| Product Number | 3630-5-Y3 |
| Synonyms | 4-(3,5-Dichlorophenyl)aniline; 3',5'-Dichloro-[1,1'-biphenyl]-4-amine |
| CAS | 405058-01-7 |
| MDL Number | MFCD06796293 |
| Molecular Formula | C12H9Cl2N |
| Molecular Weight | 238.11 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3630-5-Y3
CAS: 405058-01-7
Molecule Weight: 238.11
Formula: C12H9Cl2N
![3'-Chloro-[1,1'-biphenyl]-4-amine](data:image/png;base64,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)
PN: 3630-5-08
CAS: 5748-36-7
Molecule Weight: 203.67
Formula: C12H10ClN
PN: 3630-7-39
CAS: 405058-02-8
Molecule Weight: 221.66
Formula: C12H9ClFN
![3'-Chloro-[1,1-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 3630-5-Z0
CAS: 1172032-93-7
Molecule Weight: 240.13
Formula: C12H11Cl2N
![3'-Chloro-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKIAAASiAEEP2irAAACJHpUWHRtb2xTb3VyY2UAAHichZRtj6IwEID/yqSfz74BgkbcGDeXXLJ7H273kvt2qVBdEqCbgm///qagK6iHCpkyM0+nnZl29nQocthpW2WmjImgnIAuE5Nm5SYmv9+/jyLyNJ8l6ISOZRWTj7r+nDK23+9p8qELdTAlTUxBWvv0UGU9n71Hjd0wyblgf15f3hpmlJVVrcpEI1Vl06pRvphE1c0q/hOCFcruspK17qywu3a2v5K7h9NDlZLLXpZoWyAK6yzXsDa2UDXsJKf48G+w0aW2qtYprI6o9qiPe5/PXp9Nsi10WePQzZAlKn+r7TZBRWFynWxxMhz8eI5JIRBQtSkW1qojuJFTKwFKgvJA+aACUGNQIagI1ASU4PiiXaCDQA+BLiLAnOfaBX0/fmpceQ4/YXn/n8MSkyZjgpvAHwhORRT5FyloIKW4yJM+olHgh2cRohGXchJjdAl98NHmhWfhoY2fbQSOl5AenfCAg6TeGAXGmaBAW4BixGkoLp8n41k7klQ2Xh7lsvvdp1qBuWVfyZ3PVqZMO0PI0pisBGmy/kuvK1xfk3UCxqbaYi+7CZxrF5B9wNXoC1jcA7w+4Co6DPh9wNV/GAj6gOuWYWDcB1xvDQPhzaYfANFNhMlwWid9oGn04RDO3kXag/GAuSp3e5AeMFcVbw/eA+aq6O1BHc6A8O8wD1pFBLdpu4uwTvOz8y2Ew5sbinWuL4aX9vwfSle2BM0vgloAACr6SURBVHhe7d0HuBTV/cZxJSBiQ4piARuIPUYRRERFbGiCkaCJj6hBxZioYMEeLMGgMZLYIkWUaiQaDVKCsZGILREIEUUEC4j0Ik1E6vnnPf/MPpfDLTO/3Xvv7uz38zz7GPbMzp2zN3femTltOwcAgMF24RsAAMRBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIACQhRYtBvrXI4/8MyzyovJQWe9HKirPBwQIAGQhOtEff/wgN2fOirC4zCAo6/1IReX5gAABgCxEJ3q9rr32r2FxmUFQ1vuRisrzAQECAFmITvTdu4/3//3HP2aXWh4q6/1IReX5gAABgCxEJ/rZs1e4Vq0GuY4dn3Hr12/apjxU1vuRisrzAQECAFkoeaLv2/dt/78HDZpSanlJ0fsVvfIZAQIAWSh5ol+16lvXvv0w16bNU27hwjXblJcUBkVZr3xGgABAFsIT/XPPTff/vuWWV0stj5T1fqSi8nxAgABAFsIT/ebNW9yPf/xn/96//jVvm/JIWe9HKirPBwQIAGShtBN9FBwXXPBcqeVS1vuRisrzAQECAFko60R/440vZ8pKKy/r/UhYPmnSfD/O5OSTh7izzhrhevd+w61cua7EJ6oeAQIAWQhP9JG5c1e51q0HlVle1vuRsLxbt9HujTfmuBUr1rnly79xffpMdNdd91KJT1Q9AgQAshCe6EvS/FhllZf1fqSi8rVrN/i7kepEgABAAdKId92VVCcCBAAKzMcfL3Vnn/20mzlzWVhUpQgQACggkyfP9+ExZcqCsKjKESAAUCBefvlT16HDCPfhh4vDompBgABAAXj66ffd97//R/f559uuOVJdCBAAyKEtW8J3ciPqlRW+1BuruhAgAJBDXbuOctdcs+3CUmlEgABADrVs+YRr125I+HYqESAAkEMECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJocddvN/Q+TO8O1UIkAAIIfq1j3cNW7cMnw7lQgQAMihGjVquN133z18O5UIEADIIQIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADBRgOy2227h26lEgABADnz77bfu17/+tdtuu+38q2/fvm7Dhg3hZqlCgABAlp5//nl34IEH+uDYfvvt/Uv/u3nz5m7cuHHh5qlBgACA0fvvv+/atWuXues49dRT3bRp09ykSZNcmzZtMu+fddZZbsaMGeHHCx4BAgAJLV261F111VXuO9/5jg+Igw46yL3wwgvhZu7pp592TZo08dvUqlXLXXfddW7FihXhZgWLAAGAmNSm8dBDD/leVgqFXXbZxfXp08e3f5Rl7dq17q677nJ16tTxn2nYsKEbMGCA27RpU7hpwSFAACCGl156yR166KGZdo5LL73ULViwINysTHPmzHE/+clPMo+1vvvd77q///3v4WYFhQABgHLMnDnTnXPOOZkTf+vWrd0///nPcLPYJk6c6I455pjM/jp37uw+//zzcLOCQIAAQClWrlzpbrzxRt92oRP9vvvu64YPHx5uZrJ582Y3aNAgt+eee/p9165d2/3yl790a9asCTfNawQIAJSgk/sTTzzh9thjD39y33HHHV2vXr3c119/HW6aNYVUz5493Q477OB/1j777OOGDRvmtmzZEm6alwgQAPifN954w33ve9/LPF46//zz3ezZs8PNcm7WrFnu+9//fubnHn/88Vk9JqsqBAiAoqcG7h//+MeZE/jRRx9dLQ3cf/vb37ZpqJ8/f364Wd4gQAAULT2WuvPOO/1jKp201cV24MCB1drFduPGje7hhx929erV88ekrsKaIqW8rsLVhQABUJQ0yK9x48b+JK2G8htuuCGvBvktW7bM/fznP88MVtRUKZoyJZ8QIACKynvvvedOOOGEzOOqDh06uI8//jjcLG9oahRNkRIdr6ZO0RQq+YAAAVAUFi5c6Lp27ZqZ6PCQQw5xf/3rX8PN8pamStGUKTp23ZVoKhVNqVKdCBAAqbZ+/Xp3//33u1133dWffDUNye9+97ucTLWufesOYcyYMW7o0KFuyJAh7p577vH/1b/1vspz1X6h/WjqFLWLRHXR1Cq5qIsFAQIgtUaNGuWaNm2auWq/8sors7pq19QlGkyo3lGaqj16rBTn1axZM9elSxc3ePBg3+srG+qZpWOI7qbUc0tTrVQ1AgRA6nzwwQeuffv2mZP3Kaec4qZOnRpuFosmQ9Qdxcknn7xNKKinlKY20cn82muv9Xcf0at79+7upz/9qS+vX7/+Np897rjj3GOPPeYby600VkT7j/apKVc09UpVIUAApIZOxldffbWrWbOmP6EecMAB7rnnngs3i2X58uXujjvu8MvTRifoRo0a+VDQXci8efPCj5Rr0aJFbuTIka5bt26ZKd710ih0vffZZ5+FH4lNx6OpVqL9aQoWjXKvbAQIgIKnsROPPvpo5kp/5513dr1793br1q0LN62Q2hnuvvvuTJuJwqhTp05u9OjR/ufkgqYqmTBhgg+jaJp3/Rz9W439FhrToilXojEtmopF821papbKQoAAKGivvPKKO/zww/1JU20CF198ceK7g4imMonaNnRCv+SSS/w0I5VpyZIl7tZbb80EVt26dX0YWgczauoVTcES3eFoahbVqzIQIAAK0ieffOI6duyYOVG2atXKvfPOO+Fmsehkfdttt2Uapdu2beumT58eblap9PhNj7KiYzjxxBPdl19+GW4Wm6Zi0ZQs0fejqVqybbwPESAACsqqVavczTffnJnBdu+99/ZdZq0z2OoO4LTTTss8+urfv795X7mgEIzuqDS1yvjx48NNYlMwamoW7Uf70+MtTd2Sq5mFCRAABUNdcKP1ObSGxu233+5Wr14dbhbb3LlzM4+sDj74YN97Kx+o55cGPeq41P24X79+4SaJaIqW66+/fqvvTj8jWwQIgIIxefLkzJV5Nr2WRI/A9t9/f7+/008/3d/Z5Bs1gkc9ytQ1OFuasiXqVZaLaeoJEAAFQ3cIOvlpTEY2NCAwCo9zzz03ZyPFK8PYsWPdTjvtlLMQidY7+eKLL8KixAgQAAUjFwGi5/8tWrTIhEeuuuZWJq2jHoWI2miyQYAAKEq5CJDOnTv7fbRs2TIn7QBVRXciepylNpFsGtYJEABFKdsAUZuCPq9R2xoZXmii41cbkLWLLwECoChlEyAaEKhuujVq1HCvvfZaWFwwot5ZGidiGWxIgAAoStkEiBaO0mdvuummsKig6LFbNE5EI9aTIkAAFCVrgIwbN85/TpMYFlK7R1k02FB3Upr2JOncWQQIgKJkCRBNJqj1MvQ5zYabFlrbRHXSI60kCBAARckSIFoKVp/R+htpormzNAGjemYlGVRJgAAoSpYAiRZcevbZZ8OigqdZfFU3TcIYFwECoCglDZBo6pODDjrI1GMp3y1evNgPMNTEknGX6iVAABSlpAHSs2dPv/29994bFqWGFqFSHbU8bhwECICilCRA1HjeuHFjv77Gp59+GhanhlY2TNLGQ4AAKEpJAmTSpEmJTqyFSmuXRGusx1kwigABUJSSBEjfvn39tlppMO3UiK66Dh48OCzaBgECoCglCRDNtKtts5l4sFBofIvq2qVLl7BoGwQIgKKUJEC01K