| Product Number | 4631-1-0E |
| Purity | 95 % |
| CAS | 22993-76-6 |
| MDL Number | MFCD00026704 |
| Molecular Formula | C10H15NO |
| Molecular Weight | 165.236 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4631-1-0E
CAS: 22993-76-6
Molecule Weight: 165.236
Formula: C10H15NO
PN: 4631-1-13
CAS: 17061-62-0
Molecule Weight: 257.333
Formula: C16H19NO2
PN: 4656-1-2C
CAS: 64834-63-5
Molecule Weight: 181.235
Formula: C10H15NO2
PN: 4631-5-X1
CAS: 876-32-4
Molecule Weight: 187.67
Formula: C9H14ClNO
![[(4-Methoxybenzyl)amino]acetonitrile](data:image/png;base64,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)
PN: 4637-1-M5
CAS: 63086-28-2
Molecule Weight: 176.219
Formula: C10H12N2O
![(2-Methoxyethyl)[(4-methoxyphenyl)methyl]amine](data:image/png;base64,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)
PN: 4656-1-4C
CAS: 103464-79-5
Molecule Weight: 195.262
Formula: C11H17NO2
![4-[(Ethylamino)methyl]phenol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHAAAAhwAFgMsGhAAAB6npUWHRtb2xTb3VyY2UAAHicfZRtb9owEID/ysmfhx3HIQFEqBDVpEntJq2d1G+TcQyNhO3KCW//fmcIDIs2ebvT3T1n+3zO9OFgNrDTvqmdLQmnCQFtlatquy7Jn9fvgxF5mE0VBmGgbUry3rYfE8b2+z1V79rIg7NUOUPO/smhqaOYvaDOr1maJJy9PT+9nJhBbZtWWqWRaupJczI+OSXb0yy+GIIZ6Xe1ZedwZvzunO1vmoQnoYemIv/XskDfHFFY1RsNK+eNbGGXJhSf5BustdVetrqC5RHNgma49tn0+dGprdG2RTVkqJXcvLR+q9Bg3EarLSZD5cdjSQxHQLbOzL2XRwhaMEsOMgUpQGYghyBzkAXIEcgxSJ7gy7HGGx0GeT1+aJwpLOAnLK73r/DF0qQlGXAqhCgAp4zXRXTGTqQ0z4vsImJfxBE4YsqcjgWacspzFBnNcW9A0NEQRUoFP+UfZigGHY2yKILs3NdZhCgsAbvWYDZdOlvdqFBXJVnigkPIb71q0q4+BJyvtMeWCwlC6C2QxkCoZj8gYiDUvh/IYiDsVD8wjIGwr1dg/hmQx0Dogn6giIHQM/3AKAZCh/WvYXwH8KR/iOCPtq7r316G35Xqc4TdNAu7HC5U7w4euzmVDP9Fs3+amGZN9SEvMQAAN7xJREFUeF7t3Qn8VdP+/3ENikrDVYrSZCjkJ7euJGlyG1zqx01Uch9umsxcFxmr+ytJwqWoJGly3fgVCn8qZKaSJmlQpOGG5lFZvz67/zmds/bZ3873rL33OWft1/PxWA98z1rne77f/bDe373XdJQCACADR+lfAAAgHQQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBEiCo446Kl4Ky6QtAOQjersEJiFg0rYwfvzxR/Xss8+qjh07qjPOOENVrFhRFS9eXJUrV07Vrl1bdejQQQ0aNEgtW7ZMbwoAvgq2t8szJiFg0jYdmzZtUrfccosqWbJk0vcqqFx44YVq1qxZ+lsBgC+C6e3ylEkImLQ9kgULFqjq1au7AiLdAgBBoHdJYNLpmrQtyNdff63KlCmT9P5yZ/H00087wSJ3Jr/++qvavHmzWrlypZo6darq27evOv300wP5PAAQQ++SwCQETNp62bZtW1IQyHjHjBkz9Gqe5syZo1q0aKF/GQB84V9vZwGTEDBp6+W+++6Lv+fvfvc7tXz5cr0KAGSNf72dBUxCwKRtKnL3Ub58+fh7TpkyRa8CAFnlT29nCZMQMGmbyqRJk+LvV69ePf1lAMg6f3o7S5iEgEnbVHr16hV/v8GDB+svA0DW+dPbWSIxBEyKH84999z4+8lgOADkGn96O0voQZBp8UPVqlXj77du3Tr9ZQDIOn96O0voQZBp8cMxxxwTf7/du3frLwNA1vnT21nCJARM2qZCgADIdf70dpYwCQGTtqnwCAtArvOnt7OESQiYtE2FQXQAuc6f3s4SJiHg1Xbp0qXq4YcfVs2bN3c2RDz66KPV8ccfr1q3bq3+9a9/JdVN1LNnz/j7MY0XQC4qfE9pMa8QSIdX28SvpyqdO3dWBw4cSGojWEgIINcVvqe0mFcIpMOr7R/+8Adn59yvvvpKbd++Xa1du1aNGDFCHXfccfH6Tz75ZFIbwVYmAHJd4XtKi3mFQDoK23b06NHx+v/1X/+lv+y4995743XYTBFArkmvt4uIwoZAosK23bBhQ7y+TNlNZevWreq0006L15Pt3N988029micZfG/ZsqX+ZQDwRXq9XUQUNgQSFbbtTz/9FK9/8skn6y/HeR0oNXz4cOdAKXkfOVBqy5YtzoFS06ZNc+5c0jlQSu5oevfurQYOHOg8MgOAwvDuXSKosCGQqLBtEwfJZePEgsj4iYRM4vcoTPGSOFW4SpUqauzYseq3337TqwFASt69SwSl0+l6Sbftxo0b1YsvvuhM5ZW6Z599tnMXcST/+c9/1M0336xKlizpCgivctFFF6lZs2bpbxV36qmnutrIoP9HH32kVwUAl4J7O/hG76il8x40aJDatWuXXrVAP/74o3rmmWfUFVdcoerUqeMEUfHixVXZsmVV7dq1VYcOHZx1J+kMuM+ePVuddNJJrs8mpWvXruqHH37QmwBAHAESEr2DloHztm3bZn16rkwtlqNzU93ZlC5dWvXv35+9uACkRICEbP369WrmzJmqTZs28Y66U6dOat++fXrVUK1atUr9+c9/doWIlBo1ahS4ah5ANBEgWXT99dfHO+kHH3xQfzkr5LGWrEvRQ0SKjKnMmzdPbwIgogiQLJJpt4l/5eeK/fv3q2effdZZd6KHSLFixZzgk0F9ANFGgGTR3r174x1ziRIl9JezbvPmzeq2225zNoDUg6RcuXJq6NChWX/0BiB7CJAskp16Yx1yQYsJs00+pwz46yEiRRYsvvHGG3oTABFAgGTRNddcE++I//rXv+ov55zp06cnrXBPLDIpQIIGQHQQIAGSRYKPPPKI+vzzz531G7LliDwWevfdd9Wll14a73xlqxKZBZUP5JHVY4895jzC0kNEHnXdeuutzs8IwH4ESID0DjZVkaNrP/zwQ71pzpNB9B49ejiD6vrPJIPvsthRBuMB2IsACdCyZcucgeY//vGPzsrzUqVKOQsIJTTatWvnnAsiC/ny2fz5853pvXqISJHpwDItGICdCBD4QhYa1qxZ0xUiUmSBYr48ogOQPgIEvpEtTwYMGOBsgaKHiGyVIlum5PsdF4DDCBD4TjZhlM0Y9RCRIps3jhs3jm3jAQsQIAjMxx9/7GwPr4eIlEaNGqlPP/1UbwIgjxAgCJTcachBVSeeeKIrRIoUKaK6devmTHEGkH8IEIRCjsy95557Um4bL+tg/ud//kft2bNHbwYghxEgCNWKFSvUf//3f7tCREqtWrWyfj4KgPQRIMgKOROlXr16rhCR0rx5c7VgwQK9CYAcQ4Aga2Sl+vDhw+PnwycWWeHeq1cvtWnTJr0ZgBxBgCDrfvnlF3XzzTc7Z7vrQVK+fHn1+OOPs208kIMIEOSMxYsXO9u+6CEipW7duurNN9/UmwDIIgIEOee1115z9g7TQ0TKJZdc4uwxBiD7CBDkJDmtcciQIaps2bKuEJHTG++44w61ZcsWvRmAEBEgyGkbNmxwDtsqWrSoK0gqVaqkRo8erQ4cOKA3AxACAgR54csvv1QXXnihK0Sk1K9fX73//vt6EwABI0CQVyZNmqSqV6/uChEpnTp1UqtXr9abAAgIAYK8s2vXLtWvXz/ngC49ROTArgceeEDt2LFDbwbAZwQI8taaNWtU586dXSEipVq1amrChAl6EwA+IkCQ9+bMmaMaNGjgChEpDRs2VNOnT9ebAPABAQIryEysMWPGqMqVK7tCRMoNN9ygNwFgiACBVbZu3ar+/ve/O2tFEgNE9tsC4C8CBFZavny5qlixYjxATjnlFL0KAEMECKzVsmXLeIDIGhIA/iJAYC0CBAgWAQJrESBAsAgQWIsAAYJFgMBaBAgQLAIE1iJAgGARILAWAQIEiwCBtQgQIFgECKxFgADBIkBgLQIECBYBAmsRIECwCBBYiwABgkWAwFoECBAsAgTWIkCAYBEgsBYBAgSLAIG1CBAgWAQIrEWAAMEiQGAtAgQIFgECaxEgQLAIEFiLAAGCRYDAWgQIECwCBNYiQIBgESCwFgECBIsAgbUIECBYBAisRYAAwSJAYC0CBAgWAQJrESBAsAgQWIsAAYJFgMBaBAgQLAIE1mrV6o+qSJHiTmnatJn+MgBDBAisddll3VW5cvWc0qbNtfrLAAwRILDWVVcNUCef3MkpV1zxoP4yAEMECKx13XUvqDPPfMgp11wzRn8ZgCECBNbq3ft11aDBSKd07z5NfxmAIQIE1iJAgGARILAWAQIEiwCBtQgQIFgECKxFgADBIkBgLQIECBYBAmsRIECwCBBYiwABgkWAwFoECBAsAgTWIkCAYBEgsBYBAgSLAIG1CBAgWAQIrEWAAMEiQGAtAgQIFgECaxEgQLAIEFiLAAGCRYDAWgQIECwCBNYiQIBgESCwFgECBIsAgbUIECBYBAisRYAAwSJAYC0CBAgWAQJrESBAsAgQWIsAAYJFgMBaBAgQLAIE1iJAgGARILAWAQIEiwCBtW6+eUY8QCRMAPiLAIG1XnttmWrYcKRTXn11qf4yAEMECKy2Zs0WtXr1Zv3LAHxAgAAAMkKAAAAyQoAAADJCgAAAMkKAAAAyQoAAADJCgAAAMkKAAAAyQoAgdLHtRaQUVrptE+tJGTnyS72Kp3S/BxB1BAhCZ9JBp9tWD5CmTZ9XP/+8S6+WUrrfA4g6AgShM+mg022rB4iUwYPn6NVSSvd7AFFHgCB0Jh10um318JDSqNFo9f33W/WqLul+DyDqCBCEzqSDTrdtYr3Ec0HuuecdvapLut8DiDoCBKEz6aDTbZtYb/Hi/zhbusu/yz/lvwuS7vcAoo4AQehMOuh02+r17r77nfh/H+lwKb0tgNQIEITOpINOt61eT8Y+zjtvdPxrH3/8g9biML0tgNQIEITOpINOt22qeg8/PCf+tc6dp6jffktokCBVWwBuBAhCZ9JBp9s2VT1ZB3LhhWPiX58+/duEFoelagvAjQBB6BI7aJNSEK96zzzzRfzrl102Se3bdyDpdeHVFkAyAgSh04Mg01IQr3o7d+5TF188Lv7axIlfJ70uvNoCSEaAIHR6EGRaClJQvcmTF8Zfa9VqnNqxY2/S6wW1BXAYAYLQmXTQ6bYtqJ48tpLHV7HXhw//POn1gtoCOIwAQehMOuh02x6p3owZy+OvN2kyRm3atDP+2pHaAjiEAEHoTDrodNseqZ5M4ZWpvLE6Awd+EH/tSG0BHEKAIHQmHXS6bdOpJ4sJY3VkkeHq1Zudr6fTFgABgiww6aDTbZtuvT593ojX+/vf/5/ztXTbAlFHgCB0Jh10um3TrZe40aKUhQs3pt0WiDoCBKEz6aDTbZtuPSFbvMfq9ujxWqHaAlFGgCB0Jh10um3TrSdko0U5bCqxTbptgSgjQBA6kw463bbp1ouR42718Ei3LRBVBAhCZ9JBp9s23XoxstFi06bPEyBAIRAgCJ1JB51u23TrJXr22cMbLRbUdvPm3c7srSuvfFlNmrRQ7d/v3pARiAICBCik556bmxQyf/7zvwo8oAqwFQECFNK0ad+47lSk3Hrrm2rNmi16dcBaBAiQgQkTFqiLLhrrCpHzzx+tHn/8E7V9+169CWAdAgTIkAy89+//nvrDH0a5gkTOHPnf/12qDhzwODcXsAABAhhasmST+utfp7lCREqXLq+ouXPX6U0AKxAggE/efHO5uuSSia4QkdK377tq3brtehMgrxEggI927/5VjRz5pbrggjGuEJGvyVRhqQPYgAABArB+/XbnrkMPESnt2k1wDrQC8h0BAgRo/vz1qmvXV1whIuW666Y6uwED+YoAAQImM7GmTl2q/vjHF10hIjO4+vWbrX766fCRukC+IECAkOzYsVc9+eSnzloRPUhkH66xY+erffvYFgX5gwABQiar1W+77U1XiEjp0GGymj37O70JkJMIECBLPvnkB9Wx479cISJFNmtcufIXvQmQUwgQIItkJ9/JkxeqFi1ecIXIeeeNVo888qHaunWP3gzICQQIkAO2bNmtHn54jhMaepA0b/6cGj/+A/Xrr/v1ZkBWESBADlm+/GfVu/frSQFy1ln9VPXqXVXjxp3Uu+/O1psAWUOAADlo1qzvVPv2k1X9+o+rU065QVWufLEqVaqGOuqoow5+vf3BoGEhIrKPAAFylEzpHTnyPVW37rWqfPlzVLFipZwAkVKiRAl11113qa1bt+rNgNAQIECO27DhJ3X99beqIkWKxAMkVipXrqyef/55deAA60cQPgIEyBOfffaZaty4sStEpDRo0EB9+OGHehMgUAQIkGfGjx+vqlat6goRKV26dFHff/+93gQIBAEC5KEdO3ao+++/Xx1zzDGuEClVqpTq16+f2rVrl94M8BUBAuSx7777Tl155ZWuEJFSvXp1NXnyZL0J4BsCBLDAe++9p+rXr+8KESlNmzZVc+fO1ZsAxggQwBIyE2vUqFGqUqVKrhApWrSo6t69u9q4caPeDMgYAQJYZvPmzeqOO+5QRx99tCtIypUrp4YMGaL27t2rNwMKjQABLPXNN9+odu3auUJEymmnnaZef/11vQlQKAQIYLkZM2aoOnXquEJESuvWrdWSJUv0JkBaCBAgAvbt26eGDRumypcv7wqR4sWLqxYtWqgNGzbozYACESBAhGzatEn17NlTFStWzBUkVapU0asDBSJAgAj66quvVPPmzZMCREIFKAwCBIiwtm3bxgOkdOnS+stAgQgQIMJuuummeIBUqFBBfxkoEAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkRYq1at4gFy9NFHq507d+pVAE8ECBBBS5YsUa1bt46HR6ycfPLJauLEiXp1ICUCBIiQX375Rd1yyy3O3YYeHomlSZMm6osvvtCbA0kIECAC9u/fr0aMGKGOP/54V1gUKVIkZaAULVpUXXfddWr9+vX62wEOAgSw3KxZs9TZZ5/tCggpzZo1U1999ZXasmWLuvPOO1WJEiVcdcqWLasGDx6s9u7dq781Io4AASy1cuVKdcUVV7gCQUrNmjXVyy+/rDdR3377rbr00ktd9aWceuqpaurUqXoTRBgBAlhm+/bt6t5771UlS5Z0hUDp0qXVP/7xD7V79269WZK3335bnXHGGa72Ui6++GK1aNEivQkiiAABLPHbb7+pF154QZ144omuTl/GOa655hq1du1avZmnX3/9VT3xxBPO+hD9/YoXL65uvPFG9fPPP+vNECEECGCBTz75RJ133nmujl6KfP3jjz/Wm6Ttp59+Ur1791bFihVzvffvfvc79fTTTzthg+ghQIA8JncU3bp1c+4w9M5d7kTkjkTuTPzw9ddfqxYtWri+j5SzzjpLvfPOO3oTWI4AAfKQjGHIWIaMaeiduYx99O3b1xkLCcIrr7yiateu7fq+Ujp06KBWrFihN4GlCBAgz/z73/92ZlHpnbeUyy+/3Jl9FbQ9e/aogQMHqjJlyrg+g0wFvvvuu9W2bdv0ZrAMAQLkCVmvIes29A5biqzzmDlzpt4kcOvWrVN/+ctfUj5Cq1Klinr++ed9e4SG3EOAADlu06ZNqmfPnikHsWVluawwl5Xm2fTZZ5+p888/3/X5pDRs2FB9+OGHehNYgAABctS+ffvUsGHDVPny5V2dsmw9Intayd5WueTFF19UVatWdX1eKV26dFHff/+93gR5jAABctCMGTNUnTp1XJ2wFNlFV3bTzVU7duxQ999/vzrmmGNcn71UqVKqf//+ateuXXoz5CECBMgh33zzjWrXrp2r45Vy2mmnqddff11vkrO+++471bFjR9fPIaVGjRrqpZde0psgzxAgQA7YvHmzuv3221PuiluuXDn16KOPOo+08tHs2bPVOeec4/q5pDRt2lTNmzdPb4I8QYAAWSSD3yNHjlSVKlVyda6ynXr37t3Vxo0b9WZ5J/ZzVqxY0eqfM2oIECBL3nvvvQL/Mp87d67eJO/ZfKcVRQQIEDIZG7jyyitdHaiU6tWrq8mTJ+tNrGPTWE+UESBASI40O6lfv36Rm510pNlmS5cu1ZsghxAgQAjGjx/P+ggP8sjqscce81zvcuutt+bcehccQoAAAZIV2o0bN3Z1jFJYoZ1MVtz36NHDc8X9M888k/UV90hGgAABKGiPqMqVKzt7RB04cEBvhoPmz59f4J5fcsY7cgMBAvhIdqkdNGiQOu6441ydn+xSe9ddd6mtW7fqzZCCnNnuteuwnPUexq7DKBgBAvjk1Vdf9Twno3379mr58uV6ExzBkc49kbPfgzr3BEdGgACG5KS+li1bujo4KWeeeSYn9flATl6UM91TPRI86aST1Lhx49g2PgsIECBDclZ4nz59VPHixV2dmpwV/tRTT+XsWeEyXVjWo0j56KOPnO1G5J+xr+XqdGI5272gs9/lbHiEhwABCklC4cknn1QVKlRwdWISJjfeeKP6+eef9WahkqmxCxcudI6fHTx4sLr22mudDjbVVNmCitSXdjIhQN5HHtMtWrQoq7Oh5E5DznqXM9/1zyt3KHJGvNyxIHgECFAIb7/9tjrjjDNcHZeUVq1aOZ1rtnz55ZdqyJAhzgrvVEfN+llkksCll16qHn/8cecRXjbI2Iec/S5jIfrnk59fxk5kDAXBIUCANHz77bdOh6l3VFJOOeUUNXXqVL1J4GTG15QpU5xtUQp7Z+F3OeGEE1TXrl2dleVh353IbCw5C17/TFJkFpecIY9gECBAAWTK7Z133ulMwdU7J/krXB7r7N27V28WKBkHkLEXGWfRP5NXkV1wL7jgAudoXNkyZcCAAc5jICmy75SMgcg/Y1+T16WeLOyThZCykE9/T68ij5bkdxb23ZicCS/rRPTPI6V58+bOmfLwFwECpCCL/J577jnnL2u9M5Ltx6+77jq1fv16vVlg5G7j6aefdjYa1D+PXqpUqeJsj/Lss8+qTz/91LfxGJk0IOE1fPhw1alTp5Rbs+tFVtvLwVFhLZqUux85Iz5V4MkKdwlQWfEOfxAggOaDDz5Qv//9710dkBT5K/6LL77QmwRGNmAcOnSoEwr6Z4kVGQO47LLLnFlfixcv1t8iUPJXvexjJRsfppqNFisybjRhwoTQHm/J3llyZnyqbePlcZ+cNc+28eYIEOD/W7Nmjbr66qtdHY6UatWqOR1gWGSAWAaBC/orXx4tyV/bft1hmJLtW+Q8j3r16rk+a6zIHZQ8IgvrjkTOjpdw0z+HFNkFWMZskDkCBJG3c+dO9dBDD6ljjz3W1cnI1x588EGnTlhkYPzkk092fRYpMnVYZh7JoH4ukxlhvXv3TjlDSsr5558f6pjEa6+95vn475JLLnHOJ0HhESCItIkTJ3p21ldddZVavXq13iQwK1asUG3btnV9Dily5K3ssZVv+2j9+OOPzqOkVGegyCMvGWyXx3RhkMkOMs1ZTj7UP4s86rrjjjvUli1b9GYoAAGCSJK/kJs0aeLqSKSce+65zjhIWGRhosx6StXJytiHrLUI8w4oCBs2bHA66FR3eTVq1Aj1UZKcvS5nsMtkCP2zSFCPGjUqtEds+Y4AQaRIRyYzqFJ1HjLjavTo0aF2Hj/88IO68MILXZ9F/jq/7bbb8u6O40hkzUabNm1cP6+sIL/nnntCG2QXcua8nD2vfxYp9evXd86sR8EIEESCPL545JFHVNmyZV2dhazx+Nvf/hb644vp06enHCSXmV5hjg9kg0ztTbUViazXCHN6tJAz6OUsev2zSJFFmrI3GFIjQGC9adOmqVNPPdXVOUj505/+pJYtW6Y3CZQ8srr77rtdO8vKwkS5A4rKrrIS2LJQUb8mEixh//Uvm0fKwkk5m17/PPJo8YEHHghtrCafECCwlmwmKFt96x2ClLp166q33npLbxI46YRkryr985xzzjmhB1mukOnR+nkf8ggvzGnTMXI2fefOnV3XR4oEycCBA/UmkUaAwFqppm3KNNgnnngiK9usy0pumb6qfyZZHR31Tf9kAaS+SaWMU8nq+2yQs+obNGjgulZy17ht2za9emQRILBW4jN2+R9f1iVIJ54NskhR7noSOyN5XDJp0iS9amTJ4knZIkXvtGVBZTbIZIoxY8a4xs0YEzmMAIG1Emc3ydTcbFm6dKmzkj2xE5KNEGVfKSST8Z+bbrrJFSK33367XjU0Mo068bPI2hYcQoDAWonHzEqYZIPceejhIf8d9p5V+UYGrfUQkbUy2fDMM88QIB4IEFgr2wEij8v05/ry3zJQiyOTv/wTZ6rJv48dO1avFjgCxBsBAmtlM0Bk5XijRo1c4cFW4oUjOwwn/g5ly5GwZ88RIN4IEFgrWwEiM7z0Pa1kvy3uPDIja2YSf5eyXmbevHl6tcAQIN4IEFgrWwGid3gyYM6YR+ZkYF2Oy038ndaqVSu0nQMIEG8ECKyVjQCR7UkS99mSqbrMtjInW9G0atUqqSOXs1vCQIB4I0BgrbADRDZG1Pe2kn2W4A85ZVDfs0rWaQSNAPFGgMBaYQaIjHvou+r26tVLrwZDc+bMcc42j/2OZQuUoA+DIkC8ESCwVpgB0r9//6RORva2ivr2JEHRf9cNGzYMdAt+AsQbAQJrhRUgcpJg4mFQMksoqhsjhkHC4qKLLkrq1EeOHKlX8w0B4o0AgbXCChB9yq5syY5gyVHDiVuvy9jTzz//rFfzBQHijQCBtcIIkClTpiR1LnIYVFTO88g22WQx8Xd/ww036FV8QYB4I0BgraADRHaPlQWCse8hZ1jYfpJgLpExptq1a8d//zK4HsTvnwDxRoDAWkEHiP4XsJxhjnDJaZOJ1+CSSy7RqxgjQLwRILBWkAEiJwsmrvmQs0c4aCg7EsegZMPFBQsW6FWMECDeCBBYK8gAGTp0aFKnMmzYML0KQiIr/ROvRZcuXfQqRggQbwQIrBVUgMiz98TTDitVquTsvovsadasWfx6yFjUqlWr9CoZI0C8ESCwVlABIud0J3YogwYN0qsgZDNmzEi6Jn7OyCJAvBEgsFZQAXL66afH37dChQpq69atehVkgaz+j10X2eJEZsn5gQDxRoDAWkEEiP68vW/fvnoVZMm4ceOSrs348eP1KhkhQLwRILBWEAHSp0+f+HvKjB+2LMkdcschdx6x69OuXTu9SkYIEG8ECKzld4Ds2bPHORwq9p6NGzfWqyDLZAZW7PrIYPrGjRv1KoVGgHgjQGAtvwNE37ZkxIgRehVkmRzolXiN/vnPf+pVCo0A8UaAwFp+B0jHjh3j71eyZMnANu9D5uRcFplWHbtOTZs21asUGgHijQCBtfwMENlCPPHxVfv27fUqyBE9e/aMX6cSJUoYr9EhQLwRILCWnwEyd+7cpE7kqaee0qsgR7z00ktJ1+qdd97RqxQKAeKNAIG1/AyQRx99NKkTWbx4sV4FOWL9+vXODLnYtbrvvvv0KoVCgHgjQGAtPwNEpoTG3qtKlSr6y8gxdevWjV+vJk2a6C8XCgHijQCBtfwKkH379qkyZcrE38vvzfrgv969e8evl+k4CAHijQCBtfwKkEWLFiV1IKNGjdKrIMdMnDgx6Zp9/vnnepW0ESDeCBBYy68AeeWVV5I6ENnOBLlt/vz5SddswoQJepW0ESDeCBBYy68Akd12EzsQ1n/kPjnwK3Eg/aGHHtKrpI0A8UaAwFp+Bci1114bfx9ZpIb8UK1atfh169y5s/5y2ggQbwQIrOVXgDRq1Cj+Pn6sbEY4Eq9/gwYN9JfTRoB4I0BgLb8CJHEFevfu3fWXkaN69eoVv27lypXTX04bAeKNAIG1/AiQ3377TRUtWjT+Pg888IBeBTmqX79+8esm4yH79+/Xq6SFAPFGgMBafgTItm3bkjqPIUOG6FWQo4YOHZp07bZs2aJXSQsB4o0AgbX8CBDpLBI7D+lMkB9GjhyZdO3Wrl2rV0kLAeKNAIG1/AiQb775JqnzMFlPgHDpiwmXLl2qV0kLAeKNAIG1/AiQL774IqnzmDZtml4FOeq1115LunZyLTNBgHgjQGAtPwLk/fffT+o8TLcGR3jkWiVeO7mWmSBAvBEgsJYfAcIdSP7iDiR4BAis5UeAMAaSvxgDCR4BAmv5ESDMwspfzMIKHgECa/kRIKwDyV+sAwkeAQJr+REgrETPX6xEDx4BAmv5ESCCvbDyE3thBY8AgbX8ChB2481P7MYbPAIE1vIrQDgPJD9xHkjwCBBYy68A4UTC/MOJhOEgQGAtvwKEM9HzD2eih4MAgbX8CpBFixYldSCjRo3SqyDH6IsIP//8c71K2ggQbwQIrOVXgOzbt0+VKVMm/l5dunTRqyDH9O7dO369SpQooXbu3KlXSRsB4o0AgbX8ChDRrl27+HtVqVJFfxk5pm7duvHr1aRJE/3lQiFAvBEgsJafAfLoo48mdSKLFy/WqyBHrF+/PmkA/b777tOrFAoB4o0AgbX8DJC5c+cmdSJPPfWUXgU54qWXXkq6VqZb8BMg3ggQWMvPADlw4EDSivT27dvrVZAjevbsGb9OpuMfggDxRoDAWn4GiOjYsWP8/UqWLMl6kBz066+/Oos9Y9fJj50DCBBvBAis5XeATJkyJakjGTFihF4FWTZ9+vSka/TPf/5Tr1JoBIg3AgTW8jtA9uzZk/QYq3HjxnoVZJlMsY5dn+LFi6uNGzfqVQqNAPFGgMBafgeI6NOnT/w9ZabPsmXL9CrIku3bt6vSpUvHr49MvfYDAeKNAIG1gggQ2cYksTPp27evXgVZMm7cuKRrM378eL1KRggQbwQIrBVEgIjTTz89/r4VKlRQW7du1asgC84555z4dZE7Ebkj8QMB4o0AgbWCCpCnn346qUOR3XqRXTNmzEi6JjfccINeJWMEiDcCBNYKKkB2796tTjzxxPh7y7RR07UGMNOsWbP49ZDB81WrVulVMkaAeCNAYK2gAkQMHTo0qVMZNmyYXgUh0cel/N7skgDxRoDAWkEGiBxYVLFixfj7yx3Jtm3b9GoIQdu2bePXQWbGLViwQK9ihADxRoDAWkEGiPjHP/6R1LHcdtttehUEbNq0aUnX4JJLLtGrGCNAvBEgsFbQASKzfE4++eT495Bn71999ZVeDQGRsajatWvHf//FihUL5PdPgHgjQGCtoANE6NubXHDBBeq3337TqyEA+h2gnzOvEhEg3ggQWCuMABGJz+CljB49Wq8Cn61evVqVKlUq/juX8aigNrckQLwRILBWWAGyYsUKdcwxx8S/13HHHccWJwGSrfUvuuiipE595MiRejXfECDeCBBYK6wAEf3790/qZGRVtDyjh//033XDhg2dUAkKAeKNAIG1wgwQOYdCvkdiR9OrVy+9GgzNmTPHGSyP/Y5ly5JvvvlGr+YrAsQbAQJrhRkg4ocffkhaGyJl8uTJejVk6JdfflHVq1dP+v2OGTNGr+Y7AsQbAQJrhR0gQg40Klq0aPz7ykCvrJSGmb1796pWrVoldeRXX321Xi0QBIg3AgTWykaAiLvvvjupw5FDqBYvXqxXQ5pkWnTXrl2Tfqe1atVSW7Zs0asGggDxRoDAWtkKEBkP0af2yoLD77//Xq+KNOiBLLPc5s2bp1cLDAHijQCBtbIVIEJ2523UqFFSx3PGGWeoTZs26VVRgKeeeirpd3j00Uert956S68WKALEGwECa2UzQMRPP/3khIYeItyJpOfxxx93NkeM/e7k38eOHatXCxwB4o0AgbWyHSBizZo1qlq1akkdkPw3YyIFe+CBB5J+Z1IGDBigVwsFAeKNAIG1zjzzzPj/9Mcff7xauXKlXiUUS5cudYWIDKwzO8tNBsxvuukmV3jcfvvtetVQ7NmzR3Xo0IEA8UCAwFonnHBC0v/4JUuWVPfee69vZ2UXhtyJ1K1bN+nzyBTfSZMm6VUjS65Lp06dXOEhmyZmwyuvvJK022+sfPfdd3rVyCJAYC3ZnVX/n1+KHP70wgsvhL5rroyJnH/++a7P07Nnz8hveyKP9PTxIllPI+fPh+3rr79WLVq0cF0nKZUrV9arRxoBAqu9+uqrzr5Uekcg5bzzzlOffPKJ3iRQcpJhu3btXJ9FPmNUN2CcMGGCsyVJ4u9DzlaRr4dJAr5Pnz7O99avT4UKFZzpxPJIC4cRILCe3GnIHYfceegdg8zs6datm1q7dq3eLDCyTkQ6o8QZRlJkfYNsBR/2nVG2yELAHj16uK6JXKf33ntPrx4YuR5PPvmkExL6Z5EwufHGGwPbKj7fESCIDHnG3rdvX2csRO8o5C9gedYe5qMk2fZE3ztLihxKFcTJernkpZdeShnozZs3V+vXr9erB+btt992PTqLFdk6ZdGiRXoTJCBAEDkyG+vyyy93dRhSatasqf7973/rTQIjGzDqu/hKkb985Yz1rVu36k3ymvzu27Rp4/p55W7snnvuUfv379ebBOLbb79Vl156qetzSDnllFPU1KlT9SZIgQBBZM2cOVOdffbZrg5ESrNmzUK7C5BHKLLGIfFQqlipUqWKs6BOVrbnsw0bNqg77rhDHXvssa6fsUaNGmrGjBl6k0BIIN95552qRIkSrs9RtmxZNXjwYGfjRqSHAEGkyV+8I0aMcNaJ6B2KnDshM6TC2n5ETjbU99CKlUqVKqlBgwbl3R2JrJm45ZZbUoaj3GVJZy4TC4ImB04999xzrqndUmS213XXXRfqozNbECCAOnTWhHR0steS3sGUL19eDRs2TO3bt09vFogpU6Y4my/qn0OKDPTKOI48gsllX375perdu3fK8SYpMp05rDu8Dz74QP3+9793fQYpMt70xRdf6E2QJgIESLBkyRLVunVrV0cjpU6dOqE9apEBfxnUTzXIHiuNGzd27p5yZYbQunXr1KOPPqrq1avn+qyxctpppzkz4oI8gjZGFm/KmSH6Z5AiAT1x4kS9CQqJAAFSeP31153OTu94pMg6jqCPUY2RxztDhw51xkL0zxEr8lf+ZZdd5uxcG/YeW3IX8dhjjzmhm2r9RKzITCdZ1xHGILmMFz300EMpx1vkaw8++GDejynlCgIE8CCPrOQv6nLlyrk6InnUJfszbd68WW8WCFnAJquyvUItsUjYdOnSRT377LPq008/9e0ORRbayf5dw4cPd7YcKejuKFYaNmzoTNkN445DyF2F1+O/q666Sq1evVpvAgMECHAEGzduVN27d086qjZWZHB71KhRofxlHSOduKyYlg0Z9c/jVaSzl+f9MimgX79+zqwveZQkRe62Zs+e7fwz9jV5XerJQj95VJZqkoFXkfUdMjge5hoKGcdo0qSJ67NIOffcc51xEPiPAAHSNHfuXNW0aVNXByWlfv36oa6eFnJXIgPuV155pTPQr3+mMIvMbpJjZ2WMKMwwlenBMoMqVbjLZ5KV/WHd/UQRAQIU0uTJk1X16tVdHZYU6cyztVurzHwaMmSIM0ZTpkwZ12fzs8i2K7IQT9aoyOaDYZO1GrJmQ9Zu6J9N1njIHVBYZ6ZHGQECZGDXrl3OIx7Zkl3vwGTNw/333x/K+gYvMn6zcOFCZ0ty6WivvfZaZ/PIwt6pSH1p95e//MV5H9mcUh5NhXmXoZNV4qeeeqrrs0r505/+lPNTnG1CgAAG5HhaGbDWOzIpVatWVePHj9eb5AQJQLlTkvLRRx85YyDyz9jX5PVcIzPMLr74YtfvWYqctRL2WekgQABffPjhh6pBgwaujk2KDEJ/9tlnehOkSWaRySmFqaYJy8LKJ554wtkOBuEjQACfyGDt888/7xw6pHd0slmgPAaSxXZIj4SCTF1ONdtMtpmRle4ytRjZQ4AAPpP9qu66666UG/bJ4LPsacWGfQV799131VlnneX6/UmR0wKzMXAPNwIECMjy5ctV+/btXR2gFDlrWwakkUw2lOzQoYPr9xX7ncmkAOQOAgQI2DvvvKPOPPNMV4copWXLlvw1fdC2bducUxpT3bXJlOSBAwdynGwOIkCAEMjzfNmrKtXzfBkclpXlUXyeL8f3yrhRqr2+ZNxIph/LlvDITQQIECKZUSRnbHvNKJKzuaMyo0imDcteWfrvQYps9y77eCG3ESBAFshiPDlzW+84pcjOtXJWt63kGF/Z9kT/uaXI2pkXX3xRb4IcRYAAWSSrquUMbr0jlSJbhdi0qloWJ/bv3z9nV++j8AgQIMtkSu/DDz/sTPHVO9bYvk75dpStTrZ0l7PP9Z9PSseOHbO2fxjMECBAjpAzuQvaWVbO9M63nWXnzZvnuYPxOeec42yhgvxFgAA5Rs62kLM79A5XipztnQ9nW8gZKtdff33KMJSzSUaOHJnVDRnhDwIEyFFyBGy1atVcHbAUOetbzvzONbl0iiOCR4AAOUzO7pYzvL3O95azv3PlfO833nhDnX766a7PKaVt27ahnSOP8BAgQB6Qs7zlTG+9Y5YiZ4DLWeDZsnTpUtWmTRvX55JSp04dNX36dL0JLEGAAHnk/fffd8741jtqKXImuJxKGJZffvlF3Xrrrc6jKf2zyEFUjz32mPNIC/YiQIA8IzOx5KxvmZmld9