![1H,2H,3H-Pyrrolo[3,4-c]pyridine dihydrochloride](data:image/png;base64,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)
| Product Number | 3H32-5-1K |
| Synonyms | 2,3-Dihydro-1H-pyrrolo[3,4-c]pyridine dihydrochloride |
| CAS | 6000-50-6 |
| MDL Number | MFCD15144657 |
| Molecular Formula | C7H10Cl2N2 |
| Molecular Weight | 193.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-1K
CAS: 6000-50-6
Molecule Weight: 193.07
Formula: C7H10Cl2N2
![2,3-Dihydro-1H-pyrrolo[3,4-c]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACQJAAAkCQEYHg+WAAAB4HpUWHRtb2xTb3VyY2UAAHicfZRtb+MgDID/isXnCxDyXjWdqk0nnbTdh9tOum8TJbSLlMBE0rd/f6bpukbdoiBhGz8G25D53aFtYKddV1tTkpByAtooW9VmU5K/Lz+DnNwt5gqd0NF0JXnr+/cZY/v9nqo33cqDNVTZlgzrs0NXj3z2EbVuwwTnIfv39Ph8YoLadL00SiPV1bPuZHy0SvanU3yzBWul29WGDe6sdbsh2qvgfnB66Crymcs9ri0RhXXdaFhb18oedoJTHPwHbLTRTva6gtURzRGNMffF/OnBqm2rTY+ij1Ar2Tz3bqvQ0NpGqy0GQ+HXQ0naEAHZ23bpnDyCl7xZhiAFyAhkDDIBmYLMQOYgC6xto33wl+O7xhPCb7g/fecZyyFKImgokhRCKgSP4axFNCm4gJgWIiogpSLJ0o/pbBxcCBwxRiBoEucZBCGNuMghwJyTtPBzEqGOVYgycVHRnWfDnMefOqbHLvkt5itrqisR6qokq5CcEv+j1504507Auko7vE4+gHe9BsQY8JWaBqIx4Os6DcRjwHfhAiy/ApIx4Hs2DaRjwHd4GsjGgL8P00A+BobbMwUUN30opqsU8psyfbkFu2o7+3gCKN48D3b1dhj+MRb/AZ/hUFcULhEBAAA2tElEQVR4Xu3dC7xVY/7H8THGJZP7raEwwwxyvzeVa/xHlEFI7on41/i7SxoRcsk0blMuySVCKpWkC4aS0AUpU0mlRlEiupfy/PuueZ0zez1r7zr7t29r7fN5v17Py8zpWfvsc9Y+67v3ep7n9/zCAQBg8Av/CwAAVAUBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBEBBLFu2zP8SygwBAiCvBg4c6LbYYgv3i1/8wtWqVct9/PHHfheUCQIEQF5Mnz7dnXbaaUFwpLZf/vKX7sorr3QLFy70D0HCESAAcvLjjz+6m266yW266aaR8Eht2267rXvwwQfdTz/95D8EEooAAWCydu1a17NnT7fzzjtHwqLik4f/NbV99tnHDRs2zH84JBABAiBro0ePdocddlgkHNRq1qzp7rrrLjdv3jzXpk0b96tf/SrSR+3UU09106ZN8x8aCUKAAKiyOXPmuBYtWkTCQG2jjTZyF110kZs7d27omEmTJrlGjRpF+qvpttf111/vfvjhh9AxSAYCBMAGLV++3N1+++2Vs6v8Vq9ePffBBx/4h4UMGDDA7bnnnpFj1XbccUfXo0eP4LYYkoMAAbBeL774otttt90iF321XXfd1fXq1cs/JKNVq1a5e+65x2255ZaRx1I75JBD3MiRI/3DEFMECIC0JkyY4Bo2bBi5yKttvvnmrkOHDm7JkiX+YVXy9ddfu0suuSTjQHvz5s3dl19+6R+GmCFAAITMnz/ftWrVKuPFvVmzZm7mzJn+YSZjx4519evXj3wPtRo1ariOHTuyoj3GCBAAAd1e6tKli9tqq60iF3O1Aw880L399tv+YXnx/PPPu9q1a0e+p5q+rn9H/BAgANyrr77qfv/730cu3mo77LCDe+yxx9yaNWv8w/JKnzRuvfXW4JOH/xzU9Ell3Lhx/mEoIQIEqMb+9a9/uZNOOilysVbbZJNN3DXXXOMWLVrkH1ZQGvs455xzIs9HTbfVNHaiMRSUHgECVEPff/+9u+qqqzIu8jv55JPdlClT/MOKSrOxNCvLf25qmsWl2Vy67YbSIUCAakS3obp37+623377yEVZ7Q9/+IMbMmSIf1jJaF2I1odonYj/XNW0rkTrS1AaBAhQTbz11ltu//33j1yE1bbeemvXtWtXt3r1av+wWNBKda1Yz1SwUSvdJ0+e7B+GAiNAgDI3Y8YMd8YZZ0Quumobb7yxu/zyy92CBQv8w2JJtbNUQ8v/OdR0O65t27buu+++8w9DgRAgZeDnn392xxxzTLC4S/eMBw8e7FauXOl3QzWzePFi1759e7fZZptFLrZqes0kdbOnoUOHBlV9/Z9JbbvttnOPPPIIZeOLgAApA9qsx/8jUkXU888/3/Xr14+FWNWM3lA888wz7je/+U3kdaG2xx57uD59+viHJY5utz3wwAPBPiP+z7jxxpu7I4441Y0c+ZF/GPKIAEm48ePHZ5xJU9FUAO+ss84KFmNZS08gGcaMGeOOPPLIyGtA7de//rW744473IoVK/zDEu3bb791V1xxRXA7ruJnrVFjF7f99n90u+3WwrVp86ybM4dqv4VAgCSYwiDT4q9MTbe5mjRpErxD1VROlIevvvrKXXDBBUFJdf+cq+nf/v3vf/uHlZWJEye64447bt0bqi3d1lvvv+4TWBO3115t3YEHdnH16vVwDz30gVu6lGm/+USAJJj2Xki9SOy0007uqaeechdeeGHGchSpTQvFtIjsiSeeCOofIXn0aUKfKvTpwj+/akcccUTwqaQ6GTDgdXfYYc3d7rtf5OrWvXXd/368sp10Ui83aNBUt3btz/5hMCBAEkq3o1IvFFqhq4HFClpg9frrr7uWLVtmnPOf2vTxX+/eNPiod7OIv5dffjkYz/DPpZrGP55++ulgPKQ6WrVqtevefYSrX/8foQCpaBdc0N998gmr2XNFgCTQF198EfmEoTnymWg2yptvvhncJ65Vq1bkYpOuNWjQwP3tb39zs2bN8h8OJaaZU8cee2zknKlpxtXNN98czMCCcwsWLHMdO77tDj88GiJqHTq85b75hnFBKwIkYTTzxB8k1d7UVS3poHekKhFx9dVXuzp16kQuQOmaHl97XH/++ef+w6GItFZDazZSB4tT2+mnnx68uUDUpEnz3cUXD4gEiFqDBj3d44+PdytXMu03WwRIwtx0002hi4ZqAuVyYX///feDx/zd734XuSCla1rJfNtttwX7XKM49KZBq8S32WabyPmoOCdaZY710928116b5k4++blIiKidempvN3w4AZwNAiRBRowYEdnk59lnn/W7mX300UdBOe1MC7T8phlgt9xyCyW2C0h1qfbee+/I715NY1vdunUreJn1crNs2ep1v7ex7o9/fDISImqXXTbITZnyrX8Y0iBAEkKzpPyFYVooWCgq863ZPQcddFDkwpWuaTBX4zCjR4/2HwoGU6dODSri+r9nNa37USVdpmHnZu7cxe7GG0dEAkTtiCOeWPf6H+m++265fxhSECAJoHGLU045JXQRURXSH3/80e9aELqvfu+997qjjjoqcjFL13bdddegJpF2r1M1VVSd9t649tprgynW/u9VTdOuP/vsM/8w5GD8+Lnu3HP7RkJE7dhjn173Kf8Tt3o1r+N0CJAE+Pvf/x66iOji8uGHH/rdimL27NlB+Yijjz4646K11Ka1KZdddllw+y2ulV7jQLehHn/88WD3P/93qLbXXnsFuwaiMLQupH//f7lGjZ6NhIjaGWe85EaNmu0fVu0RIDE3YcKESDG8++67z+9WEvPmzQv2ljjhhBM2WE5FTTWLLr744uBCSLHH/9IntUy3CjVdW/uUV3WWXSmo+q2me0+fPj34WdRUa0vVDvTfiq/p39UvztVyFy9e5bp2HbPu03aPSIiotW07xM2cWdwdGuOMAIkxlSrRBj+pFxTdwojj4jDVI+rZs2dw3z7Tng2pTcUezzvvPNe3b99qW+xRF1PVKPN/N2qaLHHppZe6b775xj+sJHQrUjPv+vfvH+wEqGoHWuWufUT8516Vphllmo6uagq6PfrKK68Et+bi8tqeNWuRu+oqrWiPhojC5f7733M//sibIAIkxrT3c+ofnW4HJWEvaG3+06tXL/fnP//Z1ahRI3Lx8JuKPZ555pnB6vrqsABu6dKl7q9//WtQl8z/Xag1bNgwKJJZatqg6eGHHw7OozUosm36lNqsWbPgk632/ii1d9+dHdy+8kNE7YQTnl33Buizal0WhQCJqRdeeCH0h6XxBpUmSRpdLF966SXXvHnzjPWaUptu12nDIJXhiPOtDisFqyYZ+D+32m677Rac91LRbTJtD6tPhlWtWFDopsWueiM1bNiwkk3I+Omnte655yYGA+p+iKg1b97XjR071z8swj9O7dFHqz4F3j82DgiQGNIOcv47Ps3MSToV/tMFSrc//J8vXdNkgRNPPDEo9hiXWzlWH3zwgatXr17kZ1TTJ7Dbb7/dLV9emimjWsfzl7/8JeMAfqamFfH77rtv8AlFF3mtktfPofboo48GYyD6b8XX9O/qd9pppwVrjfw1TRtqCl6VaZkyZYr/IxTF99+vcHfeOTKY4utfzNVuuGG4++qrzDMj/f5qWgWvcitV4R8bBwRIzGimkj9d9tBDD431IKqFfh4Vf9R9/qpcuHSxUf0n3VJJUlnyuXPnBvf5M81Ya9GiRTCzrdh0q1C1zurWrRt5TunajjvuGHyK1ID+wIEDg3VCuS5gVI02jXvoTYXGQTQepN0E/e+drulvRGNupZjZN3Xqt+vC8NXIBV1NixNV7Tcdv29F69TpHb9rWv5xcUCAxIzeYaX+oWiwOQ73ggtJFyKV4tDOiv5iyUytfv367v7773czZ870Hy4WNMusc+fOwfnzn7ua6ou9++67/mEFp3UmnTp12uCFWiVytG+Mpmx/+umn/sMUlMZ/NNPwT3/6U/DpzH9uqW333XcPPuWU4g3WiBEz1v2Oekcu7A0b9gzKpvj8fhVNn2g+/3zDt2v94+KAAIkRVcz1P9ZrLKA60SycUaNGuWuuuSYYE/AvGOmaPqGp2GNcglYzlTLVFtt5552Dd87Fvp+vWXLaH92v4pzaNP6kyQyDBg0qyTv7dHTbU+NCCpNMRSTVateuHWxFUOzp4atWrXE9ekwIQqPiwn7KKb2zChA1TQ/eEP+YOCBAYkKVVnfZZZfQH4Vub1R3Gjto165dxguy3/bbb7+g2GOx3zWLvufxxx8feU5qmtp84403Fq16QAUFgT4JrW8Cg24HqaZW3CctaJ8aTSFeX602BYmmhhfb/PlL131qGu2uv354cIsrHT8A/DZmzPpvzfr944AAiQG969bMo9Q/BF0wi32xiTvtg6Fijxq49S8c6ZpWb+td99ixY/2HyquFCxcGt98yvUNu2rRpsIiu2P75z3+u92KrwexSVTTI1WuvvRbZ1iC16e9J62zixA+A1q0Hh/6/ZnOtb0qwf3wcECAx8OCDD4Ze/Jp9pHfeyEwzcVTs8eCDD45cPNI13Su/7rrr8jruoEFgnTutXfC/n5qCTiVcik1rhVRo038+arpFqsHqTz75xD8skTS9V+Nh/s+ppvETjaXoPMWBHwCTJ8+PfC3TALz4feOAACmxiRM/W/dCD09p1cd0VJ2mPWsWT6Zpsn7TrcI2bdoE79CtM4l04cr07l4D1JotVooLV+/evTNOkdZ0W82eKkcaPzzggAMiP7OaysSounGppQsAvxqw9ipZsSL96ybd8aVGgJTQsmUr1717ushttdW+btNN//MutlGjRkUfYC0nc+bMCT4VHHPMMRmnzqY2TU9Vscfhw4dXaeBYm3f5txsrmuqBKZh0S6vYNNjcunXryHNS++1vf+sGDx7sH1J2FNj6xJFuvEezyrSgtZTSBcDs2T+4I48M193SoHw66Y4vNQKkhDp06Of22KOlq1Wrsdt220NdnToHBAUKkR+6laMpngrlqhR7VH0mFXvULCRdkFOpPMsNN9yQsc6XCkqWapdGzT5LV4xRz7VDhw4lW6BYKl9++WUwBdn/fahpwWRV3igUQqYA6Nx5VOjrRx/9VNp9SDIdX0oESIlo60y9CPbb7w63555tXO3azdyIEe/53ZAn+lSg6bONGzfOGAKpTes3NAtO1WQ1Q0l1yPw+atqXRQvhSkVTXPXu2n9eWmcSh9s2paRzl+52ngbf9Um12DIFwMKFy0LTgNUUKr5Mx5cSAVIC2gktta7OgQfe7+66a6DfDQWi2W2qSXX66adXqdhjuqaL9t13312SBWwVND3Xf15qepddyucVJ5r9lm6ihcqiFHtjrvUFgLbYTf03LS6cMSO84+T6ji8VAqTI1qxZ61q2HBh6IbRo0S9YkITiU7FHvVM999xz094795vGVVTPqZS3GjVGpi1t/eemd9ulWAMRd7od2apVq8jvS3vKF3Ma8/oCYOnSVZHNrK6+emioz/qOLxUCpMj8dxr66Prll2xQEwe60KjOk2pXpbv1oVk+hV5TsiH6ZKGw85+b3mVrNhoyU1UHv4S+blWqjE4xbCgAevf+NNIntcqv/29xQIAU0bhxcyOVPNc37xulowu1vw99qafA6tOSNhTzw0OTBLT5GDZMYeHXJ1OoFGMca0MBoH3XmzZ9IdTnvPP6V5ZF2dDxpUCAFMmiRStc48bPh14A7du/6XdDjPzv//5vbAJEgZYuPM455xzGO7Kk21a6fZX6e9TECq0lKaSqBMCQIZ9H+ulr4n89DgiQIrn22mGhk693GkuW8IcfZ3EJEI15pLttpcFy1gzZaADd39hLty0LuUK/KgGgTxsaE03tp+KMGiOtyvHFRoAUwUsvTQqdeC0cmjgx2RskVQdxCZB0A+baEhe5Ua0sv+KzqhQUan+WqgbAe+/NifR9+umPI1+LAwKkwKZNWxhsMpN64nv2/MjvhhiKQ4CoTL0fHm3btvW7wUj7vvu1zLTJ1vffh6fQ5kM2AXDlleFCi8cc899p/1U5vlgIkAJSTZuzzuoTOulXXDF4vRU3ER+lDpAXX3wxEh7aFZDbVvk1cuTIyOwsVRbI9+85mwD47LMF7vDDw/39FgcESAFp/+TUE6553lXd/xilV8oAUXkSf4W59odnwLwwXn755chmbnfeeaffLSfZBkC7dm9Ejsnm+GIgQArkjTdmhE623k2MHPml3w0xVqoA0XoUv7bVIYccEuxjjsLRHvGpv3PVTxs9erTfzSzbAJgz50d31FHhQovZHF8MBEgBzJu3xB13XPieZZcu1LlKmlIFiF9VV7ODvvjiC78bCkDlbVJ/99pHRvvI54MlAO65593IcdkcX2gESJ5RqqR8lCJAVBwx9Xuq9evXz++GAtG2vnXq1An9/ps1a+Z3M7EEgKry+oUWszm+0AiQPOvefVzoJDdo0NPNnJmfdzAormIHiMrP+yVUtNYDxTVq1KjI9sT52EvEGgCPPRa+pmR7fCERIHk0fny0VMmAAVP8bkiIYgeIvw2tSrKvXLnS74YiuP3220Pnonbt2kEpGYQRIHnyww/RUiWaRYHkKmaAaHvd1B0UVVpD+76jNLTVsV8G/uabb/a7VXsESJ5cd93wUHg0adLbLV7MlMskK1aAaGquv7/6Lbfc4ndDkWkGVmqob7bZZsGWxvgvAiQP+vSZHAoPSpWUh2IFiDamSv0+2sN82TLWC8XBhRdeGDo3J598st+lWiNAcjR9+neRUiVPPjnB74YEKkaALFiwILKR1eDBg/1uKBFNbNhqq61C56fQVXuThADJwcqVP7mzz345FB6tW1OqpFwUI0Dat28f+h5//vOf/S4osa5du4bOkfZfwX8QIDnQxvep4XHCCc+6+fOZqVEuCh0gWqCW+u5WpTTy/T2QO82EU5Xe1NdCqXemjAsCxOitt2aGwkPtnXdm+d2QYIUOkE6dOoUe/+yzz/a7ICa6dOkSOldnnnmm36VaIkAMvv56iTv++GdC4XHfffmrmYN4KGSAqK7VdtttV/nYmu1TyM2MkBudr9Sy7/q0yDRrAiRrGt9o1WpQKDyaN+9LqZIyVMgA8Qv3NW3a1O+CmOnQoUPonF122WV+l7xQ+ZKkIECy9Oqr00LhoVIlM2bkf/MZlF4hA0SbFqU+tvbpRrxpxtwWW2xRec40frV8ef4u9qtXr3WXX/5qcF05//z+btmy1X6X2CFAsqTdBFMDpH///F1UEC+FCpBx48aFHveoo47yuyCm/HUhffr08buY+VvZDh063e8SOwRIlvTxUtV1tViwa9cx/j+jjBQqQFQgMfVxu3Xr5ndBTA0bNix07vJ563HEiPAeQv36feZ3iR0CBMigEAGyevVqt8MOO1Q+pspjqIQ4kkE1smrVqlV5/lSzbOHChX43EwIEKCOFCJABAwaEHpPpoMlzzTXXhM5h9+7d/S4mBAhQRgoRIOedd17oMQcNGuR3Qcz5Y1j5WplOgABlpBABknr7Q7N4dEsLyaOClxXnsUaNGnnZt4UAAcpIvgNk8uTJocfL5wAsiuvSSy8NncuRI0f6XbJGgABlJN8B8vDDD4ce74EHHvC7ICF69eoVOpcqS5MrAgQoI/kOEFXaTX28Tz/91O+ChJgzZ07oXB5//PF+l6wRIAapvzC1bGVzvN9X7dFHx/ndMvKPRXnLZ4Bo+uc222xT+Vg77bST+/lnyv4n2Z577ll5PvMxDkKAGOR6Uc7meL+vmkqRLFhQtd3f/GNR3vIZIP74R/Pmzf0uSJhWrVqFzmmuJd4JEINcL8rZHO/3rWidOr3jd03LPw7lLZ8B0r9//9Bj3XvvvX4XJIw/pvX888/7XbJCgBjkelHO5ni/b0U74ogn3Oefb3g1sH8cyls+A6Rz586hxxo4cKDfBQkzfPjw0Dnt2LGj3yUrBIhBrhflbI73+6a2tm2H+N0j/GNQ3vIZIBdddFHosdhLIvlmzZoVOqfnnnuu3yUrBIhBrhflbI73+/ptzJh/+4eE+P1R3vIZIKq4W/E4m2yyCQsIy8DatWvd5ptvXnleDz30UL9LVggQg1wvytkc7/dt3Xpw6P9rYyhtGJWJfzzKWz4DZOutt658nL333tv/ZyTU/vvvX3lea9as6f9zVggQg1wvytkc7/edPHl+5GuDBk31D6vk90V5y1eALFq0KPQ4TZo08bsgoU4//fTQuc2lMi8BYpDrRTmb49P1vfHGEaGvnXzyc27Fip+8I/8j3fEoX/kKkNmzZ4ceR+MhKA8tW7YMnVuNi1gRIAa5XpSzOT5d39mzfwg2h0r9eo8eE7wj/yPd8Shf+QoQfw1I27Zt/S5IqKuuuip0bnOpLkCAGOR6Uc7m+Ex9O3ceFfr60Uc/lXZj+0zHozzlK0Def//90OO0b9/e74KEuuWWW0LndswY+y6lBIiBf1HOta1Ppr4LFy5zDRv2DP2bQsWX6XiUp3wFyIgRI0KPc/fdd/tdkFA6l6nnVmtDrAgQA/+inGtbn/X17dZtbOjftLhwxozvQ33WdzzKT74CxF+F/sgjj/hdkFA6l6nntl+/fn6XKiNADPyLcq5tfdbXd+nSVa5Ro2dD/3711UNDfdZ3PMpPvgLkueeeCz3Ok08+6XdBQvXs2TN0bnWurQgQg1wvytkcv6G+vXt/Gukzduzcyn/3/w3lLV8BwieQ8sUnkBLL9aKczfEb6rt69VrXtOkLoT7nndffVVTd3tDxKC/5ChDGQMoXYyAllutFOZvjq9J3yJDPI/30NfG/jvKWrwDxZ2HdfPPNfhckFLOwSizXi3I2x1elrz5ttGjRL9TvlFN6u1Wr1lTpeJSPfAUI60DKF+tASizXi3I2x1e173vvzYn0ffrpjyNfQ3nLV4CwEr18sRK9xHK9KGdzfDZ9r7wyXGjxmGOezup4JF++AoRaWOXL3+eeWlhFlutFOZvjs+n72WcL3OGHh/v7DeUtXwEiqfuhU423fOy3336V53XLLbf0/zkrBIhBrhflbI7Ppq+0a/dG5Jhsjkey5TNA6tWrV/k4v/rVr9gPpAysWbPGbbbZZpXnlf1ASiDXi3I2x2fTV+bM+dEddVS40GI2xyPZ8hkgF198cd4eC/EwY8aM0Dlt0aKF3yUrBIhBrhflbI7Ppm+Fe+55N3JcNscjufIZIP56gVdeecXvgoQZOnRo6JzedtttfpesECAGuV6Uszk+m74VVJXXL7SYzfFIrnwGiAIj9bFYTJh8Dz30UOic9u7d2++SFQLEINeLcjbHZ9M31WOPjYscm83xSKZ8BoiOTX2ss846y++ChLnkkktC53T8+PF+l6wMHTrJ1a17a2V76aWxfpfYKXmAAHGVzwBZu3at22677Sofa/vttw++huTafffdK8/nFlts4VatWuV3ycrgwWNcnTrnVLbnnhvhd4kdAgTIIJ8BIs2aNQs93oQJ6Xe+RPzNnDkzdC5PPPFEv0vWXnlluNtmm4Mr21NP9fW7xA4BAmSQ7wDp3r176PG6dOnid0FC+GXcO3fu7HfJ2ssv93Mbb7xFZXvssR5+l9ghQIAM8h0g06ZNCz3en/70J78LEuKCCy4InctciihW6NOnT+gxH330Ub9L7BAgQAb5DhCpU6dO5eP9+te/dsuXL/e7IOZ+/vlnt+uuu1aex5o1a+ZlYSgBApSRQgSIP3PnxRdf9Lsg5kaOHBk6h40bN/a7mBAgQBkpRIAMGzYs9Jjcxkqeyy+/PHQOn376ab+LCQFSDWhhofYLOfLIHq5r19zveyK+ChEgqp+Uevtj4403dl999ZXfDTG1cuXKUGFMTd9dvHix382EAKkGevb8KLSYsH//3C8qiKdCBIhoR8LUx7333nv9Loipvn37hs5drvWvUhEg1cCrr04LBUiDBj3djBnf+91QBgoVIFOmTAk97j777ON3QUz5+38MGTLE72JGgFQDa9f+7Fq1GhQKkebN+wZb3qK8FCpA5Kijjgo99muvveZ3Qcx88cUXQSn+inO20047uZ9++snvZkaAVBNff73EHX/8M6EQue++0X43JFwhA8RfiKZAQbz5g+c33nij3yUnBEg18tZbMyPFFd95Z5bfDQlWyADRuoHUWkpqmqGFeNJEh9TNozbffHM3b948v1tOCJBqpnPnUaEAOeGEZ938+Uv9bkioQgaIPPbYY6HHb9Cggd8FMXHttdeGztWVV17pd8kZAVLNrFz5kzv77JdDIdK69eBgnATJV+gAUfXW1JXpam+++abfDSX27bffBlUDKs6RxkFUTDHfCJBqaPr079wf//hkKESefJIqq+Wg0AEi//jHP0Lf48ADD8zrwCxyd8UVV4TO0YUXXuh3yQsCpJrq02dyKEC0yHDixG/8bkiYYgTIihUrXO3atUPf57777vO7oUTGjRvnfvnLX1aeGy38LMTrQAiQauy664aHQqRJk95u8eLcNphBaRUjQMRfnKbbJbNmzfK7oci04dcRRxwROjdXXXWV3y1vCJBq7IcfVrjGjZ8PhUi7dm/43ZAgxQoQOfXUU0Pfq0mTJn4XFJk/yaFWrVrr/s5/8LvlDQFSzY0fP3fdO5YnQiEyYMAUvxsSopgBok8cqQO1arqgoDS+/vrr0BbEar169fK75RUBAte9+7hQgKjUycyZi/xuSIBiBoho7CP1+2299dZu+vTpfjcUmG5daYva1HNxzDHH+N3yjgCBW7NmrWvZcmAoRFS9l1InyVPsANHiwoMOOij0PQ8++OBgoB3Fc8cdd4TOwaabbuomTZrkd8s7AgSBefOWuOOOezoUIl26vOd3Q8wVO0Bk6tSpbssttwx931atWvndUCDvvPNOMNMq9ff/4IMP+t0KggBBpTfemBEKkMMPf9yNHPml3w0xVooAEf9CopavTYuQ2YIFC0J7taidfvrpfreC8c87AVLN3XnnyFCINGr07LoX6TK/G2KqVAEimi6a+r1Ve4lV6oWzbNkyV79+/dDvXLXKvv++eFs1ECAIWbHiJ3fWWX1CIXLFFZQ6SYpSBojKnPgl32vWrOk+/PBDvytypJX//jTqTTbZxL3//vt+14IiQBAxbdrCSKkT7WqI+CtlgMjs2bMjt1S2335799lnn/ldkYNLLrkk9DtWU4mZYiNAkNZLL00KBQilTpKh1AEiCguFRurzUKiwUj0/2rVrFwmPW265xe9WFAQIMrr22mGhEGna9AW3ZAmlTuIsDgEiY8eOjczMUhXfyZMn+12RhZtuuikSHqWc8UaAIKNFi6KlTtq3Z1A0zuISIPLWW28FA+mpz2fbbbd1I0eO9LtiAzTmke62lfY7X7OmdOu1CBCs17hx0VIngwZN9bshBjSIfcopp8QmQGTgwIHBorbU56RQefnll/2uyECzrVRnzA+PY4891i1fvtzvXlS9e/cmQLB+3bqNDQVIw4Y93axZC/1uKAGt+NZF+qKLLgrKiPgXmQMOOCC4nVRK+iSy1VZbhZ6Xyo3/7W9/87vCo3Ue/lRdNX3yKHV4DBo0KCjWmPq8rrnmGr9b7BAgRZZa6uTQQ7u5unVvXfeO6I5173hX+11RBEuXLg1uHZx77rmRYobp2kYbbRTc/sj3ftjZmDhxottll10iz00Xwu+++87vDvefFeb+jDY1jXmU8raVJkmcdNJJkeelpjGauCNASmDu3MWuQYNH3N573+B23/0Ct/POJ7p27e71u6FAfvzxx6CyqlYZ16hRI/KHW5WmQe277747uNVVCpriW7du3cjz0uD6qFGj/O7VlgojqraVX55ErVSzrURBr8Wi2h7Xf14V57HUn4qqggApkddem+Bq127mdtihgatZcy+3ySZbrvvaa3435MnChQtdz549XePGjSPjCOmaFu21aNEi+HTSrVs3t9NOO0X6qO25555uwIAB/rcrCq2SPuGEEyLPSRfL22+/vaTvrOPgm2++cY0aNYr8frRIsBTrPETnRK8nf2p2Rdt7773d66+/7h8WWwRICf3lL53WvQPe1W200X/ehey4444lvTVSbrSngwYidRHJ9E4vtW2zzTbu4osvDu5H+xVwtZHQDTfckDF8dCEvRsVWn95h33XXXWl/vkMOOcSNHj3aP6Ts6XeizaD8/TzUVJ7kgw8+8A8pCpWi2X///SPPSU2vvb///e9BReYkIUBKaOnSZW6fffYJvZB0sdMfAGzmzJkTVE/V/g0ar/D/UP2m0L7sssvc8OHDq/TH+/nnn0fKXlQ0XcTbtGkTfNoptvfeey+4OPrPSU2TAhSm1YEmOfjb0FY0jREVs7ZVhS+++CK4Xeo/HzV9Wrz88svdt99+6x+WCARIiX388cdus802C72o7rnnHr8b1mPGjBnu3nvvdfXq1Yv8gaZrGoDWhf6f//yn+TbPsGHDIuFf0fTO9+GHHw7WGxTTokWL3Jlnnhl5PmqauaWZWitXrvQPKwu6AF9xxRXBjDT/Z9enxmKVZE+1ePFid/PNN0f+viuapg5/8skn/mGJQoDEgF7cqS8s3aMt1cfspJgyZUowOKoNl/w/zHRN786vu+469+677/oPZaaA0LnTgj7/+6ntu+++bsSIEf5hBffiiy+62rVrR56P2m9+8xt3//33Bxe3cjB37lx37bXXZpxBp0+ixb61+PPPPwfl9/1puRVtjz32KJu1OwRIDOgF598W+d3vfhfMFsJ/6dParbfeGlyY/T/KdG2vvfZy7du3L/jaDd2yuvLKK9PO9FFr2rRp0bem1fRk/eyZxmwUeh06dAjWRiSRbgu1bt0647v7nXfeueB7mKejW4mZbqEp5O68887I+FqSESAxoT9kf26/ZgFVd/okpoJ3ClT/DzJd22+//dxtt93mPv30U/+hCk7f8/jjj488JzVdyG+88caivynQmM3JJ58ceT4VTdOYNUaiMSDr7bxi0e23vn37BmMZ6SYNqOnrmh6rSQ/F9O9//9udf/75keejprG4Cy64wH311Vf+YYlHgMSIZmn493Cr2050+jSmdQxahbvbbrtF/hjTtUMPPTSYiTRt2jT/4Uqif//+GQNP74w1nbjYEyX02ko3pTW16ZaLfu/jxo3zDy8p1fvSRAfNVPKfc0VTcFx44YVFLzejTxO6lZrpFtqRRx7pxowZ4x9WNgiQmNGgW+oLUOsR4nJhLBS981WJDt0G0j16/48wXVNJCt3Lnzlzpv9wsaB3y507dw7On//c1Q477LC8jsdUlcJBA+3+GxW//fa3v3WXXnppcBtIM9uKSedUIat37elWj6c23cJS0ctSvA60RijTzDe9jp955pngDVE5I0BiRlNJ/Z3o9A67VCueC0U/z9ChQ4OL1A477BD5A/SbLniataLZTbpdkBQa5NUtokxTinWbUqvKi02TEDR91C8Tn6lpwaTKfuj3r/OWrwu2xjK0cO6hhx4KSsRkuiD7TQs7tS6nFNOTP/roo2Bw3n9Oago0jT0tWbLEP6wsESAxpGmpfjE/zTRJOn3c16pt3Wrwf750TbPRTjzxRPfEE08Eq4qTTGM5maYZb7HFFsHK8VKUrtA5eemll4KB/kwD7pmaLpZaGHfGGWcEF399EtDPoaaFfHoHrv9WfE3/rn7qr+MyDYBnahqvUeAOGTKk6FOkReOUupWWabKEfi797VYnBEhMvfDCC6EXp97BJqnEQQXNBtIFqnnz5hnvE6c2XVQ0I01jP+VYGFC3hDLdltGYj857qWg2Wffu3YOxEmuNsHw33QLUJAC9Hkr1rl53BbSGJtObHlVp1i3Y6ogAiTF/0xt9bC/FR/ZsaQaMLpSaLVOVC5Hegeu+/PPPP1826xPWR6H617/+NbJBVEVr2LChGz9+vH9YUWkMR4PXnTp1CmaWVeU85qPptaBPnRo/0uBzKT5ppFJ9uj/84Q+R56mmelYK3LjPXiskAiTG9I7Lf/Gq9HMcB+a0ElgDn3q3WJVbIXpned555wXTMrXJT3Wkfc3POuusyO9GTWM+Gh+Ky607BYoG4PUJSeF3zjnnBLW2Mk0S2FDT2IvG9vTJtGPHjsHiR4VmXMb6NEaUafqzbq3+3//9X0nKosQNARJzEyZMiNwrvu+++/xuJaHCj3oHpkKCmeblpzYtXlOxwldffbVsS2pYvP322+6ggw6K/L7UVIKkS5cusbmwpqPXgcJQU2j1s6gpEDQGotuXFV/TRVn94lwwVOVgNJVZIeGfC7X/+Z//KfpU4TgjQBJAVTpTX8R6cX/44Yd+t6LQjKEHHnjAHX300RlnFqU23XbTwKNKelSlWGF1pdsgjz/+eMYZaVpVr+BFYej3rwH/TL//3//+927w4MH+YdUeAZIAumXl78+taZXFWtWsqZYqVuhPL87UNEjctm3b4F1nsRfMJZ3eAWvGXaZ3wLqFqV3skD96nR544IGR37WaBs7j/gmwlAiQhJg/f35kkZ1KJxSKPqZrhW2mWyt+U4G466+/vlruP1EIU6dOzXgPvqJcB/fgc6O1LM2aNYv8ftU0BqV1L/q7Q2YESILoNpC/gvjZZ5/1u5lpgZSKFWYqU+43fazXtqBxK31RTrTmQbvU+b97Nc0C0u521XkWkIUmp6iQpD+2WNF0e1Zjj9gwAiRhbrrpptCLXbNZVDDP6v333w8eM1PtJr9pAZiKFRa7RHZ1prGjrl27ZqwFpXNSXdchZEO3gvWGyy9aWtG0DkeD/6g6AiRhdDFRgbbUF77qKlX1Hq3+iDS//+qrr3Z16tSJ/BGla3p8FSvMJaiQO62EVvmRTCuhteudxqsQpUoAmcbwSlkJIOkIkATSRULTO1P/CDT+kIkWY6kaq3Zsy7TJjd8aNGgQrL7VtEvEi/ZFUV0w/5yp6baMCnJWhwWZVbGhWmRai1TsYpHlhABJKK3aTv1D0NiIitxV0CcSlT5p2bJlcK/c/8Pxm97VHnfcce6RRx4py30LypF2tdPkBf9cqmnChcp/xHHRaTFonZE+NWda6KhP1Uz4yB0BkmB6Z5X6R6E1F0899VRQrND/hJKuaaqopoWqWCGzTZJpQ/tRaHe8ct6PIp1+/foF5ej934Wa9mPR3wjTy/ODAEkwzSbRTCj/j2R9TfWXmjRpEqwSZhpo+dCnRu2fkelWjf4tSWXwLSZOnBh8ivZ/djWV19FkkWKtnaouCJCEU/2gDZUR0SChai7ptlepKpqiOPRpw59kUdH0KUWfVsppT25RHTaN72WaXHDaaacVfU/66oIAKQPayc//o9G9Xy001Mf56lqssLrSuIc+YfoLTyuaxk20m17SaUaiyuqoxpr/M6rVrVvXvfHGG/5hyCMCpAzogqEd0nR7ShVSVbOHYoXQTCztjpdpwZxeM5rRlUSaMJJpwet2220XTAYpdSn46oAAAcqcdsnTbnn+hVZNt320tkRrTJJg2rRpwYZj/s+hplu5qsFWjhuRxRUBAlQTWq2uVev+hVdNRQO12j2uFZO1SZnWOmXaa0a7KE6ePNk/DAVGgADViOpmaQ+XTGuDtIGZ6m/Fhabb9ujRw+24446R56qmqtQDBgzwD0ORECBANaQp3Krom2kGnyoBawOoUlLJHY3p+c9NTTXg7rnnniqX8EFhECBANaay/VpM6l+g1bTQVLvzaY+SYvryyy+DLXP956OmiguXXHKJ+/rrr/3DUAIECIBgt8NMi1K1S5926yt02XhNN9d2AjVq1Ig8B7X69euzdUDMECAAArodpN33MpXB0a592r2vELTItXbt2pHvqaav698RPwQIgBDVRdNufP7mZRVNu/hpN798GDt2bPDJwv8eavok0rFjRxbCxhgBAiAt7crXsGHDyIVdTYtWtauftTSOxjA0lpEppJo3bx6MhSDeCBAA66Vd+rRbn3+RV9t1111dr169/EMy0m0yzZ7SLCr/sdQ060qzr5AMBAiADdJufdq1T4U5/Yu+Wr169YJd/9ZH6zW0bsM/Vk3rPLTegzLryUKAAKgy7d7XokWLSACoqZS89qjRLoCpJk2aFKwU9/uraWW5VphrpTmShwABkDXt5qdd/fxAUFMlaO0GOG/ePNemTZuMixVV00q1rZBcBAgAE91u6tmzZ7DLnx8OapkGyFVFd9iwYf7DIYEIEAA50S5/2u0vU6HDiqZ9Ox588EHKrJcRAgRAXmjXP+3+5weHPolo07OFCxf6hyDhCBAAeTVw4MDK2Vq1atVK7KZV2DACBEBBsIK8/BEgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwOT/AUq739YT6N+VAAAAAElFTkSuQmCC)
PN: 3H31-1-6W
CAS: 496-13-9
Molecule Weight: 120.155
Formula: C7H8N2
![Bis[(pyridin-3-yl)methyl]amine](data:image/png;base64,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)
PN: 3H31-1-V0
CAS: 1656-94-6
Molecule Weight: 199.257
Formula: C12H13N3
PN: 3H31-1-3J
CAS: 3000-75-7
Molecule Weight: 136.198
Formula: C8H12N2
![1,2-Dihydro-3H-pyrrolo[3,4-c]pyridin-3-one](data:image/png;base64,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)
PN: 4H48-1-AW
CAS: 40107-95-7
Molecule Weight: 134.138
Formula: C7H6N2O
TSCA: Not listed on TSCA inventory