![Ethyl 2-{[cyano(4-methoxyphenyl)methyl]amino}acetate](data:image/png;base64,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)
| Product Number | 4658-1-7E |
| Synonyms | 2-(Ethoxycarbonylmethylamino)-2-(4-methoxyphenyl)acetonitrile |
| CAS | 1018526-40-3 |
| MDL Number | MFCD10013448 |
| Molecular Formula | C13H16N2O3 |
| Molecular Weight | 248.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-7E
CAS: 1018526-40-3
Molecule Weight: 248.282
Formula: C13H16N2O3
![Ethyl 2-{[cyano(4-methoxyphenyl)methyl]amino}acetate hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAxDAAAMQwF2R+GwAAAClXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/HZxthRkqpqNWlSu0lrJ+3d5BK3RQpQAc3Dt98ZljSkGQmQM/b/dz77bDO72hYrWPu6yatyHiHjEfgyq5Z5+TKPfj1+nZjoajHLSETCsplHr237No3jzWbDsldfuG1Vsqwqor59um3ygWYjWVW/xIJzjH/f3z10zCQvm9aVmSeqyadNV3lXZa7tovhPF3Hh6nVexr08Lup17+2P4OHmbNsso4+x3FDbNaHwnK88PFd14VpYC87o5l/gxZe+dq1fwtOOqiVTNPbF7P62yt4LX7ZUDB7yzK0e2vo9o4qiWvnsnZxR4dvtPCqQANdWxXVdux2EUqh2CE6Ak+AUuAScBpeCM+AsOOT0UDuSAEmBJEHSIImQVEgytJSDlQ9BPO7ePI1kBTd0/fj3fO/e+v99PV00l2Ie0djoB4qpYBIyRoBmVnAFKRmjySihErBMUSMgJ2s5IDKrKSwUTOlEBmu1VR+WXBoKEcmnsSa8W5N079ZKC5iyhGviaSZTmez9RLD7iEoyidSzYJhQOCRQNH5kIk0lTDjDNCU/LNFGAkXFlSCjbSL2hGSaJzpIlTb2gEyQSSU4TARLbYowkWEoMlidchEsNzQNpLNChSzHh6wtZk9VuTwqQr6cR08Yden86Z8bCr9LZwRVvfQ1bZLgIEiPATEEQvLHATkEwlIZB9QQCAvrAIhzQPIJSMd70EMgLNpxIB0CYYmPA2YIdBtinLBDot8/B0SeQ4LL017EeC94ku9+ex6Y67PMScr77XyBOcl6v/0vMCeJ74+LC+M5yX1/vFxg9Jl+zIXYTlbA/vgaZcyZuT7LxEdbM94fvlT8dDDHR6d2TN+qxV9wDfXuVv/1ZwAAJ71JREFUeF7t3QeYnUW5B3CpiQKXXpQWBKSFHgRpUoRLFIggJAiCgggqIOXSvNK8oASlKU16EySEEkgCBkSqIkhJ6CBKCQYQAyR0Qpibd2LCni97kuxky9nd3+95zrM5M2dPliR8/zPfzLzzqQQABT5VbQCAmSFAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkAAKCJAACgiQAAoIkCAVrfuuuemb3/7+mpzbqfrECBAq4ug2H//4WnEiGenaafrECBAq4ugePbZsWmHHa5KH344saadrkOAAK1uSlCccMKd6YorHpmmna5BgACtbkpQjB37btp22yvS+PEf1LTTNQgQoNU1DYoLL3wonX76vdO00/kJkA7yqU81/0dfr32K4cOHpzXXXDP17Nkz9e7dOw0aNKj6EuhwTYPi/fcn5LmQMWPeEiBdzPSvVrSZekFRrz2MHDkyLbbYYun6669P48aNS48++mjq379/9WXQ4apBMXz4M+knP7ltmnY6t/pXK9pUvaCo1x523nnndM4551SboeFUg+Ljj1PaY4/rp2mnc6t/taJN1QuKeu2hV69eafTo0dVm6DCvvPJWGjr06Woz3UT9qxVtKoKi3qOeHj16pPfff7/aDB3mlFP+nPbcc0i1mW6i/tWKNlUvKOq1ByMQGsnEiR+nvn1/W7PPI8SS3SOPvDV98MFHNe10PfWvVrSpekExpX3KaGSZZZZJgwcPzm0xB3Luue4h0xgeeOCfab31zkuvvvp2Tfu11z6Rttji0jRhwic70Omamr+K0eZmFCDh448/TrfffntaZJFF8vNYhbX44ounIUOGTPqUNz6vwhowYMDU10N7+tnP7kr77DO02pzboq+pGK1897s3pMcf/1dNO51b81cx2tzMBEi4++6706qrrjr1+bBhw6buA1l99dXT1Vdf3eTV0D5idLHllpfm0UZTMRqJUUmMTpqqN1qhc2v+KkZDiDCJifOZCYk333wzXXDBBXnUAm3tnnteSOuvf3564433atpjPmSbbS7PI46mYkTyve/dWNNG5ydAGtjEiRPTLbfckhZccMFq1zSee+659JnPfCb95Cc/qXZBqzv66D+mAw64qdqc93rEyqympoxWrrnm8Zp2Oj8B0qBi9DHbbLOlJZZYIg0cOLDa3ayYG5ljjjnShRdeWO2CVhOlSTbZ5KK8u7yp0aPHpT59zk2PPfZqTXu90QqdnwDpYk4//fQ011xz5ZELtIU//OHvacMNL0zvvPNhTXsUTezX73c1baHeaIXOT4B0QT/60Y/S/PPPn1dpQWs77LBb8qOqf//B6ayz7q9pi70gMVoZNsxu9a5IgHRBMXfSr1+/vIdkzJgx1W4oNn7822mllfaZNMJ9sqY9Th+ccgphUzFa+dKXLphmtELXIEC6qHfeeSf16dMnrbPOOuntty2dpHVceuml6b/+67/Se+/VltSJkUeMQKrqjVboGgRIF/byyy/n8ifbbrtt+ugjZSWYdX379k277757tTl98Yu7TwqRm2vaYtQRo48YhdA1CZAu7vHHH08LLLBA2m+//apdHWvYsJRWWy2lueee/DWe09Bee+21vEDjpptqJ8T/8pe/5BWDzz77bE370KFP5PkPNbG6LgHSDdx2222TrtNzp1NOOaXa1TFGjkxp0UVTuvHGlMaNiyvN5OejRlVfSQOJs2iirM6HH9bOZxx00EGTRiBfrGkLO+64TzrggAb5N0ebECDdxCWXXJJmn332dO2111a72l+conjWWbVtZ56ZkrpeDe3LX/5y2nfffWvaYsHG5z73uXTqqafWtE8ZrcQRzHRdAqQbOeaYY9KnP/3pfMuhQ/XqldKLL9a2xfPllqtto2G89NJL+QPIHXfcUdMexT6j/Z//rK19VW+0QtciQLqZb33rW/lc9X/84x/VrvbTo0dsZ65ti+c9e9a20TDi9ueSSy6ZRxxN7bPPPmmzzTaraQvNjVboegRIN/PBBx/k/+FXXnnl9Prrr1e7W8/YsSmNGJHSySdHgaSYaf2kzwik01lvvfXSwQcfXNMWo4uFF144/eY3v6lpnzJaidEJXZsA6YYiOFZZZZX8KTECZZbFKYlDhqR03HEp9euX0tJLRzGvlGabLaXevVPaddeUnm6yE3nnnZufA4m5ERrO3/72t7zK6v77a3eZx9ECMc/x73//u6a93miFrkeAdFNxCytuZcUtrZZ44okn0qBBg9JvDj00vbP11mnSR9DJYRG3pdZZJ+5pTA6D++6LjQDVb5/soYcmr7qK1VexCiuW8Mbzhx+uvpIGcPzxx6cVVlih2pz/7Xz1q1+tNjc7WqFrEiDd2H2TLvJRAv7oo4+uduXbEw9