| Product Number | 8669-3-44 |
| Synonyms | N-(4-Fluorobenzenesulfonyl)valine |
| Purity | 97 % |
| CAS | 250714-79-5 |
| MDL Number | MFCD00664351 |
| Molecular Formula | C11H14FNO4S |
| Molecular Weight | 275.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-3-44
CAS: 250714-79-5
Molecule Weight: 275.29
Formula: C11H14FNO4S
PN: 8669-3-47
CAS: 251097-25-3
Molecule Weight: 289.32
Formula: C12H16FNO4S
PN: 8669-3-X3
CAS: 780-97-2
Molecule Weight: 247.24
Formula: C9H10FNO4S
![2-{[(4-Fluorophenyl)sulfonyl]amino}acetic acid](data:image/png;base64,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)
PN: 8669-3-00
CAS: 13029-71-5
Molecule Weight: 233.21
Formula: C8H8FNO4S
![N-[(4-Fluorophenyl)sulfonyl]-N-methylglycine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2cAAAdnAFPwsinAAACMXpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP14SE11alU9Vp0qTtTrrupPt2SiHtkAqZgL79+zlAXygcbSgOjh87jpNMn47pFvYqLxKdhYRTi4DKIh0n2SYkfz5eRgF5mk0jNELDrAjJZ1l+TRg7HA40+lSpPOqMRjol9fjkWCQtm4NNdb5hwrI4+/v+tqyYUZIVpcwihVSRTIpK+aYjWVaz+E8Ilsp8n2SsNmdpvq+9/ROWeSx6LGJyzWWBY3NEYZ1sFax1nsoS9sKi+Fg/YKMylctSxbA6odqmDuY+m74/62iXqqzErvGQRHK7LPNdhIpUb1W0Q2fYeX0OScoRkKVO53kuT2B6Ri05SAHSBumAdEF6IH2QAcgxSG7hH8c5GnC04GjC0YZ7uO5bZQJ/nL4Uzh5+wgLbL2zL6r1o2ot548KJkAjqeb4DnNq27QOmhb+zGDXathiZ9D0bBA38q7bx03bX55XACcN6lHuocqk9RtF8+dQ3dgF1/KuwaeB2hKA2R8Gp65h5nudrUd8go2a4UddWuM7sstCz6Upn8U0XkjgkK06qCvxW60I0RSCg81jluK+NA2N6C4g2YEo2DNhtwBR4GHDagNkOw4DbAbwLIPoAr5ODPxzBbwNmYw5HCDrAeBgYdwBuDc/JjLdKVx2SCzPvZe7LXR2qB8xdxetD+IC5K3p9aB/k4/Qw7oM4d6U/XwqDjNezbr0Muzkx7HyNYbdzxbGb+4/hrT/7BllRxuJaQzdEAAA8YklEQVR4Xu3dCbxVU//H8ZuiUUWFRMrQY0qGMpWKlNmDRJl5MkT5kyJTotCgBxENiEIioiRFTzKEMmWIVCqJJs3z9Pvf377O6Zy17+2eu8/Z656zzuf9eq2X3L3WPuesfe7+3j2stXMEAIAAcswfAACQCAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAqSk7OjJCpIm4ULRfr2FTnjDJFatUTKlxcpVy7v3y1aiDz2mMgff5itkInY1nBMEfZ0WSZIGBSlzcaNIp07i5QpE98uv6J1OnXKa4PMw7aGo3LMH+Afsb/UiUq0zdKlIief7N95FFa0jbZF5mBbw2E55g/wj9hf5kQl0mbLFpFTTomve+SRIgMGiMycKbJ2rci6dSK//ioyaJDIUUfF123cOG8dSH9sazhuJ3u6LJdIGJgSafPgg/H1HnhAZNs2s9YOusxs89BDZi2kI3O7sa3hmJ3s6bJcImFgKqzNqlUilSvvqHP33WaNgnXpsqOdrmP1arMG0gnbGlmggD0dCg2D/BTWRk9TRJbXrl200xNaV+/WibQfPNisgXTCtkYWKGBPh0LDID+FtWndesfyXr3MpYXr2XNH+8suM5cinbCtkQUK2NOh0DDIT2Ft6tTZsXzaNHNp4aZO3dH+0EPNpUgnbGtkgQL2dIgLgyAlP3vuuWP533+bSwu3bNmO9lWqmEuRTtjWyAIF7OngC4SilvyUKrVjeVHOiUds3ryjva4L6YttjSxQwJ4OvkAoaskPf5VmD7Y1skABezoUGgb5KaxNKs+L/+tf5lKEbWdjOExsa2SBAvZ0KDQM8lNYG+7MyUyffCLSoIHILrskPrCPbY0sUMCeDoWGQX4Ka8PYgMzy++8ibdrEb1fdbolgWyMLFLCnQ6FhkJ/C2qxcKVKx4o46yYxO1pHOCMf69SLduuVNtR67TUuWFHniCbN2/tjWyAIF7OlQaBjkJ5E2XbvG19Md1c7OrW/fnnfaJLaNzpeEcLz6qkjNmvH9raVpU5Hp083aO8e2huNyzB/gH7G/xIlKpI3entmwYXzdunVFBg7Mm5VVZ2fVv4Bnzco7dVGvXnzdRo2KdjoEifn667y+je1rLXr6aeRIs3Zi2NZwXI75A/wj9hc5UYm2WbxY5IQT4usnUrSNtkXqaH9ed13eBfLYvq5QQaRHj+Qf7MS2hsNyzB/gH7G/zIkqSpsNG0Q6dkzsKXWlS4vcfnteG6TGpk0ivXvHX6fQUqKEyFVX5T1+NlXY1nBUjvkD/CP2lzpRQdroM7D79BFp3jzv3LteuC1bNu/fp5+et5NbsMBs5acXWpcvN3+K/IweLXLIIf6dt/7V/8UXZu3USdW2BtJEEfZ0SFvff593ykWnvGjfPtjI52wwY0beztsMjn33FRk6NO8iNoCEESAu6Ncvfoeo02g8/TQXYCP0yKxDh/j5qbTo6aJ77xVZs8ZsASABBIgLliwROfZY/1/WRxwh8uGHZu3ssXWrSP/+eXNJmX3TsqXIb7+ZLQAUAQHiCt1Z6u2h1ar5d5b//rfI7NlmC7dNnChy5JH+vjjqKJFJk8zawemtukOGiDz7bN42ALIIAeKaFSvy7uLZddf4Heduu4ncdZfzz9feMGeOyIUX+oOjalWRAQNSu5N/7728iQ4jr/Hf/5o1AKcRIK765ReRs87y70j32UfkhRecu2C8JjcYR9x9t7xUurTMj/28GqS33ZYXrKlSUN/qXVRAFiFAXGf+lRwp9euLfPaZWTvjbM8NwiFDhkj16tWlQe7n6pJbPsgt2/UznnmmyM8/m02C29nRnc5fpaezgCxCgGQD3bHp6RWdmM8Mkssvz9ixB1OmTJEGDRrkfowcr1TMLRfmlpfr1JE1Y8ea1YPj+hKQLwIkmyxdKnLDDXmzysbuBHVAm07ap/MyZYAFuYF3xRVXRIMjUipVqiRDHntMtqbySOCjj/xzVGnJ9jvcACFAstN334k0aeLfKR5wgMhrr5m108aGDRvkoYcekvLly8cFR8ncQGzbtq0s0duZU2XuXJFWrfx9xBgbIIoAyWavvx7/4KJIOeUUkW++MWsXqxEjRuS+1VpxwaGlcePG8u2335rVg1u7VuS++/zzVjHKH/AhQLKdTtrXvbvk/lkfv8PU2Wlz/6rfXswzwmo4NMk9WjKD44DcoyUNlZQaNkykRg1/oOo8VT/+aNYGsh4Bgjw60d+VV+bNRhuz8/yuUiX5vE8f2ZLK6woJ0NNR119/vXd6KjY49PSVnsbS01kp8+WXIied5A+Ogw8WefttszaAfxAgiPf55yLHH+/tQJfmlmG55bLc0qBOHXn33XfN2im3OTeo+vbtK5UrV44LDi2XX365dwE9Zf78U+Tqq32h6U3x3rNn3pTvAApEgMBPBxm++KJ8Xr263J27Qz06Zid+xhlnyM+pHFsRY+zYsVInN6jM4NBbdT9L5ZgVfUjUI4+I7L57fHDoabtrrxVZtMhsASAfBAgKtHnNGhl2zz1SsXTpuB36rrvuKv/3f/8ny1P0/JFffvlFzjzzTF9w7LPPPt4gQR0smDJvvSVy4IH+01X66Nlp08zaAHaCAEGh5syZIxdddJFvB1+1alV59tlnZWvA+aVWrFght912mxdIsestnRtYXbp0kdUpnLdryfffyy+nneYPjv33F3nlFbM6gAQQIEjY//73P6lbt64vSPRnuixRGjgDBgzwAshc1wUXXCCzUziye9myZXJvu3ZyXalS3vWcPyPBoU8CfOABkXXrzCYAEkSAoEh05//MM89IlSpVfDt/PUr5rZBnbEyaNEnq1avna3vkkUfKhykc2b1lyxZ58sknZY899vDWf3JuuT+3fKThcemlIvPnm00AFBEBgkD0+sett96a7+mne+65R9YYT/mbO3euXHzxxb7g0CDq379/4NNg+Rk/frwcdthh8a+TW+469lj56+OPzeoAAiJAkJQZM2ZIixYtfMGw7777yksvveQFyX333SdlypSJW16qVCnp0KFDyi7Eq19//VXOPfdc33vZa6+95LnnnpNt27aZTQAkgQBBSowZM0YOOeQQ3857t9128/2sefPm8tNPP5mrCGzVqlXSqVMn32vp/+vPV65caTYBkAIECFJGBwH26dPHmxXXDA0tOpfVO++8YzYLTI8o9MhCjzDM19IjET0iARAeAgQpt3jxYrnqqqt8O/UKFSpI9+7dZaMO5EvSxx9/LMcee6zvNfTah14DARA+AgShGTlyZL4jy2vXri1vvPGGWT0h8+fPl9atW/vWqXdb6V1XevcVADsIEIRu+PDhUrNmTd9OX089JTotyrp16+SBBx6QsmXLxq1DL8a3a9fOG+8BwC4CBFasX79eunXrJuXKlYsLgEaNGplVfV555RXZf//9fQF06qmnyvfff29WB2AJAQKrfv/997jR7DoHVkG++uoradiwoS84DjzwQHnzzTfN6gAsI0BgnR6JRMLglltuMRfLokWL5Nprr5VddtklLjj0IvzDDz+ckovwAJJHgMC6ggJk06ZN0qtXL6lYsWJccJQoUUKuvvpq+VOf3wEgbRAgsC6/ANHxIQcffLDvdNWJJ54oX+oTAwGkHQIE1sUGSJs2beT000/3BUeNGjVk6NChZlMAaYQAgXWxAWJe59A5s3TurLVr15rNAKQZAgTWtW/f3nfEoUVn69VZewFkBgIE1pmz9+rzQT766COzGoA0R4DAOn2MbSQ8mjZtmtJngQCwhwCBdfndhQUg8xAgsI4AAdxAgMA6AgRwAwEC6wgQwA0ECKwjQAA3ECCwjgAB3ECAwDoCBHADAQLrCBDADQQIrCNAADcQILCOAAHcQIDAOgIEcAMBAusIEMANBAisI0AANxAgsI4AAdxAgMA6AgRwAwEC6wgQwA0ECKwjQAA3ECCwjgAB3ECAwDoCBHADAQLrCBDADQQIrCNAADcQILCOAAHcQIDAOgIEcAMBAusIEMANBAisI0AANxAgsI4AAdxAgMA6AgRwAwEC6wgQwA0ECKwjQAA3ECCwjgAB3ECAwDoCBHADAQLrCBDADQQIrCNAADcQILCOAAHcQIDAOgIEcAMBAusIEMANBAisI0AANxAgsI4AAdxAgMA6AgRwAwEC6wgQwA0ECKwjQAA3ECCwjgAB3ECAwDoCBHADAQLrCBDADQQIrCNAADcQILCOAAHcQIDAOgIEcAMBAusIEMANBAisI0AANxAgsI4AAdxAgMA6AgRwAwEC6wgQwA0ECKwjQAA3ECCwjgAB3ECAwDoCJHstWbJEnnrqKbngggvkoIMOkkqVKsmuu+4q1apVkwYNGkj79u1l0qRJsn37drOpJ/K90ZKoIG2QGHoU1hEg2Wfjxo1y1113Sfny5eN26AWVww47TN577z1zNYHCIEgbJIYehXUESHZZvHixnHTSSb6QSKSYdrasIEHaIDH0KKwjQLLH5s2bpWHDhnE78UMPPVSeeOIJ+fbbb+Xvv/+WLVu2yLJly7z/f/bZZ6V58+ZSokSJfHf4QcIgSBskhh6FdQRI9rj//vuj23qXXXaRhx9+uMDrG7FmzpwpZ599tvnjQGEQpA0SQ4/COgIkO6xcuVIqVqwY3dYaHskKEgZB2iAx9CisI0Cyw8CBA6PbWU9bJXLkUZggYRCkDRJDj8I6AiQ7XHrppdHtrNc8UiFIGARpg8TQo7COAMkOderUiW5nvUCeCkHCIEgbJIYehXVdu3aN/kJfe+215mI4Ys8994xu5+XLl5uLA4kNgyAFqUWPwrrzzjsv+guto5AfffRR2bRpk1kNGa5UqVLR7ay36qaCGQhFLUgtehTWdenSxfeLrdNajBo1yqyKDMYRiPvoURSLu+++W6pUqeL7BW/WrJn8+OOPZnVkIK6BuI8eRbFZu3atN9CsTJkycb/keupDL67rKGVkrky4C+uHH37w/pipX7++d8Sk30Wdh0uPklesWGFWh8Hfo4Bl8+bNk0suuSTuF12L/kLrzK2pOn8Ou2LHgehOOR3HgZjfudhy4IEHyl9//WU2QQx/jwLFZPLkyXL00Uf7fpEPP/xw+eCDD8zqSHP6F3zsSPSePXuaVYpsZ2FQkJ210Snkn376afnuu+9kzZo13sSPr732mtSoUcOrf80115hNEMPfo0Ax2rZtmwwaNMh7PoQZJOeff77MmjXLbII0Zs6F1atXr4SORHQurHPOOcf88U7DoCBB2nz44Ydeff0eomCJ9yhgkc6j1LFjR+8239gdwG677SZ33nmnrFq1ymyCNKSz8Z588slx2/CII46QJ5980vurX49S9BSlXu/S/x8wYIC0aNGi2Gfj1aMRrV+uXDlzEWIk3qNAMYjMyhq7E9Cy9957y/PPP+8dscC+2bNny0UXXSQlS5aUW2+91VwcJxOfB/LJJ5949Y8//nhzEWIk3qNAMRo3bpw3IZ+5gznuuOPk008/NasjJKtXr/buUCpdunR0G+ipqa1bt5pV40SeSKh/0ZvbML+iRym6zU2xdRJVlDZ6JDR69GjvArp+Lv03ClZ4jwJpQk+HPP7441K5cmXfDqdNmzby+++/m02QInrdYsiQIVK9enVf399www1m9QLpM9H79esn//73v73Bo3qRXW/brlq1qndBu0OHDt7NFAUpShhEJNLG/Ex648Y777xjVoOh4B4F0tTSpUvlxhtv9E6fxP7S61+3OlHj+vXrzSZIwpQpU7ydu7mT1YGCY8eONatnJPOz6XdJby3XW8xRMAIEGWv69OnStGlT3y9/zZo1Zfjw4WZ1FNGCBQvkiiuu8PVvpUqVpG/fvt4RoWv0CEkDUyf51Av5e+yxh3cdDvkjQJDxRo4cKbVr147byZUoUVLOOONy+f77OWZ1FGLDhg3y0EMPSfny5eP6VI/4rr/+em8nmw369OnjfW493Yb8ESBwgl6k7dGjh1SoUMH7pS9TprpUq9ZEDj74BunWbbz8/TentRIxYsQIqVWrlu+oo3HjximbzypT6K3k+tn1+gzyR4DAKQsXLpSrr75O9tjjaNlvv1Zy2GH3yXHHDZQmTYbISy99J5s3c9tvfjQcNCTM4NAw0VDJRsuWLfP6YPfddzcX4R8ECJz01VczpGXLPnLMMf28AImUCy98TSZP5sJohJ6O0tNS5g0JevpKT2Pp6axs9fDDD3t9ccopp5iL8A8CBM7SGTPefXemnHnmsLgQ0XLLLWPlt9+yd7ZVvQCuF8L1grh51KEXzvUCuuvq1q3rTa0ydepU78hVR8TrDAefffaZF6qR0fBvvfWW2RT/IEDgvHXrNkv//lPlpJOeiwuRE04YLH36fJa709hoNnHa//73rdSr18wXHHqrrt6BlC3Mz28WPSrTp2WiYAQIssbChaulc+cJvqOR0057Sd544yfZtq3wSf4y2dy5K6RDh/fk0EO7yF57nSqlSuXdZaWDA3WQYCKTHLrkp59+kgcffFAaNWrkzb6rAxp1YGO9evW8AY36rBDsHAGCrDNt2kJp3foNX5BceukbMnXqQrN6xlu9epP07TvFO+LK+6wDpFata6VataO9aUl0ehIgCAIEWUmPNkaO/EmaNXvJFySdOo2XP/7I/Nl+9TO++eaMfD/jrbeOkHnzeFgSkkOAIKvpX+ePPfZZzF/neUWvlzz99Jfe9ZNM9NVX+R9lXXKJm0dZKB4ECCB51wfatx/r2+GeccYwGTNmpndHVybY2XWe1193/zoP7CJAgBiffDLfGyti7oCvumqUTJ++yKyeNgq60+z44wdL797Zd6cZ7CBAAMOWLdtk2LDp3uj12J1x/foD5f77/yeLF681mxSrsWN/lbPOetkXejffnN1jXRA+AgQowPLlG6R798nSoMGguB1zo0bPy3PPfS2bNu38IUph++GHxXLNNaN8wcFoe9hCgACF+OWXpXL99aN9O+rzzntVPvig4Nl+zfqJ7NRj6xdkyZJ10rXrJO+IKLZ+48bM9wW7CBAgQRMmzJFzz33FFwzt2r0r69dvMav76rVq9XqhF7ELC5Dx42fLKae8EFdPj5AefPAjZhyGdQQIUAR62mrQoK+901ixO3ENF5MZIFreeutns1qcwgLkgguGx9X5z3/ekRkzlprVACsIECAAvZB+330TvZ34qae+6N0+azLDQ4veFrxhg/9oJaKwAOnV61Nv2TnnvCLvvz/LXAxYRYAASdDTRgUNNjSDI/LvwYO/NqtGFRYgatGiNd6dYkBxI0CAkMSGgU4pEvm3XsPQO7zyk0iAAOmCAAFCEhsGW7duk4suGhH9fz0VlR8CBJmEAAFCYobBxIm/Rf9f596aP3+l0cLfBkhnBAgQkvzCIHbgn85ZZcqvDZCuCBAgJPmFwddf/xn38++/XxzTIv82QLoiQICQFBQG//d/46I/13EcsQpqA6QjAgQISUFhMHv233Hza3300dzosoLaAOmIAAFCsrMw6NZtUnRZy5YjolOc7KwNkG4IECAkOwsDHQwY++wOHSeidtYGSDcECBCSwsLgiSc+jy5v0WKYNyFjYW2AdEKAACEpLAz0KYFNmw6J1hk48KtC2wDphAABQpJIGOjzOyJ1zGnagXRHgAAhSSQMdHr4/B5Hu7M2QLogQICQJBoG77zziy88CmsDpAMCBAhJomGgt/Dq0woJEGQaAgQISVHCQJ+XToAg0xAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAgQDEYPPhrueOO8TJnznJzEZAxCBDAsu+++ys62vzWW8eZi4GMQYAAln388fxogFxzzShzMZAxCBDAMgIEriBAAMsIELiCAAEsI0DgCgIEsIwAgSsIEMAyAgSuIEAAywgQuIIAASwjQOAKAgSwjACBKwgQwDICBK4gQADLCBC4ggABLCNA4AoCBLCMAIErCBDAMgIEriBAAMsIELiCAAEsI0DgCgIEsIwAgSsIEMCyKVNmSJMmd3qlXbunzcVAxiBAAMu+/vojufTSI71y332XmYuBjEGAAJZNnz5Gbrghxys9e55oLgYyBgECWEaAwBUECGAZAQJXECCAZQQIXEGAAJYRIHAFAQJYRoDAFQQIYBkBAlcQIIBlBAhcQYAAlhEgcAUBAlhGgMAVBAhgGQECVxAggGUECFxBgACWESBwBQECWEaAwBUECGAZAQJXECCAZYsW/SI33VTSC5AXX7zGXAxkDAIEKAa//jpZJk58UjZsWG0uAjIGAQIACIQAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEyVm4UKRvX5EzzhCpVUukfHmRcuXy/t2ihchjj4n88YfZKivp2I+XX75Runc/Wm67bQ+56aZS3n/vv7+O9O7dSIYPby9Tpw6X5ct/N5tmF75TGYMAQTAbN4p07ixSpkzutyhn50XrdOqU1yYLrVmzVPr1Oys6fUkiJSvxnco4WfpNRVKWLhU5+WT/L3VhRdto28LMny8yd25Ky6YFc2X1ormybFnqy+rVi6Ugmzevl27djvQFRGGlIFu2bPS9fqrK8iVzZf3CubJt/lxf/yVVVicw2j7s7xRCUfA3FcjPli0ip5wS/0t85JEiAwaIzJwpsnatyLp1er5GZNAgkaOOiq/buHHeOvKzbVvecnMnkYLyXa0c6d/Cv6NOVRk5srP5aTxjx3aPq9ev39ny3XfvyIoVf8jWrZtz/4Bek7v/myNz5kyRyZOfleeeu0zuumt/czWexYtnSceOVX2vnapyT5sceffYHFlewd9/SRU9Whg/3vw4O4T5nUKocswfADv14IPxv7wPPJC34y+ILjPbPPSQWSvPn3/G10thCTtA7rmntvlpPN26HRGt88Ybd5iLi+STTwb7XjeVJbQA0dK+vflxdjC/H6n8TiFUOeYPgAKtWiVSufKOX9q77zZrFKxLlx3tdB0Fnda46aa8C6bmDijJEmaA6IVw3bnn55Zbykbr6bWQZKxevUR69WooN95YwvceUlFCC5B//UtyD7vMj5PHxncKockxfwAUSE8fRH5ha9cu2mkDrat30UTaD85/h+uaDh0qRHfQep0BBr5TGY0AQeJat97xy9qrl7m0cD177mh/2WXmUif16nVyNEAee6yJLF++wKyS3fhOZTQCBImrU2fHL+u0aebSwk2duqP9oYeaS530xRcvx50muvHGXaRPn1Pk7bfvlW+/HSVLl/5mNskufKcyGgGCxO25545f1r//NpcWbtmyHe2rVDGXOuv112/3XW+ILZ067S0vvHClzJw5yWzqPr5TGY0AQeJKldrxy1qUc9URmzfvaK/ryiIzZkyQ//73NO8IxAyQ2PLUU+fI2rUBdqSZiu9URiNAkDj+WkzaqlV/edOV6FHJf//bTG6/fU9fiOhUJzoAMSvwncpoBAgSl8rz1XprJzwLFnwnL798U9zRyfvvB7ignIn4TmU0AgSJ446ZUL333sPRAOnR41hzsZv4TmU0AgSJ4579UOmcWpEA0fEjWYHvVEYjQJC4lStFKlbc8QubzKhhHYGMOKtWLYoGiI5gzwp8pzIaAYKi6dp1xy+tlm7ddj5v0fbtefMUxbbReYwK8tRTIk2bprzMbt1U3u7UVB57LPXl8cdP9+6ySpY+DyQSIA88cLi5WDZv3iBDh7b1vX6qyuDuTeXz65vK6rP8/ZdUadly58/vCPs7hdDkmD8Adkpvm2zYMP6Xt25dkYED82ZL1VlT168XmTUr75RCvXrxdRs1Kvg0xeLFIiVKxNdPUQlzLiwt+lCo/Nx5Zw0ZMKCljB/fW37+eaIsXPijdyfWli2bvLJs2TyZNm2E9O17atz63n77PnNVMmXKi77XTWUJbS4sLbfdZn6cHcL8TiFUOeYPgELpjv6EE/w7icKKttG2Bdm0Ke88uNkuBSXsABk06BLz03jMeomUe+89SDZs8E8MOG/eNGnXbldf/VSVUAPkxRfNjxMvrO8UQpVj/gBIyIYNIh07Jvb0uNKlRW6/Pa9NYZYvF5k0KeVlzeeT5I/pk7zR3qkuv/76sWzbtkXyY+6kCys62HDFioXmaqKWLJnte/1Uld9+miTLvpokWz6e5Ou/pEpBM/GawvpOITQ55g+AItFz2336iDRvLlKzZt5U7GXL5v379NNFevfWgQ5mq6yhD4765ps35c0375LHH2/uPZ2wU6d95Oabd8stpeWOO6pJz54nyWuv3eoFEYTvVAYhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQAAAgRAggGU67cngwW2kW7cjvClEgExFgACW6ay8O+a+amYuBjIGAQJYNn36mGiA9Ox5orkYyBgECGAZAQJXECCAZQQIXEGAAJYRIHAFAQJYRoDAFQQIYBkBAlcQIIBlBAhcQYAAlhEgcAUBAlhGgMAVBAhgGQECVxAggGUECFxBgACWESBwBQECWEaAwBUECGAZAQJXECCAZQQIXEGAAJYRIHAFAQJYRoDAFQQIYBkBAlcQIIBlBAhcQYAAlhEgcAUBAlhGgMAVBAhgGQECVxAggGUECFxBgACWESBwBQECWEaAwBUECGAZAQJXECCAZRog//lPjlcefpgAQeYiQADLPv98jDRrluOV9u0JEGQuAgSwbOLEMXLQQTleadmSAEHmIkAAy959d4yUKpXjlYYNCRBkLgIEsGzMmDGSk5PjlRNPJECQuQgQwDICBK4gQADLCBC4ggABLCNA4AoCBLCMAIErCBDAMgIEriBAAMsIELiCAAEsI0DgCgIEsIwAgSsIEMAyAgSuIEAAywgQuIIAASwjQOAKAgSwjACBKwgQwDICBK4gQADLCBC4ggABLCNA4AoCBLCMAIErCBDAMgIEriBAAMsIELiCAAEsI0DgCgIEsIwAgSsIEMCy2AA54YQTzMVAxiBAAItWrFghLVq0iAbIrrvuKhMnTjSrARmBAAEs2Lp1qwwYMECqVq0aDY/YcuGFF8qcOXPMZkBaI0CAkE2aNEmOOuooX2iYpXTp0nL33XfLmjVrzFUAaYkAAULy22+/ScuWLX1BUaVKFenfv7/8+OOPcsYZZ/iWV69eXV588UXZvn27uUogrRAgQIrpEcS9994rZcqUiQuGUqVKSYcOHWT58uVx9d99912pU6eOL0iOP/54