| Product Number | 4H48-3-1M |
| CAS | 287918-07-4 |
| MDL Number | MFCD02090000 |
| Molecular Formula | C15H13F3N2O |
| Molecular Weight | 294.277 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-1M
CAS: 287918-07-4
Molecule Weight: 294.277
Formula: C15H13F3N2O
PN: 4H48-7-85
CAS: 680213-81-4
Molecule Weight: 328.72
Formula: C15H12ClF3N2O
![6-Phenyl-5H,6H,7H-pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABayAAAWsgF3MR7WAAACVnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFz/yGIVUUatJk9pNWltp7yYHnBQpQAXk6dvvHEIKJCMK5Gzf/e7C/Y0zezhkG9iZskqLPCKCcgImj4skzdcReX/7PgnIw3wWYxAG5lVEPur6c8rYfr+n8YfJ9KHIaVxkpPFPD1Xai9krWpRrJjkX7M/L8+uJmaR5Ves8NkhV6bQ6LT4Xsa5Pv+I/JVimy12asyacZeWuyfZXcntxeqgS8vUsj+hbIAqrdGNgVZSZrmEnOcWLf4O1yU2pa5PA8ojLijr47PPZy1MRbzOT1zi0GdJYb17rchvjQlZsTLzFZDj48RSRTCCg6yJblKU+gh3ZZS1AS9AKtAPaBe2B9kEHoEPQguONfoEBAiMEhgiMER72fWNs4bfjp4nIL3iEn3i334MPNk5auTwn9EFSIV0PBJWSO+1MUTfkEhwaShWCR6Xre605L55DJpwqEXowQfUDayX1pLWKqrA7b/wEjlh6gu0SSlmn6wS+dSouA5uMu15oratwju1WvrxMMZz7jQ2c7rzFsZby3C97Xsesiodng11nl7bPZ8siTzpDSJOILAU56fHbrCp5loRAUSamjIi0CWxoF5B9wAp4AcQtQPUBK/c44PQBuznGAbcP2K10ARa3AK8P2I03Dvh9wG7TcSDoA3ZTjwNhHzi9AuOE9Q+U6CA3GyXEVafuVpFX8tkso1UGijfv8Z0yA9Gb9/4OM9C9OSfuMAPpm3PlDjNQvz2HRpngRg9uMqzzWrL25MTh1anKOkcuwz+a+T8qFOhzv0iEUgAAM/lJREFUeF7t3Qn8VXP+x/ExYwYzZhhjrNmGGZMhg8qWtaTGmsEfg/hjDCP87VljlpRlBsNIypItSglZQ0JFJhTRIiZFUkOiSfj+e5/re7r322855/M7t989976ej8d5SN9zb797fvd73ud8z3f5lgMAwOBb4V8AAJAEAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABgCW2265PtO24481u1qxPw+KY3w8ECABEfDBou+iip8LiGAGyFAECAK70DqRNm5vc5Mlzw10iBMhSBAgAuKXBcNVVL0T/7dZteLhLhABZigABALc0GD7+eKHbdddboj+//PKscDcCpAgBAgCuNBj69ftX9OeuXYcEexEgxQgQAHClwbBw4WK3994Dov8fMeLteverdQQIALhlg2Hw4Dei/z/ooIHuyy+/qne/WkaAAIBbNhgUGl263BP9ncKkvv1qGQECAK7uYHjyyWnR33XqNCBq1qpvv1pFgACAqz8Y9CBdf68H61LffrWIAAEAV38wjBs3M/r73Xa7JeriW99+tYgAAQBXf4CIBhWq7OqrRze4X60hQADUjK+++tp98EHdEyU2FAya1kTTm2iak/r2e+yxqe7RR6dE/0atqIoAeffdd93NN9/snn766ardhg0bFv0XgM2oUe/GvaqGDXsrLK43GDxNsOj3CfebMeOT+O+PPHKwGz/+/ZLyapX7APniiy/cKqus4r71rW/VxDZ06NDwEABowPTp/4mboPz24IPpA2TmzPluhx361rnf4sVfuZNOeqjk3zj//BHu/