| Product Number | 4H32-1-X0 |
| Synonyms | 3-(Morpholin-4-yl)pyrrolidine |
| CAS | 53617-37-1 |
| MDL Number | MFCD06740352 |
| Molecular Formula | C8H16N2O |
| Molecular Weight | 156.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H32-1-X0
CAS: 53617-37-1
Molecule Weight: 156.229
Formula: C8H16N2O
PN: 4H56-1-R34
CAS: 1349699-80-4
Molecule Weight: 142.202
Formula: C7H14N2O
PN: 4H56-1-S34
CAS: 1349699-88-2
Molecule Weight: 142.202
Formula: C7H14N2O
PN: 4H56-5-JB
CAS: 1337880-81-5
Molecule Weight: 308.67
Formula: C10H24Cl3N3O
![1-[3-(4-Morpholino)propyl]piperazine](data:image/png;base64,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)
PN: 4H56-1-H2
CAS: 436852-18-5
Molecule Weight: 213.325
Formula: C11H23N3O
![1-[3-(Morpholin-4-yl)prop-1-yl]-1,4-diazepane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsZAAAbGQEgFmhKAAACUXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXix8xhiikqlpNmtRu0tpJezc54KRIASogT99+Z0i6QDqQCH/77n628fmcxd0x38LeVnVWFrHHCfPAFkmZZsUm9n69fp2F3t1ykWAQBhZ17L01zfuc0sPhQJI3m5tjWZCkzL3OPz/WWS/mIElZbahgjNPfz08vLTPLiroxRWKRqrN53RqfysQ07Sr+MwXNTbXPCtqF07zad6P9Ecw9jBzr1Pv3LQ/ou0cU1tnWwrqsctPAXjCCD/sCG1vYyjQ2hdUJzZL4+O3LxfNjmexyWzTYdCNkidm+NNUuQUNebm2yw8Gw8e0x9nKOgGnK/L6qzAlcy5kNByPASDA+GAUmAKPBhGAiMJzhD/0cAzhGcAzhGMMD3PetdRO/nt4trh4e4Du494/2femdFTdOxJ4iQkYMJImY8i9yNvZ9gijN9UXOvgB7QqP4SgegiQoDBRHhLJIooW5F8kCjL/QV9+CEk84kEQqHnOGGCaeKqMBpQKR0isHaaUgC/7p/8XOiuVNGIudnREVMAieB1CGKz0KJRqb9wMVKFUZOQy4i3G76sd/Lxaos0qsmZGnsrXCVLuSnXdfinAsPyiq1FR5vN4ALvQZEH3CZGwdkH3B5Hgf8PuBOxTig+oA7Q+NA0AfciRsHdB9w53McCG8+egKIbvIQjQOc9Ym2WiaQYbLb6ppgBvnuqnGCGaS8q94JZpD1rtonmEHiu9thghnk/nKbjDL6k337lKFXNUYv9x82b+5GenVxUvy7WP4F5ubXwKbEK5MAADLzSURBVHhe7d0LnE3l3sDxXFIklEjKq0JxXA7lVs4IkVISHRFdjjhFlN5U6jg6OaGUk65vuacoyiWHjoRE5NYhUi4hchn3+7iN8X/9F3vZ69kze2ae2TOz916/7+ezPmnWYzCb5zd7XZ51ngAAYOE88wMAAGQEAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAeLM0aNHpVmzZtKwYUMZPHiwzJs3T3bu3GkOA7KMgABxJCkpSapXry7nnXdeyFasWDGpXbu2tG/fXvr37y+ff/65/Pjjj3LkyBHz0wAZQkCAOLFv3z6pV69eSDgyspUpU0aaNm0q3bp1k7feekumTZsmGzZsMH8JwIOAAHEgMTFRqlWr5gahUKFC8tJLL8lrr70mf/3rX+Xmm2+WEiVKhIQjve3CCy+UqlWrSqtWreT555+XDz/8UBYuXCh79uwxfwvwIQICxDh9p1C+fHl30r/00kvl+++/N4c59F3KokWL5OOPP5YXXnhB/vznP8sf//hHKViwYEg80tuKFy8uN910kzzyyCMyYMAAmThxovz0009y/Phx85dFnCIgQAxbuXKllC5d2p3Ur7jiCmcSt7Fp0yb56quv5J133pEnn3xSbr/9drnmmmtCwpGRrVy5cs6J/O