mTJlSlxdIJ0QIEAKDR06VGrUqOELg+bNm8uMGTPM6lGbN2+Wxx57TCpVqhTXrkSJEnLFFVfIH3/8YTYBih0BAqTAF1984Y3pMIPjkEMOkdGjR5vVC7RkyRJp27atlCxZMm495cuXl+7du8uGDRvMJkCxIUCAJCxcuFCuuuoq70ghdodfsWJF6d27t2zatMlskpBvvvlGGjdu7AukWrVqyeuvv25WB4oFAQIEsHHjRunRo4dUqFAhbge/yy67yHXXXSeLFi0ymwQyYsQIOeCAA3xB0qRJE/n222/N6oBVBAhQRCNHjpTatWv7duqNGjWSr776yqyeND1t9eCDD3qnsWJfT09zXX/99bJ06VKzCWAFAQIkaPr06XLqqaf6gqNmzZry6quvmtVTbsGCBXL55Zf7Xr9y5crSt29f70I8YBMBAhRi2bJlctNNN/kubJcrV066desm69evN5uE6rPPPpMGDRr4guRf//qXvPfee2Z1IDQECFCALVu2yBNPPCF77LGHb2fdpk0bmT9/vtnEGh1kOGTIENlnn3187+2ss86SX375xWwCpBwBAuTj/fffl0MPPdS3cz7uuOPkk08+MasXm9WrV0uXLl28aVBi36dO0nj77bd7kzcCYSFAgBgzZ86Uc845xxcce++9tzz//POybds2s0lamD17tlxwwQW+962TNw4cONCbzBFINQIEyLVy5Uq54447ZLfddovbAev/d+7cWVatWmU2SUsffvihHHHEEb4gqVevnjepI5BKBAiymh5RDB48WKpVq+bb6Z533nkya9Yss0na02s3Tz/9tDdpo/mZLr74Ypk7d67ZBAiEAEHWmjx5shxzzDG+nezhhx8uEyZMMKtnnL///lvat2/vTeIY+/l0ksf77rtP1q5dazYBioQAQdaZN2+eXHLJJb7g2HPPPaVfv37eX/Au+emnn+T000/3fV6d9FEnfwSCIkCQNdatWyddu3aVsmXLxu1I9S/0m2++2Rvv4bJ33nlHDj74YF+Q6CSQX375pVkdKBQBgqzw8ssvy3777efbeZ522mnyww8/mNWdpZM79urVy5vsMbYfdDLIq6++Wv7880+zCVAgAgROmzZtmpx88sm+4DjooINk1KhRZvWsoZM96qSPOvljbL/o5JAPP/ywN1kkUBgCBE7666+/5JprrvHtIHfffXd55JFHAk+z7hqd/LFhw4a+gD3wwAPlzTffNKsDcQgQOEWD4dFHH/WCInaHqKdoNFA4RZO/V155Rfbff39fkOjkkd9//71ZHfAQIHCGnpLSU1PmTvCkk06SqVOnmtVh0JsMHnjgAd9NBjqJpE4m6fpNBig6AgQZ78cff5RmzZr5gkMvmuvFc9t0fIU+7EkfBqXP8WjdurU0bdrUe5qgFvO55/r/kWVaT+trO22v67E9XkMnidT3YPanTiqpk0u6dpszgiNAkLF0oNwtt9yS70C5+++/39qOV19n3Lhxcuedd0r9+vV9j7dNtuj6dL26fn0dW59LJ4089thjfe/nsMMOk/Hjx5vVkYUIEGQc/Qv4qaee8gb+mTs3HSCoAwXDprPc6iSF+txynfnWfB9hFn09fV19/bBn29WpXp577jnZa6+9fO/j3HPPlV9//dVsgixCgCCjfPDBB95UI+bO7Oijj/amJgmTPvFv9OjR0qpVK+8ox3wPsUVnwdVrL23btpXevXvL22+/7U1mqHc96VxUWjQII//Wn+tyraf1tZ221/WY644t+j70/ej7CvOJhDqZpE4qmd9kk506dfImo0T2IUCQEXRSw/PPP9+3A9VJEAcNGhTqNOs6JqJ///5ywAEH+F4/UnRakCuvvNJ7yFOqj4B0fbpeXb++jvnakaLvT99nmGM49IhDjzzM19YjFD1SCXM7IP0QIEhr+pevnvs3//LV0zgdO3YM9S9fvdagzxqvXr26b4epRS9669QoP//8s9k0VPp6+rr6+uZ70qLvV993mNdK9BqIXgsxX1uvmXz88cdmdTiKAEFa0r9k9QFO+iAncyd19tlnew9+CtNLL72U73n/8uXLe6eXwj5dlih9H/p+9H2Z71Xfv36OsOgpuCeffDLfR/5eeumlxfrIX9hBgCDtfPrpp96jY82