![6-Chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-5-Y8 |
| CAS | 138642-96-3 |
| MDL Number | MFCD00269625 |
| Molecular Formula | C9H7ClN2O2 |
| Molecular Weight | 210.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-5-Y8
CAS: 138642-96-3
Molecule Weight: 210.62
Formula: C9H7ClN2O2
![6-Chloroimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-0S
CAS: 138642-97-4
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![6-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-0D
CAS: 182181-19-7
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![Methyl 6-chloroimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-5-AU
CAS: 900019-38-7
Molecule Weight: 210.62
Formula: C9H7ClN2O2
![Ethyl 6-chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-46
CAS: 330858-13-4
Molecule Weight: 238.67
Formula: C11H11ClN2O2
![7-Chloro-2-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-0K
CAS: 1159829-22-7
Molecule Weight: 210.62
Formula: C9H7ClN2O2
![6-Chloro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-2M
CAS:
Molecule Weight: 246.6
Formula: C9H5ClF2N2O2
![Ethyl 6-chloroimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUyAAAVMgFhrDaBAAACUnpUWHRtb2xTb3VyY2UAAHichZTrj5swDMD/FSufR8iD8KhKT1VPkybdbdLuJu3blELaQ+JxAvr67+dA25W2oyo0ie1fbGwn06d9kcPW1E1WlTHhlBEwZVKlWbmOya/3r05InmbTBI3QsGxi8tG2nxPX3e12NPkwhd5XJU2qgvT6yb7JBjY7Sat67QrGuPv79eWtY5ysbFpdJgapJps0nfClSnTbRfEfF26h621Wur25W9Tbfrc/gtmH0X2Tkn/fskDdHFFYZbmBVVUXuoWtYBQf9gXWpjS1bk0KywOKJfXw22fT1+cq2RSmbHFqd8gSnb+19SZBQVHlJtngZjj59hyTgiOg26qY17U+gJ1ZseagBWgJ2gOtQPugA9Ah6Ag0Z/iinqMBRwuOJlxhznNjnb4fPg1GDgv4cXwX8L377365XWLOREwcTkMZRuAwKqVQwCj3pAec+l4UgKB+yAQOXCgfhUIw77SSVEWo82gkZAQ+FSrwT0OAOgzrqOstCRysP59yHkpwFA2iUIDjoV+p7Mi47ORcBSE4giovDADjk0yENj6m/C5OJXGN6ZeBOC/RnAX9GHrD0coxv+45wbPpsirTiylkaUyWnHSZ/2lWjTgmn0BVp6bGfrYbWNNLQAwBW6pxQA4BW9hxwBsCtg3OgLgHqBvAH/fgDwHbYmdgfg8IhoBtyHEgHAK2fceBaAh0zT5OWP2gdN3heMBcl7s7TA+Yq4r3h288wVzeYbwHfq7qfjrco4y6qeRDxL/N9F3EvTgv7unywunNxeZe3Hou3vWzvxvxxf6YlQCuAAA4Z0lEQVR4Xu3dB5gURcLGcRMCoogoZ+DAnA4Q9EDBdGIED0VEPgN6iBGeE8WcA3oIKAZMdyrBRDCAgieKCooKkj0DHiJIVqKA5GR9+9ZcD7u1u2xP7cxs9+z/9zz9CFs1Pd2D0+92dYXtDAAAHrZzfwAAQBgECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAA0m7EiBGmatWqZqeddjLPPfec2bJli1sFOYAAAZA206dPNy1atDDbbbddge2YY44xn332mVsdMUeAACi1lStXmltuucXsvPPOydBo3ry5ueyyy+xdSPCziy66yMyZM8d9OWKKAAHgTU1TvXv3Nn/4wx+SIVGnTh3z8ccfJ+tMnTrVnH766cnyypUrm/vvv9+sWbMm354QRwQIcsKf//y83Ro3ftHMnbvSLU4K6qH01CSlpqkgGKpXr26eeeYZs2nTJreqNXToUHPIIYck69eqVcv079/frYYYIUCQE4Jg0HbjjR+4xUkESOmpCUpNUUEQqInquuuuM8uWLXOrFrJhwwbTvXt3+4A9eP0JJ5xgJk6c6FZFDBAgyAlBMJx0Ul/733Hj5rlVLALEn5qc1PSkJqjg4q+mqe+++86tWqKFCxea9u3bmx122MHuR//V3/VzxAcBgpwQBEO/fl/Z/7Zp84bZvLlw11ECxI+amtTkFASHmqLeeecdt1rKdOehO5Bgv7oz0R2K7lQQfQQIckIQDBs2bDbnnjvQ/nnQoG/dagRIiiZNmpSVC3ymAgqZRYAgJ+QPhlGjZtk/N236klm5cn2x9VC8smhiKq6JTL24EE0ECHKCGwwdO/7b/r1Hjy/y1SpcDwXpzqJHjx5l+pC7NA/pkV0ECHKCGwwzZiwzjRq9YDf9ubh62Cpq3WxT7SaM7CNAkBOKCobu3T+3P9PdSKCoeuVdlAf6hRmoiLJDgCAnFBUMK1ass89B9PNPPplVbL2RI38yr7/+nVm4cFWBn+c6NQmpaSj/VCMXXnhhJKcaKWqqlJYtW+bdXc5wqyKLCBDkhKKCQQYO/Nb+vGXLgWbjxi2F6m3Z8rtt5gp+3q7d2+all74y8+cXP5o97tQEpKYgNQkFF+O4THboTtaoQLn99tvNb7/95lZFFhAgyAluMAQ0FkRjQlSmYCiqXt++X+VdlPony4Lt4ovfMi++ONnMmrW8QP04U9OPmoCCC7CahtREFLfp1jVd/JFHHpk8j3322Sfv37Gv+f33392qyCACBDmhqGAIfPnlPFsWjFIvrt7UqYvzfjMfb847LzGOJP/WuvXr5p//nGh++GGp+7JYUFOPmnzy/+auJqEVK1a4VWNDd1K9evUye+yxR/K8GjZsaMaMGeNWRYYQIMgJ2woG0fxY+QOhJNOnLzPPPz8pefeSf9NAxaeeGm++/XaR+7LIUdOOmngqVqyYvMiqCUhNQbli6dKlpmPHjgWe5bRt29bMm1f0dDZIHwIEOaGkYNAMvZqpt6R6RZkzZ4Xp02dK3kVpcKEwOfvs/qZnzzFmypRfTJRaT9SU069fP9u0E1xU1eSjpp9MWL58uRk/frx57bXXTLdu3cwDDzxgbrvtNnP55Zfb/+rv+rnKVU/10+2bb74xp556avJ8d9llF9OlSxezdu1atyrShAABUrBgwW/mlVe+Nu3bv1MoTM4881Xz8MOfmwkTFhQ5D1e2qAlHTTnBhVRNPGrqSef4CU2g+PTTT5tWrVoV6GKbyqbX6fXaj8+EjMUZMmSIOeigg5Lvs//++5tBgwa51ZAGBAjgadGi1Xa+rauvHlagJ5e20057Ke837955v/GPTvu8UcVRk42aboILp5p01LSjJp50mDZtmrn77rtN7dq1C4WBtu23394cdthh5pRTTskL0zPt3Uew6e/6ucpVz32tNu1X+9f7lNb69etN165dzW677Zbc/0knnZR3pzjFrYpSIEAQS3qYra65eugdBcuWrTWDB39vBy0ed9yLpl69h82++7YwO++8p9l9993t0q5vv/12RppTtE811ajJJrhYNm3a1DbppIOOu0mTJoUu+Icffrjp0KGDeeONN+wdxMaNG92XFkn1VF+v0+u1H3ffej+9b2n9/PPPpl27dsnQ0pxeV111VV74R//5VRwQIIidtWs32V5R+k3/ppsy06ZfGprAcfDgCeaii24p8PBaW5UqVexgvYEDB5rVq1e7L02ZmmbURBPsX003gwcPdqt50THWrVu3wPHr74888oiZO3euW71UtD/tt6j303GUlp675A9Bhfqjjz4aOvRQNAIEsfPgg6NteJx4Yh8ze3b6H8amk3pB6cHx+eefX+AOQZumDFHX2pdffjnl7rRqijn55JOT+9p1111tk42abkpLdy4nnnhict877rijufjii83kyZPdqhmh99H76X2DY9DxpOOO6tVXXzU1a9ZM7ldNav/+99apbpAaAgSxMmLEjORzhqFDS99Wnk2aW+rNN980l1xyib3g5w8Tjcto1qyZ6dOnj1myZIn70qTFixfbJpjg4qqmGTXRqKmmtBQ+N998c7I7bDCF+48//uhWzQq9b/4p5XVcOr7ShqTu/O655x5TqVKl5Od/1llnmf/+979uVZSAAEFsqAfUKaf0s+Fx553xnkxPF8Fhw4bZi3/+gXDBhVLdUZ977rlkMKippWfPnrbpJajXuHFj2zSTDrpY55/5Vr24JkyY4FYrEzqO/L3KdJzpCLVZs2aZNm3aJPdboUIFc8MNN5hff/3VrYpiECCIBXWLDbrOnnPOALNqVXp6NulC9N5775knnniiyLEL