7du8u7774rX3/9tWzZssX8JRHjCAgQo/RQkr4LCJ60169fbw7LMr2qa8WKFTJhwgR55ZVX5OGHH5Y6deo473TMcKS3XXTRRc5J/tatW0uvXr1kzJgxsmTJEtm/f7/5yyIGEBAgBs2YMUMKFy7sTsx6nmLbtm3msGy3e/du53DZ8OHD5bnnnpOWLVtKlSpVpECBAiHxSG8rWbKkJCQkyKOPPioDBw6UyZMnyy+//CInT540f1lECQICxJjx48fLBRdc4E68eh5i79695rBc9+uvv8qXX34pb775pnTt2lWaNGkiV155ZUg40tvy5s0rFStWlObNm8vTTz8tH3zwgcyePVu2b99u/pLIYQQEiCHDhg2TfPnyuZOrXnp7+PBhc1hU09/vsmXL5LPPPpOXX35Z2rVrJzVr1pSiRYuGxCO9rUiRInLjjTfK/fffL3369JFx48bJ0qVL5dChQ+Yvi2xAQIAYoZfk5smTx5089TxCvF3xtGPHDpk7d65zB32PHj3k7rvvlkqVKnmimdFNLy649dZb5Y477nCuFEtJSTF/OWQRAQFiQM+ePT2To54n8NOEqH/W1atXy7///W/517/+JZ07d5ZbbrlFSpUqFRKOtDa9Ax+RRUCAKKYTp8YieCLUmOCcAwcOyA8//CCffvqp9O7dW9q0aSM1atTwXGSgm14Bpu9wEDkEBIhSenhKD1MFJkA9fPX666+bwxCGXpnWuHFj92vYqVMncwiygIAAUUhPNN92223uxKfnAPQEOjJv8+bNzrsP/TrqFV16kh2RQUCAKKOX5OqluYF46CW7euku7OkVWoGvZ/369c3dsERAgCiih1z0psDAZKfH8fWmQWSNLllftmxZ9+uql/si6wgIECV0GRJdjiQwyekyJbpcCSJDoxH42mpMeA5K1hEQIAroAoi6EGJggtN7GHShRESWHr4KfI31sBayhoAAuUzXkgpemFCXZudhTtlDT6DriXT9OuuJdT3BDnsEBMhF06dPd68Q0k0fCsUaT9lLL+UNfL11GRXYIyBALtG1oIJXrdXH0eoDn5C99GbCwLpbem/N/PnzzSHIIAIC5IIhQ4Z41nfS9ZqSkpLMYcgmulx84GuvCzmeOnXKHIIMICBADnv11VfdyUu3tm3byokTJ8xhyEZ6l/91113nvgYjRowwhyADCAiQg5599llPPLp06eKrRRGjyZQpU9zXQRdlPHjwoDkE6SAgQA7Qp+p17NjRE4+//e1v5jDkMH2eSuD1YJHKzCMgQDbTwyX33nuvO1HpiVtdkhy5Tx+Ze/755zuviy4Zs27dOnMIwiAgQDbSRRH1Ua6BeOTPn5/j7VGme/fu7uvTokULczfCICBANtmzZ4/UrVvXnZwuvPBCmThxojkMuUwXr7zsssvc14m1xzKOgADZYOvWrVK5cmV3Urr44otl1qxZ5jBEiffff999rapUqSLJycnmEKSCgAAR9uuvv8o111zjTkj63e3ixYvNYYgiepGDrgIQeM3effddcwhSQUCACFq+fLnnOd1XXnmlc6IW0e+bb75xXzddCVkPQSI8AgJEiC6Jcckll7iTUIUKFWTjxo3mMESxVq1aua9ft27dzN0wEBAgAqZNmyaFChVyJ5/q1as7ay4htugqyHqxg76G+fOff/rd42pzCIIQECCLxo4d695LoFtCQoLs37/fHIYYoTd4FihQXIoWrSL33fe8uRtBCAiQBXr1TuD5ErrdeeedPOkuxh0+nCRVq94rZcq0leuu+1+ZPZubC9NCQABL/fr1c8Ohmz5bgss/48PEiQulSpW+cuONg+Weez6VEydYryw1BATIJF36u0ePHp54dO3alUUR44iu7v7ww5OcgOg2atSP5hAIAQEyRe8X6NChgycevXv3NochDqxYsUNq1jwTkPr1R8ru3TyvxURAgAw6duyYtGzZ0g2HLoo4aNAgcxjiSO/e37jvQvr0+dbc7XsEBMiAQ4cOSaNGjdx46KKIo0aNMochzuzYcVgSEkY4AalVa4j88ssuc4ivERAgHbt375batWu78dD7BL744gtzGOLU8OFL3Xchjzwy2Tk/gjMICBDGli1b5A9/+IMbD10Ucfbs2eYwxLHjx09K8+afuBH56qtfzSG+RUCANKxdu1auvvpqNx4lSpSQJUuWmMPgA7NmbXAD0qzZGDl6lMu1FQEBUrFs2TK5/PLL3XiUKVNGVq1aZQ6Djzz66BQ3IoMH/2Du9iUCAhi+++47KVq0qBuP66+/XjZt2mQOg8+sWbPbOZGuAalXb7gkJh4yh/gOAQGCvP3221KgQAE3HjfccAOLIsLVr99c913ICy/MNHf7DgEBztKl1wPh0K1+/fpy4MABcxh8bN++o9KgwUgnIHqT4dKlieYQXyEgwFn64KdAPPT8B4siIjVjxqxw34W0bz9BUlL8e10vAQHOOnz4sBuQunXrmrsBR3Jyitx77zg3IpMm+ffiCgICBAk8TKh8+fLmLsA1f/7vbkCaNPno9Dcfx80hvkBAgCD6DHMNiD6aFgjnySenuRF5880F5m5fICBAkGrVqjkB0YdE6cq7QFo2btwndesOdQKi/920yX9PoSQgQJCGDRu650F27txp7gY83nhjgfsu5Kmnppm74x4BAYK0bt3aDQh3niM9hw4dd86BBCKyYMFmc0hcIyBAkM6dO7sBmTdvnrkbCDFhwi9uQPT5IX5CQIAgvXr1cgMyefJkczcQQu8D6dFjuvPUwu++89eSNwQECPLGG2+4ARkxYoS5G0AQAgIE0acMBgLy2muvmbsBBCEgQJCpU6e6AenZs6e5G0AQAgIEWbBggRuQTp06mbuBdAVOqOumCy6uXh3+OerB41OT3n5TZsdnBQEBguhTCAMBadmypbkbSFfwBK7b449/aQ7xSG/CT2+/KbPjs4KAAEH27NnjBkSXcwcyywyIbosWbTGHudKb8NPbb8rs+KwgIECQU6dOSb58+ZyAVK5c2dwNpMuMh24PPDDh9N8tc+QZ6U346e03ZXZ8VhAQwFCiRAknIKVKlTJ3AekKnsBvvnm4++Pp09eZQx3pTfjp7TdldnxWEBDAULFiRScg559/vrkLSFfwBK6r9AZ+fM89nzrPEjGlN+Gnt9+U2fFZQUAAQ7169dzzIDzSFpkVPIHv33/UuUM98P/jxq00h6c74ae335TZ8VlBQADD3Xff7QZkw4YN5m4gLHMCHzLkv+7/68KLR44khx1vSm+/KbPjs4KAAIYOHTq4AVm8eLG5GwjLnMCTkk5I48aj3I9pUMKNNwXvz+yW3QgIYHjmmWfcgEyb5r9nPCBrUpvAx4xZ4X4sIWGE7N17NOz4YGYUMrNlNwICGF555RU3IKNHjzZ3A2GlNoEfP35SmjUb43789dfnhx0fLL39psyOzwoCAhhGjBgjhQqVlcKFy8n7739k7gbCSmsCnzRplftxfQTu1q0Hw44PSG+/KbPjs4KAAIb//GeBXHllKylT5j7517/Gm7uBsNKawPW5IS1bjnX39eo1K+z4gPT2mzI7PisICGBYsmSjVKnST6pVGyD9+5/5Rw5kVLgJXG8mDOzThRbXrNkddrxKb78ps+OzgoAAhvXr97r/AF94Yaa5Gwgr3ASuy5m0azfB3d+t25dhx6v09psyOz4rCAhg2L07yf0HmN5KqoApvQl83rxNnjHpjU9vvymz47OCgACGEydSnMML+g+wffsJ5m4grIxM4B07Tg6JR1rj09tvyuz4rCAgQCoCy0/cddcYcxcQVkYm8GXLEkPikdb49PabMjs+KwgIkIrmzT9x/gH+6U/DzV1AWBmdwJ944j8EBIhHDz440f1HqDeBARmV0Qlcr8AKHCoNNz69/abMjs8KAgKkIvjqmB07Dpu7AQgBAVL197/PcgOydu0eczcAISBAqnStokBAlizZau4GIAQESFXwMxxmzlxv7gYgBARIlT45LhCQCRN+MXcDEAICpCp4zaLhw5eau4FUHTp0XKZOXSPbtx8yd8UlAgKkYuHCzW5A3nhjgbkbSNWTT05z/s7oqrt+QECAVKxatcsNyD/+MdvcDYTYvPmAe1/H3Xd/au6OSwQESMW2bYfcgHTvzmNtkb53313k/p0ZPPgHc3dcIiBAKpKSTriTwV/+MsncDXicPJkiTZt+7Px9qVVriCQmcg4E8LWbbhrmq+PZsPftt7+533DoGld+QUCANNxxx2hnQmjY8ENzF+Dx1FNnTp7rNmvWBnN33CIgQBratv3cPSShz7MGUqNrpdWuPdT5u9KkyUeSnJxiDolbBARIw2OPTXG/q9y376i5G3AMG3Zu1YK33lpo7o5rBARIw3PPzXAnho0b95m7AecZ54Fnx+glvJs27TeHxDUCAqShX7+5bkB+/DHR3A14bjj961//be6OewQESMN77y12J4c5czaauwF5/vlz71K//HKtuTvuERAgDWPGrPD15IDw9u49KnXrnjl5rlfqHTuWbA6JewQESIMez27UaJRzZc3WrQfN3fC50aOXu99gDBgwz9ztCwQECENPkupdxoDpz38e5wZEn2/uRwQEADJp2bJENx4PPjjR3O0bBAQAMklXaA4ExM8PHCMgAJAJ+tCoevWGO/FISBjhLLzpVwQEADLh889/dt999OnzrbnbVwgIAGRC+/YT3IAsX77