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)
| Product Number | 3H31-1-H2 |
| Synonyms | (3aR,6aS)-5-Methyl-2,3,3a,4,6,6a-hexahydro-1H-pyrrolo[3,4-c]pyrrole |
| Purity | 97 % |
| CAS | 172739-03-6 |
| MDL Number | MFCD12198835 |
| Molecular Formula | C7H14N2 |
| Molecular Weight | 126.203 |
| Units | Price (USD) | Availability |
|---|
![2-Methyloctahydropyrrolo[3,4-c]pyrrole](data:image/png;base64,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)
PN: 3H31-1-B1
CAS: 86732-28-7
Molecule Weight: 126.203
Formula: C7H14N2
PN: 3H31-1-H2
CAS: 172739-03-6
Molecule Weight: 126.203
Formula: C7H14N2
PN: 3H31-1-5Y
CAS: 933687-93-5
Molecule Weight: 154.257
Formula: C9H18N2
PN: 3H31-1-7C
CAS: 1340212-51-2
Molecule Weight: 168.284
Formula: C10H20N2
PN: 3H32-5-88
CAS: 1443980-26-4
Molecule Weight: 164.68
Formula: C7H17ClN2
PN: 3H31-1-GF
CAS: 884504-74-9
Molecule Weight: 142.246
Formula: C8H18N2
![6-Methyl-2,6-diazaspiro[3.4]octane dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzQAAAc0AHMIWM6AAAB8npUWHRtb2xTb3VyY2UAAHichZRtb5wwDID/ipXPIwkJr6fjqmrVpEntPqyttG9TDnJXJEiqwL39+zmwtrDbGATZOH6MYyesb85tA0ftutqagoSUE9CmtFVt9gV5fvoSZORmsy7RCR1NV5CXvn9dMXY6nWj5olt1toaWtiXj/Orc1TOfk6TW7ZngPGQ/Hu4fByaoTdcrU2qkunrVDcZ7W6p+yOIfn2CtcsfasNGdte44RvspuB+cnruKfKzlM87dIgq7utGws65VPRwFpzj4J9hro53qdQXbC5oljXDtm/XDnS0PrTY9qj5CXarmsXeHEg2tbXR5wGCofL0rSBsioHrb3jqnLuA1b1YhKAFKgopAxaASUCmoDFQOKuT4hFjjRvuPPF1eNWbagB/wDZ/xHjQsjigIJosXSJpGKATNUy4gpKmI5JvAJcV5AgGnSRTHEKBZRigFzYSM3t9HNwKXj6i/RSApz0aZZ7GAIKax8DLB+TCEIKJpPNqzKJq8S5okySBjnkusBnsvx2a9taaaqFBXBdni2r3Ld73rMI2hSASsq7TD3ecDeNcpIOaAL+kyIOeAb8AyEM0B365lIJ4DvrnLQDIH/FZYBtI5MGycZSK7yul/RH5NhMuEj/hHL/6OsEnr2dupQfXqRLHJcWP4k9n8ApeBWf/N6taIAAAk60lEQVR4Xu3dCZRcZZ3wYRAQwmogQBiEYZExgDABPkAwBCSCwCjCMLgwbLI4gogiZ5RFYAwclGEcgRFBthBk1xDDOiirRCAshkHWsISwO0DYs5jA+/GWU9fum+7q6n+6q6urnuecew7pem/druJ2/bqr7n3vIgkAAhYpfwEA6iEgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIg0MEiP1+kWGAwGYh9t3Fbou1FdvDerjP5pcnpyLuOTJtN2CwN/8XwtMS5S6QVxq2QRlwxIu1/6/5p4vSJaf7788urFXq7PdpDZL/o7TqDcd9t3JZoe5EdvN51nnzzyTTm2jGdxne3rHXpWmnSM5PKd1FR7/ZoL5H9ot51BvO+27gt0fYiO3g96+Tf3Fa8cMVi3KhJo9JF0y5K09+anmbNm5VmzpmZ7nvlvnTMPcekVS5apeb91bM92k9kv6hnncG+7zZuS7S9yA7e0zoz3p6Rho0fVrn9Q+d8KJ358JnlIZ3kH8h9b9232/vraXu0p8h+0dM6rbDvNm5LtL3IDt7TOrvcsEtx+0l/OKl8c7eOnnJ0+UsVPW2P9hTZL3papxX23cZtibYX2cFrrfPAqw8Ut+X3hmt9wFivWtujfUX2i1rrtMq+27gt0fYiO3itdY6959jitrH3jy3fHFJre7SvyH5Ra51W2XcbtyXaXmQHr7XONpO2KW677cXbyjeH1Noe7SuyX9Rap1X23cZtibbXcQePLGWrX7x6cdvLs14u3xxSa3u0r/K+2NulrFX23cZtibZX/qHq7VK21HlLFbfNmT+nfHNIre3Rvsr7Ym+XslbZdxu3JdpeZAevtU6r/BDS/CL7Ra11WmXfbdyWaHuRHbzWOq3yNgDNL7Jf1FqnVfbdxm2JthfZwWut0yofRNL8IvtFrXVaZd9t3JZoe5EdvNY6rXIoJM0vsl/UWqdV9t3GbYm2F9nBa60z9dWpxW3rXLbOoD0Zi+YX2S9qrdMq+27jtkTbi+zgPa2z8/U7F7f/cOoPyzd3K09O15Wetkd7iuwXPa3TCvtu47ZE24vs4D2t88zbzxSzmS52zmLp7EfOLg/p5PW5r6f9bt2v2/vraXu0p8h+0dM6rbDvNm5LtL3IDl7POre/eHsaeuHQYtzoq0eni5+4uPIDOnv+7MoP3v2v3J+Ou/e4yoV6at1fPduj/UT2i3rWGez7buO2RNuL7OD1rjPtjWlpu2u26zS+uyW/53z1M1eX76Ki3u3RXiL7Rb3rDOZ9t3Fbou1FdvDernPHS3ekI+48Im06YdPKBXjyZUGXH7d8Wv+K9SuXBc0/fLU+sOzt9mgPkf2it+sMxn23cVsCoKUICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgQNuZPHlyOvLII9Nmm22Whg8fnpZYYom0wgorpBEjRqT9998/TZw4Mc2fP7+8WmGRRRYplnpF1ml2rfNIAHrw5JNPpjFjxnR6Me9uWWuttdKkSZPKd1ERiUFknWbXOo8EoIb8V8eKK65YvIiPGjUqXXTRRWn69Olp1qxZaebMmem+++5LxxxzTFpllVVqvthHYhBZp9m1ziMB6MaMGTPSsGHDKi/eH/rQh9KZZ55ZHtJJjsm+++7b7Yt9JAaRdZpd6zwSgG7ssssuxYv3SSedVL65W0cffXT5SxWRGETWaXat80gAuvDAAw8UL9z5c41aH47XKxKDyDrNrnUeCUAXjj322OKFe+zYseWbQyIxiKzT7FrnkQB0YZtttileuG+77bbyzSGRGETWaXat80gAurD66qsXL9wvv/xy+eaQjjGILK2idR4JQBeWWmqp4oV7zpw55ZtDykHo7dIqWueRAHShvwNSr8g6za51HglAF/r7Lax6RdZpdq3zSAC64EP0/tM6jwSgC816GO+jjz6afvjDH6btttsurbnmmpUJHfNUKzl4+Uz5P//5z6V7aD71P3qAQWjq1KnFC/c666zTNCcSdvx3V8vmm2+e3njjjdK9NJf6Hz3AILXzzjsXL8z5t/565YkVu1KOQT3K66y//vqV+7/hhhvStGnTKhM6/ulPf0qXX3558bnNoYceWrqX5lL/owcYpJ555pliJt7FFlssnX322eUhnbz++utpv/326zYQ5RjUozfr3HTTTZVxq666avmmptLzIwFoAbfffnsaOnRo8SI+evTodPHFF1fiMnv27Eo07r///nTcccdVLjJV68W+NzGo6s06b7/9dmXc0ksvXb6pqfT8SABaRH6rKH9o3fHFvLslf15y9dVXl++iojcxqOrNOnfccUdl3BZbbFG+qan0/EgAmtzdd99dmXo9z7xbj/wCfcQRR6RNN920cvGofATU8ssvX/lcIl/SNoej1oftvYlBVT3rvPbaa5Vt53jl65Z0F7Bm0f0jAWhy+UX+Bz/4QVp88cUrL8z5cNjBqGNc8rLBBht0ezndZiIgwKD03HPPpW233bbTC+/IkSPLwwaFckDy9Cv5Ilj5EORmJiDAoDNx4sRO1zfPS/5s44UXXigPHVTypXRzNPLhvcsss0zlrbVbb721PKxpCAgwaOSjpfK5ER3Dkd++ypepfe+998rDB7Xrr7++8vjyCYXNSkCAQeGhhx5KG220Uad45EvU3nnnneWhLSHHMj/GZj6UV0CApnfWWWelIUOGdIrHnnvu2fRTfSyM/DZdfpz5iKxmJSBA08qfCey+++6dwpE/GzjvvPPKQwed/NfUKaecku65557KZzfz5s2rnECYPwM5/vjji2Dmt+ealYAATel3v/tdWmONNTrFIx9llWexbQUdH1d3y957710JS7MSEKCp5HM7TjjhhMqcVR1fTA8//PA+u6JgM3j44Ycr57CMGjWqMnliPhhg2WWXrZzM+NWvfrWpj76qEhDa3vnnn5823njjyrUi3nrrrfLNNNCzzz7b6QJQeRk2bFi65pprykNpAgJCW3vyySfToosuWrxYLbnkkpUTuC644ILKtBI0zoQJEzpNdpiX7bffftCf29HKBIS2la/4lierK7/vXF3yWwpjxoypTP3dV9fSZkFz5sxLRx11TlpmmbWK5z6fQHfyySe33LkdrUZAaFvf/e53O8Viww03XCAi1SVPbJen/z799NMrU2jQN5544rW0555Xpg02yFOofzZ9+MND09prr12ZHJHmJyC0pd/85jeVKFQD8ZOf/KTy9XxtiP/8z/+sfLDZ8a2t8rLVVltVDsF8+umnS/dMva644qG09dbnp802+3llWW+9w9NBBx2X3nzzzfJQmpSA0HbyZUNXW221Igb5M4/333+/PKzy3vuZZ56ZPv3pTy9wRFDHZZNNNkknnnhieuyxx8p3QRfefHNO+s53bizCkZdttrkgTZrUGofnthMBoa3kUORgVF/8c0j+93//tzxsAXlMPnnts5/Nb7N8eIGIVJc8DXc+Caze61K0m/vvfzHtvPPFneKx114TPvjL7/XyUAYBAWky+azUG264ofxl+kh+e6r6Yp/fwvrtb39bHtKjfOnT8ePHp1133bUy7XY5ItVl3XXXTUcddVSaMmVK+S7aznvvvZ/OOuvetPnm5xTh+H//7+fpxz++M/35zz4oH6wEpImcccYZxYtPPgOVvpWvd50P060+x9/73vfKQ3rtnXfeSZdeemn64he/WJlioxyR6pIvdJSvgHfHHXd2+XZZK3vppbfTAQdM6vRXxw47XJQmT55RHsogIyBN4te//nVxVbXq8qMf/ag8jKA8x9Df/d3fFc9tPnw3H8bbl2bNmpWuuuqqSvzz5VHLEclLPlR15Mi907/924R0770vVH4zb2U33/x02m67cZ3iccgh16ZXXnm3PJRBSECaQI5Hd++ri0jfyNe5rj6n+cX9qaeeKg/pU3Pnzk3XXXddZUqKlVZaqbLdRRddLK2wwsZpjTW+nDbccGzlxXTMmPFp7Njb0513PtdSb+XMnj0vnXTS7Z3CseWW56YLL5za8tFsJwIywMrxyL8ll6dyEJGFk99i6vh8XnLJJeUh/SpPhnfTTTelb3zjiLTBBp9P66zztQ/+Cjmt04trXrbddlw6/vhb0223Tf8gQPPLdzNoTJv2l3M7Oj62XXe9LD300J/KQxnkBGQAlePx8Y9/PL344ouVt0I+85nPiEgfyH9prLDCCsXzuN9++5WHNFT+/OOee55Kp576+7TLLpcsEJHqMmrU+enoo29Kv/nNUx/sD807G2tZPrdjq63O6/RYjj325vTOO3PLQ2kBAjJAuotHlYgsvPwZx5Zbblk8f+utt17ls5Bm8uCDf0qnn3535Tf0ckSqSz7Z7sgjb0zXXTetqV+ITzyx81tW+dyOa655vDyMFiIgA6CneFSJyMLJh9BWn7f8fN93333lIU3lscdeqRzqusceVywQkeqSf7v/5jevT5MmPZbeeGN2+S56reN958Nq8/dQS8fxZZ/85LnFbXvvPSHNmNG6VwvkLwSkweqNR5WIxOTPHDpOVfLjH/+4PKSpPf306+mcc+5PX/nKrxaISHXZYotzK0c0/epXD6dXX40d1VS+z0MPva48pJNaATn33PvT5z9/aeUvqnnzWueAALonIA3U23hUiUjv5LPG/+Zv/qZ4rnbaaadBfe7Fc8+9mcaNm5r23XfiAi/41SWfoHfwwVenSy/9Y3r55frfpivfT16mTHm+PKxQKyC0HwFpkGg8qkSkPjkU//AP/1A8R8OHD6/MfdUq8kl5l1zyYDrooEmVt5zKL/7VZf/9J1YOmX3++doTE5bXy0t++6m73goIHQlIAyxsPKpEpGennXZa8dzkt7BuvPHG8pCWkU/G++UvH05f//o1lbezyiGoLgceOKkygWFXOo7rODPujTc+WR5aISB0JCD9rK/iUSUi3Zs6dWqnqUr+9V//tTykZb3++uzKB+v5A/aOH2ZXl3wEV1c6jjnttLuK/95tt8u6/BxDQOhIQPpRX8ejSkQWlOekGjFiRPF8bL755n0+Vclg8fbb+Sz4aZUp0/NfFfl8k/zWV1c6BiEf1TV69F+nHcnndJQJCB0JSD/pr3hUiUhnBxxwQPE8LLfccumJJ54oD2lbtaYOKQchH/lV/Xee8LB8EmN5PO1NQPpBf8ejSkT+4vLLL+/0HPziF78oD6Eb5SC8++6fP9inxhdfy0GpNZ72JiB9rFHxqGr3iEyfPr3TVCX77LNPeQg1dBWEfJRX9Wv5bPKZM/96wmJX42lfAtKHrr32prTkkks3LB5V7RqRPElhvjZ59TF/7GMfS2+99VZ5GDV0FYQ8kWPHebryvF21xtO+BKSP/Pa3f0xrrrlbWm65EWnRRRdvWDyq2jEixxxzTPFY81999957b3kIPeguCBMnPlp8PR/V9cILfwlzd+NpTwLSB/L021tscVZab71vp9VW+1zadNOdGxqPqnaKyC233NJpqpJTTz21PIQ6dBeE/MH77rtfXtyWZ9StNZ72JCALKcejetz9Jpv8NO2448np5ZdfKw9rmHaIyCuvvJJWX3314vHtuOOOg3qqkoFUKwj5ZMLqbfms98cff7XmeNqPgCyEjvHIyz/+4xVNcanOVo/I5z//+eJxrbrqqh8E++XyEOpUKwi5yXvtNaG4/bDDrqs5nvYjIEHNGo+qVo3IGWecUTyeRRddNN1www3lIfRCT0GYPHlGpzE9jae9CEhAs8ejqtUi8sADD6SlllqqeCxHHnlkeQi9VE8Q8lxa5XjUGk/7EJBeGizxqGqViLz77rtp/fXXLx7DZpttlubOnVseRi/VE4SpU19aIB61xtM+BKQXBls8qlohIgcddFDxveepSqZN63pyQHqn3iDkSRoFhDIBqdNgjUfVYI7IlVde2en7Hj9+fHkIQfUGIR+BVb7+CAhIHQZ7PKoGY0SeeeaZ9JGPfKT4fv/5n/+5PAQYIALSg1aJR9VgikieqmTrrbcuvs911103vflm7SvsAY0jIDW0WjyqBktEvv/97xff3xJLLJGmTJlSHgIMIAHpRqvGo6rZI3LrrbemxRZbrPjeTjnllPIQYIAJSBdaPR5VzRqRV199NX30ox8tvqcddtjBVCXQhASkpF3iUdWMEfnCF75QfC+rrLJKeumll8pDgCYgIB20WzyqmikiP/3pT4vvIU9Vcv3115eHAE1CQP5Pu8ajqhki8uCDD3aaquSII44oD6FB5s17L82e3fl66FAmIEk8qgYyInnbG2ywQbHdTTfd1FQlAyRfPGqHHS5Kn/rU+en++xt/XRsGj7YPyJQpz4tHBwMVka997WvF9pZddtn0+OOPl4fQIBMmPFL8PPzHf/z1crZQ1vYB+f73bxaPkkZH5Fe/+lWnbY0bN648hAa68sqHi5+JU06ZXL4ZCm0fkN///tm07bbj0j77XCUeHTQqIjNmzEhDhw4ttvGVr3ylPIQGExDq1fYBoXv9HZH58+enUaNGFfe9zjrrmKqkCQgI9RIQaurPiJxwwgnFfeapSu6+++7yEAaAgFAvAaFH/RGR22+/vdNUJSeffHJ5CANEQKiXgFCXvozIa6+9ltZYY43ifsaMGZPee++98jAGiIBQr4YGpLpT5qVePa3T8fZ8wZvHHnulPKSTnu6P7vVVRHbfffdi/ZVXXjm98MIL5SEMIAGhXi0VkLwceuh15SGd9HR/1LawEfnZz35WrJenKrn22mvLQxhgAkK9Wi4gecknB3anp/ujZ9GIPPTQQ2nIkCHFOt/61rfKQ2gCAkK9WjIge+89IXU3+3dP90d9ehuR2bNnp0984hPF2JEjR6Y5c+aUh9EEBIR6tVRAtt76/OK/b7zxyfLQip7uj/r1JiKHHHJIMWaZZZZJjz76aHkITUJAqFdLBeS00+4q/nu33S6rzCha1tP90Tv1ROSqq67qdPt5553X6Xaai4BQr5YKyBtvzE6jR48r/n3FFQ+Vh/d4f/RerYg8++yzacUVVyy+/qUvfam0Ns1GQKhXSwUkO+ec+4t/5ympZ83qfE2D8nj6RlcRyScHjh49uvj3Wmut9UHk3yivSpMREOo1YAGJLF0p3/7uu3/+4IVsfPG1HJRa4+k7XUWkuiy++OLpzjvvLK9CExIQ6tVyAckuueTB4mvbbHNBmjlzds3x9J3uInLSSSeVh9KkBIR6DVhA6tXTOl3dPnfu/LTLLpcUXz/11L9eFKer8fStK6+8snKSYDUe+b/z5WoZHASEerVkQLKJEx8tvp6vOJgv01lrPH3j17/+dfrwhz+8wF8g+RyQfC4IzU9AqFfLBuS9995Pu+9+eXHbscfeXHM8C68