| Product Number | 3H30-5-Y1 |
| Synonyms | (2-Chloropyridin-4-yl)methylamine |
| Purity | 98 % |
| CAS | 144900-57-2 |
| MDL Number | MFCD06212875 |
| Molecular Formula | C6H7ClN2 |
| Molecular Weight | 142.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-Y1
CAS: 144900-57-2
Molecule Weight: 142.59
Formula: C6H7ClN2
PN: 3H30-5-07
CAS: 916210-98-5
Molecule Weight: 179.04
Formula: C6H8Cl2N2
PN: 3H30-5-U9
CAS: 88579-63-9
Molecule Weight: 177.03
Formula: C6H6Cl2N2
![2-Chloro-4-[(methylamino)methyl]pyridine](data:image/png;base64,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)
PN: 3H31-5-Z6
CAS: 748187-76-0
Molecule Weight: 156.61
Formula: C7H9ClN2
PN: P311-A-71
CAS: 39621-00-6
Molecule Weight: 162.01
Formula: C6H5Cl2N
![N-[(2,6-Dichloro-4-pyridyl)methyl]-N,N-dimethylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUGAAAVBgFFbYDNAAACAXpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRYflIwniFEGLAQPaPawtsLdBsZXUgC0VsnP9+1H2kthL5vkAaYofSdOUFw/HqoS9dnVhTUoE5QS0yWxemG1K3t++TqbkYbnI0AkdTZ2Sj6b5nDN2OBxo9qErdbSGZrYi3fr8WBcDn4Ok1m1ZwLlgP1+eX1tmUpi6USbTSNXFvG6NzzZTTVvFP1KwSrl9YVjnziq376L9Cri/OD3WObm+yyOurRCFTVFq2FhXqQb2Aad48S+w1UY71egc1ic0Sxriuy8XL08221XaNKj6CEWmytfG7TI0VLbU2Q6DofLtKSWVQEA1tlo5p07gNW9WAlQASoIKQUWgYlAJqCmoGSjB8cZ1gQ5CYq9L7ZO9nT41VlzCI3zH+3KW3SPasVNBSrByPCCiiZTJWYQ09MaE8jgJz2KKRkz2R8zQM0zOa0OueyJwusYPqYylhIBOg1bw6Co4jQSKCfYxihOYCJrMvAxoFPfl3/bOHxvGLh1bLtbW5D0Vijwla0HaVv7QmxpLaltJwLpcOxxQH8C79oFgCPjGjwPyBojGgXAI+I86DkRDwI/ABVjdA+Ih4AdmHEiGgB+v8ZKmN4Dg4ylmQ6Kb3XHEhxww7ayPFybEHUb+J09w0+D7COuNGDtvYFRvNjfr7XyG/7vlb+mvgEmoZ6kNAAAr50lEQVR4Xu3dB5RU5fn4cRAIUYqImiaCRmOjaDSggr2gImqMPyugohAVkwjBws8CCjkHjJQIv3hUVErAVeEfQcUSggRULPTAqoQuIiqhrNSFhefv83rudfdlZ/fOszO7985+P+fMUee+c7c4c797ew0BAMCghv8EAABREBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAAgAkBAQCYEBAgxpYvXy69evWSVq1aSaNGjaRu3brSrFkzadu2rfTt21cWL17sv0Rq1KjhHuWJOg5IhXcPEFNDhgyR2rVrhwv6VA9fqud9UccBqfDuAWJo2LBhbuFes2ZNuemmm2TGjBmyadMm2blzp6xatUpmzZol/fv3l+bNm/svjRyGqOOAVHj3ADGzevVqqVOnjlu4jxs3zp9crqhhiDoOSIV3DxAzffr0cQv2Tp06+ZMiiRqGqOOAVHj3ADHTunVrt2CfNm2aPymSqGGIOg5IhXcPEDONGzd2C/YNGzb4kyIJwhD1AVjx7gFiJjjyavfu3f6kSPxAlPcArHj3ADGTqTWQ8kQdB6TCuweImarYBzJp0iS56qqrpEmTJlK/fn058cQTZcSIEVJUVOS9Cvhe+e8yAJUqOAqrc+fO/qRILAHp0KGDjBkzRpYsWSLbt2+XRYsWyQUXXCB33XWX9yrge+W/ywBUquA8ED2JMC8vz59cLktASrNmzRpp2LCh/zQQSv3uAVBlBg8e7BbuGpGuXbvKzJkzpaCgQAoLC11g9Ez0AQMGSIsWLfyXlhuGQHnj1q1b5/bHAKmkfvcAqFKDBg2SWrVqhQv6VA9fqud9qcbpfg/dlNWxY0fp3bu3PxkI7fvuARAbS5culZ49e0rLli3d5iS9Gm/Tpk2lXbt20q9fP8nPz/dfkjIMvtLGFQ+Tfk1d6wFSKf9dBqBa2bVrl9uJfuGFF0qXLl38yUCIgAAo1RdffCENGjTwnwZCBARAqVauXCkHH3yw/zQQIiAA3DkfU6dOlfXr18uWLVvcUV5610M9JwVIhYAAcGe9t2/f3t02Vw/dbdOmjTzzzDOyd+9efygQIiBAAuzYscOdC8KlRRAnBARIAD2UVw+tHTp0qD8JqDIEBEiA66+/3gXkvvvu8ycBVYaAAAlAQBBHBARIAAKCOCIgQAIQEMQRAQESgIAgjggIkAAEBHFEQIAEICCIIwICJAABQRwRECABCAjiiIAACUBAEEcEBEgAAoI4IiBAAhAQxBEBARKga9eeUr/+0fLQQ3/2JwFVhoAACdCnzxQ58cQh8pe/zPQnAVWGgAAJcP/90+SUU56S4cM/9CcBVYaAAAlAQBBHBARIAAKCOCIgQAIQEMQRAQESgIAgjggIkAAEBHFEQIAEICCIIwICJAABQRwRECABCAjiiIAACUBAEEcEBEiAMWMWyK9+9ZS89dYyfxJQZQgIkBDbtu3ynwKqFAEBAJgQEACACQEBAJgQEACACQEBYkgP2dXHaaeNlM8+K/Anh4JxQFUgIEAMBWHQR69eb/qTQwQEVYmAADEUhOHMM59z//zggzX+EIeAoCoRECCGgjCMGjXf/fPqq1+SoqI9/jACgipFQIAYCsJQWFgkl1+e5/79hRcW+cMICKoUAQFiqHgY3n57pfv3c88dLQUFO1OOAyobAQFiyA/DHXe85v770UffLTZq33FAZSIgQAz5YVi2bIO0bv20e+i/pxoHVCYCAsRQaWEYNOgd95yujQRKGwdUFgICxFBpYdi8eYfbD6LPT5++MuU4oLIQECCGUoUhL2+Re/6KK/Jk1649KccBlYGAADGUKgx6LoieE6LTRo/+7hyR0sYBlYGAAFVIbxKVn/+1/3SZYXj//TVuWnCWevFxe/bsdfPT80eAbCMgQBXQBf3Eifly3nljXAD8S5X4YfDp9bGCMcXHTZr0ifvvSy8dz+1vkXUEBKhks2evlWuvnRAu/C+66G+yatWmEmP8MPj0Cr16pV5/3IIF6+Tss0eFz99662T55JP1xV4JZA4BASrJ558