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5M4Omsb8z09zUyXgHj16pP79aQDCvffe6zbYYIOMz9cAhJNOOsn985//9F/SbBEgQEIWLFjmRo58w5166rjgCcQPknA76qgBbsCA0e6999K/gy/VZ5991vDkdHrWUNR1113XDRo0KLWhqLpoqkrvdtttl3Vh978ONVn17NnT3XzzzcFEPq2drsq52sJS6/rf8N9016/jdLzqVikYFRb+e8c3NX2pj0LzW9KydOlSd9FFF2UNgdaT0Q033FAVQ6AJEDRb48fPDlYarMYJfZpjMmbMrIYL1iNut90GReGx004D3Gab9XTrrNPO/exnaweztrWM64wZM/y3qChNhtMFtrHJcH/84x/d559/7r8kEVptUOVN/ItouKnGlEqqqzRK0jO733vvvSAUNSpKczX8z9amp4Kjjz7aTZ8+3X95YvR1HHHEEVmfvfnmm7uHH37YP7xZIUDQLA0dOj266Krpp5otWbLSjRs32/XuPdG1bn29a9nyuIYL9Y4NF6fMgnwqda6FjKZOzVwYK23qVN5qq62yLmAHH3ywmz17tn94ItSJracIBZT/ueqsV1POM888EzT3VIqWrlXTmV/DK9w6d+6c6jDlJ598stEnsAMOOKDJbzByIUDQ7Myc+VkwoikMkL/9rXn+8VgsW7bSPfjg0+644850LVq0yLpYhJs6ri+44IKg+SUtCodOnTplfbbCRKGSBjUtaeRWY8Gh9cc1ObGSo7oao6YjLRilDnZ/yLI2PbFoSHMaVIhSgwbWXnvtjM9UIUqFW3MrREmAoFnRMrXx0uzqnK7GJqxi6EKpUU7HHXdc1hDZ+KbO5F69egV35En0Qag56g9/+EOjJcnVjKXmrDToDrtVq1ZZ35/6NCZPnuwf3ixowajf/e53QVNW/GtWP4VGb+mCnwaVwtfPXMER/1yVwh84cGCzKRtPgKBZueyyp6Pw2HvvwdHiULVOd+bjxo1z3bt3Dy7k/kU23NT5e9ppp7knnnii5IuIwufOO+8MOqLj76kOc3WcqwM9Deos1vflfy+aua7V/qqBhhNrHof/RPLb3/42GLGWlpkzZwZzWPxzt+222zaL0CVA0GxMmPBOxmglrfFRj/QEoJX6TjnllJydu9p0N6q+Ai0VG44+ykVPL7rY+e+hEUlpdhBrfoW/jK0CUkFWyf6NpKiWld9P8fOf/zxYrTBNurlo7OlN/TLvvtt0fycECJqFOXOWBAULw/BQFVx8/9Sgu3TNot5oo42yLiDhpuq3ukN+8MEH3fLly6PXa7KfRhH5x6uP5W9/+1vsk5J33333ZZXwOP74492CBQv8Q6uKnvxuvPHGrGbHY489NnjaSov6ZvS5aj6Lf676ky688MJUPzsXAgRN7ptvvnMnnDAmCg8t8JRmkULNDdAaFRprr6YVlbrIVwqjbdu2rlu3bu76668POleb8o7v+eefD4bVNlakL9zUOX/44YcHfQu6O47v00VPZUkKPbGUQ6Gn9vv45yrgVFywlrzzzjvBxMr496nFpfTvaVIAn3zyyVn9Mnpa1QCFSj7ZESBocv37vxyFh4oTqhhiktRZPWrUqKDvQAsc+Rdcy7bxxhsHzUdDhw4N1sluCip9obU4Gmva8De13SsE0xo9FNLdue7E45+tJh/1IdQiBbHmscS/X/VTVWIotj5DNzf+z1qj2SqFAEGTevnlORmztocPT64mkdr9tTaF34yS9Ka7fDUTjR8/vuSO7aSor0Ezp/32eW0qvf7yyy/7L0mcms60lGv8sxUmy5Yt8w+tObpBif+e6YlLy/tWwogRI9z6668ffbb6mCqFAEGT0WxtLSEbhocm2pX79K3mk+HDh7utt94660IabmrG6dixozvvvPOCGc6qfZSvFMZzzz3nbr/