3aP/Jxoahc0/om+l6aNm0aFm2DAAFQlOIGiJa5VXho1t1i0aBBAz/V+7p168KirRAgAIpS3ACZMmWK365du3ZhUWppdl7Vedq0aWHRVggQAEUpboCMGjXKb3f55ZeHRakVjQcZPXp0WLQVAgRAUYobIMOGDfPbXX/99WFRavXo0cPXecSIEWHRVggQAEUpboA8/vjjfrs777wzLEqtXr16+Tr369cvLNoKAQKgKMUNkGgMyH333RcWpVafPn18nVX38hAgAIpS3ADhDqRsBAiAohQ3QIYPH04bSBkIEABFKW6ARL2wLrvssrAotS699FJf5zFjxoRFWyFAABSluAHy73//2293yimnhEWp1aZNG19nfUflIUAAFKW4AbJmzRo/En2fffYJi1Krfv36fiT6t99+GxZthQABUJTiBogoPBQiK1asCItSZ968ef57adasWVi0DQIEQFFKEiCdOnXy244dOzYsSh01nKuuagepCAECoCglCZBHHnnEb6tlbdMumsZEvc8qQoAAKEpJAuT999/32x555JFhUaps3LjRNWrUyD+umz9/fli8DQIEQFFKEiCiNgFtrzBJK02emOQ7IUAAFKWkAXLXXXf57W+55ZawKDWitp4hQ4aERaUiQAAUpaQBMnPmTP9oZ4899nBr164NiwverFmzXM2aNd1uu+3muy7HQYAAKEpJA0Q6duzoP6NG9bS55JJLfN3uuOOOsKhMBAiAomQJkLffftt/Zr/99qtwuddCMn36dD9wUHcfy5YtC4vLRIAgL203cDv/AiqLJUDk9NNP95+7++67w6KCtGXLFte2bVtfp3vuuScsLhcBgiqxcfNGN3TmUNdhfAfXaHgjV2tQLf/fFi+0cDe+e6P7z7L/bLU9AYLKZg2Qjz76yNWqVcvtuOOO7rPPPguLC86AAQP893DIIYdUOHVJqKgDhJNU1ViwdoFrNapV5vsu61VSae8BuWQNELn55pv9ZzXpoMZOFCp9BzvvvLPvHPCPf/wjLK5Q3gVIRSeO8sq5ys0/GzZv8N+/vufGTzd2Az4a4Gavnu3Wb17vlq5b6v699N/u4Q8edkc/f/RWn+N3g8qWTYB888037ogjjvCfv+2228LigrBy5UrXvHlzX4dbb701LI4lNQHCVW5+emLGE/47PuCZA9zibxaHxWXid4PKlk2AiBqed9ppJ1ejRg33pz/9KSzOa3pUFbXltG/f3m3atCncJJZUBAhXufmr/dj2/jsePqvieXVK4neDypZtgMgf//hH//indu3a7rXXXguL85IeuZ177rm+7gcffLBbsmRJuElsqQgQrnLzV4NhDfx3vOibRWFRufjdoLLlIkCkb9++fj+77LJL3oeIBkBG4bH//vtnfeJPRYBwlZu/ag6q6b9jtU8lwe+mYlpu9LTTTvMr5iG5t956y5/8DjzwwLAoMQ2+07522GGHvH2ctWjRIteyZUt/nBrH8sknn4SbJKYQyssAqehVEle5+YvfTe4tXLjQde3a1T860R+vpp+46aab3KpVq8JNUQo97+/Xr5/bfffd/fenl5ar/c9/tu5kk5TuRPQ7UZuIGtbzqXeW7oz23XdfX9cWLVq4BQsWhJsk8q9//cudcMIJme9P4ZStnPy1h0FR1qskrnLz16ljT/XfMXeH2Vu/fr27//773a677ur/aDVqWHcgev6uf++5557uySefdJs3bw4/iv95/fXX3VFHHZU58R1zzDGucePG/n9rJPbPfvYzt3Tp0vBjsalNRN1itT918a3ucSJ6ZKWLC4Wajqlz587u66+/DjeLTcGj9UKii5emTZu6J554ItzMJCd/7RWdOEor5yo3fw38aKD/jg985kC3ZF38xjp+N1sbNWqU/2ONTnTdunXLNH7qJPWjH/0oc1I89thj3cSJE4M9FDd9R9FMs9F39Oabb/oyBfN9992XCWbdmfz+9793GzZsCPYSj3pnad0Q7UuDDTVivTqmPXnmmWdckyZN/HEo1AYNGhRuEpt6bfXp0ydn31FpcvLXXtGJo7RyrnLzl3rCHfPCMf57bvLHJj5Q5qyZ43vOLVu3zE1dNtU98sEj7nvPf2+rz/G7+X8ffvihv8uITnxq8J06dWq4mTdhwoStrq4vvPDCnDybLmSaVfb222/P3KVpsaSnnnqq1Lu08OpaI7PHjx8fbhaLrvw12FAj1rUvncg1AaPGj1QmPZ577rnn/GOq6P8HHTp0yKq944UXXnAHHXSQ31cu7tLKkpO/9opOHKWVc5Wb3+Z9PS/Tzbq8V0mlvVdMli9f7q655hrfvqE/XDVWPvvss+Fm29AJpH///q5Bgwb+c3Xq1PFXwGmcfrw8mt9p6NChbu+99/bfgxq3dUKP004UPt8/++yz3ccffxxuFoumPYnGW+ilqeC1nkiuF6XSHVbv3r0zJ/ooAMeNGxduGtu0adPcqaeemtlfu3btsm4nKk9O/torOnGUVs5Vbv7T72Lwx4PdmX890+05fE8/S4D+q2Dp+W5P9/7yrf+givV3o4bXxx57zNWvX9//0erRg04MSR+BfPXVV65Hjx5bXQHr+XwxeOedd1yrVq0yJz5Nwa61LpIaMWJEpuFZ3+MNN9zgVqxYEW4Wi44pmgo+emkku9ZYV2+6OMFW0urVq/3dkRrrjzvuuK3227p1a/eXv/yl1LusODQb7y9+8YvMxcsBBxzg/vznP4eb5VxO/torOnGUVc5Vbrr1fb+vD53r3r7OrVhv+yPOd6+++qo7/PDDMyeCLl26uC+//DLcLJEZM2a4M888M7PPE0880U2ePDncLBXmzZvnLr744swjqMMOO8y98sor4WaJqMH5zjvv9G0Z2qfuIAYOHGgeua0g0x1hyTuF6LXXXnv53mDqYaew0sy40Uv/1vu6C4juqkq+1BFAYZTN71YXL3rMVq9ePb9PjWu59957E0+waJWTM3FFJ/XyyrnKTa/nP3/e1Xmqjv99NRzW0PWf3t9t2mL7I843ej4dDe7SS331te5ELo0dO9aPOtb+1SPnsssuy0nXy3yguzOd6KLeTzoBPvroozntRjt79mx3wQUXZH5HRx99tGnywZL0iOjhhx/2jfulhUJ5L7Xl6P8z6jo8adIk/8guGy+//LIPXO1bAazFpRTIVYkzMSqVHkv+5LWfZIL/u3/+rpswf0K4WcHQYws9D9fzef3h6gpUa1FnezIoi3rMPPjgg65u3br+56kb8AMPPOB7IRUqNRjrEYvqo0cuevSSZEGkpBQa0ehrvRQqCpdcUIO/BoXqcZHabwYPHuzvPvRf/Vvvq1yPr3JFd0Q/+MEPMvU5/vjj3bvvvhtuViUIEFSJiQsnZtq89Or8Smf3+erPw83ylp5N66Sgq0j90aqHkJ5l5/LEUJ7Fixe7K664IjM2oFmzZm706NHhZnlNjbl63BOd+DQhoKYmqQr6/Wnsgx5n6Wfr8VavXr2yGl9R1XTxovEh0cXLPvvs44YNG1ZpFy9xECCoMpu3bHZPznjSP6JUiNR+srb75Xu