XyD33/CNcuGsAhg//MOP3Ot+4cYcMGDDDnTOiX0f/2b//DNmwYbs/FKgQAgJkmQbir3/9SE4//ZkwHn/841uyZk3q+3xkwpIl/5Xu3V8Jv6aumYwZs8AdvQVkAgEBsmTvXpFXX10iF1/8t3AhrkdQffjh5/7QrPrHP5ZLx47jw+/hyitfkBkzVvnDgLQRECAL/v3vr+TGG18OF9p6AuCLLy4u9ZLslUGPyho5cq6cccaz4ffUo8cUWbGi5L4XIB0EBMigr77aKg899Lb86lffLaTbtBnpLoDoX0W3quj39+CD08KInHrqSHnssfdi8/0hWQgIkAE7duyQQYOGS6tWfwwXznrNquXLN/pDY2Hhwi+lS5e/h9+rHk48YUK+O7wYiIqAABU0YcIEOeKII6RGjRpy6KFnS8eOz8i//rXSHxY7uo/mlVeWSPv23++j0cOLP/porT8UKBUBAYwWLFgg55xzjguHPho2bCiPPfa47Nq12x8aa3qU2IgRH5Y4Suzuu99yhx0DZSEgQJrWr18vv/3tb6VWrVouHPvtt5907dpVvvzyS39oouhhxb17vxVGRIMybNhbsnUr54+gdAQEiGjXrl0ydOhQadSoUbjW0a5dO5k9e7Y/NNH0MONrrpkgJ530uDRt2kmOPrqtjB49WvbqNi+gGAICRPD666/LscceG4bj8MMPl/Hjx/vDcobuTB8//l055pgO365h1XE/c5s2bWTWrFn+UFRjBAQow6effiodOnQIw7H//vtLv379ZNu2bf7QnLRp02b5/e9/L7Vr13Y/f82aNaVz587y+eeVezIk4omAIBaCBXR5oo7zLV++XHr16iWtWrVym6Dq1q0rzZo1k7Zt20rfvn1l8eLF/kvkueeekzp1vvvrWx/XXXedrF692h9WLeTn58uFF14Y/i7q1asn/fv3d4cvo/pK/5MIZEHUMEQdV9yQIUPCv6DLevjuvPNO9/zJJ58sM2fO9CdXS5MnT5ajjz46/J3p4csvvfSSPwzVxL6fGqAKpFqI+6KOCwwbNsyN100vN910k8yYMUM2bdokO3fulFWrVrlt+vqXdPPmzf2XytatW90O8j17qubyI3FVWFgojz76qDtsOfj/cfbZZ8v8+fP9ochx0T+JQBZFDUPUcUo3NwWboMaNG+dPRgXpYcu33HKLO4xZf8d6WHP37t3dYc6oHqJ9EoEsixqGqONUnz593NhOnTr5k5BBc+bMkTPOOCP8f6P7mHSzoR72jNwW7ZMIZFnUMEQdp1q3bu3GTps2zZ+ELHj++eeladOm4f8jPex5ypQp/jDkkGifRCDLgoVO1EcUjRs3dmM3bNjgT0KWbN++3R3mfMABB4T/rzQq7EfKTdE+iUCW+YEo7xFFcOTV7t3JujZVLtD9T1dddVX4/6u6Hv6c66J9EoEsixqGqOMUayBVS3emB/+/1qxZ409GDoj2SQSyLGoYio+bNGmS+yu3SZMmUr9+fTnxxBNlxIgRUlRU5KazD6RqEZDcV/4nFqgEloDoJUbGjBkjS5YscdveFy1aJBdccIHcddddbnpwFJZeegOVj4DkvvI/sUAlsASkNLqg0hPcVHAeiJ5EmJeX541EthGQ3Jf6kwhUovLCEChv3Lp169y+j8DgwYPdeI2I3rNDL0lSUFDgzqbWwOiZ6AMGDJAWLVoUmwsygYDkvtSfRKASlReGQKpxut9DN2V17NhRevfuXWLaoEGDwps/lfVAZhGQ3MenBrEQdSFe2rjiEWjZsqVbw/AtXbpUevbs6abrJi69Gq+en6A3hNLzFvRqs8