ffrvtupFrkPkKuvvnqZk2w1b23atHFff107t8iA1fz5i6KJEbfffulJ/+CDB7rRo2eEu2ZGzVj77ntn/O/tvHM/16fPOPff/xa6AFebXAfIhx9+6FZfffXoxLrnnnsuudKYXrXblVdeGYfIXXfdFR4KAN/QMwgN/Gvf/rb4RL7HHre6u++eUDKivFwUFjfd9LJr165f/O/vs8+d0fORapPrADnxxBOjE+r3vvc999Zby96SVhPddbRt2zb6vBtssIH77LPPwl2QQ3//+9/dCius4NZYYw3Xo0cPN2HChHAXpKAut4cddl984m7btq/r2XNU1P12eZs9e4G78MIRJc1axx33gHvjjTnhrrmV2wB55ZVX3He+853ohHrmmWeGxVXphRdeiE42+swXX3xxWIycef/9991qq622TDPlz3/+c3fBBRe4l156KXwJ6qHnE2ef/XjJyfoPf3jQTZlS96JQy9Orr37gjjrq/vjnUm+uSy99xs2d+3m4a+7kNkB22223qLKttdZaS64uPg6Lq9bvfve76HOr44B6nyGfdEfZsWPH6He54oorur333tutuuqqy4TJxhtvHF0gPffcc+FbYInPPvvCXX/9iyXda/ff/2731FPTw12b1ZJfd9Tzq2PHwgy/2rTmyG23veK++KL8zWrlkssAue++++IKdtNNN4XFVe29995zP/jBD6LPfuihh4bFyInevXvH32H9WRYuXOgeeOAB17Vr1/jZXvG2/vrru1NOOSXqzv3VV/k96WRBJ+SHHnormqPKn5B32aW/699/fEWfkBV41147tiTwDjzwbjdy5DvhrrmQuwBRJdNVmSrUNttsU5MV6U9/+lP0+dWc9eyzz4bFqHAvvvhi9NxOv0PdhdTVq07d0x977DF33HHHuZ/+9KfLhInuvI8//nj3+OOPR/vWkgkTZsfzU2lr3bqPu+SSp92cOfl5LqhxI2ec8VhJk9vJJz/spk2bF+5a0XIXIMUnz5EjR4bFNYEQza/58+e7zTbbLPrdrb322tFzkMZ8+eWX7qmnnlpygjnZrbfeesuEyY9//GN3zDHHuAcffND997//DV9eNWbPnu8uvvjpKDD8SffYY4e6iRNnh7vmxtix77lDDrk3/jx66N+79/Puk0/y8XvMVYCo+ca3E9d68829994bn0D69u0bFqNCHXnkkfEF0COPPBIWJzJq1KglV69nuI022miZMFH9OOKII6Jm3mrpqadQvPLKm92WW56y5CR7Y3Si7dz5Dvfww5PDXXNJXYsHDpwYdTX2QbLnnrctqeOvV/y0KLkKEF/59AD5nXfy2WaYpeKOBJ988klYjApz++23xyf6rHoOqjmse/fu8V1N8fb973/f/fa3v3V33HGH+/TTfI6IHjRokNtkk03cSiv91K2zTif3619f7P75z5fc559X38A83XX06vVcdBeiENl223+6Tp16uJEjXwx3rRi5CZDRo0fHXVgvuuiisLgs1DT0xhtvRNOH9OrVK+qnr7Enai7wm/5ff6/yIUOGRPuryWF5GD9+fM11Zc6rKVOmuB/+8IfR72q77bZzixYtCndpsldffdVdcskl7le/+tUyYbLSSiu5fffd191yyy1u3rzKb2fXZ9l9991LPsPRR5/hZszIfgxFpdVzPQfRtCgtW54fheZKK63lDjzwQDd16tRw12aXiwApHkTXokWLst2a630fffRRd9ZZZy250vl11L0yrIhJNp3UW7Vq5U477bSoXVrt3uXy+9//Pvo39VB28uTquKWvNgqL1q1bR78nhcjy+D1pYK2eF2677bbLfD+/+93vug4dOkQ9GGfPrqznB3PmzIlO1v7CSJvq4jPPPBPuapaXev744/9a8vN1jv89XQScd955mf87TZGLALn11lvjg3jnnXeGxU2iHiy6ojjggAOiX1D4JfHbmmuuGd1K66pIW6dOneI/6+9VHr7Gb/qC7rXXXlFTwuefZzt4qHg6F11hovLoROW/C/ouL29vv/121FV4p512Wua7+e1vfztqCr322mujZ4zNRfVQo/LVIcD/bOp9ppDLopNIXuu5Lj501/OjH/0o/nfWXXfd6E6yrt57y1vFB4jabn3PE1WArA7aBx984M4+++zo+UH4RdBdjvri9+nTxz3//PPuo48+Cl9ep7lz50ZNbXqore6XvqdU8aYr0BNOOCHTqVeuuuqq+P11ZYXKod+HTtL63ejhdnObMWNGFBYKDf9zFW+qY1dccUU0/9ryomP0y1/+Mv4ZdIekTgL/+c9/wl1Tq5Z6rs9x7LHHlvzONLGqZqdoThUfIHpAqIOlA5fF1A76Rfzf//3fMlPAq91YV2mTJk0KX9Ikare87rrr4iY4v+n297DDDnMTJ04MX5Karq4233zz6H1btmzpFi+uvgeMeaTv2jrrrBP9XjbddNOK6+ign08nTzVn6aQdngT1rObPf/5zZifBkN53n332Kfk3O3fu7N58881w19SqsZ7LuHHj3M4771zyb2h2Cl0YNIeKDhDdeq+88srRQdKDrKbQSbVnz55RzxR/4HUrq6uEsWPHhruXhR68nXPOOSWjjNUxQJ9Nbb9N8fDDD8fvqaYANC/dKav5Q78PnZyX13fMSlfVahbRCb2uJh6dePWA/rXXXgtfmpqmHlKnDz+YUpsugIYPHx7umlq113NPTfmaVNW/v2anuOyyy6IxYstTRQdIly5dooOj28EkA67qo9vNrbbaquQLpUFZzZXaqkC6situT9VsrGrvbUoTna7e9F5qR87qiwqb4un3L7/88rC4oukhrdrxDzrooJITsd/UZfj888+PuhCnoWcZavYpHlmvk6zW9MliNH2t1HNPnQEU6sV3WRobNHDgwHDXsqnYABkxYkSTK6C+sJq1trjdUA/RKmUSQj3fUa+K4uYDrWtiDUvdlvv3Oumkk8JiLCdqZvBX12oeyuIhcHPRSUqDEvX8pq7JHnXC0vOKxiZ71KwRmjXBv05NO+pBmMWFTq3V85A+p5rJin8vu+66a9TNv9wqMkDUv9pfSajt2DI9gx6IaYZTf0D1wOz+++8Pd6sIuuX1gwK1qd38ySefDHdLRO2+voJm0dyAdBYs+Ny1arV79DvQg9tZs2aFu+SW6uGwYcOiB8/FvaX8ps4uf/zjH6PJHv0YCQ341awRxfupR5OWY8hCrdbzumhevOJu2zoHqOlOPTXLpSID5IYbbogPgmUNcP2iiqd5UPfWLHp0lJtu5f1Vin756r6Xlj6nbyLYY489wmKU2bnn3u3WX/9At/rqW7nhw6u3R5yanDSRoyZ0rKuHk76DG264YclzDvVW0t1MVmq5ntdHd2M333xzye9Ed46axSOLZrNQxQWIRsn6NsP27duHxY16+eWX4xOofjl/+ctfynLgymXMmDEllUJ3FGl//htvvDF+/eDBg8NilMnw4VOiKSh+9atL3aWXZjteqZLpbkN3Hbr70JTzxUGiTQ94Nagxywe81POGqcefxh8VB7hfNiBLFRcgp556avRhNSgn7fKemmTOr/CmB0saHZpH6hFT3FVP3fTSdM1Vhd56662j1/7sZz8zNQEiHU3PrQWCFCBHHDHYLVpUnmku8kDPQ3bYYYe4Hmc9QJF6npy6D/v3L8ekqxUVILol9bd2uppJQ3Pn+NGa6rWV5dQHzUEPL3VLXvzlSnOFoitC/9q//vWvYTEytHjxV+7oowvrU2hRo3feqfxmlHL729/+Fn331JqQJep5Orp49O+tGbyzVlEB4h+Gqatb0lGhom56enim1+rLtbz6e5ebrkb8ErbadJubxsEHHxy9Tm2gM2fODIuRkWuuGRNPw/3AA00fBFcNyhEg1PP0aiZAdBvqP6hGdCalPuu+x5buXvRgr5roy1V8hZLmgZumo/ADMY8++uiwGBkYM2aGa9Pmpig8unfPrkdN3mUdINRzm5oIEE0Y9otf/CL6kBrxmqYd8KijjooPkEbSViNNzObbSvXAUGNkkrrgggui16mPfLVcsVWKuXM/X3LXXFiTe7/97nKffpr9FO15lXWAUM9taiJANHmb/5Bpriw0nN+/ToOZqpkeuPleG+o/nnQQ0oIFC+KeMXqwmWX7ai3TYezWbXgUHttv39e99lplTYve3LIMEOq5XdUHiNYj8A/F9t9//