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Ga1FFFesAUUUUAVbX/j5vv+u4/9FpRRa/8AHzff9dx/6LSigDN8F/8AIi+Hv+wZbf8Aopa3Kw/Bf/Ii+Hv+wZbf+ilrcoAKKKKAGyf6p/oaogc81ek/1bfSqDOqgknGO9ZVNykD7gvAzz61Uubp4IX8oo8qglUY4yewNWizsyFWUIOTkdf881nXNvDqVzguCLd9yFW/iwQc/TP5/Sueo3a8RmjDtaIMAADyKSTdkL69/SsyJhaSosksjxgZUt2PoeK1Axdd+Op6elFOfOrPcCvOkrqY02rkffPP8iKadkXlxgYz8oAHHA/+tU8kSSFXdclDlfY0zk84waJKwELYzj1qJhgZNTYIByck9OMYqvIr7yfMO0jG3AxWUkQRkh03A5B5BFRyDPenY2rgdAMAVCxO6sWwBiGHJHTpUWRgAke4NOOCeRSeUcEkg+1AhqqvOTwTgGgRpkjOT2zSPlflA71G2ScmqQh5AGFBz3FMd8ZO046Uzv70ZOMZqxXEMjdKRnYtnj6U4sWHK/jTCMjrj3I4q0IQuxUg4xR5mTyOKUxvj7vHrTTGykZx1xWiEw8wd+DnNHyscDB460hTDsDkgDPFKFCscYxkdfSrQiPyWKhhzmkKKqnj5hg5p4mCAgc5JpN/mqFICjitFcRG8gVwRzg5qIu7evpT3jCoOpJHGO1MZy3tWiJG+UQRkjB60mxFdskH0yaQ5PJyaaFZ84UmtUSODRjJG3r09qadnl7dw6g/rTViZyV4BHXNI0RVwp79xVpICUkFwNwPJIpgyWGSCwXBpjRbZQGPynvSOgAOM4U8g1a3AAF2lCO5GaheMBAwJ6AmrTMMkAfMRuBpgCPCq4Ic8E9uKpOxLKbKQcEc4zTCKvgI3z8kjIqPyELurE5AU8e9axmuorFIMQKaQCOOKsNbMACpBBPpUMsTxkAjrxmtYyQiIgjrUdTMrrwVzjtQsQdjk7Pr0rS4rEa1KuT0BP0oWNURWyGPU4qZSVYBlK8Z54qZPQY1QSBjucCrKQjaSzBajEwUFVUc96DKzHcaxlcCY5IOOMdad5ZzwRUYkb25p6s3oPpjrWMkMeqn0609fSkVmYfd4FSjlc4wKykWhB96nigIG2kHrUoTac/hzWMmNAnK1IoGM96aDtPPXFKG7VhIpEgIAp4Y9qiqRawkUPHNKKSMF5BGgLO3RRyT+FY8c11a+KrOW5kH9naxHJaQKRjy5Y2+Qn3dtyj1Bop0ZVb26IUpJG4is3CI7t2VFLE/gKmNrqAAK2Em0/xSOkY/U5/SuMiVI28fXCfuprSK3e3kRijQsY3JKkcjJAyOh75qfTYlu9Xvp7+EQzS6BBcvglTFIxAZ1wQVbHPGPSumOBhyucnfS/3pMzdST0Wn9M6k2mqHJA0xAD/FeEk/ktQ3C61aoXSytLsAcrb3WW/AEZP4Vy39oasfB+i6+VOdOEVxexkEm4Qu8Yx7mMFj/vA13Bt7WVA5vHMEgDILcYZkPIO89AQR0Gfesq2HjRtzxVrtbvoTyymnyzlf5f5FDR9Tj1i0knijZDEwWRW5wTnGD3HBrqdD/wBXN9RWMnkwWq2lnbR21spyI07n1J6k1s6H/q5vqK5Kfs/rS9lt/wAA6KKqKmlVd5dTWooor1DUKKKKAKtr/wAfN9/13H/otKKLX/j5vv8AruP/AEWlFAGb4L/5EXw9/wBgy2/9FLW5WH4L/wCRF8Pf9gy2/wDRS1uUAFFFFAEc5228h9FNZCXEcmS7Dn+E1rzANBID0KkV5r4rS80e2nvkmEdop3NEMgyseAOCMD1rjxUpRastCkcl8TfF+o6Tqi2MF7uVP3iJC20JkfxEdT7ZrK+Eni7WJvFK6VcSmeC53O28klcc8VD4a8Mjxfrk13qyTCzGSBGT8zZyEBPIHX8q9W8O+DtD8OxT3GnWp81wF81gWIGOQO+M81DnBLl6jszZ1GZbeMy7XeGOQl1gTcc8HoBkn6VoW9zFLbho2bGcHcpU5/Gs5jHeagCcsIjySeAcYxitXYirtVAB9Kmk+aTktgFJ49ah+UORkbupFLyMjPA6VE23fvH3wMZ9q0lIQjcHJPFQvz1p7OD3qJmA4rFtEkbLnp0qBhhvUVKz46VEzg+1ZNoBr7VBGe9RM2enSnlc9DmprTTbi8PyLtT++3T/AOvSinJ2RJUDkHoDQXGDz68VJeQC1upIQSwU4zjrVY9au1nZgSkA4JxTACGfbjNM60lWK5KONwBH3s/hUZK+Xjdjg0ykwScY5q0Ie0gAyG5IHFBmAbON3fmowjNkAc0mw4J9O1WhMcZgWBxjsaZIobODk59etKyqoBzk0x3z90ba0RI9oFBIOQcZHoajKFosjIPXFM3MONx/OjzGUABuBWqTE2OUKFTrz/OgIjKfl+bODUfmkDGB1z0pokI3ZAOfWrQhyJseQEcY4pigxtIo44yDT/tDZJIBz+lN8xWORjcO571auK4E5dD/AH1wajORHGW6hsUsgfcp3AHGR6CopBIRuY5ANaJCHylDuTdhhzzUbyJtJzlmXBFM8tixG3kcmmlW2ltpwK0ikSKJgFHy5ZRgE1EZX24BxznilMb5Ax1GaTy354/WtUkiWN81wSQQM9cCmiaRXLhzk96cYmwCehppVVyGNWrAIbiQ9TnjFHnOx+bgcE5OaaWUL8q8+pqJiWOSa0SQExucYIQFv7xqIzDbtKA88Uw1GRVqKFcmSQcjlR2A/rUySZf72cjGaqrUiik4jLYIwc8DPfvTlA2qeOOtVwSVxk4qVXz1ANZSAn6Mp4HOPrTx8rgk4OOahTYcbs5p6qpYjd9PesJIZMpAzhuCcinoykdehqMR4Kj1p4TC5BJ5rKRaH7+gx2p/mNjrTNmDnORUoQetYS3Ghy4YehpwFIoGKeo5IPasZFIAKqammpNa402JpH6v5Y3OB7Cr6jk+tPUkFWHB9qzUlGSk1cmrT9pBwTav1RW/4SWxtLZbWNJtPVlHmIyOJXOOSzgZPfmo2bw/qcFjbjTru4t7ED7Mkcl0ShBOCGBycdBnp2rYTUb1UwLqXr3cmnHUbxx/x9Sj6ORVvERTurr5/wDAM40qyXK5Jr/D/wDbfoVYNEsXmubpPDU+bt1a4N3PII5CM4LxyOAwGTxg4zU0uiabJqct/dx20k80RW4C3E7CUDGxNoYJt45XGKa0jOcuxY+pOaUGsZY2a+G/3m6pLqI9lpsljc2bWJFvdMDPGlxIqsAu0KoDfINuFwuBgAdKlijtre1t7S0t/JggTYimRnIUdBliTx2plOBxXJPEVJrlk7o1UUtUiQVt6H/q5vqKxBW3of8Aq5vqKML/ABkUa1FFFewAUUUUAVbX/j5vv+u4/wDRaUUWv/Hzff8AXcf+i0ooAzfBf/Ii+Hv+wZbf+ilrcrD8F/8AIi+Hv+wZbf8Aopa3KACiiigCO4kEVtLIVdgqEkIpZjx2A5J9hXD+J7j+2dNTTYrLUwk8qiaX+z5v3cYOSfu9eBXeUUnGMtxa9Dxr/hG5NNvVl01dVWMljtGnzYU4+Xqn5/WujtJbolRdx6rsHBCWEy5PrwlehUVzPB0m7u/3jvLuclZ30NtFtNtqjEH7x06fJ/8AHKsHWY+1pqf/AILp/wD4iuloraNGnFWSF73c5ZtXQ/8ALlqf/gun/wDiKiOqA/8ALlqf/gvn/wDiK66ik6MGHvdzjTqI/wCfHU//AAXz/wDxFMN+T/y46n/4L5v/AIiu1oqfq1MPe7nDG8J/5cNT/wDBfN/8RUf2p/8AoH6n/wCAE3/xNd7RS+q0hWfc4D7VJ20/U/8AwAm/+JrTsvEdzbhY59N1OSMcAiwmyP8Ax3musoq4UIQd43Cz7nEX99595LJHYaoVYgg/2fN6f7tV2uXJz/Z+p/8Agvm/+Jrv6KToU27i5X3PPvPchs6fqfP/AFD5v/iaabiQrj+ztT6f9A+br/3zXodFP2FMOV9zzxp5G/5h2p9f+gfN/wDE0hnlLZGnap0wf9Am/wDia9Eop+xgLkfc85NxPk40zU8cdbCb/wCJphmuT107U/wsJv8A4mvSaKapwXQOR9zzMtcE/wDIN1P/AMAJf/iaQtcf9AzU/wDwAl/+Jr02iq5Y9g9m+55gTc/9AzU//AGX/wCJppF1n/kGan/4Ay//ABNeo0VS5ewvZPueWlbo/wDMM1P/AMAZf/iabtuv+gZqf/gDL/8AE16pRTvHsL2T7nlWy7x/yC9T/wDAGX/4mmGO8J/5Bep/+AMv/wATXrFFVzrsHsfM8n2XwPGman/4Ay//ABNLtvsYOlamff7DL/8AE16vRT9ouwvY+Z5Qy3jE50jVPwsZf/iaaUvTu/4lOp85/wCXGXv/AMBr1min7Vdg9j5nkhS/OP8AiUalx62Uv/xNMaLUMnGk6kPT/QZf/ia9eoqlXt0D2HmeOm21AjnS9U/8Apf/AImmm01D/oE6n/4BS/8AxNeyUU/rHkL2HmeMmy1DH/IJ1P8A8Apf/iaabHUf+gTqf/gFL/8AE17RRT+tPsHsPM8VNhqR/wCYRqf/AIBS/wDxNNbT9SP/ADCNT/8AAKX/AOJr2yiq+uS7B7DzPFFsNSH/ADCNT/8AAKX/AOJp4stRH/MJ1P8A8Apf/ia9ooo+ty7B7DzPGhaahj/kE6n/AOAUv/xNPFrfj/mE6n/4Ay//ABNexUVLxLfQPYeZ5ALa+/6BWp/+AMv/AMTThBej/mFan/4Ay/8AxNeu0VDrX6D9h5nkoivQc/2Xqn/gDL/8TUgF7jB0vUz/ANuMv/xNerUVLqJ9B+x8zywfbO+manj/AK8Zf/iaepugB/xK9Tz/ANeMv/xNeoUVDcX0D2T7nmKtcAc6Zqf/AIAzf/E08SXGT/xLNT5/6cJf/ia9LoqHGL6D9m+55sJbjOf7N1P