99mDoqybX+W3Q8U0LLGl4Z7wfotJmzZoVfT1q5qhEk4ae8vxFlHr37l2Rz24uFNLxSYiaXV+p5Xz1Oxx+7o477ujvTg0Bgiah60p84SetBlhuCXQFR2MzqrVtv/32QckQ9SGU+5SgkNKsZS3Z2tjCStrUHq0+E60HUWmamxB+HZpHkDZ9nibdxb9/PQ3VI4V3y5Yto/OgENH8l7QpvMLP3H333f3dqSFA0CRUniQMDzVhvfLKXP+QoqnTcr/99su6iKuuk2bvqrprmtS+r74If3lXbepzSWtWdy6VDhCVJIl/z5qMWM/mzp2b8QSsJ9a0+0QIENSNWbM+CzrLwwC55ZZX/EOKoieBa6+9NmukkdqAr7jiiop3bmuYpeYDNLZ+xpFHHlmxMt2VDBCd//j3qVpe+H4BqfiTiJ5I0xy9R4CgLvilSrp3HxsM4y2VZk0feOCBGRcvXSxVPyqtyrHFUhOZqrz69Yy0/kMlZl5XKkA0uS0+M1tDovEDNWfF+0Q0oTKtuRoECOrCFVdkliqZO3eJf0hBqogav7vTpr6INGdUW6jwnWaTxy+yKhuiNbLT7FyuRIBoOHD84qhyG2nV0Kpm6iuLj87SqLQ0ECCoeZMmZZYq0X+XSuthx6vYapSRmquSKDKYFnWi+qvPqYBiWhfctANE5zre56Q5MZVuLqwmmkAZ/9mnUfaEAEFN05NGvFSJnkRKpTId8TLgaiKqdAe1lfo/9t9//4wLSYcOHVKZI5F2gFxzzTUZ76+RbcgvPtlQfXZJF2AkQFCz1Mehvo4wPNQHor6QUqjseby09aabbhqs5FZNdOd+zjnnZISI/tiTDpE0A0RriMRDXM1xKEzzilq3bh2dNxW2TLIUPAGCmqVRVmF4aPSVRmGVQhP54iOtttlmm9RLcqQpfgevTU8iSTZnpRkgmoAZvrfKaDTnpsPmRsPN4wUYNeE0KQQIapLmd8RLlZS6PK3ueOOjmbQOQlrrVlSSZsDHQ0R9Ikl1rKcVIFqfO/6+WmwJpVE13fAcan7I/Pnz/UNMCBDUnIULl7h27a5qeFzvF4SHZp6Xco1UeYz4zHJN1NNa2rXCfxJJqjkojQDRjHo1G4bvq2q7KJ2eNOP1yrTaYRIIENQU3U0fc8w5DRf9Q91mm53p9t23f1D7qhSnnnpq9Eeh4nSvvfaaf0jVi/eJaIhvEvNE0giQ/v37R++pFQ0ZdWWnRaniQ7s1LL1cBAhqitp3f/KTVRsu/Fu69dc/wD333Jv+IXlpxFX4B6Ht/vvv9w+pCepDiI/O0nDfcmesJx0gumvWUN3wPf/617/6h6BEWlgrPJ+HHXaYv7tkBAhqxrRp04Iict//Qv/YXXzxNf4heenuNr5ut1baq2UKjPg8EZU9KUfSAaKVBcP309eZ5mJU9UL10/TEqXOqp5Fyh/USIKgJGpIa77fYddddSx5hdO6550avV12pJUtKn61ebTTZML7CXDnzW5IMEDVFxtvstYojkqH+j/C8aj2ZchAgqAlaajP8RdYok1ILyM2cOdP99Kc/jd6jUuspNAcqexJ+36riay0Fn2SAaOZ/+F6rr756XYR5pWgUW9gXopuHcuY1ESCoeiNHjox+ibVZ+i06d+4cvV71lerJwoULM+pLaT0RiyQDRM2H4XupUCWSFV/BsZw1VAgQVDWt3Kc71PCXWOtvl0pPH2EzjtqH33yztI73WnDnnXdG51AlwDWUuVRJBYiaI+MT37RsLpI1ZsyY6PxqmLR1LhABgqql8uV77LFH9AvcqlUr98UXX/iHFRRv/iq3I7la6VzG1xOxzFZOKkCGDRsWvc8OO+zg70YCtIZM/KlTS9NaECCoWlqNL/zlVZ0kywqAGon0w8itHwVlsOuVqrWG52GjjTYqeQnepAJE67+H70PneXq0amZ4nnv06OHvLgoBgqr01FNPZYwe6tOnj39IUXSnHb7HXnvt5e+uK7orVXCE52P8+PH+IXklESDqwA/rj6mj9+OPP/YPQUI0kTD8ea233nqmZiwCBFVHNaniFzoV2rP88osWhArfZ/Dgwf7uuhN/qit1iGcSAaIZ8eF7qP4Y0qO/GfV3hefb0tdEgKDqHHroodEv7frrr2+eQa2hvuFwRt31NvWStM2BJpqF51bnpJTSIUkEiBbpCt/jrLPO8ncjYb///e+j823p96qLAAm/QW3FsrwG6RswYED0c1ETluYLWPXt2zd6ry5duvi761b8qayUIdFJBMg+++wTvYfWYkG6Bg0aFJ1vS2kTAiQHy2uKoVXU/vjHP7qdd945uHvW5DUNQ9Us6hNPPDGYwKY/RGRT2YX4+hznn3++f0hJ4nM/7r77bn933bruuuui83LSSSf5u3MqN0DUBxPv/1iwYIF/CBKmSYThz0zXoVKbggmQHCyvyUfNJf7Sorm2TTbZJFgDAT/QvIStt946Okdt2rQJLjhWKia41lprRe9X6sz1WqaRaOF5UTHDYpUbILNmzYper7kJqAzdyIbn/cMPP/R350WA5GB5TS566ohfrLSimgrFaRLc8uXL3eLFi4MhqOrAjHdq4Qfxchsqsa5V1soxffr06P3UIY8fKAjWWGON6PwUW+qi3ACJLxx10EEH+buRkniz4WOPPebvzosAycHymsZoIaJwwo7a7G+99Vb/kAwKE82mLvdza8no0aMzfh4K33KpbT98v1JHG9WDTp06RedHJe6LUW6A3HTTTdHre/fu7e9GSk4//fTovGv9lVIQIDlYXtOY+B/i1Vdf7e/O6aKLLvL/qS7pkTp+N5xUiXXV/wnf8+KLL/Z31z3104Xn59prr/V3N6rcAIkv5DVw4EB/N1Jy8803R+f9jDPO8HfnRYDkYHmNT52+4XuoX4PO8dJoJvSee+4ZncPNN9/cLV261D/MRGuBh+977733+rvrXrw2VrH1xcoNkHgf4eOPP+7vRkomTJgQnfdSC4kSIDlYXuPTnW34HkmtO11PLrnkkuj8qVRJEktwhuJDVV944QV/d91TbaTw/CjEi1FugGhkYvj6WlxGuLmaMmVKdN61jk4p6i5ALJtVu3btovd45pln/N3IQzOSw5XTtN14443+IWXZYostovcut0O+Fs2ePTs6PxpiXoxyA2TLLbeMXv/222/7u5ESy886RIAUsVnFy21YZ0v75s6dG1xca3l76KGHMvo9DjzwwJLHpxey4YYbRu//ySef+Lvr3vz586PzU+wotXIDhJ9J07D8rEN1FyDFsrzGF5/0lsR6zhp6Gq8cWw+bhjWncTHRUODwM7T+BDKpLH54frTCYzHKDRB9Dj+TyrP8rEMESA6W1/iSDpD4Ogn1sqVVIVcXuPAzNKkQmXROwvNTbBiUGyD8TJqG5WcdIkBysLzGl3QTlkKoV69ewcSfWt7iCxtpS2OUFE8g+VnuSssNkPgTiGVhMNhYftYhAiQHy2t8dKLbnXbaadG508U+6U5V2tvzs7SLlxsg/EyahuVnHSJAcoi/RjV6VGBOd8ctW7YMCiCqNIkCQjPLv/76a//lAYbx2qn21TbbbBOdPw3xLKf2lY9RWPlZRuaUGyCMwmoalp91iADJIf6aQtsuu+zS6FoS06ZNi45RcTgmEpZGgwbi/UiaHZ0U5oHkxzyQ+sE8kALCb1BbseKvURVYFTqcOHFicGekAogqNT1y5Mion+PMM8/03yKgonDh++gpplj6PDh3yy23ROdPJb71M0gCM9Hza+qZ6KUW9YNdfCa6hsyXggDJodjXTJ48OThGawo3RrWcwkq8mhh3++23+4dk0Apw3bt3L/i59UQL3YQ/C53nJNrHqYWVX1PUwor3e1ELq3LiC6vluhHOhQDJodjXhCMYWrRo4e+KqDlgzTXXjN5PQ1NVDVbhsmLFiiA0pk6d6i699NKM2vz43sKFCzNGtCUxsZBqvPk1RTXePn36RK/XaENURjy4teJnKQiQHIp9zXPPPRccU6jtUE1f6oSPv2+uTf0l48aN89+irmmGepKlTVgPJDcFQVOsB6Lf+fD1HTp08HcjJXvvvXd03kstYlkXAZKGRYsWBb/wuthrnY9iL/gKnPPOO8+1bt06mGWtEV0ae61+Fi1pq/ehs71xfnFFdf5ZsSJhbk21IuFbb70VvV5zgVAZ8UXsPv74Y393XgRIicKTFW4aasrys5WRdHl31kRvXFOtia7h8GoK1us1YELzE5Cu+BBeNbOX2jRMgJQoHh7aNMxU7cUasov0aRngePPKCSec4B9StHjnYZcuXfzddSs+xFl9RcUqN0AkPhJr+PDh/m4k7K9//Wt0vo844gh/d0EEiJGWnlVoaLjtqquuGjRFqZ0e6Rs1alT0S6vNusStmq10p6v30I1AY3N56k28GUnnRAM8ipVEgGjVzvA91LmLdB155JHR+baMfCNAEhCOo9aEQlTGKaecEv3iqtSJdTZ5/G578ODB/u66oxui8HyUOjotiQB5/vnno/do1aqVvxsJ8vsBdfNQKgIkARqKqxOYbygvkqVSJyq7EP7yKrxzlZTJp1+/ftF7pFX5t1qoVEx8uPT48eP9Q/JKIkD0M9QTffg+lDRJj+rzhef517/+tb+7KARIAsaOHRucQI3IQuVozfl4qZMLLrjAP6QgVUmOr7GiEUj16o477ojOg4JEgxZKkUSASLxZ5bLLLvN3IyEaIBGe57PPPtvfXRQCpAjbb7+9u+GGG4I1uefNmxf8YWkCofpA9Au+yiqrBCdQ7beorP79+0e/wBpObSmBcfLJJ0fvoYtXPdLvdLyMvp7MSpVUgIQ3ZNo222wzfzcSoCUM4ksaWIfEEyBFCE9Qvq1r164l37EhGYccckj0c9BM/lLXXpk5c2YQPnq9Jiu++eab/iE1L177SvMC1ERYqqQCRE1p8bZ5il0mb8iQIdH53W677fzdRSNAijBjxgx35ZVXurZt2waP9vrjWG211YLJf3oMZPRV0/rss88y1pLo2LFjyePZ43NC2rdv7++uaSoVs84660Tf//XXX+8fUpSkAkR69uwZvVePHj383ShTfD6VSshYESCoCU8++WT0FKHt5ptv9Q/JS08hGoodvl7NKPUiPqJNTUYaFGKRZIDEL0zqo5o7d65/CIzCArDhuS31iT2OAEHN+H4I6o9dixYbNzwp7u9ef/0D/5C8zj333OiPQf0BS5Ys8Q+pOX7wllMuP8kAkXiNJpX/QTI02jA8r6VW3/URIKgZ6oPaf//j3AYbdGq4k+7pDj74dvfll8UP7dWkuXXXXTf6g1C/Vi3TnecGG2wQfb/lDiBIOkAmTZoUvZ+G9qqpDeVRc3t4TvX0UWrtKx8Bgpry8ccLXJs2l7iddrrF7bzzHe7yy5/2D8lLpcvDPwhtpZTyqCaaRBYvG6IgKacpQ5IOEImvUvinP/3J340SqF8w3vehfqZyESCoOY899m4QHuE2YUJps9RPPfXU6I9CQx1rcXnVc845J/oeNfIsiYEgaQRIPNBVgXnWrFn+ISjSoEGDonOppw+tR1QuAgQ16corn4kCZK+9Brs5c4rvz/BnuWuE10cffeQfVrWuueaa6HvTdtVVV/mHmKQRIBJfR0dPTSidluCOD41OaoImAYKatHz5N65Ll1FRiHTrNtZ98813/mE5qcz12muvHf1xbLvttsFw4Wp32223ZYSH1oYvdchzLmkFiOblxEfIjRw50j8EBRx//PHR+dtiiy3cypUr/UNMCBDUrLfe+sztscddUYgMGFBamRIt/hUvlaK1X1SJoFr5Tx5a9c9SPyyXtAJE4mu0a7LoJ5984h+CHEaPHh2dO1Wf1si7pBAgqGnDhr0eBcguu9zpXnmltPkEDzzwQHAxDP9IVO+s2CVemwt1mMf7PMI/dpWzSFKaAaKFw1TwL3x/NWXp+0J+qrAbL1nSrVs3/5CyECCoaWqd6d17YhQiHToMdYsWLfcPy0sduerADf9Q1LRVznyJStLIqvhoK2168kg6PCTNABFVj1WHf/gZSfXd1Cr15alMSXi+1HSV9NwmAgQ1b/HiFUFwhCFyzjkTg2ApheYkhMutatPkuyuuuKJZ3wWrqSI+z0Ob+jySbLaKSztARKERfobCRLOqkU39Wscee2x0rvS7+8Ybb/iHlY0AQV1Q05WasMIQUdNWqVSNuWXLlhkXZC1INX36dP/QJrVo0aKgPEm42mJ4sdXFN6kO88ZUIkD8+Surr746y0k3onfv3hm/p9ZVOwshQFA3brnllShA1LmuTvZSaSTWgQcemPHHqYul1iJp6iVxNRNfY/3jo8e06SkkiXkehVQiQEQd6L/5zW+iz1KnerX1S6Xp8ssvz/j59+rVyz8kMQQI6oaG8XbvPjYKEQ3z1XDfUuku+Nprr80YoaVtzTXXDJq1SllHPAkqf67FoOLreYSbypOUO8O8WJUKEFHxy3hQbr755hX7Ppuzvn37Zvz81YyVZjMrAYK6MnfukmBiYRgimnBopXXY99tvv6yL9hprrBGs8Pbqq6/6L0mURtiogGS8lH24qapupTv6Kxkg8uKLL2b0SylE6vlJ5JJLLsn4HdA6OWmvUUSAoO5MnPhOFCDaVPqkHMOHD8+YuR7ftJql1pJ5/vnny/5j1p2klty97rrrgr4X/7O0aTEoredhLclejkoHiDz66KMZw6zVnFVvfSL6verevXvG74EqGVfid4AAQV1SkcUwQPbee7CbN2+pf0hJdHFXkGiRMf+iHm5ahEyLXak0uWaEP/vss+6DDz4ItnBmsP43/DdNZLz99tvdH/7wB3fwwQe7X/7yl1nvGW56CtEytMuXlzZEOQkaLqr5MvFRP9p0ca+ERx55JONJROepXkZnqblUC6DFz/thhx1mWlGyVAqu+ARPzdOpFAIETUpl3o84YmQUIieeOLbhDjqZtmLNVzjxxBODEuT+hT7JTX0wRx99tBs/fnzZTzel0sQ+VSru0qVLxsXb3xSYampLm5qz4n0i4aizNNv/m5qW+t14440zzrcq7OpJMG1PPPFEUJkh/tla1bJSCBA0uVmzMkudDBxYWqmTQnQXOGrUKHfaaacFfRL+xdWy6YKhZZSHDh1a8c56DQ8ePHhw8DSkaq7+1xZu8eHD2lTHSot1pf31qmM9PjpLm4b81lrZEwWEwjHedKdzroEdaVO/n55w/J+5bpZGjBjhH54aAgTNwv33T48CRPNEXn01vVpXapbSUrk33HBD0Gbdrl07t8kmmwRb+LSi/w3/rW3btkHpCfVpjBkzxr37bnl9NRYa2aQRXgcccEBGQUN/22GHHYK+nhkzZgQLP51xxhkZFzhtukNVk1yad8gKC3/m/XrrrVczBRg1GVC/F/55HTdunH9oojSDXeuxxCsyaNM8nJtuuim1yam5ECBoFjSvrlevCVGI/PnPyRWaq1Zz5sxxAwYMCDpi48vd+tuuu+4a3PXmCrbXX3+90VFqO+64Y6rzUtRspTv0eNkTbfpaKtGclgY9vWk+hx/K+p7SLPCpiaf33HNPMDgh/rn6vejRo0dQJr4pECBoNlQbS3NCdt99kHviifocBvr++++7G2+8MWPFOn9TM4nufjXXoJT1UfT0pCKU/vsdddRRwVNZWtQXFS/AqE130LqTrpbS/BpUoQEX8aWWw+9D4Z1mH49GDrZp0ybr56Yn56lTp/qHVxQBgmblu+/+7b744iv/n2ua1jz53//9X9e6deusi0S46S5+3333dbfeequbP3++/xZF04VQF7x4ZVhtGgig+QtpFHcUdfaff/75Wc1vairUaLg0797LoSYjNXX6d/7aVAxTP7u0aJ101UzzP1dlfCrZz5EPAQI0gTfffNtdccWVwQJZ/gUi3HR3q4vUXXfdlfidukJI/T9+R/tGG22UWr0m0aJUapJr7HtVU4xGNDUH6uNQWRxNRvW/Vj3FPfzww/5LEqMh4Kqk4I+q03/r35tiiHguBAhQITNmfBqMMGvf/jr3q1/t33DRzKyVpU1PAhpdM2TIkIrU9NKEyD322CPr69BkNE1OS4tK8+d64tIFWnWkNNKoknTHr6cNDUTwvyZtuvPv379/YqsINkZPFn6hUG16EtHX19wQIECKpk37xPXt+5I75JBh0QCBbbe9quFOv4tbbbXvhxSrGeeYY44JLh5pNSEVouHIevqIX7T0dKLRZ2k2L6k8f2NPJOHWqlWrYPi1JocmPQz4008/DSZennXWWXmfBLVPT2VpjnBSX4b6NPzPVt+H+kCaKwIESJD6cKZMmeeuv/4517HjD2ufxLff/ra/2377s1zPnpe6MWPGNpsmCYWX+kH84pSaua9leNO889bTjibfrbXWWlkX0fimYdUHHXRQsLLjLbfcEgTQlClToqoB4UVe/xv+m/Y/9thjDU9/A4Py6p06dWp0MEF8U6h37do1eP80afSUmu78UXbqc9GoqzTL/ieBAAHKpOrCL744x1111bPugAOGZAVGuO2335CgaOQLL3zccIFLbw5GuXTR1cx6/6KqKsNqekqTKhprjo6qF6ddQcDfFJwKl2HDhqVegkQBp3kbmr8R/xrUF3ThhRcGgw6qAQECGHz11bfu2Wc/dJdd9rTbZ58fqgr724EHDm24e/97sJBWUiVaKkXDbzVXxL/QajRYJRbv0kVWzTdXX311MCnR71Qud1Ng7LPPPkHHtL7XShQ9FJW8UdOc//V07ty54v0+5SJAUFHxi2uxCr0mvr9NmzsKLlBV6P1yWbHim2B+iiY5tmt3T1ZYhFunTsNcnz4vuKlT55e8ZG9zo9nqmgGfPf9Bw2+vdosXf+G/JDX6WmbNmhXM9v7LX/7iTj/99GACnzr8w6oBq6yySvD16X/Df9N+Hafj+/TpE4ygUrmVStcte+utd7IWQdOmPhbVtKpGBAgqynLxLvQa/wJ+5pn5q88Wer+4Zcu+co8++rY7//zH3J573p31WeF22GEjXP/+L7vXX2+aGcFp0wxszdcI53G0aLGxW3/9Dg2B/f+54cOnV93TVSUtWbKi4Snn/obz1bbh/P0wLFj9PerHqXSQJYkAQUWVcvEOFXqNfzHXpiajXAq9n2htknPOmZhR5NHfjjxylLvttikFn3hqiUqQHHrokQ0Xv13dxht3c9ttd010LtQPhB9oQMUDD8wI+r622upCt+GGnd0vfrFFUAZFI79UFLPaESCoqGIu3r5Cr/Ev7Nq6dn0wZ/NRofdTM5X/fuF27LF/c4MGTXXvv59uRdvm7sknX3UdO96QdX56957oPvoo/fkrzZ1G4v3udw9E52XHHfu6TTc9zXXpcp6bMaM664A1hgBBRRW6eDem0Gvi++PNTLlWOCz0fv5KiVq/ffDgaW7OnCX+oXVNo8+GDXs9axCBapndfPNLdVeSRrRUs5o74+dDW+fOIxpCd5Z/eNUjQFBRhS7ejSn0mvj+fv1eiv7/4YePCC5yvkLvpyeXceNmu1Gj3nSffFK5TuJq9a9/rQhGmqkMf/zctm9/nxs7dlbQlFPrtDDarbf+I6vJc6+9Brt7753mvv46+/ewFhAgqKhCF+/GFHpNfP/nn68I/mjD/1YI+Aq9H2xmz17oTj11XMb51XbccQ+6115LdhZ5c6GbjfHjZ7sOHTInjSpMNedn4cJ055M0NQIEFWW5eBd6jb//zjunRv+tu+DlyzNHufjHI1mTJ7/nDj10eMZ51nbRRZPd/Pm180Q3ffo/XbduY7O+z5NOeiioe1YPCBBUlP/HVurWGH+/mhPiM8IVKPmOR/I00fKuu6a6tm0zhz6rj+r226cEc2qq1YIFy9yllz4VzDmKf2+a/6P+s3pCgKCi4n9wlq0xje1X5274b5r0t3jxD7OMGzse6ch3sZ0woboutrUcilYECCrKcvEu9JrG9uuPXRep8N9vuumHdSYaOx7p0gTLam7u0dDuemiWKxUBgoqyXLwLvSbXfo0ACv9dQ0vnzfu+QF2u45GuauxwrseBAaUgQFBRlot3odfk2q/ho0ccMTLad/HFT+Y9HpWRa8irmhqby5BXhiYXhwBBRVku3oVek2+/JhOG+9QOrzvKfMejcjTp7oILHs/4eWjTpLtnnvnAP7wi8k2O1ByjepwcmQ8BgoqyXLwLvSbffjWbqLkh3H/22Y/mPR6V55f9CLczznjEvffeYv/wQPy4pCowa/XILl1GZX0dlGfJjQBBRRXzh+wr9JpC+59//qOsi0K+41F58cKD8Z+PmrlmzswOB//nmEQF5v33z/xsCkQWRoCgoor5Q/YVek2h/dKjx8MZxxU6Hk1jyZKVwYi53XYbFP2MVFbG5/8ctZVbgTl8Ctp333vd8OFvUKK+CAQIKqqYP2RfodcU2i9qnogfV+h4NC1VO77kkieDjuyVK7PnV/g/R23lVGAWdZyrz0zlcFAcAgQVVcwfsq/QawrtD/XqNSHrooPqFP8ZJlGBGTYECCrK8odc6DWF9oc0AsufEY3qFP8ZJlGBGTYECICqEw8EKjA3HQIEQNXxA4EKzE2DAAFQdfxAoAJz0yBAAFSdxgKBCsyVR4AAqDqNBQIVmCuPAAFQdXIFAhWYK4sAAVB1cgUCFZgriwABUHXyBQIVmCuHAAFQdfIFAhWYK4cAAVB1CgUCFZgrgwABUHWKCQQqMKePAAFQdYoJBCowp48AAVB1ig0EKjCniwABUHWKDQQqMKeLAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8BL6heDIJn0kEAAAAASUVORK5CYII=)
| Product Number | 3H32-1-KQ |
| Purity | 98 % |
| CAS | 68175-07-5 |
| MDL Number | MFCD03673741 |
| Molecular Formula | C7H7N3 |
| Molecular Weight | 133.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-KQ
CAS: 68175-07-5
Molecule Weight: 133.154
Formula: C7H7N3
![7-Chloro-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-5-X9
CAS: 1086423-62-2
Molecule Weight: 167.6
Formula: C7H6ClN3
![7-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-Y8
CAS: 1392102-13-4
Molecule Weight: 212.05
Formula: C7H6BrN3
![6-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-Z2
CAS: 42869-47-6
Molecule Weight: 212.05
Formula: C7H6BrN3
![5-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-Z3
CAS: 219762-28-4
Molecule Weight: 212.05
Formula: C7H6BrN3
TSCA: Not listed on TSCA inventory
![3H-Imidazo[4,5-b]pyridine](data:image/png;base64,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)