d3O0rBAQ4KzAp6KbLUqxevcsc4hE8Hv4Q/KTK1q0/M3f7DgEBzgoOgm6PP/6lOcSDgPjPK698577meqOp3xEQ4CwzILotWrTFHOYiIP5y9Giy3HLLSOf11oeN7d/PCs0EBDjLjIduDzwwwbmZMDUExF+mTFnjvt4vvDDT3O1LBAQ4KzgIN9985jJN3aZPX2cOdRAQf+nYcbL7ei9evNXc7UsEBDgrOAhvvrnA/fE993ya6lPmCIh//PprolSq9Df54x8HSosWn6b5rtRvCAhwVnAQ9Ph2/fpnjnfrNm7cSnM4AfGR3r3fkiuuaCZlyz4gH3www9ztWwQEOMsMwpAh5x5VqivyHjniXa7bHI/4dPz4cSlV6iopWPBKKV68hmzf7s+FE1NDQICzzCDoEhWNG49yP6ZBCTce8WncuHFy3nnnOVuLFi3M3b5GQICzUgtC8EOldN0jfYhQuPGIP02aNHEDMmXKFHO3rxEQ4KzUgnD8+Elp1myM+/HXX58fdjziy2+//SZ58+Z14nHVVVfJyZMnzSG+RkCAs9IKwqRJq9yP6yNMA08nTGs84sff//53992H/hheBAQ4K60gpKSckpYtx7r7evWaFXY84oO+29B3HRoPfRei70bgRUCAs8IFQW8mDOzThRb1EabhxiP26fmOwLsPPQ+CUAQEOCtcEPTGsXbtzi3j3a3bl2HHI/bpFVeBgOiVWAhFQICz0gvCvHmbPGPSG4/YtW3bNsmfP78TjxIlSjj3giAUAYGv6B3mK1bsMD/syEgQgtdDysh4xKb+/fu77z569Ohh7sZZBAS+cOJEiowcucy5l0Mn/KFDvTcFqowEYdmyxJB4pDZeb0I8fJjvWmPRqVOnpFy5ck488uTJI7/88os5BGcREMS92bN/cxbAC57w+/Wbaw4LG4RgTzzxn7AB2bRpv7OOVr16w+WTT35i4b0YM2vWLPfdx5/+9CdzN4IQEMSt9ev3SpcuUz0TvV5B9eKLs+XAgWPm8DSDYNIrsPTzpDV+1qwNnn2PPjrFvXcE0e/+++93A/Lhhx+auxGEgCDuaBwGDJgntWsP9Uzkf/nLJPnpp9TPf0TSyZMpzjuc4F9bD53pDYmIbrt375YLLrjAiUfRokUlKSnJHIIgBARxQyduXXa9YcMPPZP3HXeMli+/XGsOz3Z61dbtt3/s+b08+eQ02bmTSSlaDRo0yH330aVLF3M3DAQEcUGfXd669WeeyVqfW/3ee4tDlmHPSfpuSB9/Gvz70sCl9ZRD5K7KlSu7Afnvf0MvtIAXAUFM+/33A/K///uVZ4LW7bnnZkTVeYcZM9ZLo0bnlobXrWfPGc5lxYgO33//vRuPG264wdyNVBAQxCS9RPattxY6ixsGT8r33z9efvghOp9XvXt3UkjsbrvtY5kzZ6M5FLngkUcecQPyf//3f+ZupIKAIKbowoaTJ692nhAYPBHfeusomTDhF2d/tNPff/DjcnXr0+db7hvJRQcPHpTChQs78ShUqNDpd4b7zSFIBQFBzPjxx0R54IFz61HpVqfOUPnXv74/PQHE1uSbmHhIOnee4vmz3HnnGFm8ODrfPcW7wYMHu+8+Hn74YXM30kBAEPW2bz/kLKEePNnqpjf0bdy4zxweM/QGw7Fjf3JuOAz8mfT+ktdemy9Hj+beiX+/0WXay5Yt6wbku+++M4cgDQQEUevYseTT3xn+4JlgddNnc+glsvFC71zXe1TMP2Naa3Yh6xYvXiy9e/eWatWqueHQ7bLLLjOHIgwCgqg0ceIsSUjoJTVqvONOqg0ajJTRo5dLcnKKOTzm6bkbXasr+KKAWrWGyNtvL3LW8ULW6Gq6X3/9tXTu3Nl9SFRqW6dOncyfijAICKKKXnufkJAgF198vVx5ZUupVKmXM5H27TtH9u6N/0te167d41xJFvxupG3bz53lU5A5eiJ89OjRp79+bU//fbo4JBaBrWrVqtKzZ0+ZNGmS+SmQDgKCqLBjxw7p2LGj8+hQ/Ud9/vlFpXjxm6RNm1dl9Wp/HcrRd1h6A2TwUix6scDw4Uudu+2Rtk2bNsk777wjt9566+m/Q+eHxEI3fc5Hw4YNnbvON2zYYH4KZAIBQa7SQwuvvfaas+5Q8D/yq6++WiZMmGoO95WVK3dIq1bjPO9GHnpoUkxfOJAdli5dKv/4xz+kRo0aIbEIbHqJbuvWreWjjz46/U52r/kpYImAINfoM6crVKjg+Yd+0UUXyT//+U85ejT+D1dlhF5IMHDgfOcw3rl3I+/KiBGznOdW+NGJEydk5syZ0rVrV/mf//mfkFgEttKlS8ujjz4q06ZNO/11DF19