/dGs2rAk3zSuaPqNkF8vzzjvPffrpp+FmVUJXsyeddFLmWNRbSGMY8pm6j6obqbqT6pjVlqAG4+qg6dBvvPHGTEcFNbir4T2fKfw02FSDTqOLF03Doruf6kaAoMqtXL/S3fTuf6+kBu3gg2SfEf+9kpr53yspV31XUqWZO3euu+iiizInaw00y5eJ9zR3UzSnkR4DXXvttb4bcT7R4zcNXIumH9GANg3+y4fHb+rie84552R+t+oCrK7A+UaDSzWAMjpODT79/PP8uXMnQFBtZq2c5X7w0g8yj7WOH3W8e3dx9TzLLUkDx/QcW+tG6I9W4zMef/xxcy+eyqLj/NWvfpU5TnUj/sMf/pDThmgrdVfVmAYdlxp4Ndgv27mcKkO+HqcGk2pQaRQcGmyqQaf5hgBBtfvbl39zhz57qA+R7Qdu7y6ZcImbv3Z+uFmVGDlypJ/1NLqy7969ux+fkc/COyWNVaiuOyVd2WsQX8kr+/feey/cLK+UdadUVV1hS9LgUXUZ1mBSHUvDhg39INN8u3iJECDIC5pUUwuI1RtazwfJLr13cb8e+usq+yOeMmXKVm0LZ5xxRt63LYTUVlNygNoPf/jDKmur0WA9jXuI2hY0xiHf2xZC1d1Wo0Gj0TxY+h6vu+66vL94IUCQVzQLwc8n/tx958L//hE3/P91H55//vlws5yp7N5N6qVVld081SNH+1b3YtVHDa5aOztX+w/pyliD9HSlrJ+n3k0axFdIvZtC6i2mwX9REKu3mMZ/VBaNCdFg0ejnnXXWWX4waSEgQJCXps3adk6fXM5FpIbc3/72tzkdX6GTt04GGiimAWNRl9+4r1wONFNgKDgqc7yKxldocF50/LkcX5EPFO6VOV5Fg0I1ODS6eNGgUQ0eLSQECPJaOKvoVVddlfWsouEI78svvzyrEd6aikJTUkRrVJR8abSywq+6prrQIyw9yor2qUdc2Y6YV0icf/75mX1qkF62I7zzVTRiXlOEqK4aMa+pQ7LpqKCLlN/85jf+okX71EWMBovmcpr1qkKAIO9F6xpEf8Rq7HzooYcS/8FpltWSc0y1bdvWfHJW33w9H9ckeCVP+jpBa4ChevckfWxUmZPtac4uNa5H+7PM2aXHUhp8V3KOKQ3Osx5TIdEUIZoqpOScXZpKJCk9HtVjUu1DFy9aI0aPUQsVAYKCoe6Vl156aeaP+NBDD3UvvfRSuNk2wllu1ctKC/dYabrtqOunXrpD0uy7uV7JLtfTfeuqWd18S84arG7Acda7GD58+Faz3GowngblFRtNGVJy1mBNKRJn1mB1yCg5Rbw6bKjtq9ARICg4GvBV8spfA8JmzpwZbpZZRztaZ0PjJdRFMs4JszSaQFEL/UQ/V6PTNa9TZXexzPWCQ6WtW6KBiaWJ+10XE7UjaQoRTSWi70TtTGWtb6/vWoM843zXhYgAQcEq76o4XEc725X+tLRoNHOsulpmcweTjVwueaqVE0teFWvlxOiquLSV/uLc7RUTTSWiKUVKW98+vNvTxUvcu71CQoCgoIXP5dXIGTWQ61VyHW0L7b9z585+X3pmrSvN6l4pUD9fxxH13tHxZdNt9sUXX8w8l1dHhebNm2fC0treVEw0tUjJ9e31/ZV87KhBnknbmwoFAYJUCHsGKUjKWkc7Ll2FR4+NdKdTXaO7y6Ljie7AdJzZTMER9QyKglh3HpW1jnZahevb56LHW74jQJAq0boP2a5qp/aFaEoTLRaVTTffyqTj0vHpOHW81naRiBZ10r40HgXJqb1KXa81BieXY27yFQGCVIlmWM1mgR21lUQz3epEWt2PrCqi44tWR9RxZ9PWozYW7UcNv0BFCBCkSrYBsmTJkkwbik7K2QwYq0o6zihEdPyqhwUBgiQIEKRKNgGixw+a90ifV++kqprIMVd0vFGvKtXD0r2YAEESBAhSJZsA0XNrfVa9aAp1kJyOW8eveqg+SREgSIIAQapYA0RzOannkbqvVtU63ZVFx696qD5J56giQJAEAYJUsQSIHv1EU5MMGDAgLC5Iqofqo3oleRRHgCAJAgSpYgkQzYyrz2hyxbR0vVQ9VB/VS/WLiwBBEgQIUiVpgGh9B02rrRHYhbYCYUVUH9VL9Yu7jgUBgiQIEKRK0gDRXEbaXlN1p5HqpfqpnnEQIEiCAEGqJAkQTYanq3PNlBpnSu5CpHqpfqqn6lsRAgRJECBIlSQBoiVetW2nTp3ColRR/VRP1bciBAiSIECQKkkCRNOXa1utEpdmqp/qqfpWhABBEgQIUiVugMyfP9+Pk2jUqFHBTFdipfqpnqqv6l0eAgRJECBIlbgBosWotJ0WTSoGqqfqq3qXhwBBEgQIUiVugGhtdW03YsSIsCiVVE/VV/UuDwGCJAgQpErcAIlW4Js3b15YlEqqp+qrepeHAEESBAhSJU6AaGoPDbDTetXFRPVVvcub2oQAQRIECFIlToBoskFt06ZNm7Ao1VRf1bu8ySIJECRBgCBV4gTImDFjYrUHpE3U7qP6l4UAQRIECFIlToBEDco9evQIi1JN9VW9y+s4QIAgCQIEqRInQPr16+e36dWrV1iUaqqv6q36l4UAQRIECFIlToD07dvXb9OnT5+wKNVUX9Vb9S8LAYIkCBCkSpwA4Q6EOxDkBgGCVIkTILSB0AaC3CBAkCpxAiSaXLBYpjGJRNOZlDd5JAGCJAgQpEqcAJk2bZrf5sQTTwyLUk31Vb1V/7IQIEiCAEGqxAmQdevW+RHZDRo0CItSTfVVvVX/shAgSIIAQarECRBp2rSp327BggVhUSqpnqqv6l0eAgRJECBIlbgB0qVLF7/dyJEjw6JUUj1VX9W7PAQIkiBAkCpxA2Tw4MF+u27duoVFqaR6qr6qd3kIECRBgCBV4gbInDlz/HZNmjRxW7ZsCYtTRfVTPVVf1bs8BAiSIECQKnEDRI477ji/7YQJE8KiVFH9VE/VtyIECJIgQJAqSQLkscce89umfTxINP5D9a0IAYIkCBCkSpIAWbp0qdthhx3cTjvt5BYvXhwWp4LqpfqpnqpvRQgQJEGAIFWSBIhEjcu33nprWJQKqpfqF7ezAAGCJAgQpErSAPnss89czZo13a677uqWLVsWFhc01Uf1Uv1UzzgIECRBgCBVkgaIdO3a1X/myiuvDIsKmuqjeql+cREgSIIAQapYAmThwoWubt26rkaNGu6dd94JiwuS6qH6qF6qX1wECJIgQJAqlgCRRx991H/u8MMPd2vXrg2LC4qOX/VQfVSvJAgQJEGAIFWsAbJp06bMbLVJHvnko+iRnOqjeiVBgCAJAgSpYg0Q+fLLL13Dhg395wcNGhQWFwQdt45f9VB9kiJAkAQBglTJJkBk/Pjxfspz9VwaO3ZsWJzXdLw6bh2/6mFBgCAJAgSpkm2ASP/+/f0+NABv4sSJYXFe0nHqeHXcOn4rAgRJECBIlVwEiNxzzz2ZEMn3OxEdXxQeOu5sECBIggBBqhxyyCH+BNizZ0+3cePGsDiRKET0