+rnK03HBKo7C4cMPP7R3Fm6XWN1h6LlG/vU51ATzyiuvuLvxpmcmwf71zEZdfqM2tYmOR8cVPFPS8abrWc+nn35q6tevn/x8tW893EfJCBDEwrPPTrDhoR5O33zj34NGM80++eST5txzzy3w23yYTfX1Or0+UzPW6kL5ySefmL///e8F2uq1qZlLTS/pePge0BiMoIlIa4Fk6zmHLx1fsGaJjlvHnw6bN282zz//vKlRo0by807n2JRcRYAg8iZOXJAcZ6ER4anSb/j6jV3jEIoag1CtWrW8/TcqcuyCfq5y9zXaj/an/WayJ88XX3yRfN6hB8DppDEXwfk0b97cTpkeBzpOHW9w7DqPdNFYmmC/PBMpGQGCSFu+fF3exeI1Gx4dOrxrp18PSxd2TVuev5urNjUJ6Tf8t956K/Qa36qn+npd/lHO2rR/vU+mgkRdf/U+ujNJl/zhcemll6Z1lHo26Hh13OkOEfWaI0DCI0AQacEkiKed9rJZvDj8CnmjRo0yRxxxRPJioB43V199tf2NPh20H+0vf08evZ/eN93SHSBq9gmOuVOnTrGdAl3HreMPziUdzVkESGoIEESWpglReDRs+LwZPXq2W1wkdZXVw+j8waFpy3/55Re3alpov9p//iDR+6dzOdh0BojuooJnHhodH9fwCOj4dR46H52Xzq80CJDUECCIJE2n3qRJbxsgjzwSbn2H77//vsBI5rPPPtvMnDnTrZYReh+9X/DeOg4dTzqkK0DUkyzobaVnCHFrtiqOziN4JqLzK02POQIkNQQIImfduk3mggsSU5VoVcANGza7VQpRk1IwnkIjvjUgryzofYMR5zqedDSZpSNANO4kGOehXkxxeWAels4n6J2l8/QdbEiApIYAQeT84x9bpyoJs5zs8OHDkxdtPeD+9ttv3SpZpfcPHrTruHR8pZGOANEIbu1D4yii3lXXl84rGCei8/VBgKSGAEGkfPTRzORUJW+/XfIXWL/hB+HRoEGDjD3rSJWOQ8cThEhp7kRKGyCaQyqYnkRjWHKZzk/nqfP1mTuLAEkNAYLImD9/iWnSpKcNj9tv/8gtLkRf8KDZShfrVCckzDQdTxAiOk7fC1JpAkQPmYOJETUdSNRGmKebzi+Y9kTnnWonAQIkNQQIIkEjgc88s62pWfM8c+qp3fK+yNueqkRrYAQPzNVcFJU7D5eOK2jO0vH6rAdSmgDRVOh6rXooRWVuq0zTeQY9zVKdCp4ASQ0Bgki499577Zd2t90OyLsAlDyFxJVXXmnrq3ko6lNO6PiCZjYdd6p8A0S/fderV8++VrPalic6X523zj+VuxACJDUECMqcJrMLput46KGH3OJCRo4cmfySl1Vvq1TpOINj1vGnwjdAtKKfXqfPtjRdW+NI5xv8P5XKyoYESGoIEJQprdf9xz/+0X5hNbdUSW30Wl88GGGucRdxEowT0fGnsk66b4AEK/BpcabySOet89fnEBYBkhoCBGVKK/Lpy7rnnnua+fPnu8WFaM4p1dfI72wNEkwXHW8wYl3nEZZPgEybNi15IczVbrsl0XkHn4E+jzAIkNQQICgzQRhoZtuhQ4e6xYVossJgYkRNHxJHOm4dv84j7OSLPgESTJaoZwDlWfAMKOxkiwRIaggQlAn10Q9+G9cMt2Fo7XDV1+ui2uuqJDru4Lx1PmGkGiB6aBwE7SOPPOIWlys6/yCwwzxMJ0BSQ4Ag69SV9U9/+pP9kh511FFm3bp1bpUi6RmJXqNZcONMx6/z0PmEkWqAqNdXcBGcO3euW1yu6PyDzyJMbz0CJDUECLLu2muvtV9QdW2dOnWqW1yk2bNnJ/v2jxkTbnLFqNLx6zx0PjqvkqQaIE899ZStf/jhh7tF5ZI+B30e+lxKQoCkhgBBVmm67eALqiVEwwqmqDj44IPdoljSeeh8wkwtkmqAtGrVytbv2LGjW1Qu6XPQ56HPpSQESGoIEGSN1hEPph5p3bq1W7xNWotcrwv7vCTqdB46H51XSapV28dUqFDVfPrp525Rkfbee2+779dff90tKpf0Oejz0OdSEgIkNQQIskJTlQRzMtWuXdssX17yLLsBjQ0J1iUfPHiwWxxLOg+dj86rpLEvhx56kZ3iZezYkmcZ1ucaXADTtR5J3OlzCD6Tkv6/I0BSQ4AgK+6//377pdQsqanOTKvxE8GXOq69r1w6j+CcShrP0qTJc6ZBg15m4sR5blEh48aNS37OqQxWzGX6HILZiPX5bAsBkhoCBBk3evTo5LQSXbp0cYtLpPU09Fr9tp5LgruqktYL0boomqF40qQFblEhQVdnLa6ErYLFpkrqOk2ApIYAQUYtW7bM1KpVy34hTz755BKba4rSq1cv+/pjjz3WLYo1nY/OS+e3LakESM+ePe0+//KXv7hF5Zo+D30u+ny2hQBJDQGCjAp6BFWvXt3Mm1dyE0xRguavFi1auEWxpvPReen8tiWVAMnVz6q0wn7WBEhqCBBkTOfOnZNfxlRmRHXddNNNdh+5NilgMNmfzm9bUgmQXP2sSivsZ02ApIYAQcY0b97cfhH1ALM0PYKCfvxXXHGFWxRrOh+dV0njNVIJkFz9rEor7GdNgKSGAEHGrFmzJjlgrn79+mb9+vVulVBy9bfqsL8VpxIgufpZlVbYz5oASQ0Bgoz6+uuvk5MHdurUyS0OJVfb9cO2y6cSILn6WZVW2M+aAEkNAYKMC+Zm0rTtw4YNc4tLRC+s8AFCL6yi0QsrMwgQZMU555xjv5R77bWXWbCg5AthfowDCR8gjAMpGuNAMoMAQVYsWbLE1KxZ034xmzZtmtJ4kPI+Ej2VAGEkemGMRM8cAgRZM2rUqOSU7F27dnWLi1Xe58JKJUCYC6sw5sLKHAIEWRUstVqhQgXz5ZdfusXFKs+z8aYSIMJsvAUxG2/mECDIqk2bNpkmTZrYL+iBBx5oVqxY4VYpUnleDyTVAGE9kIJYDyRzCBBk3axZs5JNUhdeeKFbXKTyvCJhqgHCioQFsSJh5hAgKBODBg1KflH79OnjFhepvK6JnmqAsCb6VqyJnlkECMrMlVdeab+oWrJ12rRpbnEhQRdVDUyMa28sHXcwsLKkLqWBVAPk999/N/vvv799j0ceecQtLld0/voc9HnocykJAZIaAgRlZvXq1eaII46wX9ajjz66xKlONm7cmLww3nLLLW5xLOi4gwuazieMk07qawNk8uSf3aJiBZ0V6tWr5xaVKzp/fQ76PMIgQFJDgKBMffXVV6ZixYr2C3vDDTe4xYU888wzybuQksZPRI2ON7j70HmE9c9/TjSdO79v1qwJFziiO7rgQjh58mS3uFzQeQefQZg7XCFAUkOAoMwFPaw01cm///1vt7gADQoL7lrOPvtstzjSdLw6bh1/Ngb5Bb3dyuvEisEEivocwiJAUkOAoMypbTqY7K5GjRrm55+33VQzcuTI5Jc87AP4sqbjDI5Zx58NWoNF76flhH/88Ue3OKfpfINllFNZi4YASQ0BgkhYvHix2W+//ewX97TTTitxdHbwAH6XXXYJ1bumLOn4dJw6Xh13tiiYg2cA7du3d4tzms5X563zD/PwPECApIYAQWR8/PHHybEe3bp1c4sLWLt2ralbt66te9BBB0W2V5aOS8en49Tx6rizaeDAgfa99blOmDDBLc5JOs/g/yOdfyoIkNQQIIiUO++80355NdVJSRPf6Qu+xx572PoNGjQIPao9W3Q8Oi4dn46zLC5I+u37xBNPtMfQsGHDEu/s4k7np/PU+eq8U7n7EAIkNQQIIkVTnTRu3Dh5Z7Fy5Uq3SgFffPFFsnlIF+uo3InoOILw0PHpOMNQd11tjRu/aObOLf7cg3phfPPNN8nZaMNMnRJnQYcMna/OO1UESGoIEETOTz/9ZHbffXf7JQ7Tg0jraQQhotD59ttv3SpZpfcPmq10XCWt95FfEAzabrzxA7c4KZUAkZtvvtkej7pM52q3Xp1X0CVc5+uDAEkNAYJIGjBgQPKL3K9fP7e4EP2GHzRn6aJdVr2z9L5BmOl4wt55BIJgCAYPjhs3z61ipRogGqR5zDHH2OPS4kol3dnFjc4nWDRK51nSoNTiECCpIUAQWUFPml133dX88MMPbnEhWvcheLCuTeMusjXYUO8TjPPQpuPwWY8jCIZ+/b6y/23T5g2zeXPh5xapBoioa2vVqlXt8TVv3tw2F+YCnYfOR+el8ytNl2UCJDUECCJLU50EM6nqt8owg+/WrFljrrrqquRFQCO/NX1Ipp6NaL/afzDCXJveX8fhIwiGDRs2m3PPHWj/PGhQ4SY5nwCRt956K9lD6bLLLkv5IXPU6Ph1HjofnZfOrzQIkNQQIIi0KVOmJNu1b7zxRre4WFr9MBixHgSJZsFNtUmpONqP9pc/OPR+et/SyB8Mo0bNsn9u2vQls3JlwSYZ3wCRp59+OnnMnTp1im2I6Lh1/MG56LxKiwBJDQGCyHv88cftF1pTnaTyQFqTFWrOqWACxmDTA26tCKjfVhcuXOi+rEiqp/p6XfCAPNi0f71P2MkRt8UNho4d/23/3qNHweBz66UqmGxR26WXXhq75iwdr447OIewkyWWhABJDQGCyNNvmsHzhT/84Q8pN0fpwv7KK6/Y9TcUQvkv/tq0uFWjRo3MmWeeaS6//PLkpr/r58HiV/k37Uf7037TERwBNxhmzFiWdwwv2E1/Lq6ej/whomcIcXmwruMMnnmkMzw04aL+zYP91q9f30yaNMmthnwIEMTCokWLzL777mu/2GeccYZ3s8