/AMAJv/iad51xkf8AEu1P/wAAJv8A4mvR6Kl0odh8j7nnXnzHrp2p/wDgBN/8TSiaT/oHan/4ATf/ABNeiUVLoUw5H3PPf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i258SN4M10T6TpKQnT7gSPHqcjsq+W2SFNuATjtkfUVsfavFX/QG0b/AMG0v/yNWHqTaxeeBPFGp6rutkudNuPs2nsoBt4xG+C5HV2yCR0HA9a6az1mK61nUNLeJ4bmz2OA/wDy1iccSL7ZDL7FaAKv2rxV/wBAbRv/AAbS/wDyNWP4ZufEi6VOIdJ0l1/tC+JL6nIp3fapdwwLc8A5APcAHAzgXbXVrzxJri/2TMItCspCJ7sLk3koyPLjJ42KfvOOpGB3NW/Cf/IHuP8AsJ3/AP6VzUAH2rxV/wBAbRv/AAbS/wDyNWPc3PiT/hM9MJ0nSRMNPuwqDU5CpXzLbJLfZ8gg7cDBzk8jHPaVh3X/ACPWk/8AYMvf/RtrQAfavFX/AEBtG/8ABtL/API1Y/ia58SNpUAm0nSUX+0LEgpqcjHd9qi2jBtxwTgE9gScHGD2lYfiz/kD2/8A2E7D/wBK4aAD7V4q/wCgNo3/AINpf/kaj7V4q/6A2jf+DaX/AORq3KKAOL8M3PiRdKnEOk6S6/2hfEl9TkU7vtUu4YFueAcgHuADgZwNj7V4q/6A2jf+DaX/AORqPCf/ACB7j/sJ3/8A6VzVuUAcXbXPiT/hM9TI0nSTMdPtAyHU5AoXzLnBDfZ8kk7sjAxgcnPGx9q8Vf8AQG0b/wAG0v8A8jVQ1DVF0XxJruoyQSTQwaZYtKIxllj8653NjvtGWI9BWnrfiG20jT4Z40a8uLpgllbQEFrlyMgKegGOSx4A5oAw9aufEh1Xw6ZNJ0lWGoOYwupyEM32Wfgn7OMDG4555AGOcjY+1eKv+gNo3/g2l/8Akas02+pW8/hc6vdrc30uqySSbFCpFm0uP3af7K9Mnk8nvXXUAYf2rxV/0BtG/wDBtL/8jVj+ErnxIvgzQhBpOkvCNPtxG8mpyIzL5a4JUW5AOO2T9TXaVyPgvWIl0fw/o0sTxytoltcQSN92YBFDge65XI9GFAGl9q8Vf9AbRv8AwbS//I1QeFnunvvEjXsMMNwdTXfHDKZUH+i2+MMVUnjHYf1qK81e81rXG0bQpRHDaup1LUAAwi7+THngyHueiA+pFXNC/wCQx4n/AOwmn/pJb0AblFFFABRRRQAUUUUAFFFFAFW1/wCPm+/67j/0WlFFr/x833/Xcf8AotKKAM3wX/yIvh7/ALBlt/6KWtysPwX/AMiL4e/7Blt/6KWtygAooooAKKKKACiiigArDtf+R61b/sGWX/o26rcrDtf+R61b/sGWX/o26oA3Kw/Gn/Ii+If+wZc/+imrcrD8af8AIi+If+wZc/8AopqAODu/EehxzR3kOs6c7p8kiLdIS6E9hnkg8j8R3rO8M63o9lpFlazapYojWMLOr3CDy5Aiq6sCeO3Hrursq5LQjdf8I9pkbKZJFtIbq0kZuXOwb0/8eI+je1C0fqdNP95Fxe6/L/gP8L9hvhfxBoNnpMtmdVtIlt7u4RDNcqDIplZgwJPIIYc03Ttb0az8TX4/texNrJbReVILhNiBXkJQtnGcyHA9PpU+jyJDax6tEf3Et3dRTHHVGuZCjfgx/AOx7Vea2W68T6gpZkdbK1ZJF+8jb7jkf556Vq+76/mYRdrxkUL3XtEn8RWLrrlksaWlxmRLtMK5eHbnnGcBuD1waS78RaZPqejKdU06TyrtnaSK5QrjyJVyRnI5YevXrVx7mSLxTp4vxFEwtLhFkDgLIS8GMA8g8dD6jk1b1b/kJaF/1/N/6TzVm00RKDTujN13xFok2nxLHrOnuwvLViFukJAE8ZJ69AASfYVpf8JPoH/Qc0z/AMC4/wDGq+uQtb2cKxn/AEc3lsxU9I9syMcexAIx64xW7QTGV9OpzHh3xFokHhnSYpdZ0+ORLOFXR7pAVIQAgjPBo0LxFokOnyrLrOnoxvLpgGukBwZ5CD16EEEexrS8Mf8AIp6N/wBeMH/osUeHv+QbN/1/Xn/pRJQUbvgG6t7yPXri1ninhfUxtkicMpxbQA4I46g119cr4K/1niD/ALCY/wDSW3rqqQzD13/kMeGP+wm//pJcVuVh67/yGPDH/YTf/wBJLitygAooooAKKKKACiiigAooooAKKKKACiiigDD8F/8AIi+Hv+wZbf8Aopa3K5nTNF8SaTpNnp0Gt6S0NpAkEbSaVIWKooUE4uAM4HpVr7L4q/6DOjf+CmX/AOSaAK9hY22pXPi6xu4hLbXF+sciHups7cGpvDfheLw+ksst3PqGoTYWW9ueZGReFT2AH5nJ71XtNF8SWdzfzx63pJa9nE8gbSpMBhGkeB/pHTEa+vJNWvsvir/oM6N/4KZf/kmgAuv+R60n/sGXv/o21qrH4KsF8SSarJNNJB532qKwY/uYrkgBpsd2OARnoSxHJ4JNF8SSatb6idb0nzoIJYFUaVJtKyNGxJ/0jOcxLjnufwtfZfFX/QZ0b/wUy/8AyTQAeNP+RF8Q/wDYMuf/AEU1R+I/CkPiGW2m+2XFlLGrQyyWx2tNA+N8RPocDntjiodT0XxJq2k3mnT63pKw3cDwSNHpUgYK6lSRm4Izg+lWvsvir/oM6N/4KZf/AJJoA1rW1gsbSG0tYkht4UCRxoMBVHAArJ8J/wDIHuP+wnf/APpXNR9l8Vf9BnRv/BTL/wDJNVdP0XxJpts8EOt6SyvPNOS+lSE7pJGkYcXHTLnHtjrQB01Yd1/yPWk/9gy9/wDRtrR9l8Vf9BnRv/BTL/8AJNVZNF8SSatb6idb0nzoIJYFUaVJtKyNGxJ/0jOcxLjnufwAOmrD8Wf8ge3/AOwnYf8ApXDR9l8Vf9BnRv8AwUy//JNVdQ0XxJqVskE2t6SqpPDOCmlSA7o5FkUc3HTKDPtnpQB01FYf2XxV/wBBnRv/AAUy/wDyTR9l8Vf9BnRv/BTL/wDJNAB4T/5A9x/2E7//ANK5q3K5nT9F8SabbPBDreksrzzTkvpUhO6SRpGHFx0y5x7Y61a+y+Kv+gzo3/gpl/8AkmgBLdVfxxq6OoZW0yyBBGQR5l1Vfw94MtNAvJLk3E15IgMVn55z9kg7RJ7e/UjA7Ukei+JI9WuNRGt6T508EUDKdKk2hY2kYEf6RnOZWzz2H42vsvir/oM6N/4KZf8A5JoANd/5DHhj/sJv/wCklxW5XM3ei+JLy5sJ5Nb0kNZTmeMLpUmCxjePB/0jpiRvTkCrX2XxV/0GdG/8FMv/AMk0AblcXpugLr3w68MLHdy2N5b2NtLb3cIG+I+SFbGexUkH6+1bH2XxV/0GdG/8FMv/AMk1V0zRfEmk6TZ6dBrektDaQJBG0mlSFiqKFBOLgDOB6UAbOk6TZ6JpkGn2EQjt4VwB1JPdie5J5J7k1Q0L/kMeJ/8AsJp/6SW9H2XxV/0GdG/8FMv/AMk1PommXWnNqE17dw3Nxe3IuHaGAwouIo4wApdj0jBznvQBq0UUUAFFFFABRRRQAUUUUAVbX/j5vv8AruP/AEWlFFr/AMfN9/13H/otKKAM3wX/AMiL4e/7Blt/6KWtysPwX/yIvh7/ALBlt/6KWtygAooooAKKKKACiiigArDtf+R61b/sGWX/AKNuq3Kw7X/ketW/7Bll/wCjbqgDcrD8af8AIi+If+wZc/8Aopq3Kw/Gn/Ii+If+wZc/+imoAxKwtEtzceDdGCMElSygeJ/7rCMY/DsfYmrH/CMaB/0A9M/8BI/8KzfDvh3RJ/DOkyy6Np8kj2cLO72qEsSgJJOOTQ1ccZOL5kSeH5Gms7izvokCXE9yUj4wB5rhozjuBg++T6VDpUr6X4jurTU7xZJDaW6Qzv8AL5oDz4z2Dc4xnJ2k+tYs/hjT59Ge4EVvbQpe3KTOtuGKxrcShcAY4HAIHYD0q/aaXosev3S3eiaeI/sluyGK0V4+Wm+cYX5dwx1/u9eATpGV1Z/15nTWpKUVVp9enn+v9Pqbt2iS+KLBHVWRrC6BVhkEb4KoayY9GvNIuJJ3Fil4T5ZBcxkwSjg9duCTjnGOPSs+fwxoc/iO0bTraxCzWtxK2YUmidleEDKngD5j90g+/XKPp+iz6tptm+gWNtcx3pSeP7Km2RTBMQVOPmXK55HUe1NK22qOdPldpHQeIgsukxAgMjXtnkHkEG4jq9asyF7aRiXixgk8sh6H69QfcZ71ymqaFpFrH9mbSrHe15bPFKbdNzxtcRh1Jxk43YPqGGe9bF14b0OKMSrounbYzudRapgr34x26/hjvWclZmdSPK+b+rE/hj/kU9G/68YP/RYo8Pf8g2b/AK/rz/0okrN8O+HdEm8M6VLNo2nySvZws7vaoWYlASSSOTRoXh3RJtPlaXRtPdheXSgtaoTgTyADp0AAA9hQM7TwV/rPEH/YTH/pLb11Vch4Btbezj163tYIoIU1MbY4kCqM20BOAOOpNdfSGYeu/wDIY8Mf9hN//SS4rcrD13/kMeGP+wm//pJcVuUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFYEPjLSbmCOeCPVpYZVDxyR6PdsrqRkEERYII70/wD4SzTv+fbWf/BLef8AxqgDcorD/wCEs07/AJ9tZ/8ABLef/GqP+Es07/n21n/wS3n/AMaoA3KKw/8AhLNO/wCfbWf/AAS3n/xqmQ+MtJuYI54I9WlhlUPHJHo92yupGQQRFggjvQBv0Vh/8JZp3/PtrP8A4Jbz/wCNUf8ACWad/wA+2s/+CW8/+NUAblFYf/CWad/z7az/AOCW8/8AjVH/AAlmnf8APtrP/glvP/jVAG5RWBF4y0m4QvDHq0ihmQsmj3ZAZSVYcRdQQQR2IIp//CWad/z7az/4Jbz/AONUAblFYf8Awlmm/wDPvrH/AIJbz/41R/wlmnf8+2s/+CW8/wDjVAG5RWH/AMJZp3/PtrP/AIJbz/41TIvGWk3CF4Y9WkUMyFk0e7IDKSrDiLqCCCOxBFAG/RWH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1QBuUVh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNUAblFYEfjLSZXlSOPVnaJtkiro92SjYDYP7rg4ZTj0IPen/8JZp3/PtrP/glvP8A41QBuUVh/wDCWad/z7az/wCCW8/+NUf8JZp3/PtrP/glvP8A41QBuUVh/wDCWad/z7az/wCCW8/+NVe0zV7PV453tDN+4l8mVJ7eSF0farYKuoP3WU9O9AF6iiigAooooAKKKKACiiigCra/8fN9/wBdx/6LSii1/wCPm+/67j/0WlFAGb4L/wCRF8Pf9gy2/wDRS1uVh+C/+RF8Pf8AYMtv/RS1uUAFFFFABRRRQAUUUUAFYdr/AMj1q3/YMsv/AEbdVuVh2v8AyPWrf9gyy/8ARt1QBuVh+NP+RF8Q/wDYMuf/AEU1blYfjT/kRfEP/YMuf/RTUAYlZXhj/kU9G/68YP8A0WKP+Eesv+e+p/8Agzuf/jlZvh3QrSbwzpMrTagGezhYhNRuFGSg6APgD2HFMRpeHwDpkwPI+3Xn/pRJVSG3ktvE9+tiI1As7djG+drZefgH+HGOwxyePSDQtCtJdPlZptQBF5dL8uo3CjAnkA4D9eOT1J5PNEGhWh8TX0XnahtWztmBGo3Gcl5+p35I4HHQc46mk1c0hNx22K2p/bL3xJZjR2js79Lac3PmoM43RYBODnOePXHtVvWZXuJ9EvLSFPtsd46bJB8w/cSl489iduM9Oh6VWv8AQoo/EFotpLfb3s53YG/nLSbHhwu4vkD526EckZziotR0rTY7rRrxLq/W3mumWQG8nLFjC4BLb8qRgg+gyOmc1Cb2e5vPlqQXL/T7enb7jT8QSw3eh2l/FG0xS7tZIVB2ksZkAB/Poe4rcgmjubeOaM7o5FDKfUGuM1vRrXT5IYfNvhBdXdt5Wb+bCyGdN4+/ySCWB6ghjngY1odCs4b+S0aXUFRl82HbqNwox0YcPyQcHPfdVNdjnWsbdifwpO8nhrTkmIMotIWz6qyAg/zH4VL4e/5Bs3/X9ef+lElY2i6Najwzo1y01+A9rAZdt/OoAKDph/lAJ6DAx24FT6FoVpLp8rNNqAIvLpfl1G4UYE8gHAfrxyepPJ5rNGUdPd7HaeCv9Z4g/wCwmP8A0lt66quQ8A26WkevQRtKyLqYwZZWkbm2gPLMST+Jrr6CzD13/kMeGP8AsJv/AOklxW5WHrv/ACGPDH/YTf8A9JLitygAooooAKKKKACiiigAooooAKKKKACiiigDD8F/8iL4e/7Blt/6KWuM8RfFu50XxhdeHbLwvcajcQFQPLuCHfKBzhAjHGD+XNdn4L/5EXw9/wBgy2/9FLXnfxm8Ni0VfGtjqk1jqFuqW+2LKtISSAVcEFTtLZ65A7UAXdN+MUmo6Xrs/wDwjjRXukxrK1m138zpv2yHJQbdnBIwa3vC3jLVPFv9mX9npUMelTpIt0xn3PBKpIA7Z4CnpzvHTBrw7TJ7zwfrWla/rnn3tlrllK1yM7nljfcrKSx5P3G59RXafALWdt3rGhZdomAu4crjGCEbPuQU/I0DPcqw/Bf/ACIvh7/sGW3/AKKWtysPwX/yIvh7/sGW3/opaBHLeNPijL4U8TxaHb+HptRnliWRCs+wuWJACqEYt0/PPFVNF+Ltxqt9qWnz+GZbK/tLOS5jtpbo7pWQAmPBjBBK5I4PSqvxX0qy1k3WqW95PYan4dhEpmVOJd2GRVYMCGDEEHtu79vLNPudX0G+0Dx3fXE94Lm6dWeRi8jrHhGBZjzlSyjPp7UDPa/Cfj7V/Gj2dzpuj20Nik7xagJbnc8fAKlTgcEE9jkjHy9a9Cr5++DWu2tt8Q9T06xSSPTtSDtbxyD5l2EsgOCRwhYflX0DQIw/Cf8AyB7j/sJ3/wD6VzV51448T32s65faVa313Y6Lpzx29y9mB9ovLlz8sEZz7H6bWJzwK9F8J/8AIHuP+wnf/wDpXNXk11Etrqfi7w1faYL6SfVBqSxbD58tu5O57cjrKgII9fn9xQMxrix0rSLDSr+CHxBod5fQzTPcx3JkaApNsDTJtUspyCSNuM9DXvugx6nFodoms3Nvc6gIx501uu1HPqPwxzgZ9B0rwqaHWfFeh+GI5L26OoyaTqCvI1x5RcJIVCyMRyuFAOevcjOa9m0CwsbG2s7uDWJbuOS0htI2N1vhk2LgMg6bjg5I60AdBXEaWk14LfTlu57eCW+1aWQwOUdil4wA3DkffNdvXmkviSx8LpZX9/OkSNeavEhdXILG9zj5FY9Ae3agRe1ARWWvRWgvtYexjZYr26/tFwIJZMeUvXnPG70DoehNaN3ay6LqtmkGo6lNHdRTq6TXBkKlU3Bl3cBsjvxzzXnz3ttdXHnXPhmfUbtyGmmUXqEM7HdgeQSFzghSTjIAJxWpaeMYddu0guVMc1jFctLCRIzohgbAO+IFjgejE+h7gGxpL+KNQMVs+panayPEXFxdabEEPHcLKeckdP610B07V7S5juJtdee3EyDyPs4XILgAFs+h/HFeJReIdFsrpLvT/LinD+YrrbJuQoBnafsfHHzHHp2zXq+heMYtZ0a0EsOoNI9zCkdx9imZJhvT5zIIVRcnI7AYoA29C/5DHif/ALCaf+klvTvFXiS38K6DLqU8bzOCI4IE+9NK33UH1/kD1puhf8hjxP8A9hNP/SS3rG+JunXtzoVhqNhbG6m0jUItQa3B5lRM7gPfnP0BoA1PC0nim4hnufEsVhb+btNva2u4tEOciQngnlenHBrD1DxT4i1vxBfaN4OtLLbp7CO81G/LeWJO8aBeSR3PPQ9OCek8OeKtG8V2RudIvFmChTLGeHiJzgMvbofY4OM15H/ZWi6D4z1nTfFOo6tpaXl493Y3UF08cEyOc4bA4YdCT+OMDIB7rWHoX/IY8T/9hNP/AEkt63Kw9C/5DHif/sJp/wCklvQBuUUUUAFFFFABRRRQAUUUUAVbX/j5vv8AruP/AEWlFFr/AMfN9/13H/otKKAM3wX/AMiL4e/7Blt/6KWtysPwX/yIvh7/ALBlt/6KWtygAooooAKKKKACiiigArDtf+R61b/sGWX/AKNuq3Kw7X/ketW/7Bll/wCjbqgDcrD8af8AIi+If+wZc/8Aopq3Kq6np8WraTeadOzrDdwPBI0ZAYK6lSRkEZwfSgDkqyvDH/Ip6N/14wf+ixXRf8IU/wD0Mus/982v/wAYqK18ApZ2kNrb+ItZSGGNY41xbHCgYAyYc9BQBheHv+QbN/1/Xn/pRJRb/wDI2aj/ANeNr/6MuK3bfwClpEY4PEWsqhkeQjFsfmdizHmHuWJoXwCi3cl0viLWRNJGsbti25VSxUY8nHBdvzoAwrj/AJGzTv8Arxuv/RlvVTVrZY9Y0ouY/sk14xdHP8ZglXAHfdnp7e9dQ3gFGu47pvEWsmaONo0bFtwrFSwx5OOSi/lTbr4eQXvk/atf1iUQuZEBFsMMVZc8QjszD8c9cUn5GlKSi7PZ7/15HJ61539jGx8wLdQ3dqIJnXd8pnQK/uRyD9D61otK9/psV5FGVu7dixizyHXIeP8AHkZ+hrWvfh2Ls2zf8JDqRMMit+9jhbABDcYQHOVUgsWGQMg1PH4BWK4mmTxFrCvNguQLb5iBjOPJxnGBnGeB14xqpKwTaUlKL/r/AIJg+Hog3hLSoZVBH2GJHU9D8gBFN8NFBpk0SyNI0V5dK7MMEnz3JP61t6f8O4tMtEtbXxFrMcKDCrmBsf8AfUR/Tin23w+gtA3ka9q6M7OzP/o5JLOXPHlY+8zHpxnjA4qHa+hjNWleJP4K/wBZ4g/7CY/9JbeuqrL0PQ4tDguI47m4uXuJvPlluNm5m2Kn8CqANqKOB2rUpFGHrv8AyGPDH/YTf/0kuK3Kw9d/5DHhj/sJv/6SXFblABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHF+EvE1hb+DNChe31YtHp9uhMekXTqSI1HDLGQR7gkGtK68QaJfRCK703U7iMHcEl0K7cZ9cGKpvBf/ACIvh7/sGW3/AKKWtmSWOIAyOqBmCgscZJOAPqTQBy15e+FdRigivtAurqO3BWFJ/Dty4jBxkKDDx0HT0FLp+oeF9IaRtN0K7smkADm28O3MZYDpnbCM10888VtBJPPKkUMal3kdsKqjkkk9BVPRdVXWtNW/jtp4IJWPk+eu1pE7PjqAeozzjFAFP/hLNO/59tZ/8Et5/wDGqx/CXiawt/BmhQvb6sWj0+3QmPSLp1JEajhljII9wSDXaVh+C/8AkRfD3/YMtv8A0UtAFK51Tw3e/aPtWi3s/wBpVVn83w/ct5oU5UNmH5gDyM9Kiku/CcunRadJ4euXsYWLx2zeHLkxo3PIXycA8nn3NdXJLHCm+V1RcgbmOBknA/UgUrukcbSSMqooJZmOAAO5NAHJ2F14T0q4Nxp3h65s5ipUyW/hy5jYg9srCDjgVpf8JZp3/PtrP/glvP8A41VrRNZi120kvLeCZLXzCkEsgAE6j/loo67Sc4JxnGehFaVAHF+GfE1hDpU6Pb6sSdQvn+TSLpxhrqUjkRkZweR1ByDggiqfiq08MeLUhe7ttet723IMF7baReJLFzng+VyM+v4YNdJ4T/5A9x/2E7//ANK5q3KAPGz4XjvlNtrXi3xlf6f0+zDR7xNwznDko2/6kVZ8TaLbarHpFpol7qmi2GlsJYIIvDl4580HhydgyR785JJJzXrdFAGBD4rshDGJoNXaUKN7Lol4AT3IHlnArj0j8OeI/D72uq2esP5eo30kbw6VdMVDXUjYyIiOmMg8gjBwRx6fWH4T/wCQPcf9hO//APSuagDiv+Ed8L72f7R4w3tjc39n3eTggjP7jsQD+AqzpmleGNJup7q3HiYzzoySSSaRcsxyME58jOccZ6jJxjJr0Z3SONpJGVUUEszHAAHcmlVgyhlIIIyCO9AHnUml+F5ZC7f8JYG2LH8tlfr8oAA6R+gH171p6dd6NplsLaBvEzQCUS7JtLvJORgjloSQPlHAPr6mt/S9dt9Zu72OyR5La1cRG6GPLkk/iVPXbxk9MnAzg41KAOL0XxNYR6r4idrfViJdQR126RdMQPssA5AjypyDwcHGD0IJ2P8AhLNO/wCfbWf/AAS3n/xqjQv+Qx4n/wCwmn/pJb1uUAc3BruhWtxPcW+malFNPgzSR6DdK0mM43ERZOMnr6mi913QdStzb32l6jdQk5Mc+g3TqfwMWK6KOWOaMSROro3RlOQfxrNg123u9fn0m1R5mtY91zOv+rhY42xk93I5wOgHPUUAV/8AhLNO/wCfbWf/AAS3n/xqoPC13HfX3iS5hWZUfU1wJ4Xhfi1txyjgMOnce9dHWHoX/IY8T/8AYTT/ANJLegDcooooAKKKKACiiigAooooAq2v/Hzff9dx/wCi0ootf+Pm+/67j/0WlFAGb4L/AORF8Pf9gy2/9FLW5WH4L/5EXw9/2DLb/wBFLW5QAUUUUAFFFFABRRRQAVh2v/I9at/2DLL/ANG3Vblc5cvqGneLLy9h0W8v7e4sbaFXtpIBteN5ywIkkU9JF6Z70AdHRWH/AG7qP/Qp6z/39s//AI/R/buo/wDQp6z/AN/bP/4/QBuUVh/27qP/AEKes/8Af2z/APj9H9u6j/0Kes/9/bP/AOP0AblFYf8Abuo/9CnrP/f2z/8Aj9H9u6j/ANCnrP8A39s//j9AG5RWH/buo/8AQp6z/wB/bP8A+P0f27qP/Qp6z/39s/8A4/QBuUVh/wBu6j/0Kes/9/bP/wCP0f27qP8A0Kes/wDf2z/+P0AblFYf9u6j/wBCnrP/AH9s/wD4/R/buo/9CnrP/f2z/wDj9AG5RWH/AG7qP/Qp6z/39s//AI/R/buo/wDQp6z/AN/bP/4/QAa7/wAhjwx/2E3/APSS4rcrmZptS1bWdEJ0C/s4bS8eeWa4ltyoX7PNGBhJWYndIvaumoAKKKKACiiigAooooAKKKKACiiigAooooAw/Bf/ACIvh7/sGW3/AKKWrmuaRDrmj3OnTMyCVfklT70Tg5V191YAj6Vz3hjxBa6d4T0ayurPWY7i3sYIZU/se7O11QAjIjweQelav/CWad/z7az/AOCW8/8AjVAGHZ6frnit4YfFFolrp9gwWW2ByNQnX/lof+mOeQvc9eBXcAYGBWH/AMJZp3/PtrP/AIJbz/41R/wlmnf8+2s/+CW8/wDjVAG5WH4L/wCRF8Pf9gy2/wDRS0f8JZp3/PtrP/glvP8A41WV4Y8QWuneE9Gsrqz1mO4t7GCGVP7HuztdUAIyI8HkHpQB02qaZa6zpdzp17Hvt7iMxuO+D3HoR1B7EVx9rpviLxEsejeIYvJ0ywIS6lDfNqrKflxj7sZG1m9SdvQGt/8A4SzTv+fbWf8AwS3n/wAao/4SzTv+fbWf/BLef/GqANpESONY41VUUAKqjAAHYCnVh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNUAHhP/kD3H/YTv8A/wBK5q3K47w94gtbHTZobmz1lHa+vJgP7Huz8j3EjqeI+6sD+Nav/CWad/z7az/4Jbz/AONUAblFYf8Awlmnf8+2s/8AglvP/jVH/CWad/z7az/4Jbz/AONUAblYfhP/AJA9x/2E7/8A9K5qP+Es07/n21n/AMEt5/8AGqyvD3iC1sdNmhubPWUdr68mA/se7PyPcSOp4j7qwP40AddLFHNE8UqK8bqVZWGQwPBBFcHBpXiTa3g9PMttGgJA1YODI9ofuQJ6SDlC3ZVB6kV0f/CWad/z7az/AOCW8/8AjVH/AAlmnf8APtrP/glvP/jVAGrZ2dtp1lDZ2cKQ28KhI40GAoFT1h/8JZp3/PtrP/glvP8A41R/wlmnf8+2s/8AglvP/jVABoX/ACGPE/8A2E0/9JLetyuO0nxBa22pa7NNZ6yqXV8s0J/se7O5BbwpniPj5kYc+lav/CWad/z7az/4Jbz/AONUAYUth4i0nULrQ9BhCadqEpuIb5sFdODHMyhf4jn5kHTLnstdVo+kWmh6bHY2at5akszu255HJyzsx6sTyTVL/hLNO/59tZ/8Et5/8ao/4SzTv+fbWf8AwS3n/wAaoA3Kw9C/5DHif/sJp/6SW9