WChf20R0XDq+XISHem917tzZ7+vss88Oi4FtECBIlQsuuMCfAPVSV9ZXX3013CSRfv36+TYF7U+9m/Kli6+OI+ptpePTcWZDdx777bef39/222/vevXqFW4CbIMAQeq8/fbbrmXLlpkgOffcc90nn3wSbhabGqSj3lkKpeoebKifH43z0HFZG8xl8uTJrm3btpnv6swzz3QfffRRuBlQKgIEqaRFlIYMGeL22msvf2LUbLS33HKLW7VqVbhpLOoSG40T0RW6Jies6rmz9PP0c/XzdRw6HktXXVm0aJG7/PLL/Wh17evggw/O+7Ye5B8CBKm2evVqd9ttt7natWv7E2WjRo38sq6bN28ON62QBuVpZLemB9G+NFGhZrtdsmRJuGlOaf/6Ofp5+rn6+TqOpIMEZf369e6BBx5wu+22W2ZfDz74oH8fSIoAQVH49NNP3XnnnZd5VNOiRQv31ltvhZvFormltEhT1Hhdp04d/2+t/Jer5XG1H+1P+9X+9XP08/TvJHNblTR69GjXrFkzvy/deVxxxRWpXQcFVYMAQVF57bXX3JFHHpkJkosuusjNnTs33CwWTZGuR0p6PBbtT2uP672RI0f6x0RJaHt9Tp+P1jDXS/vXe3GnZA9Nnz7dnXHGGZn9nXTSSW7KlCnhZkBiBAiKjh79PP74465Bgwb+hKoxFOoC+80334SbxqK2CS0XG62xXvJVv35917p1a3/n0L17d/9zopf+rfdVru3Cz2p/2q+1reWrr77yPyO6U1IvKwUUkCsECIpWZZxg58yZ49tYunTpknlcFPel7fU5fV77scp1QAJlIUBQ9CrzEc+3337rpk2b5saMGeOGDh3qe4bpZK7/6t96X+XaLhdy+YgOqAgBAvxPITcy57KTABAXAQKUUGjdXHPZTRlIigABSpHvA+1yPVASsCBAgHLk41QfuZ6qBbAiQIAYSk42WKtWLdejRw/fi6sqadoS9dKKgiMXk0UC2SBAgJg0A+7dd9+dWXtD3WQ1C65lSpEk1q1b53r37u123nln/3M1ZkTjQ7Kdrh7IFgECJPTFF1+4Cy+8MHMncNRRR7nXX3893Cwnnn32Wbf//vv7n6PxKtdcc41bvnx5uBlQLQgQwOjNN990xx57bCZIOnXqZJ5uJDR16lR38sknZ/Z92mmnuQ8//DDcDKhWBAiQBXWXfeqpp3z3WZ3o1Z329ttvd2vWrAk3jUUz72req2gRq6ZNm7oXX3wx3AzICwQIkAPqPnvzzTdnJlbce++9/UjzuLPzbtiwwfXt23erqeLvv//+vB1/AggBAuTQrFmzXMeOHTOPnlq1alXhCobjxo1zzZs399tr3ImWqrVO2Q5UJQIEqASvvPKKO+yww3woaAXBiy++2M2bN2+rbWbMmOE6dOiQCZs2bdq4SZMmbbUNkM8IEKCSqJutVg6sV6+eDwh1w7333nv9KPfrr7/ejyfR+40bN3ZPP/10+HEg7xEgQCXTeh5XX311Ztr4qIFcKw3eddddfnwJUIgIEKCKfPDBB+6II47w4dG+ffus1vwA8gEBAlQx6wqDQL4hQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+D/DmYBUHfNazAAAAAElFTkSuQmCC)
PN: 3630-5-07
CAS: 854234-49-4
Molecule Weight: 240.13
Formula: C12H11Cl2N
TSCA: Not listed on TSCA inventory
