| Product Number | 4754-1-05 |
| Synonyms | 2-(Benzyloxy)-5-formylnitrobenzene |
| Purity | 97 % |
| CAS | 22955-07-3 |
| MDL Number | MFCD02629625 |
| Molecular Formula | C14H11NO4 |
| Molecular Weight | 257.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4754-1-05
CAS: 22955-07-3
Molecule Weight: 257.245
Formula: C14H11NO4
PN: 4654-3-Y8
CAS: 175136-18-2
Molecule Weight: 275.235
Formula: C14H10FNO4
PN: 4H54-1-H0
CAS: 17903-89-8
Molecule Weight: 273.244
Formula: C14H11NO5
![4-[(3,4-Dichlorobenzyl)oxy]-3-nitrobenzaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIfAAASHwE6XFKNAAACjnpUWHRtb2xTb3VyY2UAAHicjZVtb5swEMe/ysmvh7ENgRAlqaJUkya1q7R20t5NLnFTJB4qIE/ffmdMUnBSWEhyNvf/+YE7H/O7Y5bCXpVVUuQLwikjoPK42CT5dkF+v3x3puRuOY9RhMK8WpD3uv6Yue7hcKDxu8rkschpXGTE+GfHKulpDh4tyq0rGOPun8eH54ZxkryqZR4rpKpkVjU3H4pY1s0qvpjCzWS5T3LXyN2s3JvR/gqmv4weqw353MsafStE4S1JFbwVZSZr2AtG8cu+wVblqpS12sDrCW971Me9L+eP90W8y1ReY1OPkMQyfa7LXYw3siJV8Q4Hw8aP+wXJOAKyLrJVWcoT6Ja+LTlIAdID6YOcgAxAhiCnICOQnOEP/RwFHBUcJRw1HEUcVRxlHHUCdYJjLFKlF/Ny+lAL8gQ/4QnW7fVk2eZK2z9iNpyu32W5RdThwIH9z4UhEToRPM8LQdAgCH3AR8Nw5f1eayao9MOzaSUt3hp83vgBp+06rchpR3Ba9mID9E87/rM1HIETLhA7HteDepRNWeM0fZ8GgplBI20DGnnahjRsFhFR4Xf7Z/9Zb/Nf9e15z5bRMPz0Y4K4lwxZzl+LfNNpQrJZkFcMs5b8Um+VaLOHQFFuVIlx0ANoaRcQfUDn2gUQtwDvCvCHZ/D7gM7jC7C6BUz6gM76YSDoA/qMDC8p7AP6RA1veno1QzS8pKgPNKd1mND+Xuia0z3C8KtnO4pYATcFZPhxcSvmpuCMMFbYTYEaYazIm4I2sh8r+KYAjjBW/E3BHGGsFDAFdmQ/0Q1mJHGEnQZNAR85w/apj0zBH5zHzgP/K8btFBr3/NrC5tUrze2871x8yy//AYXfR9ihLd9GAAA2YUlEQVR4Xu3dB7gU1f3/cTUoKnbsCmJHREBRrBHBWKKJmlgSS6yImqgo1mgAezcBf0ZBBBGl2BULIraoCdjAEqoiqISOgEgXvv/9nP3Pcu9h7727Z/fend19v55nH3DP2dk56zKfnTll1jIAAAKs5T8BAEAmCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAKkyKzVay33AIBC40hUYCtWrrB+E/rZsa8da9v038bW7b2u+7P1c62t84jO9tmczyrVJ0AAxAVHogKatmiatXmhTSoUqnpUlO45ACgEjkQFsnzlcneWoTDY8ckdrefYnjb5x8m2bOUym71kto2aPcq6f9ndWj7bstLrCBAAccGRqEAeGfeIC4ImA5vYzMUz/eIqESAA4oIjUYG0f7m9C4L+E/v7RdUiQADEBUeiAmn4eEMXBDMWz/CLqkWAAIgLjkQFUq93PRcEGoWVDQIEQFxwJCoQzkAAFDuORAXS7uV29IEAKGociQqk19heLgh2HrizzVoyyy+uEgECIC44EhWI5nvs+9y+LgwaDWjkAmXKwilufsicJXNs9JzR1uPLHtbq2VaVXkeAAIgLjkQFNPWnqanJhNU9Kkr3HAAUAkeiAtMZR9/xfe3oV4+2rftv7dbC0p8KlqtGXGWfz/28Un0CBEBccCQCAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUBiasnPS/ynACBWCJAYGjlzpBvO++RXT/pFABAbBEgMPTHxCTfX44aPbvCLACA2CJAYIkAAFAMCJIYIEADFgACJIQIEQDEgQGKIAAFQDAiQGCJAABQDAiSGCBAAxYAAiSECBEAxIEBiiAABUAwIkBgiQAAUAwIkhggQAMWAAIkhAgRAMSBAYogAAVAMCJAYIkAAFAMCJIYIEADFgACJoSdGJQLkukSAvE6AAIgvAiSGnhiSCJC9EgHyDwIEQHwRIDH0xBOJAFkrESA3ECAA4osAiSECBEAxIEBiiAABUAwIkBgiQAAUAwIkhggQAMWAAIkhAgRAMSBAYogAAVAMCJAYIkAAFIOCBYiW6tADayJAABSDvB3BV6xcYf0m9LNjXzvWtum/ja3be133Z+vnWlvnEZ3tszmfVapPgFSNAEGdmT/frFs3sxYtzBo0SD722cesSxezefNW13vtNbObblrzcffdq+uUk0w/txKXlyP4tEXTrM0LbVKhUNWjonTPIYkAQZ0YO9ascePEP8a10j9UpjoycqRZv35rPgYOrLzNcpDN51bi1vKfyNbylcvdWYbCYMcnd7SeY3va5B8n27KVy2z2ktk2avYo6/5ld2v5bMtKryNAqkaAoNYtWmS2++7JA17LxL/NoUPNFi40++kns2HDzFq1Spapjuoiic+tkpyP4I+Me8QFQZOBTWzm4pl+cZUIkKoRIKh13bsnD3R77ZU8APr0XNOmyTo9evil5YvPrZKcj+DtX27vgqD/xP5+UbUIkKoRIKh1hx+ePMgNHuyXrDZoULJO27Z+Sfnic6sk5yN4w8cbuiCYsXiGX1QtAqRq/fr1cwFy5ZVX+kVAfmyxRfIgN7OaqwbTpyfrNGzol5QvPrdKcj6C1+tdzwWBRmFlgwBJ75VXXkl8R7dwAVK/fn3r06ePrVy50q8G5KZeveRBbkU1/26XL0/WUV0k8blVkvMRnDOQ/Bg3bpwdc8wxLjj02HTTTW3ttdd2f2/durW9//77/kuAcJn8kp4xo2x+Sa9h6VL/mSQ+t0pyPoK3e7kdfSA5mDdvnnXq1MnWXXddFxa77767DRkyxJWNHDnSDjrooFSonH766fbtt996WwACcC0/vXfeSc7t2GQTszlz/FI+N0/OR/BeY3u5INh54M42a8ksv7hK5R4gP//8s/Xs2dO23HJLFw6bJL6w99xzjy1btsyvav3797cddtjB1dtwww2tW7dutnjxYr8akLloNFGzZskhqD49pzLVKYPRRPbNN2Ynn5xsrx5HHpn+LITPrZKcj+Ca77Hvc/u6MGg0oJELlCkLp7j5IXOWzLHRc0Zbjy97WKtnW1V6XTkHyDuJXzktEr9yFAjrrLOOXXDBBYkz4mpOiU2jAxfajTfeaOuvv757XePGjW1gOU7iQn7oQLfbbskD3X77Jecw6DnNXRg+PPmcykp9PoOG3Sb+XVn9+sn2ahKgziCqwudWSV6O4FN/mpqaTFjdo6J0z5W6bxK/ck5O/MqJLkkddthh9umnn/rVqpVuG5988olfDaiZZks3arT6V7f/UJk/o3rCBLOzz04eLIvZqlVmjz9utv32ybYmzuzd0iyZnNmHfG4lKm9HcJ1x9B3f145+9Wjbuv/Wbi0s/alguWrEVfb53M8r1fcDpON7HV3d1757rUKt0hCdPWhUVXT2MKi6XzkZ8M9izj//fJuhzjsgG1q3qWvX5DpOOojq0bx51Ws6Pf306gPliSeaffWVXyP+tCzLgQeubsfpp5t9951fq3rZfm4lKm8BkquL3784FSrHDT3OJsyf4FcpOqsSv3IeT/zK2T7xKyfqv7gp8SsnX/0X6fpR7r777rT9KEDePPOMWZMmyYPveuuZXXed2Y8/+rVqzZIlK2z8+Nn+0zWaM2uhjb/4b2Zrr53c99atzRjdmJPYBIi8OPlF23XQri5EdAajVXznL5vvVysKGkF1YOJXTsURVN9l+ysnQxrJdcUVV6RGcu2222720ksv+dWA/FmyxOzWW8022ih5MN52W7O+fZOXhmrZpEk/2AUXZP79XrbsZ+vTZ5T98pd97a+7XGhLtmtkiSfMmF+Vs1gFiKhT/q7Rd9nGfTd2QbLV41u59bZWriqO/9n/+9//7Oyzzy7IHI7x48fbsccemwqto446ysaMGeNXA/Jn6lSzP/1p9a/6/fc3++ADv1ZeZRMgb731jf32twMT/w572UEH9bYePUba8h/TjJ6qSuLflB1/vNmmm5oxhH4NsQuQyPRF0+28d8+zdR5ZxwWJRnG9O+1dv1psLF261G677bbED7KN3MF7m222Kdgs8ldffdX22GMPtx/16tWzyy67zH744Qe/GpA/I0aYtWmzul/hjDOy71eoQd++o61Xr0/s7rs/SBzTB7i/6zFixPd+VZs4ca517PiyCw49rrzy9cTuLPCrVU39GFpKKHFW79qz555mc+f6tcpebAMk8vGsj+2QFw9J9Y+cOvxUt1x8nDz77LO28847uwP2euutZ9dee60tWJDFl7UWLF++3O6//343o1371bBhQ/vnP//p+k2AWlHFyKafl6SZTxHgtde+spdfnuAuR/3ud4Pd3/UYM2b1/LN585bY7be/Zwcc8IgLjlNPfdpGjlwzYKqkfx+9epltuWWyDZpQeNddug7m14QVQYBEnvzqSTfPRCGy/qPrW5ePu9hPK7I4Fa0Fn3/+uR1xxBGpS0YnnHCCfRWzUSmzZs2yCy+80H7xi1+4fWzevLm9+eabfjUgfzS3QitJ169vk9bfzq494jYbNuxrv1awdJewVqxYaQMGfJH49/iYC4527frZ4MFfJvIgiysA776bvMeHgmOddczOOy+5LAmqVDQBIotWLLKuH3e1Dfps4IJkhyd3sCcmPuFXq3WzZ8+2iy66KHVQbtasmb3xxht+tVgZPXq0HX744amwO+mkk+zrr/P3jxpYw6RJ9nqHO1OXkTp0eMnGjct+9JTPD5BPP51mJ5/8lHuPNm16J04Y3rcFC7I465k82eyUU1Zffjv0ULOPP/ZrIY2iCpCIZrr/4c0/JC9r/XMtO/j6g+3DTz70q+WdLgv94x//sM0228wdhLVq7gMPPJD49VPNypwx89RTT1mTJk3c/mteyvXXX28/1uEQTJSfjz/+n/3hD8+4A7wuLd1yy79s7tzwoez+MF71h2jbl1zySuJHUeb9FEsWL7dJtz9ktv76yeDQBMABA/xqqEZRBkjkvenv2b5372trNVvLjXo655xzbNq0aX61vBg6dKg1bdrUHXjVMf3nP/858Y8g8y9rdZYsWWJffvmlew/dC0SPXr16pf6u51Wuevmg7dxyyy3WoEED155tt93WHnvsMTdvBagNK1eusmefHWPt2z/uDvZt2z5m/ft/7i495UpnIFn1c5gGmky0X//6Sbtq10tswcZbmnXrVhZLj+RbUQeIaHhv70d729Zbb+0OhhtvvLHdcccdeZtMN2HCBDvuuONSl36OPPJIdzDPhV6vM5dTTz3Vdtppp9S2M3movl6n1+e6H99//72dddZZqW0fcMAB9u9//9uvBuSNLi3dd9+/7cADe7sgUWf4e++tOTw2uuylYbfpROXZ+u9/Z9q5576Qev1f//qmLZpa/Tp0qFrRB0hk/vz5dtVVV7lRUDoY7rLLLvb888/71TKm7XXu3Dm1vV133dVeeOEFv1rGxo4da126dHHb8UNB+6p7gWg5Es1U9x96XuWq579W29N2tf1Q//nPf1x4RNs888wzXbgAtWXy5Hn2l7+8mjqQX3HFUFu+fPXZSPS8gmbKlDWXBsk2QGbPXpQ4yXjH9t8/+bozz3zORo2a7ldDlkomQCITJ060448/PnUwbN++fVa/1DVvo3fv3rbVVlu51+uM5s477ww+oxk+fHilyX166B4fXbt2dWU/pVsSuhqqr9fp9RXvFaKH3kdlIXT5SpextttuO7ctXd7SZa58XTYD0tHZh85CNMlvxoyFqeejgNDj0ktfrfCKyuU1qTgLXfWPOqq/vfjiOHdJDbkruQCJvP7665X6LC655BKbk+4GMRX861//slatWrnXaIHCc88916br/sYBPvroIzvkkENSB3ddetKltcka8ZFH2p62W/FSmN5X7x9CHerqWI8WftR21fEO1Bb1g/zwQ+UfKlFAXHbZa+7Pd9+dnLa8OpqFfsIJg1w9BVT37iMSP8DCfggivZINENHoqO7du9vmm2/uDob6s0ePHmuMmpoyZYqddtppeTkAa8a3gidayqRly5Y2ePDgNd4z37R9vY/eT++r99d+hM5AnzRpkhvqG30mGgKsocBAXYgCQpe6NDRXy5HobMIvT0evueii1bPQdXns22+Lc029uCvpAInozOPiiy9OzdvYa6+9bNiwYe5ykPoPNthgA/f8jjvuaE8++aT/8oy9/fbb1qhRI7ctLWXy6KOP1vlSJno/va/eX/uh/dF+hXrrrbfc5ENtS59fhw4d3OREoDZVDAh1uuvvvXuvvndOdQFy9tnJTvJTTnkq7TInyJ+yCJDIF198Ye3atUv9qtalLf2pAFGQLMphGJ/WwdJlL21PI5vUCV9Iev9ohJX2S/sXSsufaBkULYei7emuiLrMBdSWigGhkVsa/nvIIX1s+vRkP0l1AaIhvS+9ND67WegIUlYBEnnuuedSo6sOPfRQdwkrlC4dnXfeeW5b6nCP221mtT/aL+2f9jOXS2m6HNaxY0e3LU2iBGqLHxBPPz3G/fe11yYHifjlKIyyDBD54x//6A6E7733nl+UMR2Mtf6VtrPDDjvEto9A+6X9035qf3MJES3jou1osAFQW/yA0Kip005Lzmb/8MOpa5SjMMo2QDTXIZcAUV9DFEJ77rmnTdV9EWJM+6f91P5qv0P7ZqIA2W+//fwiIG/SBUQUHFphN1056h4BEhggnTp1cq/XMu7FMulO+xktO6/9D0GAoC5UFRCdOw9LlaUrR90iQAICRP0Keq3uRa7hrsVE+xvdQz2kv4YAQV2oKiB0UyjN6aiqHHWLAMkyQHTbWM3S1pDWuC/hXhXtt/Zf7VB7skGAoC5UFxBaH6u6ctQdAiSLANFyH23btnWvu/nmm/3ioqL9VzvUnmxW4SVAAEQIkCwCRBP09JoWLVrkNJIpDrT/aofao3ZligABECFAMgwQTTLU7G5Nyhs5Mv0S08VG7VB71K5MJ1ESIAAiBEiGAXL//fe7+hoCW0qiochqXyYIEAARAiSDAFm6dKm7a59+rY8ZM8YvLmpqj9ql9qmdNSFAAEQIkAwC5Omnn3Z1tTptKYpW3VU7a0KAoBB0O1w9EC8ESAYBEt3SdsiQIX5RSVC71D61syYECAqhXbt+7oF4IUBqCBAdMLVqrzqai33kVVXULrVP7VR7q0OAoBAOP/wxa9v2Mf9pFBgBUkOA6G58qnfBBRf4RSVF7VM7a7r7IAGCQiBA4okAqSFAouXLQ5b9KCbR8ixqb3UIEBQCARJPBEgNAdKsWTNXb8aMGX5RSVH71E61tzoECAqBAIknAqSaAFHfgG48pf6BcqB2qr3V9fUQICgEAiSeCJBqAmTChAmujtaLKgfROl9qd1UIEBQCARJPBEg1ATJ06FBXp9Q70CNRR7raXRUCBIVAgMQTAVJNgAwePNjVufrqq/2ikqR2qr1qd1UIEBQCARJPBEg1AdK7d29Xp9iXbs9UtMS72l0VAgSFQIDEEwFSTYA88MADrs69997rF5UktVPtVburQoCgEAiQeCJAqgkQzkDWRICgEAiQeCJAqgmQqA/kmmuu8YtKktpJHwjiiACJJwKkmgCJRmF16NDBLypJaqfayygsxA0BEk8ESDUBMn78eFfniCOO8ItKktqp9qrdVSFAUAgESDwRINUEyPLly23ddde17bbbzi8qSWqn2qt2V4UAQSEQIPFEgFQTINK0aVNXb9asWX5RSVH71E61tzoECAqBAIknAqSGAIlmZz/zzDN+UUlR+9TOmmbdEyAohAMOuMXatLnVfxoFRoDUECADBgxw9S655BK/qKSofWqn2lsdAgSF0KjRIda48aH+0ygwAqSGAJk2bZqts846iS9vY1u1apVfXBLULrVP7VR7q0OAoBA22WQT23TTTf2nUWAESA0BItHopLffftsvKglql9qXyWgzAgSFQIDEEwGSQYD06dPH1T333HP9opKgdql9amdNCBAUAgESTwRIBgGyYMEC23jjjW399dev8RJPsVF71C61T+2sCQGCQiBA4okAySBA5Nprr3X1O3fu7BcVNbVH7VL7MkGAoBAIkHgiQDIMEN0zfIMNNrAGDRrY1KlT/eKipHaoPWpXpvd8J0BQCARIPBEgGQaIXHfdde41p512ml9UlNQOtUftyhQBgkIgQOKJAMkiQH766Sdr1KiRe93rr7/uFxcV7b/aofaoXZkiQFAIBEg8ESBZBIg8//zz7nXbb7+9zZw50y8uCtpv7b/aofZkgwDJ0vz5Zt26mbVoYdagQfKxzz5mXbqYzZvn10YVCJB4IkCyDBCJljc56qijbOXKlX5xrGl/td/a/5qWLUmHAMnC2LFmjRsn/pWtlf6hMtVBjQiQeCJAAgJk8eLF1rx5c/f6yy67zC+ONe2v9lv7r3ZkiwDJ0KJFZrvvngyKli11cxmzhQt1HdRs2DCzVq2SZaqjuqgWARJPBEhAgMjEiRNtq622ctu4/fbb/eJY0n5qf7Xf2v8QBEiGundPBsReeyWDw6fntPKx6vTo4ZfCQ4DEEwESGCDyySefuAl4xRAiUXhof7XfoQiQDB1+eDIcqrk9sA0alKzTtq1fAg8BEk9lGyB//OMfcw4Q0TpSUYhcfvnlsesT0f5ov6LwyHU9ryhA9tIva1Rtiy2S4VDdQIvp05N1Gjb0S+DZcMMNbaONNvKfRoGVbYDss88+7kC477772qhRo/zirHz88ce29dZbu+2pgzouo7O0H1GHufZP+5mLyZMn24knnui2t/baa1uXLl2yGgJcVurVS4bDihV+yWq686PqqC7SmjNnjl188cXuO6eHbjug5xAPZRsgr7zyiruFq76Uv/jFL6xDhw453XVQfQpRx7q2W+h5Inr/qH3ar9A+D1FIKCy0Zpa2p1+DuvWt/r7jjjvak08+6b8EmZyBaPY/ZyBprUgEb/fu3W3zzTd33zN996Lvn57r0aOHq4PCKtsAkZ9//tkeeuihxL/fhu6LqWus9913X7X3BK/OokWLUkN89dBM77pe9kTvF80w10P7o/0K9cQTT7iQ0La05EnXrl3d9qZMmVLpfQ455BD76KOP/JeXL/pAgunHT3Qr6XqJs7PorEMP/V3PqUyXUYdpRBsKpqwDJPLDDz+4foLoV/Uee+zhzlBCaXKebtCkbWmtKS1YOF3Xu2uRtq/30fvpffX+2U4SrOjDDz+0gw8+OBUQf/jDH1xo+P71r3+5y4CqoxtSaWn42m5rUYhGYTVrlhy669NzKlMdRmE5EyZMsOOPPz71nWvfvr19+eWXfjX74osvrF27dql6v/nNb3I6w0Y4AqSCsWPH2tFHH536Yh5zzDE2btw4v1pGdNlHa0xFp93169e3c845x9555x2/ak60PW1X29f76P30vqF9E1reXdtTH4e2p3CoaaCBOup79+6dGtaszvo777zTli1b5lctH/r8d9stGRAasaZfynpOZ4PDhyefUxnzQGz+/Pl21VVX2Xrrree+P7vssktGP36ee+45V1ev0WuvvvrqjG5JgPwhQNIYMmRI4t/17u6LqbOSTp062bzAZSfUka2l0qORWnro7ECn4k8//XTWHYKqr9fp9dFZTnTQ1vuEduDrYH/HHXek9lOd7gqFbEaV+QeCXXfd1V544QW/WunRbPKLLjIbOXLN5xs1SgZFuofK0s1ET3z/7IordD3SLykp0Q+PaACKvnv6Dmbzw2Pp0qVuiHrF7+2jjz6a1fcW4QiQKuhLfM8997h+EX0xt9xyS3v44Yddv0mIH3/80fr27Zu6PW7FxzbbbGNt27Z1l39uvPFGu+mmm1IP/beeV7nq+a/V9rRdbT+Ufu1V/CWnEFAYhPIvRRx55JFpL0UUvR9+MLv8ckv8ykgGws03+zWS61117Zpc/2rDDZOP5s2rXwvr7LOT29O6WbfcYrZkiV+j6OmsNrr0qbNdnfXmcrM2/8xZ85RqOnNG7giQGugXvTqidX1fX8wWLVrkPJdCX/YBAwa47aojUKPA/GBI91A91dfr9Ppc/sGJDuq6zhxtXwd9HfzzZejQoZU6Q//85z/b3Llz/WrFRz8iHnooOXpKB3pNcLv33uSw3HzQj4HrrzerXz+5/SZNLHHa6dcqSupHU39a9J1TP5v62/IlXd/dt99+61dDnhAgGfr000/tsMMOS30xTz75ZPvmm2/8akF0VqO+lrfeesv69evnHr169Ur9Xc+rPPTsx+ePZtFBvraGHWtE2z/+8Y/UcMwtttjCHnjggeIdgqkfDzqb0IE98aPCtCBl4GXDGn39tdmJJ66+5KXRWqNH+7WKgkbuaQSfRvLpe6CRfRrhV1u07R122MG9l96zW7duOY1GRHoESJYGDRqU6ntQx7UuMS1Mt9ZRDOmgrfHz0cFcf2qsfV0czDWD/aKLLkqdbTVr1szeeOMNv1p8TZpk9vvfrz6Y//KX+lXh16odb75ptvfeyfdNfH524YX6QP1asaV5QtF9dDTIo64moOo9/va3v6UGsmgfdOaO/CFAAmgVW/VPaEKdvpi6t8bjjz9uq1at8qvGhg7Wuvyl/dVBXLN7s+3Az4fPP/+8Uj/QCSecYF999ZVfLT704+CGG1ZfTtppp+rndtQWhfyDD66+bLbZZmb335+/y2a1QCsfaH5Q9P/61FNPdasZ1DW95ymnnJLaj0MPPTTnVRmQRIDk4LvvvrPTTz899cU88MADbcSIEX61gtL4+N/+9repfdT4eR3EC+3ZZ5+1nXfe2e2TOu41gixWQzD1Y6BfP0v8OkgesNX5rU7ygCXw80p9SJdeunqplD33NHv1Vb9WQWke0HnnnZfqN2zVqpW9++67frU6p31o2bKl2yftm/ZxhlYDQDACJA8++OADa926tftiahTIn/70J/vf//7nV6tTOhhfc801qSG1Olhr3HycaAjmbbfd5hbJ0z5qlFmfPn0KPwRTPwLatFl9ueqMM/Rrwa9VWGPGmP3qV6v38de/Nhs/3q9VpzRy8a677koNqdW8oEceeaTw/z8rUD+i+hejOUta5Vf7nM3QYaxGgOSJ/pHo4BcNtdVBUQdHHSTrkvZD4+Ar7ofGydf1fmRDYXv22WenhmAqjN9//32/Wq37WfMuEuGf2JHkQXn//fXrwK8WLy+9tHrC4rrr2qorr7SlVQ0PrkUvvviim/ej/3+aO6VVEXIZCl