| Product Number | 4H48-1-03C |
| Purity | 95.0 % |
| CAS | 35351-19-0 |
| MDL Number | MFCD16040223 |
| Molecular Formula | C10H9NO2 |
| Molecular Weight | 175.187 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-03C
CAS: 35351-19-0
Molecule Weight: 175.187
Formula: C10H9NO2
![Benzo[b]furan-2-carbohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABayAAAWsgF3MR7WAAACHHpUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPVz/zLE1H2Tg42ANuO9i3w03cLtDEI0lf//3JaZtr1i6lCZIl/axaUjy52xUr2Jiqzm2ZEEE5AVOmNsvLZUL+vP0cReRuOkkxCAPLOiEfTfM5Zmy73dL0wxR6Z0ua2oIc/ONdnfditoraaskk54K9Pz2+tswoL+tGl6lBqs7HdWt8tKlu2n/xTQpW6GqTl+wQzopqc9jtr+Tu4XRXZ+T/We7RN0MUFvnKwMJWhW5gIznFh/+ApSlNpRuTwXyPZkU9PPt08vRg03VhygZVt0Oe6tVrU61TNBR2ZdI1bobKr4eEFAIB3dhiVlV6D05zZi1AS9AKtAfaBx2ADkFHoGPQguOLfoEBQmGtV8Yle9t/moQ8wzPcwwu+/d8LlkkmZCRpIOMARtilyElOlThbCyol90BSIf0AFPVjLsGjsVQxBFT6YXASR+Mx5AAQ2B9zqMCHTgqquIwAS6Z43C0xNfeD2ElftW6pQtktkebhQUZef+17UYhVY13ZppO5LbMzFfIsIXNB2nr+NotaHktKwFaZqXBK3QYu9ByQfcA1YBhQfcC1qwPkNcC7APzhDH4fcKPQAbNrQNAH3OAMA2EfcGM2DER9wA3lMBD3gXaEhwnn77WuHfkbzNd2t5/IDUZeHP4m8qXnp69wkPEuungdYWdzzE5XBaoX1wg7u2MY3qzTf4q8nt357F2WAAAxgUlEQVR4Xu3dB7gU1f3G8cTEioliJGKhiBUsWAAJEazYy19CNMaCXTSQ2JBYUGMX7BUkUuwdg0qs2MWWWGKLgmLBAvZC7Oe/76xn2D27l5397ey9u3u/n+eZJ+bO7O7MsjvvzpxzfucnDgAAg5+EfwAAIAkCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIATfjoo4/c7Nmzwz/jRwRILfv8c+fOPNO5jTZy7te/dm7BBZ1r1865fv2cGzUqux5A6ubOneuGDRvmfvrTn7oFFljAnXPOOe7bb78NN2v1CJBa9eCDzi2zTOZf6CdNLwqVBx4IHwmgAtdee63r2LFj5iv2k7xl9dVXd3fccUe4eatGgNSiRx91bqGFsiGx/vrOXXedc+++69w33zj33nvO3XCDcz17Ztdru2nTwmcAUKZ//etfrm/fvnmhse2227pNNtmk4G+vvPJK+PBWiQCpNV9/7VynTtlwGDTIue++C7fI0t+1Xtt17px9HICyvf/++27fffeNblX5kFg/88Pt4YcfjreZMmWKW2211eL1C2V+uB1++OHuk08+yXmm1ocAqTXjxmVDoVu30qGg9V27ZrcfPz5cC2A+vslc0Y8aNcotscQScTAss8wy7rLLLnPff/99uHm0/dlnn+2WXHLJePtf//rXbuzYsUW3bw0IkFqz447ZQBgzJlxT3OjR2e132ilcA6AJt956q1tllVXyriiOPPJI9+mnn4abFpgzZ47bf//93c9+9rP48euuu657UO2WrQwBUmtWWCEbCK++Gq4pTvditX3HjuEaAIEXX3zRbbHFFvGJX8sOO+yQ+bol/L7leOaZZ9xGG22U91y77LKLmzlzZrhpwyJAas0ii2QD4X//C9cUN3dudvtFFw3XAPiRxnP8+c9/dgsuuGB8su/WrZu7++67w03Ldv3117vOnTvHz7to5rt43HHHuS+//DLctOEQILWGAAFS891337mLL77Y/epXv4pP8EsttZS74IILUh3X8b/M9/Wkk05ybdq0iV+nQ4cO7sorrww3bSgESK3xt7CmTw/XFMctLKCoqVOnurXWWis+of/85z93f/rTn9yHH34Ybpqat99+2+2+++7RAET/un369HFPPvlkuGlDIEBqDY3orc64cePc888/H/4ZRjNmzHADBgyIT+BaNttss2Z9jx999FHXq1ev+PXVRXjvvfd272o8VwMhQGoN3XhblV133TXvl6q6lb7++uvhZkjg888/d0cffbRbeOGF4/d0pZVWcpMmTQo3bRY//PCDmzBhglt22WXj/fnFL37hTj/99MxXt8R3u04QILWmnIGEe+2V3U7bN8gHsjV57LHHotsqub+U/aKBbCeffDIjnhNo6kR92mmn1cSJWsF21FFHFQTbLbfcEm5adwiQWpRbyqRHD3XzyJYwUSmT99937sYbXeb6OLte22l71BWNN+jSpUt0MtFgtPPOOy8qkZF7kvHLGmus4Y4//nj33HPPhU/T6k2bNq3gVtFemR9WtXirSLfWdtppp7x/2+a+tZY2AqRWqUiiiiUqJJpatP7++8NHog74W1c64d11113x3z/77DN3xRVXRPfwF1tssbyTjZaVV145uk3TqI2ySamxeo899ihorH7iiSfCTWvOvffe2+yN+9VCgNQyX85d5duXXtplPmnZ/91wQ+dGjtTZJnwE6sD48ePjk4dGPzdF4wg0xuCPf/yjW3zxxQvCRGMPVI8pt2ZToyvWXXaFFVaou+6yzdW9uNoIEKAZ/fe//43DoGfPnlF9pSR04pw8ebIbNGiQa9u2bUGYLL/88tGv2Pvuuy86OTWiG264oeEG7FVzgGNzIECAZqIG3fXWWy86Sfzyl79005OO9QkodO6880633377uXbt2hWEidpUtE7bJA2oWlasZMjOO+/cUCVD0iyx0pwIkEalkexqR6mBXijIOvTQQ+OTQ1q3XHS1oasOXX0st9xyBWGiqxVdtejq5auvvgofXtNUtPCAAw4oKFr4QANPolasyOPw4cMTFXlsCQRIoxo8ONvQvu++4Rq0AM0n4Rt899xzz3B1atQecthhh7lOnToVhIlunak9RbeCavm2T7Gy6brSqlbZdE1f++yzz7obb7wx6vp7wgknRPODqDeXX/T/9fdTTz01ev90VVSt91BXqmGZ+fbt20cDTtVluZYQII0q82GPAmSBBZyrg54pjUxdSnVbSScC/brUuIDmoJ5a6rGlnlthmKiHl3p66UpIPb9qRXNM3DRr1ix31VVXRbf5Vl111YL3ppxF4zk0wlzjUNK+pVZsoqsePXrUVKcJAqRR6SS13HLZEOnTR6Otwi3QDPSLsX///tGXXyfDp556KtykWWgMicaSaExJeBLU2BONQVHvsJbqSvryyy+7rbfeOm+/tE/qdJAGnYw11iZ3zEixRRNKKVQ23njjaNE++f/W33UlED4md1lzzTWjq5Q0w6TYVLu6knzzzTfDTZsdAdLIJk6cN2YkpXvuKM8ZZ5wRf+nPVJfsGqCTska5a7R7eAJUb6DNN9/cjRkzxr2nwatV9vHHH0dtQ7m9kFZffXV3xx13hJua6Ne6GqOLjfjXWIyhQ4e6q6++Ogr2pO0MumLTSf3aa691hxxySNQukzsexS9q+FcZlbRuO11zzTWuY8eO8fPrKlK31XQLrqUQIPVqxgznSvUX1wd3gw2yAaIqv198EW6BKnr88cfjE+OWW26Z2okkTaq7pfvtGoQXngB160QnwfPPP9+99dZb4UMrosb/Sy+9NK8XmRr8zz333FTGQSiA+vXrl3c8CpGtttoqGqipBvo06RabxuwMHDjQLbLIInmv27Vr12ia3DR6xCksFBq5g0wVKgqXlkCA1KPMFy8KhQEDwjWFpk1zmZ9H2e1HjAjXokr0a1b3x/UF122R5vg1XymN7tZANt2uyb3v7heFzMiRI91rr70WPrQs999/v1tnnXXi51Uvq8GDB7sPPvgg3LRs6vaqkMjdb51g1SjfXP8G+rdXYHTv3j1vP3Rlpa7VadDtK93Gyn1+3ebSlVFzIkDqkS/hriXJpf4ee2S31aRTKd6bRdN222236EutE3Fat2Oak9oMdIWg21m5t5f8ovEsGhFeThuFrnZ+//vf5z3PJptsEvWAqpS6KI/I/EDKrSWmxnj1XErjl7+VOgUokHOPeccdd0yt4rJu0eXeitTnTQ3v+vdrDgRIPdIXIvPliEJB5dxLXfJnflm6xRfPbp/5AqO6Jk6cGH+hjzjiiHB13dFoaTWwb7fddvMt9thUEHzxxRfu2GOPzbu1s+KKK0bdZtOgqw61Q/jnVvdXNZjX0oh8/YjI7V2mgaTqCZYGdW1WUOpKN/c90K3JaocnAVKvbr993lXIueeGawudfPK87Rt4IFZLU/l1lRLXl1hdLtMqJ67bO5qkSGMhdA98//33zxunoP+vv2u9tkvjdlAx6oKsrr+/+93vmiz2qNLlvqih2htUZsWv11gUNeCnNahRDeD+/daiK7/mulVVLp3MdVLPreOlMUFpdaPWrTPVVlNvP//86jauwYnVQoDUs623zgZC27YathuuzaeR6Z07Z7dfZx39bAm3QIUUFv52gk5qlZSh0HPpiz9kyJCiXW+TLHqcHq/nSSvIcmkgnQbV6aRdrNhjbjuKeinpZKkxGGlRHSz//Hq/0xrdX23qsuxL2mhRb7A0Oynoc6eeZ7n/FgrxagQrAVLPXnrJuQUXzIbCQQeFawvploG21aKGeKRKA978F/byyy8PVyeiEc4qS5JbpTV3UYOzfuUXG6egv+eW/chd9Hx6Xj1/NeiKQkGlq6Gw2GPv3r2jybPSoltTBx54YPz8a6+9dlltMbVAga6KAf4YdIJv6haglQoyqgeYfw0FbtoIkHp3yCHZQMicOFySCYcyJ5poe80lkuLo3tbun//8ZzwWYPfddw9Xl6TbTmpjCE/86sml21PqpvlS5gdDqfv6Wq/ttL0e53uC5S56Hb1etehWjUZ567VUMTdNOr7chng1wqd1C6glqG3Jd1JQu0jao8zV/uTfK41bSRsBUu8+/ti5du2yoZD5MpWkX6AKG22f+QWEyunWgG/A1Am7nBOaus6qsmzuCV5jIzRALa0umXoePV9YuVevq9evBo3n0GvoyidNKq7o919BklZbSkvShGIKDx2TGr/T+ncXvT/+/dLtxrQRII0gt1vvTTeFawtlLv+jbTUd7ssvh2tRBg0O9GW41XhZzox4GnOR2wCsiZHUe0hzf1SDnlfPr9fxr6nX136krRoBktvmofCoRmHFlqJBp/6zoKBXefc0ECAoTbc1unfPhkKXLvrUhFvkU4P7kktmt99223AtyqBeNf4LqrIlSah8R+7c2LrNc+KJJ1alobsYvY5eT6/r90H7o/1KS9oBot5Wfl833XTThrjyCKksv/83UTXlNHrSESBIJvPhiwJBy6mnhmsLnXPOvO3/+c9wLRJQtVvfZVIFE5OUKlE339x2CZUKqXRkt5VeV6/v90X7pf1LQ5oBon3yt3jUYJ60ZlU9UkcE3xFC5W8qvcoiQJDcwIHZQNCgwXfeCdfm0wCj1VfPbq//rfKAo0ajdg5fJl2l2lWyvRQV7PNl3dXFVYPrSjWKV5teX/vhu9xq/9KoGJxWgOgE6AcJ6hZPvfW2sjjllFPik36lPacIECSn8giLLJINhSSTFk2ZEm07PbP8V1ckSGyPPfaIvpTqeaVyFaXopOx/RWtE9k1J2qqakfbHjxTXflYaImkFiMLNnwDrZZxHpXQlu/3228c/NKapnp0RAYLyHHNMNkA0kdTjj4drCzy5zTbuxMz2uy65pPuw1GBERDS62n8p1Ze/FA3s8lceOjmrmGAt0n75kNP+VjIQMo0A0ev70ikarNiaqD3Kj+DXbTtrSRICBOVRyfbMBy8Kkd69S04k9c7LL7u1fryPr4qomD+d1HxvGY0mLtXwrRNBly5dou31C18NpbVM++evRLTf1ob1NALEV9VV19ZqjKKudTfffHN88tdUuxYECMqX+YUcBYgW/XcJfkSsGu/SHg3bSPQrsGfPntF7pdIdSe7H+95WuhVRa7etmqL99G0i2n+LSgNExQf9iU9dj1srVe7Ve6C6Y0na2UIECMqnqw5dfShAdDVSYiIpTYbjb7GoJAaKGzZsWPxl1AjiUi688MJ4e93Lrye5bQ86jnJVGiB+MihVsG3pjgYt6Y033ohv4yW5XRoiQGCj9o/Mr8iPMh+cV9UuUoKmMPUftLTKbDcSTQTkf5VrIp9SNMLb3+pSV9l6Owlqf30XXx1HuSPWKwkQlfPwn8UkQd3oDj744Oi90FVIubfyCBCYTd9zT3dh5oOz/yKLuFklJrBRf3M/S5zmaqjWaOh6pMl52rdvH703ahdIMg7BlyfRwLCWGudRKe23H9im4ylHJQHiK8lqJkFr43EjUaVefxWicu3lIEBg9smsWW6zxRd3C2U+PJqruRT1wvEfNs3ZgGyXSt+Yq6J3SarKqlChfx81a1890/77YymnAKM1QBTWmrtcjz3rrLPC1a2WCmPqPdGt5nJClQBBRU499dT4A5SkB5CvdKpG4jTnbqhXOon59y9pT5htt9022r5Dhw51X3JD+6/j0PHouJKyBogazPU4hUi5t2samWpl+c/hLbfcEq5uEgGCiugDpFtS+gB17969ZGmEmTNnxrctNFiuNdNgOl+qRHODl3rvRPNt+LLujdJ7yJ/UdVxJ5xOxBkivXr2ix2meE+TzE4upZ1ZSBAgqpm6Z/kM0WpV7S/A9cHTCSHLLphFp6lZNB6r3QdVR3ylVGuZHmrTJP2bu3Lnh6rqk4/Cl4HV8SVgCRFe8/nPaWkadl2PkyJHRe6MfNZoNMgkCBKnQxDv+xFZqcJgmofElvzfYYINERQIbzaBBg+IQve2228LVRWlQoU6Yepzm32gkOh4fCKUGT4olQK666qr4PZ89e3a4utVTiXcfBprALAkCBKnQAEFf5fPQQw8NVxfQL0D/wZs4cWK4uqH5E1m5QTB58uT4cWlOClQLdDz+2HScpVgCxDcUa45wFOd/2Gn65CQIEKTmoIMOij5I6k2kaU/nR1cdv/nNb6Ltl1tuueiWTmswY8aMuB6UqsCW0wg+dOjQ6HEqi96IfBl6HWcplgDxtwyTPH9r5a+M9dlMggBBaubMmePatm0bfZiSNFJqdj0/eO7oo48OVzccdY/0jbht2rRxL5c5W6Nv5NQv6UbkrxB0nKWUGyBqZ/GfNV0BorixY8dG75HaQb799ttwdQECBKnyX2wtt99+e7i6gP/FowJ79TogLqnhw4fH781ll10Wrp4vzR7ne19dc8014eqGoOPS8ek4S82WV26A6Barf+81UReKe+ihh+L3KckPHAIEqdKvlq5du0YfKNUZKjUoSb2PfEmOAQMGhKsbxt133x3/Av7DH/4Qri4pt/xGki92PdJx+WPU8c5PuQGik5sPpyQj/Vsr3UXw/wZJxoMQIEhdbqXTs88+O1xdQAPo/PZTp04NV9c99fhZdtllo+PTmBkVlyyXrlj0eLUvlQrleqXj0vHpOEtdoZUbIKeffnq0vUrGYP6WXnrp6L0aNWpUuKoAAYKq2G677aIP1ZJLLlmyy6Q+hH5OC01uU2+FAedHnQW22Wab+ORvnf3tmGOOiZ5DDcGNzDd063jnp9wA8bcP11xzzXAVAt26dYveqyTtkgQIqkJzWfhR1gcccEC4usCkSZPiD+Ill1wSrq5b55xzTnxcmovayg8g7K0y+g1Mx6fjLDWgsNwA8e+fev5h/jQ2S+/VkCFDwlUFCBBUjfqS64Ol8SFPP/103joNNhwxYkTU62PChAnR4ttO1CZy8cUXx3+v10W/en3hvk033TRRqZKm+M4G/fv3D1c1FB2fjlPHOz/lBsiee+7ZKt6/NKisTpJ/AyFAUDVqrPQTSWnuh1yrrrpq/MFr9EVXYpUWjvRFKFWKvJH5Uus63vkpN0Bay/uXhqT/BkKAoKp8v/LcD9gDDzxQcJJt5EU9fyrtHMAVSL5yA4QrkOS4AkHN0G0bjWrVB6xz585RkTY/sZT+fyNPLKXbdJ06dYqOdfnll4+6SFrRBpKv3AChDSQ52kBQUx588MF4EJxKRfsPXGuY2lbjGXw7yPbbbx+uToxeWPnKDRB6YSXne2EdddRR4aoCBAiahZ+C1QfJxhtvHG7SsE488cT4S3bBBReEqxNhHEi+cgPEjzViHEhpvrS+yruXQoCgWbzxxhvxL/FyJg5qBLqNp04EOnaVbFFZjXIxEj1fuQFy/fXXx5+9zz77LFyNH3344Yfxv4G61pdCgKBZaFyIL/eetNJnI3nrrbfcUkstFR2/uisnnbDHoxZWvnIDRD9Y/Imu0Urhp+mRRx6J36dSFbWFAEGz8PN4L7HEEiVHpjeq3MGSloq6VOOdp9wAUWA3egCnodxbpQQIqk6zm/kPmUZmt2YHH3yw+QvHfCDzlBsg4p8/yYRnrdW+++4bvUcqKZQEAYKq0q8YP8J89dVXT/SrppGp27J6Aun9UJ2wmTNnhps0iRkJ57EEyN577x09pjXeQk1KXev1HiWdKZMAQVXl1oKaMmVKuLpVev75592iiy4avSe//e1vExePZE70eSwBoqmT9RiV1dcYHeSbPn16WSEuBAiqRgPn9CtbHy5VpMU8o0ePjr94qgmWlB8Qp66WmmWvEeg4fNfRUgMIPUuAvP766/F73hrGIJVLXcz13qi3ZNI5UwgQVM3gwYOjD5ZqQTVq19NKaAItvT/qnXb//feHq4tSbyLfGHzeeeeFq+uSjkPHU073bkuAyFprrRU9buDAgeGqVs9Pt7zFFluEq5pEgKAqNNbBd9s97LDDwtXI+Oijj1yHDh2i92iFFVaI+uAn4Xu06bH6Atcz7b9/D3RcSVkDxA8o1Hgcy8RejerFF1+Mg6CcOeMJEFSFRprrQ6VbE3xRm6Y5qH3QqsxLEo8++mj8pT3ppJPC1XVF+++PRceVlDVA1GnBX8GVGu3emhx55JHRe/LLX/6yrDFKBAhSp/vL/kM1ZsyYcDUCJ5xwQvx+XXTRReHqonxpGDXGv/baa+HquqD99p0JdDzlsAaI9OvXL3ps9+7dw1Wtkn7g+bbKcscYESBI1Vdffe3WXntL9/OfLx5V3a1kEqXWQr2w+vbtG30JdWvlueeeCzcp8Pbbb0cTb+kxKpOStCdXrdD++vIuOg4dTzkqCZDcAZ0ao9TanXzyydF7oSthVYwoBwGCVF166SOuS5f93TLLbO4eeujxcDWa8Oabb7q2bdtGX8TNunVzXyfoYXXhhRfGX95jjz02XF3TtL9+33Uc5aokQDRPvcYk6fGtqahnMZ9//nncNXzXXXcNV5dEgCA1s2d/mfklPc6tv/4Yd8gh14arUcLNN9/sema+iIdmlqcPPDBcXdROO+0UfXk1tuGmm24KV9ck7af2V/ut/beoJEDEl+zQcscdd4SrW42//vWv8edH45PKRYAgNSNGTI3Co0+fy9ysWVQ8tbhz8GD3cObL6LQkCAQNiOvSpUv0Bdbtr/vuuy/cpKZo/7Sf2l/tt3VAX6UBoooI/iqktVZIeOGFF6Iu9noPNErfggBBKv7zn/ddjx5jogC5+OInw9VI6AfdulIxQQVI27aqgx9uUuDVV1+N555XL5qkY0qam/ZL+6f91P5qv60qDRDRlYc/+Z155pnh6obn26D0HlpnyyRAULEfftCc3ZOi8Nh66yvd3LnfhpugHP/5j3OLLpoNkQ03VItzuEWBp556Kj456xd+rd3O0v74Kw/tp/a3EmkEiPgZMtu0adOqBrueffbZ8Yn/0ksvDVcnRoCgYrff/koUHlqmTLH/qkQOdedVgGg5/vhwbVE6KfsrEd3TVkN1S/fO0utrP3ybh/av0vCQtAJE5U00xYCea7311ktUh6vePfbYY/Gtq0033TTqVGBFgKAiX375jdtqqyui8Nh771uiqxGk5P/+LxsgP/uZJpYP1xb1yiuvxGXLteg2RUuNE9Hr+tskWrRf2r80pBUgopHXfh8bvWqCqh106tQpOtb27du7d999N9ykLAQIKnLRRU9E4dGz56XuhRda50RRVaPSJiuskA2RDh1U+yTcoig1TPveWVo0WE/zsjfXr2u9jl7PDxLUov2xNpgXk2aAyJ577hnv6/jx48PVDUFFK/v06RMdo8Z83HvvveEmZSNAYKaeVr/5zd+jADn++PvC1UjDAw9kr0AUImV2eVV1VT/YUIvqbalwoeYkqQY9r55fr+NfU6+v/Uhb2gGiedI1iZKeU7Px3XXXXeEmde3bb7+Na6hpGTlyZLiJCQECs2HD7orCQ2M/5sxJXj8HZTruuHntIZdcEq6dL43w9mVP/KL6ZJp/I61JqfQ8ej5fkt0vet1yR5gnlXaAiOat9+Gnhv7HH2+MgbAKj9122y3+d0lzRkYCBCZPPTUrbjgfP/7pcDXSpIbw3/42GyDqnWUY8KVChdttt13eCV6L2iVU/0jzhL/00kslG921Xttpez0ut73FL3qdcgojWlQjQERVpH1vNl091fq4mlJUGDH333333XevqNE8RICgbN9//4P7wx9uiMJjhx2ucV9/Pf+TDlKg8SAaF6IQWXNN3S8Kt0hE821o0iZfviJcdG985ZVXjkp8aNl6663j/9bffeXgcNHz6XmTzudhpQCbOnVq1GPK7696UqXp4YcfjntmqR3n1ltvDTepC2ow14yX/t9IVyG6GknT008/HT9/NaobEyAN6MYbX4ivPqZOfT1cjWrRL7yf/Hgr66CDwrVlUUO3ToxDhgxxa6yxRkEgJFn0OD1ez1PNBnqNEtegv3333bfgNpkWjS9RV+EvvvgifKiZbsv511JIqeBgmr/cq01ddX1vKy26bZXm/iuc9G+v2Qv9a1hqmpVCgDSYzz772m222cQoPAYPrs9fZnXtgAPmhcikSeFasw8++CC67TR27NiovLxuT+21117xov+vv2u9ttP21aQG+X/84x9R7yhfajx3WW655dyqq64aD07Usvzyy7vLL788fCozTbKUexLWraA0e5JViwYJqiOAD7+0GsxFVzAKiqWWWip+X3S1ptlHq4EAaTBnnvlIFB69eo11r76abAY9pEiT/XTrlg2QzJfYvfVWuEXd0v366667LqoKu/jiixeERufOnd3hhx8e3WLyZs2aFYWMnyRKS+/evVNrAFdQbrnllnkhpaKXtUiBlzvuRuM80uiq691zzz15V6u6+hg6dGg0s2a1ECAN5PXXP3YbbDA2CpDTT38oXI3m8uyzLvPTOxsi/fqpUSrcom58+umn7oorrojGieSOG/HLKqus4o455piSo9d1y0bB4R+nQBk0aJB75513wk3LpjltjjvuuHg0vRaVQHkjQZ2y5qCS7Kqq6686tGiEeaWDBL3p06fHJV/80r9//yiwqo0AaSBDh06JwmOTTSa4Tz6xNeIiJRpboQDRctpp4dqapl/148aNc9tss41beOGFC0JjzTXXjG6X/Uc1wcqkW1i6SvDPpSuZU045JeotVKlp06a5tdZaK35u7fvBBx8cdf9tCZpJUG0zuR0idGtJta3SaO/Q2Jjhw4fHZU+0KNAnT54cblo1BEiDePbZ9+KG82uuKf+LjSrYYYdsgAwYEK6pOZ9kfg2PHj3abbbZZnkNr37p0aNHdKKvpEKvp8Z0Narnto+odHwaBSbVBnBaJrAXW2yxvCBRG1Fat81K0S9/zWGe2zakKy61VVmr6uZS+CjgdQvMP7+6NqstpZqdJYohQBrEG2984jbaaHzmQzrJffdd/d4yaSjqdXTFFc699164pja8+aZz553n3ujXzx2zwAKuQxAa6mKqMuppd8P19LwDBw7Me81NNtkk0ZTBpbyXec/Vsym87aY2Ap1oNVYmTbqNpBH9vXr1yns9NZKrzcgyGVQxjzzySBTm/vl1226fffaJjrclECANJIWrYjQ6FW484wzneveOb7HNzSyjM0vfzMlO40nUi6daI9SL0WDA7t27xydFXQEddNBBqfQk04l12LBhcRXk3EWj2tUOM2bMmOjEnPT11EVWt8vU401dl9V5IHxuDXI84IADyp7DvCm6DZc7Wl3LhhtuWLLtqdoIEKDRaR6Nk05ybt1157XL+GXBBZ3r39+9lTkZfvr+++Ejm40GIOoW2tJLLx2fIDUHvWp3pTG4TmNVJk2aFDU2F2vX8Ytef8UVV4wHZ2611Vbxf+vvufsXLgq+LbbYwl15pebcmRvugome529/+1veLbmOHTu6q6++Oty0RRAgQHP7/HP1t9aUcy7z0zh7Em/XLttja9So7PpKacS5anT5LsW5i3qIbb+9cxMmJK4g3Fw0jkN1u3J7LHXt2tXdeeed4aZm6o6sgY9HHHFEJlPXLdrmk2TR7SldOf3lL3+JBmuqUTtN1157bd44F4WIOi+kFU5pIECA5qR5Q5ZZpvCknrsoVFTlt1xqJP7rX51baaXC58ycfNzAgZpcI52AqjLNPqhf/7knbA0UTGu+klzqBqyG71tuuSVqH9FJ+sADD8wbqKn/r7+fccYZ0ZWMti9Vl8zq3//+t+vbt2/esasd5U21WdUYAgRoLipguNBC2RP6+us7d911zmkswDffZBvaVQqlZ8/sem03bVr4DPnU6KVAyvxidx07FobGL37h3G67qbaN7oWEj64Lt99+u1tttdXiE6m6rOrKQeNTGs3777/v9ttvv7zxLOtnPicPPVS7Y7oIEKA5qHtlp07ZE/ugQU3Po66/a72269w5+7iQ2ir+9Cfnll22MDQ0+j3zi9nddptKsYaPrEtqvzjrrLPyusWqUfzvf/97dPVQ73R8o0aNigtEalkmc5Wq4oe1fnypB4gfi1BK0u1C/nGaKOmdd5q+FLc+fy2o9Bib+nso6XZIwbhx2RO82iSKhUIure/aNbt9sdn3hg3LDw3dEtt/f+fuvlsDIcKtG8bs2bOj8Ry5FYdV9ffBhNMJ16LbMkGvmmG5V1gaQ1IvV1h1GyBaRoyYGq6OWZ+/FlR6jE39PZR0O6Rgxx2zJ/sxCd/v0aOz2xeb5fCJJ5zbdFOVHnDu/vvrulSKhUqU59aU0rLLLrvUTOmSJDQOJbeGl5btt98+lYGazaluA0S/zjXP9yuvFC8YaH3+WlDpMTb191DS7ZACP3d60hOEGou1vdo2UNT111+fNwZDgwaPP/74qJdVrVJhQ/Xayu1l1i1zVVqvU/TWbYCcddaj0f