H/AAlmnf8APtrP/glvP/jVM8NSG5u9fvBBcxQ3GoK8X2i3khZ1FtAhO1wGxuVhnHagDfooooAKKKKACiiigAooooAq2v8Ax833/Xcf+i0ootf+Pm+/67j/ANFpRQBm+C/+RF8Pf9gy2/8ARS1uVh+C/wDkRfD3/YMtv/RS1uUAFFFFABTEmikkkjSVGeIhZFVgShIyAR24IP40+qVrplvaXMs8W7c+eDjC7mLN2ycsSec4ycYoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBVtf+Pm+/67j/0WlFFr/wAfN9/13H/otKKAM3wX/wAiL4e/7Blt/wCilrcrD8F/8iL4e/7Blt/6KWtygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKtr/AMfN9/13H/otKKLX/j5vv+u4/wDRaUUAeOfBvWfEHiq1v9PufEF5a22lW1mlslrBbjCujcEvExONgx39c16j/YWo/wDQ2az/AN+rP/4xRRQEdkH9haj/ANDZrP8A36s//jFH9haj/wBDZrP/AH6s/wD4xRRQMP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooAP7C1H/obNZ/79Wf/wAYo/sLUf8AobNZ/wC/Vn/8YoooA0dPsmsYGSS8nu5Hbe804QMxwB0RVXoAOBRRRQI//9k=)
172x150x51 762.0
*:Noise is measured at the distance of one (1)meter from the axis of intake.
Specifications(Nominal)
12
AD17212DB5151M0(0CW) 58.81.65 7.500 265.00 0.750 19.05
19.80
Specifications subject to change without notice.
*Motor protective circuit and third lead wire functions
*Safety approvals
012346789AB
◎
COPYRIGHT 2008 ADDA CORPORATION.ALL RIGHTS RESERVED. ADDA CORPORATION AND ADDA CORPORATION LOGO ARE TRADEMARKS OR SERVICE MARKS OF ADDA CORPORATION.
C
AD17251 SERIES
AD17251 SERIES
Frame
size
(mm)
Weight
(g)
Rated
Voltage
(VDC)
Rated
Speed
(rpm)
Model No.
*Noise
Level
(dB/A)
Current
(A) (CMM) (CFM)
Maximum
AirFlow
(InAq) (mmAq)
Maximum
Pressure
Power
(W)
Bearing
System
Type
3500
24 4300
AD17224MB5151M0(0CW) 64.0
24 3900
AD17224LB5151M0(0CW) 60.6
24 3500
AD17224DB5151M0(0CW) 58.8
12
3900
AD17212LB5151M0(0CW) 60.6
24 4800 65.7
AD17224HB5151M0(0CW)
9.250
8.350
7.500
8.350
10.240
1.070
0.890
0.750
0.890
1.330
1.95 46.80
1.45 34.80
1.10 26.40
0.83 19.92
2.30 27.60
24
AD17224UB5151M0(0CW) 67.92.56 11.800 1.69061.44
◎
5300
48 4800
AD17248HB5151M0(0CW) 65.7
48 4300
AD17248MB5151M0(0CW) 64.0
48 3900
AD17248LB5151M0(0CW) 60.6
48 3500
AD17248DB5151M0(0CW) 58.8
48 5300 67.9
AD17248UB5151M0(0CW)
10.240
9.250
8.350
7.500
11.800
1.330
1.070
0.890
0.750
1.690
1.25 60.00
1.05 50.40
0.77 36.96
0.57 27.36
0.43 20.64
◎
◎
◎
◎
◎
◎
◎
◎
◎
◎
295.00
265.00
295.00
327.00
362.00
417.00
265.00
295.00
327.00
362.00
417.00
22.60
19.05
22.60
27.18
33.78
42.93
19.05
22.60
27.18
33.78
42.93
風扇型號:
Fan Performance Curve
0.0
5.0
10.0
15.0
20.0
25.0
30.0
35.0
40.0
45.0
0 50 100 150 200 250 300 350 400 450
FLOWRATE(CFM)
0.00
0.20
0.40
0.60
0.80
1.00
1.20
1.40
1.60
1.80
M
L
D
STATIC PRESSURE(InAq)
Bearing type: ◎=Ball
※=Sleeve
●=Hypro bearing