gsApL7yv/EAgmgl83Qneh6yfEuXbr4k1EFCEjuIyDIKV988YU0aNDAfxpVgIDkPgKCnLJy5Uo5+OCD/adRBQhI7iMgSCw952Pq1KluQbVlyxZ3RJXeYVDP/0DVIyC5j4AgsfQM8/bt27vLh+uhu23atJFnnnlG9u7d6w9FFSAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiArCAguY+AAMgKApL7CAiAjNuxY4f06dMnDEjPnj1l27Zt/jAkHAEBkFEvvviiNGvWLIxH8GjSpImMGzfOH44EIyAAMmLevHly1llnhcE48MADZdCgQTJkyBA56KCDwufbtm0rH330kf9yJBABAVAhX3/9tXTr1k1q1arlArHffvvJrbfeKl999VU4RveH3H777SXG3HzzzbJu3bpic0LSEBAAJrt27ZLBgwe7NY1g7eLMM8+UuXPn+kNDCxculHPPPTcc36BBAxk4cKAUFhb6Q5EABARA2l577TU55phjwhA0bdpU8vLy/GEpTZw4UY488sjw9UcddZS8/PLL/jDEHAEBENknn3wiF198cbjgP+CAA+Thhx+W7du3+0PLtXPnTvnTn/4k9evXD+d3/vnny6JFi/yhiCkCAqBcmzZtcofi1qlTJ1zY33DDDfLZZ5/5Q9O2du1aufHGG6VmzZpuvrVr15YePXrIhg0b/KGIGQICIKWioiJ58skn5ZBDDgnDccopp8i7777rD62wDz74QE477bTw6zRu3FiGDx8uu3fv9ociJggIgFJNnz5dWrVqFS7Qf/zjH8uzzz4re/bs8YdmzN69e2Xs2LHys5/9LPy6J5xwgkydOtUfihjImYDUeKqGewComBUrVshVV10VLsB/8IMfyL333isFBQX+0KzZsmWLPPDAA1K3bt3w+7j88stl6dKl/lBUoYwucaMuxMsbt7xgufSa1UtaTWgljUY1krrP1JVm45tJ20ltpe/svrJ442L/JeXOE0DZ4rjQjkPMkFpGl7hRF+JljRuycIjUHlk7HJPq4Uv1PICy6WajMWPGxHqzUVVsTkP5MrrEjboQTzVu2L+HuedrPlVTbpp+k8z4YoZsKtwkO4t2yqotq2TWl7Ok/9z+0vyl5v5LU84TQGq64/rUU08NF8y643rEiBGx3HFdmTv0EU1Gl7hRF+KljVu9ZbXUGVnHPT9uafoXXCttngBKV9qhs3feeWciDp0t7ZDi66+/PiOHFCM9GV3iRl2Ilzauz4d93HOdpnUq8XxUpc0TQEmpTt5bvHjf/Ypxl8mTGmGT0SVu1IV4aeNa/721e27a2mklno+qtHkC+F6uXj5kypQpFbqsCuwyusQNFuJRH8U1Ht3YPbdhp20VurR5AvjuAobnnHNOuIDN1gUM9SguvZCiLryHDh3q1gYefPBBd9Xdhx56yP33sGHD3HS99PvWrVv9WZjphR31svHFL+x4xhlnlHlhR1RcRpe4fiDKexQXHHm1e49t511p8wSqM72E+m233Za1S6gvX75cRo4c6fY/6F/9wYI7nccRRxwhnTt3llGjRmVkH4ZeWr579+5lXloemZPRJW7UhXhp41gDATJD/xrXv/T9mzjNnj3bH5o2vbe5rr0cf/zx+8RAH7pT/thjj3VrPJdeeqkLVvDo0KGDe7745ib/cfLJJ7vLl/z3v//1v3Ra5s+fX+LmVg0bNpQ///nPGV/rqu4yusSNuhAvbRz7QICKe+ONN+S4444LF5yZuo3sjBkz5JJLLnF/0Rdf4Ot+FP2LXzdL6Y54jVcUuiDXq+7q99