PuqBHZd+orbXhhhumeeedN1cJjp3IO2+8cXrpwANTuvjiyctyJ0yovsX03XBDSnFQ1qRPsPlrLOmlIW086e+6+m/k3XffTfPNN1+67LLLatpjL0iMVuLfFl2fAOnmrrvuuny/Oi4Qv/71r9Pee++d1l577bxvJMIiVtLE7uPDDz88n83+1FNPVd+CLi5CIQKjqcsvvzyv6IujlZuK0cryyy9f00bXJUBIRxxxRA6LZZddNn39619P//d//zdpQHDjNEsz202cZ3LlldVWGkjMocVCjKrVVlvNoWbdiAAhe7+6rLYjXXRRSnPOmVKlZAaNYdy4calnz57pmmuuqWl/5JFH8gcRxwh0HwKExnTooSnNN5+J9QYUVQ0mV+StPWHwrrvuSttvv31NG12bAKExxRLQb3wjpSWXnLxMmIaxzTbbpD1ibw/dngChccXE7QYbpLTmmnGSUbWXDhA1ruacc85pKvLSPQkQGtu//pXS5z+f0n//d8uXCtPqzj777Lwyb4K/C5IAoTOIpcMLLZTS975X7aGdbbrppun73/9+tZluSoDQOdx55+Td7gMHVntoJ6NHj262Ii/dlwCh87jiijTpCpbSVVdVe2gHJ598clpqqaXUuGIqAULncvzxuez72HvuqfbQxvr06ZMOOeSQajPdmACh07l7zz3TOosskqvE0j7izzo2CVYr8tK9CRA6nSj0+JWvfCWtuOKK05QSb09xKyd2X//2t7/NVWm78txAlLdpriIv3ZsAoVN68803U+/evdNGG200zY7othC/xwMPPJCPat1vv/1yyfKoZByfyhdYYIFcGj/OwHjllVeq39olrLrqqumoo46qNtPNCRA6rRdeeCF99rOfTQMGDEgff/xxtbtY1Hq688470+mnn553XK+xxhppjjnmyGGxxBJLpO222y4XDIxKxlOOBn7rrbdyFeMIlnfqnYPSSY0aNSr/tz/++OPVLro5AUKn9uCDD6Z55pknn1lSInZWDx8+PA0cODB94xvfyLfF4mIZj/h1tJ144on59L1/xabG6YjqxUsvvXSuaNyVViodeeSROUShSoDQ6cU5JnHBjxHD9MRoIUYNMXqIUUSMJuL7YnQRF8gYbZx22ml59BGjkBLxaT0KDR500EHVrk4pRnbLLbdc+vnPf17tAgFC53fYYYfl/QlRo+n3v/99vuhFSfG4Z3/AAQekLbbYIs9TRFjEIUixHPWHP/xhns+IeY3WnkMZMWJE/lki2Dq7e++9N58wOOVWHTQlQOjUIiyWWWaZdNJJJ+VzuOPCHSEx5TbUWmutldtjpVSsmGqvW0vnn39+HtncEEf3dmJxa3CDKGgJzRAgdGr33HNP/oT8/PPP53DYa6+90lVXXZXnNGLU0ZEHZf34xz/O8zMxyumMPvroo7xIYUa3Bum+BAidWiypjaW8VbFPJMKkI8XoaJdddslzLRFwnc1tt92WR1FjxoypdkEmQOi04hPy4osvns4444ya9tiLERe+W265paa9I8QIaPPN+6attz46vfXWB9Xuhrb33nvn+SOoR4DQaUVAxJxHdfNeBEoESwRMI3jjjbfTDjtclX7wg2FpwoT2mYOZVR988EFaaKGF0nnnnVftgqkECJ3Wnnvumbbaaqtqc76ltf/++1ebO9SLL45LW255aTruuNurXQ1p6NChae65505jx46tdsFUAoROKW4NxST5hRdeWNMecw0xqR6T641m1KhX0pe+dEE6//wHq10NZ9ddd03bbrtttRlqCBA6pSFDhqQePXqkN954o6Y9lvMuu+yyrVrapDXdcsvf03rrnZduuqlxKwlHKZZ55503L32G6REgdEpR/6pfv37V5lyP6vDDD682N5RLLx2ZRyIPPtiYq5sGDRqUC0VGfS+YHgFCp/P222/n/RW/+93vatqffPLJvHnwoYceqmlvRD/72V1p