| Product Number | 4758-1-19 |
| Synonyms | (S)-N-Acetyl-4-isopropoxyphenylalanine |
| CAS | 92501-74-1 |
| MDL Number | MFCD03094607 |
| Molecular Formula | C14H19NO4 |
| Molecular Weight | 265.309 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-1-19
CAS: 92501-74-1
Molecule Weight: 265.309
Formula: C14H19NO4
![2-[(2-Chloroacetyl)amino]-3-(4-hydroxyphenyl)propanoic acid](data:image/png;base64,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)
PN: 3758-5-01
CAS: 1145-56-8
Molecule Weight: 257.67
Formula: C11H12ClNO4
PN: 4658-3-36
CAS: 1207894-55-0
Molecule Weight: 319.28
Formula: C14H16F3NO4
PN: 4658-1-81
CAS: 1610380-88-5
Molecule Weight: 223.228
Formula: C11H13NO4
PN: 4658-1-96
CAS: 64325-07-1
Molecule Weight: 223.228
Formula: C11H13NO4
![4-[[(1S)-2-Hydroxy-1-[(4-hydroxyphenyl)methyl]-2-oxoethyl]amino]-4-oxobutanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA6AAAAOgAGV98xgAAACxXpUWHRtb2xTb3VyY2UAAHichVVtb5swEP4rJz4vxmcbbKqQqmo1aVK7SWun7dvkELdFClABzcu/3zkkbQJZkEDnl+e5O9uPz9PrTbGElaubvCrTABkPwJVZtcjLlzT49fR1YoLr2TQjEAHLJg1e2/btKgzX6zXLXl1hN1XJsqoIuvmrTZOfYNaSVfVLKDjH8M/D/eOOM8nLprVl5ojV5FfNbvC+ymy7y+I/IcLC1qu8DDt4WNSrzttfwf3H2aZZBJ9ruaW5G6LCc7508FzVhW1hJTijj3+BF1e62rZuAfMtDUumaO2z6cNdlb0Xrmyp6T3kmV0+tvV7RgNFtXTZOzmjxre7NCgwADtvHltXuyoNCOXIg22r4qau7RZ8y+MsghVgJVgFNgIbg9VgDdgELHL6aR4JgIRAgiBhkEBIKCQYEk74g1k6n9nT9s2lwQ+4Bf/f7uz3fevQP9gftMMiDRSTIo4gYlIqDYoZyWOImVGag2YmihASJmOtyBhN8ZEzqSOyyIzRBlAwk8QcUDHFjQCMmMJYAcYsESYG1ExJoQENS1TE/bgSKvL4BIX0fJnQOlCyhCv0fqWROoAtZTehaMqPThImFOcw0UwbZXw/krRDE0PJxYm3caTJEgFRogeqRJpPQsxiwbW3CdL2TSKmlY59n0tKc4A/ODwEOCRwCLzPjI41/DjX2XRelYujJuSLNJh7MRDkp3tuxP7MA6jqhavpXnkHHnpMEKcEr5APgjhHkAOCuhxBnRK8+i4TolOC1+plQnxK8Mq+vAY9IJjLEcwpIekTPLK7gbPfHXvfG7pKBq6QXw7u508OdXdbRzh9Iexu9wfn5iynp4WuGoxwenLoqscIp6eIrtqMrCc6w4lH4vR00VWzEY4+s29jnKE6cERP2FNBV2BHbmpfBqYryEOhh0elITy8F9QcvCXh0UMT0vM6+wdEsiqyT4TN5gAAKaFJREFUeF7t3QeYbWV5NmCNBUUNxYASiliiECmKihILCooVxUoUOxqxELBGqYposKNYUNDYsCQUjUZRQVSwgRhBwBYRCxGlWUDEku+fZ80/x3PWmdkz856ZOXvPvu/r2tdw5pvZe82wZz1rfeX9rtMAoOA6/U8AwFwIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgwJL7wx/+0LbZZpt2l7vcpR144IHtxBNPbBdeeGH/yxhyAgRYck996lPbda5znbbFFlu0v/qrv+r+O4/111+/7bLLLu0FL3hBO+6449q3v/3t9n//93/9b2dICBBgSb3yla/swuKQQw7p/v273/2unXXWWe1tb3tb22effbq7khvd6EYrQmXddddtO+64Y3vuc5/bjj766Hb22We33//+971nZW0QIMCS+eAHP9iue93rtic96Un9plX86U9/auecc0573/ve1/bff/+28847t/XWW29FqFz/+tdv22+/fXvKU57SjjzyyPalL32p/frXv+4/DYtMgABL4gtf+EJbZ5112n3ve9927bXX9pvn5Ac/+EE7/vjj20tf+tL20Ic+tG200UYrQiWP29/+9u0xj3lMe81rXtM+9alPtUsvvbT/FCwgAQIsuu9+97ttww03bFtvvXW74oor+s1r5Oc//3n7xCc+0Q4//PD2yEc+st361rdeJVT+9m//tu2+++7t4IMPbieddFL70Y9+1H8KigQIsKh++ctfttvc5jZt4403XrKZVldeeWU79dRT2xvf+Ma21157tW233bbrOpsKlQ022KDtuuuu3WD9hz70oXbeeef1n4I5ECDAoskA+T3ucY9uIPzrX/96v3lJXX311e3MM89sb33rW9uznvWs1Qbrr3e967VTTjml/20MIECARfHnP/+5PfrRj+6m6WadxzCaGqzPDLAESAbsmTsBAiyKF77whd2VfbqRRsHDHvawtvnmm1t3Mg8CBFhwuaJPeDzvec/rN81LpuZm0PvLX/5yO+2007qP+fdiTNnNFOMcc6YEMzcCBFhQn/zkJ7vuoFzRp4tortLldcYZZ3QLDXfbbbd2y1vecpXZVP1H2vN1+fp8X75/Tfz2t7/txmqe85zn9JuYgQABFsw3v/nNdtOb3rQboL7qqqv6zdP6n//5n/Yv//IvbbPNNlsRDne60526cidZz/He9763C6XcgeRj/p3Ppz1fN/U9+f48T56v6nGPe1w3W+yPf/xjv4lpCBBgQfzkJz/p1lykvtX//u//9ptX873vfa+bYptV5Te4wQ26O5ZMqb388sv7XzpQvj7fl+/P8+T58rx5/vnKYH/C6OSTT+43MQ0BAqyxjElkrUXKjaQA4iCZTnvAAQe0G97whu0mN7lJN9iexYALIc+T58vz5vnzOnm9uUqNrfwMubthdgIEWCPp7nnAAx7QXf1/7nOf6zevIlNmt9pqq+4qP3WsfvGLX/S/ZEHkefP8eZ28Xl53rhIeCREFG2cnQIA1svfee3cn6ve85z39plWkPPuNb3zjrpsrq8SXQl4nr5fXzevPRbqv8vMM69qVYSJAgLJXvepV3cn2oIMO6jetImtBsqAwhRQX665jJnm9vG5efy5rUnJHlYH0DKgzmAABSjJwnfpST3jCEwYuvstJOyGTKrlrq1sor5vXz3HMJUQylTdTejO1l5kJEGDestgupdnvc5/7DAyFdBvlyj8n7zVdp7Gm8vo5jhzPbN1Z+fkSNllcyMwECAyR9L//5je/6X96qGR67M1vfvN2hzvcYeCU23PPPbcbe0j30aCQWUo5jhxPjivHN5PcUaWsSaYGMzMBAkPiaU972opFccO6MVKO47a3vW23kdMPf/jDfvMKmTqbgMkA9lKPecwmx5PjyvENmuL7ohe9qJsKPCgkx50AgSFwzDHHdMHxkIc8ZODGSA9/+MNXbIx00UUX9Z9mUV1zzTVtp5126q7ev/rVr/abV/Gyl72sGx9ZqtlW85XjyvHlOGfyjW98o/u9v+td7+o38f8JEFjLPvOZz3Srpx/0oAetVjtq5Y2RMli9zTbbrLYx0v3vf/9F3xgpXTqPfexju/GDbCk7SLq4cuX+5Cc/ud80VHJ8Oc5BK9ZzJ7jLLrv0P83/J0BgLcoCt7/+679u22+//ZzHPtLtks2ZZtoYKauw7373u3eVcHP1fPbZZ5f3IJ/y4he/uHvu173udf2m1TzxiU/s6mENW9dVX44vx5njnckhhxzSFYacS2mWcSRAYC25+OKLu4HaFAH86U9/2m+el6xd+Na3vtUVGtxvv/3ave997y6YpkIlq8RTeDDjLG9+85u76rVzDax3vOMd3XM8+9nP7jetJoUMczeVciKjIMeZ452pAOMFF1zQ/exHHnlkv4kmQGCtyPqCO9/5zu1mN7tZd+JfLOmeSZfTS17ykvbgBz+4/c3f/M0q4yop85Guqde+9rXt05/+dLvssstW+f4M4OcEm7GZfvfadFINN18/KlfsOc4cb457JgnebMvL6gQILLGciHNCzokrJ+2llpPmf/7nf3b7aGSwfsstt1wlVDbddNNusD4VbTNgnqCby4K6rLPI3dSoTX3N8ea4Z1qncsQRR3TjThdeeGG/aewJEFhi6QrKifroo4/uN601V1xxRTvllFPaG97whvb4xz++G6zPMebE+eMf/7j/5dPKboH5ng9/+MP9pqGW481x5/inkx0Q83t49atf3W8aewIEllAGoXOySpfSsPvIRz7SHetc75JyR5NZWv1usGGX481x5/hn8g//8A9tu+2263967AkQWCL/8R//0Z2oMuYwqHbUsMiq7fXXX3/O03EznTjjBaMox53jn8lb3vKWLkzPP//8ftNYEyCwBL7yla904wm5ks2CvFGRWVuZzTWXY85Cx1HdiCnHneOfSTaqynTe2aoOjxsBAossJT9S+iMlQIalJMlcffazn+2uvE844YR+0yqyI2HGCf71X/+13zQSctw5/vwcM9l1113b7W53u/6nx5oAgUWUOkqpuZTig9///vf7zUMvM8ZucYtbdHW5Bvnud7/bBc2oVq/Ncef483PM5Nhjj+2+5qyzzuo3jS0BAoskYwgpd55V4qeffnq/eWQ897nP7brfBi08zEk1J9dMDx5FOe7ZwiEz1VLCPmVjmCRAYBFkkDy1q9ItMmrTWvuyaj0n1w984AP9phWm9s+YbU/0YZXjzvHn5xhk9913H7hmZNwIEFgEBx54YHdCWg5rBxKGW2yxRbf4cSbjcAcSKViZr/viF7/YbxpLAoQld5e7vLP/qRVWbst/P/nJJ01c7a0+5XXQc6xt7373u7uTzDOe8Yx+08hKMcXU05ppjcc4jIHEVVdd1RWr3GefffpNY0mAsOQGnfz7AXLQQae2E064YKWv+EvbMEpXSE60u+22W1fgcLn45je/2Z1g3/nO6X/v4zALa8qee+7Z1RRbTv9/qwQIS27Qyb8fIJdddnXbffcPtSuvXHUdwnTPce21f2qveMUX2llnXdzWxjq9b3/722299dZr22677ZxORKMms8myHexMlvM6kJV97GMf68J0riv0lzMBwpKb7uQ/pR8g8eEPf7sddtiqfc7TPccFF1zafT6PhzzkuHbUUV9vP/zhFf0vWxQpUJhxgpyEfvKTn/Sbl4VDDz20W0mfMvTTWc4r0Vc23xX6y5kAYclNneRneqz8dZExkCc84YR27rl/2aBougA56aTvrPZceey11wntuOPO7e5mFkP6xXfYYYduc6J09SxXU+Mcb3rTm/pNneVcC6svpfGzMj1dX+m2zBTfcSRAWHLTnfynTBcgcc45l3RBMDWgPt1zHHHE6auFx8qPHXc8pu2776fapz/9g4mryIXpv85Cu5QDz8nkv/7rv/rNy05Ku++44479T3eWazXevuxkuPHGG6+ytXAet7rVrdoee+wxcbd8WPv4xz8+453acjJcAfKrX7X2/Oe3tsUWrd3gBpMfs2hnGfYnj7PpTv5TZgqQyPjGRz86ued3vy2e9rSPrRYaMz3ufe/3tJe//LR2xhnnrlFhwyyyy8nj7W9/e79pWXrNa17TnTin28Fvue4HsrLf/e53XYCuu+667cwzz+zuXk4++eSuynKKZG699darhEoG27PXfWaxpZjmbLO85m2u58zrDDjVD2qbRf07F9rVV7e2/fY5C7SWkg/Zwzkfn/70XPbk/1z/OxhR0538pwwKkCuuuKYbUL/88t+t1pY7k3vd692rBcVsj402uk938siOdBkEn4/snZGTxKhs37oQsjdIAuTwww/vN3WW446EUxIw2YArd5snnXRSv3mFbL6Vu5lsHfz0ifNXxlcyM28qVNa72c3aSfe6V2v77dfav/1ba9mRsjKjaz7nzEEhMahtFvXvXGiveEVrD31o/7OT8vl59E8y3Pon/5UNCpA4/vjz2yGHnLZa24UXXrlaOMz22H7717f11pvcOGnqkS6aBEOqrw6S4oLpN3/0ox89pyvX5eSe97xnt+HUdJbbnugre/7ElX7eI5X90a+dOLlnfOyYY45ph+67bzsjW+Te5CaTJ+881lmntR12aO2f/qm1o45q7etfnwyIQeZzzhwUEoPaZlH/zoWWN+RM9YJSXmDbbfufZUT1T/4rmy1AcqfxpCeduFpbxjX6ATHbY6utXtZudKNNVgmQqUeuMh/4wAd2C8yu7v0hf+1rX+tqQ2Wf7HRpjJujJk5w+R3NdMf2xCc+sZtQkLGCYZbjy3HmeGcz9TP/8z//c79pzZx3XgZhkmSZxtbahhv+JVQm7vS68+LjH5/b3dwurfq98zlnDgqJQW2zqH/nQrvRjVK6tP/ZSfn8xB8szOTII7+6WkDM9rjNbZ41cRexzmrh0X9k5fFTnvKUbrZNrlQzgHqb29ym/fKXv+wfxli45JJLuqv2lGuZzve+9712wxvecOinueb4cpw53kFS5iQXFNknfknuNrOFcLrIDjmkTbxoa5tuOnmSP/TQVb9uPufMqVCa6VFU/86FNp9fBvQcfPDnu/GRBzzg/asFxUyPzTZ77GphMdsjJ85ssLTgg6Ej5gEPeEC3v8lMXvayl3VjJaeeemq/aSjkuHJ8Oc5Bzj777O4C4q53vetqd6JLKlOj+5M95