a1a9d91mD0ZEa9WGN+fr7/0rT4t9f9xS9+Ia+88oo/DEYZXeJGXYiXNi44Cqvz251LPB9VafMEqoslS5a4v/iDBeX+++8vffv2lW3btvlD06InExb/S14fRx99tPTv39+dJZ5JGov77ruvxAmNGqxrr71WPv74Y394ZDt27HDfb7169cL5XnjhhRWaJ76T0SVu1IV4aeOC80D0JMK8ZekfQVHaPIFct3nzZundu7e7xEewcLzmmmtk1apV/tC06P6IK6+8skQ4LrvsMnnnnXf8oRmnJwzqWkKbNm3Cr63nfNx///0uBla6+a1Tp04l5vn73/9eNm7c6A9FRBld4kZdiKcaN3jhYPe8RqTrv7rKzHUzpaCwQAr3FLrA6JnoA+YOkBYTWvgvTTlPIBfpJTx0B/ahhx4aLhB/+ctfuk1NFaGXNdHb1BY/T+Q3v/mNLFiwwB9aKV5//XV3tnnwvejaT0V/xlmzZknr1q3DeR588MHyxBNPuHAhPRld4kZdiJc1btD8QVLr6VrhmFQPX6rngVyjC1CNRbAA1IhoTCp6XSg9gumiiy4K56s7u+NwPSxdsD/++OPu8GP9vvSs+UcffdQflhYNpR759dOf/jT8eVu0aCHTptn2wVZXGV3iRl2IlzduacFS6Tmrp7Sc0FIajmrorsbbdHxTaTe5nfSb00/yN+67Y628eQJJp5uldPNUsMDTzVa6+Uo3Y1WUXk/qsMMOc/PVQ2D1qrxxO2JJN0Gdd9554c+vm9gqei7JN998I3369ClxBWKdrx6ijPKxxAUS4J577gmvW6UP3WGuO84zQc9G153uOt+f/OQn8s9//tMfEhu6NqIL/OB3cfrpp2dkH8ayZcvk17/+dfj71fnr/hGUjYAACdC8eXO3YNPt9W+++aY/2Uw3fQUn3elVeTN1kmG26WVZfvjDH7rv+6STTsrYiYK6CetHP/qRm68e8ouyERAgAfRQVl2o6ZpIpmg8gr+4dd9HRTcHVTZdUwoOzdV7hWTqJlN6+LPOU486Q9kICJAAerkQXajpeRKZoJutgjUP3a8S9QTAuNEjqoIjxvTcjkzcx0Sv2aXz001aKBsBARIgkwHRHebBPg9d80hqPAJ6Nd4ght26dfMnp42AREdAgATIVED0UN3gaCs9US9pm61S0TsVBpvjxo8f709OCwGJjoAACZCJgOi5D8ENmPRoq6TsMI/qlltucT+bXtJ95cqV/uTICEh0BARIgEwERM8w13no5p44H6prpWtTwZV+9fpdGkwLAhIdAQESoKIBWb16dbizWW/ylKv0kvXB/hDrpiwCEh0BARKgogEJLoyof6HrfdFz2R133OF+Vr2UvWUfDwGJjoAACVCRgOj1rPS1+ojDta2yTW9G1bhxY/fzPvLII/7kchGQ6AgIkAAVCUhwPw+9qm51ofdH15/5kEMOSfueKAQkOgICJIA1IHrlXn2dXtupqi7JXhW2bNkSroWMGDHCn1wmAhIdAQESwBqQ4LDd6nhZDr2isP7sP//5z9M6IouAREdAgASwBEQvfx4ckVQZdxKMGz3PRe8dku7PT0CiIyBAAlgCMnDgQPea6nxV2fbt27vfQY8ePfxJKRGQ6AgIkACWgJxwwgnuNf379/cnVRujR492vwO9a2PUCy0SkOgICJAA6QZE76in4/VRne+up3drrFOnjvs9fPDBB/7kUhGQ6AgIkADpBiS418dRRx3lT6p29EZZ+ruIeh91AhIdAQESIN2AXHfddW589+7d/UnVjt6ES38XehvgKAhIdAQESIB0A9K0aVM3Pi8vz59