![1,1-Difluoro-5-azaspiro[2.4]heptane hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-7-32 |
| Synonyms | 1,1-Difluoro-5-aza-spiro[2.4]heptane hydrochloride |
| Purity | 97 % |
| CAS | 1215071-12-7 |
| MDL Number | MFCD16039586 |
| Molecular Formula | C6H10ClF2N |
| Molecular Weight | 169.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-32
CAS: 1215071-12-7
Molecule Weight: 169.6
Formula: C6H10ClF2N
![1,1-Difluoro-5-azaspiro[2.4]heptane](data:image/png;base64,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)
PN: 3H31-3-90
CAS: 1215166-77-0
Molecule Weight: 133.142
Formula: C6H9F2N
![1,1-Difluoro-6-azaspiro[2.5]octane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-0B
CAS: 1263132-31-5
Molecule Weight: 183.63
Formula: C7H12ClF2N
![6,6-Difluoro-3-azabicyclo[3.1.0]hexane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-66
CAS: 1215166-78-1
Molecule Weight: 155.57
Formula: C5H8ClF2N
![1,1-Difluoro-5-azaspiro[2.5]octane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-0A
CAS: 1630906-35-2
Molecule Weight: 183.63
Formula: C7H12ClF2N
![cis-4,4-Difluorooctahydrocyclopenta[c]pyrrole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACL2AAAi9gEIoxCgAAAB8HpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfh99wAEchVdWq0qR2H9ZO2rfJASdFCnZlyNu/3zlp2rBsTBh83N1z5u5sZjf7dg1bG7rGu5IIyglYV/m6cauS/Hh5SApyM59V6ISOrivJa9+/TRnb7Xa0erWt2XtHK9+Sk32675qBzy6lPqyY5Fywn0+Pz0cmaVzXG1dZpLpm2h2Vj74y/fEr/rEEa03YNo6d3FkbtqdovySPg9N9V5PPXO7QdosoLJu1haUPrelhKznFwb/AyjobTG9rWBxQnVKFuc9nT/e+2rTW9SjGCE1l1s992FSoaP3aVhsMhsLX+5K0AgHT+/Y2BHOAKEW1EWAkmBSMAjMBk4HJwRRgNBgR67u2cYGXw5styQPcQbxP17f4xKLIYyvSTICkaaYLnLTOJAiqMpWdlSktUqVgQqXWAjJMTKXnt5ONwAFDJZIqLQpIBM1lnFMqZJFBwqnKJxo4zXPOcZJaifPb2fgBCSrVRGPG7CPl+WzhXX0hQlOXZCHIsRbf7bKT7+Ug4ENtA6YVA0TXS0AOgVi8cSC9AtQ4oIZAbMw4MBkCsY3jQDYEYtPHgXwIxC0yDhRDIG6ocUAPgfftN0ZE+x+F/S8irhL/O8Iu9go7HyUUr44ZuziDDP88898DPWM0AjdfsgAALdNJREFUeF7t3QeYFFX29/Fx1wQqCiqKEnQBQTCsf1EkLIoZTKCCimkBRUTRFZCoiDkhKipIUESiIIioSBSJC5KDouSkZJQkcbyvp9yZt+r2zFBzume6quv7eZ77rMuc6oHpqfp1Vd17Ks0AAKCQZv8BAAB+ECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKApIApU6aYa665xjRv3txs3brV/jKQFD///LO5//77Te3atc2SJUvsLyMFECAhJzvp3//+d5OWluYM+e+rrrrKvP/++2bDhg12OZCnVq9ebd544w1TvXr1zN9JGQUKFDB79uyxyxFyBEiI/fHHH86Zh3tHdY+//e1vpkaNGuatt94ya9eutTcHEmLZsmXmxRdfNJUqVYr5HXSPBx980N4UIUeAhFiXLl1idtKcxmWXXWZeffVVs2LFCvulgFxZtGiR6dSpkzn//PNjfs9yGkOHDrVfCiFGgITUnDlzzDHHHOPZOf/973+bf/3rX+aII46I2XHt8c9//tM899xzXJuGb7NnzzYdOnQwZcuWjfl9ssdRRx3lnB3Xr1/f8+eFCxc2a9assV8aIUWAhNCuXbvMOeec49kxH3roocyv//LLL6Z79+7myiuvNEceeWTMzm2Pc8891zz99NNm/vz5ru8CGDNt2jTTqlUrc9ZZZ8X83thDPtDceOONpk+fPmb79u3O9nKZVW6iu+uqVatmDh06ZH0nhBEBEkJypuHeIStUqGB+//13u8yxZcsW88EHH5jrr7/eHH300TE7vT1Kly5t2rRpY2bMmGG/FCIgPT3dfPvtt+bRRx81Z555Zszvhz0KFixobrvtNtO/f3/ng01WNm/ebIoVK+bZrmPHjnYZQogACZmBAwd6dsRjjz3WLFy40C7L0m+//WY+/vhjU6dOHWdWjH0wsEfJkiXNf/7zHzN58mTnkyRS04EDB8y4ceOcm9xFixaN+T2wx/HHH2/uvvtu8+mnn/qeWSWvL5M6Ml5DZgtOmjTJLkPIECAhIje/TzzxRM/O/O6779plvuzevdsMHjzY3HHHHea4446LOUjYQz5BNm3a1EyYMIHLDylg37595osvvnDOZuW+hP1+20NqpFa2kW015MzW/ZrFixc327Zts8sQIgRISMinxMqVK3t2wFtuucUuU9m7d6/57LPPzL333hsTUFmNU045xTRq1Mh8/fXXZv/+/fbLIaDkbEHOGuTsQc4i7PfVHnI2ImclcvYgv3/xkte49NJLPd9DzoYRXgRISLRt29az48mnt7xYdS6BIMEgASFBYR9U7CGBI8EjASRBhGCR+xJyf+L222937lfY75895L6H3P+YOHGicz8k0eQsulChQp7v+d5779llCAkCJATGjx8fc/1YbnTmNblUJZes5NKVfRM0qyGXwuSSmFwak0tkSA6ZAfXRRx85M6LkHpn9PtlDZli1bNnSTJ061X6pPDFgwADP95f7cbKuBOFDgASczGA544wzPDucTLnNb3ITXW6my011ubluH4TsIQcFuTwhN+3l5j3y1qZNm0zPnj2dtReyBsN+P+whazlkTYes7UgG6ZHl/vtUrFgx25mECC4CJMDkoH3DDTd4drSgzKGXab5yU1Sm/doHJ3vI9GGZRizTiWVaMRJj/fr15p133jFXXHGFpx9adkNWjcvq8SB82s9qLZOc6SJcCJAAkx5W7h3spJNOcprVBY0sQJR5/bIg0T5o2UMWNsoCR1noKAsekTurVq0ynTt3dj5I2D/brIb0p5I+VdKvKmjk7MdemzRs2DC7DAFGgATUvHnzYlqVDBkyxC4LHGmNIi1SpFWKfTCzh7RckdYrb775Ju0tcrB06VLzwgsvmIsvvjjmZ5jVkHCRkAnihw2bdO51/91lujCNP8ODAAkguQFdvnx5z44Vxk6mMuNGmjdKE0f7IJfVkGnKr7zyCs0ezV/NCp955hlz3nnnxfyc7CGXr+QylqwJkstaYSKXaeXypvvfIx8qgnCZFodHgASQTKF171Byacjvit+gkk+VcklO2su7Z5RlNy688ELnTOaHH36wXyplzZo1y7Rv3z5XzQp79erl3EAPM/n7n3766Z5/n9yrQfARIAEjU2DdO5JMw1ywYIFdFmryoCt54JU8+MpPs0c5G5OZZ3JZL9XI1FmZQuunWaH8Ltx0003OFN2MZoWpYsyYMTFT1WXWH4KNAAkQuUFqrwTv2rWrXZZSZDHkhx9+aGrVqhVzzyer8Y9//MO0bt3a/Pe//7VfKhRkcZ4s0nvkkUd8NyuURYCydiK7ZoWp4sknn/T820uUKJFyQZlqCJCAOHjwoKlSpYpnB5JPm1GyY8cOZ91I3bp1fTV7lAPM448/7jTlC3KzR2nhMXbsWPPAAw/4alZ4wgknZDYrjNLaCPk5XXLJJZ6fxa233mqXIUAIkICQa9/uHUc+nUZ5zYRMJPjkk0/MnXfe6atvk1xDl2eiyKp9CeNkk4aDI0eOdBbM+WlWWKRIEadZ4ZdffqluVpgKZLqxBKj7ZyNTvhFMBEgAfPPNN57rv/Lf8mf4i/TYGjFihLnvvvuctTD2wdceJ598sjMRYdSoUfna7FEmOsgjWxs0aOAr9E477TTTpEkTp1lhEEIvKPr16+f5OcnZ6OLFi+0yBAABkmRylmFfC5cWE8iaBMLo0aNN48aNzamnnhpzULaHNO7LaPaYF5eDdu7c6TQrlIcq+WlWKE0wmzdv7vQyy4tmhalC3jP3z02mM9OsM3gIkCST+xzuHUXug/Bp1B9ZKyBnag8//LDvZo/yjO5BgwbF1exRnmEhj22VNjN+bvyfffbZzmNh5fGw8EeCuUyZMp6fY7NmzewyJBkBkkQyw8q9g8jlGZmJhdyTm+hTpkwxTzzxhK9mjzIlVp6n0rdvX1/NHjdu3Og0K7z66qt9NSuUPk9PPfWUmTNnjv1S8EnWxditTuRMEsFBgCSJ9I+yW23LGhAkxsyZM51nqPht9njdddeZ3r17eyYurFu3zgn5yy+/3NfixwsuuMBZAMf1+sR5/fXXPT9jmWwg7wuCgQBJArnZajcelGv6yBuyEFOaPVaoUCHmoG8PWcAm91bkBrf9tayGTDt96aWXAtmsMBXImaWEu/tnLoHO/aNgIECSQNYDuHcIWWkdzzV5+Pfjjz+a559/3lx00UUxYeBnSAPI6tWrO00Aw9CsMBXI5UN3oB9zTFHzyitM7Q0CAiSfSUdd9wFJbsKmYouOMFi5cqV57bXXYhZw2kPOSmrWrOk8evXnn3+2Xwb5QB6zfNRRBU3BgqVMkSKXmJIl65jZsznrSzYCJB/JJ1Z7HYM0GETyyXX1t99+23ODXNZyyH0ReSokkq99+1fNqafWMMWL1zNlyjQ3117b1ezcmX/rfBCLAMknMjW3atWqnvCQZ1YHuQVHFLmbGkpbcQTHgQMH/9xnOppy5Z40F17Y2Vx8cQ/TuvU4uwz5iADJJzKl0x0e8pxzPtkGDwESbKtXbzXVq/d0wiNjDBsWnZb/QUOA5APpvup+ZrVMCZWeTQgeAiT4vvzyJ0+AVKv2gVmxgq69yUCA5DFpVy7tK9xnH+3atbPLEBAESDg89dQET4jceedQs38/TzHMbwRIHpPVzu7wkMe70qokuAiQcNi9e/+f+9YgT4i8+upUuwx5jADJQ/KMand4yMOiZOoogosACY/FizeZypV7ZQZIpUo9zKRJrM3JTwRIHlm4cGFMq5KBAwfaZQgYAiRc+vad7zkLufLKvmbTJhbl5hcCJA9I23C7bUbDhg3tMgQQARIuMgu+WbOvPCHSpMkXJj2d6fH5gQDJA/KQIHd4lCtXjlYlIUGAhM/WrXvMNdd87AmR3r3pgpwfCJAEk+dYu8NDWpXMnTvXLkNAESDhNG3aWuceSEaAXHppL7NgwUa7DAlGgCTQmjVrYp5/3aVLF7sMAUaAhNcbb0z3nIXcdNNAWp3kMQIkQeTpeNKl1R0etWvXplVJyBAg4XXgQLq5++5hnhBp25ZWJ3mJAEkQed6EOzzkEaubNm2yyxBwBEi4rVnz25/v24eeEPnssyV2GRKEAEmASZMmxbQqGTeOTz5hRICE38iRP3kCpHr1D8yqVb/aZUgAAiRO27ZtMyVKlPCcfbRp08YuQ0gQIKmhfXtvq5O77vqUVid5gACJU506dTzhcemll5oDBw7YZQgJAiQ1SKuTm2/2tjp5/fVpdhniRIDEoVu3bp7wKFSokFm+fLldhhAhQFLHokWxrU4mT15jlyEOBIjSokWLTIECBTwB0r9/f7sMIUOApJY+feZ5zkKuuqqv2bx5j10GJQJEQVqVVKxY0RMe9913n12GECJAUou0NHn44S89IdK0Ka1OEoUAUWjatKknPMqWLWt27dpllyGECJDUs2XLHnP11X09IfLBB3SHSAQCJJeGDx/uCY+jjz7azJ492y5DSBEgqWnKlDWeVidyb2ThQtZpxYsAyYW1a9eaIkWKeAKkc+fOdhlCjABJXZ07T/OchUirk127aHUSDwLEJ2lVIgcUd3hcf/31tCpJMQRI6pJ1ILIexB0isl4EegSIT506dfKEx+mnn242bqTbZ6ohQFLb6tW/OivT3SGyciWr1LUIEB+mTJkS06pkzJgxdhlSAAGS+j7//MfM8Ljkkp5m/foddgl8IkAOY/v27aZkyZKes49WrVrZZUgRBEg0DB36vfMkwzFjWPgbDwLkMG699VZPeFSqVMns38+Nt1RFgAD+ESA5eP/99z3hccIJJ5hly5bZZUghBAjgHwGSje+//z6mVcnHH39slyHFECDR5L6pLuOFFybZJTlyb5sTv3XZiXf7RCNAsrB3715z/vnne8LjnnvuscuQggiQaLIDRJ6pLg+n8svvgd1vXXbi3T7RCJAsNGvWzBMeZcqUMTt37rTLkIIIkGiyA0RGu3bj7bJs+T2w+63LTrzbJxoBYhkxYoQnPKRVyXfffWeXIUURINFkh4cMaX3y009b7dIs+T2w+63LTrzbJxoB4rJu3Tpz8sknewLktddes8uQwgiQaHIfmJ98cmzmfzdvPsouzZLfA7vfuuzEu32iESD/k56ebi6//HJPeFx77bW0KokYAiSa3AdmeX66LDDM+P9z526wy2P4PbD7rctOvNsnGgHyP88995wnPE477TSzYcPhf3GQWgiQaLIPzM8++23m/2/c+HOrOpa9fXb81mUn3u0TjQD509SpU82RRx6ZeeA44ogjzNdff22XIQIIkGiyD8wbNuwyVar0zvyzqVNzfhSuvX12/NZlJ97tEy3yAfLrr7+aUqVKec4+WrRoYZchIgiQaMrqwOxu/y5dfHO6mp3V9lnxW5edeLdPtMgHyO233+4Jj4svvphWJRFGgERTVgfm7dv3/vk78GHmn+fUNyur7bPity478W6faJEOkJ49e3rC4/jjjzdLly61yxAhBEg0ZXdg7tZtVuaf16072Bw6lO75eobstrf5rctOvNsnWmQD5IcffjAFCxb0BMhHH31klyFiCJBoyu7ALE8srFnzo8yvDR++xPP1DNltb3PXxTuCIJIBsmvXLlO0aFFPeDRo0MAuQwQRINGU04G5b9/5mV+rVau/82RDW07bu9khEM8IgkgGSL169TzhIc/72LGDh8qAAImqnA7M+/YdNNdf3y/z6/36LbBLctzezQ6BeEYQRDJAatWq5QmQihUrmgMHDthliCACJJoOd2AeNuyHzK9fdVVfs2eP93hxuO0z+K3LTrzbJ1okA2TNmjUxrdrbtGljlyGCCJBoOtyBWW6e16kzKLOmR4/Znq8fbvsMfuuyE+/2iRbJABGTJk2Kec75uHHj7DJEDAESTX4OzKNHL8uskem9v/66N/NrfrYXfuuyE+/2iRbZABEdO3b0nIUUK1bMbN682S5DhBAg0eTnwCwLCWVBYUbdG29Mz/yan+2F37rsxLt9okU6QA4dOmSqVavmCZHatWvTQDHCCJBo8ntgnjx5TWadtDrZtGm38+d+t/dbl514t0+0SAeIkPshhQsX9oTIm2++aZchIgiQaMrNgblRo88za59//q9H3/rd3m9dduLdPtEiHyBi6NChngA55phjzNy5c+0yRAABEk25OTDPmfNLZq20fZdH3/rd3m9dduLdPtEIkP9p0qSJJ0TKlStndu/+6/QU0UGARFNuD8zyoKmM+rZtx/ne3m9dduLdPtEIkP/Zs2ePqVChgidEGjZsaJchxREg0ZTbA/OPP25xHnkr9Rn/62d7v3XZiXf7RCNAXBYsWGCOPfZYT4gMGjTILkMKI0CiSXNgts88/Gzvty478W6faASI5Z133vEEyIknnmhWrlxplyFFESDRpDkwy70P96Nv/Wzvty478W6faARIFm6++WZPiFx22WXm4MGDdhlSEAESTdoDs8zCIkDgsXXrVnPmmWd6QqRdu3Z2GVIQAQL4R4BkY+LEiTGtTiZMmGCXIcUQIIB/BEgOOnTo4DkLOeOMM8yWLVvsMqQQAgTwjwDJgdz3qFq1qidEbrzxRrsMKYQAAfwjQA5j1apV5qSTTvKEyNtvv22XIUUQINEwY8Y607XrTLNo0Sb7S8gFAsSHTz75xBMg0upk3rx5dhlSAAGS+qZPX5c5/bZq1Q/Mli177BL4RID41LhxY0+IlC9f3lm9jtRCgKS2bdt+N9dc87FnOuySJdzX1CJAfJKwkNBwh4iEClILAZK65CkNjz76lSc8HnxwpF2GXCBAcmH+/PkxrU7k8hZSBwGSuvr1W+AJj5o1P8p8ngd0CJBckhvo7gCRG+xyox2pgQBJTT/8sMVcdlkvT4BMnLjKLkMuESAKMpXXHSIy1ZdWJ6mBAEk9e/YcMHXrDvaEx8svT7HLoECAKMhiQllU6A4RWXSI8CNAUk/HjhM94VG//lCzf/8huwwKBIiStDWR9iYZBxtpeyLtTxBuBEhqGTVqmSc8ZNruihXb7TIoESBxkAaL7rMQacAojRgRXgRI6li3boepUaOPJ0A+/fR7uwxxIEDiIPc9pNW7O0SkFTzCiwBJDQcPppt77x3uCY9WrcbYZYgTARInediUPHTKHSLyUCqEEwGSGt5+e4YnPGrXHmB27NhnlyFOBEgCyGNv3QEia0Xk8bgIHwIk/KTPlftJgfLfc+dusMuQAARIgjRs2NATIhUqVKDVSQgRIOEmrUquvbaf5+yjR4/ZdhkShABJkN27d5ty5cp5QuTBBx+0yxBwBEh4SauS5s1HecKjcePPTXr6H3YpEoQASaC5c+c6nXrdITJ06FC7DAFGgITXgAELPeEhrUo2bNhllyGBCJAEe/PNNz0BUrhwYbN69Wq7DAFFgISTdNStUqW3J0AmTFhplyHBCJAE++PP8+jatWt7QqRatWrm0CFWvoYBARI+WbUqefHFyXYZ8gABkgc2b95sihUr5gmRp59+2i5DABEg4dOpk7dVSb16Q8y+ffSmyw8ESB4ZN25cTKuTb7/91i5DwBAg4TJ6tLdViVzGWrZsm12GPEKA5KE2bdp4zkKKFy9utm3jlzvICJDwWL8+tlXJkCG0KslPBEgeOnDggKlcubInROrUqWOXIUAIkHCQViX33/+ZJzxatKBVSX4jQPLYihUrTKFChTwh8t5779llCAgCJBzeeWemJzxq1epPq5IkIEDywYABAzwBUqBAAbNo0SK7DAFAgATfzJnrY1qVzJnzi12GfECA5JP777/fEyIVK1Y0v//+u12GJCNAgm379r3muuu8rUq6d59llyGfECD5ZNeuXeacc87xhMhDDz1klyHJCJDgklYljz/+tSc8GjWiVUkyESD5aM6cOTGtToYNG2aXIQlkwsPYsWOdy4sZ703RokXNpEmTnMWhSL6BAxd5wuOKK/qYX36hVUkyESD57I033vAEiLQ6Wbt2rV2GfLBv3z4zcuRI5/KivA/u98U9Tj/9dOdscfz48c5DxJD/liz5xVSu3M0TIOPHr7DLkM8IkHwmn2Zr1arlOUDJpRJaneQPabEvDS4bNGhgjj/++JiwONw4+eSTTaNGjcyoUaPM/v377ZdHHtizZ6+pWfNJc845Lc0FF7zmhMcLL0yyy5AEBEgSbNq0yflU6z4wPfPMM3YZEmTnzp2mf//+5rbbbjMFCxaMCQV7HHXUUebII4+M+XN7yPTse++913z22WdMiMhDDz/czpxyyr9M8eK3mdKlm5mbbupm9u7lTDAICJAkGTNmTEyrk8mTaQCXKLLiv0+fPuaGG26Iue+U1Tj77LNNq1atzLRp05zt5Yzwm2+++fPg9XBMX7OsxnHHHWfq16/vPJ1Sng2DxBg8ePCf+8nRfwZ/CVO4cCVz1ll1zZIl6+wyJAkBkkRPPvmk5yBUokQJs337drsMPm3cuNH07NnTXH311c5ZhH2Qt4fMinvqqaecyQ05kcuOU6ZMMU888YQpWbJkzOvYQx5pfMstt5i+ffua3377zX45+LRy5Upz4oknZv5cjznmFNOjxwC7DElEgCSRzPy55JJLPAefunXr2mXIwbp160zXrl3N5Zdf7jmjy25ccMEFplOnTmbx4sX2S/k2c+ZM07ZtW1O6dOmY17fH0Ucfba677jrTu3dvs2XLFvulkA2ZrHDZZZd5fpY33XSTXYYkI0CSbPny5TGtTrp3726XwWXVqlXm9ddfN1WrVo05YGc1JKRfeukls2zZMvul4rZgwQLTsWNHU6FChZjvaw+5TFmzZk3TrVs388svrJzOSfv27T0/uzPPPNNs3brVLkOSESAB0K9fP8/OImsR4vmEnIp++ukn88ILL5j/+7//izkw2+OII44w1atXd6ZM5+fTIH/88Ufz/PPPm4suuijm72QP+TvK7LsuXbqYNWvW2C8VaRMmTPCcTcp/y/0oBA8BEhAym8d9gDnvvPPM3r177bJIWbhwoTM7Tdq+2Adge2R8updGlT///LP9UvlOrt+/9tprpkqVKjF/16zGpZdeal5++WXnjDTK5DLfGWec4fnZdOjQwS5DQBAgASFTTcuWLevZcWQGUNR89913pl27dqZMmTIxB1l7yP2Fa6+91rm/IE+BDCq5T/P222/n6j7Ns88+a77/PnrPtpD7HO6fhQQwizeDiwAJkFmzZjkHRfcOJGsMUp3McGrRooUpVapUzMHUHjLD6eabb3ZmOP3666/2SwWezBTr0aOHueqqq3ytNSlXrpwzU2zu3Ln2S6UcmQzh/refdNJJzv0uBBcBEjByc9i9ExUpUsT5BJtKMtZYNGvWLOZyRVZD1ljUq1fPDBw4MKXWWMhalQ8//NDUrl3b91qV1q1bm+nTp9svFXrz5893Phy4/72ffPKJXYaAIUACRtYcyLRP945Uo0YNk56ebpeGikxZlsWTDzzwgDn11FNjDo72kJlp99xzj9NsMgqrvOUSpkymuPXWWz0NHbMbsmbosccec5o9hv13Q9rLnHvuuZ5/X+PGje0yBBABEkBymeO0007z7FByTTxsZBLA559/7jQrlMsR9kHQHtJnqmHDhuarr75yGh1GlRxQhwwZYu666y5f/brC3uxRPlS4/z3ly5dPqTPNVEaABNTo0aM9N1zlevnUqVPtssCJ2sEvr6V6CMvvivvvL5fy5s2bZ5choAiQAGvZsqVn55I2GkG8cRzlyy/5SXsZcPjw4YG8DChrdOxQlNlqCA8CJMCkXXilSpU8O5h0lA0CzQ1g6f2VijeAkyHsExHkbNPuJHDjjTfaZQg4AiTgli5dak444QTPjibTQJOBKajBFbap0PJ74f47SQjSKyx8CJAQkB3dvbPJMy3ya5EZi+DCJ+iLMSdOnOh0Dsj4O8jvlbQvQfgQICFx9913xxyo86rVCW04UkfQ2sFIQ0RpjOj+vhJ2CCcCJCR27NgR0z78kUcescvUaASY+oLQkFIunbm/j7RsZ/ZdeBEgISLPoXA/KEl2cpniqUUr8uiSs8z8bon/7rvvel5THhYlfw+EFwESMq+++qpnJ5R5/+vXr7fLssXDkGDLj4dyyaU0u1WJzAhDuBEgISOtTq655hrPjnjFFVdku56Cx7EiN/LiscCyBsU+y5XFjgg/AiSENmzYYIoWLerZIeX+RQb3GoFixYrF7PT2kDUC9evXN4MGDQrEGgEEg6z16dOnj7nhhhtytdZn2rRpntdp0qSJp06md/N7lhoIkJAaNWqUcw8kY6eUdRlyU1ua0PldpSwPsQrqKmUEi3Qb6N+/v9NtQKaR279P9ihevLhp3ry5ee655zx/LkHEuqDUQYCEmFyWsnfcnIbcL2nUqJETPrLKHdCQfmdDhw41DRo08NXvzD3kQw5SBwESYtJK5HDXqWlWiLwkDRtHjhzpNHssXLhwzO+fe0jbG7knh9RBgITQjBkznPnz9g6aMeTyweOPP+40K2SHRX6RZo9jx451mj3a9+jkEuumTZvsTRByBEiIyOrg++67z3PvI6vRvXt3e1MgX8mswHHjxpnKlSs7M7VGjBhhlyAFECAhIJcJXnzxxWyvN8taDXdvIZnlwpkHgLxGgAScPNJVpkfaoSHj/PPPd6brirp163q+9sUXX1ivBACJRYAElLQZkdYhdmjIkNlUcplK1ntkmDx5sqfmyiuvdL0aACQeARIw0q20adOmnktSGUNmXMmT/LZv325v5pB+Re56Hg0KIC8RIAEhU2zfeuutbKdCyjMblixZYm/mISvJ3dvIDXcAyCsESACMHj3alC9fPiY0ZJQtW9b3/QwJIXe/K2mGmFfPdQAAAiSJ5PkM0mfIDg0Z0upa2m3L3PrckG3cr9O+fXu7BAASggBJAuly27JlS+cMwQ4Oaact/ay0i67ktd3PUC9SpIjTegIAEo0AyUeyuKpXr14xq3QzhjzlLxGN5mQVuvt15RGlAJBoBEg+kWm22T0utlSpUmbw4MH2JmorVqzwzOKSlcAsLASQaARIHpPnSd9xxx0xoSFD2mI/++yzedJO/bbbbvN8r3gefQsAWSFA8ojcd5DnjRcoUCAmOGRIK+y1a9famyXM1KlTPd9PnloIAIlEgOSBEZ/2N6VKFo8JDRmVKlVyDu75QRrZub93To8dBYDcIkASaO3SWab9g1VNpdJp5tRC3uCQ53LI8zvy816E3Fdx/x3uueceuwQA1AiQBNizY4P59qOG5qW7/mYevDrNXHthmil3Rpo59qi/FvO1adPGeSRofpOFhXKDPiNApBXK+vXr7TIAUCFA4pB+cL+ZN/oV8+FjJ5geTdJM9wfSTJs6aebOammmyjlppuHdt5jly5fbm+Wrzp07e85C2rZta5cAgAoBorRq/ggzqENpJzjc49V70szzTSqaeTPG2ZskhSwsLFSoUGaASK+t3bt322UAkGsESC5t/3mx+bLLVTHBIeOjJ4qYxd+8Y9IPBevZ40888YTnLOTdd9+1SwAg1wgQn/bt3mamDnzE9Gp6ZExwyJ/J16QmiFatWuU8kzojQMqUKeOsigeAeBAgh5GeftA5q5CzCzs4ZHz55tXOWUnQ1atXz3MWwjOqAcSLAMnB+h/GmSHPVIgJDRmDnirj3AcJi+nTp3sCpEaNGnYJAOQKAZKFHZuWmdHv3RwTGjL6PFbImXklM7DCpkqVKp4QmTVrll0CAL4RIC779+4wM4a1Nr2aHR0THD0f+puz1kPWfITVkCFDPAEi7VQAQIsA+dMff6SbH6d9aD5udVpMcMj4/NVqZvPq8H9aP3TokDnrrLMyA0QWFq5bt84uAwBfIh8gG5ZPNcNfrBQTGjIGtClhls0cYG8Sal26dPGchbRu3douAQBfIhsgu7avNRN6N4gJDRkfPFLAzBrZ0Rzcn3pP8tuxY4fzuNyMAJGFhbt27bLLAOCwIhcgBw/8bmZ/0cl88GjBmOCQMb7nHWbX1tX2ZimlRYsWnrOQrl272iUAcFiRCpDl3w0yA9qWjAkNGcOev8hsWDrZ3iQlyUOu3AsLK5QvzcJCALmW9ACxD+S5GX5tWTPHfP76v2K2l/Fxy6JmydTezo30KKlfv745/tg0U7xImjmvRJqZNG64XQIAOfJ/FM4j9gE9N+Nwft+5yUzq29iZgmtvK1N1//tpK7P/99/szSJh3pwZ5sKz0szlFdLMLZekmRcfrW6XAECODn8UzmP2gT03Izvphw6YBWNeN30ePzFmGxlfv3uj+W3TUnuzyOnwYDXT6Mo00/LGNPPcHWlm48rv7BIAyFb2R+F84icQcmPdD2PN4KfKxoSGjE+eOdesWzza3iSyFk7/1LzUIM10e+Cvn8/4XnfaJQCQrcQcteOQyADZ9vMi07Pp32OC46P/FDaLxr/lNEbE//dH+iEzqP0/Mn9O0lV417Y1dhkAZCn+o3acEhkgq+Z95nk9CZMp/Zuavbu32qX4HwlW989M7gsBgB/xH7XjlMgAkTUeX3S+wnmtr968xmxbv9AugeXA3p2mz39OynwP5L/lzwDgcOI/ascpkQECHTnrcL8PclYCAIeT9KM2AZJ8ct/D/aRFuS8i90cAICdJP2oTIMEgM7Dc78XKOZ/aJQDgkfSjNgESDJtXfed5L6SFPQDkJOlHbfdBKzcDiff5a9U9P+NNK2fYJQCQKelHYjsY/A4k3qq5wz0/43E969slAJAp6UdiOxj8DiSeNJQc1KF05s/YWViY4q3tAegl/UhMKATLom+6et6T/w5pYZcAgCPpR20CJFgO7NvltH7JeE+kIeX+vTvsMgAgQBBrxrDWnvdl4bgudgkAECCItXv7OtPr4aMy35eB7c5iYSGAGEk/ahMgwTShdwPPe7Ni9hC7BEDEJf2oTYAE0+bVszzvzYhXqtglACIu6UdtAiS4Rr5ew/P+bFwx3S4BEGFJP2oTIMG1av4Iz/szrkc9uwRAhCX9qE2ABJezsPCpMpnvjyws3Ll1lV0GIKKSftQmQIJt8cR3Pe/R9CFP2CUAIirpR20CJNgO7tvtXVj4WCGz//ff7DIAEZT0ozYBEnwzh7f1vE8Lxna2SwBEEEdtHNbuX9d7FhYOaFfKpKcftMsARAwBAl+++eAez1nI8lmD7RIAEUOAwJcta+Z4AuSzlyvbJQAihgCBb190vsITIr9t/MkuARAhBAh8W7Poq8zwkHsi0nQRQHQRIMiV77/tZsZ2v9WsnDvM/hKAiCFAAAAqBAgAQIUAAQCoECAAABUCBGruKb25HQDCjz0ZanYo5GYACD/2ZKjZoZCbASD82JOhRiAA0caeDzUCBIg29nyoESBAtLHnQ40AAaKNPR9qBAgQbez5UCNAgGhjz4caAQJEG3s+1AgQINrY86HmDpDcDACpgb0ZanYw+B0AUgN7M9TsYPA7AKQG9maoEQpAtLHnQ40AAaKNPR9qBAgQbez5UCNAgGhjz4caAQJEG3s+1AgQINrY86FGgADRxp4PNQIEiDb2fKgRIEC0sedDjQABoo09H2oECBBt7PlQI0CAaGPPBwCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABA5f8B3lk6RdEaTIwAAAAASUVORK5CYII=)
PN: 3H31-3-0P
CAS: 1251008-46-4
Molecule Weight: 147.169
Formula: C7H11F2N
![6,6-Difluoro-2-azabicyclo[3.1.0]hexane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-4P
CAS: 2306261-77-6
Molecule Weight: 155.57
Formula: C5H8ClF2N
TSCA: Not listed on TSCA inventory