nPOHBQSg9pmUf/OhTaf2zGYo6uv/kO7+OLfrHh873uXtW984+Lu8eUvf6udeOKJ7b3vfe+Kx+tf//r28pe/fMXj2c9+drdKeeqRK9ZBq7HHxVS9r6+nr34aOdlm5XoWVg5bV1aOJ8eV4xsUCpkwsMkmm3TTc2cbE1sr5nPOHBQSg9pmUf/OhTafASFYS/bdd99uf4/lWKpkPq688spub4z999+/37TCueee240VJXCzensY5DhyPDmuHN9MfvWrX3UTBbLi/LyMUwyj+ZwzB4XEoLZZ1L9zoV11VWvbbTc5Be0HP2jtD3+Y/Lj33qtPSWNZyMyp3Xb7QDv11Av7TUNrarHc+973vn7T2HnEIx7RNt1004HjAscdd1w3Wy07Gg76uqWQ189x5HhyXDP5w8S5J2VNMvX2lFNO6TcPj/mcMweFxKC2WdS/czFMXNW0XNFstllr179+a5tvPrlIZsyv9pajrOWYGrO45JLf9puHVhYdbrnllt3isHE3tYL7tNNO6zet4o1vfGP3dTl5r607kbxuXj/HkeMZ5GlPe1r3df+WNRrDbq7nzEEhMahtFvXvhKKUEck+H/e857vb+eeP3kymLDrL1emll17abxorGT/IAPM/Ze3CLHLSzpV/uo+Wekwkr5fXzevPFh6ph5XwOPjgg/tNTEOAsKSyjuNFL/pMu9vd3tW+8IUf9ZtHwn//9393J5l3vOMd/aax8/jHP74r15Fun9mk2yhjDxnAXqrZWXmdvF5ed1C3VaQ9M7Pmsi6ESQKEJfWGN3ylm0L7oQ9NvwhtVKTm0c4779z/9NhJ0cCE6VwLSZ5zzjltq6226r4na2sW624kz5vnz+vk9fK6g2SL2kwKyJ1KVo0zN6MXIOnzq9SNYa1LIcSEx+teN7eqp8PsFa94Rdcl8tOf/rTfNFZyst1ggw3mddWerq8DDjigmxKdLrCUE1moabJ5njxfnjfPn9cZNFU3sqZnww037IJmXMuyV41egNz+9umE7n+WIffFL17UdVs9//knT7vH+ajJ6uVc3aZu1rjbe++9281udrN5l3XJ73CvvfbqFmdmTClVcT/0oRTLnGFx3Azy9fm+fH+eJ8+X551thXmkmkCqCqS6wIUXjs5swGExegHyyEe2tskm6UzvtzCkslNgKuWmhtU11yyfu8e73OUuE6F4t/6nx06muiZMU668IuVhMjEhVZGnVvyngm0WbqZ8fBZ4fvKTn+xme+Vj/p3Ppz1fN/U9U1WV51IYMRJ4qWeW8ZHUN2P+hjNAMr/55jdPhbx+S/pBJqedLdEgHGvmZz+7tD3wgR+YuDo8btF2BFxbsgdEBl1/kLn3Yyybat3ylrdsj3rUo/pN85J1GmeccUY3E2q33XbrnnMqHKZ7pD1fl6/P981nnUm+NpWU0w2ZysrUDGeA5I2QDe4f8Yh+y2SJ45vetLVnPrPfwpDJat7ttrtTu8Md9py4Kpxft8QoyN7n890KdblarBX6eb4f/ehH3QLO3IHkY/69pq/zohe9SBfkAhjOAIksjkmN/Aya9+2112TZ4zlMHVyO5nOltbZMrebNQOZQr+ZdQ/e+973bHe94x/6nx84ordDP7pE51uwmyZoZ3gBJkbZ0Vb3nPf2W1j7xicm2fBwzU1VEM2iZiqiZcfKRj3yknX/++f0vXaumVvOmv3o5e9vb3tb9nLNNE13uskI/M59yR7bDDjt0iwvf+ta3dsUWZ5sFtZQy3Til2TPgnq431szwBkikXPTESXI1maedO5DciYyR73//++3mN7951/ebvQzyh5q561N9wtkcZ6edduq6E4499thuB7S5LPBaaFOreQ/JfgbLXGbxZNbPbGXBx0EuZDKwnTvPTO2del/mgieFCZ/whCd0XUa5CEoxxqWWv4f8jeTv5qqMs7LGhjtADjhgsr7LJZf0WybHQDIWMs+pg6MqZTNud7vbtY022miVWSYJiKyMfs/EnVp2S8t2o7k7mfrjTRdStmnNVMu3vOUt7Stf+Uq3Z/NiyQ5+47aaNzsX3vrWt+5/euxddNFF3d7hKQuSzZiyInzlQfDUFMse47ngyKZNi7mPesar8vpbbLHFor7OuBnuAMmWmemqmrgVXk1mYaUts7KWuWuuuaYLhkw3TADMxXe+85327//+791gYU5wuXNZ+Y/37//+79vjHve4bv+Lz3zmM/Oeez+dcV3Nm6J7+Z1+9atf7TfRc9lll7VPf/rT7bWvfW1X3DB7cqz8vkxZlIc85CHddNzjjz++u+teUxlw33bbbdt666034za81Ax3gEQ2TZk4ea4m/ZdZD5J1IctY+pZzok/fcgJhTfzsZz/rSk9kFfUee+zRXY2t/Me7+eabdyW6s5HSxz72sXmtss5q3hzjLW5xi7FbzZvZZpmBtN9++/WbmIPf/OY37fTTT29vfvObuy6w7bffvusWnHpfZgfI+9znPt3vN2NqGW+a6/jFH//4x26qbxYYZktiFtbwB8jhh09uLp99gvvyB5ttHSf+gJerXInljyhXbIshdx6f/exnuzuRPffcs7szWTlUcueSO5jcySTALrjggv5TrFjNmz/Sv/u7v+s3j4V0xWT3ulGYITcKUn4928m+853vbM973vPajjvu2A3ST70vE9hZyPmsZz2rG6w/88wzp10J/4xnPKP7+uygyMIb/gBJf38CZLoTaLoMJt4cbRTq9hfkjydv/n322afftKgywJiusoyZZOwkYygZS5n6482dxnbbbdeNuaQibVYDp3vtxS9+cdc+jjOSPvrRj3Y/+1JVmR1HuRtPF1TKlrzgBS9ou+666yqD9XlfpqsqZUxStv2Zz3xm9/kDDzyw/1QskOEPkJi4+uh22OqbeENdcetbtzMnrpCXm/QT5zb+wQ9+8Jxv1xfT1GB9AiNhkq6qzGiZ+uPNat5xnpGUqar5feSkxdLKwsIM1h900EFt99137+4Ep96X97vf/brgYXGMRoBkE5jcaXz3u/2W9sGJk9WWEyetnLyWi29961vdTKpc2S/mjKmqzLDKlV8GynOsmUEzZZxnJOXKN1Vd18bUaVaVWYtZ1Li2dkAcF6MRIBdf3H4/cXv645e/vN/SdZfkSiMLupaDDHSnKFwe+e9hlMVY+Z2vHBxTxnlG0ic+8YnuZ89HGAejESATXn3f+7YH3+EO/U93MvCbkhKjLrNRMgMls06GeRwhV9gZXM9udH3jPCMpv5fcgeROBMbByATI0Ucf3V3dZTVpXxYiZQAti4VGVcY5HvSgB3VjCCeffHK/eeikVEVmxUxXpmKcZyRlDCRjIdPNCILlZmQCJAuQMk30JS95Sb+pK6edcEl57VGV6Yj5Gd71rnf1m4ZSKqPmeFO+om+cZyTlZ87Pnt8BLHcjEyCRFaq3utWtpp1Vcde73rWbFz6KsjlOTjovfelL+01DK3cXm266abfwsG+cZyTl95K7r9yFwXI3UgHy/ve/vzvRZvOYvhRpS9tClD5YSlmcl+63LOKbLhiH2f7779