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c+4dq0GRj7eYVap05D3S23THFvvbXIPiX+P9WjUl0q1aeyByE1TR1VXSvVt6oVWr09ZcoUN2HCBPfQQw+5O+64I2iauXTJJZd83/T/w3/THh3qr4V9tbL6W5MW+vTp41ZdddXY5xa2/fff382ZM8c+tEkhQPC9b7/9zk2aNM9dccWTbp997oqFRqGmRYw33zx52R8TA76hQYMGBRVx7UEnbDvssENQUTer3n333eDAr1s2GszXivi11lor9nv4ND3Pnnvu6U477TR33XXXBYUQ58+fb19CJmiveO0ZX2hRp8rGd+vWzS1evNg+tEkgQJCXqjtoavA11zyz7ExrUCw0CjWVYfnnPye5GTOa5j7VkydPDvbgsAeasGnvDu3hkTXabOree+91J598ctGqtmk2rXVRqGj6bNZmn2nveO0hb19z2H7+85+7/v37N7myMgQIGmX69AXuhhuedwceGK0eXKy1azfI/f3vz7qpU+cHgVTPdADu0qVLwQJ+2i3wwgsvDHYPzAoVYNTZdbEFjNVsW2yxRTDVOUsbYg0fPjzYU96+1rD97ne/C/akbyoIEJRs9uwPXN++k92hh/6v/laxttVWN7qdd77cnX/+re7JJyfX1eY+Gvju1atXsN+4PZiErUOHDsF+5Vkwe/bsYPtbLZSzr7OxTau19XgtxNM6Cd2OOvbYY4Om6a7h/9Z/17+rn/o3b9489lyNbZtttlkw0eCdd96xv1LF1dpnniYCBGV5881FwWD6H//4QCw4wrbFFr2XnbX9ya299gFu5ZW3cGuttWGwR/eoUaNqeuZRrZyN6v789ddfX3Tldb6mMZx27dq5rl27uptuuimYnVTugL/GVh5//HF34403BlvOaiBaVXHtzy7UNPFA4zEanK/2d6cWrzqTRoCUQWfiBxxwT7D4Trdqmrp//3uJu/32l9wxxzwYCZBWrS5xG2xwnFtjjT2Xnb22XPYH9799rLX5j4rY6WC8dGltrIKvlfvh2hejR48eRTdYym0an+ncuXOw0HHu3Ln26VKl2Uw333yzO+KII4oussxtCh4N8ld798VaHfdKAgHi6ZNPvnLt20cHlxUo+C8Vhxw0aLo7/vhhbtNNeyw7m+3oVlttB7fCCoXPNnWLQwcQld/O4llbrczI0a0TvU6dAdvXaJsOfJqumrUKv6+88kqwu6Cu4uxrtk37nv/1r391ixZVd0p5rc+880GAeDrnnDGxWzWvvfaR7YZlFi5c4gYOfNQdeOCJywJk9dgfVr6mtRMHH3ywu/POO6t+QK6VNQEaHzj66KODILOvL7dplpVKm9fK1q4q63LOOecEZ/L2d8ltutLS+E41Tz7qce1PMQSIh3z1qlTZFg1TPaEBAwa4/fbbr2DtIdvUT/31uErXI6qFVckaC9B+6cUGqbWNqwa4a/kMWLcE9XloX/NC4w5qv/rVr4JtgKupqVQfIEBKNHfux8su+6O1pNq2vdstWcL+AaXSlYWuMFR/qNAZm226faRig3379k31LK5W6iJpIsJGG20Ue31h04FKU2GzulDP16uvvhqMnRW6naimk47XX3/dPrSi6r3+GQFSAu3o17HjkEh4qOCgFtyhPLrtoLEPjYEUO5PObbodoD2vtZo5qemdtVKZVeMcusVnX1/YNC5w2WWXuY8//tg+tK7oNtwpp5wSXGHZ90BN/123lKq5QVQ9V2AmQEpw9dVPx25dqYQHkqXZWA8++GBwhtnYGURq2tta8/N9ZhDV0t4QCtpC74sOmNUeB6gGnUBo7YV9P8KmwfhqTxSoxz1gCJBG0p7i22wTDY/jjhsRlF9HenSPWLdptG5EZ9X2j65Q0wFDZ+C61dGQWtmdTgO0xx9/fOz1hU0D+dW+ZVNtWmNSqBSLbufdc8899iEVV0+7UBIgjbBgwWexSrV77HFHMFU1S7744ovgDFkH3LASqgZXc6uk6v+H/6Z+6l8r6y+0gn3cuHHBLYtSCvttsskmwYKul156KfJ8tbQ/9vTp04PV2PY1quk++ogRI+xDmiyddGha74orrhh7r9ROPPHE4G+l2rTHfbEyMvo3BWKWESAN0BXGSSeNjN26GjeuulMgdfAbOHBgsJq3bdu2ZZWmUNtggw2CM1itOtaipzQHqJOgW04aoNTr1awb+/sUajrYaq2GFswVOsBobEW3z+bNm2d/bFX069cv7yQDvU79LrVyAlBpGifS2gv7vqmpzla1b2mJrjJ0taGrDvsaw6a/b51AZBEB0oABA6bGwkPlzitN9091G0X3SAtdoifddMZ7xhlnBPs+VHu1b0Oef/75YPBbAWF/j1KaxlGee+45+/RVoZDs3r177DWqabV7tacP1wIdoPUeKmzzvYcvvPCCfUhVaNxDf9vFZpXpbzFrCJAiXn75/aBMSW54aLtZ7ehXCfryP/LII+7www9v1KriNJtmRqlAXhZqOzVEt6p