880vSc89VzuCagRRy6t///7VZpiGAKHTufbKK3OARJA0deyxx6aVV165pq1RTZz4cTrwwJvTSSc11lxNlMnv2bNnrhkGMyJA6HSe3G67dMM3v1ltTiuttFI67rjjqs0NrdGman75y1/mYpAduYOfzkOA0Lm8/npKc8+dUqXG1DMPPpjm+tSn0lNPPVXTTn1PP/10Gjx4cJ4z6tu3b1pkkUXyLcCY/6iO7qA5AoTO5YILUlpwwdjpVtP84WGHpT+ts05NG5N99NHE9MQTL6ZLLrkkHXjggWmTTTbJo4wIi1htteGGG+aqxbEk+g9/+EPq1atX+trXvtYwGzFpXAKEzmXLLVP67ndr2+I+0DLLpPSLX9S2N6h11z232pQ1bY9ff/vb1zfp/aR9et57b0J67LFX06BBj+WJ+t12uzav+Fp55SMmjTA+m7beeut06KGH5pVWTzzxRPXbszh5MPbYRMl7mB4BQufx8sspzTFHSrfeWtt+990pzTZbnHFb296g6oVANUD23394GjHi2SavqH3N+PEfpPvv/2f67W9HpZ/85LbUv//g1KfPufk1ffv+Nh1yyIh07rkPpDvueG7SH934Ju8yY1FIMXain3LKKdUumEqA0HnEAU1LLBH3ZGrb99svpY03rm1rYDMbIM8+OzbX0Prww0/qZ015zXXXPZl/HY+ddhqUjjzy1nTZZaPSvfeOTuPGtc4EeNzymn322dO1115b7YJMgNB5bLhhSgccUNsWYbLYYimdeWZtewOb2QAJJ5xwZ7riikemaX/jjffSo4++mt5558OpfW3hmGOOyQd0/eUvf6l2gQChk3juucm3qf70p9r2ESNSmnPOqOFe297Apowcmns0fU0YO/bdtO22V+TbVU3b29Puu+8+KaMXc6wt0xAgdA4DB6bUq9e0Gyf23DOlZiryNrJ6IdBcgIQLL3wonX76vdO0t5co7b7ZZpvlTZqvxzJq+A8BQuew1lopHXFEbVtsdltggZQuuqi2vcHVC4F6AfL++xPyXMiYMW/V/d62FsGxyiqrpC9/+cs5UCC0e4B86tx2/y3pCrbbLqVnnqltu/76lHr0iAmB2vYGVy8E6gVIGD78mbzSqtrenuIWVhzUtdtuu1W76KZadDWvd/Gvtg9/YXha85o1U88Leqbeg3unQX8fNLWv+lootssuKTVTkbfR1QuB6QVI3LnbY4/rp2lvb/fdd1/eqX700UdXu+iGWnQ1r3fxb9o+8t8j02KXLZauf+76NO6DcenRsY+m/rd+Utmz3ntAi51zTlzRqq20sSi0GMt7L7744moX3UyLrub1Lv5N23e+ded0zuPnNOmtVe89gM7j1FNPTXPNNVcufUL31aKreb2Lf9P2Xlf2SqPfHt2kt1a994BmDRuW0mqrTS6gGF/jOQ0hzp2PkiePPfZYtYtuokVX87j413tM0eOCHun9j+rvhBUgzLSRI1NadNGUbrwxpXHjUho6dPLzUaOqr6QDRLHF7bbbLh8h/HKUmaHbadHVvN7F3wiENhGn4p11Vm1b7DgfMKC2jQ4TZd/XXXfd/FACvvtp0dW83sW/aXvMgZz7RP2VIvXeA6YRGwdffLG2LZ4vt1xtGx1qzJgxeRQSo5GJEz+p20XX16Kreb2Lf9P2WIW1+GWLpyHPDUnjPxyfV2EN+MMnnxjrvQdMI/Z4VE/Gi+c9e9a20eEeffTRNP/88+dzRTrKv//973TzzTenX/ziF2mLLbZIa621VpowYUL1ZbSiFl3N6138q+3DXhg2dR/I6oNXT1f//eqpfdXXQl1GIJ3KrbfemldmnXbaadWuVvfCCy+kIUOG5GKP22+/fVpyySXzAVmxvHj11VdP/fr1y4dlfe9736t+K63I1ZzGtfPOzc+BxNwIDemiiy5Kc8wxR7o+qgS0kljlddVVV6X/+Z//SVtttVVaaKGFclj0nDQSjbmX73//+5P+WZyZ/vrXv6Z333136vfdeeedkwaxPdKJJ57Y5N1oTQKExvXQQ5NXXcXqq1iFFUt44/nDD1dfSQM56qij8m71+++/v9o1XVFj66FJf+fnn39+vhW2wQYb5FFEhEUcwbvpppumgw46KF166aVp1KhRM3Xk7hVXXJFHJRFAtD4BQmO74YaUVl01pbnmmvw1lvTS0D7++ONcLyvqZj0XZfib8dZbb6U//elP6de//nXaa6+98nxF3P6KsFh00oeEr371q+mII45I11xzTXqmWgOthU444YQ8WrnnnnuqXcwiAQK0uvfffz+PGKKCbxRhHDFiRPrlL3+Z+vfvn9siKOKx3HLLpR122CFf5G+c9OGgrfaT7LnnnmmRRRaZ5TCilgAB2sTYsWPTPPPMk4NittlmS71790677rprLoMSZ66/0Y5VlD/88MP0la98Ja244op5tRatQ4AAbSL2hMRJhrES6p133ql2t7s333wzh9hGG22U3nvvvWo3BQQI0CZuv/32PIH9z3/+s9pVJOZWYk5lyiOet1Qs//3sZz+bBgwYUPT91BIgQJvYZ5998lG4JWIO5aabbkqHH354PgUxJuSnzJs0fUT75ptvnv73f/83VwaemY2DDz74YL61FpP0zBoBArS6mHNYeOGF029+85tq13Q9/PDDeVVW7GqPgIhbToceemherTVo0KB0xx135NHHyJEj8wjnggsuyPtD1ltvvbz/JG6ZxVLf559/vvrWNYYOHZpff95551W7aAEBArS64cOH52W5MzthHYGw9dZb59D40pe+lM4+++wZhkDVv/71r3TGGWfk0Infe++9906vvfZa9WVTxebDOeecM/3+97+vdjGTBAjQ6r71rW/lvRwzEpPr++23Xx4NfPGLX8zLfVtDlDlZaaWV8q71K6+8sto91cEHH5w3KUaA0XICBGhVUU5kvvnmS5dddlm1q8YjjzySL/JRxyou+K0tdrYfe+yxOZxiJVhz8yOxUiz2oSy11FLppZdeqnYzAwIEaFWDBw9On/70p9P48eOrXVNF1dwImSgB//rrr1e7W1XMm8Qmwr59+za7nDgCb/3118+74af3MzMtAQK0qh133DHttNNO1eapYgJ77rnnTocccki7nR/y5JNPpqWXXjqHSHMjkVdffTXvio/+mamxxWQCBGg148aNy3WnooZVc+6+++7cf+SRR1a72lyESIxEYnlxc6J/wQUXTPvuu2+1izoECNBqolJuTEo3t9M75hiWWGKJXJeqo8TtrJgTiSq9zYmlwTE6ikOpmDEBArSabbbZJu2xxx7V5iyW6fbp0ydvEuxIxx13XF6dFct+m3P55ZfnHfRXX/3JQXg0T4AArSL2XMS+ithBXhUjkzjcKQ6H6mixOitWf03vtMKf/vSneSHAn//852oXTQgQoFWcc845eY6hOkkdI45lllmmQ+Y96ollw7HZcHqbFb/97W/n/55nn3222sV/CBCgVUTNqjhetiqCZYEFFmjz5botEYUUY8d6lD2pJ8qxbLHFFukLX/hCLk3PtAQIMMtGjx6d5w1ikroq9ldM70LdUaLsSdTOqo6YmoozS1ZbbbW0ySabdPjcTSMSIMAsO+WUU/Ju7uq+jthtHvWtGmHuoyom0WPOJqr4Tk/c5oqg2XDDDatd3Z4AAWZZrK6KjYFVsRx2+eWXrzY3jKjiG6XgZ+Q73/lOPkeEWgIEmCV/+9vf8ijj/vvvr3blgoqNvDEvSsHP6MySmC/p1atXOvHEE6td3Z4AAWbJ8ccfn1ZYYYVqc7bsssvm0uyN6sILL5zhyCKW8saZ7nEOCbUECDBLVl111XTUUUdVm/N+i7jw3nbbbdWuhhGT/vEzNrdzfooDDjggn1HCtAQIUGzUqFF1J8ljkjr6HnrooWpXw4hzQOJnjGKKzYnCilF+5Ve