| Product Number | 8H69-1-5K |
| Purity | 97.0 % |
| CAS | 76543-27-6 |
| MDL Number | MFCD00129860 |
| Molecular Formula | C10H11NO3S |
| Molecular Weight | 225.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-5K
CAS: 76543-27-6
Molecule Weight: 225.26
Formula: C10H11NO3S
PN: 4969-1-01
CAS: 10285-79-7
Molecule Weight: 253.36
Formula: C13H19NO2S
![3,3-Bis(bromomethyl)-1-[(4-methylbenzene)sulfonyl]azetidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0zAAAdMwGOF8u6AAACW3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF4NtMCZKUmWrJk1qN6nppH2bHHBSpAAV0Lz8+50DSQNhEEjOPt9jn+/sy+zhmO5gb4oyybM5YdQlYLIoj5NsOye/X79PFHlYzCI0QsOsnJO3qnqfOs7hcKDRm0n1Mc9olKekHp8ey6RlcxA0L7YOd13m/Hl+Wp2ZSZKVlc4ig1SZTMuz8imPdHX24j9LOKku9knm1OZOWuzr2f5y174uPZYx+dzLNxxbIgqbZGdgkxeprmDPXYqv+wW2JjOFrkwM6xOqBfVw74vZ82MefaQmq7BpZ0givVtVxUeEijTfmegDJ8PGj8c5SRkCusrTZVHoE9iWVWsGmoMWoD3QPmgJOgCtQIegmYtfHGdowNCCoQlDG4ZGDK2YwvjvjHXg9fRucBdw+6zgFz4/m97XovnBMHKbPCFEAI3ATeLnIholp1IG3kVclSpAMbGRkeKT554XdHoThpIrRDzOJQgaMpc1PQIndGLCqWC4IM4WBLVsHPA9FM1o02vGBFX+nfCpCFFI6gUqhID6MghBUelLhYL7SnR6tSVmxLmmZDFb51l804QknpM1I+dcvZhNyZt0EciL2BQYRDuBNb0FeBuwyb0Cyz5AtAF7FIYBrw3YgzMM+G3AHrNhQLYBeyiHgeBu0yOAunNJDYc1bAP2hlwB3gcw946wqkGE3SNs2C3WSXd9X0eYTsbr+z3CdJJe14MRppP3un6MMLJnHTnCdLJf16cRRvWsM3IEWNgT617GubnKzqUSY/OuSjs3JdzBP67FPxcx/XNbSvyHAAA3RUlEQVR4Xu3dCbzU1N3/cbAoIrgiapVaFBdcH9HiBuqtiqLWivoIWm1F3BD1sXXBhUVQW0ERFx4LChUXLMWCon9BLeiFB6m7UiwiirKJgLLvsvj78wudkDmT3GQyySzJ5/16nReXm5NkJuck3zuT5KSWAAAQQi3zFwAABEGAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAIBIrVqyQRx99VH7zm9/InDlzzMkoMW0TbRttI20rIAoECELZsGGDvP3229KzZ09p1aqV1KlTR2rVqmWVnXbaSb777jtzFpSItoW2SaZ9tK20zbTttA21LYEwCBAENm3aNOnfv7+ce+65suOOO9oHJLdy+OGHEyJlQNtA28JsH2fRttQ21bbVNgaCIkDgacGCBTJ06FDp0KGDNG7cOOfAY5a99tpLateubf+fECktMzy0bbSNzHYzi7a1trm2vfYBwAsBAtvq1avltddek1tuuUWOOOKInAOLWfbcc0+59NJLZciQITJ37lxrGYMGDZJtttnGrkOIlIYZHtom2jZK20rbTNtO29BsV7NoX9A+oX1D+wiQQYCk2KZNm+Tdd9+V++67T6qqqqRu3bo5Bw9nqV+/vrRp00b69u0rU6ZMMRdnI0RKq6bwcKNtqW2qbattbLa7s2gf0b6ifUb7jvYhpBcBkjJffvmlDBgwQC688ELZeeedcw4QzqIHnuOOO066du0q1dXV8sMPP5iL80SIlEa+4WHSNta21jbXtne2oVvRPqR9SfuU9i2kCwGScKuWLZOJo0dLr5tvliMOPjjnAGCWAw44QDp16iQjRoyQZZvnLQQhUlyFhocb7QPaF7RPaN8w+4tZmjRpIjded528PmqUrFi61FwcEoYASZj1m/+CnPbee/Ji//7yx9/+Vq455hhpv/mgcnzjxrJXgwY5O3zDhg2lffv21oFm5syZ5uIKRogURxzh4Ub7iC5X+4z2HbM/adF+pv1N+532Qe2L2ie1byJZCJAEmD1tmrz+zDPycOfOcv2JJ1qh4SwdjjpKqjb/Zdhkl11k++23l9NOO03uv/9++fDDD81FxYIQiVexwsON9iHtS9qntG/p+rWfaX/Tfufsh9o3tY9qX9U+i