| Product Number | 8764-1-X1 |
| Synonyms | Aminopropanedinitrile 4-methylbenzenesulfonate; Aminomalononitrile p-toluenesulfonate |
| CAS | 5098-14-6 |
| MDL Number | MFCD00012848 |
| Molecular Formula | C10H11N3O3S |
| Molecular Weight | 253.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8764-1-X1
CAS: 5098-14-6
Molecule Weight: 253.28
Formula: C10H11N3O3S
PN: 6764-1-04
CAS: 6192-52-5
Molecule Weight: 190.21
Formula: C7H10O4S
PN: 9726-3-00
CAS: 77214-82-5
Molecule Weight: 569.42
Formula: C21H21FeO9S3
PN: 8764-1-X3
CAS: 55357-38-5
Molecule Weight: 275.36
Formula: C12H21NO4S
![1-[(Trifluoromethyl)sulfanyl]propan-2-ammonium tosylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNYAAATWAEwjNAYAAACcXpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvz9KWZyNujJtNLtm9S8695N5dKlaXROgG8Onb35TqKuhBAKcP/18ZOtNx8nTMt7BXZZXpIiGcMgKqSPUqKzYJ+f3+MorI03SSogiFRZWQj7r+HDvO4XCg6YfK5VEXNNU5sfPjY5W1NAeX6nLjCMa48+ftddEwo6yoalmkCqkqG1fN4KtOZd148Z9XOLks91nhWLmTl3u72l/BzM3osVqR67fMcW6GKKyzrYK1LnNZw14wijf7BhtVqFLWagXLEw671MNvn07ennW6y1VRY9OskKVyu6jLXYoDud6qdIeLYeP7c0JyjoCsdT4rS3kC0zLDkoMUIF2QHkgfZAAyBBmBjEFyhg/OcxRwVHCUcNRwFHFUcZRx1AkTh60yjryfPhV+DczhBz4LfF6aa966FvDTXLihIiEjQVnoBTBiNPRYDIz6sQi73bYRlLtWE3uhCwGNo8C7mIi6gvGLOQ/6NPCROJs24FPPazhfBB6Bk3UqZlEMI/Mma23fOBAZr3iIW8Mp/nJwqfCvvbPBEAWMoas+5pMZ9NFgQDkas0xw7Z4nzcuYsS4NvNu+tRg/5yuA08lSF6ubJmSrhCw5aSL7S60rcQ4uAV2uVInnxSxgpLeAaAMmFfoB9w7w+gGvDZg06wf8NmCSsh8I2oBJ4X4gvAOifiC6A+J+IO7EoTlJ/QhnHaY5eV/M7CHTjXdzUgeYTsjtyR5gOlG3lWCA6QTeVo4Bxn+wB0NM8MC3gQTgnQyw1WyAiR4w1zQQD5luHoS2Wt4zzs1xdi61G5t3dd25KfoO/tVN/wHejQbrRf0lzAAALZxJREFUeF7t3QeYVOX5sHEsIKA0C6KxIFEkRUVBjMb+F0USVMSChQQbCggqfBrQEIq9UYxRNBAXiYKgEgsgIhpFMSHSRMRVEaVJLwvS4fn2OesZd97d2TnzzOyUM/fvus6FzvvO7Bx2OffOnDJVBAAAgyruDQAABEFAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAfrR79255+eWX5aKLLpIGDRpItWrV5OCDD5ZmzZpJjx49ZPbs2VHzq1Sp4i2xxBvPdeFdMwBIQFFRkbRq1Sqy0Y+1lFbebaXFG8914V0zAEiAvurQjX29evXksccek6+++kq2bdsmq1atkpkzZ8rgwYPlhBNOiLpPvEDEG8914V0zAAho4sSJ3oa+Tp06Mn/+fHc4pniBiDee68K7ZgAQUPv27b0N/QMPPOAOVSheIOKN57rwrhkABHTkkUd6G/pEXn2oeIGIN57rwrtmABBQ9erVvQ39li1b3KEK+YGIt4RVeNcMAAIiIDbhXTMACIi3sGzCu2YAEJC/E/3BBx90hyoULxClx6dNmyZXXnmlHHbYYVKzZk1p3Lix9O7dW9avX+/cK3fEXnMAyBP+Ybx169aVwsJCdzimRAJy2mmnSUFBgff4W7dulYULF8ott9wi5557rnOv3BF7zQEgj/gnEu6///4ycOBAWbBggXci4erVq2XWrFkyZMgQadq0adR9EglIedatWyc1atRwb84ZsdcMAPJIOi9lsmvXLlm0aJF0795dLrvsMnc4Z5RdMwDIU3oxxbFjx0qbNm28iylWrVpV6tev711MsWfPnjJnzpyo+bEC4StvvHSMmjRpImvWrIkazyWx1xwAUCm2b98uc+fOlZYtW0qHDh3c4ZxBQAAgQ5YtWya1atVyb84ZBAQAMkSPxDrggAPcm3MGAQGANDjvvPNk8uTJ3uXhN27c6J0Xoof29urVy52aMwgIAKTBlClT5Pzzz/fONdFDhVu0aCHDhg3zdtznKgICADAhIADg+PTTT70LLPbr188dQikEBAAcei6InqfRtm1bdwilEBAAcBCQYAgIADgISDAEBAAcBCQYAgIADgISDAHJI890qlLhAqAEAQmGrUYecYPhLgBKEJBg2GrkEUIBBENAgmFrkkcICBAMAQmGrUkeISBAMAQkGLYmeYSAAMEQkGDYmuQRd6c5O9CB8hGQYNhy5BE3GgQEKB8BCYYtRx4hFkAwBCQYtiZ5hIAAwRCQYNia5BECAgRDQIJha5JHCAgQDAEJhq1JHiEgQDAEJBi2JnmEgADBEJBg2JoAgIOABENAAMBBQIIhIADgICDBEBAAcBCQYAhIntqxfbN7E4AfEZBgCEge+v6rqfL3W/aW2ZMecYcACAEJioDkoS8+HO4dzvteQUd3CIAQkKAISB4iIEDFCEgwBCQPERCgYgQkGAKShwgIUDECEgwByUMEBKgYAQmGgOQhAgJUjIAEQ0DyEAEBKkZAgiEgeYiAABUjIMEQkDxEQICKEZBgCEgeIiBAxe666y4vIEcddZRs27bNHcaPCEgeIiBA+b755hu59NJLvXj4y9FHHy2vv/66OxVCQPISAQGibdy4Ue6++27ZZ599vGjsu+++cvHFF0vjxo0jIWnZsqXMmzfPvWteIyB5iIAAJXbv3i0jRoyQQw89NBKKa6+9VhYvXuyNb9++XQYNGiR169b1xvbee2/p1q2brF271nmk/ERA8hABAUQ+/vhjOeWUUyLhOPnkk2XatGnuNM+qVaukU6dOstdee3lzDzjgAPnb3/4mO3fudKfmFQKShwgI8tmSJUukQ4cOsscee3gxOOSQQ+S5557zXo3EM3v2bDn77LMj0fn1r38tU6ZMcaflDQKShwgI8tHWrVvl3nvvlf3228/b+Ov+jl69eklRUZE7NS49zFeP0PJDcskll8jXX3/tTgs9ApKHCAjyTWVs8FMZpFxFQPLQlNeHy6UtqshfBxAQhFs63nJK5i2xXEdA8tCIguFSc58q0ulGAoJwysRO70R2yocFAclDw4cP937AO3YkIAiXTB92G++w4LAhIHmIgCCMJk6cKMcee2xkw60n/n3++efutLQo78TEAQMGyJYtW9ypOY2A5CECgjApLCyU1q1bR8KRTZcecS+N0rBhQ3nppZfcaTmLgOQhAoIwWL9+vfTo0UOqVq3q/TzXrl1bHnnkkay8+OG7774rxx9/fCQkZ555psyaNcudlnMISB4iIMhlu3btkmeffVYOOugg7+d4zz33lOuvv16WL1/uTs0qugP/6aeflgMPPNB73rqD/6abbpKVK1e6U3MGAclDBAS56t///rc0bdo08pv86aefLp988ok7LavpDv3bbrst8sqpTp068vjjj3sHAOQaApKHCAhyzcKFC+Xyyy+PhOOII46QF1980Z1mpq8CPvzwQykoKPCW++67T/r16+f96d+m46l8tTB//ny54IILIuukV/4dP368Oy2rEZA8RECQKzZt2iR9+vSR6tWrez+zNWvW9DbsmzdvdqcGtmPHDvnoo4+8s8jPOeccqVevXmQjHmTR+Xo/vb8+jj5eMt58882oy8a3atXKi0suICB5iIAgF4wcOVIOO+ywyIb1qquuku+++86dFth//vMf6dKli3dSoRsF3QHfvHlzufrqq71/Fz179vRCpX/q/+vtOq7z3Pvq4+nj6uNb6dtXjz76qPd2lj6mvr11++23y7p169ypWYWAJECvH1XRkityOSDu37m7IPdNnz5dTj311MgGulmzZjJ16lR3WiC641rf6jruuOOiNvr6G3/nzp1lzJgxsnTpUvduFdL5ej+9f+lXDrro19GvZz3jfcWKFXLjjTd6Bwbo4+kO96FDh5ofr7LxLy4B7sbKXXIFAUE2WrZsmfcz6V9T6uCDD/Z+VvWoKwvdkB9zzDGRjXuDBg3kjjvukJkzZ7pTk6KPp4+rj+9/Lf26yeyj0cc844wzIo+nhwC/99577rSM419cAsKykQpDQBAeet7GAw88ILVq1fJ+LqtVqyZ33nmnbNiwwZ0ayBdffCHnnntuZOPbqFEjeeaZZyr9/BB9fP06+vX8r63PQ5+P1ejRo+XII4+MPF67du28kxOzBf8SExCWjRcBQbZ49dVXoza4bdq0ka+++sqdFpgeDqsB0sfSfRN6vkiyO7kTpV9Pv66/r0Wfjz4vKz1goH///t4BBPp4ekDBPffc410uJdP4l5iAsGy8CAgybe7cuVGvEn75y1/K22+/7U4LTM+t0Pj4j3fDDTfI6tWr3WlppV9fn0fpOCZzUUe9IOM111wTebyf/exn8vzzz7vT0op/iQkIy8aLgCBT9GgjPfnPv8z6/vvvL0888URSrxIWLFjgXf9KH0+vwjtu3Dh3Skbp8/GvDqzPU59vMvTQYT0izA/J4YcfLm+99ZY7LS34l5gAf+NV3lLaD+uXSeHHI6RwWkFKlunvFMgbr5SczJSK5brrrvN+8Fq0aFFmLJnllZcK5KNJZZ+/dVmzeE7U36ty/95jfQ+QnfxfXnRHuR76muyrBL2elL/z+sQTT/ROOMxG+rz0+enz1Oeb7HWw9LLx//jHPyKH/erZ+ZnAv7oEuBusWBuv8YNalhlPZunx+yrSrNFPhwpm63J0gypyw7lln791GX5rzeJ/KNFH4LhzSi/IfpMnT/Z+VvSDl5KlG2F/A6pvh2X7R8nq8/PfttPnnWxE1JNPPuk9Xvv27d2htOBfXQKCbqgWznzV+7zxVC2jBnWUfnd29N5ySsVy0kkneT90epikO5bMctdtHeUfD5d9/tZl1lsPuX+1gb8HyE5+QHRDmgx9G8h/5dG2bdtKP8IqVfR56vPV563PP9m3s4YNG+Y9lr6rkAn8S0xAWDZe7ANBpqQiIGvWrIns89DH2bp1qzslq+nz9V+J6Hro+lgRkBwSlo0XAUGmJBsQfe//oosu8h5D9ylk+9tWsejz9veJ6ProelkQkBwSlo0XAUGmJBsQPZ9C768XNMzWHeZB6fP3L+RoPU+EgOSQsGy8CAgyJZmA6BVq9aQ8PYIr2w7VtdL10PXR9bJcgZeA5JCwbLwICDIlmYD4+w305Lww8U82tPydEBCkXS4HBLnNGpBRo0Z599PLgyR77ki20fXxL3ui65kIAoK0IyDIFEtA9FLm/lV19RpTYaTrpeun65nIpdsJCNKOgCBTLAHRy6LrffSii8lc8iSb6Xr5F5VM5DLwBARpR0CQKZaA+B8GpZdKDzNdP11PXd+gCAjSjoAgUxINiH5MrM7XqybkytnmVrp+up66vkE/HpeAIO0ICDIl0YB07drVm6+f+JcPdD11fXW9gyAgSDsCgkxJJCB66Xf/6KRUfwxtttL11PXV9db1j4eAIO0ICDIlkYDo517o3MaNG7tDoabrq+ut6x8PAUHaERBkSiIBuffee725nTt3dodCTddX11vXPx4CgrQjIMiURALin3k+ZswYdyjUdH2D/h0REKTdyJHDpW7dKtKlCwFBeiUSEP9Cg0uXLnWHQk3XV9db1z8eAoK0mzBhuJx9dhV56CECgvQKGpAVK1Z482rXru0O5QVdb11//XuoCAFB2n344XDp1KmKFBQQEKRX0IB88MEH3ryTTz7ZHcoLut66/vr3UBECgrQjIMiUoAF54YUXvHlXXHGFO5QXdL11/fXvoSIEBGlHQJApQQMydOhQb96NN97oDuUFXW9df/17qAgBQdoREGRK0IA8+uij3rx8OQPd5Z+Rrn8PFSEgSDsCgkwJGpD+/ft78+655x53KC/oeuv6699DRQgI0o6AIFOCBoRXILwCQZYiIMiUoAFhHwj7QJClCAgyJWhAOAqLo7CQpQgIMiVoQDgPhPNAkKUICDIlaEA4E50z0ZGlCAgyJWhAFNfC4lpYyEIEBJmSSEC4Gm/8vyMCgrQjIMiURALC54HweSDIQgQEmZJIQPhEQj6REFmIgCBTEgkIn4nOZ6IjCxEQZEoiAVFdu3b15ufLGen+Gei63kEQEKQdAUGmJBqQ//znP978gw8+WLZt2+YOh4qun66nrq+udxAEBGk3d+4ELyDjxvV2h4BKlWhA1HHHHefd55lnnnGHQkXXT9dT1zcoAoKMWL68UHbt2uHeDFQqS0BefPFF7z6NGjWSHTvC+TOr66Xrp+up6xsUAQGQNywB2blzpxxzzDHe/Z599ll3OBR0vXT9dD11fYMiIADyhiUgatSoUd799Oik1atXu8M5TdfHP9pM1zMRBARA3rAGRPlnpt9www3uUE7T9bH+nRAQAHkjmYDMnz9fqlWrJnvssYeMGzfOHc5Juh66Prpeun6JIiBIm9WrF8rIkZ3k7rsbSZcu1eSOOw6Q++9vJq+8cpcsWfKpOx1IuWQCoh5//HHv/nqhwYULF7rDOUWfv3/BSF0vCwKCtFi0aJbcdlsd7/DdWAtQ2ZINyO7du+Wiiy7yHuPEE0+UoqIid0pO0Oetz1/XQ9dH18uCgCAtBg4814vEgAHHy7x5k2TTpjWydetGWbx4dvE/6oHFt5/g3gVIuWQDotasWSNHH3105HG2bt3qTslq+nz9/Tm6Hro+VgQEadG1aw0vICtWfOkOAWmTioCoBQsWSIMGDbzHatu2bc6cpa7PU5+vPm99/roeySAgSIu77jrUC8jixXPcISBtUhUQNWvWLKlTp07k8bL97Sx9fv4rD33e+vyTRUCQFi+80NkLSLdu+0lBwXUybVqBt+N8167gJy0ByfrnP//pbfD23XdfmTRpkjucMN0I+69EdJ9Ctu5Y1+fl7/PQ55uKeCxatEhOOeUU7zF/85vfuMNpQUDyhO7veOqpS8rsOO/evbZ3UUU9QguobHqoavXq1b2Nni5t2rSRL79M7m1VfRvI3ydSt27drDvEV5+PPi99fvo8k33bavPmzdK/f3+pWbOm95h6GPA999zjTksLApJnli79TN566yF5+ulLpXfvhpGQ3H57XQ7lRVrofoAHH3xQatWq5W0A9RyIO++8UzZs2OBODWzt2rVejPww6cl5mT5jXb++f5KgH0t9nskYPXq0HHHEEZHHvOyyyzL6qouA5Dm9qOKgQed5ERkypJU7DFSa77//Xjp27Ch77rmntzGsX7++957+rl273KmB6fkUGiR9PL08iF5jKt0XYNSvp1/XvzyJPh/reR6+GTNmyBlnnBEJxwknnCDvvfeeOy3tCAiKf/P7/sf9I/u6Q0Clmz59upx22mmRjeNJJ50kU6dOdacF9sUXX0R2VuuiV7nVS6VX9pFa+vj6dfyr6uqiz0Ofj9WKFSu8VzF+ZA888EDvayRywcXKREAgy5Z97gXk1ltrukNA2ugO9sMOOyyy8W3fvr1899137rTA9LLo/lV8ddGd1/qJf6n+eFx9PH1cf2e+Lvp1E7ksu0s/zvbRRx+NHGVWtWpV72usW7fOnZpRBCRkvv76Q29n+f/+Nzrq9r59fyGvvdZHvvzyA1m7dlHxy+xtUlS0UmbNGid/+UsTLyCPP35O1H2AdNu0aZP06dNHatSo4W049c++ffvKDz/84E4NRH9T1w25/6FU/tK4cWPp3LmzjBkzRpYuXererUI6X++n99fHKf24+nX06yXzCuGNN96ICt+FF16Y1KuYykRAQkKjMGzY1ZGd4iNH3hQ17h595S66E33RotT+ZgZYffvtt3LFFVdENqKHH354Ur/RK/2Y2C5dukT2TZReateuLc2bN5err77a2y/Ts2dP6devn/en/r/eruM6z72vPp4+btCPoY3l888/l/PPPz/yuMcee6yMHz/enZZVCEiO2759c/FvLP28t580BF27Vpd//evPsnXrpqh5+jbVhAn3y2OPnSV/+tPhxb89VfX2efTvf1zxb1N3eAECss37778vTZs2jWxUf/vb38onn3ziTkuI7uT+6KOP5N5775VzzjknckHDoIvO1/vp/fVxkt1Jr0dmde/e3XubSh9fD/nVne76Nla2IyA5bPr0UdKr1xGRVxFDh17G+RwIHT0q6+9//7scdNBB3gZWdyhff/31snz5cneq2cqVK+XDDz+UgoICb7nvvvu8VyD6p3+bjuu8VNG3uZ566qnIK6K99tpLbrrpJlm1apU7NWsRkBz03Xcz5NFHz4iEQy+EWFj4b3caECrr16+XHj16RA7T1beTHn744Uo/uqoyvPvuu1H7Zc4666yUnJ2ebgQkhxQVrZARI26Qm2/e0wtHjx4HygcfPMPlSJBXCgsLpXXr1pGNr57d/dprr7nTspKehX7ppZdGnnvDhg29HfK5ioDkAD1iatKkRyOf56H7L3S/xQ8/ZNchfUA6TZw4UZo0aRLZGJ933nkyb948d1pW2Lhxo9x9992yzz77eM9VrwU2YMAA2bJlizs1pxCQLDdnzhvy5z8fE3m76oknLpTly7PzkD4g3XRH86BBgyLXmtp7773l1ltvTeozNlJJPyhK958ccsgh3vPT61Zde+21smTJEndqTiIgWUqPmho8+PxIOPr0OVbmzp3gTgNQTHc833zzzd6OaN1Q647pJ598MukjpJLx8ccfS4sWLSKvkPS/p02b5k7LaQQky6xbt1Yefri7XHVV1cj5GfqJgTt3Zv8hfUCmzZkzR84+++zIRvtXv/qVvPPOO+60SqWvLjp06OC92tDnoK8+9FWI9WNrsxkByRKlD+k75BC9hs5e3smAGzfmziF9QLZ4+eWX5aijjoqE5JJLLpGvv/7anZZSuj9Dzw3R/Rv6NXV/R+/evbP+g66SQUCywJQpU6IO6TvnnLPkiy9mu9MAJEA/e1zP49hvv/0iG/RevXpVygZ97Nix3hFV/r9h/djaZD/3IxcQkAzSHzD/85F1yfVD+oBspNeu+sMf/hB5S0kvevjcc8+l5C2l2bNne+dw+P+Gf/3rX3u/EOYLApIBekifvrQtfUifvvTN9UP6gGym16ryPwJWl5NPPtm7FImF7rTv1KlT1E57fQs6mYso5iICkkZhP6QPyHb6b3DEiBFy6KGHRkJyzTXXyOLFi92p5dLDhgcOHBg5bFivX9WtW7ekP2kwVxGQNNHD98J+SB+QK/RdAP0c8dLvAujnjFf0LsCECRO8K+T6/4ZbtmzpXUE3nxGQSqavLvRVRj4c0gfkmm+++UbatWsXicKRRx4pL730UtQc/SwO/UwOf45+Vsfrr78eNSdfEZBKEuuQPv3NB0B20c8XP/744yOROPPMM71LyeunAPqXWdeLNz7yyCM5efHGykJAKoEeSZWPh/QBuUx3gA8dOtT73HH/364uevl4/Vxy/XxyRCMgKaRvV/k7yHXRczvy6ZA+IAz0c8f9Q3Nr1qwpM2bMcKfgRwQkhfSzCfSHTj+vIB8P6QPCQk8M9N89QGwEJIX08gn6Q/e73/3OHQKQQwhIMAQkhfyA6HV3AOQuAhIMAUkhAgKEAwEJhoCkEAEBwoGABENAUoiAAOFAQIIhIClEQIBwICDBEJAUIiBAOBCQYAhIChEQIBwISDAEJIUICBAOBCQYApJCBAQIBwISDAFJIQIChAMBCYaApBABAcKBgARDQFKIgADhQECCISApRECAcCAgwRCQFCIgQDgQkGAISAoRECAcCEgwBCSFCAgQDm+8MVYaNKgi111HQCpCQFKIgADhMHXqWGnVqooMGEBAKkJAUoiAAOEwY8ZY6dSpijz9NAGpCAFJIQIChAMBCYaApBABAcKBgARDQFKIgADhQECCISApRECAcCAgwRCQFCIgQDgQkGAISAoRECAcCEgwBCSFCAgQDgQkGAKSQgQECAcCEgwBSSECAoQDAQmGgKQQAQHCgYAEQ0BSiIAA4UBAgiEgKURAgHAgIMEQkBQiIEA4EJBgCEgKERAgHAhIMAQkhQgIEA4zZ77qBeSZZy53h1AKAUkhAgKEw5YtRTJqVDdZsOBjdwilEJAUIiAA8gkBSSECAiCfEJAUIiAA8gkBSSECAiCfEJAUIiDIa7t3i4wZI9K6tUj9+iJVq5b8eeGFIqNHl4xnudWrF8rIkZ3k7rsbSZcu1eSOOw6Q++9vJq+8cpcsWfKpOz37pPl7QEBSiIAgb23cWLLRKv75j7noRkznZalFi2bJbbfV8Q7fjbVktQx8D7L8byS3EBDkrXbtSjZQdeuKDB6sW2OR7dtFFi8WGTJEpF69knGdV9qSJSLNm4s0bJjwsvZXDWXEHxtK7962ZcqUIVFPZeDAc71IDBhwvMybN0k2bVojW7duLF6F2TJ58sDi20+Imq+vSPr3P67M4wZd7r+9ocw9s+x6xV2OPlrkxRejnovH+j1IQhX3BtgREOSlyZNLNkz77isyd647WkJv13Gd9847P90+Y4bIXnuV/U05wLKqVhV5slXZVwlBl2HDrv7peRTr2rWGd/uKFV9G3R7LnDlvlHnMRJb/d20VmdGo7HoFWu66K/rJJPM9SEIV9wbYERDkpauvLtko9evnjkTTcZ13zTXRty9fLrJwYcLLzu8WStHyhd5+C8uyY8e2kq//o7vuOtTbsC9ePCfq9oqsW7e0zOMGXdauWijbFi8ss16Bll279Mv/JNnvgREBSSECgrykb6voRumzz9yRaPobsM5r1MgdyQovvNDZC0i3bvtJQcF1Mm1agfc21a5dO92p2SdD3wMCkkIEBHmpevWSjdKWLe5ItM2bS+bVqOGOZAXd3/HUU5eUeaupe/faxUHp6L1qyFoZ+h4QkBTyA/K73/3OHQLCK9GNV82a7khWWbr0M3nrrYfk6acv9XZ2+yG5/fa62Xsob4a+BwQkRebMmSM///nPvYDsvffe8txzz8nu3bvdaUD4ZOjtk3RZvrxQBg06z4vIkCGt3OHskKHvAQFJ0qpVq+Tmm2+Wvfbay4vHHnvs4f2pS/PmzeWjjz5y7wKEy1VXlWyU+vd3R6KleAduOm3Y8P2P+0f2dYeyQ4a+BwTEaPv27cW/lQySunXrRl51dOvWTdasWSPPP/+8HHrooZGQXFP8zVqsx2IDYTRpUslGab/9bIeQrlhR9iijAEuyR2Ht3Lm95OsHsGzZ515Abr01+q2fjB2FtXu3fvmfJPs9MCIgBhMnTpQmTZpEAtGyZUuZN29e1JyNGzfKPffcI/vss483p2bNmsW/HPSXzfoeJBA2F19csmHSk9X0pDX9hUlPYtMTBZ94IvZJbDNnSvFvXyVjCS7JngcyfHj0b+F9+/5CXnutj3z55Qeydu0i7zDfoqKVMmvWOPnLX5p493n88XMi8+fOHV/mMRNZkjoPpFevUs/8R9bvQRKquDcgtsLCQmndurX44Tj66KOLf+Bec6dF+eabb4q/X+0i9znyyCNltF6TBgiToiKRCy4ou6ErvbRqVfYyGrqRO/HEsmdbB1iSPRP97bcfi3oq7gbeXXQn+qJFMyPz9XyRvn1/WeZxgy7mM9GPOkrkn/8s9cx/ZP0eJKGKewPKWr9+vfTo0UOqVq3qRaB27dry8MMPy7Zt0SciVeS9996T448/3ru/LmeeeWbxL18//TACOU/fVtFfjnQjddBBJa8s9E/9/1Gjyr7tkmX0baoJE+6Xxx47S/70p8Olc+eq3j4PvVzJmDF3eK9Ksl6avwcEpAK7du2SZ599tvjv/yBvo7/nnnvK9ddfL8v1zFmDnTt3ytChQ+XAAw/0Hk93vN94442ycuVKdyoAZD0CEsP7778vTZs2jbxiOP300+WTTz5xp5msW7eu+OXw7ZFXNHXq1Cn+recxb8c8AOQKAuL49ttv5YorroiE44gjjpAXy7vyZQrMnz+/+JVlq8jXaty4sbz55pvuNADISgTkR5s2bZI+ffpI9erVvY25HjXVt29f+eGHH9ypKTd+/HgvHn5ILrjgAiks/MadBgBZhYAUGzlypBx22GGRDXj79u3lu+++c6dVKn37St/G0rezqlWrV/zK5xJ56KHJsmHDVncqAGSFvA7I9OnT5dRTT42E46STTpKpU6e609JKd6h3736vNGlyuzRr9oz83/+NkJdfnie7dqX26AkAselliD77bKL3oVKILS8DsmzZMunYsWPksiMHH3ywDB8+3DvqKlt88cVKuemm172I6NK+/Vj53/+WutMAVILPP3/bO/dDr8KL2PIqIHrexgMPPCC1atXywlGtWjW58847ZcOGDe7UrPH22wvk979/IRKSO+98W5YuLXKnAUihGTPGegF5+um27hBKyZuAjBs3LnK1XF3atGkjX331lTstK23btlP+/vcZcvrpw72InHrqMPnb36bLDz9w2C9QGQhIMKEPyNy5c+Xcc8+NhOMXv/hF8W/1b7vTcsKKFZvkz3+eEnk10qrVSHnzzcJUn1wK5D0CEkxoA7J69Wrp0qWLd5VcDUe9evXkiSeekB07drhTc86cOculQ4dXIyH54x/HyaefrnCnATAiIMGkLCD+b/ixxBsvjx4JoZ/yd9FFF0mDBg28fRa6w7tZs2betalmz57t3sULhIZi//33976eBkRDokEJE33V8frrhXL++SO9iDRv/oz06fOurFxZ/nkrfmwuvniU7NxZ9mABf9wV63ZfvHEgFxGQYBLbolcgXiDijbuKioqiztKOtZSmb1fpW1T+mL51pbeFme4H+etf/+vtF9EN+Rln/EOGD59Z5rBff0Ovy7/+NT9qrPS4K9btvnjjQC4iIMEE36LHUd4GvbR44y591aHz9a0nPcFOd3jrUVT6CYB6FdvBgwfLCSecEHUfvTCh3qdRo0by6quvRo2F3eLFG6Rnz0mRDfr7738bNV46IG3avFj8Si36VUisEMS63RdvHMhFBCSY4Fv0OOIFIt54afqBTTpXz8rW60UFpSfhjR07NqHLrIfNf/+7xDtCyz2D3d/QX375GO/PV175vNxxV6zbffHGgVxEQIIJtkUPIF4g4o2XppcS0bl6zgZSw9/QT5r0tfdn69YveIcHu+OuWLf74o0DuYiABBNsix5AvEDEGy9NP7VP5yby6gMV8zf0um/ksste8v77pZc+KzPuinW7L944kIsISDDBtugB+IGItwThXxF3y5Yt7hCMSm/o33rrK++/9TwS/1VIrBD4t8dbgDAhIMEE26IH4IYi1hIEAUm90ht6fRXSrl3Jq5AXXvi0zHhpbihiLUCYfDl1rAxuXUXeuJeAVCTYFj2AeIGIN14ab2GlnruhnzCh5FVIy5bPF4d6R5lxX6zbffHGgZw0dqxutETaEpCKBNuiBxAvEPHGS/N3oj/44IPuEIzcDb2+CmnbdrR324gRs8uM+2Ld7os3DuQkAhJIsC16APECUXp82rRpcuWVV3of4qSf/Kefxte7d29Zv369N+4fxlu3bl0pLCws/TAwKm9DP378l95t+pkj5Y2rWLf7So/r5eZvvXW8nHnmc95RXo8/Pk02b879S8cgDxGQQGJv8ROUSEBOO+00KSgo8OKwdetWWbhwodxyyy3emeM+/0RCvSTJwIEDZcGCBd75HXpJklmzZsmQIUOkadOmkfmoWHkhKP0qpLxxFet2X+nxG298zTuBcd26LbJq1Q/FvxS8I/37/9u5B5ADCEggsbf4CUokIOVZt26d1KhRI/L/lkuZILZYIXjjjcKUBcSlJzOec06BezOQ/QhIICnbAsfboMca108BXLRokXTv3l0uu+yyqDG9mKKeWa6f3aEXU6xatarUr19f9GKKPXv2lDlz5kTNR2yxNvT6KuSSS0bFHI91u6+i8W+/XVf8SnKUezOQ/QhIIGW36GlU+pVEkyZNZM0aPn84TPQtLL2wI5BzCEggGQ2I2r59u3fF3JYtW0qHDh3cYeQoPb+ka9fx5V46Hsh6BCSQjAfEt2zZMu+zypH7Ro6c4+1Q1/NLgJxEQALJmoDokVgHHHCAezNyjH7EbseO4/i8duQ2AhJIRgJy3nnnyeTJk73P9ti4caN3Xoge2turVy93KnKIXkr+D38YJ0VF29whILd8+qleU0mkXz93BKVkJCBTpkyR888/3ztRUM/zaNGihQwbNsw76gq566yznos6JNhfCAoQThkJCAAg9xEQAIAJAQEAmBAQAFC6D3bMGJHWrUXq1xepWrXkzwsvFBk9umS8PHq0VjlX2YiIN57DwrlWAJCIjRtLwuFv7MtbNCQ6zxUvEPHGc1g41woAEtGuXclGvm5dkcGDRRYt0stkiCxeLDJkiEi9eiXjOs8VLxDxxnNYONcKAIKaPLlkA7/vviJz57qjJfR2Hdd577wTPRYvEPHGc1g41woAgrr66pINfLyTBnVc511zTfTt8QIRbzyHhXOtACCohg1LNvCffeaORNNXITqvUaPo2+MFIt54DgvnWgFAUHrJEt3Ab9nijkTbvLlkXqkPvvP4gYi3hFA41woAgko0IDVrRt/uhiLWEkLhXCsACIq3sMzCuVYAENRVV5Vs4Pv3d0eisRO9jHCuFQAENWlSyQZ+v/04jDdB4VwrAEjExReXbOT1hEE9cVBPINQTCZcsEXniCU4kjCGcawUAiSgqErnggp829uUtrVpxKRNHONcKABKlF0vUiyZqKA46SGTvvUv+1P8fNYqLKZYjnGsFAKh0BAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAm/x+9KN4HPqmrHAAAAABJRU5ErkJggg==)
PN: 8764-3-02
CAS: 1246466-84-1
Molecule Weight: 331.37
Formula: C11H16F3NO3S2
Melting Point: 169 ℃
DOT/IATA/IMDG: UN 3439 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2926.90.4300
EINECS: 225-817-1
