7p1AA7s8KJ/wI0AdTRUVrdQXtpDd20qy288ayRSL0ZWGQR9QaloAKKKKACiiigAooooAKwLk/2N4mjuydtlqm2Cc9kuBxG3/Ax8hPqsY71v1Xv7G31OwnsruPfBMhR1zg49QRyCOoI5B5oA8yu9Gh0rWLzwleOYNI1Zhc6Tdbci0uQRtVewwdoA4H3ByXauV8M6F4esvFF3o3inTjBLPIbdXiupYUjkbkwsVZco4w0ZbJYHBLEEL6fcWCeIdPuPCuvv8A8TGBRJBdKMGdBws6e/O11HTJH3XXPGalpra+U8O+IpIbbxVbxmK0vJs+TqUOchHIwSMjIPUEZHzB1oA9J0nwvo2gym5s4ZRIsPkrLcXMkxjiHOxTIx2rwOBgcD0rxy7isPDunR2FpfabqNjbSyW9nd286TOsUjGXy7yE4DxBgzeYpyu3IxyK0U8U6nZaHqHhLxItwga3MKXU43SW6t8qrPjPmRk/L5qZDBh0YkLf8DaE974s86fT9MgsLfRY4HFqySR6h5jOpkOMhlbYc7ju+Vc5zQAzVfBl/pei/aE8QaPY6mGiubazhQRRTzI+9VeSZ2eRc52glVDEHAxXBQ3/AIqt/DN/c6/phtNKvb2+uRJJA6SvdT2M6gIuf9VznOMAnrwcdVoNpo0nh+LxHZeF7HUpNWubhpofsxK6fGj7UZURdoCLgkAB235BNXU0DRNItviRptlplljTdOaa1ufJBmi863k3IJCN2BtPc8HHrQBBEfH2t+Or7Sdc0LT7a1uEghvNQijljiEULs6SQS7v9bmXK9SCFyo2tWvrvhZ9DWPUH1CznuJ7hIrdrXTVW8nlZyRszL5KyckmURgjBbtXnlpdT+Ob6xuda1eC3ijL2MFzc2/nRKIY0LMEJ2kuzqTu5yUweMHqfhPa6emu3On/AGCCO6utON/aXqWyh4f3jwSFGYbxn5eOBkPgAECgDUtfCtp4qsr7RLzVtOsnjsvsdlpVhcLObVfMjkd5WODI5kiTdjHGectkd1BdeMkt0FxpGgyTBRvePVJkVj3IU25wPbJ+tcRoXg7UdE1DSp7+x0nTLTRmlkuNTjdVNwpBxyTkAD5Tvx8rH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Drawings
All Rights Reserved, Copyright © 2000, Yokogawa Electric Corporation
Subject to change without notice. Printed in Japan.
DY200
Reduced Bore Type (/R1)
Digital Vortex Flowmeter
(Integral/Remote and Flange type)
P -
SD 01F06A00-11EN
SD 01F06A00-11EN
1st Edition: Feb. 1, 2006(YK)
6th Edition: Jan. 31, 2014(KP)
Unit : mm
(approx. inch)
87.5 (3.44)
103.5 (4.07)
H
H1
125 (4.29)
T
L
øD
59 (2.32)
74 (2.91)
59 (2.32)
4.5
(0.18)
ø94 (3.70)
øJ
øCS
øC
N- øG
WITH INDICATOR
ELECTRICAL
CONNECTION
EARTH TERMINAL
TYPE INTEGRAL/REMOTE
MODEL CODE
DY200/R1
PROCESS
CONNECTION
BJ1 BJ2
BA1
BS1
BA2
BS2
L 310 (12.20)
C 185.6 (7.31)
CS 138.8 (5.46)
D 330 (12.99) 350 (13.78) 342.9 (13.50) 381 (15.00)
H
Shedder Bar Material: L, E, X
477.5 (18.80) 487.5 (19.19) 484 (19.06) 503 (19.80)
Shedder Bar Material: B 484.5 (19.07) 494.5 (19.47) 491 (19.33) 510 (20.08)
H1
Shedder Bar Material: L, E, X
209 (8.23)
Shedder Bar Material: B 216 (8.50)
T 22 (0.87) 30 (1.18) 28.4 (1.12) 41.1 (1.62)
J 290 (11.42) 305 (12.01) 298.5 (11.75) 330.2 (13.00)
N 12 12 8 12
G 23 (0.91) 25 (0.98) 22.4 (0.88) 25.4 (1.00)
WEIGHT kg (lb) 58.7 (129.4) 74.1 (163.4) 70.7 (155.9) 102.9 (226.9)
(Note 1) Integral weight is the same as Remote.
(Note 2) In case of with Indicator, add 0.2kg.
(Note 3) The ow direction is opposite (right to left when facing onto indicator) in case of code/CRC.
Integral type Remote type
Terminal Wiring
Integral Type
(BRAIN or HART protocol)
SUPPLY + Power Supply and
– 4 to 20mA DC Output Terminals
PULSE + Pulse Output Terminals
Integral Type
(Foundation Fieldbus)
SUPPLY +
Fieldbus Communication
Terminals
SUPPLY –
Remote Type Detector
T Built-in Temperature Sensor Terminal
A
Signal Output Terminals
B
C Common Terminal
Grounding Terminal
* Use DYC signal cable for remote type.
* T is used for /MV only.