7bNK/rysRnFa0+sVviM1QbkB0CJM/0y1+XYyr+8n/mmWf8arVCB12Nf4/OhHRQLvSZUDZGjhzpLgNq//XQ5UFdJqxtS5YssT633moDNe9CB+JttzXr2zd5GasY6Nfz3Xfrphn2bmL/z9tyS/crO1+j9qrz3//+183zif6fHXfccXkdCl7bxifO2n6dOHuL9v9XibM6tQmZIUBqiTqG1UEcfTHVcVxbfQ8a5x7d30SPgw46yB2Mi5EGImhAggYmqC0aqKABCyG3382Ewr1JkybuvS5OhP60665LzsMoQitnzLAh559v2/7/vgdd78/30jkRzef5y1/+khoKvueee7p5P/mgQNccJQ0tTzesXe+jctXLl9dee821QW1Rmy699NLSmLNUywiQWjZ8+HA3ZFVfTI1+0lBWDWnNB41r1/j2aGy9xr3379/fr1aUNDRaQ6SjNb40dHrgwIF+tWCfffZZpdFgus/Jt5p3UQJ0x0mNNIraphFI+Rr9pCHf//d//+fm82jbm222mf39738PXsFadBagVR70IygaWJHpY6eddnKjuzS3KNfVDtQGtUVt0rbVxgcffLBOhrkXKwKkDqT7R6fJdbn8o9PBtOLYeo13r4ux9XVNkzU1aTM6YGgypyZ1hlJ4d+zYMTUfZe+993YhX4o05yGf3xH/x5A+x9AfQ99//71bcDO6sVvFh84ItaipRklVXNYnepyfOMvSQqfR8jsVH+qH0TwTLYwaKt135E3NxcEaCJA65J/2awZ4tqf9+nVZcUZ8Pn9dxpkuxWgZGbVZQzB1EMlm4ch0vy4V6qX+6zIfZ6npLsfqDC6EzhI0SjHqvNZDIXL99de7fwvZrummQFSwaZa7Lt1WDJNjjz02px8HaqPWoIu2p7PUr0vkLDVfCJACCOl41Hh1HTSjsfW1eX07rtQp3LNnT7ewpT4DDcHUgpc1DcH0r28rxMvt+na6frKa1qDyB4TozCB0QIjmhig4ovdXgOu2A7ledvLpx5RW9NWlrei9cr3ZmVa/jvrJ9Flov7MNulJFgBSQljqvaeijDo533323O1iqng6eOojWxQibuNIQzCuuuCL1K1ZL72sJfh8jbNakFWr9kXr+opwayKAVnrfddltXT0PBb7311uCh4OqfiL6/2qYu3+ZyKS0TOrMcPHhwauKg2qpVrXXzuBDqsNdnEN2wTe3QZxTn1SfqAgFSYAoIXQtON/nqpZdecuPTo4DRQTP0viSlSAtM6lp4FBBHHXWUu/atz0hhHAWMQpox/qtFc4Wi+3BUnCukSbH7779/6qCrs4bQ2zJrqRzdLTD6/ur/SV2vNuDPi1KfUC6raeuzOOuss1JzlvRZ/fvf//arlQ0CJCZ0iq9fSNElqoo3oNK1XP2aRnq6/bBuQ6zPSh2f0RplzDKunr9aQfSnHrkuy6MzvagDX/9vRhd4FWGd2evAr/3RvzFN8s3Ff/7zH2vTpk3q89JyLbkMiilWBEjM6Fpt8+bN3ZdSv5pejdk6R3Glf7z33Xdf6qxDNxfi3uyZ0XppBxxwgPvc1EeU68KgmtAarfh8xhlnxGq1ao1ejH6caZRXLoMo9BlpXko0QCHdZdRSR4DElIKDX87Z0yWGYp1EWUi6DKODoIZM50KXwKIzQI2siiOdDUX3CtHoslxCRKKVfnVWUm4IEACpANFIrVC6bBWdedyrOzTGmH5oRCPz1OZcFnyM7rBIgAAoS7kGiDrMoz6PuJ55+DSZMZr53qlTJ784YwQIgLKWS4CoLyC654z6PIrJpEmTUvOKQpfKIUAAlLVcAkTzPPRajbaKU4d5pnS3To3e0xyPkNGOBAiAshYaIBrppuHSGv02atQov7ho3Hzzza79Wrok2xFoBAiAshYaINHyJJokWMw0Eitaa00TD7NBgAAoayEBonWsNCNby3rU9Qzz2qDh35pkqPlXWoQyUwQIgLIWEiDR2YdWOS4V0YKT999/v19UJQIEQFnLNkB0q2H1e2hV3dpeGLEujRkzxp2F6Kwq08UjCRAAZS3bANECoKqvpc1LzUknneTapmXcM0GAAChr2QZI1OGc7/t5xIHWtFLbdJ+eTBAgAMpaNgGiZfRVVyFSijQiSx3pWlgyk1v2EiAAylo2AfLwww+7usWyZEmICy64wLXxqaee8ovWQIAAKGvZBEg0Ukn3MC9VWtZEbezYsaNftAYCBEBZyyZAdH9wLf1RyvcFnzFjhvs8mjVr5hetgQABUNYyDRDdG1zDXBUipU79ILpLY033CyFAAJS1TANE9/xQvV/96ld+UcnRulhq64QJE/yiSggQAGUt0wDR/edV76KLLvKLSk7UkV5TXw8BAqCsZRoggwYNcvWuvfZav6jkXH311a6tgwcP9osqIUAAlLVMA6R3796u3i233OIXlZxoiXe1uToECICylmmA9OjRw9WL+z3P80FtVFt1w6zqECAAylqmAcIZyJoIEABlLdMAKac+kGuuuYY+kBoQIAAyDpByGoXVoUMH11ZGYVWNAAGQcYBo9V3VO+qoo/yiknPEEUe4to4fP94vqoQAAVDWMg2QxYsXu5noO++8s19Ucrbbbjt306zly5f7RZUQIADKWqYBIo0bN3ZrYZXSnQh9s2bNcp9H06ZN/aI1ECAAylo2AXLqqae6usOHD/eLSsYzzzzj2qjZ6DUhQACUtWwCRPMiVLdr165+Ucm45JJLXBsHDBjgF62BAAFQ1rIJkM8//9zVbdOmjV9UElatWuUu06mvZ9q0aX7xGggQAGUtmwCR3XbbzdZee22bNGmSX1T03n77bfdZaBRWJggQAGUt2wC58cYbXf0777zTLyp65557rmtbnz59/KK0CBAAZS3bABk7dqw7A9GNpWq64VIx0SWr9ddf3zbeeGNbsGCBX5wWAQKgrGUbIHLssce612h5k1LRuXNn16ZslmohQACUtZAAefPNN91rWrZsaStXrvSLi87UqVOtQYMGtsEGG7h7omeKAAFQ1kICRA455BD3ukcffdQvKjqnnXaaa8t1113nF1WLAAFQ1kID5KOPPnLDXbfZZhubP3++X1w0Xn/9ddf+Ro0aZT3DngABUNZCA0SiUUtnnXWWX1QUZs6cadtvv71rw/PPP+8X14gAAVDWcgmQH374wf1y1+sHDhzoF8ea+m60srD2PZNlS9IhQACUtVwCRDT5TpeyNPx19OjRfnFsXXbZZa7dzZs3dysNhyBAAJS1XANEbrvtNreNHXbYwb7//nu/OHZuv/12t79bbbWVTZw40S/OGAECoKzlI0Dk/PPPd9vZc889Yx0iUXjojOmTTz7xi7NCgAAoa1GAaKn2XOjmSyeccILblm46Fbe1stTncfnll6fCQ5fecvX73/+eAAFQvoYMGeIOglrGo2/fvjlNDNTSJjqT0fa23HJLe+ONN/wqBaHRVlGH+dZbb20ff/yxXyUr+oy0Xla9evXcNlu3bl3j7W9LDQECwB3099tvP7e+lQ6G+++/v33wwQd+tYzp4NqpUye3Ld298Oabby7omlma56Fb1Gp/1GGeS5+HvP/++y4wtD19ZvXr13d/1y1wr7zySps3b57/kpJEgABIGTFihB144IHuYKjHGWecYd99951fLWMa1qvlQbStFi1a2MiRI/0qtUrLk0QzzPXQUN1Fixb51TKmz+L0009PbU+fldq0bNkyu+uuu2yTTTZxz6tj/pFHHsnpTK4YECAAKtENlR5//PHU5LoNN9zQbrrppuBhrhMmTLDDDz/cbUtDfXV5a8yYMX61vJo+fbpbGDEKL90gKmSSYERt12egz0Lb02ejz0ifVUV63/POO8+1U/VatWpl7777bqU6pYQAAZDWwoUL7YYbbkhdntFBOJeVd7VelvoeoiA56aSTXN9LPi9tvfPOO3bOOeek9ll9OlrbKtvlSSpSm9V2bU/b1b1Q9NlUR/0rhx56aOpMRYMTJk+e7FcregQIgGp98803qZFGevzyl7+0Tz/91K+WEf2Sv//++93aWdH29HddWtLlLnV0Z2POnDn29NNPu3uYRwd5PTTCSkuyZ7u9itTGww47LLXNk08+2X0W2dA91aNZ+gqzv/3tbzmFWdwQIAAyoiGv++yzT+oMQgf90AP00qVL3YH/uOOOc53s0UFaD52l6JKX1tjSr31dOooe+m8937Zt20ohFD10G1qNIvvxxx/9t8yY2qS2RZeh1HejM5tQ6nPp2rWrWyZe29NEyyeeeMKvVpQIEAAZ+/nnn+3hhx92w3N1MNx0003t3nvvdfM/Quks4qmnnrKOHTtas2bNUsNia3ooePbaay93sNcvfd1NMBfqCL/nnntSHeFqY8+ePV2b82HKlCmpSYd6HHzwwfbhhx/61YoKAQIga1pAUcN0NWxVB8Pdd9/dXn75Zb9aEI1cGjdunDvj6devn3v06tUr9fe33nrLlefrwC7qi1Eb1Ba1SW2rraG47733nu27777uvTQEWH02uYZfoRAgAILpQH7MMcekflUfffTR7n7pxUL7Gk0u1ENtUZtqm0Ky4qAC9dnccccd7iyomBAgAHKms4899tgj9Qtey4XoLCWutG9aiTe6XKZ9f+WVV/xqtU434br66qttvfXWc/uxyy675DTcuK4RIADyQv0g6g9Rv4gOhg0bNrSHHnoor