| Product Number | 3H30-5-57 |
| CAS | 374064-06-9 |
| MDL Number | MFCD06245345 |
| Molecular Formula | C15H16ClN3 |
| Molecular Weight | 273.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-57
CAS: 374064-06-9
Molecule Weight: 273.76
Formula: C15H16ClN3
![2-[5-Chloro-2-(pyridin-4-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-5-33
CAS: 1052411-15-0
Molecule Weight: 308.21
Formula: C15H15Cl2N3
![2-[5-Bromo-2-(pyridin-4-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-D-10
CAS: 1049791-87-8
Molecule Weight: 352.66
Formula: C15H15BrClN3
![2-[5-Fluoro-2-(pyridin-4-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA9HAAAPRwG6FMJmAAAC1XpUWHRtb2xTb3VyY2UAAHicjZZbT6UwEMe/SsPzWjptuZlzjjEak010H1Y32bcNQlWSAzXAuX37ncJRuRSQ8NDA/GamM/9Ouro65luyV2WV6WLtAGUOUUWi06x4XTt/nu4uQudqs0rQCA2Lau281fX7peseDgeavKk8PuqCJjp32v+Xxyrr2RwE1eWryxkD9+/D/WPDXGRFVcdFopCqssuq+Xivk7huspgI4eZxuc8KtzV383LfevvHmXkZPVap87WXG/x3jSh5ybaKvOgyj2uy54ziy36QV1WoMq5VSp5P+FlQiXvfrB5udbLLVVHj0njIknj7WJe7BD/kequSHTrDxc/btZMDAnGt8+uyjE/tkmTp2okBq7hVxs3T6V1hLlvcKV87GBkfh5y+1puVa7guzQf0rxYOacRE1MIXkvogrLQYxm7piIogCs+0oCBDaaOlnQ6pkJE40xwzx0QstDdFh9zjZ5pRT6ArC+3b6YBG/KtoAfN9GxyMi/Z2SkuNfb7Ru6JGcY+TARp53LO5C+25AMon/CgjUBnYk4kmaKA+F15Lc8qlnQY2gXNMN+BLwWGkPguObWC+sEoAhvq7O/OS8ohFn3woJvgJBfZ2P8dPaLBX+7n8J1ToUxEu6wgmVOjhgfugMbjPA7DiQx2ecZwuwXfwoe7OZ19Qwb6R+4TuusHx8EpmPX58QnbdnQ9ptzP+nnWRdpaN02fUojH5rV4qbmIQM590marSHEh0YEy7AO8DgpiRNAeIPiCJmUJzgOwDHjGD5wxc2wCvD/jEDJs5wO8DATHjZA4I+kBIzASZA8I+EJFmaMwRUZ8ARppBMYcYlz0GSDMc5ooLYGHEQpxBzwGbDnKBEaMuLiJyVOVFZNx6WFAXDJoPJrMFgcGg/2DiLGgMBhIAVBksyAyGIjAlWFAaH4oAtcYXtMaHIvCmGLczNNyP+xUuR3cvt3Mxc/E6uvkPHWArPg0eIP0AAC7ASURBVHhe7d0HuBTV/cZxY40tJsEeFcVGFBtNSUKwQcSgJIhJULFGMQpYIjb+SlAwdmNBpQkKgkSxUQQFFRtGRcWKgo2iCKKA0kQ4f97js9fLcXdn9nfv3Tuz+/08zz7KPbuzs/fOnnfmtFnHAQBgsE74AwAA4iBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAZeGdd95xu+++uzvxxBPd0qVLw2IYECAAStqXX37punTp4tZff3237rrrunXWWcfttNNObvjw4eFTUSACBEiBRo36hj9aS+Vy/X+3bo9XKl1b1LZKxXfffef69Onj6tSp40PjT3/6k/vggw/cfffd5+rWret/1rx5czdlypTwpYiJAAFSIKrSzxYgjz/+QaVn/CBqW6Vg4sSJrkGDBj4k9F/9uzI1YfXs2dNtsskm/qrktNNOc59//vlaz0E0AgRIgahKPwyQBQuWunbtRrgvv1xW6Vk/lJcqXWH8+c9/9sGhKw9dgehKJJdZs2a5448/3j9/iy22cNddd5379ttvw6chBwKkzPXr129NhdLInXzyyYl6/O1vf3P77bef++yzz8JdLktRlX4YIDJ69HvuooueqPh5RtS20mjx4sXukksucRtttJHv61Cfh/o+4nr++edd48aNfZCoo33UqFHhU5AFAVLGlixZ4s/SNthgA7fzzjsn6rH99tv7L/Opp54a7nZZiqr0swWIdOky1k2YsHZTVtS20mT16tVu0KBBbrvttvPHS8uWLf1oKwtt66677nLbbrut31arVq3M2yoXBEgZ69Gjh/+i/Pe//w2LEkGdnjqbfPvtt8OisqNKP+pR+bkZc+d+7dq2He6++uqHpqxSCZAXXnjBNWnSpOKq4dFHHw2fYqKrmYsuushtuOGG/uSqa9euBV3NlBMCpEx98sknvgOxRYsWYVFiqD1bTRI6Eyx3UZV+rgCR++9/211yyYSKf4flaaN+ixNOOMEHx89+9jN37bXXuhUrVoRPq7IZM2asCd+2Ff0pt99+e97+lHJEgJQp9TGst9567rXXXguLEuXiiy/2X+DqOrtMq6hKP1+ArF7t3OmnP+qefPKjrOVpsWzZMnfFFVe4TTfd1I+cUvPm3Llzw6dVuwkTJri9997bH4f77LPPmt/jk+FTyhYBUoaeffZZ95Of/MSdccYZYVHiqDlB7dtqoqiJs8y0iKr08wWIzJy5yB111DC3aNHytcoVLmrmSroRI0b4vjFV4r/73e/cK6+8Ej6lRq1cudLddttt7pe//KXfh3bt2vkr5HJHgJSZVatWuYYNG7qf//znbt68eWFxIqmTVF9aNVWUq2yhUFlUgMiQIVNd9+4T1yqfOPFD/2+Fy003TXavv56sUW+6QlYzq/7+mj0+bNiw8ClFtWDBAte5c2ffN6fm1UsvvdR9/XXyA7imECBlZsCAAf7LeMMNN4RFiaXRMeosVXt3MZoskihXKGTECZBVq1a7k056aK3y5ctXusGDX3MdOz7of65H69ZD3TXXPLfmLH+Of01t0MnN6aef7ptZ1Vf3r3/9K1HrV2lgx+GHH+6/S7pCHjx4sD9Oyw0BUkYWLVrkttlmG7fnnntW62SpOXPmuJdeesk99dRTFQ/9Wz+vLhpxo2Y3zRhGzfj006/d0KFT1/yOH3GNG38fJi1b3uN69Zrk/ve/2W7lylXhS6qdjkud3OgKWZVzhw4d/ICPqsh1fM6ePTt8asEeeeQRt9tuu/l9bdq0qZs8eXL4lJJGgJSRbt26+QN9zJgxYVFsX331lbv//vvdWWed5fbff3/foalt5nqoXM/T8/U6vd5KM4bVeVrs9u9yNG/eEjdixFuuU6dRa67+NNm0rzvkkMFrrgSecs8884lbsaL6RyPpuNxjjz38caPJreqrK1Shx6eubjRhtVOnTr55zLKcifrmrrnmGn+FrJOcjh07Vks4pQEBUibef/99P669devWYVEk9Zs89NBDfokItfvqi6cvygEHHODPEDUyRpfwejz22GMV/6+fq1zP0/P1Or1e29H2tN1CaPimKgR1oqJ4tBzKww+/684+e4w76KD+PkyaN7/L/fOf96z5O47yE1KrYtq0ae6II47wx4eukAcOHFjQsWE9Pnv16uWOO+44H1ZqKtPr9F9NRrz77rvd8uXLw7fKS82rp5xyij/J0XF65ZVX+pFjpYwAKRNHHXWUnxT17rvvhkU5acy7OrDV5JU5W9P4e31