8pHgGxmHnCdpdOxx8rNm3eOB668UkYPHizLFy82Zy+6Rd9+K2+PGiWD7rzTem3mazbLfZdeKn/p00cmVVfLmjVrzMUVBSESj1KGh0n71rixY6Vvr15yw3nn5fRDs2jf1T6sfVn7dFTM9ThLOe7PlYwAkZo7nFl+X1Ul/5owwVxErNauWiUfv/mmPL/5L71u55+f85rMcuevfiXP3HOPvP/GG7KyjL6HJkSiVU7h4Ub7nvZB7YvaJ81+ahbt29rHta9rnw/LXG5NpRT7c5IQIJJfh9PS+fjjZd6MGeZiIrNh/XqZ/tFHMurPf5beHTpIpxYtcl6Ds9x0yiky4LbbZPzf/y4LZ882F1dWCJFolHt4uNG+qX1U+6r2WbMfO4v2ee37ug/ovqD7RFDmsvxK3PtzkhEgkt3hTBs3bJCFc+bIa0OGSOcTTrDrDbrrLrNqQeZ99ZWMff55eezGG+XGVq1yOrnZ4ftefbX1EfyrKVPkxwq7Fp8QKUwlhodJ+6z2Xe3D2pe1T5v93Fl0n9B9Q/cR3Vdq4pzPVKz9OS0IEKm5wzm9NXy4Xa9Lmzbm5NCe6t49Z4cxS8927eSFhx6STydNknUlOo8RJUIknCSEhxvt09q3tY9rXzf7v1l0n/HirFeTuPbnNCFAJHiHW75okV1P/3rxYi5Pv8/9f088IXdfdJF1JYp+PHdyu3Kqy1lnyZC775Z3R4+21ptEhEh+khoebrTPa9/XfUD3BXP/0H3Gi7n/eYlrf04TAkRyO4gXvWIjU09PCnpxLk/nMf+iutbocGOHDpW7dDTUm26SN4cNk2+//jprepIRIsGkKTzc6D6h+4buI7qv6D7jpdT7c5oQIBK8w1W/8IJdT08EenEub8Ctt2b9P8h60oYQqVnawyNfQfcz9ufCESBSc4fTk27ff/ONvPHMM3L9f0666UfWmVOnmlVtZufq1b69TJk4saBLE5OOEHFHeOSP/bl4CBDJ7SA1lVtat7Y6T02c9e/69a/paAERItkIj3DMfbamwv5cGAJEgnc4vdFp8vjxvtekO+fRu2wRHCGyBeERnrnfehX258IRIBK8w2WKXn0xv4aBB511F82bZ06Gj7SHCOFRGHN/9Svsz+ERIFLzd6Z6w9PqFSusm56G9+1r3xWuQyB4dSbn8vQ7V+QvrSFCeBSO/bl4CBCpucOZnDcfPd2zpznZks/y4C1tIUJ4RCOf/Y/9uTAEiOTXQdasXGnXve3MM83JlnyWh5qlJUQIj+jks/+xPxeGAJH8Ooizw+n4PW7yWR78JT1ECI9o5bP/sT8XhgCR/DqI3g2bqXv72Webky35LA/BJDVECI/o5bP/sT8XhgCRmjvIjz/+aF33/fWnn8rwhx7KGlr92XvvNatbaloewktaiBAe8ahp/2N/jhYBItkdJGjR5xksWbDAXJSFDhefpIQI4REfc18NUtifwyFAJP8O161tW5nz+efmYmx0uHhVeogQHvEy91e/wv4cHgEiNXe4a3/xC7nxpJOsTjawSxd5d8yYvO5cRTwqNUQIj/iZ+zD7c3wIEFSsSgsRwgNJQ4CgolVKiBAeSCICBBWv3EOE8EBSESBIhHINEcIDSUaAIDHKLUQIDyQdAYJEKZcQITyQBgQIEqfUIUJ4IC0IECRSqUKE8ECaECBIrGKHCOGBtCFAkGjFChHCA2lEgCDx4g4RwgNpRYAgFeIKEcIDaUaAIDWiDhHCA2lHgCBVogoRwgMgQJBChYYI4QFsQYAglcKGCOEBbEWAILXyDRHCA8hGgCDVgoYI4QHkIkCQen4hQngA7ggQQLxDhPAAvBEgwH+YIdKsWTOrEB6AOwIEcDBDhPAAvBEggKFfv345AaK/A5CNAAEczHMemWKeWAdAgAA2Mzxq165tFUIEcEeAAJIbHplzHuY5EUIE2IoAQep5hUcGIQK4I0CQan7hkUGIALkIEKRW0PDIIESAbAQIUinf8MggRICtCBCkTtjwyCBEgC0IEKRKoeGRQYgABAhSJKrwyCBEkHYECFIh6vDIIESQZgQIEi+u8MggRJBWBAgSLe7wyCBEkEYECBKrWOGRQYggbQgQJFKxwyODEEGaECBInFKFRwYhgrQgQJAopQ6PDEIEaUCAIDHKJTwyCBEkHQGCRCi38MggRJBkBAgqXrmGRwYhgqQiQFDRyj08MggRJBEBgopVKeGRQYggaQgQVKRKC48MQgRJQoCg4lRqeGQQIkgKAgQVpdLDI4MQQRIQIKgYSQmPDEIElY4AQUVIWnhkECKoZAQIyl5SwyODEEGlIkBQ1pIeHhmECCoRAYKylZbwyCBEUGkIEJSltIVHBiGCSkKAoOykNTwyCBFUCgIEZSXt4ZFBiKASECAoG4RHNkIE5Y4AQVkgPNwRIihnBAhKjvCoGSGCckWAoKQIj2AIEZQjAgQlQ3jkhxBBuSFAUBKERziECMoJAYKiIzwKQ4igXBAgKCrCIxqECMoBAYKiITyiRYig1AgQFAXhEQ9CBKVEgCB2hEe8CBGUCgGCWBEexUGIoBQIEMSG8CguQgTFRoAgFoRHaRAiKCYCBJEjPEqLEEGxECCIFOFRHggRFAMBgsjoAerQQw8lPMqEGSLaNoQIokSAIBKrV6+W+vXrEx5lxgwRbSNtKyAKBAgiMXr0aPsgpeWss84yq6BEtC2cbaNtBUSBAEEkNm3aJHvvvXfWgeqOO+4wq6HItA2cbaJtpG0FRIEAQWTWrFkjrVu3JkTKhBke2jbaRkBUCBBEihApD4QHioEAQeQIkdIiPFAsBAhiQYiUBuGBYiJAEBtCpLgIDxQbAYJYESLFQXigFAgQxI4QiRfhgVIhQFAUhEg8CA+UEgGCoiFEokV4oNQIEBQVIRINwgPlgABB0REihSE8UC4IEJQEIRIO4YFyQoCgZAiR/BAeKDcECEqKEAmG8EA5IkBQcoRIzQgPlCsCBGWBEHHXvfv9hAfKFgGCsmGGSL16jeXeewea1VKjd+/hsvvuraztQHigHBEgKCuZENGDph48f/7zy6Rfv3+Y1RKvf//35NBDu1vvX7fDr351CeGBskOAoOysWbNW/vu//2AdPPUgeswxT1gH1LTQ96rvWYu+/8su6y1r164zqwElR4CgLK1d+4NcddXT9oE0LSHiDA8tnTuP3rwt1pvVgLJAgKBsrVu3wTqApiVE3MJDtwFQrggQlLW0hAjhgUpEgKDsJT1ECA9UKgIEFSGpIUJ4oJIRIKgYSQsRwgOVjgBBRUlKiBAeSAICBBWn0kOE8EBSECCoSJUaIoQHkoQAQcWqtBAhPJA0BAgqWqWECOGBJCJAUPHKPUQIDyQVAYJEKNcQITyQZAQIEqPcQoTwQNIRIEiUcgkRwgNpQIAgcUodIoQH0oIAQSKVKkQID6QJAYLEcguRxx9/36wWGV024YE0IUCQaGaI/OIXT8iCBSvNagXTZeqyCQ+kCQGCxNMD+fXXbwmRNm2ekzVroj+w6zJ12boOXRfhgTQgQJAKmzb9KB9/PF+WLFmb9XvnV05aJkyYlTXdjbO+ky5b16HrAtKAAEGqmQFy0UUv+AaAV4AAaUOAINXMANHy4ovTzGpZCBBgCwIEqWaGh5Yzz3xO1q71PodBgABbECBINTM4Mj8PGvSRWdVGgABbECBINWcYjBz5mf3zSSc9lXPCPYMAAbYgQJBqzjDYuHGTXHDBcPv/ffq8bVa3ECDAFgQIUs0Mgzff/Nr+/3HHDZLZs5cZc+TOA6QVAYJUcwuDDh1esn93223/cNTewm0eII0IEKSaWxh89NG3Wb+fMmWhYw73eYA0IkCQal5hcNNNr9m/v/LKl7Omec0DpA0BglTzCoMZMxZLixZP2tPGj59pT/OaB0gbAgSpVlMY9OxZbU+78MLh9hAnNc0DpAkBglSrKQx0iPYTThhsT9f7RFRN8wBpQoAg1fzC4JFH3rGnn3HGlqHg/eYB0oIAQar5hcHy5eukqmqIXeeJJz70nQdICwIEqRYkDJ55ZrJdR4c4CTIPkAYECFItSBj88MNGOeusoVl1/eYB0oAAQaoFDYOXX/48Jzz85gGSjgBBqgUNA72EV59WSIAAWxEgSLV8wkCfl06AAFsRIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAADzqEiRYA7ggQwMW0ad/LKacMsYr+DCAXAQK4cA7brj8DyEWAAC4ef/x9O0D0ZwC5CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcDBz4f3L88Q9YRX8GkIsAAVw8//xgOf/8KqvozwByESCAi1Gjuso119Syiv4MIBcBArggQAB/BAjgggAB/BEggAsCBPBHgAAuCBDAHwECuCBAAH8ECOCCAAH8ESCACwIE8EeAAC4IEMAfAQK4IEAAfwQI4IIAAfwRIIALAgTwR4AALggQwB8BArggQAB/BAjgggAB/BEggAsCBPBHgAAuXnmlhx0g+jOAXAQI4GLmzPfkxhsbWEV/BpCLAAE8rF27wioA3BEgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoCkybx5Ig89JHLmmSJNmojUry+yww5bfj7jDJG+fUW++cacK1W++GKCDB16rdx771Hy+9/vKp061bH+7d79IHnggVYybNgN8v77w2TJkjnmrOlBP8J/ECBpsG6dyG23iWy//eYWr1Vz0Tq33rplnhRZufJ7eeyxs+y7z4OU1KEfwZDCvSBlvv9e5MQTc3dwv6Lz6LwpsH79GunZ8/CcgPArqUI/gouU7QUps2GDyEknZe/Qhx8uMnCgyPTpIqtWiaxerd/biDz5pMiRR2bXPfnkLcswvf22yH/915avLCIsc45pIi9d1ES63d5