0y6rY7QHbVBZDV3Q6aGeBbsN06tQp9jrVNGMn61eIWaO/o3xjaLpNmaXbRLrSUK0v+zrVNAMwawiQAj799KugzlVueOyww63u9dfTX22ugVDdmig2I6hQ062OLbfcMpgxpC9iviqp+u/6d13G+wSTbpdpJbNqLWXdrFmzgsH0QiUx9Ed5/vnnZ2qnPF1tqpKtfa06O9W9/WrX2KpVuu278847x95XzYrKwuB6Li2EzHdrNmuy94oyokePeKmS++9/xXZLlIr06axTBzX7xcnXdCDX7CStg9AZlm9pCi2a065wWhinMgvrrLNO7Gflawqrs846q2YWqWl6rw0Svf4sUbVanQDY91rjNbqViPLoyk5rjez7q5XtqlicJSq9b19j1hAgeQwfPisWHmed9ZjtlhjNhDr00EOLlmdQ0/4D+vKr0qsO+mnSl1clt7VYLd8Abm7TVcyf//zn4OCXdaoVlfvadUafFbqiy7eqXLdesjIuUw90Badik/Z9VstSiOiEMPe1cQurBrz11qJll7nxUiWLFyc/00WrhHVrqVhw6Euz7777BpfY1Zp6qFsqt9xyS9GS1Wq6n/z3v/890xtGZTVAVNbFXh2paVJAtYs01it99vb91t9iVm5nESA1RqVK7MZIKlXy4ovJn1nffvvtwSwQ+wUOm8oeqNha1s7qNfXx7LPPLlpu5Pe//31mZrdYWQwQnRioJIt9H7feeutg0yKkRydG9paxxkS0RqPaCJAa07v3M7FbVzfdlGypEh2A8x0swqbZQBrTqNbVRmMtXLgwKLGtqw77O4Rfdk07zNoahawFiIoxav2Nff80DlLt/S2aCoWIff/1vdZGUdVEgNSQJ598O1aqpEuX4e7bb5Ob8aIaRoX2UdZ9bo05ZGHVcylUVFDz7AvtQaHbMmmP15QiSwGiKcP5pupqm1yuPCpLFQfs56A7BNVcbEiA1IiFCz93e+4ZLVWy++63u/feS2Zqp87CVX7DfkHVdM/1hBNOCHa7q2WqJFpojESF/7RlbRZkKUCuvvrq2HulTZO0ghqVl29gXVPdq3UVTYDUAJUqOeWUeKmSMWNKr+iaj74E+QZH1XSb4tln62cvdZ1Rq+xGvrIMWgmsleLVXsOQlQBRGRa76ni11VYLtnJFdei7mW+Krya6VAMBUgNuu+2lWHhcfvlE282LpufmK/qng6nKOtdCtU0fKq29/fbbx35vNRUvrObvnYUA0e0pjXXlvg6VYWeqbvVpnUi+xYbVmJlFgGTc9OkLXOvW0VIlhx12/7JL1vIPcBMnTsy7Z4P21R45cqTtXnc0OKxBdPv7qx1wwAFVuy1Q7QDRFOd8pSq05zqyQSvWbdkTlYKv9HgIAZJhhUqVzJlT/mYu2qIyX4kQnZVrr+SmRBMH8s3UUikV7f5XadUOkAsuuCD2XmjvbGSLKjvYAoy6FV3JSS4ESIadd97Y2K2r++4rf0tJhYedV66mFd3VOuuuNt2a0ZWXfU80nbnS70k1A0RrY+x3Q3uVZKkOF/4nXyXkiy66yHZLDQGSUSNGzI6FRxKlSlSpNt+Vh3aRy/Lq7EpQldF840GHHXZYRQfWqxUg+vy32mqryM/WYkwGzbNLY3V2PxH9fVdq10cCJIP+9a94qZL99rvLLVpU3pmwBsxXWWWV2AFSlV7xX1oPoo2r7HukTbEqpVoBosWh9ve++eabbTdkjA7iduOx/fbbz3ZLBQGSMSpV0qnT0Eh4qFTJCy+UVy5EH3S+s2vCI07vVb4y9aqhVQnVCBANymoQNvfn7rjjjsG0Z2RfvppZKreeNgIkY668coTbYourIwFy443l1WzSPfx86zx02wr5vfjii7GBdf1xaOZa2qoRIIccckjkZ2rVfla3KEWcpvbaXUC1V8dnn31muyaKAMmQsWMnLfvQ/+hatjzDtWp1qdtqqxvdscc+WHapknwrzA866KAmP+bRkFGjRsUW0mkfkrRX5Fc6QPR72u+HaoihtmjXQvs59uzZ03ZLFAGSEfPnv+822GBHt/rqO7tf/vJgt+GGJ7ptt73UzZu32HYtiaao2i+VpupWemZRrerbt2/s/dNstTRVOkC22267yM/TJmBZ318e+XXo0CHyWWqdV5oFLwmQDNAMn7322mvZ2W5z17z5+q5Fi23cmmu2dSNHPm+7lkSLimxhRE1VbWrrPMql/d5z30M1FZVMSyUD5LHHHov9bg8++KDthhqhsSw7y1JFGNNCgGRAr169vv8AfvCD5ZZ9AdZyf/rThbZbSTT4aUuya9FRU1hhnjRtpKSz8tz3UtNbVQ4lDZUMEA2U5/4s7ZPCwHlts7estWI9rbEQAqTKJk2aFCszvvHGGy/7wMu7haDNoHKfU021reBHBSXteIiuTNJQqQAZM2ZM7DuiRaaobTqo2+/qtddea7slggCpIm3Dqu1Acz8AFaybOnWq7VoSDfLanQRVVbeaBQLrgaY82wPu+PHjbbeyVSpAdt1118jPUVlwrj7qw1FHHRX5bFWCP40SJwRIFeXbqEeLucql0s65z6n9POqpJHu1aGBZUyNz39vNN9888WCuRICodIv97g0ePNh2Q4169dVXg7/73M9XdyWSRoBUyR133BH7A27Xrl3ZZ4AvvfRS7IujzaCQDB1k7eemmVpJqkSA2JOMzTbbrKLlWpC+Qw89NPIZq8Jy0giQKpgzZ05skZpWiWsP73LZL40G0D78sPzqvfifNm3aRN5jlT5J8iok7QDRXva2jP9NN91ku6HGjR07NvIZ68Qy6YkfBEiFacWoLVinD1YDmuWaOXNm7OojzemmTZWu8mwZ7UGDBtlu3tIOEG08lPv8GndLe3EkKk9XlFr4mvtZX3XVVbZbWQiQCuvWrVvkDVfr0aOH7eZFO+nlPm9aA2dwrm3btpH3OskB6LQDZJ999ok8vxafoT6pokDuZ61blUkiQCro0UcfjZ25tm7dOtgZr1wq36wPL/e5kxiQR36qiZX7Xqtpg58kpBkgWmhmvydJvW5kz4wZM2LfU9V5SwoBUiHz5893a6yxRuTN1irxuXPn2q5e7JWNfhblKNJlF+G1b9/edvGSZoD87W9/izy3xt6oiVbftDg09zM/++yzbRdvBEgF6NaGvW2gltR9cw3g2vLjV1xxhe2GhGnRXe57rgWhH3zwge1WsjQDRCVzcp+bxaX175prrol85loTlhQCpALsWZ/asccea7t50y0I+yG++255+4egYbr1uNpqq0Xe+yRmM6UVICqgucIKK0SeO42FkMgW7SiZ+5lrok0SJzpCgKRMe0z/+Mc/jrzJqtuf5B7TtthfpXYjg3Onnnpq5L3faaedbJeSpRUg48aNizyvwoRJFvVPd0B+8YtfRD77Bx54wHbzQoCk6JNPPnEtW7aMvMGaMjllyhTb1ZtKNdvqm5qmicp4+umnI++9Jknoj6ocaQWILcWy99572y6oU0cccUTksz/ttNNsFy8ESIo6d+4ceXPVkt4WdciQIZHn1wIxLRRDZejszlbqLfc2VloBohl/uc+rKtBoGrS3fe5nv+mmm9ouXgiQlNx5552RN1ZNaweSWisQsrdQdKaByvrzn/8c+QzKrdKbRoCoJL2dvjt58mTbDXVK1S9yP3tdKWtmaLkIkBRoTcbPfvazyBurWVILFiywXcum0u+5P6d///62C1JmZ2PpfnM5jjvuVPfjH7f4vl111TW2S8meeOKJyGts0aIFta+aGC0szv0OaF1auQiQhKlUyTbbbBN5UzXrQfsVJ02LwnJ/jtobb7xhuyFlqjVmS8iorIyvU0+9ONiVMmzXXDPAdimZvYWx22672S6oc7Z6QhILjQmQhGlevT2oq5xAGgYOHBj5Oeutt57tggpRKZPcz6KccZCuXW906657xPftH/8of5Onrl27Rl6fqvGiaTnzzDMj3wHtXFguAiRB2l/anoluu+22iZQqycd+Ibp06WK7oELOOOOMyGdx4okn2i6N1qPHELfppud/326+eYLtUjJN7c59fWntUIfs0klN7ndAVaXLRYAk5P3334/NtVapkjRvKe27776Rn5fEJSn89OvXL/JZlHOL6KKLJritt+73fRswoLwdKkUl53NfXxL3v1FbbHl3jYmUiwBJgGZW2YO52l133WW7JspOHx01apTtggqZMGFC5LNQjSlfSQeIpnXbK+Ny16qg9tgxU83EKndBMwGSAFtrRk1TMdPEQSFbVDrG/nFqIamPpANk+vTpkdemFejMwGp6dKLbvHnzyHdBe9uUgwApk0oj21IlG220kffBo7GmTZvGQSFj7C6TvmWzkw4QO4V3ww03tF3QROjYlPtdKLcWGgFSBl3+2Q9EYVKJBVojR46M/NzNN9/cdkGFqcpp7mcyfPhw26VRkg4Q+11Jshoraost7T5ixAjbpSQESBnsimG13r17226pUCn43J+7yy672C6oMA2c534mvmNgSQeI3cKW70rTteuuu0a+C3fffbftUhICxJPe+Nw3Tk0D6UmXKinEzvrZf//9bRdUWLt27SKfSd++fW2XRkk6QOx3RQvK0DQl9R0NESAepk6dGlTVzX3jNIVXU3krRVc6uT+fGljV17Fjx8hnon1gfCQdIHxXEErqOxoiQDzYTYQ0G0qLCCvpoosuiryGE044wXZBhekzyP1M9Bn5SDpA+K4glNR3NESAeMh9w9SSKo1cClsyRRVhUV22Kq/vdrFJBwjfFYSS+o6GCBAPdgGfmupSVRJnldmT1Nld0gHCdwWhpL6jIQLEw7x584KNm3LfOJVvf+2112zX1HBfO3uSur+cdIDwXUEoqe9oiADxNGbMmNhK8K233joo514JdmYNs7CqL6kZLkkHiP2uMAur6UrqOxoiQMpw7rnnRt48tbPPPtt2SwVz+7OHdSDIOtaBZIjKtG+33XaRN1A1kCpR1NCuLm7VqpXtggqze4KwEh1Zw0r0jJk7d25Qtj33TazEmpCXX3458jN/8pOfUAurirSA1NbCmjJliu3WKEkHCLWwELKll6iFlQG2rIjaPvvsk+qq9HzVeBVmqA5NrMj9LMoplZ10gFCNF0I13gw75phjIm+kWtp1sewmQY888ojtggrRmVzuZ7H22mvbLo2WdIDkO9nQHz6aFvYDybBqVOa125T+/e9/t11QIZrNkvtZ7L777rZLoyUdIGJPNtiRsOlhR8KMy7c3SMuWLVPbG6Rr166Rn5X2JlYo7LTTTot8FieffLLt0mhpBIg92WBP9KaHPdFrgK4Cct9QtaOOOsp2S4StCLzOOuvYLqiQzTbbLPJZ3HzzzbZLo6URIPZk46STTrJdUOfOPPPMyHfglFNOsV1KRoAkTANV9mxPzXdNQDHvvfdecB8z9+fMmjXLdkPKNOPOfg5z5syx3RotjQBRoOW+Pq1ZQdOiBaS534HrrrvOdikZAZKCBQsWuDXXXDPyxqrUyeuvv267lk3rP3J/Tp8+fWwXpOy+++6LfAblDKBLGgFip/K2aNGCmVhNjMY8cr8DSYyDESApGT16dGzmy7bbbhssPkySra55yCGH2C5ImcY7cj+DI4880nYpSRoBsnjx4uCPO/d1pjnBA9miK+Lcz15XzPPnz7fdSkaApKh79+6RN1dN/y1JWkma+/wrrriiW7Jkie2GlHz77bdurbXWinwGt9xyi+1WkjQCRFq3bh15nb169bJdUKfsLcyktqAgQFKkqw1ddeS+wboq0dVJUjR92K6ALvcAhsbTZ2n/gN59913brSRpBcj5558fea1777237YI6pQrMuZ+9Zg0mgQBJmcY9NP6R+yZrfETjJEk59thjI8+/00472S5IiWbY5b73e+21l+1SsrQCZNy4cZHXqhXpX375pe2GOqOJPSqvlPvZP/DAA7abFwKkAu68887Im6ymmVpJlTqZMGFC5Ll1f7OSe5M0VZ999lns6u+OO+6w3UqWVoAsXbo0CI3c11tuLSRk3yuvvBL5zHUX5IMPPrDdvBAgFWLPVNWSWjmuILIrjbt162a7IWG33npr5D3X+FMSi0bTChDRFVLuay53S1Nk3zXXXBP5zJOsxkyAVIgOLFqVnvtma9W6Vq8n4ZJLLok8t4qmLVy40HZDQjQF9je/+U3kPe/UqZPt5iXNANEOdLmvWRMANBEA9cuWcE9yzyICpII0bdKWOlH9rHILmokWs+kMOPe5zznnHNsNCbn//vsj77Xa888/b7t5STNAVFDPTuelCGf9mjFjRux7mtRJqxAgFWbPANVUyTcJZ511VuR5dX/+ww8/tN2QgN/97neR93rPPfe0XbylGSCirQZyX3uHDh1sF9QJnUTmftYquZMkAqTCNF5h/4DVtKdIuVTaxA6SJr3uBPG1N2qqdJqUyy6bGAmQgQOn2S5lsVvcLr/88u6jjz6y3VDjdJtV9fFyP+urrrrKdisLAVIFWgFqp9VpV8MkNoSyK9N/9KMfBZexSIZmMv3617+OvMdaoJekxx+f+314bLttfzdrVjIzZkLaH2TllVeO/A6q1Ir6Ysu3a/bVO++8Y7uVhQCpEu2bbgvwaX/1ckudaBGbnVqqdSFJTRlu6uxkBbUkagpZ48a96a6//jn34ovlLUosRNV4c38H3dqgNlZ9OfTQQyOf8R577GG7lI0AqSLNhrAHo3PPPdd2K1m+kvL9+vWz3VAiXSFq7/nc9/WAAw6w3WrCc889F/uODB482HZDjXr11Vdjtfhuv/12261sBEgVffXVV27rrbeOfAD60MeMGWO7lkTTMu3UPVVfTfrytSnRFdy+++4beU813qQ/oFq16667Rn6fLbbYgivVOmHXnakSbxpVBwiQKtOKcVvqRHPzy13D8cILL8Sma26//fZBaKF0+WbPXXbZZbZbTdGJiv2dhg0bZruhxuigvtxyy0U+17R2oCRAMkDlL+wf8v7771/22eAZZ5wRe179N5Tm2WefDSYj5L6PWr+Txhldpe24446R30tXruV+71Bd2mkw9zNdffXVg7I7aSBAMkJ7SNiDfbk7hmnGkF2voKYNkNA4H3/8sVtvvfUi75+mvSa5GKuaHnvssdj348EHH7TdUCO0UNSO011++eW2W2IIkIzQHh52eqgOVFOnlreI7I033nCrrLJK5HlV5kSDqChOt/ts7Si1G264wXataZr9l/v7rb/++u7zzz+33VADtCg097PUdO1FixbZbokhQDJk0qRJsVslG2+8cdmXn8OHD49NGV511VXd9OnTbVf8f5rS2rFjx8h7plaPOz5qSrn9PSmDU3sef/zx2OfYs2dP2y1RBEjGaJc4+yXo0qWL7VYyTQ+2z6vBel2hIM4uyFRTxWPd0qpHCsbc31UnMpxg1A5dLdvinr/61a/KPvlsCAGSMTrz1U5x9uB177332q4l0fN27tw59rw6KNbyVNQ0XHzxxbH3SQOR2le6XuneuZ0NqAF2BtRrw1//+tfYd3bo0KG2W+IIkAxSTas11lgj8sHoXma5B/pvvvkmWPhmv2jaIbFeBoXLoZDNd+WhMSNNi05Kbp2rsJ1xRumr2e1zlEuTNuzvrr20kW06LthK3NqwrhIIkIxSiW07bqF1HAqBcmhm1u677x47UKj8ie6FN1W6BZBvzEPl9zVTKUn2wB+2Z54pbaGnfXy5tAB1q622ivz+Ck/taIds0vFghx12iHxmmoWlrbQrgQDJMFueXe28886z3Uqmza123nnn2HNr8VFTPOPUuEa+2VYaB9C+H0mzB/6wdegweNlVUONvGdnHJyHfAtRNNtkkkT1rkDxV27bf24suush2Sw0BkmE6K7ZnhCp1Mm7cONu1ZLoSOeyww2JfPjVNBVy8eLF9SF3SdGa7zkNNV2RJX3mE7IE/tw0ZMtN2L8g+NikXXHBB7P3Q1RmyJd9dCq37quQCVwIk4zRwa6vrrr322u6DD8ov8a17/meeeWbsYKGmtQD1vFZEg8MqT2KnTav9/Oc/D6ZUp8Ue+HPbXnsNXHa237hyM/axSdGtLFVute9Lnz59bFdUiSY9aGJH7uejSRAqjVRJBEgNuO2222J/zO3bt7fdvKl6r71toaZbWueff37dLSpTVV1bGDFsmpU2e/Zs+5BE2QP/zjsPiPx/lXFvDPs8SdIWyTpRyX1vtLC1nk8qaoXuTOS7Ba2NwiqNAKkRf/zjH2NfmCRXRD/xxBOx3cvCpvnkaYwFVJpu22k/D1vqIWwHH3xwqqt2Q/bA37//lMj/3377W9y8eUvsw2Ls8yTtySefjBXlW2211RhUryLdNTjiiCNi313t71INBEiNUKmTDTfcMPJh6YzwpZdesl29aVvTgw46KPblDJtua0ybluz2qpWi1fi2VEzYNNMqyTBuiD3wL136jWvb9u7If+ve/XH7sBj7PGm4+uqrY++XSoO/9dZbtisq4PTTT499HirDr5OjaiBAasjzzz8fu2evGTJJrzbVvW5N37Rf1LCpUvDEiRPtwzJHZ2u6cspXUDJsqqpb6TUw+Q78I0fOif33qVPnm0dG2f5p0FhRp06dYu9by5Ytg9tcqBwVRbSfg8brKj3ukYsAqTFXXnll7Et0/PHH225l0+ZT+S6Vc5vmn2v/iHK34U2axmxuueWWWGmH3KbNoC699NKKzlgJ5Tvwa8H3kUcOjfz3o44aFvz3QvI9Txr0+eqkwb6HW265ZUVu+cEF32f7/mtyzeTJk23XiiJAaozOqvfcc8/YlymtMYoJEya4zTffPPbzcpvui2sPgqeeeso+vGI0c2j06NHBTmzFrp7UtBq/3FX95Sh04Nf+5/bfHn64cPkU2zdNX3zxhdtll11i76V21ORKJF0KDzvJRbdd9X2vNgKkBr377rvBpWvuB6eS7Wndl9Zq1759+wYzlOwBxDZN/9WmVarDozGVNOnApb1NTj755KAwpH0ttrVu3do9+mjpJUOSVuzAf9ZZj0X+TWMjGiPJp9jzpEFrg/LdDtTYXD3XCaumfDWutBasGjOu8iFAatTDDz8cW0SkW0rlljopRs89aNCgYNDOfqkLNfVVfSkF0Pjx44M6Xz70uLFjx7qbbrrJnXbaaW6zzTaL/axCTVdsemxWFDvwv/324mVBd0vk3/v1yz9GU+x50rJgwYJg3Mi+x1qTwBTf5OhOQ74Bc7Xrr7/edq8aAqSG5VsEqFXElaAA01oUO6jfmKZ7t9o6VTW5VELk2GOPDZqmIob/W/9d/65+diFlY5qKy2nwVxMPsqahA3/v3s9E/n2nnQa4hQvja3Eaep606ApY4x/53vOHHnrIdkeJtM4j3/ijrjyyFB6iMRj7GrOGAClAA8D2loLOAHSmXylaEa+rgp122in2ha9005dXwaM95pOemZakhg78S5Z86fbY445In4svnmC7Nfg8adK08nxjcVo3otsuOoNG6bTCPN8iQY15ZOW2lWhiRe/evWNbAKhlTfZeUYbMmjUrNmisefoffvih7Zo6jcEoTA4//PBYOfq0mlZLaz95DTTqzLgWNObAf/fdL0f6bLNNP/fqq9HyNY15njTpTDnfFF+1Nm3aeN+ubKpU28qWJ1HTFbh2G8yKkSNH5r2NqaY7EllDgDTg1ltvjX2QBx54oO1WcTNnznQ33nhjMMi92267BfuO2NdZStNAuRYzasaXqgbX6sBtYw78X3/9nTvooHsj/U48MXp7qDHPkzatE8lXEVZNEz2yMGkh6zS2qPfQjmmG72GSe9GUQyer++yzT+w1hk13P6699lr7sKojQBoh3z3Tf/7zn7Zb1amU/JQpU9yIESOCW01ql112WVBiJGz6/+G/qZ/663H1orEH/nHj3oz11X8L2X+rpn79+gVra+x3UAfFbt26VW2ldNbpqt3u5xE2TUCp5iLBkLY70HhrofFO/Xf9e1a3eyZAGkFTLDWFNveDVc2nl19+2XZFlZVy4D/++BGRvroq0dWJlPI8laA91AvNjtNUX50M4L90+09jRXYnwbCdeOKJwdqbatLaKs2e1Dov+/rCpqKkujLJMgKkkZ599tlY8btNN9207qrpZo1mSN1//yuua9dR7vzzx7n33iu++VIpB/6ZMxcG4x+5/e+8878nBaU8T6Xou6bKCPZAEzataK/UbnlZpfGMQlUSNCidhcFyTcT57W9/G3t9YdPr10zMWkCAlCDfwiOdzSBZCgkNdNsrBLUuXYbb7hG2f0MuuGBcpP9uu93uFi1aWvLzVJIWeK688sqx76KaioD27Nkz0zPl0qDyQNqszb4fYdOMymrfstK6jj/84Q+x1xY2faaafZW18kXFECAl0PTJfJsBDRkyxHZFid55Z4kbMGBqUKPKHrxzmzaFKsb2b8j8+Z+6HXa4NfKYXr2eKvl5Kk3391Ui334Xw6YZRxrvyuq986TooKyJHwpO+x6o6b9ffPHFVanLFtKWxdr7p9Br1BT5E044IVhIWmsIkBLNmzcvNh1QpU7+9a9/2a5owNy5HwcrwY84YkjsgF2o9e1bvMCd7d8YffpMijxmu+2iq9Ub+zzVMGrUqILTPtV02+Yvf/nLsqAsXn241rz66qtBbTZ7Wzm37bffflW9padZdAMHDoxtHpbbVANt6tSp9qE1gwDxoBXBdlqgFvtpYAzFab3FjTe+4A455L7YQbpQ22+/u9zVVz/tXn654cKC9rGN8fnnX7u9974z9thSn6daNGh8xRVXxNYs5Tad/aoaQZrbCadNdwBUNke3gXTWbn/HsGmTNtWLqyaVntluu+1iry1s6623XnArstYRIJ5U1NB+KS688ELbDcvowK+tZA844J7YgblQa99+kLv22ufcSy+VduZsn6exhg59NfbYhp7nu+/+E6xi10C8br1NmjTPdqkojQMcffTRBaeEhk2DtCq3X82qyaWYMWOGO+ecc4JFvPZ3yW0aQ6j2+I/uUOjKyJ5ghk0zw/TeV3sWWFIIEE+6p2prFmmxj7avbep0YJ0y5T33t789E9sNsFg7+OB7g6sTzY7yZZ+zsfSaO3QYHHt8secZP/6tWL9u3Ua7f/+74S1z06TxERULLLS9cG7TlbM2Oav2ALOlrX01oGzLCeVruqWsCS7V3D9Fa3G0KVWx2nKq6qByKvWEACmD7sPaueba+zztUutZ9M033wVn4H/968QGbwflNh20NQ7y+uvJvGf2+UvxzDPvxB5f7HnGjp0b66emQfl//nNScGusmjQo26NHj4IztmzTGX7nzp2D6gtz5861T5cqVT5QBQQt2m1sqR6NLWh1drWn0msSjV0nltu22WabZd+tZ+zD6gIBUqb+/fvHvjDa+7wp+Oqrb91TT73tLrlkQqxAYbHWufPQYMaVyqsnzf6sUp1++iOx5yj0PApNu8dIbttnn7vcQw/NKbrzYSVoIawqzepAZr+rxdq6667r2rVr57p27RrUYdP4Q7k1uFRTTWs1VIZHK6y1dqXYILNtujWkmZCqpKCxn2qaNm1aUNXavsawqbzQbbfdFgym1ysCJAGHHXZY7MujP5B69OWX3wQlP3r2HOd22eW22EGzUNP6DS3Se/fd+imbEtKVSLHxHY2PNGYCQCXMnj07GCcodsbcUNNtGj1egaQDqCoH59s2QP9d/65+6l9skL+hplX42nJa4zzVpirZ+j3tToZhU3Xfc889t65KBBVCgCRA9141qyL3S6T7zyo/UQ90K2bUqNfdOeeMCfbPsAfIfG3bbfsHBQrvu2+GW7CgeoOalaKrsVtvneJ23rnw+6PQzdJ7oW2SNVaiigr2IJiFpnpVmoL84ov5N/2qNC3w0y0zTdu3rzVsuvvwxhtv2IfWLQIkIU8//XRsTnqrVq1qdrbF4sWfuqFDn112gBkcW2hXqGm3v1NPfdgNGzbLffRRbf7e5VJAXHjh+FiJlLApYPr3nxIETpZoC+N77703qO5cqBRI2k1Bph0xNaZQjS0TilHl44033jj2msOmv/Us7cxZKQRIgrTy136x9AdZKzToqr0/2rfv7NZeu82yq6qjlv1R94wdBHObwuXMM0cF9/q1WRP+a/r0Be7oox+MvV9h0zTl0aOze6aqsQrtTaEz7lNPPTUYd1DJf/v99ml6Ht3eUlhcd911Qd2nrC501C0/jdPY3yFsq666ajCLLc3trrOMAEmQFjppbw77Jav2oqZiNG9dpel1rzq8p7v88j93LVps49ZZ59BlZ6Pd3O9+d0Pk4KfbWN27P77srOz1qs80yjKNnY4cOcftu+9dsQAJm27zzZ4d3cwqy1SWQ1sATJgwIVhQG24NoCmsudsG6P+H/6YgUn+tuNbja4EmHqhUfqE1NbrboNt/TXHGZS4CJGGa521LNLdo0SITg38hrRO45pprCm6Vu9xyzd1KK23m1lyzrfv1r09xv/3tlcGAuQoPasB46dKmebblSyGr9S2FbgVqvOjyyye6jz9mX49q00mgZlZqsyn7dxE2be2sDd1AgKRi+PDhsS+d9mKuZqkTLRTTYqvGTeX8gWvefH230Ubt3dln3+KeeGJ25u7Z16J585YEV242QMKmSsB33fVyMD0YladFwMUWLrZs2ZJ9VwwCJCW6v2u/gKoKWkkqAaHbCZtvvnnstRRqWsSlyqBjxz7hvv6aK400TJ78btECkqoTpvU1qAxdkRcrBb/SSiu5Xr16VX3dSRYRIClRaQO7aYzGGJ588knbNVGTJ092F1xwQdEKrbZpBbLu5+o+tS7hkT6VThkyZKZr02ZgLEDCpkWNb71VvfIc9U41s1S/rlDJFxVs7NKlSzBDDfkRICnSfVK7l7VW9ya9R4OmEJ999tklLQ5TXz1Gj0X1aOZa797PBFOgbYCo6b9fc80z7pNPOPtN0l133VW0OKPGB3UyhuIIkJSpvo/9ch5yyCG2W0l0laCrBV01FPsjsE1XJbo64Q8je958c5H705/yl1FR23PPge6BB2YGVy7wp3L2O+ywQ+xvI2w6wRs0aJB9GAogQCog3zaWffv2td2K0ipY1RDS+ERji82pafxD4yAaD0H2Pfnk20X3SunYcUgwhoLSqIbXMcccU7DMuu4UaIyy2oUZaw0BUgG6ZaVNbuwXViWri1HJeM2hV10hTQW2X/pCTTOtNOMqayW60TiahaW6YZqVZQMkbJrNVY91xZKmgW/V0NLOjPbvJGwdO3Z0b7/NpAUfBEiFqO6QLb6mqwMNtufSGZBKOXTq1Kno3gK26Z6t1nZoRgnqg8rBXHbZxGCdiA0QNa0r0foSFnPmN2zYMLfhhhvG/lbCttVWW6U+qaXeESAVpFtJ9kusMhGq2nn33Xe7Qw89NLa/SKGmMNLqca0i12py1K9Zsz5wJ5wwIhYgYWvT5oZlB8vn67pseCl0u7ZNmzaxv5mw6Raw9jxhxmH5CJAK0kLCXXbZJfaFtkUYCzWVVdh7772DelWqW4WmRbWz2rUbFAmP3//+H27jjbu7ddft6Pbd90Q3adJU+7AmQwUYdUJW6O9JZdZV3XfJkuruGFlPCJAKU0kTFWCzX+5CTXPU27dvH9QUSnr6L2qP9mPRDo5hWf1WrS51G2xwgltzzX3dSiu1WnaQXDnYk1vFEJsKFTK84YYbio4T6m+IMcHkESBVoOKK9gue23QbS5tUaTphrRSfQ2W9//6nrkePR9xGG3V166xz2LKTktZuhRX+t7Ofxs80kUITMerZ6NGji+5non9TH6SDAKmC5557LvZF125tRx55pHvggQdqdg8RVN7kya+5ffY51f3sZ79xP/xhfPxsgw02CL5T9UZXEwcccEDs9w2brkZ0VdJUy6xXCgFSBboPa//I6/1MEenR4PnAgfcEe3DbA2nYNOHi5Zdftg+tORq/6N69ezCeYX9HNY1/aBwkaxtS1SsCpAoUGLlf+t69e9suQMk0m097cRc6uGrmnjY4057etUYzpjRzqtgiWs28qpdtpGsFAVJh2own90uvlbFz58613QBv2pNbe3PbA2zYtKe3dgJUdYNaoDVUWrNhf4+waa1Hljdtq2cESIWpFlXul19/GEAaxowZE+zVbQ+4Ydtkk03cqFGj7MMyQ6vDtUrcvu6waXX5FVdcwe3fKiJAKkx/tLl/BJopA6RFg8habFps6rj2/J4zZ459aNWoGoPqUtlK1mHTVbvqWqm+FaqLAKkg1b6yfwyzZs2y3YDEae/uP/3pTwUX2WmRqvYA117g1XTPPfcEFXHt6wubKumqoi6ygQCpoEsvvTTyx6DbC0Al6SRmzz33jB2Yw6a9wLUneKXLfLz4ohZH7hR7PWHTtgXawwPZQoBU0BZbbBH5o7joootsF6Aihg8f7n7961/HDtRh097gEydOtA9LnHb7O+6444Ld/+xrUFMlhp49ewa7ByJ7CJAK0cIn+8dRD/PyUbtU6lx7fWvPb/vdDNvhhx/u/vWvf9mHlk0/++qrry76s1WNgerS2UaAVMhVV10V+ePQ7oBAFsyfPz/Y+7vYVYD2Dk/qKmDEiBGuZcuWsZ8Tti233NI98cQT9mHIIAKkQrTJU+4fSY8ePWwXoKq01fGOO+4YO6CHbZ111gm2HfA1c+ZMt9dee8WeN2waf+nXr19QtRq1gQCpAN0CsFtpvvDCC7YbkAkq4tnQTKhSvr+aAXb66acXnQF21llnuUWLFtmHIuMIkAq49tprI38w6623nu0CZIrWYmiSR7G1GNpqudhaDK1B6dOnj1tttdVijw9b27Zt3ezZs+1DUSMIkAqw0xN1tgXUAl09H3HEEbEDf9i0Glx7jmtQPNfYsWOLroLfeOON3aOPPhp5DGoPAZIybexjByeffvpp2w3INO0d/vvf/z4WBGHTlOAHH3wwqMN18MEHx/49bKrDpSvyWqnDheIIkJTpEj73D2jttdeu+CItIAn63mo75WIVce3JUthUCfikk06qyUrAKIwASdkee+wR+UNSOQmglqncifa0KVQ23rbddtvNTZs2zT4N6gABkqKFCxfGZp6MHz/edgNqkhbHtmvXLhYYYVt//fXd4MGD7cNQRwiQFOlyP/cPSvPcmeOOevPYY49FZlrpNtYll1zili5daruizhAgKdpvv/0iAXLCCSfYLkBd0J4cuj2rfcpnzJhh/xl1igBJyccffxy7R5zlzXsAoFQESEoGDhwYCY8WLVowdRFAXSFAUnLggQdGAuToo4+2XQCgphEgKfj000+DCqa5AaIKpABQTwiQFNx3332R8FC5B2akAKg3BEgKOnToEAmQjh072i4AUPMIkIR98cUXrnnz5pEAYTEVgHpEgCRs2LBhkfBYccUVE9vJDQCyhABJ2JFHHhkJkEMOOcR2AYC6QIAkSHsirLzyypEAKWcLUADIMgIkQQ8//HAkPJZffvmgcikA1CMCJEFdunSJBIgqlQJAvSJAEqL9n3++2i8iATJgwADbDQDqBgGSkKfGPOd+0WxDt0qzNd2KzVZyyy/3E/fhhx/abgBQNwiQhFx5Sh/XqtkermWz1u5XzX7rOuxF7SsA9Y0AScB/vvuPO2LNc91uzY5xOzTr4LZq1s7d3/ch2w0A6goBkoA5E+e5Ts16ucOaXegOaPYXt98PT3cfzWf2FYD6RoAk4L4/P+NOatYvaF2a/cNdvusg2wUA6g4BUqb//Me5c9cd9H2AqI27gS09AdQ/AqRMbz6/IBIeJ/+gn/v4nU9tNwCoOwRImR7o/nwkQK5q/aDtAgB1iQAp0/kb3hsJkNF/m2a7AEBdIkDK8M7UDyLhofbB3CW2GwDUJQKkDMMveCESHpf/fqjtAgB1iwApw0Wb3B8JkEf+OtV2AYC6RYB4em/mx7HbV/NnLbLdAKBuESCeHr5sSiQ8Lt6Mfc8BNC0EiKfLtnwgEiAjLpxsuwBAXSNAPCx4fUns9tW/p1G6HUDTQoB4eKzXS5Hw6NnyXtsFAOoeAeLhym2HRQJk6LmTbBcAqHsESIk+evvToN5VboC89cJC2w0A6h4BUqKx102PhEePXw0KKvICQFNDgJTobzuPiATI/V2ftV0AoEkgQEqw+L3P3cn/1z8SIK8/Nd92A4AmgQApwYQbZ0bCo/tadwX7oQNAU0SAlODaNiMjAXLPaU/ZLgDQZBAgjfTpB0vdKcvdEgmQWePetd0AoMkgQBrpqVtmRcKj2+oD3XffcvsKQNNFgDTSP9o+GgmQgcdPtF0AoEkhQBrh80VfudN+HL19NePRd2w3AGhSCJBGeO7O1yLh0XWV2903X31nuwFAk0KANMKNB42OBMhtR423XQCgySFAGvDlp1+7P60wIBIg04a/ZbsBQJNDgDRg8n1vRMLjjJ/e5r5e+q3tBgBNDgHSgP6Hj4kESP8jxtouANAkESBFfP3FN8EVR26AvDh4ru0GAE0SAVLESw++FQkPjYV8+dk3thsANEkESBEDOo+PBMhNB4+2XQCgySJACtA6jzNXvj0SIM/f9ZrtBgBNFgFSwIxH3o6Eh1aif7H4K9sNAJosAqSAgcc9EQmQf+w/ynYBgCaNAMnju2++C6rt5gbI0wNm224A0KQRIHnMeeK9SHhoH5DPPlxquwFAk0aA5DFlyNxIgFy318O2CwA0eQRIHks/+dpd0mpwEB5nNB/gXntyvu0CAE0eAVKApvHqVtaS+Z/bfwIAOAIEAOCpyQdI7liHGgCgcQgQAgQAvBAgBAgAeCFACBAA8EKAECAA4IUAIUAAwAsBQoAAgBcChAABAC8ECAECAF4IEAIEALwQIAQIAHghQAgQAPBCgBAgAOCFACFAAMALAUKAAIAXAoQAAQAvBAgBAgBeCBACBAC8ECAECAB4IUAIEADwQoAQIADghQAhQADACwFCgACAFwKEAAEALwQIAQIAXggQAgQAvBAgBAgAeCFACBAA8NLkAwQA4IcAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4+X+rgd311FsgowAAAABJRU5ErkJggg==)
| Product Number | 3H32-H-04 |
| Purity | 98 % |
| CAS | 307503-19-1 |
| MDL Number | MFCD06739222 |
| Molecular Formula | C7H5IN2 |
| Molecular Weight | 244.035 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-H-04
CAS: 307503-19-1
Molecule Weight: 244.035
Formula: C7H5IN2
![{3-Iodoimidazo[1,2-a]pyridin-7-yl}methanol](data:image/png;base64,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)
PN: 4H01-H-03
CAS: 1036990-66-5
Molecule Weight: 274.061
Formula: C8H7IN2O
![6-Fluoro-3-iodoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-K-0A
CAS: 1219127-01-1
Molecule Weight: 262.026
Formula: C7H4FIN2
TSCA: Not listed on TSCA inventory