ucOXPsWAGtRR50FQ67qb5ep9drP5lQVDB07/65/ZnuRgJF1fOhZp/gmYh6MUW9i6+OL+htpeNOR7PV8uXLbfOoBq+6/+Z6jyuuuCL0nWp5Q4AgNj766KPkxa5Hjx5usRf12HnvvffME088YR544AFz22232bsP/Vd/189VXpqePakoKhhWrFhnn4Po5598MqvYer4GDx6c7J2l5029evWK3Ih1HY+OK3gepuPVcZfG5s2bzfPPP28n8AwCQ3Nn6TnWxIkTzQknnJD8ud5P/8+F6chRnhAgiJXbb7/dfqF33nnnWM7tpDAYOnSa6dRpuGnSpLe54Yb3C5QXFwwDB35rf96y5UCzceOWYuv5UkAG40S0aTqQqHy+Oo5gehJtOs7SBvqnn35qm6iCfe61117mn//8pw2V/Pr3729q1aqVrKe7n6FDhxaoU54RIIgVPW849thj7Zf54IMPtg89o27p0jV5vy1/b5ugjj32xeTFX5uCJL/igkFjQTQmRGUvvZQYI1JUvdLQ4DuN4A6mPdHdnsbilPZi7Uvvq/cP7jp1XDo+30GCMmvWrLzPsU0yENRspYXMfv31V7dqkrpk33fffaZy5crJ151++ulm6tSpbtVyhwBB7MyYMSPZ5NK2bVu3OBIWLlxlBgz41lx99TD7ADx/aJx++svmwQdHm7Fj55lNmwo2FW0rGL78cp4tC0apu/WmTl1sw2XJEr8xKAHNIRVMwKhN62poSplsPR/R++j9gvU8tOl4fOa2CmhM0T333FOg2/VZZ52VUk+r2bNnmwsvvDD5egXaddddZ5Yt29q5obwhQBBLr732WvKL/PLLL7vFZWL+/JV5x/Ifc/nlbxcIDG3Nmr1qH4ZPnLjAbNlSfAeAooIhP82PlX+/+ak5LAiYPn2m2MGIpaGp0POP7Nemvz/yyCNm7ty5bvVS0f6036LeL9Up2V2vvvqqqVmzZnKfhx56qHn33XfdaqF99tln5uijj07ub88997TduOPWFTodCBDEVrt27ewXeLfddjPTp093i7Ni1qzl5sUXJ5tLLhlcKDRatOhvHntsrPnqq/DdjosKhvw0Q69m6i2q3oQJC+x7BmUayT5y5E8F6vjQin7B8rj5N80S0KFDB/PGG2/YRbPCdmdWPdXX6/T6YLaB/JveL5WVBIsyfvz4AsetXnSPPvpo6OPcFj3U7927t+1WHuy/Tp06dk2b8oQAQWytWrXK/japL68esmarh8wPPywx//rXRHPBBa8XCg095H7mmfF5F8hF7suyYv36TeaFFyabE07okzyma6991/z4Y+mbWTROQmMuateuXeiCr01jYw477DA7PqaoMTX6ucqLGoujTfvV/vU+paElkfXLRfA+eoai6WXUFTzdtOaLprJRp47gPM477zzbzFoeECCINQ30Cr68vlN4h6HFre68815z3HF/M3/6030FQkMPtxUo06eX/iKdLosWqc1/ZPIY9fC+W7fPbS+wdNAdhMZgtGrVqsBv4alsep1er/2kY1liPVx/+OGH7R1p8B4nnXSSnQ4n03QH3KJFi+T7qrvxHXfdYX5bE/1OHqVBgCD2evbsab+0+k3zgw+KX0MjFRqoqLbuzp07F/iNe489jjGHHPJ307btYNO792Qze/Zy96WR8vXXC81llw1JBonGk6hLcFEz/JaGBuOpyUjPprQccVFjavRzlaue6qfTkCFDCkwxo+llBg0a5FbLuBEjRpgjjzwycRyHbGf26bSP6Tetn/ndFP/cK84IEMSeLvbNmjWzX9q9997be9SwxgCMHDnSdOzYMTnqPf+m9vQnnviXmTs3/U0hmaRB+xp7cuaZryaDRM1v6tUVd+qZdeqppyb/jbQWS5cuXbK+9nx+epj+5LNPmj1a7WG2uz/vuJ7fzjQa0siMWTjGrRp7BAhygkJjn332sRcRdc8MO9WJnpu8//77droKDSbLHxi6o/nLX/5iR0DPmxf/i+2aNRvNU0+NL/AQvnPn982cOdFaSz6MpUuX2qAPxqxou+SSSyL177R09VLT4fMOZscXdrQhoq3tyLZm3uroHGNpESDIGWo+CAadqbdNcdatW2d7+GgdCXc+LF2QNEhMU1z43slE3bx5K81NN41IhogC5cknvzSrV2enE0Jp6Ld7BXqw+qQ2daAYMya6v91/s+wb0/TdpskQqdKniukyuYtZtzk9z6PKEgGCnHLrrbfai4oerGs+o4AGkqlNXAPBqlSpUiA09MBTs/327du3XA0KGz9+fnJ0u7YzznjFvPPOf7c5TqUsFXi+kLfpjlP/ZmHvNsva4J8Gm4MGHpQMkv37729en/m6Wy1WCBDkFPXx1xTsusBoqpMXXnjBdqvMPw2FNv39/PPPt4PM4jAdSqboYfrrr3+XnKxR