U7bz66qvud6G3A46CgERHQIAESCcgehKdnjio4/Pz8/3J1c6KFSvc70IfepmT8hCQ6AgIkADpBGTOnDlurJ4DUVhY6E+udoqKiqRu3brud/L+++/7k/dBQKIjIEACpBMQvYy5jq3O53/4jj/+ePc7GTt2rD9pHwQkOgICJEA6ARk2bJgbe+655/qTqq3zzz/f/U70IovlISDRERAgAdIJiJ44qGMvv/xyf1K1dcUVV7jficahPAQkOgICJEA6AQkOW+3UqZM/qdrq3Lmz+53cfffd/qR9EJDoCAiQAOkE5M4773RjOQfke/q70N+J/m7KQ0CiIyBAAqQTENZA9sUaSHYQECAB0gkI+0D2xT6Q7CAgQAKkExCOwtoXR2FlBwEBEiCdgHAeyL44DyQ7CAiQAOkEhDPRS+JM9OwhIEACpBMQroVVEtfCyh4CAiRAOgFRXI33e1yNN3sICJAA6QaE+4F8j/uBZA8BARIg3YBwR8LvcUfC7CEgQAKkGxDuif4d7omeXQQESIB0A6JOOOEE9xo9sbC6Gj16tPsdHHroobJ7925/cqkISHQEBEgAS0AGDhzoXlOdzwdp3769+x306NHDn5QSAYmOgAAJYAnImjVrpFatWu5177zzjj85561bt86dC5Puz09AoiMgQAJYAqIuvvhi97rLLrvMn5TzHnjgAfez//znP5e9e/f6k1MiINERECABrAGZMWOGe52eWLhgwQJ/cs7SkykbN27sfvYRI0b4k8tEQKIjIEACWAOizjrrLPfa3/zmN/6knKUXTdSf+ZBDDpFt27b5k8tEQKIjIEACVCQgU6dOda/Vh/57rtPLlQRrH4888og/uVwEJDoCAiRARQKirrzySvf6Y445Rnbu3OlPzil33HGH+1mbNGkiW7du9SeXi4BER0CABKhoQFavXi3169d383jwwQf9yTlj9uzZ4ZFnell7CwISHQEBEqCiAVGDBw9289AF7D//+U9/cuLp2oauYenPqPt90jnyqjgCEh0BARIgEwHRBWpwWO9PfvITd55ELrnlllvcz3bggQfKypUr/cmREZDoCAiQAJkIiPr666/lsMMOc/Nq06aNaR9BHD355JPuZ6rIpqsAAYmOgAAJkKmAqHfffVf2339/N7+LLrpIdu3a5Q9JlClTpoT7Pbp16+ZPThsBiY6AAAmQyYCol19+OVzoXnPNNYmNyKxZs8KDAy688MLIF0wsCwGJjoAACXD11Ve7hdq9997rTzIL7hkSrIkkbXOWHghQr1499/23atVKCgoK/CEm/fr1c/Ps2LGjPwkeAgLE3OTJk+UHP/iBW6jpDuKZM2f6Q8w0IsGaiN54KSk71idOnCg//OEP3fd90kknyVdffeUPMdE1muAkRL2PiH4dpEZAgJjKz8+XCy64IFxLKP649tpr3bkdmaCbs4J9Inp0VpwP8S0qKpI+ffq4a3vp93v66afLxo0b/WFp+/zzz6Vz587hfIs/zjnnHFm4cKH/EggBAWJnw4YN8rvf/S68FLku1HThpmseHTp0CBdsutDv27dv2td6Ko3uWA+OztI1Er2SbWFhoT+sSunl6c8777zw59ez6yu62W3Hjh3uhlvBpjB96L4UvQjlzTffLPvtt1/4O7nttttk/fr1/iyqNQICxITuAP7rX/8qBx98cLgw00NtdbNKcW+88YYce+yx4ZjDDz+8woeuKj3EV/eFBPPVk/LicO0sXet4/PHHpUGDBu770rBGvb95WV566SU54ogjwp/36KOPdpsLi9Mz29u2bRuOOeigg2TYsGGJPegg0wgIEAO62ahFixbhguqnP/2pux1rqrOpdQGmC7JGjRqFr2nXrp1b4FWEfj09Yz04skkfehXfqroU/Ouvvy6nnHJKiYW8rh1UxPz58+Xss88O59mwYUMXpLLWuMaNG+eurRW85rjjjnMhr+4ICFCFli1b5g4XDRZMdevWlf/93/9197OIQjep/Pa3vw13hOsml65du1Z4Z/hnn30WXoAxeOhNqdK5s5+VrnG88sorbu0r+Nq6Q/v+++93m5ys9HfVvXv3Er8rPXv9yy+/9IeWSjcV6ibDYH+RPnST4pIlS/yh1QYBAarAN99843YGazCChZEusJcvX+4PjUTXEHRnbzAv/at60KBBZf5VHYVuwgruJxI8dC1A9xusWLHCH14hetCAnufys5/9LPxaupDXAwY+/vhjf3hkuram9wcpvrZ2xhlnyJw5c/yhkaxatcp9T8G89Ai53r17y+bNm/2hOY+AAJVINxGNGjXKHe0ULIBatmwp06ZN84eaTJgwQY488sgSC/tJkyb5w9Kmm40uueSScKdy8DjqqKPcX/V5eXmyePHiyPsGNGyLFi1ym4Z0jalp06Yl5qthveGGG1xUKkLPUi++v0i/zvPPP+8PM9HfyS9/+ctw3oceeqg7LHrPnj3+0JxFQIBK8t5770nr1q3DBY7uLH/iiSfcJptM0vt9DBgwoMR+DD0cWBfwFaVHQg0cOFCOP/74Egv84KFHjOkCW9eGLr30UnckU/DQzT36fHDF3NIeJ598sgwfPtzdFKoiPv30Uxe8YL4HHHCAO0EwE0esFaex0GhoPIKvpVGp6H6apCAgQJat2bhGOt3dKVzA6Pb8P/zhDxk5f6Esem5Dly5dwnMb9OilO+/83bdfNzNnbOvmNl146mVW/DWIqA89CkoPUda1Mt3vUlGbNxdIr1693O84+BrXXXddxs6ZSUU3X+lmrOCET33oJWJWfb7KH5pTCAiQJTuKdsgjcx+ReoPqSY1Lvl2oNKwh7du3r9D2fIv333/fnWWuC7V69Y6Qli1vkby8ed+u+WR2U4vu+J87d67bnDV06FB3TSm9eZWufTz00EPuv/XIMZ0+b968Cp/DUdyePXvlhRfe+3btRi9X/10wdW2mMnb6F6c71HXNy0WkQQ3Z/7L95aHpD8m23Zld84kLAgJkwYvLX5Rm45tJjadquMcvHv6FvDrjVX9YpdF9L2PHjvs2HlfJscfeLaec8pRcffVL8uGHn/tDE2fOnLXfrgVNlBNPHCqHH36dHHlka3n22WerdF/Em2++KcddcZzUuP27//9NxjWRcUvH+cMSj4AAGTRv/Tw565WzwnAcOOpAeWzhY1JYVLGjoTJl69Yd8n//976cfvozLiL6+OMf35I1azKzWasyrV37jdx779Tw5zjttJHy2GNT5Jtv4vHX/u6i3fKXOX+Rg0YfFL4f2k5qKx99/ZE/NLEICJABX+/4WrrN6Ca1nq7lFhT7Pb2f3DrjVvlqe2Yu8pdpuvC9555/lFj4Dh/+oWzbFu0oqqq0fftueeKJ2SUi2KvXm/LZZ/GM4H93/Fduf+f2Eu+Nm6ffLOu2VexcnTggIEAF7NqzSwYvHOzWNIK/Ms+cfKbMXT/XHxpLs2evlWuvnRAuiNu3/5tMnvyppDgBvspNmfIfueSSceH3+z//86J88MEaf1gsLdywUM599dzwfdLguQYycP5AKdwTj7VTCwICGL22+jU55oVjwgVC0/FNJW9Znj8s9nQH9MSJ+XL++WPCBXOXLn+XBQvi8xfy4sVfyc03vxx+f+eeO1peeGFRxg8EqAwTV0yUI58/MnzfHJV3lLy88mV/WCIQECBNn2z6RC6aclG4ADjg2QPk4TkPy/bd2/2hiVJQsFMGD35PTj11ZLigfuCBafLll9Euq5IN69dvk379psuvfvXd99OmzUgZNOgd2bzZfkmTONhZtFP+NO9PUv+5+uH76PzXzpdFGxb5Q2ONgAARbSrcJHe9d5fUGVkn/NDfMO0G+WxLxc9fiJOVKzfJ7343JYxIu3bPytNPz5WdOyt+u9ioCguL5Nln58mZZz4Xfh+33/6qLFu2wR+aaGu3rZUbp98oNZ+q6d5PtUfWlh7v9JANO5PxcxIQoBx79u6RJz9+Ug4Zc0gYjlP+3yny7rp3/aE55Z13VsuVV74QLsA7dhwvb721zB+WcdOmrZDLL88Lv67++9tvr/SH5ZQPvvpATnv5tPD91Xh0Yxm+aLgU7c3sVQoyjYAAnuBDHHjq46fC53489sfy3KfPuahUB7t375GxYxfK2WePChfo3bpNlk8/zfyNlZYu3SC33fZq+HV07eO55+bLrl3V43etxv5nrBw27rDw/faXRX/xh5j57+tMyOzcgJhZXrBces3qJa0mtJJGoxpJ3WfquhP89Hj8vrP7yuKN+14fyv+g6ZpGywkt5b4P75OCwngeKpptGzZslwEDZkjr1k+7hbv+c8SID0uMCRb8ekhwWYfUBuOK0xMag3nr/o6HH57u9n9UR1t3b5UHPnrAvefeXvu2P9nJxPs6EzI7NyBGhiwc4rYpBx+cVA9fquehFylc79ZAdEF/2WUlr2obhEEfel5GKqUFRA/F1XB07TpJ8vO/LjENJcXpfZ3ZuQExMezfw9yHRXdO3jT9JpnxxQy3E1yPflm1ZZXM+nKW9J/bX5q/1Nx/aVY+aLlm3rx18p//lNzRW3zTk/4z1fkZpQVE6Y5zlC1u7+vMzg2IgdVbVodHSlmuP5SND1p1EIRh1Kj57p96ra3SztNIFRCULY7v68zODYiBPh/2cR+UTtM6+ZMiycYHrToIwqBrEsFRVHqyn4+A2MTxfZ3ZuQEx0Prvrd0HZdpa213+svFBqw6Kh0EPu9V/1zPG9QTFVOMQXRzf15mdGxADegy9flCsJ2Nl44NWHfhhuOOO19x/P/poyfNl/HGIJo7v68zODYiB4AiV3XtsZ05n44NWHfhh0LPG9dBcfRQ/g9wfh2ji+L7O7NyAGIjjX2rVQWlh0OtW6XO6NhIobRzKF8f3dWbnBsRAHLcVVwelhUEveqj7QfT56dNXphyH8sXxfZ3ZuQExEByt0vntzv6kSLLxQasOUoUhL2+Re/6KK/LcZUlSjUPZ4vi+zuzcgBgIjpfXk60s9+fIxgetOkgVBj0XRM8J0WmjR393jkhp41C2OL6vMzs3ICb0LoH6YdEPW9d/dZWZ62a661jp3d/0g6hn7A6YO0BaTGjhvzQrH7TqoKwwvP/+Gjet+OXZkb64va8zOzcgRgbNHxTeh7qshy/V8yhbeWHQ62MFY8oah7LF6X2d2bkBMbO0YKn0nNXTXdm04aiG7qqleuvZdpPbSb85/SR/Y77/kqx80KqD8sKgV+jVK/WWNw7li8v7OrNzAwBUGwQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGBCQAAAJgQEAGDy/wF6cuxoxMt4cAAAAABJRU5ErkJggg==)
PN: 3H32-5-9G
CAS: 849060-72-6
Molecule Weight: 241.54
Formula: C8H11Cl3N2
TSCA: Not listed on TSCA inventory