+q/lMx1uevBZUeY1N/DyXdDinwxRWTTjSlRm9trxkO0SSVlT/xxBNdmzZt4hNyhw4d3FXqbVZD1GPrkksuyRtHorpY559/firjXFpK3QaIigX26zc++u9//auwoqf1+WtBpcfY1N9DSbdDCgiQqtJIbU0Hm3tLSKVYnnzyyXDTZqcZGtdee+14vzTuREUek458r2V1GyBy2WX/jv570KDCiXusz18LKj3Gpv4eSrodUuBvYU2fHq4pjltYJppMq2fPnvHJWl1i99577xapFfXaa6+5AQMG5IWailVaqhjXqroOkP/971u35ZZXRP//3ntfa3K7kHo2zZr1WU0sc+cWXr5WeoxN/T2UdDukIM1GdMyXqtVOmDDBLbvssvGJW9VqTz/99GapVqv5P44++ui8kikrrbRSNACx0VQtQJIu5Qofd9NNL0b/f8CA6/Kq0IbbeX/72/0F+9CSy+abT4ymoc3l13nlHmP4GqUWNIM0u/EiEZUWOeqoo/JO5CuvvHI04rwaFFwTJ06MpvP1r6eiiiov3xzB1RLqPkB0Qt1pp2ujv+lE29R23rBhdxXsQ0suG254mfvww/xRwn6dV+4xhq9RakEzKGcgoQYCajtt36AnnuY0Y8aMaEbF3FtJm2++eWol1kXVeTfYYIP4+XXrTCVQ0pp1sFZVLUBKSbpdqNjj7rlnRvS3rba6Irrl09R28vXX37lnnnnXPfXUrJpYZs8u7HJYbN/LOcam/h5Kuh1SklvKpEcP9UPNljBRKRONLlfJkV69suu1nbZHajT/uGZT9Cd5NWYPGTIkKs9upbL3e+yxR96c73369HFPaKxOK1AzAfLyy3PcGWc87H7/++sz/wCXuW22ucodfvid7oUXZuc8qvBxnhqZ9Xc1OktT29WDpvY96TE29fdQ0u2QIhVJVLFEhURTi9ZrgCBSp+60F110UcE0s5oDpZzutJqC96STToqm5PXPo/lFVMq9NamZANF/H3jgrdHVgX5hKzh23fXGaCBdbuNx+DhPv+b1d83Kp+6vTW1XD5ra96TH2NTfQ0m3Q8p8OXeVb196aZf5KZz93w03dG7kSN28Dx+BlGlA39ChQ/NKuWu2wnvuuSfctMANN9wQzQ3iH6epeUeMGBFN1dva1EyAnHvutIIZ9TQCW9v87nfXxX8LH5dLA+607uyzp813u1o3v31PcoxN/T2UdDugUakse//+/eMw0KJJpzRFbeiZZ56JJpbK3XbnnXd2M2fODDdtNWomQIrRlYi2UUkPb36PU+DoikXbz2+7Wje/fU9yjE39PZR0O6DRTZ482a2yyipxMKio4fDhw6OeXHPmzInmA8kt4rjOOuu4ByxztjSYmg4Q3brSNrmD6Eo9TsUH/Tbz266Wldr3UsfY1N9DSbcDWgN1tdWEUhoz4oNC/507nWy7du2iudBrvcx6c6nZAPn006/cdttdFXVzff75eXM1l3qcBuf17j225Ha1rNS+lzrGpv4eSrod0JpoYqd99tknb2InFT887LDD3CeffBJu3qqlHiBpUFdbNaj373+5mzGjtuZsBtA6PPbYY659+/ZRg7mm2EWhmguQ77//wR1xxJ2ub99x7sUX54SrAQA1oqYCRL2wdH9/gw3GumnT3gpXAwBqSE0FyKmnPuR69BjjpkxJOOkOAKDF1EyAnH/+41GD7lVXPReuAgDUoJoJEN8jqKklrFgLAGhZNRMgAID6QoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8v9hC7qV6oMg+QAAAABJRU5ErkJggg==)
PN: 4H56-1-7N
CAS: 42974-19-6
Molecule Weight: 176.175
Formula: C9H8N2O2
TSCA: Not listed on TSCA inventory