cj7XXXjstvfTSxb8PPfTQ8io0IQGhXi0bkCyfTFi9LU+0+Pjjr9YcT1w5Hh//+MfTiy++mM4999xOf4lMnDixvCpNRkCoV0sHJE9nstdeE4rbDzvsuprjiekuHlV77rlncVs+J+S5557rsDbNRkCoV0sHJJs8eUanMT2Np3d6ikf2+uuvV84BqY7ZdtttXf+jiQkI9Wr5gGQHHjhpgXjUGk996olH1e9///vKuSDVsWPHji0PoUkICPVqi4BMnfrSAvGoNZ6e9SYeVSeeeGIxPsdk8mQvTs1IQKhXWwQk++Y3rxeQPhKJR5bfttpuu+2K9f72b/+28vYWzUVAqFfbBCQfgZWPxKp3PF2LxqPq+eefTyuttFKx/j/90z+VhzDABIR6NTQgDG4LG4+qfD8dz1Q/55xzykMYQJdeelcaMeKoyjJ27KTyzVAQEOrSV/Go+sY3vlHcVz7Z8JFHHikPYYCMG3dNGj58p8py9NFnlm+GgoDQo76OR5anNdloo42K+9x4441NddIkzj57XFpqqeGV5dvfPrp8MxQEhJr6Ix5VDz/8cKepTg477LDyEAbAmWeeWfw/yX8pQnfaPiD5+iHjxz+Qbrllevmmttef8aj6+c9/Xtx//lxk0iTvuQ80AaFebR+QPNV79YiTCy+cWr65bTUiHlV77LFHsZ1hw4ZVjtRi4AgI9Wr7gJxxxpROh/aKSGPjkc2cOTOtueaaxfY+/elPm+pkAAkI9Wr7gMyZMy8dcsi1IvJ/Gh2PqjvuuCMttthixXZdwXDgCAj1avuAZCLyFwMVj6of/OAHxbZdQ33gCAj1EpD/0+4RGeh4ZPltq9GjRxffQ57B94033igPo58JCPUSkA7aNSLNEI+qfK2QfM2Q6vfyxS9+sTyEfiYg1EtAStotIs0Uj6p81cLq95OX8847rzyEfiQg1EtAutAuEWnGeFQdcsghxfe1zDLLpEcffbQ8hH4iINRLQLrR6hFp5nhkeVqTT3ziE8X3N3LkyA/+n8wpD6MfCAj1EpAaWjUizR6PqoceeigNGTKk+D4PP/zw8hD6gYBQLwHpQatFZLDEo+qss84qvtc81ck111xTHkIfExDqJSB1aJWIDLZ4VO2+++7F97zyyiunF154oTyEPiQg1EtA6jTYIzJY45HlqU7WWGON4nvffvvtTXXSjwSEeglILwzWiAzmeFT97ne/6zTVycknn1weQh8REOolIL002CLSCvGoOuGEE4rHscQSS6S77rqrPIQ+ICDUS0ACBktEWike2fz589OoUaOKx7P22mub6qQfCAj1EpCgriJy/vnN8xtxq8Wj6tlnn01Dhw4tHteXv/zl8hAWkoBQLwFZCB0jstFGP/zgN+ID0xlnXFIe1nCtGo+qCRMmFI8tLxdccEF5CAtBQKiXgCykHJGDD76sEo+VV942DRmyevrRj35UHtYwrR6Pqn/5l38pHuOyyy6bHnvssfIQggSEeglIH5g9e27aY4/vVOJR/cEbiIi0SzyyWbNmpQ033LB4rJtssompTvqIgFAvAekjs2bNTp/5zGeKH7xGR6Sd4lH14IMPpqWWWqp4zN/+9rfLQ+iF/PnS6aefnj72sY8Vz+nnPve58jAoCEgfyr8VD0RE2jEeVR1/W85TnVx33XXlIdTw9NNPp1NOOSV98pOf7LTfVpett966vAoUBKSPNToi7RyPqi984QvF419llVXa7vH3Vv686MQTT6y87VcORnXJMV511VXTH/7wh/LqUBCQftCoiIjHX7z22mvpox/9aPE85OfeVCedPfDAA+n4449