7C4Xmqe8a/T4JlyLNBTadT1z3fL00jWpGEwYMCA+EukP6Pp7rzztfi5R//+5R/xmzdZBQj1PHk9r0vVB4gGIunDad4ardqWlKYq0OvUx7xcs4VWIg1C8l8IzamThL6Avlul7kZ0VwK7SZPmuB13vDkKD60cV+nrVjeHrAKEep68ntelqgNEg4H8/DWavTIprR/gD4omras1fjoE9VZLOk2Bnn/4Y63nIrD57LMvXJcu90Th0aHDbUuOf3lWx8y7LAKEep6+noeqOkB22WWX6IOtvfbaiZdp1BQKfvEZ/TeLWTzz5vXXX49vcdNMc6+eWHqNemapaQDp9ejxdBQerVv3cc8+WxmT9VWipgYI9dxez4tVbYDcc8898Qfr169fWFwv7etfV8ur72l2Tx0D3VUkHbGvsSB+RlWNEUE6jz5amKpE2xVXPB8Wo0hTA4R6XmCp58WqMkDUXU0TrelDadWzpNNdqy3fX5VoRs9apimif/KTn0TH4vDDDw+L66VR6f4LpdHqSOa99z5xu+1WmKrk8MMH1fRUJUk0JUCo50tZ67lXlQFy6aWXRh9Iq3Q1to5AsSFDhsQH45FHHgmLa44Wq9GxUJ/xpA8Y9YXaZJNNotdpvqyk4V3LNFVJ166FqUratevnpk9nqpLGNCVAqOelLPXcq7oA+fe//x2vcpY2UbVIij/xobDimV82U/P+J6UZev2XSjP3omHXXTc2broaOjTbtbSrVVMChHpeylrPpeoCRKGhD6MQUZgkpYVpdMei16Z5ZlLt1HtNx0R95TUxW1JaK0Sv05TYeVhDobmMHftePFXJeec9ERajHtYAoZ7XzVrPqypA1Fzlvxw9evQIixvUs2fP6HXqQaS57lGgGYz9F0TrWCelWU11S6zXZTl5WzVZsGCR69SJqUosrAFCPa+btZ5XTYCorb1169bRB9EDdD1IT2PLLbeMXkvvoWW1bds2OjYdO3YMixqkddP1Ok1Op/XUUWratHlReLRt23dJ4H4QFqMB1gChntfPUs+rJkD69+8ffxB14U1DYxb8awcNGhQW1zzNXqxjo8V70ly1zZkzJ17bunPnzmExlhg9egbzXBlYAoR63jBLPa+KANEgQU0Mpg+hwYNp3XrrrdFr1Rea9vplTZ06Nf6SDBs2LCxu0N///vf4tQ8//HBYDJhYAoR63jBLPa+KAPEPgPTF0PQlaR177LHR67fZZpuwCN/YeOONo2N0+umnh0UN0tT5LVu2jF67+eab1+SIX2TPEiDU88alree5DxBNkKiJEvUBjjvuuLA4Ea3rrdfzsLd+OrY6Rq1atQqLGlU855AmcatGvhuuJkGcNevTsDjm90PTWAKEet64tPU89wGiKdr1w6v7maZuT0td1nzPrbvvvjssxjf81A96IG65i/Croam/uXXitkrmg0HbRRc9FRbHCJBspA0Q6nkyaet5rgPkiSeeiH94LRpl8corr8TvYWn+qhXPP/98fJwsPaomT54cT9z2+9//PizOveI7EI3rmDx5brhLhADJRtoAoZ4nk7ae5zZA1Lau5Wn1g//85z83LwSjD6330NVJ0hl7a5FWMvNfFE0FYXHmmWdGr9f4kPHjq2uRJB8MV131QvRfrSZYFwIkG2kDhHqeTNp6ntsA8V3OtCXtMVAXP7BIvbjQMI0q17Hq3bt3WJSIugautdZa0XtoLYJq4oPh448Xul13LUyK+PLLs8LdCJCMpA0Q6nlyaep5LgNEKalFUPRDpxn0Updzzz03eh8NMELDtthii+hYde/ePSxKrG/fvmX9wjWX4mDo1+9f0Z81QWKIAMlG2gChnieXpp7nMkD++Mc/Rj+wHvRoUZSm8O+14447hkUIbL/99tGxOuWUU8KixDRjgLpR6n3UZXDhwoXhLrlUHAwLFy52e+9dmKJkxIi3690PdmkDhHqeXJp6nrsAGTFiRPwDJ/mAjfGr6O21115hEQIdOnSIjlXXrl3DolSeffbZ+HdYju3HP27tNtvslPhknfW2yy793Ztvzin5TL7MGzz4jej/DzpooPvyy6VT2of7wSZtgFDPk0tTz3MXIAMGDIh/4F69eoXFqR1yyCHRe6k7MBrmu0zrmDWFppTwXSrLsZU7QLQ991zpcrP+7z2Fhl/bXGFS336wSRsg1PPk0tTz3AWI7LTTTtEPrOcgH330UVicClcmyaW5MmmIJrLT+2gA6MCBA6OVC7PcRo0a58aMmezGjZtZlu3115cdx1JXMDz55LTo7zTjrpq16tsP6aUNEOp5cmnqeS4DRFMP6/mHfmi1bTYFbaPJpWkbrY9O8P4Lp+Vvq0V9weBXGtSDdalvP6STNkCo58mlqee5DBA59dRTox9aM0daFoP36J2RnO+dcf7554dFiXz55ZfRKnB6D00roS9ftagvGHTHor/Xeufq4lvffkgnbYBQz5NLU89zGyDz5s2Lvjz6wdu3bx8WJ3b55ZdH70H/8Mb5420d9a/lbf2XTcveVpOGgkGDClV29dWjG9wPyaUNEOp5cmnqeW4DRG644Yb4hx86dGhYnMh9990XvV4PdZPOgV+LtLZHU461ps/2A5S03G21aSgYNK2JpjfRNCcN7Yfk0gYI9TyZtPU81wGiJpGtttoq+uE33XRTU5OIll71B+Cll14Ki/GNUaNGxcfpzTffDIsbpRlQ9VpNY/Laa6+FxbnXWDBogkW/T0P7IZm0AUI9TyZtPc91gEjxuBDdpqalpW+1johef+edd4bF+IYfQa4JETUPWRqalM13etAyt9WosWCYOXO+22GHvo3uh2TSBgj1PJm09Tz3ASJdunSJPsAPf/hD9/7774fFjdJkjHp9t27dwiJ8Q136dIwsi/FoOVu9Vsvb6hYZaKq0ASLU88alredVESBvv/22W3nllaMPccwxx4TFjTr++OOj16o5DHVr0aJFdIw0o24aWsbWf8G0vC2QBUuAUM8bl7aeV0WAiCb+0ofQbWraNk7d0uq1esBWjYsdNZXG3fgvySOPPBIW10sL0mgZW71Oy9omuSWuNfPnL3Kffdb4wj0oZQkQ6nnDLPW8agLk008/deutt170QTRS/euvvw53qdfMmTPjg3DHHXeExTVP0zrr2KhdVCu7JXXVVVfFx1XL2qLU7NkLXLt2/VzHjgOiPyM5S4BQzxtmqedVEyBy6623xh8m7YOyNm3aRK9Tez1K+YW7DjjggLCoXrrC0/K1ep2Ws8WyFBq+a++JJz7ovvoq+UVPrbMEiFDP62ep51UVILrraNu2bfRh1JaXNEXlmmuuiV6nke0ffPBBWFyzxo4dG39BkqxQ5mnZWr1GVzNazhZ1u+uuCXHPLD/dCRpnDRDqed2s9byqAkRGjx4dz/R60UUXhcX1mj17dvSl0uvU9IKCE044ITomWklQzzSS0HK1Gu+h1yV9GFer1NJ62mmPRAHStm1f9+qrnNSSsAYI9bxulnouVRcgcuSRR0YfaJVVVnHvvPNOWFwvP43xhhtumOogVqsZM2ZEM+bqmJxzzjlhcb20XK3/MjLqt3Hz5i2MF6Dab7+73KefLgp3QcAaIEI9L2Wt51KVAfLee++5VVddNfpQhx56aFhcr+eeey4+GLfccktYXHNOPvnk6Fh8//vfT3y7ry+RP4YalIRkxo59L5ruRCHSvfuTYTECTQkQ6nkpSz33qjJA5E9/+lP0odScNXLkyLC4Xrvuumv0OnU/1VQpterdd9+Nr0o0DUkSWp5Wy9TqNRqIpOVrkdx1142Nn4cMHTopLEaRpgSIUM8LLPW8WNUGiPVkpu6m/oDogVutUk8Mf1WSdHR/cWhr2Vqks3jxV/H6IereO336f8Jd8I2mBgj1vMBSz4tVbYCIn4FT20033RQW16tTp07Ra1ZbbbXUt3TV4P7774+PW8+ePcPiOqnZ8Ac/+EH0mjTNhij13nufLLk6viUKkcMPH+QWLardq+OGNDVAhHqevp6HqjpApPiB7scffxwW10ndTv1t3e9+97uwuKpp2vX1118/+uytWrVK/JBRx0mvUccF3RbD7tFHp8RNWVde+XxYDJdNgFDP09fzUNUHyCuvvGLqUnrhhRfGB6ZWRq1qHM1+++0XfWZNCaMu0Um88MILcdfpiy++OCyGQY8eT0cB0rp1HzdqFIEcyiJAhHqevJ7XpeoDRE488cToA2pQ21tvvRUW10kHRs9O9DrN8pv0dXn2l7/8Jf4yJA2C4sGbG2ywQarBm6if5sfq0uWeKEQ6dLjNffghx7VYVgFCPU9Wz+tTEwFSPK3GPvvsExbXS7e4+lLpdbrNq+YxDQ8++GB8p7b33nsn7nRQPH3MXXfdFRajCSZNmhNPdXLSSQ8x1UmRrAJEqOd2NREgcvXVV8cfNOlMk6KTon/dnnvuGR2wavP0009Hzy70GTfaaCP30UcfhbvUSRNYrrvuutHr0k5giWTuvPO1+HlI//7jw+KalWWACPXcpmYCJJxaPM1DI02J4g/SIYcc0uTUriSaA8dffWnNck3pnNR5550Xvc4yhT6SUSZ36zY8CpDtt+/rJkyYHe5Sk7IOEKGep1czASLDhw+PP2zaxY385ID+y1UNVyiPP/64+9GPfhR9JnVlfPnll8Nd6jVt2rS4B8uxxx4bFiNDc+d+Hk35rhDZf/+73YIFTHVSjgAR6nk6NRUg8pvf/Cb6sGmXV9VoVX2h/MHaY4893Pz588PdckNTOPh1yvXl0vQOaTR1GWGkM2bMjHiqk3PPHRYW1xQNEj766KOj75+aZLK8U6Cep6NmbH+s0i6hkUTFBcibb74ZH9A//OEPYXGD9OUqvkLRA7e89dpQ090ZZ5wRfwb1BX/11VfD3Ro0YsSI+PW9evUKi1Em11wzxrVseYHbYIPD3B131FaIqHefrnCPOOKIeJ47v2277bZu1KhR4UvMqOfJPPTQQ/E689rUuytrFRcgojlf9IHVG8FyUNX1zR80XYHnpf+4KoEqm//ZtTa0ZuJMQ5VLr9PrN910U7doEc0py8vixV+6zp1PX/Kd23zJtlruTmpp6cpfdeuggw6KptooDg1ff4v//7DDDst0EGst1/OGTJo0KerBVXzs9VA+TYtOUhUZIBqFqQdJ+uC6RbVQrw3/UEqbRrJW6nQIuhq58sor46lGtB111FGmW/Prr78+fo+hQ4eGxSizadOmx+3ZOklUW4DPnTs3anZRd3v/jK1406p5l1xyiXvttdei/QcOHBidvHy5mrRUntV4pFqt53XRefO0006LW3C0qUOSnrGUS0UGiPTp0yc+CIMHDw6LE1H/cT8ISZseUGlitkqa3VOTxvneZ9p08rG2Vc6bN8/95Cc/id6nQ4cOYTGWE10J+9+nZQbVSqMTsuqjvlPFJye/bbfddu7Pf/5zvStb6pnIZZddVnLi1KBW6/c8VGv1PKTP+c9//jPqsODff4011nDXXnvtkrvixeHumarYANGDt6233jo6GJtssom5t4Vep+kQiq+W9IvUVVSarsJZU4+z3XffvaQiaiGd6dOnh7smduqpp0bvoxXdJk6cGBZjOfIPkTWFzMMPPxwWVzw1qegEpLnq1A28+HuqTeOKrrjiilTfV72nn5PNbzvvvLMbN25cuGtqtVTPiz311FPRMyD/3qr7Wj8kizEkSVRsgMgzzzwTH5imPgCaMmXKMu2CWvFMAxiX1y2vRtD269cvDka//fKXv3SPPfZYuHsqr7/+enx1eMopp4TFWM7U+8U/wNREobNmzQp3qThvv/226927t9txxx1Lvp/aFCI6EV533XXRzM5N8fzzz7s2bdqUvPf//u//ZlIPq72ee/pd/fa3vy15fw2wnDBhQrhrWVV0gMjBBx8cHRz17Jg5c2ZYnJpuJf1iNX5Tamvq6AEDBmT+oEkzDKt3ij7HyiuvvMwXSl+0LK6QOnbsGL2nbl3VTo3mpytrze+m38tee+2VaXfWrOiBrtaJKX6o6zddkKjZSkstaK3yLGlWBN0drLPOOvG/p2Yd9RrM4rlRtdZzXZhccMEFJXda6iyjqd+bQ8UHiG71/PB+NQtkRf2tdSupL1VYcdQrolu3btEDOp0Eks69o4dhGgR0zz33uNNPPz1ql/Wz4BZvahYYMmRIZlOLDBs2LH5vXSGicuihqf/dVEqXavVs1INsPfAOv5s6Me27777RyV3P1MpNdUYzJhSfEDfbbDP3wAMPhLuaVEs913vcdtttbr311ovfX50H/vrXv2YSuFYVHyDip3TWre6YMWPC4ibRlZUeuPkZa+vb1l57bfeLX/wiuo3X1rlz5/jP+vviK6m6ti233DL6Zb/zzjvhj9Ak+vL4phKdEMr90AzpqOL7JhVd0WvKiubw4osvuu7du0cn5/C7qS64ag7Rw39d4TaHqVOnugMPPLDk59Ldj5pms5Dneq7p3Lfffvv431BYHXPMMRXRLJqLAFmwYEG8uIoOZBaJXhc1kalnxPHHHx99WcIvR5pNt5WaQkSz4Wb5ZQrpQab/N5944omwGBVAbe86MfnvRdIr3abS4D31AivuRus3NQnrgbZWBc2qS20Wnnzyyegk7H9O3TnomV6WzbJ5qef6OdXNt/juRs+ndDFQKXIRIKJ2S38Qb7/99rC4LD7//PPodn/QoEHRkpI9evRwxx13XJT+ftP/6+911aHKqAWylleF1InJjznQ2smoXGqT972ZyrW6nrpzqleOeuEUN3X4TdMD6TurKcOtvRqXB30OjWfyXdK16c//+Mc/ynKHXWn1XL8bdYsuHtHfokWL6BxYaXITILrr8L1DdDfSXLfalURfah0PtR+rCQCV7ayzzopPCOq3nwU9mFU46bvgB98Wb+oBdsIJJ0SDybJ4iLs86RmMnlEUP79QM63uUqqVwknDFvzn1QN5zUKsVphKlJsAEbUf+6s49USoZXqI54/FOeecExajAul5le/aqWYJ6/gHDczTQ2Z1KvELsRVvusBSs4/Wl6jEnl9p6TmIerEVf0Y9L6mmiybdAYXjRQ499NDMm8WylqsAka5du8bJrL7Qtapdu3bRcdBDvaymQkD5Fc/f9Otf/zpxDxo1l2hakMMPP3yZyQq1bbzxxu7MM8/MfDbXSqLQLO4EoDtv9eDK8/df3Ym1pHfxvGH6XowcOTLctSLlLkDU88BXIPUcqUXqPui/bP379w+LUcHCq0yd9Oujh+1q99bU/L4re/Gm3ne6E7feyeSRAlfdof2zP226iFK343J1rikHNSdqzZTiO0g1QWrMTZ7uGnMXIKIHWf6g6za9luhKVCNr9dlbt26dqy9brVNXUn+l6buTqimreAlnTUGhi4K6RoNrUw8lPcxd3iOOK406kGj0evE0KxrdrlHulU6/bw0u9D+3undrancNRsybXAaIein87Gc/iw6+2pQradK0ctPJw594qrm5ohr5CUIVIppywzfH6MpTU4i0b9++zgFvulDQVD56DUrp7ss35/pNvdyynB49Kxr17xfM85v+P8/T/ucyQERD9/0v4cYbbwyLq9K///3veN0FtYUjX/yAQk2xIerPX1dgaPN3KuqFhMZpNLm/M9emmX8vvfTSqMNBc9Odhe4wimcy1h1I8Z1nXuU2QESTh+mXoSs4zYVf7bQgjz6vQkRhgvxQl1R/AtGIaM/PTqs7Sj0f0VgHTVnhTzTjx48vehc0ROM5NEVL8eJWGkSpzgfNQc3LeqZR3L1azzz07CNvXarrk+sA0aI1/kpNc9JUMzVX+RGpurJCvmiksg+KMPw1MLa4S6pGNmtfjXJGelr1UHfo/qStTXd9//rXv8Jdy0a9qNSbyv/7Ok+pt1XWkzg2t1wHiJx00klxxVT/d3VnrMbNTzan23RdaSFf9ttvv+j3p6l4GqKR1n4ENuN7mkZTuWixq+KTuKYv+fDDD8NdM6NxGxq/URxeurO0LM2dB7kPEPVaCdderubt8ssvDw8BKpzGKfgpvvWwvCEaMe5/18018WI1UTOSplL3c5Fp04qFmiU5y2YkjRTXiPHiqdw1olwjy6tZ7gNE1DygKZv1C1QvpWrcjjjiiOjqCfmjB7z+pDJt2rSwuISaObSf7jTzNK6h0mlMzdlnnx2vz6JNEyk+9NBD4a6paayO5qry76txaprLqpLnG8tKVQQIUMn8ynFaN6Ihulr2V8rV/kyvuagrtG9O9Jt6x02aNCnctVHqRVc8XkfN6Jo9N4uF7/KCAAHKSAM/1aVUJxhdlTZED179yUjt9ygfNRW2bNkyPt7qIXfaaacl6s2p2TA0Q2/xNOt6tqV1O2oNAQKU0eDBg+OTTGNXuaeeemq037rrrssMA8uBOixce+