+VLpmuMN44z0jK+E/GgTIeBMvZSAVIBpmzYC0rU/tSdiMn4pTpGBXZQyEnmtS5Sr2rUZNS3QntFHLsG+cZSZmBlp89M9JgORupAIkUYMsitukW1+28885t66237n96KKWibgrHpfRHxndG1W1ve9tuX5K+rBEZ5xlJWQuTNTGwnI1cgKRCZ67uUr+pL6uk05bFbcMsgXH729++C5BR30/7gAMO6GaOXTJNyf1xnpGUi5m8Fy+++OJ+EywbIxcg6erJOonseNeX1ac5maUA4bDKyth73eteXdfVdGM5oya1iXKiTEG7vnGdkfSBD3yg2xMlP/tyWeAK0xm5AInsxrf++utPW6YgaymyUc0wDkjnmP7xH/+xG6uZbvrrqMpucxnH6cuMpB022aQdMUYzkjK9ObXCUoNpuSxwhZmMZIB86lOf6q7usmdFZDA6+wikW+vtb3971zbXjZeWUooM5tiOOOKIftNIO/zww7sr7h9PU3L//P32a5cu85L7U7KJV2qEJTgyM+2www7rfi9ZBDtqswNhLkYyQLJJTMYPcjX/85//vPvvnJinHvmjzeBuNkbKBkrz2RhpsRxzzDHdsS3HtRGZELDBxO/8o695Tb9p2Zfcn/KLX/yiGzjPBI9Uh41UTZjqyspj3XXX7doz/TmF/uazMRIMo5EMkMgeGSmlkb0qMlCbroOpjZF22GGHrhjhyqHS3xgpV4tLJVvGZmwmr5/wW44+t+OO7WczlNxvqc67jGckZZJANjxKQGRjo5VNbYyURaJ5D6TKcr5u6n05tTFS3s8ZRzrrrLPGctIBo2lkA+Tzn/989weY8YSZ1hqkFPqgjZHyx5y++2yMlLUM2e9ioRe+nXvuud2gf4okZh3LsjWg5H7L/iATJ8+2jEruT8k4T1adX+961+v2pJjOhRde2DbeeONu18ZsOzC1MdJxxx3XbYy0yy67TLsx0kcyBTq/14n3eptmseacpfvw+c9vbYstWrvBDSY/Trxu+/WvV/26/P+byaA2xtbIviuymDB/bM95znP6TQNNbYx07LHHtn333bfttNNOq2yMlIBJ0GQrzKOOOqpbFJYd+ioyhTP7jKfkxzB0oy2qTFedOPG1aUrut1QWzgloGc5Iev7EiTnvmze96U39pk72h99qq626NTHZN36QdH2deOKJKzZGes8mm0z+3qYeEwHUHvWo1l71qqzUbG2aqdOrSbHLiYuXllmLGYe59trJj09/+uQmbSvf7QwKiUFtjK2RfFfkjzV/tLl6Wyjnn39+N900XVy77bZb9we/chfYHe94x27MJV1kn/vc57oTwyC5+0kQ5S4ngTUW7nvf1mYouT/xC2xtmc1ISpdT3hu5EJlOFlNmPUjKvXzxi1/sN8/NpZdmA5bWMvHi0Y9uLXvOrxwqG23U2kMf2lrqqJ1wQhYZrfr9qcyQ9unk86985V/+PSgkBrUxtkbuXZFugtziP2riSmyxy4WnPHxmeh166KFd0cD+uEoKO+6xxx5d+ZQM1k9tAJWB0RR+TJ93ZoyNjaOPnjzRTFNyvztR5Q5lhEvuryzdpum2evjDHz7j+zCr8DOInq6qBZWupwTSkUe29pSnTN5hTBxL97t/2MNW/dpttmnt9NNX/dyUL32ptW23/cu/B4XEoDbG1ki9K1J7KQOQd7/73dfaQOPll1/e7deR0vGPfexju9IpK4dKZoRlHUr+Oyvjx0quftPH/uIX91tSc3/yJDTCJfenZFA8EzhSAXq6/VDi4IMP7t4DmeK8JFJL7RvfWD2gM4V64j07rXz+xjf+y7/z/2fQA3pG5l2R/uFMgcxUyUyZHCbprspalAzWP/3pT+9CJHdIY2nizmvi1mxy9lXf3e7W2oiW3J/y8x//uCvXnrvPTCGfztS2vnkvrHXzDZCZDGpjbI3Eu+J3V1zR7jxxpZ+ZKks5/ZaC979/8mQzXZmWN7xhsm1UF9X96lft5G22abuvv34777zz+q2dU045pdv47P73v/+Cz+gr0YXFIhr+d8W117Y/3+9+7U3rrNO++oUv9FsZNpmqnKva5z6335Ka+5PjICNUcn+FhMFEKKSL7vKJkJhOQiUldlLaZWj2AjGIziIa/nfFk57U2nWvmwp1/RaG1WMe09otbpHZBP2WyWmoL3xh/7PDL9NgcxKdYUV9urPSrZXurelKuqw1mYK+3XaT03YzDpUgzMe99zaNlzU23O+KQw+dfOMedli/hWF2/PGT/9+mKbk/kjIQnp/n4IP7LZ0MpGc1eQbWM8A+dLIIcf/9W9tss8kFnZtvPrmw0EJC1tDwvive977JN+1Tn9pvYdhlRlDuQN7yln7L6MkU3NwBP/GJ/ZZJf/5z+8jDH942u971ZqyIAMvVcAZISjfc8Iat7brr5C03oycLLWdYHzEystZinXWyO9TkCu7p7Ltv+8PEhc450+yHAsvd8AXI+ee3tv76kyuXh2UgkvGTsiMbbtjaVltNhuF0Ur4kd8kLWBEBRslwBUhq+2y5ZWu3vGVrF13Ub2WUzbWg3zBI0cfUndp441RC7LdOSuHErP7OpIBRv9OCouEJkKzozUKzm9xkckUty8d8CvqtbTmWe9xjciry177Wb52Uku3rrtva3e8+XMcOS2w4AiRXcI94xOQV3cc/3m9l1M1nLcLatueek2tVUphwOtksKhMEssfJkFVEgKU2HAFy0EGTfcnLYdYOq5vPaui1KeVXckd01FH9lkmZDrv11q1tsEH2r+23wtgZjgBJqersccDyNJ96TMMq3W73u9/k7MDTTuu3wlgajgBheVsOAfLkJ6uIAD0ChMU3Kl1YM5mqiDCKNbxgEdUDZFBpg37bKE3hZOEN2yD6fN6Pv//9ZLdVNm4CVjEgBWbRD4mVrdw2SlM4WRzzKei32Crvxx/+cPr9TWDMDUiBWcw1QIbt6pO1Y64F/Rab9yMsmAEpMIu5Bsio93+zvHg/woIZkAKzSEgMekxZDjNwWD68H2HBrFmAzESAMKy8H2HBDEiBWcw1QHQZMEy8H2HBDEiBWcw1QAxaMky8H2HBDEiBWcw1QIZpCid4P8KCGZACs5hrgMSwTOGE8H6EBTEgBQBgZgIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGgRIAAUCJAACgRIACUCBAASgQIACUCBIASAQJAiQABoESAAFAiQAAoESAAlAgQAEoECAAlAgSAEgECQIkAAaBEgABQIkAAKBEgAJQIEABKBAgAJQIEgBIBAkCJAAGg5P8BSqwwsCcJzw8AAAAASUVORK5CYII=)
PN: 4658-1-SW
CAS: 374816-32-7
Molecule Weight: 281.264
Formula: C13H15NO6
PN: 4758-1-1H
CAS:
Molecule Weight: 279.336
Formula: C15H21NO4
Melting Point: 182-186 ℃
TSCA: Not listed on TSCA inventory