GVlHQJDj9AE9t912W8g/+AceeEA2b95sDsdpend98+afOAG5/vpnTk+OzeWOOx5wLkH1A73R75NPPpF27dqFvFsN3v7whz9Ir169ZMGCBeanQDYgIMgxeujgySefDDk2XatWLWcdIoSnTzl88cUpp7/rvl+KFash+fIVdE4ODxkyxBwaF/SbCV1SpEmTJlKgQIGQWOiWL18+ueWWW06/Sxso69axQGVOIyDIdidPnnQmguLFi3v+8V9xxRUycuRI3x6KsTVjxgK5+mrv/QvNmjWTrVtj/y725cuXS58+faRmzZohsQhsepizVatWzsOe9PkdyD0EBNlKHw+ql0kGTwD6wJ4XXnjBOSwBO/purk2bNp6v66WXXiqffvqpOTSqJScnyzfffCPdu3d3LpwwYxHYSpUq5VylN3XqVM6PRRECgmyxfv16admyZchEcM899zj7EBmfffZZyDs7vdoomr8zP3TokIwbN04efPBBueSSS0L+jgS266+/3vlGY/78+bxLjVIEBBGlk4P+ow88FjSwValSxXk3gshLTEyU5s2be77e+h37v//9b3NortHDa7pgYdOmTUP+bgQ2vQdIbyIdMGCArF2b80+QROYREESEfoeox6T1vEbwpKDfHb/33nvOeRBkrxEjRoRcodShQwc5cOCAOTRHrFy5Ul5++WWpU6dOSCwCmy6dfvfddzu/9507d5qfAlGOgCDL9Aqq2rVreyYGvdv3iSee4KatHKZ3Yjdq1MjzWui9EnrfRHbTbxK+/fZbefrpp+Xaa68NiUVgK1mypBO2yZMny5EjR8xPgxhCQGBty5Ytzr0befLk8UwQetml3uuB3KHvBt9++23nu/vAa6KvkQY9KSnJHJ4lhw8flvHjxzvP0DDPxQRvesPoc8895yyVnpLCcizxgoDAil41E1i3KniSiKbj7n6n5xHq1q0b8hpl9SY7PecydOhQ59LhCy+8MCQWummw6tWrJ/3795fVq1ebnwJxgoDASvB3t0WKFHHWs9J1rRBd9LDSq6++6rkRT2++09VnM/N6rVq1Svr16yc333xzSCwCW8GCBeXOO++UYcOGyfbt281PgThEQGBF1xnSSUPfhTBZRD+9Qa969eqeCV/vz1m2bJk51KGHmebOnSvPPvuslC9fPiQWgU0PW+nhqwkTJkT88BiiHwGBlUqVKjkTiC5LgtigixDqOlF6gUMgAPr69e3b17mhTwOgz8TQE9wlSpQIiUVgK1eunPTo0UPmzJnD1XU+R0BghYDErkWLFjk36QVHoVixYmmez9BNz6VoaH7++Wfz08HHCAisEJDYppfPPvXUUyEXQgQ2jcntt9/uLNS4bds286cDDgICKwQkPsyePdu9M1yjocuL6PIoenkukB4CAisEJH7s27fPWYRRz4MAmUFAYIWAACAgsEJAABAQWCEgAAgIrBAQAAQEVggIAAICKwQEAAGBFQICgIDACgEBQEBghYAAICCwQkAAEBBYISAACAisEBAABARWCAgAAgIrBAQAAYEVAgKAgMAKAQFAQGCFgAAgILBCQAAQEFghIAAICKwQEAAEBFYICAACAisEBAABgRUCAoCAwAoBAUBAYIWAACAgsEJAABAQWCEgAAgIrBAQAAQEVggIAAICKwQEAAGBFQICgIDACgEBQEBghYAAICCwQkAAEBBYISAACAisEBAABARWCAgAAgIrBAQAAYEVAgKAgMAKAQFAQGCFgAAgILBCQAAQEFghIAAICKwQEAAEBFYICAACAisEBAABgRUCAoCAwAoBAUBAYIWAACAgsEJAABAQWCEgAAgIrBAQAAQEVggIAAICKwQEAAGBFQICgIDACgEBQEBghYAAICCwQkAAEBBYISAACAisEBAABASZtnnzZilatKgTkLx585q7AfgEAUGGHT16VPr06SMXXXSREw/d8uTJYw4D4BMEBBkybtw4KVu2rBsO3fLnzy9du3Y1hwLwCQKCsJYuXSr169f3hEMPW3Xs2FF27NhhDgfgIwQEqdq5c6d06tRJ8uXL54lHQkKCExUAICDwOHHihAwcONA9SR7Y9PDV2LFjzeEAfIyAwDV16lS57rrrPOEoVKiQc+L8yJEj5nAAPkdAIKtWrZKmTZt6wqFbu3bt5PfffzeHA4CDgPjYvn37pHv37s7NgMHhqFmzpsybN88cDgAeBMSHTp48KR988IFcdtllnnCUKlVKRowYIadOnTJ/CgCEICA+M3v2bKlWrZonHAUKFJCePXvKwYMHzeEAkCYC4hMbNmyQe++9N+Q8R4sWLWTdunXmcABIFwGJc4cOHZJevXrJBRdc4AlH5cqVZcaMGeZwAMgwAhKn9DzGqFGjpHTp0p5wXHrppfLOO+9IcnKy+VMAIFMISBxauHCh1KlTxxOOwLpVe/bsMYcDgBUCEke2bt0qDz30kLNCbnA8GjduLCtXrjSHA0CWEJA4cOzYMenbt68ULlzYE47y5cvLF198YQ4HgIggIDFu/Pjxcs0113jCUaRIEXn11Vfl+PHj5nAAiBgCEqOWL18uDRo08IRDl1nv0KGDJCYmmsMBIOIISIzZtWuXPPbYYyHLrNerV0+WLFliDgeAbENAYoQusz5o0CApVqyYJxxlypSRMWPGmMMBINsRkBgwbdo0qVixoiccBQsWlBdffFGSkpLM4QCQIwhIFFuzZo00a9bMEw7d2rRpIxs3bjSHA0COIiBRaP/+/dKjRw9nkcPgcNSoUUPmzp1rDgeAXEFAokhKSooMHTpUSpQo4QlHyZIlZdiwYc5+AIgWBCRKzJkzR6pXr+4Jh74DeeaZZ5x3JAAQbQhILtNzGffdd1/IeY677rpL1q5daw4HgKhBQHLJ4cOHpXfv3s7VVMHhqFSpknz11VfmcACIOgQkF4wePVquuuoqTzguueQSefPNN1lmHUDMICA5aPHixXLzzTd7wqF3lHfu3Fl2795tDgeAqEZAcoCuTfWXv/zFWasqOB4NGzaUFStWmMMBICYQkGykq+G+8sorcvHFF3vCce2118qECRPM4QAQUwhINpk0aZKUK1fOEw59Xke/fv2c53cAQKwjIBH2/fffS6NGjTzh0CcEPvzww7Jt2zZzOADELAISQS+99JInHLrVrVtXFi1aZA4FgJhHQCLoxhtvdMOhy5F89NFH5hAAiBsEJIL0SqtAQGbOnGnuBoC4QkAiqEuXLm5A5s2bZ+4GgLhCQCKIgADwEwISQQQEgJ8QkAgiIAD8hIBEEAEB4CcEJIIICAA/ISARREAA+AkBiSACAsBPCEgEERAAfkJAIoiAAPATAhJBBASAnxCQCCIgAPyEgEQQAQHgJwQkgggIAD8hIBFEQAD4CQGJIAICwE8ISAQREAB+QkAiiIAA8BMCEkEEBICfEJAIIiAA/ISARBABAeAnBCSCCAgAPyEgEURAAPgJAYmgrl3/V/Lnv9jZ5s9fYO4GgLhCQCLo2WcHSYkSDZxt0aKfzN0AEFcISAS99NIEuf76Z5ztv//9zdwNAHGFgETQK698JzfeONjZfvwx0dwNAHGFgEQQAQHgJwQkgggIAD8hIBFEQAD4CQGJIAICwE8ISAQREAB+QkAiiIAA8BMCEkEEBICfEJAIIiAA/ISARBABAeAnBCSCCAgAPyEgEURAAPgJAYkgAgLATwhIBBEQAH5CQCKIgADwEwISQQQEgJ8QkAgiIAD8hIBEEAEB4CcEJIIICAA/ISARREAA+AkBiSACAsBPCEgEERAAfkJAImjw4B+ceNSsOVg2bdpv7gaAuEJAIigp6YQTkenT15m7ACDuEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwTEUuCGwcB9H6tX7zKHeASPB4B4QEAsBQdBt8cf/9Ic4kFAAMQbAmLJDIhuixZtMYe5CAiAeENALJnx0O2BBybIqVPmyDMICIB4Q0AsBQfh5puHuz9OaxkTAgIg3hAQS8FBePPNBe6P77nnU0lOTjGHExAAcYeAWAoOwv79R6V+/ZHu/48bt9IcTkAAxB0CYskMwpAh/3X/v0mTj+TIkeSw4wEg1hEQS2YQdCn3xo1HuR/ToIQbDwCxjoBYSi0IY8ascD+WkDBC9u49GnY8AMQyAmIptSAcP35SmjUb43789dfnhx0PALGMgFhKKwiTJq1yP1637lDZuvVg2PEAEKsIiKW0gpCSckpathzr7uvVa1bY8QAQqwiIpXBB0JsJA/t0ocU1a3aHHQ8AsYiAWAoXBF3OpF27Ce7+bt2+DDseAGIRAbGUXhDmzdvkGZPeeACINQQkDUuXJsrTT0+XwYN/MHc5MhKEjh0nh8TDHL9rV5I899wMee21+Z7LfgEg2hEQQ2LiIXnhhZmeCX/z5gPmsDSDEGzZssSQeJjjNVCBj99yy0j5+OPlqa6lBQDRhoCcdfRosjOZB6+sq5su0X7iROiEnlYQTE888Z+wAVm+fLtz02Hwfr2K67vvNnnGAUC0ISCnTZv2q+cGQN0aNBjp3Fme1ruBtIJg0iuw9EqscON37Dgsf//7rJDQ6Mn3337bZw4HgKjg64D8/PNOeeQR73mKWrWGSL9+c2Xfvpw/H6HvRh58cKLn91OnzlAZOHC+HDx43BwOALnKlwHZs+eI9OnzrROL4Mn60UenOO8YcpNeAjx58mq57baPPb+3W28dJePH/+zcqAgA0cBXAdFzGR9+uMzz7A7dmjf/RGbOXG8Oz1W6uu/bby9ylkMJ/r22bfu5LFmy1RwOADnONwGZM2ej87TA4MlYT14PH77UWQQxWukVYHo5cfDvW7dnn/3aXWcLAHJD3Adk/fq90qXLVM/kqye1e/f+RnbuTDKHR61Fi7ZI69afef4cN900TN57b7HzbgUAclrcBuTAgWMyYMA8qV3bewjo4YcnyYoVO8zhMeHkyRTncbkNG37o+TPdfvvHMnXqGuf8CQDklLgLiB8m2XiMI4DYE1cB8dthnng5PAcgNsVFQPx+ojlWLxAAENtiOiCHDx+VQYO+4VJXia1LlAHEh5gMyKlTp2TUqLFStep9Ur78E3LDDe87kyU326V+k2TVqq9Kmzb95aef1prDAcBazAVk/vz5UrNmTcmTJ68UKVJZrrqqtVSr9k9nuQ89uYwzgpdpqVDhKbn88tukcOGy8thjj8muXbvM4QCQaTETkM2bN0v79u3lvPPOc7cCBYpL69Y9ZN26RHM4zpo69SepU6erFC1a7XR08ztft2LFismgQYPkxIn4u7AAQM6J+oAcOaKHZPpIoUKFPPG47rrrTk+OU83hSMWRI8fk5Zdfk4IFC3q+hhUrVpRp06aZwwEgQ6I6IGPHjpWyZct6Jr2iRYvKwIED+e7ZwqZNm6Rt27aer6duzZo1kzVr1pjDASCsqAzI0qVLJSEhwTPJ5cuXTzp16iQ7d+40hyOT5s6dKzfccIPn63v++efL008/Lfv37zeHA0CqoiogGgeNRN68eT2TW/369Z2oIHJSUlJk2LBhUrJkSc/XukSJEjJkyBBnPwCEExUB0cNRelhKD08FT2Z6+EoPYyH7HDhwQJ555hkpUKCA52tfvXp1mTNnjjkcAFy5HhA9Ea4nxIMnLz1hrifO9QQ6csbatWvlrrvu8rwOurVu3Vo2btxoDgeA3AvIqlWrpGnTpiETll6qq5fsIndMnz5dKlWq5HlNLrzwQundu7ccPnzYHA7Ax3I8IHv37pXu3bs7J22DJym9OVBvEkTuS05OlrfeeksuueQSz2t01VVXyccff2wOB+BTORaQkydPyvvvvy+XXXaZZ1IqVaqUjBgxwlmeBNFl9+7d0qVLF8mf/8wNiIHtpptuksWLF5vDAfhMjgRk6NChUq5cOc8kpCdte/bsKQcPxv9qubFuxYoV0rBhQ8/rlydPHmnUqJFzKBKAP2V7QD777DPPxKNbixYtZN26deZQRLkJEybItdde63kt9e52AP6U7QHp37+/O9lcfvnlMnPmTHMIYsixY8ekX79+7r06+k4EgD9le0DGjRvnBqRv377mbsSoChUqOK+pnh8B4E85GhB9N4L4ELjUV6+mA+BPBARWCAgAAgIrBAQAAYEVAgKAgMAKAQFAQGCFgAAgILBCQAAQEFghIAAICKwQEAAEBFYICAACAisEBAABgRUCAoCAwAoBAUBAYIWAACAgsEJAABAQWCEgAAgIrBAQAAQEVggIAAICKwQEAAGBFQICgIDACgEBQEBghYAAICCwQkAAEBBYISAACAisEBAABARWCAgAAgIrBAQAAYEVAgKAgMAKAQFAQGCFgAAgILBCQAAQEFghIAAICKwQEAAEBFYICAACAisEBAABgRUCAoCAwAoBAUBAYIWAACAgsEJAABAQWCEgAAgIrBAQAAQEVggIAAICKwQEAAGBFQICgIDACgEBQEBghYAAICCwQkAAEBBYISAACAisEBAABARWCAgAAgIrBAQAAYEVAgKAgMAKAQFAQGCFgAAgILBCQAAQEFghIAAICKwQEAAEBFYICAACAisEBAABgRUCAoCAwAoBAUBAYIWAACAgsEJAABAQWCEgAHI0IH369DF3I0aVK1fOeU3z589v7gLgE9keEI1GICDFihWTsWPHmkMQQ/bv3y/PPPOM5MmTx3lN9b8A/CnbAzJ16lQ3IIEtISFBli5dag5FFEtJSZFhw4ZJyZIlPa/lxRdfbA4F4BPZHhA1ZcoUufHGGz0TT968eaVjx46yY8cOcziizNy5c6VGjRqe169AgQLSpk0b2bZtmzkcgE/kSEAC9HxI2bJlPRNR0aJF5fXXX5cTJ06Yw5HLNm7c6ETCfAfZrFkzWbNmjTkcgM/kaEDU0aNHnfMiF110kWdSqlChgvNOBbkvKSlJXnzxRSlYsKDnNapYsaJMmzbNHA7Ap3I8IAGbN2+W9u3bh3x3e9ttt8mqVavM4cghY8aMkTJlynheE734YdCgQbxLBOCRawEJmD9/vtSqVcszYem9Bd27d5