E7rwz2tKt24EyYcIA851YRo++NysYHnvsbJk8+WVZuvQb2bhx/eY/olduPgZ+JV999U9rGYMH/0Zuv/1n5mIsOl3XZa4/iqLbRbePbidz2xVUtC21Tb3E1Y9Q8WqZv0CC9OqVvSPffbfIpk1mra10mjnPPfeYtUTOPTe7TkTl6z1qydCTasl1V+X+tR9Fuemmnc13YunZ8zC7zt//fos5OS+6DnO9URXdLrp9dDuZ267gom3qxewTUfUjVLxa5i+QEMuXi+yyy9Yd+M47zRre7rhj63y6jBXGeFADNv8lX7t27kGowBJ3gOgnBzfXX1/PrqPnQgqh6zDXG1WJLUC0LbVN3cTZj1Dxapm/QELoVwmZnXe//fL7CkHr6lcbmfkHDTJriCxcqEPWRlo2zJkpq+bPlEWLoi+LF88WLzribuYgrXULpesy1x9V0e2j28ncdgUVbUsvcfcjVDQCJKkuvnjrjtunjznVX+/eW+f/jftf7knRp8+JdoD07XuKLFky16ySXvQj1IAASaqDDtq6437wgTnV3/vvb52/WTNzaqK8++7QrK+Krr12G3nwwZOsJxF+8slL8v33X5uzpAf9CDUgQJJqt9227riLF5tT/S1atHX+hg3NqYnzwgt/yDnn4Cy33rqnPPXUb2X69Gpz1mSjH6EGBEhS1amzdcfN53vrjPXrt86vy0qBzz77h/Trd6r1CcQMEGfp3/8cWbUqxMG0EtGPUAMCJKn4yzG05cvnW8OV6KeSfv1Okz/8YbecENGhTvQGxMSjH6EGBEhSRfnd9cEHm1NTZ+7cyTJ0aKesTyevvx7ipHKloR+hBgRIUnH1TCzGjPmjHSD33Xe0OTl56EeoAQGSVFy/H4sVKxbaAaL3jyQe/Qg1IECSatkykZ122rrzFnIHsd6NDMvy5QvsANE72BOPfoQaECBJ1qPH1h1YS8+eNY9h9OOPW8Yscs6jYxqZdNC8du1EqqoiLd+2rZKx/1MlDz9YJX37Rlt0gMR///s1853kTZ8HkgmQu+8+1JxsrUPXZa4/iqLbRbePbidz2xVUtC21Tb3E1Y9Q8WqZv0CC6CWULVtm78hHHCHyxBNbDhg6guqaNSJffrnl6wUdldVZt1Ur968sLrwwu15EJe6xsG6+eXfznVi6dNlHBg68UN544wGZNu1NmTfv39aVWBs2/GCVRYtmyQcfDJeHHvpl1vJGjepmLspah7neqEpsY2Fp0Tb1Elc/QsWrZf4CCaPjHB13XO4Bw6/oPF5jJHXrlls/ghJ3gDz44MnmO7GY9YKUrl2bytq1uYMD6jrMulGVWANE27QmcfQjVLxa5i+QQGvX6p/GwZ4kV7euyB/+sGWemkyaJFJdHWlZO6laFnxcLdM/r7bu+I66rFu3StyYB2q/ojcbLl06z1yMRddhrjey8vmW7aPbydx2BRVtyyDi6EeoaLXMXyDB9DnVDz4o0rq1yL77bnmOdb16W34+/XSRBx7QGx7MuRJPHxz18ccjZeTI2+Xhh1tbTye89da9pHPn7TaXunLLLY2kd+8T5G9/+x/54ov/M2dPH/oR/oMAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAATzMm/epVQC4I0AAFzqq7rXX1rZKFKP4AklEgAAudKTdzNhXbqPuAiBAAFejRnV1BEhXczIAIUAAVwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMDFM890lbPOqmUV/RlALgIEcPHII13lkENqWUV/BpCLAAFc9OzZVerVq2UV/RlALgIEcNG1a1epVauWVfRnALkIEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEMCxevFiaNWtmB4j+rL8DkI0AAf5jw4YN8r//+7/SsGFDOzwyRX+n07QOgC0IEGCzcePGyWGHHZYTHGbROloXAAGClJsxY4a0bds2JygaN24sQ4cOtYr+bE7XeXReIM0IEKTSihUr5I477pC6detmBUO9evWkR48esnr1aruu/qy/02nOujqvLkOXBaQRAYJU+fHHH2XIkCGy11575XyqaNeuncyaNcucxabTtI45ny5Ll6nLBtKEAEFqTJo0SVq0aJETAM2bN5cJEyaY1T1pXZ3HXI4uW9cBpAUBgsSbO3euXHrppTkH/EaNGsmgQYNk06ZN5iy+dB6dV5dhLlfXpesEko4AQWKtXbtWevXqJfXr1886wG+33XZyyy23yLJly8xZ8qbL0GXpMp3r0HXquvU1AElFgCCRhg8fLj//+c9zPh2cc845Mn36dLN6wXSZumxzffoa9LUASUSAIFE+/vhjOfnkk3MO5Ho3+euvv25Wj5yuw3kXe6boa9LXBiQJAYJE+O677+Sqq66Sn/zkJ1kH7l133VUeeeSRot5BruvSdeq6na