wyaC0zueSs8KDI4PczzzzjDIbr31+2We/Ro4f6z3/+ozeDhQgQIE/Jmd9/+9vfUm5AKGeFP/LII75vGz9r1ix19tlnu76flGbNmqn58+frTWAxAgTIc8uWLXPOAtc7dClydvi0adP0JoW2atUqdcUVV7jeX0rNmjXVyy+/rDdBBBAggCXkTHA5G1zv4KXIWeJypnhhbd++Xd17772qZMmSrvcsXbq0GjBggNq9e7feDBFBgAAWkZ185Yxw2dlX7/BlB2A5W1x2BD4S2WZ93Lhx6qSTTnK9j2yzfs0116i1a9fqzRAxBAhgITlbRM4Ml0FtPQDkTBI5a9xr2/hPPvlENWrUyNVOynnnnac+/vhjvQkiigABLLZgwQLnDHE9CKTImeNy9niM3FF069bNucPQ65544onqhRdecO5MgBgCBIgAOUu8Vq1armCQctlllzlbjMjRsfprMvbRt29f58hZQEeAABEhZ4rL2eKpgiJVufzyy9XKlSv1twHiCBAgYuSMcTlrPNWjKin16tVTM2fO1JsBLgQIEFFy5rhsOZIYHsOHD2ebdaSNAAEiTKb1xsJDtmAHCoMAASIsMUBk7QhQGAQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkQYAQITBAgQYQQITBAgQIQRIDBBgAARRoDABAECRBgBAhMECBBhBAhMECBAhBEgMEGAABFGgMAEAQJEGAECEwQIEGEECEwQIECEESAwQYAAEUaAwAQBAkTYLQcDpPjB8JBSiQBBIREgQISNOBgg7Q6Gh5QrCRAUEgECRNisgwEy7GB4SBlBgKCQCBAgwtYdDJCFB8NDyhICBIVEgABRdjBA1MHwcAoBgkIiQIAoI0BggAABoowAgQECBIgyAgQGCBAgyggQGCBAgCgjQGCAAAGijACBAQIEiDICBAYIECDKCBAYIECAKCNAYIAAAaKMAIEBAgSIMgIEBggQIMoIEBggQIAoI0BggAABoowAgQECBIgyAgQGCBAgyggQGCBAgCgjQGCAAAGijACBAQIEiDICBAYIECDKCBAYIECAKCNAYIAAAaKMAIEBAgSIMgIEBggQIMoIEBggQIAoI0BggAABoowAgQECBIiyu+8+HCDVqumvAgUiQIAoW7JEqSpVlCpWTKknntBfBQpEgABRt3+/Ulu36l8FjogAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAGiZulSpQYPVqplS6Vq1VKqdOlDRf69RQulHn740Ar1wohthyKlsEzaIqu4YkBU/PCDUt26KVWkSHKnnapIna5dlfr+e/1dUjMJAZO2yCquGBAFn32m1AknuIPiSKVSpUNtj8QkBEzaIqu4YoDtvvxSqVKlkjvqiy9WauxYpVasUGr7dqV27lRq5Uqlxo1Tqk2b5LrSVt6jICYhYNIWWcUVA2wmmySecsrhDrpcOaWmT9drub35plLlyx9uJ+9R0IaLJiFg0hZZxRUDbHbPPYc75zJllFqwQK/hTerK4Hqsfd++eo3DTELApC2yiisG2GrbtuS7iOee02sc2ahRh9vLe8njrlRMQsCkLbKKKwbYauLEwx1z7dpKHTig1zgyaSPTe2PvI++ZikkImLRFVnHFAFv17Hm4Yx4wQH81ff37H36fXr30Vw8xCQGTtsgqrhhgq3PPPdwxz56tv5q+mTMPv4+8ZyomIWDSFlnFFQNsddJJhzvmdev0V9P344+H36dqVf3VQxJDwKQgr3DFAFsdc8zhjnn3bv3V9O3adfh9jj1Wf/UQPQgyLcgrXDHAVn4FiLSNvQ8BggRcMcBW2XqEVVgmbZFVXDHAVgyiI2BcMcBWTONFwLhigK0SFxLKXlaZLiSURYix92EhIRJwxQBbyVYmsnlirHMeM0avcWSy/UmsvWxlIu+ZikkImLRFVnHFAJvdddfhzvm445RauFCv4U3qygaMsfayMaMXkxAwaYus4ooBNtuyJXkvqwoVlHrrLb2W29tvH6obayePseS9vJiEgElbZBVXDLDd558fWr+R2FG3bn3o8Cg5RGrHjkMHSq1apdT48Uq1bZtcV9aTyHsUxCQETNoiq7hiQBR8/LFSFSsmd9bpFGkjbY/EJARM2iKruGJAVKxZo1SXLkoVKeIOCr1InauvVmr1av1dUjMJAZO2yCquGBA1S5YoNWiQUs2bK1Wz5qEzz6XUqHHoawMHKrV4sd6qYCYhYNIWWcUVAwBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGTk/wCc8+LJZ3SfzAAAAABJRU5ErkJggg==)
PN: 4631-1-0P
CAS: 45966-19-6
Molecule Weight: 151.209
Formula: C9H13NO
TSCA: Not listed on TSCA inventory