e9e/eaw5FNlixZIvXq1fO8Dvny5ZPHHntMdu3aZQ4HgNwPiDp16pSMHDlSSpUq5ZnAihcvLu+//76cPHnS/CmIkMTEROnQoYNzUUPw175BgwayfPlyczgAuKIiIAEHDx6U559/Xi644ALPZFa1alX55ptvzOHIguPHj8urr74qRYoU8Xytr7nmGhk/frw5HABCRFVAAtatWyf33HOPZ2LTrVWrVrJhwwZzODLpiy++kPLly3u+toULF5a+ffvKsWPHzOEAkKqoDEjAzJkzpXLlyp6JTt+d/O1vf5NDhw6Zw5GOlStXSuPGjT1fT72T/KGHHpKtW7eawwEgrKgOiEpOTpZ3333XOR8SPPGVLl1aPh01yjl/gvD27NkjXbt2ddatCv4a1qlTRxYuXGgOB4AMifqABOgk2K1bN88keNPpbWjt2nJowQJzOE5LOR3fqafjW/LSS0PiO4r4AsiimAlIwM8//+wchil9eiJ85PT22entoC7o9+CDIlu2mMP9a8YMWVi5sjx7+utT9Ww49PBfr169OPwHICJiLiAB30+eLMPKl5eVpydGCWyFC4u8/LKIn08Er1sn0qKF8/VIPL2NPL21Ob09eO+9XIAAIKJiNiAq5fhxOTVggEiRIuciotvVV4t8/rk5PL4dPCjSs6dIgQKer8WKatXkt9mzzdEAkGUxHRDX9u0ijzwikjevNyQNGoj8+KM5Or7oeYwRI0RKlfL+2S+7TOSDD0S4CRNANomPgAT88INIvXreiTRfPpFHHxWJx+U45s0TqVnT++fVR8x27y6yb585GgAiKr4CEjBmjEiZMt6JtVgxkTfeEImHBQF//12kXTvvn0+3pk1FWIgSQA6Jz4CopCSRf/xDpGBB7yR7/fUi//mPOTo2HDmizwgWKVTI+2e67jp99KM5GgCyVfwGJGDTJpG2bUO/W2/WTCSWHoqkz5IvW9b7ZyhaVGTgwPh4VwUg5sR/QAK++07khhu8E7CeL3j6aZH9+83R0UOfHZ+Q4P1963mdTp1Edu40RwNAjvFPQFRKisiwYSIlS3on5BIlRIYMObM/Wuiz4jt2DL2yrH79M1EBgFzmr4AEHDgg8uyzIfdMSPXqIt9+a47OWXo46vXXzxyeCv696eGrcePM0QCQa/wZkIC1a0WaN/dO1Lq1bi3y22/m6NQlJ4uMHi1y330i114rctFFZzb9sX6ejz7K+DkKfSZ8hQre34t+Lj1xfvSoORoAcpW/AxIwfbpIpUreifvCC0XSe7DS3LlnruoyA2RuepWUjg0ntRP97dvrw+PNkQAQFQhIgL6TeOstkUsuOTeB33GHOeqciRNFLrjgzDg9T6E3K+qqwHp4TJcVWbxY5PHHz53D0LGTJpmf5Yzdu73hqFVLHxZvjgKAqEJATDqZP/GESJUqzoq2qdKb9QL3YmgYpk0zR5yjn0PfzehYPRy1erU54gw9J/PHP4qMHHlmeRIAiHIExMYtt5x7t/Duu+beUO+/f268rs8FAHGAgGTWkiXnYqDnNjJy6a+OCT5Xop8DAGIcAcksXTI9EIK+fc29adOxgZ/3/PPmXgCIOQQks4JX+83MPSM6NvDz9M5yAIhxBCSzSpc+FwK9Wzyj9JklgZ935ZXmXgCIOQQkswJXVOmWmUfn6tjAz9MVggEgxhGQzCIgAOAgIJl1xRUcwgIAISCZF4mT6H/6k7kXAGIOAcks28t4+/U79/O4jBdAHCAgmbVo0bkQ6M2BGbmRUJcmqVjx3M/jRkIAcYCA2NBDUIEY6DIl6Rk8+Nx4XQYFAOIAAbHx889nrqTSIOhVWV9/bY4455tvzo3VBRh1IUYAiAMExNbnn597oqEu2d6585nDW7qU+6FDZw5Tdet25vnlOkZX7dUl4AEgThCQrNArq8wnCKa26Zg5c8yfDQAxjYBklT6uVh9b++c/i1xzzZnDVLpdfbXIvfdm7pG2ABBDCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAICV/wdIcfhAVqfMBQAAAABJRU5ErkJggg==)
PN: 4H31-1-06
CAS: 827614-50-6
Molecule Weight: 227.352
Formula: C12H25N3O
PN: 3H31-1-X8
CAS: 53617-35-9
Molecule Weight: 170.256
Formula: C9H18N2O
PN: 4H56-5-DU
CAS: 215503-90-5
Molecule Weight: 243.17
Formula: C9H20Cl2N2O
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory