| Product Number | 4H57-1-55 |
| CAS | 65989-45-9 |
| MDL Number | MFCD01935677 |
| Molecular Formula | C11H14N2O3 |
| Molecular Weight | 222.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H57-1-55
CAS: 65989-45-9
Molecule Weight: 222.244
Formula: C11H14N2O3
PN: 4H21-1-B9
CAS: 42106-48-9
Molecule Weight: 207.229
Formula: C11H13NO3
![5-[(2-Chloroacetyl)amino]-2-morpholinobenzoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABaKAAAWigGIhyftAAACbHpUWHRtb2xTb3VyY2UAAHichZXrb5swEMD/Fcufh18QSKKQKmo1aVK7SWsn7dvkgJMi8aiA5vHf7xybFJwWEtCZ8/3OjzufV3enIkcHVTdZVcaYE4aRKpMqzcp9jP+8fPfm+G69SsAIDMsmxq9t+7ak9Hg8kuRVFfJUlSSpCmz6l6cmG9gcfVLVeyoY4/Tv0+PzhfGysmllmSigmmzZXJSPVSLbyyy+GIIWsj5kJTXmtKgPxts/wfTDyKlJ8cda7qFvAyjaZblCu6ouZIsOghF42De0V6WqZatStD2D2icBrH29enqokvdClS00tYcskflzW78noCiqXCXv4AwaPx5iXHAAZFsVm7qWZ6RbWi05kgJJH8kAyRmSIZIRknMkF0hyBi/0czDgYMHBhIMNByMOVhzMONgJHYdc6Ym8nN9UjH+he6Rf/f/ZtfOewqpgR0WMYYXwQ5z4vh8hQcIwCpwvK2DVDCZlhVXOwDKIOmE569MKz2o9i3jWw1V2emOH0fljWh4jUdRzJYjPtfQJm7OLi1BoCeMvtAzJwtcyIhHrywURQd+u4zo/rt/u2xnefEIo6TWW69W2KtNeE2VpjLccX4L8W+0aYeOMUVWnqoajox1o0z4ghoDOiisgPgP8GyAYHyEYAjrjrsDmM2A2BHR+jgPhENDZPD6laAjo3B8H5kNAn5TxXVrcAJyND6H7B6G7nMMJht+snIvxveJOwM0xn2CcmJuyMMHchn0ScQJvKs/EDjixN5VqgnHCbyrbBONkgKmEE4yTBKZyThxHNwtspR1l3EM/+4qhvZpBu7sCmjf3CO1dMhSu1vV/A4kmOS0eaVIAADmvSURBVHhe7d0HuNRU+sdxUaSoKBYUBBULothAFMFlBRTFsoqo4KK4YC+s3bVjZ5Xiriv+lY4IyCIg1rUixYqCClaaCAiColTp8P7zZkzuzHHm3pkz5U6S7+d58oiTMzNJ7uT8Us452UYAALCwjfkCAADpIEAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUBQONtsE5vKkk651atFevcWadFCZM89RbbfXqRGDZETThDp1Ss2H7nHdkecMvZSIIfSCQZVVrnJk0X22qukXLJJK7dJk8x3IhtsdxhK2UuBHCsrGDyllfvgA5FKlWLzGzcWGTVK5McfRTZuFFmyRGT0aJFjj43N13Iffmh+Amyw3ZFEir0UyIPSgiFeqnIbNojst19sXufOIps3myVi9HWdr+Xq1o29D/bY7kghyV4K5EmqYDClKjd4cOz1Bg3Krpx0/qGHxsoPGWLORSbY7kghyV4K5EmqYDClKte2bez1fv3MOcn17Rsr366dOQeZYLsjhSR7KZAnqYLBlKpcnTqx12fPNuckN2tWrPy++5pzkAm2O1JIspcilQULFshRRx0ljRs3liV64xCZ8YIh3clUpUrs9XXrzDnJrV0bK1+1qjkHmWC7I4UkeylM65wd54EHHnD2h6rOfrGNO1WrVk169OghG8q6JowSZkCUNZmoyMoH2x0pJNlLEe+5556TunXrihcclSpVkooVK/r/f9BBB8mLL75ovg3JpAoGU6py3qWUOXPMOclxKSU32O5IIcleCvXZZ59JixYt/KCoUKGCdOrUSX744Qf5/vvvpX379v48nVq3bi1fffWV+TGIlyoYTKnKcTM3t375ReT662O9yJ3fdEpsd6SQZC+Ntp9//lkuv/xy2W677fxwaNKkiXygHakMEydOlIYNG/rl9Mzk73//u7Nf/mIWhUoVDKZU5WhOmhubNok88YTIbruVbOunnzZLlWC7I4Uke2k0bdy4UR599FGpXr26Hwi1atVy9qunZevWrWZx35YtW6R///5So0YN/327OTvmE84Oukl3VJRIFQymVOUy6dDWpUusnJYvq9KLkrffFjnssJJtrGNZ3Xxz6duI7Y4Ukuyl0fPqq69K/fr1/QCoXLmy3HHHHbI6g4HhVqxYITfddJOzP27vf85hzo76tu6wiEkVDKbSysUPqXHMMXqTKjaUhg6psXSpyJgx4pwyxuZruSRnjpGk9y+8S1HedPrpIjNnmiWTY7sjiRR7aTR8++23cuqpp/oVvk7t2rWTuXPnmkXTNtPZIU93dsz4z2zr7Lhz0r0BGWalBUO8ssrpYH06aF98ZWhOOn/iRPOd0bNqlchtt5VU/jodcojIa6+ZJcvGdodhG/OFKFi+fLnceOONCWcLhx9+uIwfP94sau01Zwc9xNlR489qbr/9dmd/XmUWjQ6vkilLOuW8YcX1BvAee4hUrBj7b/PmIj17xirOVFauNF8JH73sqvcuatYs2Z7Vq4v8+9+xswZb2Wx3hE4Ze2m4bN68Wfr16+f83vfwK/bdd99dnnzySXderul9lX87O2z8fZWazg49ZMiQUu+rII/0yFsrPb0M8/775txw0PXS9fOCY7vtRK68UluImCWBrEQmQJZOmCA3HXWUX5Hr2cd1110nv/76q1k057Rl15XODhzfsusYZwd/P6wVWDEbMSLxksuFF4osXGiWCiZdD12f+PVr2VJk+nSzJJAT4Q+QefNEzjtPZjs700POdIQznXzyyfL111+bJfPu888/d/bnln6I6HShs8MvDEsFFhR6w3f//Usq2R12ELn//lgP6iDS5dbl1/Xw1knXT9cTyKPwBsiaNSJ3310yDIMzTapXTz576SWzZMGNHj3a2b/390Nkxx13dPb/+516IKAVWBCtXy/y0EMiO+1UUulq09P//tcsWdx0eb0mtjrp+uh66frZ+PJLcY6wRCpXFnnzTXMukCCcAfLMMyK1a5fsVDvv7N7g21pE7dLXOzv4Q86OvpOzw3tBsp9TEfw3aBVY0C1aJHLRRSIVKpT8XvQG8aefmiWLypfO8vX985/lc2+Zdfl1PXR9bGjn165dY/eHvM/s398sBSQIV4B89JFI06YlO8C224pcemmsnXqRWuTs8Bc5O74OleIFyQlOBfZpkVdgoaOPYD3uuJLfjt54vuwykZ9+MkuWq6XOb/kyZ7m2dX7bJzvLOciZ1uly62/fhnZ27dMnsVe6NsUdMMAsCfxBOAJk8WKRv/0t8ShSmxVOm2aWLFofOhXYcU5F4IWI3nDXiuKnIqvAQk1bxg0dKrL33iW/o112iTVbzabpaw5oi75evXo5i7OL/xtp4CznR7q8ti363norNjyJt67aV+SWW7RXrFkSSCrYAaLXebt3T7yOrSOAjhxplgwEbdo71KkQ9nYqBq+S0Aqjt1OBaQWCAtG+DnfdFbsP4P2uDj5Y5JVXzJIF8fLLLztff7D/m9A+RXc5y5fJSAkJ9MFQZ51Vsm46nXFGbBRdIAPBDZCxY0UOOKBkB9AWKPfdF9yWNHG0YrjzzjvdisKrNLQCeaWcKrDI+u47kXPPTaxo27QR+eYbs2RefON8Txvn+7zfgE7nOsvznS6XDe1Aeeutf+yV/vrrZkkgLcELkBkzRFq1StypO3bUxwWaJQNPK4pzzjknoQLRCkUrFhTQO++IHHlkye9NByDUYdDz1IdI+yZd73x+/EgJRzrfP2HCBLNoerZsERk0SGSvvUrWYdddRR57LHYPBLAUnABZtkzkqqtiNze9naBxY5H33jNLhs47TgWmFYhXmWjFohWMDsmCAtGRCp56KjZsx++/v4XOv6c6r+VqFAP9nKecz4sfKUH/ra9Zf4fuH7qfePuM7j+6H+n+BGSp+ANEj5D0SEmPmLydQI+k9IhKj6wiIi+VCzKnoa1nH06IP+f8Df6yTezsQEM+G/r+I444IncHCXpGrmfm3j6jk5656xk8kCP5DxBv8LUWLWLNA/X0v0aNWFv7Xr1i81PRppV6jdbbAfTarV7DjcJgeCmkuryRbQWGzKz/5hsZ0KaN7Pn730AnvdyY6f2JXF+m3LR2razXe4HxvdL1XqHeMwRyLL8BMnly4nXXZJOGig4TnYyO4+OV01Yj2noErpzfYIUVbdhgtpDSBhBltZDKR0OJMSNHyu377ivvePuMtk7UVoq2vdKBMuQvQOIfQKPXYEeNEvnxx1h7en0QzejRIsceW3JmoWcbJm2O26FDrL06kkpWgWXVxBMZ0ybW2tQ6vo+GNsXWJtnmqMv5aKo9bdo0ad68uftZxzhT7woV5FftF2XbKx1IU34CJJNHYOp8LVe3Lo/AtJRJBYb80U6f2vkzftRl7RyqnURVrjuLaq/0Sy+91O2V7n1ms6ZNZbZtr3QgQ/kJEH2QjYaC9nItKxR0/qGHxsoPGWLORQbKqsBQGDoMjQ5H4/0NdJiaAw44IGfD1Wxw9pmePXsmHDDUrl1bntEx4IACyk+AeM9e7tfPnJNc376x8u3amXNgIVkFpuNt6bhbKBwdGFMHyPT+Djrpw8WGDx9uFk3bSy+9JPXq1fM/r0qVKnL33XfLGh19Giiw/ARInTqxQEj3prcOoaDldRgS5IxZgenIvzoCsI4EjMLQIfo7duyYcJlJh/LXIf0zoc+vOeWUUxLC6LzzzpN58+aZRYGCyU+AeM/gWLfOnJOcDj+i5atWNecgS1qB6bNGdthhB7/i0cf4dtfWOSgYfWiYPjwsPgA0SMaPH28WTaDNtvXJmfHNto866ij7XulADhEgEZGsAuMGe+HpY4z1ccbe36BmzZpmEZd2Dn3yySfdsPfKasfRfv360XEURSM/AeJdwpozx5yTHJewCkbPPLwKaRPjIJULDe5WrVq5f4PDDjvMnO2elZi90m+44Qb7XulAnuQnQLiJXrTGjBlDgBSBq666yv0btNTOsr+bO3euswu08/8+Op166qny7bffxr0TKB75CRCa8RYtAqQ4xAeIdvq84447Enql169fX1599VXzbUBRyU+AZNKRsEuXWDktX1bYIGsESHHwAuSQQw6RWrVq+X8Tbeb76KOPWvdKBwopPwGi4ocyOeYYkeeeiw1hojuGPqPcqcikSZPYfC2n5ZF3BEhxuOCCC/y/g07a+fPyyy+37pUOlIf8BYjSQRJ1sEQNiVSTzp840Xwn8oQAKQ4NGzb0/w4tWrSQzz77zCwCFL38BojyhnPX4dv1YTwVK8b+27y5SM+eIqtWme9AHhEgxUE7F+rfIFkrLCAo8h8gKCoESHFI1goLCBoCJGIIkOJAgCAMCJCIIUCKAwGCMCBAIoYAKQ4ECMKAAIkYAqQ4ECAIAwIkYgiQ4kCAIAwIkIghQIoDAYIwKGyA3HqrSIcOIjw9rdwQIMWBAEEYFC5AtEOhs8O405tvmnNRIARIcSBAEAaFCxB9loEXIK+9Zs5FgRAgxYEAQRgQIBFDgBQHAgRhQIBEDAFSHAgQhAEBEjEvvvi2VK/eyJ02bUrxnBbkHQGCMCBAIub11z+XevWuc6fNm7eYs1EgBAjCgACJmPHjv5PGjfu5EwFSfggQhAEBEjEESHEgQBAGBEjEECDFgQBBGBAgEUOAFAcCBGFAgEQMAVIcCBCEAQESMQRIcSBAEAYESMQQIMWBAEEYECARQ4AUBwIEYUCARAwBUhwIEIQBARIxBEhxIEAQBgRIxBAgxYEAQRgQIBFDgBQHAgRhQIBEDAFSHAgQhEHBAmSLEyDfOTuMTmsJkHJDgBQHAgRhULAAWesEyK3ODqPTtwRIuSFAigMBgjAoWICscAJkZ2eH0ektAqTcECDFgQBBGBQsQJY7AaI7jE6vESDlhgApDgQIwoAAiRgCpDgQIAgDAiRiCJDiQIAgDAiQiCFAigMBgjAgQCJm4cKVcsIJQ+Tii18wZ6GACBCEAQESQZs2ceZR3ggQhAEBApQDAgRhQIAA5YAAQRgQIEA5IEAQBgQIUA4IEIQBAQKUAwIEYUCAhJzX56NZs4GyePFqc7bPK4fCIEAQBgRIyHnBoFO3bu+Ys30ESGERIAgDAiTk4s9Ajj22v8ya9YtZxEWAFBYBgjAgQELOC4ZHH/3A/e+11/7PLOIiQAqLAEEYECAh5wXDihXr3CFM9N/Tpi02ixEgBUaAIAwIkJCLD4ZBgz51/9258zijFAFSaAQIwoAACbn4YFi3bpO0aTPM/X8dlTdVOeQfAYIwKFiA/PLLL36AdO7cWdavX28WQR6YwTB27Nfu/59zzqiE4dzNcsif+fPny1577eXuC1WqVJHp06ebRYBAKFiAbNiwQbbddls/RPbff3+nMhtrFkOOmcGgodGu3X/d1zRMUpVD7v32229y7733StWqVf39QKftttvOPSNZtmyZ+RagqBUsQNTnn38uZ511VsLO06pVK47A8ihZMLz99lz3tVNPHeZe1kpVDrnz7LPPyr777uv/7qtVqyYnnXSSfyai06677iqPPfaYbNoU+5sAxa6gAeJ57733nMqqMUdgBZAqGPRGur6uN9ZVqnLIztSpU6V58+b+b71ChQruJdzFi2Mt4VatWiW33XabVKpUyS9zyCGHyOuvv258ElB8yiVA1JYtW2Tw4MEcgeVZqmCYOnWR+3qLFkPcJr6pysHOkiVL5JJLLkm4bNusWTOZMmWKWdQ1e/bsP5ydn3HGGTJz5kyzKFA0yi1APCtXrpRbb72VI7A8KS0YtFOhzvvXvz4stRzSp/f6evToITvvvLP/e65du7YMGzbMLJrUW2+9JQ0aNPDfq/vFzTff7IT8CrMoUO7KPUA8HIHZmzv3V+nefbIMHfq5OavUYNBhTXR4Ex3mJFm5337bKHfdNV6eeGKKrF69IWEe/ujFF1+Ugw46yP/9agurbt26yZo1a8yipdIz8D59+shuu+3mf1aNGjVkwIAB7pk7UCyKJkA8HIGlb+XK9c7R7nvSpMkAt/I/8cShZpGkwRBPB1j0ypjlPvpoof9669ZDZdy4b5wKbGtCGYh89dVXcvLJJycc/LRv317mzZtnFs2INn3v2rWrVKxY0f/cRo0ayaRJk8yiQLkougBRyY7A9txzT47AfqdNcZ977is3MOIr+DfemGMWTRoM8RYtWiVNm8YCyCy3adMW6dnzfT+gdLrggrFJh0KJol9//VWuvfbahAq+YcOGMnHiRLNoVr788ku3xVZ8QHXo0EG+//57syhQUEUZIJ5UR2CTJ082i0bGlCk/OJXHaL9CP+64Ae49jHxeYtJLZFdf/UrCmcodd7xd6vNFwmzz5s3yf//3f7L77rv7v0u9xNS/f/+8HuC88MILcuCBB/rfqf1J7rnnHrd/CVAeijpAPMmOwM4///xIHYEtXLhSbr75jYRK/LrrXpP58wt3aW/ixHnStu1I//uPP36Q9O37id+XJArefvttOfzww/3f4fbbby833XRTwS6x6k36Rx55xO1H4i1DnTp1ZPjw4WZRIO8CESCecePGRe4ITG9k9+kzJeFGtw5D8v77C8yiBbFx4xZ5+unP5M9/Huwvz2mnDZf//W+2WTRU5syZI2effXbCQcxpp50m3377rVm0IH788Ue5+OKLE5oJH3/88fLxxx+bRYG8CVSAKD0Ce/jhhxOOwPbZZ5/QHYFt3Sry0ksz5ZRTYoMf6tSy5RAZMWKGe2+ivC1b9pvcf/9EtxWXt3wXX/yCfPXVT2bRQNOOfrfffrtUrlzZ/73Vr1/fCczkz1UptE8++cQNDm/ZNFC6dOniBgyQb4ELEI/uILqjmEdgukMF3fTpS+Sii573K2atpLWZ7vLl68yi5U4DQ4Mjflnvu2+CGzBBttVJ8CFDhkjNmjX931f16tXlX//6l3MWttEsXu70AEoPpLxl1QMsPdDSAy4gXwIbIJ5kR2B6ah/EI7ClS9fI3XeP9ytjna644mWZObP4h3jRS1h6Kctbbr3ENWTIZ+4lr6B5//33nSA81v9N6VA7V1xxhfz8889m0aKil3L1km78YI16yVcv/QL5EPgA8egRmN5MjD8C05uNQTgC27Bhs/TvP02aNx/kV8BnnvmsO+hhkOjNdL2prjfXvfXQm+568z0IFi5cKBdeeKH/G9JJn9ehg4AGiTYu0UYm8euhjVC0MQqQS6EJEJXqCEybPxarN9+cK3/5y4iEI/eBA6e5oRJU2rxXm/nGn0lpM+DZs4vz/si6devkgQcekB133NH/3dStW1dGjx5tFg0Ube6uzd69ddLm8NosXpvHA7kQqgDxBOEI7Isv5kinTiU3oI85pp/bK1wvY4XFp5/+6HY89Nbx4IOvkX/8o2dRVWCjRo2S/fbbz/+daIg8+OCDbqiEgfZL0Q642hHXW0ftoKsddRm0FNkKZYB4dMiHYjsC++mnn+Syyy6TXXc93Km4OknDhv92h1afMWOpWTQUdOgTHQKlefNHpFatM6RKlVpFUYF9+umncsIJJ/i/DR1m/aKLLpIffvjBLBoK2k9FhwSKH7RUhwzSoYMAW6EOEOUdgWlP4fI8AtOWO71795Zddtnl9zCrJkccca5TuX7iNtkNu1Wr1spdd/Uu9wrMC3C9Me4tR5MmTeTDDz80i+aE/t31zFdvZPfs2VPuu+8+ufrqq90WhN6k/6+v63wtp+Xz1dJr1qxZ7iCl3rrrpIOY6mCmQKZCHyCe8jwCe+WVV+Tggw/2v1f7FNx5552yZk2wm7ra0NGVy6MCMwNcp7333luefvppt8lurujZ7ZgxY9wz3SOOOCJhPTOd9P36Ofp5uT5r1scl6GMTvO/S/UIfq6CPVwDSFZkA8RSyAvvmm2+kTZs2Cd91zjnnyHfffWcWjZxCVmCpAnz16tyM5aXLPGjQILfFll4KM4PAm/ThaXrQouV0Ovfcc/1/6+vxD1czJ/1cLaffk6ttpGfg+gA3fZBb/DLqd+RzTC+ER+QCxJOsAtNHi+Zi51y+fLlcf/317jhJ3ufr0eQ777xjFo20VBWYPqkyFxWYBvipp56aUBFrgM+dm5vm0V988YV06tQpodWfNx166KFyzTXXuM3L9bG26f6utJyW1/fp+/VzzM/W79Pv1e/PBX2UtD5SOv6ynj5yWh89DZQmsgGiklVg2vNYKzCbyxo6Smvfvn1ljz328D9P//3UU0+585BcriswDfAbbrghbwGu4021bds24WxD/92qVSu393quO7Hq5+nn6ueb36nLkavxr2bMmOF+h/f5OnXs2FEWLCifcddQ/CIdIJ5kFdgxxxyTUQU2YcIEOfLII/33a+WlZyH6zAikZ/r06X+owC644IK0K7BkAa5DrucqwLUi1yP/+OXTM6aHHnrI7YRYCPo9+n3m5S5drlwF19ixY+WAAw7wP3uHHXZwb/KvXbvWLIqII0Di2FRgej9Dr2XHv0fve+jlE9jRCmz//ffPqAJLFuDXXXddTgJcL6c9/vjjCTfg9913X/e18uovot+r36/L4S2TLp++lovLf+vXr5fu3bvLTjvtlLDOI0eONIsiwgiQJLTVS1kVmN6AveuuuxJGaa1Xr568/PLLcZ8EW+lWYMkC/JRTTslZgC9ZskRat27tf7bef7j//vvd5SsGuhy6PPH3YXR5dblzYdGiRfK3v/0t4dLZn//8Z5k2bZpZFBFEgKSgO6ZeKjArsGeffVaGDh3qNgH1Xtcjv169euWt7X6UparA3n333bwH+Pjx46VWrVr+559++ulF24JOl0uXz1tWXW5d/lz56KOPpGnTpv7n66Cll156qSxdGs4OsEgPAVKGZBVY/E6kndLYifLPrMDip3wEuD6e1rsnpi30tLFFEOhyen2ddPl1PXLpmWeekdq1ayfsAz169DCLISIIkDRpBaYtg7wdRyszHQ4DhaUVmF5S9P4O+TgK1rGwvM/XS5lBe8aMLm/8JVhdn1xas0YfO3C3/ywevfeEaCJAMqSj/eow8Sg/es1fKy4dnibXtPmvV/EeffTRObuXUGi63Lr83rroeuWaXkrUz9YWYIgmAgSBo2NGacWl96RyKf7M48QTT3QfZxtkuvy6Hvk6E9HGCvq5l1xyiTkLEUGAIHDyESB6ryA+PIqllVW2dD3iQySX90QIEBAgCJxcB4i2VvJumOtln3SHHQkKXR/vcpauZ65aZxEgIEAQOLkMEL1X4DXV1RvPub4hXyx0vbwb67q+ubi3Q4CAAEHg5CpAtMe210lQm74GrbVVpnT9vCa+ut7Z9lgnQECAIHByFSA67Id3byAo/TyypevprbOufzYIEBAgCJxcBIgOPOiNbaU9uKPE67Gu65/NAIwECAgQBE4uAsQbVVfHkCrW4UnyRdfXGzsrmz4cBAgIEAROtgEyZcoUf2iaBx54wJwdCbreuv66HXR72CBAQIAgcLINEH0Ik/f+sPT3yJSutzcUvG4PGwQICBAETjYBok/d884++vTpY86OFF1/7yxEt0umCBAQIAicbALEu/ehT/Qr7QFVUaDr7z3Z0OZeCAECAgSBYxsg2iPbu3msz3qBuNtBt4dul0x74BMgIEAQOLYBMmjQIPd9Ogx5aY8pjhLdDt6w7Lp9MkGAgABB4NgGSMuWLd336eCCKOENtqjbJxMECAgQBI5NgCxbtsw/0h48eLA5O9J0e3hnZrqd0kWAgABB4NgEyJgxY9z3aIujbHpfh5FuD69lmm6ndBEgIEAQODYB0rVrV/c9DRo0MGfBodtFt49up3QRICBAEDg2AXLYYYe577nmmmvMWXDodtHto9spXQQICBAETqYBsmHDBqlYsaL7nuHDh5uz4dDtottHt5Nur3QQICBAEDiZBsjXX3/tltcp7M/8sKXbxdtGur3SQYCAAEHgZBog48aNc8vrjeJMO8tFhW4X70a6bq90ECAgQBA4mQZIr1693PI1a9Y0ZyGObh/dTrq90kGAgABB4GQaIHfeeadb/sgjjzRnIY5uH91Our3SQYCAAEHgZBog1157rVv++OOPN2chjm4f3U66vdJBgIAAQeBkGiBdunRxy7dp08achTi6fXQ76fZKBwECAgSBk2mAnH/++W75s88+25yFOLp9dDvp9koHAQICBIGTaYBwBpIezkCQKQIEgZNpgHAPJD3cA0GmCBAETqYBQius9NAKC5kiQBA4mQYI/UDSQz8QZIoAQeBkGiD0RC8bPdFhgwBB4GQaIIyFVTbGwoINAgSBk2mAMBpv2RiNFzYIEAROpgGieB5I6XgeCGwQIAgcmwDhiYSl44mEsEGAIHBsAoRnoqfGM9FhiwBB4NgEyLJly2Tbbbd13zd48GBzdqTp9tDtottHt1O6CBAQIAgcmwBRLVu2dN934oknmrMiTbeHbhfdPpkgQECAIHBsA2TQoEH+kfaCBQvM2ZGk28E7M9PtkwkCBAQIAsc2QLSzXNWqVd33PvTQQ+bsSNLtoNtDt0umnSwJEBAgCBzbAFGdOnVy37vXXnvJ2rVrzdmRouuv20G3h26XTBEgIEAQONkEyIwZM/wWR3369DFnR4quv24H3R66XTJFgIAAQeBkEyCqbdu2/vvXr19vzo4EXW9df90Ouj1sECAgQBA42QbIlClT/LOQBx54wJwdCbre3tmHbg8bBAgIEAROtgGivHshevP4u+++M2eHmq6v15jA5t6HhwABAYLAyUWAaO/rXXbZxf2c008/3Zwdarq+ut66/tn0yidAQIAgcHIRIOrxxx93P0enxx57zJwdSrqe3jrr+meDAAEBgsDJVYBs2bJFWrdu7X5WpUqVQv+sEF0/XU9dX11vXf9sECAgQBA4uQoQtWTJEqlVq5b7efvvv78sXbrULBIKul66frqeur663tkiQECAIHByGSBq/Pjxst1227mfefTRR2fcI7vY6froeun66Xrq+uYCAQICBIGT6wBR/fv39+8N6OCCYekfouvhDZaok65nrhAgIEAQOPkIEPXggw8mhMiqVavMIoGiyx8fHrp+uUSAgABB4Dz88MNuxVWzZk1zVtZuuOEGv8LVyz65uFdQHnS5vctWOul65VrTpk3dz27fvr05CxFBgCBwOnTo4FeMl112Wc5vfMefieiN56C1ztLl9W6Y5+PMY82aNXL33Xf7vfn1vkqvXr1k48aNZlGEHAGCwHnllVdk++239ytI7RCX6