ZFy5cGD49Lz1fr9PrtR1tT9vV9gsZW6/KQK9lKe7asXjxCjdq1HvuvPPGuXr1/lpxXBxzzDFu6NChBXUo62rh3HPP9celTm50haxm1riq8/jUaL+xY8f6fpfMSCuF2VVXXVXQPomukH/729/6bWjkWFIn6lYHAqQMPPnk/9Z8SX/uv6xxqS1XZ3D6Emj0yy233OK++eab8Gkm2o62p+1q+3qfuG3H6kjVl1KvreqZb9pNmfKpX++qtnzzzRLf7HPsscdWNBXpCqBNmza+Ys81e1sV/5133um23HJL/xqd3EyfPj18Wl41eXyqSUpLvme2b7kqknvvvdftuOOOfhsaSfb666+HT0k9AqTEfffdKvenPw1Y82U4a81Z2eKw+Ec03v3CCy/0TQBanfTmm2+u1g73yrRdbV/vo/fT++r9o+iMTl9KjcwpV7NnL1pTKQ1yJ5/8UFgUiypbDZGt3LGsf1tDWcE+cuRIfwWw+eab+7+PrizUHKQFOzN9C3of9TmofK+99nKPP577viXZFPP4FPXLZK5wdFXx0UcfhU/JS79PLRm08cYb++Yxzb2aP39++LTUIkBK3H33venbrEeOjF4UTivf/uY3v/FflqOPPrpoK+HqffR+el+9f5z3/f3vf++bLKo6QieNNBpKw3GbNRvg3nvvi7A4K1VkOiPWSsf16tXzv+tcD03a1Gg3BYJl8qb6DlTxqj8g0xyU6RfQ/+tnumKIc7JQWW0dnwqoq6++2jezKbTUSV8oHada/UH7ruO2e/fu4VNSiQApYQsXLvMjZzp0eCByPL+aEFSxaILUTTfdFBYXhd5X76/9iGrS0Nmyzuj0pSw3t976P39SMGzYm2HRj2g9J40w2myzzSoqcg1CUOWuK7j+/fu7hx9+2Hcq694ZWgZd5fo76PlqZtJyMl98ES+oQgoJLQWizmxt79e//rVpW0k4Pl999VVXv359f/Xz73//OyyO5ZlnnnE//elP/WizUkCAlLCrr37WVzSaEJaPKhm18+rMqCpDfKuD3l/7of3RfuWjDk99mS3DPdNK8zE0rPaccx7zy5Dkov4HNZeowtXvKNOUFHcipjqVNRIp0xmsIarXX399QQMeKtMZuLZjqXiTdHyqc/7QQw/1n+Wcc84Ji2PZZZdd/KizUkCAlKjp0xe4pk37uwsv/PENhSpTM4DO7PTlfO6558LiWqH90P5ov/I1U2i2spoUNAyz0A7ONNJw2iOOGOIf2e40mKHJbVtttZWv5A455JAq3/Nb/RaaJKftHXjggW7mzJnhUyJZAySJx6eatDRwQJ9HN7EqFAGCxDvzzFG+jXzOnNwd52peUJuyzlJr+8wupP3Rfmn/8rWVa9ayvsgaJVPKdLWhqw5dfegqJBstpZHpYK5bt2613lVPVx66AtHfZOutt/YrAxTCEiBJPj61b5l+uzvuuCMszosAQaJp2W41XfXp81JYtBZVNvoC1FabchTtl/ZP+5mLzgY1SkZNHIWO108T9Xfob6r+j2z0e8j0MzRv3rzGFsrURDz1p+gxadKksDgnS4Ak/fjUJEHdBled64UEKgGCxNISE0cfPdwviLd0ae4zd42jV4eqzqKSTPun/cw3T0Rnp6poNBGtFGmkla4mNfIq23pUuvLQjGr9DtQ5bhk5VQg1iem2r+oXefPN6I58KTRA0nJ86nOpuVBzk+LOQyFAkFiDBr3mz1THjHk/LKqg5ghNklL/Qb4+hiTQ/mk/tb/5OnC1RIvOBKNGb6WNTgKOOWaEn/OhuR/ZZM7UFR7FoklxmtugijPO+maFBEiajk954IEH/GeL26lOgCCR5s9f4tco0uSyfCN0NEtYB7wmYaWB9lP7q/3ORUu0aOKaZjWXkssvH+NPCMaNyx6M6jBXn4eG3tb0lUdI/U76u+jqJ0ohAZK241O0DpeGlWuZ9ygECBKpR4+nfCfrW2/lXlFUo5XUZ6DlH2pyBm910n5qf7Xf+UZbaakWVTzjx48Pi1JJy2nUqXOQu/ji7DdR0s2N1HyiDvOa6vOIotvK6nc+bty4sGgtcQMkjcen6O6EOoFp3759WPQjBAgS5+235/nwuPzyp8KitWjSmL7ImgmcJtpf7bf2Pxc1pahC1RIZ+UZupYGWzFATjiacac2pbDTPQ7+T6hxtVSiFmPpCGjRokDfc4wZIWo9PycxLiroKIUCQOF26jPXNV7qPQz661NaSEoWsmpoE2l/tt/Y/Hy3Sl9YKKEPh16xZM78wYa45HJpcp+GtmudR2y677DL/O3/wwQfDogpxAyStx6e89957PkDOO++8sGgtBAgSR6uyPv30R+GP16LZyaqUdGOmNNJ+a/9zrfIq6oDVYn1ab8myZEYS6D7bqmxvvPHGsKiCrj6ScnMtXfnpDoJanyyXOAGS9uNT9DvQ8i/5mt8IEKSSFoGLagZKskzzRtRidpo5refprnRp8+STT/pgOPLII3PeY1vDRbXibatWrcKiWnP22Wf7s+9ci1vGCZC0H5/St29f/xl0DOZCgKCoNAqnW7fcy16rPA59yTVSJM6wyyTSfmv/9Tmi6AZHauKJO08hCbTM969+9Su33Xbb5b21qu7BoUpKzXVJkZmLk2vSX5wASfvxKR9//LH/nPmWOCFAUFSZAHn88Q/CIi9ugGhsvR5pFvczfPjhh37V08MOOywsSiwNQdbVR9Q9MrQkuyrauAsjFoPuB6J5IW3btg2LvDgBEvdvm3RaDl+LUOZCgKCoFBALFix17dqNyLqIXpwAUXOIOifT3L4s2n99jlzNO5XpnguqtHSL06TLjDLLt2xLhiqgfBVUbVGlqHWysokKkFI5PkVXv7/4xS/CH1cgQFBUmYBQR/lFF/14dd04ATJr1iz/Be7Zs2dYlCraf30OfZ4o6itQk9Cuu+7qb3KUVFOnTvVXS1rxNl/nq+gz6SpFN3xKms6dO/u/TbYmqKgAKZXjUzKj0nLNoidAUFSVA0LDdSdMWLspK06AaDioDmrdQCjNtP/6HLmGt4buueeevBVXbdOdAnWTJc2liLr/iShs9Hkuv/zysKjW9erVy++bbvYVigqQUjk+JdORnu33IAQIiqpyQMyd+7Vr23b4mrO8H5qy4gSIVk7VQT18+PCwKFW0//occVeCVdOIzuzVod61a1d/F74kPTK3lx06dGi461npjnZ6viqppBkwYIDft6effjosigyQUjk+JTPIQX+rbAgQFFUYEPff/7a75JIJFf8Oy7PRMtw6qLV2Uppp//U59HniOvHEE/1rkvrQIpBx56xk/o5J7NfRRELtW7a/TVSAlMrxKZljNNfyLgQIiioMCPUfn376o/6+H9nKsymVM7xCr0DmzJnj712hGxPF6XgvNo24Up9G3EUgM1cgOstNGq5AvscVCBIlW0DMnLloTaUzzC1atDxreahU2pgL7QPp2LGjr6BffvnlsCgxMsux33rrrWHRj7zxxhv+ubfddltYVOuuvPJKv2/Z2v6jAqRUjk+hDwSJkisghgyZ6rp3n5izvLJSGeVSyCisF1980c+OLuZ9Miw08qpJkyZ+JJY6yfNRp7sCsUuXLmFRrdNEQP1tFi5cGBZFBkipHJ/CKCwkSq6AWLVqtb9LXa7yykplnH3ceSAqP/DAA/2SH7m+yEmiEVgaiaURWQqJfDQsOYnzQA4//HB/p8JsogKkVI5PYR4ISlIpzPSN+xnuvvtuX2FdffXVYVFiaSSW9lnLgufz97//3d97Ikn3gF+8eLFfCFGVZzZRASJx/7ZJx0x0lKS0rzUUdy0sLQW+/fbb+zP1Yt+lr6oyI8byLRg5cuRI/xyFZFJk9un2228Pi7w4AZL241NYCwuptXJl7hv6SNpXO427Gm9mOfQ0fk6Fn85gtTy6KqNsFIpaMly3sU0KBZ/m2uRaBDJOgKT9+BRW40Uqde48xs9Szyft91uIcz+QzCKKao9PK93jQ3ND1Ayi+5tkc/HFF0dWVMWiuydqf3MtpChxAiTtx6dwPxCk0p13vuw70ydO/DAsWkta7/gW946E7dq1S90y7tlcf/31vsLViJ5sNPFQne4avZXvVrLFoKHS2tfnn38+LKoQJ0AkrcencEdCpNayZStd69ZD/dyQFSuyn7VKWu85Heee6LoZk54T1UeSBhqV9Ic//MH3CWSbmCeZkNF/a4vmpWhYcZs2bcKitcQNkLQen8I90ZFqjz023V+FDBz4alhUQWere+65p9tpp53yXmYnifZT+6v9znW2raaefffd19/KdsGCBWFxKul+H9tss43bYYcdsn4mfeaDDjrINx/lO/uvKRoFpmHHm2yySeRCkHEDJI3Hp3zwwQd+ZFz79u3Doh8hQNZYp2/+l2YrHzdrnPvjY390W969pdtowEZu1+G7ur9N+Jt7Ye4LvjzbaxCfpkaccsrDrnnzu9y8ebnnEgwaNMh/mW+++eawKJG0n9pf7Xcud9xxh39OnNncaaL1lHSGn6t/YebMmf4eHAqaadOmhcU1RhX9H//4R/87jzN7PG6ASNqOT1HTm64Wo64+hABx0ZV9WH7Zy5e5hiMbulGfjHJfLv/SLV251AdH2/FtK54bvgaFe/vtea5Jk37ussueDIsq6MxV4+232GKLxE+y0/5pP7W/uTqUNexTHZd77723W7lyZVicehdccIGvUPv06RMWeS+88IJf70v3PnnrrbfC4mqn8Mjc+yNqzkpGIQGSpuNTHnjgAf/ZzjnnnLAoKwLERVf2lcvHzxrv9ntgPx8a2fSc8v3yBVHbRDz/+tdTrnHjvu7NN7MPqZTJkyf7M9ujjz46LEoU7Z/2U/ubi764+gJH3Qo2rTRst3Hjxn50mfocstFihOpU12P06NFhcbVRs1XmykPNNblCPVRIgEhajk99rq222srtvPPO/mZfcRAgLrqyr1ze5rE2buSHIyuVZhe1TcTzxRdLfDOWljnJt+JHZhG/m266KSxKBO2X9i/fbV7feecd3/ac9IqmqqZPn+6XZdlrr738/cez0cgzVWT6nf3jH//IuiZVVWidLvV5aPtnnHFG7PCQQgNEkn58Llu2zAe7+qB0FRgXAeKiK/vK5erzmLdsXqXS7KK2ifgGD37Nd6iPGfN+WFRBzT1a5lzDXseMGRMW1yrtj/ZL+5evWUpfRM0dUAVb6jJ3V+zUqVNYVEHNeccdd5x/ns6MNZopV+DEpbk1mVWN1WEep88jZAmQJB+f2jedtOgzqf+tEASI+76yj3pkrN9/fbdyVe5KIIMAqT4ayqs7Fx5xxBC3ZEnu0SxqY9Zd8VQxPPfcc2FxrdB+aH+0X/nawNVUE3WFUmpOOOEE/5m1dEg+48eP931Cem6dOnXcueeeW9BZsuZhqG3/pJNO8mfY2o6G6mq0kYUlQCSJx6dGhx177LH+8+RbsiQXAsRFV/bhFcj8ZfMrlWYXtU0U5qmnPvJXIX36vBQWrUVDMDWKR1/S2j7T0/trP7Q/+YaG6ku8xx57+NVftZBfudBn3W233fxqrxqBlY86u3WXwIMPPthfPajC0xIpunlVt27d/LIbgwcPdo8++qj/r26xe9ZZZ7mWLVv6qzo9X2f/OtOu6jBh3RtD2/vnP/8ZFkVK0vGpZsFDDz3Uf5a4neYhDfho1KhR+ONUMtfYUZV95XIN3aUPpHb84x+jXbNmA9ycOfkrWTUB6UxPFUZttTnrffX+2o+oJqnMJLqBAweGRSXvpZde8lcFWgsrbj+EZq5rtV8tE6KFJvW7y/VQZa1VddU0k2ttqzg+/fRTvw1VuPq7atvqr+rdu7dbvnx5+PS8knB8vvrqq65+/fp+smChV1KimeqZAQh66D41muuTZuYaO6qyr1yu+R/7P7C/W/bdskrP+MEVU67w/43aJgo3Y8YC17Rpf3f22dEVrZoL1Oasg1tnnfmaj6qT3ifTnqz3j3pfVWoa4qmzuFwTC0vdtdde639fPXr0CItiU7OS7tSo9bT00P9XteNd21QF37x5c1/Rah/VF3Paaaf5pfWbNWvmf6YwiGqGC9XW8amrXe27QlvHXdRiniH9TnXlpdfrod+FmsD0+9GoOW07batGZ5hr7KjKPiy/9KVLXaORjdzoT0a7hSsW+jCZ/Plk5oEUwaWX3rHm8r9urIX31DmoPgUd3PqyaDJXTc0I1na1fb2P3k/vm6/DPCOzZERS2sRrg5Y6adWqlZ+8luve28WifhFVgrqBV+bsWlc5ag7T8jLhVdKQIUP8nBU975BDDsk5NDmbYh6foiYzzYzXvmpxSy0cGZdObjTgQAGq1+vqQ1chGRqq3LRpU1+mZsl8y/QklbnGjqrss5WPnTnWtR7b2tW5u47bsP+GfiZ6h4kdfJBItteg6tR8oSU+tNRH+GXORQe3JnPp4NayEhrNE3ecexRtR9vTdrV9vU++eR6VqRlB7fkdOnQIi8qOzsA1C33HHXfMu0JxTdDw6SuuuMLtt99+FaFRt25dd/7557tnn302fPqP6BjQQpGa26IQPPPMM/1xGldNHp+6Grjvvvsqtq8mPTWVFnK1q3k5mder2UsrCmSjEwH1P2WaFbWKdJzZ7ElBjV0mMosRFjLkUGGjZSUyZ2DqxNQooIceeqjgpg49X6/T67UdbU/b1fbjhppouWy9PqoDuVyMHTvWn41HrVJcHdQRrkpfFWImNHTmrJFI6pex0Bl9ZkSTBgb85z//iXUVKtV5fGpwgn6XurrVyVYmOK666qqC7vyoe7j85S9/qfg8as6Lc4WkUW+6j40GL6ifRzP9s61/ljQESJnQl1LDOjUCpNA7vunMS19KVVKZ0TmqtHSGpSsBnYnqLEqPxx57rOL/9XOV63mZ9nC9XtvR9go5o5MRI0b4bWi0EH6gs/5CTw7i0pm+mozUZ5EJDR1H6nvRxMLqohWH999/f799TVbUMOS4rMdnr169/JwZ9aXpKkiv0381Ck13eyyko1/3sb/88svdxhtv7LehuTrz50ePPA2pOVC3JNC+KMhuu+222IFaGwiQMqKlPnRgak6AlcJHnYhq39YXXvduyFQs2R4q1/P0fL2u0PDK0GQ4NZGouaKqE+NKjZpcGjZs6Cuvqq6FpSYVNb9oiKqaxjJ/R23/yiuvXKsNv7opCPr161fRZ6B5J++/n3sibDaFHp+6alEznCr8YcOGmUadaXSbVkzW9jRkujqCVX1H++yzj9+mAnvChAnhUxKBACkzGr2ioZTvvvtuWGQ2Z84c34SRGc2jh/6tn1cXnUXqy6S2afyYKnYtqNigQQO/xEYhdIarCkqVqObVZCpXjXjSaC/NRC8mNT/pqkrHqUYtaTHJQpukKst1fM6ePTt8akG0jcyoME0O1MTL6qQmOl1VaiKo3kMrMn/8Ye65UbWBACkzGk+vy/w0zYSdNWuWP5PU0FDkpv4AVTRaByuKrlrU5n/qqadWVFAanNCiRQvfX6bfeW1TKB555JF+3zRYYMCAAQU3e9YEDV44+eST/e9Loa2msEKauwqlARJdu3b1gfqHAzZ0k+67yH27LP+8rmIhQMqQZiHrS1mTq7ZWJ7VT68s6ZcqUsAiBzDpY6hMIqelPM9O1rpXmH+h5qpQ08kez0pM6qU1Bl+koV1NabQ1bVuhqAqEWtVQfy4knnlitV9lRZrz/jrvt0lau7xnruCEXbOumPX/X9zcBqkUESBnSiBONMNFSIHFGiNQmLaGhL6smXyGaRgypw1sdsLqK0NDW4cOH+5FBmf4AXYFqToKuWNIw0kd0nN54441+KRZ9hr/+9a9+0mKxKJB33XVX/96a7/Liiy+GTymaT6aOcvf93+4+SB7s3djNnVG1ZWaqggApUxrXri/DDTfcEBYlhjp0tVy2zpYtnZvlSpWbRgIpMDTPQn9ndRZrdI86fNO8dphGNmkpeX0+DRrQyCeNgKopWiL/sMMO879DzdXQ6Cwdl7Vt1Xffuqnjr3ODztnCB8nEgce7b74sfrMjAVKm1Jas4YuazZvUyjnTpn/dddeFRYiw++67+9+drjw0KqkmK9na8Prrr/sRT/qMGi127733hk+pEl2ZaSSX5mToiq179+5+rkbSLF38uZt092muX6d13cDOm7gpo3q6ld8Wb5QiAVLGtBSImofUcZoZG5+Ux5133umbK1QRpnWdoNqi5h5NYkvTQAkrhWPmJlpaakTreVWFRqTdeuutFZMJtahksUehWcyf+ap75Lrm/mrk3kvquhkvF2e0IgFS5jKTt5L6KMfVdqtKy2bod2e58VMaaQSU5qhoRJQGW2iVW8tCi0888YS/46N+d1r2R8N900bBoQBRkChQFCwZ+lm2R1VU7dVIPX35tL6UlpRI2kPtzyicluNQ04tlJnSaaV6HRpgVusqthrZnVoPWSg26+i1keZ2kUROWmrLUpKWmrQ9eHuF/XtWwyKb6twig1qji05wJ3YOjXGn5lczKwPlWudWINS3TosmKGs6sFRqsKyUk0ddfznTPjzjHzfv4+2Y9AgRAXmp2UcXZp0+fsKisaKSURkxVXuU2s8yLBpCoaVRD2VWmvqLqXJkhqQgQAHlpFVf1A+hugPjxKrft27ev6PfTPKi0TKatDgQIgJx01q0zbt3qFmvTSKrMKreaG6NbIid9Em11CzvP6UQHUEGz9lVBasY2snvkkUdSMSy3JlQ1LLKp/i0CqBVawVYjkHRTIyBEgADISRPqmjRpEv4Y8AgQAFlpBraarzT3AciGAAGQle5LrgDRpDggGwIEQFYakqpbswLFRIAAKffGG2/4q4+ePXuGRUCNIkCAlOvRo4cPkMxMa6BYCBAg5Ro0aODq168f/hiocQQIkGLTpk3zVx+64RFQbAQIkGK9e/f2AaIl+YFiI0CAFGvYsKGrV69e+GOgKAgQIKW0ppOWLunWrVtYBBQFAQKklFaUVfOVbqAE1AYCBEipZs2auR133NEv4w7UBgIESCHd/1vNV127dg2LgKIhQIAUuuWWW3zz1aRJk8IioGgIECCFWrRo4bbddlt/f2+gthAgQMp8/vnnbr311nNnnnlmWAQUFQECpEzfvn1989UTTzwRFgFFRYAAKdOqVStXp04dt3LlyrAIKCoCBEiRBQsWuA022MCdcsopYRFQdAQIkCKDBg3yzVejR48Oi4CiI0CAFGnTpo3bYost3PLly8MioOgIECAlFi1a5DbaaCN3/PHHh0VArSBAgJQYNmyYb7568MEHwyKgVhAgQEocc8wxbtNNN3VLly4Ni4BaQYAAKbBkyRK38cYbu2OPPTYsAmoNAQKkQL9+/XzzVYcOHcIioNYQIEAKLFu2zO2///5+BV4N5QWSgAABUkKjsA444AC3/vrruzFjxoTFQNERIECKfPbZZ/4e6OpMf/HFF8NioKgIECBlpk+f7rbaaiu35ZZbumnTpoXFQNEQIEAKvfzyy26zzTZzO++8s5szZ05YDBQFAQKk1Lhx4/zCivvtt59buHBhWAzUOAIESLF77rnHj8w6+OCDWR8LRUeAACl37bXX+jki7du35xa3KCoCBCgB5513ng+Rzp07h0VAjSFAgBKwevVqP0tdIdK7d++wGKgRBAhQIlasWOEOP/xw3ydy1113hcVAtSNAgBKyePFi17BhQz9bnbsWoqYRIECJmTt3rp+tvskmm7jJkyeHxUC1IUCAEqTZ6ltvvbWrU6eOe/fdd8NioFoQIECJysxWr1u3LrPVUSMIEKCEjR8/3s9W33fffZmtjmpHgAAlbsiQIcxWR40gQIAycN111zFbHdWOAAHKxPnnn+9D5Oyzzw6LABMCBCgTmq1+3HHH+RDp1atXWAwUjAAByohmq7ds2dL3iQwcODAsBgpCgABlpvJs9VGjRoXFQGwECFCGNFt911139bPVX3jhhbAYiIUAAcrUjBkzmK2OKiFAgDL2yiuvuM0339zPVp89e3ZYDORFgABlTrPVN9xwQ7fPPvu4r776KiwGciJAALihQ4e6dddd17Vo0cItW7YsLAayIkAAeNdff72fI6IRWkAcBAgAT0ucaPXeXXbZJSwCsiJAAHhPP/20vwK59dZbwyIgKwIEgNe1a1ffD8JoLMRFgADw62TtsMMOrlmzZmERkBMBAsDfO13NV+pIB+IiQAC4Cy64wC+w+NFHH4VFQE4ECABXr14916hRo/DHQF4ECFDmpkyZ4puvrrrqqrAIyIsAAcpc9+7dfYC89957YRGQFwEClLn69ev7dbCAQhEgQBl76623/NVHjx49wiIgEgEClLGePXv6AHnjjTfCIiASAQKUsUaNmrs99tgj/DEQCwEClKmPP17g6tXr5K666u6wCIiFAAHK1KBBr625Aunr3nlnflgExEKAAGWqY8cH3VFHDQt/DMRGgABl6NNPv3aNG/d1N900OSwCYiNAgDJ0771v+OarqVPnhkVAbAQIUIZOPfUR17r1ULd6dVgCxEeAAGVm3rwlrkmTfu6aa54Li4CCECBAmRkx4i3ffPXKK3PCIqAgBAhQZjp1GuVatrzHrVpF+xWqhgABysiXXy5zTZv2d717PxMWAQUjQIAy8tBD7/rmq8mTZ4VFQMEIEKCMdOky1h1yyGC3cuWqsAgoGAEClInFi1e4gw7q73r0eCosAkwIEKBMjB073TdfTZr0cVgEmBAgQJnQrPMLL3zCffstzVeoHgQIAMCEAAEAmBAgQMKonyKfOOXduj0e/rhC1OuBuAgQIGGiKvg45QqQxx//ICzyol4PxEWAAAkTVcHHKV+wYKlr126En3keino9EBcBAiRMVAUft3z06PfcRRc9EZRGvx6IiwABEiaqgi+kXDPPJ0xYuykr6vVAXAQIkDCq4KMe+VQunzv3a9e27XD31Vc/NGVFvR6IiwABEiaqgi+0/P7733aXXDKh4t9hOWBFgAAJE1XBF1qu29aefvqj7sknP8paDlgRIEDCRFXwmXKtaXXccSPd73430AfEjBkL1iqvbObMRe6oo4a5RYuWZy0HLAgQIGGiKvhM+XnnjXPvvDPfLV260t1zz1T3l7/cv1Z5aMiQqa5794k5y4FCESBAwkRV8NnKdWVx8MGD/P9nKxfdwvakkx7KWQ4UigABSkD//lPcFVdMCn8M1CgCBEg53aa2Y8cH3ZIl34ZFQI0iQIAUGzbsTXfssf9da54HUCwECJBSAwe+6o45ZoT74oslYRFQFAQIkFLqDA8fNGOhmAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D96pyVYV/4A6AAAAAElFTkSuQmCC)
PN: 3H30-7-47
CAS: 1052411-35-4
Molecule Weight: 291.75
Formula: C15H15ClFN3
PN: 3H30-5-56
CAS: 374064-07-0
Molecule Weight: 273.76
Formula: C15H16ClN3
PN: 4H15-1-46
CAS: 590390-88-8
Molecule Weight: 222.247
Formula: C14H10N2O
PN: 3H30-5-54
CAS: 1049791-81-2
Molecule Weight: 308.21
Formula: C15H15Cl2N3
PN: 3H30-5-55
CAS: 374064-08-1
Molecule Weight: 273.76
Formula: C15H16ClN3
TSCA: Not listed on TSCA inventory