/+lW1iyRAgFnw4x//OK2xxhrV5ixWL8XF+emnn652NYz42eJnrHd7KlZoRe2sl19+udpFEiBAoZhcjhLoP//5z6tdWVcYgXz3u99NW265ZbWZ/xAgQJF77703zx/84x//qHZlsfGus8yBxKFSVTGHE0UXzz///GoX/yFAgCIHHnhg2mCDDarNNaIGVpQyaVQXXXRRnuNozo033phLuytjUp8AAVosJpdj+evpp59e7aoR5d1/+MMfVpsbxmGHHZY23XTTanP2zW9+Mx+5S30CBGixuC0Vk8tjxoypdtWI+ZGVV1652twwojzJ4YcfXm3OZ6fPO++8dQ+eYjIBArRYfGqP+lAzOj/8r3/9a56k/vvf/17t6nBvvvlmvkXV3PklV111VfrMZz6T3nrrrWoXTQgQoMXibPM4unZmbk9FOfRjjjmm2tzhLr744jT//PM3W2W3X79+acCAAdVmKgQIUOSPf/xj/gR/8sknV7tqRA2pJZdcstkLdUeK80uaO589SrjH6YnXX399tYsKAQIUi6Nq4xyQa665pto1VVyQ45P+WWedVe3qMFNurTW3RyVWZsUBWI0WeI1IgACz5Nhjj83nh8e+kHqOO+64tPjii+cwaQSxOmzrrbeuNmdbbbVVsyMTpiVAgFm2++67p0UXXbTuZHls1Pv85z+f9tlnn2pXuxs2bFheQRa70KteeeWVfMjUiBEjql00Q4AAsyx2bW+++eZppZVWqrvx7tZbb53h7a62Fj9bzMfst99+1a7szDPPnKnVZUwmQIBW8frrr6dVVlklT07Xmz+Isu8xHxJVfNtbHLe7/fbb55CLfR7N2XjjjeuGC9MSIECriaq2Mdex22675WKLVfHJfocddsi72Ovd7morceRuLD2Oc9qb88ILL+S6WLFEmZkjQIBWdd999+VNeM0dMhXi8KaocBsh0l4jkSOPPDIvOb755purXVPF+e1Ru6u54KN5AgRodbGHIuY7YklscyJEYiQSI4K2nBOJW2mxoqpnz55p6NCh1e4a66yzTq6NxcwTIECbOO2009Jcc82VJ8+bE7ezYpQSQROrs1p7iW+cktinT59cbXdGt6WeeuqpvC/kwQcfrHYxHQIEaDNxnnhMmj/66KPVrqkiYGKJb8ydxGbDWNE1K2IyP05KjFtWsdfjpZdeqr5kGrFPJSbXaRkBArSZGGVESfRll112upV7Y59IbEiMsIlltlE7q95BVfXEiOOggw7Ku8hjLuOSSy6pvqSuqBgcvz8tI0CANvX222+nddddNz/i19MTt7EGDhyYVlxxxXxLKS7s+++/fzr77LNzCfm4xRQrveJrnFce+zZ+8IMfpOWXXz6/fq211soHWLVkFBPlTOJ7n3zyyWoXMyBAgDb38ssv51FIjEZmdpNe1Kv62c9+lvr27ZuWXnrpfJGvPmKk8bWvfS2ddNJJ071NNj1xHsjaa69dbWYmCBCgXcQtpri9FCOKUqNHj84jkPjaGmLJbgRbBBAtJ0CAdhO3nWJl1qmnnlrtaldxmNTtt9+evvOd7+TNg88//3z1JcwEAQK0qzjIKZbuXnfdddWuNhEFEmMPSNwO23HHHafOl8QjJuzjZ4kzS2g5AQK0u6OPPjrvVo9d663p2WefTddee21exrvtttvmwogRFFFhd80118wjjl/96ld5X8j48ePz98S55xEiv/vd7yrvxowIEKDdxdxD1MuKvR8xp9FSURgxalpdfvnl6eCDD06bbbZZXgIcYTHPPPOk9ddfP8+1nHvuuXnFVr3ijlOccMIJebf6jDYcUkuAAB0iltpG5d6o4Bub/+qJsicPPPBAXsobZ7DH7vI4wCrCYsEFF8x1taJQ4pVXXplXYpXWstprr73SwgsvnJ555plqF3UIEKDDRHDEXo8YQUSgxOT2HXfckcugxCFVa6yxRj78KcIiii/GMuAofxK1tkpGLtMzYcKEfBrhCiuskF577bVqN80QIECHih3nsbw3HlMmt7/whS+knXbaKS+vHT58eLtd0CPAVl999bTRRhvlkQ/TJ0CADhfHzMZBTnfddVcaN25ctbtdxbkgn/vc51L//v2Lb4d1FwIEoCIm3uedd950xBFHVLtoQoAANCP2jsT8y0Xnnlvt4j8ECEAdl555ZrpwzjlTms5Jht2ZAAGYnkMOSWm++VIaObLa0+0JEIDpmTgxpR13TGmppVKaicOpuhMBAjAj776b0vrrp7TWWin9pwQKAgRg5rz6akrLLZfSNtvEUYvV3g4T+2SizleUYundu3caNGjQ1L7YU9Oceu0t1TrvAtAdxKmFCy2U0r77Vns6xMiRI3PByNiZH/tnopRL7F+Zol5Q1GtvqdZ5F4Du4o47UurRI6UGOIRq5513zkf41lMvKOq1t1TrvAtAd3L55SnNPntsFqn2tKtevXpN93TGekFRr72lWuddALqb88/v8P0hPSaNhKZXqn5KbbHmHq2hdd4FgFYX1YpvueWWdPLJJ6dddtklrbbaamnttdee2m8EAtAVDBuWJl3hU5p77slf43lLxB6TG25IV/70p+nrX/96WmaZZaaOFiI4IkBOOeWUfDbKFDEHEodm1VMvKJq2T/k94vcbPHhwk1fNWPPvDsDMi13qiy6a0o03phTVhGNuJJ6PGlV95WRPPZVSXKwPO2zysuCFF44reQ6fM9ZZJ+29997pjDPOSPfee296++23q989VazCilMdhwwZko/ojVVYAwYMmNo/MwESourw7bffnhZZZJGa9hlp/t0BmHmxdPass2rbzjwzpSYX83TTTSltvPHksihxAY+vG22U0o9+lNJFF6X08MMpffjhJ6+fSVEKf8o+kDjL5Oqrr57aVw2KKZprj+N8V1111WrzdE37LgC0TK9eKb34Ym1bPI+Nh1PcdltKhx6aUlzgYz9JA4lAiQn5puEzMwQIwKyKfSHV1VDxfNKooDOYOHFinqyPM+ZbQoAAzKqZGYE0qBh9zDbbbGmJJZZIAwcOrHZPlwABmFU779z8HEiTsiJdkQABmFUPPTR51VWsvopVWLGEN57HxHgXJkAAWsMNN6QUq5jmmmvy11jS28UJEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACKCBAAiggQAIoIEACK/D9hnO5L5CxV6QAAAABJRU5ErkJggg==)
PN: 4658-5-0V
CAS: 1440535-50-1
Molecule Weight: 284.74
Formula: C13H17ClN2O3
![Ethyl 2-{[cyano(phenyl)methyl]amino}acetate](data:image/png;base64,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)
PN: 4658-1-79
CAS: 405292-37-7
Molecule Weight: 218.256
Formula: C12H14N2O2
PN: 4637-1-7B
CAS: 1018257-95-8
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 4656-5-3A
CAS: 1440535-59-0
Molecule Weight: 226.7
Formula: C11H15ClN2O
PN: 4637-1-6P
CAS: 85574-14-7
Molecule Weight: 218.3
Formula: C13H18N2O
PN: 4656-5-2Z
CAS: 1440535-29-4
Molecule Weight: 254.76
Formula: C13H19ClN2O
PN: 4H30-5-23
CAS: 1172916-46-9
Molecule Weight: 309.23
Formula: C13H22Cl2N2O2
TSCA: Not listed on TSCA inventory