210TLQ/ne05pprRjMl1zU4WdOoaBYMrQTo99e0+ep2XavNjQQIUEZ6dqUTzRZbbBEWldAJyLejq2chlh91xNEaKsWDOlu1ahWtreJp4LK6Vfty9YrUPGS1vqwEAQKUiR6i+kn/1MGjIWr+8Cenal7vopJpfjE/ONlvmkY+nJdMz7RqeSbwYgQIUCZa+c+fdLSCXUP8YlNqQinHqntITncbfq694i28KwEBApSNHrTqxKNJExvjT1haWRDNT887tHaLHpRrxl89K6nruUitI0CAMtBdhH84e+6554bFJTTFhr/KHT58eFiMZqQ5zJj5oX4ECFAGxSPKNV6gIXoYq/000V7SFQqBSkCAAGXgR5RrNtjGunj6xYU0CA3IEwIEyJjaypOOKJ84cWJ8pzJkyJCwGKhoBAiQsXHPPOPW+CYUGhtRrqn5tZ/mT6KtHXlDgAAZe7ZbN3fWklA4IcGIcnUNVYBoCnAgbwgQIEtff+0Wtmjh3lgSChNPPjksLaGJ/XzzVXOtmgc0BQECZOmFF5bUqm8VthEjwtIS/7j88ig8VllllZqfEgP5RIAAWTrrrEJ4rLmmnqaHpSVuaNPGHblk3+4HHhgWAblAgABZ2mSTQoA0tvjXO++4aSus4J5asu/U228PS4FcIECArLz88tLmq0ceCUtLXX11Yb/vfc+5BGtQAJWIAAGycv75hVBYfXVNphSWltp558K+nTuHJUBuECBAVjbfvBAKjY0onzXLuW9/u7DvzTeHpUBuECBAFiZMWNp8NXRoWFrqH/8o7Lfiis7NmROWArlBgABZ6NGjEAqrrurcwoVhaak99yzs2759WALkCgECZKFVq0Io/M//hCWlPvywcOehfa+/PiwFcoUAAZpq8uSlzVf33huWlurbt7CfnoHoWQiQYwQI0FQ9exZCYZVVnFuwICwt1alTYd927cISIHcIEKCpWrcuhEJjI8o13kPjPrTv3/4WlgK5Q4AATTF9unMrrFAIhQEDwtJSt91W2E/7v/tuWArkDgECNMVVVxVCQXcWH38clpY64IDCvm3bhiVALhEgQFPstFMhFH7zm7CklGbbXXnlwr69eoWlQC4RIIDVzJlLR5T36xeWlrrnnsJ+2qZODUuBXCJAAKviEeUffRSWljrkkMK+W28dlgC5RYAAVnvsUQiFxkaUa61zjVDXvpddFpYCuUWAABYa7/Gd7xRC4YYbwtJS99+/tPnq9dfDUiC3CBDA4uuvndtnH+e22ca5efPC0lJHHlkIj5YtwxIg1wgQoJy0LshqqxUC5MILw1Ig1wgQoJwef3xp89X48WEpkGsECFBOr75amCNL40WAKkOAAOWmEepffRX+LZB7BAgAwIQAAQCYECAAABMCBEhDkyJeeaVzu+3m3FprOffd7zr30586t+uuzl1xRaEcqBEECJDUs886t/baS7vl1rUpVEaODF8JVCUCBEjihReWria43XbODRzo3PvvO/fFF8598IFz993nXJs2hXLtN3p0+A5A1SFAgMZoNPlGGxXCoWtX5778MtyjQH+vcu238caF1wFVjAABGtO/fyEUttii8VBQuea80v633BKWAlWFAAEa45ei7dMnLKnbjTcW9u/SJSwBqgoBAjSmRYtCIEyZEpbUbfLkwv4bbhiWAFWFAAEa49cyX7gwLKmbFpDS/poDC6hiBAjQGAIEqBMBAjTGN2FNnRqW1I0mLNQIAgRoDA/RgToRIEBj6MYL1IkAARqTZiDhMccU9tP+jYUNkHMECJBE8VQmrVs7d++9hSlMNJXJ7NnODRrkXNu2hXLtp/2BKkeAAElpkkRNlqiQqG9T+TPPhK8EqhIBAqThp3PX9O1rrunciisW/tuunXO9ezs3f374CqBqESAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/w9VPz+LZZOKIAAAAABJRU5ErkJggg==)
PN: 4H48-1-17
CAS: 95874-01-4
Molecule Weight: 210.236
Formula: C13H10N2O
TSCA: Not listed on TSCA inventory