wpM7xV4N9a16WtQ+onocnpNdXX5c3nPQz3zzDNSu3Ztf9vHT/Xq1ZOXX37ZfAtCjABBIK1evVruuusuqVy5sl+BHXzwwW645Iq2VvKa+OqkPbiLddgTXS6vh7lOuty5am2ldLws75KVTvoQKr33oWc75557bkKQtGnTRr755hvzIxBCBAgCTSvOfFZgei/B62yok44hdf/99xdNKy1dDl0eb2wrnXR5c3XvZvHixdK5c2f/cpVOzZs3l2nTpiWUmzBhghx55JF+GT1DvP766+XXX39NKIdwIUAQCu+8807eKjDtsa3DfnhjZ+mkLcD0tXXr1pnFC0K/V7/fG5JdJ10+fS3bHuZKg6l79+6y0047JazzyJEjzaK+zZs3S9++fWWPPfbw36P/fuqpp9x5CB8CBKGhlZRWVvmqwHTgQW8UX2/SJ/rpY2EXLlxoFs8L/R79Pu9Jgt6ky5XNwIjxxo4dKwcccID/2TvssIPcd999aT/Bcfny5W54x9+nOuKII9yQR7gQIAidZBWYnp3kqgL7+OOP3YcwxV/W0X+3atVKhgwZkrOK3KOfp5+rn29+py6HLk8u6FMJ9Tvig6ljx46yYMECs2ha9DKiXk6M/7xzzjmnaO8jIXMECEIr3xXYF1984R75x99/8KZDDz1UrrnmGhk+fLhMnTo17eFRtJyW1/fp+/VzzM/W79Pv1e/PhWXLlslVV13ltzrTqXHjxvLuu++aRa1owwZt4OB9tjZ8uPPOO92GEAg2AgShl+8KTCv9QYMGScuWLRPOEMxJLzs1aNDALaeT3vz3/q2vm5el4if9XC2n35NuGJVl06ZNbrPfXXfdNWEZ9TtycR8lnjax7t27d8J9pL333luGDh0qW7duNYsjIAgQREKhKrBffvlFxowZI127dnWv+5tBkMmk79fP0c/Tz82lN954I+HsRvuO3HrrrTkLp1R++uknt/Nn/NnOcccdJx9++KFZFAFAgCBSCl2BaXB9+eWXMm7cOHcML70ZffXVV0uXLl38Sf9fX9f5Wk7L57JTZLxZs2bJX/7yl4SgOuuss2T27Nlm0bz69NNP5YQTTvCXQc+wLrroIvnhh0VmURQxAgSRlLoC+8EsGgorVqyQW265xe+lrpNeNnvzzTfNogU1atQo2W+//fxlqlmzofznP8/Lhg3Zt5pD/hEgiDSzAtN+Dzp2VLF0FMyW3ssYOHCg7Lnnnv467rbbbm5/Eb0HUgy0T4t2hqxefW9nOU+S+vVvlTPPfFbefnuuWRRFhgBB5HkV2I477uhXsjoY4ejRo82igTJ58uSEEXkrVqzotuzK9f2UXFm0aInccEM/adTocWncuJ87XXHFyzJz5jKzKIoEAQL8TjvpXXjhhX6Fq5O2fPr888/NokVt/vz5cv755yesx0knnZSzZr/5Nn36Ernoouf9EDn22P7SvftkWb68fHr9IzUCBDC8//77TqV1rF/56g33K664Qn7++WezaFH57bff5J577knol3LggQe6N+aDRhvGvfTSTDnllGF+kLRsOURGjJghmzbltokx7BEgQBLatFd7f+tDq7zKuHr16vLvf/87by2ksjFixAjZZ599/GWtVq2a++CtDRs2mEUD5bffNkqfPlOkWbOBfpCcc84oJ+TtescjtwgQoBT6WNjbb789Ydj4Qw45RF577TWzaLnQ4dT/9Kc/+cumw6xr0+BcD6dS3hYuXCk33/yGHyI6XXfdazJ//gqzKAqIAAHSMGfOHDn77LMT7ivo8zdmzpxpFi0IDYiLL77YDQxveY4//vicjYtVrKZM+UHat3/OD5Hjjhsg//rXh7J6dbDPtIKKAAEy8Pbbb8thhx3mV9o6YONNN93k9rMoBL0k9cgjj8jOO+/sL0OdOnXcsbOiYvPmLTJq1Jdy4olD/SBp3XqoPP/8N7JlS+5GFUDZCBAgQ9p/4oknnpDdd9/dr8Rr1KjhPj4212NIxXvhhRfkoIMO8r9Tb5Z369bNvXkeRStXrpcePd6TJk0G+EHSseMYmTZtsVnU5ZXR+ymLF6ceB80rZ0r1uindcmFAgACWtD/F3//+d7d/hVepN2zYUCZOnGgWzYoObRL/VESdOnToIN9//71ZNJLmzv1Vrr76Fb/i1um2296SVasSL2vFz+/WLfXQ/qkCINXrpnTLhQEBAmTpq6+++kMF3759e5k3b55ZNCPJAqpRo0YyadIksygckyZ9L2efPdKvwP/738R+L97regaifUtmzUreoTJVAKR63ZRuuTAgQIAcefHFFxMuMVWpUsW9xLRmzRqzaKm8S2Q65Ej8JbIBAwbk9RJZGGzcuEWGDZsuN974uvz4Y+JlKq9if/TRD9z/Xnvt/xLme1IFQKrXTemWCwMCBMghvcndo0ePP9zkHjZsmFk0qbfeeivhJr0OfnjzzTcX7CZ9mHkV+4oV6+SEE4a4/052vyRVAKR63ZRuuTAgQIA8WLJkiVxyySUJzWybNWuWspmtNhPWx9PGXwY744wzyq2ZcBjFV+yDBn3q/rtz5z/20k8VAKleN6VbLgwIECCP9PG08R39dNh47ei3eHHsyFc7Kt52220Jw6wXU0fFMImv2Net2yRt2sSGSRk/PvERx6kCINXrpnTLhQEBAhRAsqFG9JG28Y+x1UfLFutQKWFgVuxjx37t/r8OjaJ9S1KVM19Pd4oCAgQoEO2vce+99yYMdqiTDtZ45ZVXFv1gjUFnVuwaGu3a/dd9TcMkVTnz9XSnKCBAgALT4dZ12BEND32Y1fTp080iyINkFbs+tEpfO/XUYe5lrVTlSnvdlG65MCBAgHJCy6rCSlWx6410fV1vrKtU5VK9bkq3XBgQIAAiIVXFPnXqIvf1Fi2GuE18U5VL9bop3XJhQIAAiITSKnbtVKjzdGTfVOVSvW5Kt1wYECAAIqG0il2HNdHhTeIfXGVK9bop3XJhQIAAiISyKnYdYNErk6xcqtdN6ZYLAwIEQCSUVbEvWrRKmjYtGRrelOp1U7rlwoAAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAkRY/lDsyQ4AAiKz7758oxx03QD7+eJE5C2kgQABEVtu2I91Of95IvMgMAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsgiQ7BAgACKLAMkOAQIgsk466UGpV+96efLJN81ZSAMBAiCyGjU6U6pXbyS9ew80ZyENBAiAyDrwwANlm222kYceesichTQQIAAiiwDJDgECILIIkOwQIAAiiwDJDgECILIIkOwQIAAiiwDJDgECILIIkOwQIAAiiwDJDgECILIIkOwQIAAiiwDJDgECILIIkOwQIAAiacuWLVKjRg03QG6//XZzNtJAgACInEmTJkmjRo3c8NDpjDPOMIsgDQQIgMj4/vvvpUOHDn5weNMdd9xhFkUaCBAAoffbb7/JPffcI1WrVvVDQ+9/1KxZk3sgWSBAAITa8OHDpU6dOn5w7LzzzvLII4/Ihg0buImeJQIEQCh9/PHHcvzxx/vBse2228rFF18sP/74o1+GAMkOAQIgVDQgunTp4gaGFx4aJJ988olZ1G+FdeGFF5qzkAYCBEAo6CWphx9+WKpVq+YHxz777CMjRowwi/p22GEHv+xJJ50kX3zxhVkEpSBAAATeuHHj/MtROunNcr1prjfPS6PhUrt2bf99FStWlGuuuUZ++eUXsyiSIEAABNaXX37pnjl4AaDT+eef7zbXTZd2KBw4cKDsueee/mdst912cuONN8qmTZvM4ohDgAAIHD1D6Nq1q3vG4FX62jFw8uTJZtG0aIj85z//SbikpVODBg3krbfeMovjdwQIgMDQM4I+ffrIbrvt5lfyeuYwYMAANwRsTJw4URo2bJhw9lG3bt2EIDnrrLNk9uzZ5lsjjwABEAjfOmcCzZ0zAq9Sr1Spktxyyy2yYsUKs2ha5s2bJ+3bt08IitatW8tXX33lzn/99dfl0EMPTfi+W2+9VVauXGl8UnQRIACKm3Pkv9E5A3jaqcRP/b0y17GrZs2aZZZMy5o1a6Rbt25SpUoVPxwOOuggefHFF82i7hnPY489Jrvuuqtfdq+99pJBgwZZn/GECQECoDjpkb5zxO8c+js11TbyhTM9dsghMtk5M7A1bNiwP/RK79Gjh9sEuDTLli2Tq666yr285b23cePG8t5775lFI4UAAVBc9MjeOcJ3DvXd4HAn5wzAORWQrZatorRXerNmzfzKXzsZXnLJJbJkyRKzaKlmzJghrVq18j9Hp44dO8qCBQvMopFAgAAoHnpE7xzZ+8HhHPE7h/56CmCWTMvixYulc+fOUqFCBb/C/9Of/iRTp041i2Zk7NixcsABB/ifqa237rvvPlm7dq1ZNNQIEADlT4/gnSN5Pzh0co70nUN+s2Ra9JLUP//5zz/0Sn/22WfNotbWr18v3bt3l5122sn/jn333VdGjhxpFg0tAgRA+dEjdufI3TmELwkO58jeOcQ3S6bt+eefTzg70F7p9957b5m90m0lO8tp3ry5TJs2zSwaOgQIgPKhR+rOEbsfHM6RvHNIr4f2Zsm06DhWJ554ol+J6/TXv/5V5s+fbxbNiylTpkjTpk3979b7LJdeeqksXbrULBoaBAiAwtIjc+cI3Q8O58hd/vY3kUWLzJJp0RZSV199dUKv9KOPPlreffdds2hBPPPMMwnja2lLr549e5bZ0iuICBAAhaFH4s4RuXNoXhIezhG7fPSRWTIt2iLro8cfl2Pj+mhor3Qd16q8+2hoX5O77747oa9JvXr15KWXXjKLBhoBAiC/Nm4U5xBcZJddSoLDOUJ3DtXNkul7802RQw+VF53PusCZqlSqJP/4xz+Krpe49nY/77zz/BDR6eSTT5avv/7aLBpIBAiA/Lr66pLgcI7InUNzPUQ3S6VHe5+feab/eT840zjn/xdY9kovlAkTJshRRx3lh8j2228v1157rfz6669m0UAhQADkV7dusQrfORJ3DsnNuenRMwvnDMPrle5OzhmIvPGGWbJobd68Wfr16yd77LGHHyS77767PPnkk+68ICJAAOSf7QOa9F7GwIF/7JX+n//oQFVm6UBYvny5+6wRPQvxguTwww+X8ePHm0WLHgECoDhpK6qjjy4JjooVY5fDLHulF5tvv/1WTjvtND9EdGrXrp3MnTvXLFq0CBAA6Vu9WqR3b5EWLUT23FOcw2iRGjVETjhBpFev2Pxsab+Nv/61JDh0OvFE7ehhlgyFV199VerXr++HSOXKleWOO+6QVatWmUWLDgECID36tL/4S0nJJg2VSZPMd6ZHe4rfe69I1aoln6e90p9/3iwZOhs3bpRHH31Uqlev7gdJrVq15Omnn5atW7eaxYsGAQKgbB98UHIDWwc7HDVK5McfY010dUTb0aNFjj02Nl/Lffih+Qml0zGq9tmnJDiqVRP55z91UCuzZKj9/PPPcvnllycMG9+kSRNn839gFi0KBAiA0mklvt9+sYq9c2dtTmSWiNHXdb6Wq1s3vcpfR8U1e6XrZyxebJaMlM8++0xatGjhh4iOs9WpUyf54YcfzKLligABULrBg2OVe4MGZYeCztfmtVp+yBBzbgnt/3DJJYm90ps10wGlzJKR9txzzyU8n33HHXeUBx54QNatW2cWLRcECIDStW0bq+D79TPnJNe3b6x8u3bmnBJdu5YEh/ZKHzbMLIHfaVhoaGh4eEGioaLhUt4IEAClq1MnVtHPnm3OSU57hWt5HWk3FX3+eP36sU6Gtr3SI0YvX+llrPhh4/Uyl17uKi8ECIDS6fAjGgjpXjbRZ3xoeW1NhZzTG+p6Y90LER02Xp/PvjoXTagzRIAAKB0BUnS0aa828dWmvl6Q6Oi/hUaAACiddwlrzhxzTnLpXMJCTuhZhxcggwYNMmfnHQECoHT5uImOnPHuieTyee/pIkAAlC4fzXiRMwQIgOKVSUfCLl1i5bR8WWGDnCBAABS3+KFMjjlGe7jFhjDRoUz0UbVjxog0aRKbr+WKdOiNMCJAABQ/HSRRB0vUkEg16fyJE813Io8IEADB4A3nrsO377FH7Bkd+l8dz0qfex6AIcjDhgABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVirs4wRIHSdAXiBAAAAZqNDJCZALnQD5gAABAGSgQj8nQPo5ATKbAAEAZIAAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWNllyC5ugLw8/2VzVt4RIAAQYBMWTZAnvnxCtmzdYs7KOwIEAGCFAAEAWCFAAABWCBAAgBUCBABCTFto6ZQP+flUAEDOrd+8Xvp/01/OfP1MqTO8jlQZWEV2HrKzHD32aOn2STf5ad1P5lsIEACIuo+WfiT7jtjXD4Rk046DdpQhM4ckvI8AAYAI0/CoPLCyGwSNxzaWZ2Y9I9+v/t49I1mxYYVM/Xmq3Df1PqkxtMYfwoIAAYCI2rBlg9R9tq4bAldOvlI2b91sFvGt3rhaOk/onPAaAQIAETX428FuADQc07DU8EiFAAGAiDr7jbPdADDvbaSLAAGAiNpnxD5uAMxdOdeclRYCBAAiSpvqagCs27zOnJUWAgQAIooAAQBY4RIWAMAKN9EBAFZoxgsAsKIdCfcbsZ8bAle9e1WpIaIdCbtM6JLwGgECABEWP5TJMc8fI8NmDZP5q+e74bJyw0qZ9vM0uX/a/QxlAgD4ow+XfujfUE817TR4J3l65tMJ7yNAAADu4In9vu4nZ7x2htQeXts9K6k2uJo7nPs9n9zDcO4AgGAgQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYOX/AXsWMg7WmDneAAAAAElFTkSuQmCC)
PN: 4H58-5-67
CAS: 646989-75-5
Molecule Weight: 298.72
Formula: C13H15ClN2O4
PN: 4H54-1-1V
CAS: 4036-83-3
Molecule Weight: 252.226
Formula: C11H12N2O5
PN: 4H23-1-1A
CAS: 192817-79-1
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4H21-1-C1
CAS: 215309-00-5
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4H58-5-9K
CAS: 1197193-12-6
Molecule Weight: 241.67
Formula: C11H12ClNO3
PN: 4657-1-06
CAS: 344303-78-2
Molecule Weight: 180.207
Formula: C9H12N2O2
Melting Point: 300 ℃
TSCA: Not listed on TSCA inventory