PG2ywwQKxqC55X/rsZz9buYDXK6+8Ur4LWICA9JP+joh4dHbbbbd1muqkL5/rwWrKlCnpqKOOSuuuu+4Csagu+TOk/Bfc+PHjnZRJrwlIP+qviIhH14477rjiOclTneQX0Hby/vvvV+YMywcTrLnmmgvEorrkKzzma81fdtll6Z133infDdRNQPpZX0dEPLqXpzr51Kc+VTw3+TfvN998szyspeTHfMstt1QuAbzaaqstEIvqsvzyy6d99tknXXXVVZV9EvqCgDRAX0VEPHr2zDPPpI985CPFc7TXXnuVhwx6c+fOTf/93/+dDjzwwDRs2LAFYlFdVlpppfTVr341XX/99ZV1oK8JSIMsbETEo36//OUvOz3PF154YXnIoJOvEZ/3gX333TetsMIKC8SiugwfPrxylv5NN92U5s2bV74b6FMC0kDRiIhH7x188MHF85WnOpk2bVp5SNPLn09cccUVlQkj8+cW5VhUl3yxrW9961vp9ttvr3wOAo0iIA3W24iIR8y7776b1l9//eJ522yzzQbF2zj5M5uLLroo7bbbbmnIkCELxKK6rLPOOum73/2ua6IwoARkANQbEfFYOP/zP//TaaqT73znO+UhTeHVV19N559/ftp55507/f8uLyNGjKgcaebkPpqFgAyQniIiHn3jv/7rv4rnMJ9dfcMNN5SHDIiXXnopnXXWWWnMmDFp8cUXXyAW1eXv//7v09ixY9MjjzxSvgsYcAIygLqLiHj0rV133bV4LvP0HPnFeyDkyQpPO+20NHr06ErMyrGoLltuuWVlP3jyySfLdwFNRUAGWFcR6XhGtXgsvPwW0eqr/3Wq/R133LFhHzY/9dRTlRjkKJRDUV1yTLbZZpv0k5/8JM2YMaN8F9C0BKQJdBUR8ehb+WS7jmH+93//9/KQPvPoo49W3nYaOXLkAv9Pq0t+22r77bdPP/vZz/w/ZtASkCaRI7LRRhsVLzD5JDAvLH3r2GOPLZ7f/BbhPffcUx4SNnXq1MoH3B2P/CoveZs77bRT5QNzkxXSCgSkieRDODfddNPKFBx//OMfyzezkPKJdVtttVXxgp4vnPTWW2+Vh9Xt7rvvTt/73vcqh9SWY1Fd8qG4ebLCfGiuyQppNQJCW5k+fXqnqU723nvv8pBu9Waywi996Uvp8ssvN1khLU1AaDv57O6OL/j5r4Pu5MkKb7755vT1r3+95mSFeXqRPFnhxIkTK9OOQDsQENpSnoiw+uK/3HLLpSeeeKK4LZ+xns8XOeCAA2pOVphvy2Py2MFwljv0NQGhLeW3lvKZ3dUY5M+e8iSM+a+IWpMV5r9C8l8j+a+S/NcJtDMBoW3lI6eWXHLJBSJRXvLnHflzj/z5R6POH4HBQEBoa6effvoCwchLPrIqH2GVj7QCuiYgtL3qNcOHDh1aOZcj/2UC9ExA4AMzZ84sfwnogYAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAh/x+1FT1drQiwtgAAAABJRU5ErkJggg==)
PN: 3H31-5-5A
CAS: 1980054-22-5
Molecule Weight: 199.12
Formula: C7H16Cl2N2
![Octahydropyrrolo[3,4-c]pyrrole dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-0F
CAS: 165894-01-9
Molecule Weight: 185.09
Formula: C6H14Cl2N2
TSCA: Not listed on TSCA inventory