28UXD8oLl9J1pU0nt4eTfjnQnGhx/Hdbv3m96Tqlq9m1767JIDl52MlmypLM9xTLBAIEOUdzKOWfsiLYtLa6psjQADbfJWdzlVY81KJV6u57+OG3mBo1TjaXXPK3jE1bH4bW/XDHWLRs2TInxlj8vOZn0+6Tdmb757e3IaLnJFeNvsosXrfYrRppBAhyUjDTqp6JaFDZsGHD7LMPbNvMmUvzQvZBU6XKAck7tfvvvz+rgVueRnmPXzTeNH67cfJuZPd+u5ueX/c0G7eUfrR8NhAgyDl60Kr5iXTh6dOnj1uMEDRlebBwkzZNaa6pzTNNY2/yTytfvXr1cjHP1CvTXzE1X6uZDJLDBh1m3pvznlstcggQ5JwPP/zQXnw0Vfe2punGtqmLc/fu3ZMzH2vTIkv5Oyeki5rKLrroouT7lMeZbldvWm3umXiPqdS7UjJIRv882q3mLdhnOqV3b0AEXHvttfYipPEgKD11Z86/LkewTkg6ujmraUxNZO5aG+mY2iSuZv02y1z48YXmiNePMD/9VvRkmDNXzjQ3jr3RHPXmUaZav2qmYu+KtlfX8e8cb+6beJ/57tfCnx8BApRA7ecaja4LkXpgIX2KWuZVdyi+k1gWtdrfO++841aD47GvHzM7vbhTMhCK21zF/bw00rs3oIxpqVJdjLQY0eLF8erREhdFXfhTWeZVE2CmM4jKkye+ecKGgHpvqReXmriWb1huuwfPXjXbjF041jw4+UFT54067ksJEKAk119/vb0oNW3a1C1CGhXX9LStZV4z2RRWHsxZNcdUeLGCDYHXfnzNLS4RAQJsg0Yk//GPf7QXJ00RjswL8/BbdxY9evTIysP4XHbH+DtsAGg+LR8ECLANX375ZfI32wULFrjFyKDiut9qmvWy6A6cizSjrwJg5IKRblEoBAiwDRq1rIvU8ccf7xYhC4oaABhsZTEgMddUf6m6DYBl6/26NhMgwDYECwo99thjbhGyKJiCJFhSVqsOluWUKLki6Hm1aYvfoEoCBCjG5MmT7cVKF61Zs2a5xSgD6m01fPhw98fwxB0IkCF33323DRCtDQHkIp6BABlyxBFH2AB5+OGH3SIgJwS9sC4ddalbFAoBAhRB014ED2t/+OEHtxjICcE4EA0iHDhjoFtcIgIEKEKXLl1seNSrV88tAnKKpnpXCChE2n/a3nz2y2dm5YaVZsOWDTZgNBL9ockPmbpv1nVfSoAARTnqqKNsgDzwwANuEZBzun/V3S5AFQRCcZuruJ+XRnr3BmSZljsNmq++/fZbtxjIST+u/NF0HtvZ1Huznqnar6qdjbd2/9rmhKEnmPsn3W+m/lp4ShkCBHB069bNhsfhhx/uFgHIMAIEsdaoUSMbIHfddZdbBCDDCBDE1uzZs5OjnTVoDUB2ESCIrccff9yGx4EHHugWAcgCAgSxFSxKdPPNN7tFALKAAEEsabr2YGGisWPHusUAsoAAQSxprQmFR82aNe1CUgCyjwBBLGnJWgVIp06d3CIAWUKAIHYWL15sl05VgHz66aduMYAsIUAQOy+++KIND618t3nzZrcYQJYQIIidZs2a2QC55ppr3CIAWUSAIFaWL19udt55ZxsgI0aMcIsBZBEBglh5+eWXbXhUr17dbNy40S0GkEUECGLl3HPPtQFy+eWXu0UAsowAQWysWrXKVKpUyQbIu+++6xYDyDICBLExaNAgGx5Vq1Y169evd4sBZBkBgtho06aNDZBLLrnELQJQBggQxMLatWtNlSpVbIC89dZbbjGAMkCAIBaGDBliw2OXXXYxa9ascYsBlAECBLHQtm1bGyCtW7d2iwCUEQIEkbdhwwaz++672wAZMGCAWwygjBAgiLz33nvPhkfFihXNypUr3WIAZYQAQeRdccUVNkDOOecctwhAGSJAEGmbNm0ye+65pw2Qfv36ucUAyhABgkj76KOPbHhUqFDBLFu2zC0GUIYIEERahw4dbICceeaZbhGAMkaAILK0WFTlypVtgDz77LNuMYAyRoAgsoYPH27DQ1vLli3Nli1b3CoAyhABgsi64YYbkgGiTX8HEB0ECCLp999/N7Vq1bLB0bx582SIdO/e3a0KoIwQIIikcePG2cDYfvvtzfz58+3658HftSohgLJHgCBStM6HwuPUU0+1gXHcccfZn+uB+nnnnZfs0vv+++87rwSQbQQIytT3339vbrnlFvN///d/5s9//rPZeeedCzz3aNeuXbLuunXrzIknnmh/rqndJ0yYsHVHALKOAEHWLFy40LzzzjvmrrvuMmeccUZygkR322GHHczBBx9sjj32WPPzzz8X2Mevv/5q6tSpY+vVqFHD/PDDDwXKAWQPAYKMWL16tRk9erR57LHH7BTstWvXLhQUwRbcdWjMR9++fe1rt2XevHnJB+wHHnig+eWXX9wqALKAAEHpaXzGf/5jFrzwgnnh6qtN/fr17V2EGxTadNehu48777zT3o3ormTRokX2jkPlNWvWNLNnz3bfoZCpU6ea6tWr29c0aNCAWXqBMkCAxNn33xvTsaMxhx9uTJUqxuyyizGHHab5PxJlmTJnjjGDBxtz883GnHxy4r3zLuTf5G3X607if2Ghh93HHHOMue6668xLL71kL/rFmTFjhtl7773t64444gizdOlSt0ohX3zxRXKkuh666wE8gOwhQOJK4yF23NFeuIvcVNajh/uq1K1YYcyHHxrTtasxLVuavKt84ff637bk0EPNkIsvNn2efNL2pNJD71RMmjTJ7LbbbjYQmjRpEmrpWt3F7Jh3rnqNHsQzWh3IHgIkjvIu0Paivf32xlx5pTHjxxuzapUxuuCqZ9JVVyXKVKdXL/fVxdu40ZjJk415+mlj/vY3Y448slBIJLfq1Y1p0cKYBx7Qik96uu3uzcuHeWEVPBNpkbd/dd8tyQsvvGDra7v++uvdYgAZQoDEzdy5Ju8Km7iI9+3rlm6lMtVR3Xnz3NKE6dON6d9fc4YYo/EWlSoVDgptlSubvFsCYzp3NmbQILU3uXtKq/55xxQ8Q9FiUmF06dIlGSLdunVziwFkAAESN3fdlbioX3CBW1JY69aJunffXfDnmzYZU79+4aAItrp1jbn8cmM0A+6UKYn6WabeW0Eg3O0efzGuvfZaW1+j1fXMBUBmESBx06hR4iI/YoRbUtgHHyTq/m80d5IeNteokSjbd19jzjsv8Uzl44+NiVBvJg0wDELkmWeecYsLUXNXq1atbP2ddtrJzuYLIHMIkLjZY4/EhT/M6nxLliTq7rmnW5J4OL5wofvTSNGEim3btrWBoAflb775plulED24P+mkk+xrNFp9vJ4PAcgIAiRu8n6ztqEQpllJD8VVV6+JqY1556DVCBUIlSpVMp9++qlbpRCNVq9bt659zV577WVmMVodyAgCJG7SdQcSI6tWrTINGza0gVCtWjXz9ddfu1UK0Wh1jX4/Ku813Q44wGxwpkQBUHoESNwEz0A0NqMkek6iusce65bEjkarH3LIITZE9ttvv1Cj1X+aOtV0q17djNVnoE4DarYDkDYESNzceWciFNq0cUsKU08t1VXPrRwwc+bMlEerrx4zJtENWZ9D06aJDgQA0oIAiRtNI1KhQuKC+MorbulWWnRJdTQORGNHcsTkyZOTo9UbN24carS6GTp066h9BS+j1YG0IEDiqGfPxMVQo82vvjox+lwX0rVrjZk40Zhrrtk6Ev3xx91Xx95HH32UHK3+17/+1WwK06HgxRcTn4e2Tp3cUgAeCJC4+sc/jNlhh60XRXdTmeavylEDBgxIjlZv3769W1y0Bx/c+vk8/LBbCiBFBEicffddYubdQw9NzMSrtn79+dprE2U57vG8uysFSI287c2wz3n0eQV3b/36uaUAUkCAINa63nqruSYvEIbkbZs0CWRJ9Pzj/PMTIaLxMZoIEoAXAgSxptHq/7n0UvN70Gz3xhtulcI0zbzWMdFrtJbJuHFuDQAhECCIP424P+usRCBUrGjMJ5+4NQpbvtyYevUSr9lrL2OmTXNrACgBAYLcoPVQGjZMBMLuu9sldks0f74xtWsnXnPAAcYsWODWALANBAhyx+LFxhxySCIQ9tvPmFmz3BqFaelfTfWi1zBaHUgJARJHehD82GNaz9UtwcyZxuyzTyIQtFa85gMriUarqxebXnPKKYxWB0IiQOJII6t1sTvwQLcEokWwqlZNfEZaCyXMaPVhw7bOdKzR6r//7tYA4CBA4kjrletCp4WgUDQtjhUs/Xv22eGmv+/dO1FfG+uIACUiQOJGPY6CKd1ffdUtRX4DB24dra8lesNQiNx0E81YQAgESNy8/37igqjfrnngW7Innth6V6GZjAGkDQESN1ddtbVZBuHcdtvWEHnqKbcUgCcCJE42bzamRo3EhbBPH7cUxdED8csuS3xuatJ6/XW3BgAPBEicjBqVuAiqt1CIxZSQj54dNWuW+Pw0Wl2fJYBSIUDi5O9/T1wATz/dLUEYq1dvXRK4WrXEdCbF0QDDjh0TY0k0X5bGiRx2WGI2X5UBIEBiQ4MHNbpaF7/nnnNLEZZGq//pT4nPcuVKtzShe/etKxgWtamsRw/3VUC5Q4DExRdfbG3D/+UXtxSp0DOR4pa1ffLJxOes9UKuvDIxHkTzbGkwolZ+VCeGYLXHXr3cVwPlCgESFzfemLhonXSSW4J00drxweDDvn3d0q1UpjqqO2+eWwqUGwRIXOy/f+Kipd+QkRla1VCf8QUXuCWFtW6dqHv33W4JUG4QIHGgppOgWUW/JSMzggfsI0a4JYV98EGirubaAsopAiQO7riDi1U2BFPELFvmlhSmWX5VV1PBA+UUARIHhx6auFjR8yezgtl4w0y8qHElqqvXAOUUARJ1X3+duFBpmzHDLUU6cQcCpIQAibr77ktcqBo0cEuQbsEzkA8/dEsK03MS1T32WLcEKDcIkIibUqeO+VkXqocecouQbpqtV5+1FpQqiXpqqa56bgHlFAESYbP/+1/TNu8idW/etoLpMzJvzhxjKlRIBMMrr7ilW738cqKOxoHQKw7lGAESYf/4xz/yrlPbmeM19Qayo2fPRDioy/TVVye6UGsU+tq1xkycaMw112wdif744+6rgXKFAImwY445xgbIvffe6xYhk/KCO7mSYVGbyrp2dV8FlDsESETNnDkz7xfd7W2AfPXVV24xMu277xIz76oLtWbirVw58edrr02UASBAourRRx+14XHwwQe7RQAQCQRIRDVu3NgGyG1ajhUAIogAiaB58+Ylm6/GazpxAIggAiSCevXqZcOjdu3a5netXQEAEUSARNDJJ59sA6Rz585uEQBEBgESMQsXLjQ77rijDZDPP//cLQaAyCBAIuZf//qXDY99993XbClu2VUAiAACJGLOOOMMGyAdO3Z0iwAgUgiQCFm2bJmpUKGCDZCPP/7YLQaASCFAIqRv3742PPbaay+zKcyiRgBQhgiQCPnrX/9qA+TKK690iwAgcgiQiFi5cqWpWLGiDZDhw4e7xQAQOQRIRPTv39+GR7Vq1cyGDRvcYgCIHAIkIs4//3wbIJdddplbBACRRICUkWnTppnXXnvNXH/99aZhw4Y2PLS99dZbblUAiCQCJAuWLFlihg0bZu655x7TrFkz20wVBEb+TSPQf/vtN/flABBJBEiarVmzxnzxxRfm8ccfN23atDEHHHBAoaAItpo1a5pWrVqZHj16mA8//NC+FgDiggAppW+++cb07t3bdOjQwTRo0CA5j5W77bbbbubUU081t99+u3n77bfNggUL3F0BQKykNUCCi2VJwtaLmvnz55shQ4aYW2+91Zxyyik2FNyg0LbTTjuZo48+2k5HosGBChkAyDVpvYqHDYaw9VxaJ/zGG280Rx11lH2OoHET+++/vzn++OPNfffdZ75L41rVehah6US6d+9uzjvvPDu5oRsUwXbQQQeZCy+80DzxxBNmzJgxZu3ate7uACDnpH4V34awwRC2Xn6PPfaY/c3evXi7mw9NGzJlyhTz7LPPmvbt25u6desW2m+w7bHHHqZ58+Y2sPRgXPNXAUB55HfFLUbYi3jYegH9Zq/6Wua1Xbt2ZvTo0Wb58uVm/fr1Zvbs2Wbs2LHmwQcfNHXq1HFfWqQZM2aYQYMG2QWbmjRpYipXrlwoKLRVqlTJHHfcceaGG26wA/2mT5/u7goAyq3wV/EQwgZD2HoyZ86c5Ay1GjfhQ4HTpUsX06JFC1O9evVCQRFsRx55pPnb3/5mnnrqKTNp0iSzceNGd1cAgP8JdxUPKWwwhK0nd9xxh63btm1btyiUiRMnFgoKbXvvvbdp2bKl6dq1q+1Cu2LFCvelAIBtCHcVD8m9SJe0hdGoUSNbd+TIkW5RKIsXL7bNUFpn/KabbrIjvXVXAwAonXBX8ZDcgChpCyNocuJhNQBES7ireEhhgyFsPQl6XrHAEgBES7ireEhhgyFsPeEOBACiKdxVPKSwwZC/3uTJk+2IbfWAUndaDdg77bTTkrPSlvYZCAAgM0q+2qfAJ0AUEM8884z5z3/+Y1avXm3vNEaMGGHq169vB+sFvbAuvfRSZy8AgLJU8tU+BT4BUhwN9tN0JcE4EA0iHDhwoFsNAFBGtn0VT1GYYJAw9RQce+65p/1zz549bX2FiKYa+eyzz+wa4lr6VfU0Ev2hhx6yU5AAALJj21fxFIUJBtlWPQ3o08jxxo0b2wWYAprUsLip0vNvAIDsiMwV1w2C008/3WzevLlAnR9//NHOX1WvXj1TtWpVOxtv7dq1zQknnGDuv/9+M3Xq1AL1AQCZE5kACSxatMgMGDDA7Lfffnb+KgBANEUuQAKjRo0ytWrVcn8MAIiIyAaIFnRSExUAIJoiGyAffPCBHQsCAIimMg8QLUf7xhtv2OVqtUCU1h3XOuI1a9Y0w4cPd6sDACKizANEYzi0nried2jiRE1l0rp1azNu3Di3KgAgQso8QAAA8USAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPDy/25flHUAK8LPAAAAAElFTkSuQmCC)
PN: 4H23-5-2E
CAS: 1260797-60-1
Molecule Weight: 224.64
Formula: C10H9ClN2O2
TSCA: Not listed on TSCA inventory