9FX5u+Rn2tQBIQIKho69evl759+8rOO++cc7Du1KmTfP/99+YsRaPr1tdghpq+Vn3N+tqBSkaAoGK9+uqrctBBB+V8XVRVVSX/+te/zOolo69FX5P5OvW163sAKhUBgoozbdo0OfPMM3MOyPvtt5+MGDHCrF429LXpazRft74XfU9ApSFAUDGWLl0qN910k2y77bZZB+AGDRrIfffdJ+vWrTNnKTv6GvW16mt2vgd9T/re9D0ClYIAQdnbuHGjDBgwQHbfffesg27t2rXld7/7ncybN8+cpezpa9bXru/B+Z70Pep71fcMlDsCBGWturpajjzyyJyvfY4//nh59913zeoVR9+Dvhfz/el71vcOlDMCBGXp66+/lgsvvDDnwLr33nvLs88+m6iBC/W96HvS92a+X90Gui2AckSAoKysXLnSega5Ocy6/l9/r9OTKs3vHZWJAEFZ0L/Cn3nmGf4Kl5o/fek2StKnL1Q2AgQl984778hxxx2Xc8BM+3kAr/M/uq10mwGlRoCgZPRKpN/+9reuVyINHDiQK5FkyxVoui3crkDTbVeJV6AhOQgQFF1N90L8/ve/514IF7pNdNtU8j0wSB4CBEXldTd2mzZtuBs7AN1Guq3M7Vfud+EjmQgQFEVN40GNHj3arB47fdDTlClTrIPu/fffL5dffrn1+g4//HBp0qSJNG7cOOt16v/19zpd62n93r17y8iRI+XTTz8t+icA3WaVMA4Yko0AQax0RNprr7225CPSrlq1St544w258847rRv36tSpk3PwLaToV0utWrWS7t27y1tvvVWUJxHWNBKxbvNSjkSMdCBAEAs9uD388MOyyy675Bzcrr766qI8E0PPG+hzy0855ZSccwdxl+23394aJPG5556T1atXmy8tUrotdZuaIa3bXtugWCGN9CFAELnXXnvN86l8n3zyiVk9Unqw1K+VLrjggpwb8syi91Wcfvrp0rlzZ+tAq18L6aWzM2bMkJkzZ9p/weu/+v8vv/zSmq5DsGv96667Tk499VT56U9/mrNsZ9Hno+tXXuPGjTNebbR023o9jVHbBIgaAYLI6HPBzz777JwDWDGeC75mzRp59NFHZd99981Zf6boOYNrrrlG/vrXv8r8+fPNRRRk7ty51nAkV1xxhXWuxFx3phxxxBEybNiwWC9R9noevLZNHM+DR3oRICjYsmXL5Oabb875mkj/8r7nnntiPR+wZMkSax3mfRLOA7ae7J49e7Y5a6y++OIL6dGjh+sVZ1oOPPBAGTx4cGxfL+k21+2ibeBcr7aRtpW2GVAoAgShbdq0SZ588klp1KhRzgHy0ksvtf4qj0tmiPfddtstZ936u9tuu00mT55szlYSEydOtM5R6HkR87Xq10tvvvmmOUtktA20Lcz1aptp22kbAmERIAhlwoQJctRRR+UcmFq0aCGTJk0yq0fq7bfflubNm+esW89pPPTQQ2U76OCCBQusYNtxxx1zXvsll1wS613l2ibaNuZ6tQ21LYEwCBDkZdasWdKuXbucA5GeSB4yZEisA/2tWLFCOnbsmDP0iZ730K+DfvjhB3OWsrR48WK5++67c75e2mmnnaxhS+KibaNt5HbSX9tU2xbIBwGCQPQ+Cr3HwfwaRq90uuOOO6yDe5w++OADOeCAA3LWrcOcx32ZbFz0vMz555+fczBv3769LF++3KweGW0rbTPzKjVtW21jbWsgCAIEvoYOHZpzZ7aWtm3bWpe8xkn/an7wwQdzTtCfc8451mW1STBmzBhp2rRp1vvTsPzoo4/MqpHSttM2NNtV21rbHPBDgMDT2LFjZc8998w5wOhwHnGe+M3Qv4TPPffcrHXr1z5PPfWUWbXi6XvVZ6Q736t+Qnj++efNqpHTttQ2NdtZ2177AOCFAIGnhg0bZh1Q9P+PP/54rPcwZCxcuDDnpK+e8P3888/Nqomi5yic50a22WYb6devn1ktctqm2rZubQ54IUDgadddd7UPJBdddJF1z0Ux6D0U5lc6erd4sQcsLJWpU6fmDJR4++23m9VioW2sbZ1Zr/YBwAsBAk/OrzXeffddc3IsdDgO502BxfoLvNzo+FbmJzC9l6QYtK0z69Q+AHghQOBJ7+IuZoDoMBt77LGHvU69KijuIVDKmd7PcsYZZ2SFSDE+iTgDRPsA4IUAgadiBsicOXOyxrHSm+24wW3L4JDOr5S0xP2JjABBUAQIPBUrQPTrmoMPPthel37y0GdqYAsNEecnEf1aL86rswgQBEWAwFMxAmTDhg1ZQ5Drg55eeeUVs1rq6ddZznMieolvXPeJECAIigCBp2IEyK233pr1lzU3sHnT55I4r87Smw3juGOdAEFQBAg8xR0gL774Yta4Vt26dTOrwKCX+DrvE9FhT6JGgCAoAgSe4gwQHUbD+SxvfTIgQ4sHozcbZrablqgHYCRAEBQBAk9xBsgvf/lLe9k69lIxnpGeJM5hT3QU3yiHgidAEBQBAk9xBcjTTz9tL1fPe+jzPZAfHTvLebf+xRdfbFYJjQBBUAQIPMURIHoi2Hmn+fXXX29WQUA6im9mO2qJaoBLAgRBESDwFEeAXH755fYy9QmCcVxFlCbO54no43GjeMY6AYKgCBB4ijpAPv30U+srq8wyR4wYYVZBnvShVM6rsvTJjIUiQBAUAQJPUQeI81G4etUVoqGPx81s1wMPPLDg4fYJEARFgMBTlAHy73//O+vTx6RJk8wqCEmfsa5jh2W27bBhw8wqeSFAEBQBAk9RBoje8JZZVuvWrc3JKFCXLl3s7XvkkUdajwIOiwBBUAQIPEUVILNmzcr69DFx4kSzCgo0f/58qVevnr2NC3kULQGCoAgQeIoqQHr16mUv56STTjInIyL6wKnMdtYbDcMiQBAUAQJPUQSIfpWy//7728vRmwgRD/1kl9nODRo0sG42DIMAQVAECDxFESDV1dX2MvREb9iDGvyZYR12ZGMCBEERIPAURYB06NDBXkbHjh3NyYhYjx497O3dpk0bc3IgBAiCIkDgqdAA0b+Inc84Hz9+vFkFEdPnyme2tz7Zce3atWYVXwQIgiJA4KnQAJk8ebI9vw7drk8fRPyaNGlib/cwjwYmQBAUAQJPhQZI37597fnPO+88czJicsUVV9jbPcxDuggQBEWAwFOhAaLfwWfm79+/vzkZMXn22Wft7d6yZUtzsi8CBEERIPBUSIDo0wWdg/x99tlnZhXEZO7cufZ232677fI+D0KAICgCBJ4KCZCvvvrKnnfXXXc1JyNm++yzj739dRTkfBAgCIoAgadCAuTVV1+15z3hhBPMyYiZ85HBI0eONCfXiABBUAQIPBUSIM4T6HpSF8XVqVMne/v/6U9/MifXiABBUAQIPBUSIFdddZU9b58+fczJiFm/fv3s7a83c+aDAEFQBAg8FRIgVVVV9ryjRo0yJyNmzq8Q8x3AkgBBUAQIPBUSIM2bN7fn5eFRxffOO+/Y21+fD5IPAgRBESDwVEiANG3a1J53ypQp5mTETJ8Amdn+OsBiPggQBEWAwFMhAeIcA0sfKIXimj17tr39GzVqZE6uEQGCoAgQeCokQJxPx9NndqO4lixZYm9/HVQxHwQIgiJA4ClsgOgovJn5tOR7JzQKp9vc2Qb5PCOdAEFQBAg8hQ0QxSeQ0uITCIqBAIGnQgKEcyClxTkQFAMBAk+FBAhXYZUWV2GhGAgQeCokQLgPpLS4DwTFQIDAUyEBwp3opcWd6CgGAgSeCgkQxsIqLcbCQjEQIPBUSIAwGm9pMRovioEAgadCAoTngZQWzwNBMRAg8FRIgPBEwtLiiYQoBgIEngoJEJ6JXjo8Ex3FQoDAUyEBotq0aWPP379/f3MyYvLss8/a271ly5bmZF8ECIIiQOCp0ABxnkg/77zzzMmIiV60kNnu3bp1Myf7IkAQFAECT4UGyOTJk+35d955Z9mwYYNZBTFo0qSJvd3feustc7IvAgRBESDwVGiA6AiwzjGxxo8fb1ZBxKZPn25vbx1EMd/zH4oAQVAECDwVGiBKb2LLLKNjx47mZESsR48e9vbWc1BhECAIigCBpygCpLq62l7GjjvuKKtWrTKrICL6iU8HTsxs76FDh5pVAiFAEBQBAk9RBIh5UHv66afNKojIxIkT7e3coEGD0GFNgCAoAgSeoggQ1atXL3s5+Q7sh+Cuvvpqezv/7ne/MycHRoAgKAIEnqIKEH2g1DbbbGMvS/9SRrTmz5+f9RTIsWPHmlUCI0AQFAECT1EFiGrfvr29rNatW5uTUaAuXbrY21ef/5HPM9BNBAiCIkDgKcoA0SfkOT+F8JCp6Ogz5/UChcy2HTZsmFklLwQIgiJA4CnKAFHt2rWzl3f66aebkxHS3XffbW/XAw88UDZu3GhWyQsBgqAIEHiKOkB0VFjnp5ARI0aYVZCn2bNnZw1aOXjwYLNK3ggQBEWAwFPUAaIuv/xye5l77723LF++3KyCPJx//vn29mzWrJmsX7/erJI3AgRBESDwFEeAfP/997L77rvby73++uvNKghozJgx9nbU8uabb5pVQiFAEBQBAk9xBIjSmwkzy9WvtN5++22zCnzoTYJNmza1t+PFF19sVgmNAEFQBAg8xRUgyvnI1caNG8t3331nVkEN9EbBzPbbaaedZN68eWaV0AgQBEWAwFOcATJjxgxriPfM8vWqLH2KIfwNGTLE3m5aBg4caFYpCAGCoAgQeIozQNSLL74otWvXttcR5uFHaTN16tSsq670Bs2oESAIigCBp7gDRN166632OvR8SNgRZNNAL0A46KCD7O11wAEHxHIVGwGCoAgQeCpGgOhTCk8++WR7PXXq1JFXXnnFrJZ6K1eulBYtWtjbqW7duvLRRx+Z1SJBgCAoAgSeihEgSk+gH3zwwfa69El6YR7FmlR6b8cZZ5xhbx/9pPb888+b1SJDgCAoAgSeihUgas6cObLvvvva69OxnSZMmGBWSx0Nj4suusjeLlr69etnVosUAYKgCBB4KmaAKH2et/MZ6vpJZPjw4Wa11NCvrZyfPLTcfvvtZrXIESAIigCBp0MOOaSoAaI++eSTrDvV9euauP/iLkf6tZ7znIcWfWBUMTgDRPsA4IUAgSe9QS1zIDn66KNl8uTJZpVYfPHFF1l3WWvp3LmzrFu3zqyaSHqprvNqKy3F+OShtI21rTPr1T4AeCFA4EnvEHcexH7yk5/INddcY11OGreFCxfm/AV+1FFHyeeff25WTRS9SdB5n0exPoFpm2rbahs7t7n2AcALAQJPemK7ZcuWWUOwa9lll12sg1oUI7/WRMd7Ovfcc7PWrQfXp556yqxa8fS9Oocn0aKX6sZ5tZXSNtS21DZ1rlvbXNte+wDghQCBLz0vccopp2QdYLTopbc6Imyc9NGsDz74oGy77bZZ6z7nnHPkyy+/NKtXJN2G5ld2epNgXPd5ZOh6nZdPZ4q2tbY54IcAQWAvvPCCNGnSJOeAc/bZZ1tXUMXpgw8+sA6qzvXqX+hdu3aV1atXm9Urgj4Myvk8j0zR4UniuMM8Q9tK28xcr7attjEQFAGCvKxdu1buueeerO/ptegnhJtvvlmWLVtmzhKZFStWSMeOHbPGz9Ki94/ok/h++OEHc5aypM8w18fQmttQT1hHPTCik7aNtpH5aU5fh7apti2QDwIEoXzzzTdy2WWX5RzMGzVqJE8++WSsI+vq80OaN2+etV4t+oTDhx56yLp/ohwtWLBAbrvtNusmSfO1X3LJJZEOye6kbaFtom3jXKe2nbahtiUQBgGCgvzzn/+UY489NueAqFdMjR8/3qwemY0bN8qAAQNkt912y1m3/k4P1MW67NjPxIkTrXs49MZI87XqY2ijepKgG20DbQtzvdpm2nZAIQgQFExPdOtTBn/605/mHKh0GI6ZM2eas0RmyZIl1tcvzpsPnUXvpO7du7d1vqGY9F6WHj16yH777ZfzmrQceOCB1tducV3JptvcHAJFi7aRtpW2GVAoAgSR0XMUd955p3Vy23nQ0r+8u3fvbl2qGpc1a9bIo48+mjWelln05jy91+Gvf/2rzJ8/31xEQebOnSvPPvusXHHFFa4XGmSKBtqwYcOsT1Bx0G2s29r8tKNtom2jbQREhQBB5L766ivXq4v22Wcfee6558zqkdK/6EeOHCkXXHBBTpCZRc+Z6JMQ9S73hx9+WEaPHi3V1dXW0xL1L/jMDZP6r/5fLxvW6a+++qpV/7rrrpNTTz3V9ZOXs+hJ6ssvv1zGjRtnvNpo6bbVbWyuX9tC2wSIGgGC2Oh3+4cffnjOAe2EE06Q9957z6weuaVLl8qgQYOs+xrMK4/iLvoJ4Mwzz7QO6nFfZqzbUrep+Rp028d5fgUgQBAr/armz3/+szRs2DDr4KZXAOlf5d9++605Syz0q5033njD+hrn+OOPtx5cZR5wCykaUK1atbK+PtJnmRTjkljddroNzSvhdFvrNo/razIggwBBUejJ7htvvDHnk4Be0vqnP/2p6Pdw6AF+ypQpMmLECLn//vutA3FVVZX1V7uewzDHAdP/6+91utbT+npyXr8u+/TTT4s60KNuK91m5uXAum11G+u2BoqBAEFRffbZZ9K6deucv+D3339/efHFF83qMOg20m1lbj/dprptgWIiQFAS+txzvZTVPBDqSWn9ix7ZdJvotjG3l25DniGPUiFAUDL6VcwDDzyQ9dwRLXp+Qq9wWrRokTlL6ug20G1hnrPRbabbrthf/QFOBAhKTp/9ceWVV+YMG7/rrrta93Zs2LDBnCXx9D3re9dt4Nwmuo10W+k2A0qNAEHZ0OHL9Uom82safazqP/7xD7N6Yul7dT5OOFN028Q9xDuQDwIEZUfv1Ha7o1wfLqVDhCSVvjfzAVpadFvoNgHKDQGCsqRDk/Ts2VN22GGHrIPpdtttZw2UGOfzMopN34u+J31vzveq7123gW4LoBwRIChr+khVHerc/Kt8jz32sAYjjHPY+Ljpa9f3oO/FfH/6nnmcLModAYKKoM8AOeaYY3IOtEcffbQ1XHql0desr918P/oe9b0ClYAAQcXQv9j/8pe/yJ577plz4L344ouLPmR7GPoa9bWar1/fk763Sv5EhfQhQFBx9JxBly5dcs4Z1KtXz3pUbNyDF4ahr0lfm75G52vW96DvJUnndJAeBAgqlg6v/utf/zrnr/mf/exn1jM/yoW+Fn1N5uvU167vAahUBAgq3tixY+XQQw/NOUC3bNlSPvzwQ7N60ei69TWYr0tfq75moNIRIEgEvXP7sccey3lGut653bFjR1mwYIE5S2x0XbpO8856fW36GtN4Zz2SiQBBoixevNh6wqDb2FF9+vSJdewoXbauw21sL31N+tqAJCFAkEg6eu1pp52W8/XRAQccIC+//LJZvWC6TF22uT59DYwujKQiQJBoL730kjRt2jTnwK7PQp86dapZPW+6DF2WuXxdp64bSDICBImnXy3pUwfNJ/jpV0s33HBDqK+WdB6d1/yqTNeh64rzqzKgXBAgSI358+dLhw4dck5u6zPEH3/88UAnt7WO1jWf8a7L1GXrOoC0IECQOu+//76ceOKJOV876fPOx40bZ1a36TStY86ny9JlAmlDgCC1hg4dKo0bN84JhLZt28qMGTPsevqz/s6sp/PqMoC0IkCQajrESI8ePXKGGKlbt67cfPPNVtGfndO0rs5TjkOmAMVEgACbzZo1S9q1a5fzKcMsWkfrAiBAgCwTJkyQ5s2b5wSH/k6nAdiKAAEMOqR6VVWVHR6nnHIKw6wDLggQwEXXrl3tANGfAeQiQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDABQEC+CNAABcECOCPAAFcECCAPwIEcEGAAP4IEMAFAQL4I0AAFwQI4I8AAVwQIIA/AgRwQYAA/ggQwAUBAvgjQAAXBAjgjwABXBAggD8CBHBBgAD+CBDAxeDBg+0A0Z8B5CJAABcbN26UJ554wir6M4BcBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQwOG7776T/v37S9u2baVp06ay8847y7bbbiuNGjWSFi1ayA033CDV1dXy448/mrNaMjcfagkqzDxAOaDHAputW7dObr/9dqlfv37WAd2rHHLIITJmzBhzMaHCIMw8QDmgxyL1Fi5cKCeccEJOSAQpppqmeQkzD1AO6LFItfXr10vLli2zDuLNmjWTRx55RD755BNZvHixbNiwQRYtWmT9f8CAAdK6dWupXbu26wE/TBiEmQcoB/RYpFr37t3tg/c222wjf/zjHz3PbzhNnz5dzj77bPPXocIgzDxAOaDHIrWWLVsmO+20k33w1vAoVJgwCDMPUA7osUgtHWk3c+DWr62CfPLwEyYMwswDlAN6LFKrffv29oFbz3lEIUwYhJkHKAf0WKTWQQcdZB+49QR5FMKEQZh5gHJAj0Vq7bbbbvaBe8mSJebkUJxhEKYAlYQei9SqU6eOfeDWS3WjYAZCvgWoJPRYpBafQIDC0GORWpwDAQpDj0VqlfNVWNOmTZP7779fqqqqZN9997UGdNRPTCeddJI8/vjj1h30QKkF7+VAwjjvA9HBEcvpPhDn79yKjgysN0ICpRS8lwMJs3Tp0qw70Xv37m1WyZtbGPhxm0cD7a677pLXXntNvvjiC1mzZo016OPf/vY32Weffay6nTt3diwFKL7gvRxIIHMsrD59+gT6JKJjYZ1zzjnmr13DwE++84wbN86qu+eee5qTgKIK1mOBhNJzCSeeeGLWQfywww6TRx99VCZPnmx9StFLfHVUXv3/wIED5YwzzijpaLwrV6606u6www7mJKCogvVYIMEq7XkgEydOtOoee+yx5iSgqIL1WCDhMk8k1L/qzZBwK/opRc9PmPINAxV0Hv0U9Morr8j+++9vfd2mPwOlVHOPBVJGn4n+2GOPyXnnnWc9E11Psusd67vvvrt15dONN94oEyZMMGezBQ0DJ795zPA69NBD5eWXXzarAUXn3mMBlA0zQLbffnvrYVZR3fwIhEWAABVCh1vR0NDLe+vXr2/dXFhdXW1WA4qGAAEq0JgxY6xPI/q1GlAqBAhQgdauXWsFCJfyopQIEKACvfTSS1aA6BVZQKkQIEAZOuKII6y74t9//32ZN2+edTOj3kCo50B69Ogh9erVswLkvvvuM2cFioYAAcqQeeWVW7nssssiexAWEAYBApShqVOnSq9evaRVq1bW4Il6L0qDBg2sQRavuOIKrr5CWSBAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAACh/H/611+/B1RLuQAAAABJRU5ErkJggg==)
PN: 8H69-9-08
CAS: 1041026-61-2
Molecule Weight: 397.13
Formula: C12H15Br2NO2S
![4-[(Dipropylamino)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 8669-1-43
CAS: 57-66-9
Molecule Weight: 285.36
Formula: C13H19NO4S
PN: 8H69-1-3W
CAS: 57502-57-5
Molecule Weight: 251.34
Formula: C13H17NO2S
PN: 8669-5-00
CAS: 29171-72-0
Molecule Weight: 303.8
Formula: C13H18ClNO3S
TSCA: Not listed on TSCA inventory