5eacqV9+ec//+n2Tfuofb3vvvty6sPJB82M/81vfpM6E2rfvr198cUXfrXYIUAA5JVGMXXo0CE1ikkjt9RvUWjaBy1jon1SB7z2cdasWX61gtKSK02bNnX7qLMjDU/WIIO4IkAA1IpRo0a5OSPRr+rf/e53BVmdV++p9472Q0OEtW9xpYmV3bt3t80339ztr/7s0aNHXidc5gsBAqBWDR482HbaaSd3MNRMbs1ur2kmdz5oLshf//rX1Kx07YOGCxcLnXlcfPHFqXkyGrI8bNgwv1pBESAAap1moGtF3mgtKa2MqyG5/lpS+aBtatvR6rtaD0vvvWTJEr9qUVBfSLt27VJnUOoryXU14XwhQADUGd2l8Mwzz0wdDNu0aZPXGzFpWwcccEBq+3qvON8ZMRvPPfecG6WldmnU1jXXXGMLFizwq9UpAgRAndMdEHXPER0MNZnurLPOckuvh9JrtY3ofiYKEb1HqdESMLod70YbbeTaqXkkmk9SqGXjCRAABaFLTVq3atttt01darr11luzutSkurfccktq2XZt67HHHquVS2NxopnrmsEeBaZuBqYZ7nWNAAFQUOrs1pLr0WS6Jk2auIUWa6I6qqvXqKP8+uuvz2kRxWKktbQOOuig1CU73Wvl22+/9avVGgIEQCx8/fXXduKJJ6YOhlpx97PPPvOr2ejRo11ZVE/3FdFry1n//v3dKr/6PLTqb7du3XK682KmCBAAsfLmm2/a3nvv7Q6GGsKqVXpnz57tJv1deOGFqWGtqqO6SNJ9RnS/Ed13RJ+P7kOiVYprEwECIHY0ae7BBx+0LbbYwh0MNfw3GgKsZUhUFseJdXGgOx+ecsopqTM0zX+prYmTBAiA2Jo7d65deumlrrNYD/1dz6FmuglWdJdGXRqsDQQIgNgbMWKEjRw50n8aNejTp48LkC5duvhFeUGAAECJ0pBmBYhuqVsbCBAAKFEECAAgCAECAEhL9w9p0aKFffPNN36RQ4AAANLSgooKCC2Znw4BAgBIiwABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABB/p4IkJaJgHi9igB5KREgKn+IAAEAVPTfRIC8kAiIqVUEyLeJAFH5OAIEAFBJIkAsERBWRYBYIkBcOQECAKiEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABOnWLRkQQ4b4JUlPPZUsv+suvyQvCBAAKFYzZ5r16mW2dKlfkrR4sVnPnmZz5/oleUGAAACCECAAgCAECAAgCAECAAhCgABAKZk/Pzk6q0ULswYNko999jHr0sVs3jy/dk4IEAAoFWPHmjVunBy6m+6hMtXJEwIEAErBokVmu++eDIqWLc2GDjVbuNDsp5/Mhg0za9UqWaY6qpsHBAgAlILu3ZMBsddeyeDw6bmmTZN1evTwS4MQIABQCg4/PBkOVS1rIoMGJeu0beuXBCFAAKAUbLFFMhw0O70q06cn6zRs6JcEIUAAoBTUq5cMhxUr/JLVli9P1lHdPCBAAKAUZHIGMmMGZyAAAA99IACAINEorGbNkkN3fXpOZYzCAgBUooDYbbdkQOy3X3Luh57TnI/hw5PPMQ8EAJCWZpk3apQMinQPlTETHQCQlta70i1stf7VhhsmH82bsxYWACA+CBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABB/h9HeWEHVbasVwAAAABJRU5ErkJggg==)
PN: 4754-5-11
CAS: 175136-20-6
Molecule Weight: 326.13
Formula: C14H9Cl2NO4
PN: 4654-3-Y9
CAS: 175136-24-0
Molecule Weight: 289.262
Formula: C15H12FNO4
PN: 4654-1-2Z
CAS: 937625-32-6
Molecule Weight: 239.227
Formula: C11H13NO5
![1-{4-[(3,4-Dichlorobenzyl)oxy]-3-nitrophenyl}ethan-1-one](data:image/png;base64,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)
PN: 4754-5-15
CAS: 175136-25-1
Molecule Weight: 340.16
Formula: C15H11Cl2NO4
PN: 4654-1-W4
CAS: 31680-08-7
Molecule Weight: 181.147
Formula: C8H7NO4
TSCA: Not listed on TSCA inventory