dkj5iVu9CCpPeEqwXqM3X1ltt77nnHlm6dKnZJC3o+9L3Z94irEU/j36usOj4kHbt2vnuhtPxJHqkpONL4CYCBGnj999/l8suu8y3A6xcubI8/vjjoV4k1hHseqrMvKNK/7ru3r176Hc7pYq+T32/5lGBfi79fGFO4aIj1nVySnP76Qh3HekO9xAgKHbr16+Xbt26Sbly5eJ2PDoC+sYbbwz9r359nrh5xBOZ+mTJkiVm9Yyg71vfvzkmRT+nft4wvfXWW95cWmaQ6JxbOrkl3EGAoFgNHz5catas6dvZ6Ijs6dOnm9VT7o033vCd9qlbt643iM4F+jn088R+Pv28+rnDpEc6OmmlOSeZTm557bXXepNdIvMRICgWY8aM8UZXm8FRu3ZtGTlypFk95bZu3SodOnTw7dzuvfde56bq0M+jn8ucmVg/v/ZDmHTySn3OiHkkpM8j0Yd4hXmnGMJHgMC6p59+2hcc+hyKHj16hDqGIWLDhg1y4YUXxr2+3rHk+vQc+vnMO8u0H7Q/wqZPPNSBkeZ217vskLkIEFint+HG7kR0gNzChQvNaqHQcSNNmjSJe309XWbr9Yubfk79vLGfX/sjzPE0sYYNGyb77LNP9LX1yASZiwCBdV26dInuQC6++GJzcWj0KXz16tWL23leccUVzp2yKox+Xv3csf2g/aL9Y4OOZo+8rt76i8xFgMA6veMqsgPR2XRt0L+wzfDQkezbt283q2YF/dz6+c0QsXEk8scff0RfU2cYQOYiQGCd7QDRc/yxp630tIlOWAjx+iH2Arf2U9jXRAgQdxAgsM5mgOhdRuYF8169epnVspr2R2z/aH+FeXcWAeIOAgTW2QwQ81ZdPW0DP/N0lvZbWAgQdxAgsM5WgOhgudidol44ztZrHoXRfjEvrIc12JAAcQcBAutsBIhO1xE7wlxvXQ1zLi0XaP/E3uKr/RfGtCcEiDsIEFgXdoDoYMTYua108Fy2jPNIlvZT7GBD7cdUD+4kQNxBgMC6sANEZ52NrF+n75gwYYJZBTuh/RU77Yn2ZyoRIO4gQGBdmAGiz72InZJd54BC0Wm/RfpQ+zOVzxMhQNxBgMC6sAJELwTHPgxKZ6HNtlHmqaL9FjuLr/Zrqm5AIEDcQYDAurACZOjQodH16uA4ns2dHO2/2EGG2r+pQIC4gwCBdWEEiE4LHvv8dH2YEpKn/RjpU+3fVEy/ToC4gwCBdWEESN++faPr1Me5ZuqTBNON9mPs43G1n5NFgLiDAIF1qQ4Qnbtp3333ja5TnwmO1NH+jPSt9nOyc2URIO4gQGBdqgPkmWeeia5PB7+tWLHCrIIkaH/GDsrU/k4GAeIOAgTWpTJA9G6hWrVqRdfHbbvhiL2tV/s7mbvbCBB3ECCwLpUBMnr06Oi6ypcvL0uXLjWrIAW0X7V/I32t/R4UAeIOAgTWpTJAWrVqFV1X27ZtzcVIIe3fSF9rvwdFgLiDAIF1qQoQPTdfpkyZ6LomT55sVkEKaf9G+lr7Pei1JgLEHQQIrEtVgAwcODC6ntq1a6dspDTyp/2r/Rzpc+3/IAgQdxAgsC5VARL7mNquXbuaixEC7edIn2v/B0GAuIMAgXWpCBAdER07aeKMGTPMKgiB9nOkz7X/g4xMJ0DcQYDAulQEyLhx46LrqFGjhrkYIdL+jvS9boeiIkDcQYDAulQESOfOnaPruPLKK83FCJH2d6TvdTsUFQHiDgIE1qUiQOrXrx9dx5AhQ8zFCJH2d6TvdTsUFQHiDgIE1iUbIHrevWTJktF1zJs3z6yCEGl/R/pet0NRr4MQIO4gQGBdsgHyzTffRNtXrVrVXAwLtN8j20C3R1EQIO4gQGBdsgEyfPjwaPuGDRuai2GB9ntkG+j2KAoCxB0ECKxLNkBi21933XXmYlig/R7ZBro9ioIAcQcBAuuSDZA2bdpE2/fq1ctcDAu03yPbQLdHURAg7iBAYF2yAXLiiSdG248aNcpcDAu03yPbQLdHURAg7iBAYF2yAXL44YdH2zOBYvGInVhRt0dRECDuIEBgXbIBsv/++0fbF/UOIKRG7J1wuj2KggBxBwEC65INkMqVK0fbz5o1y1wMC7TfI9tAt0dRECDuIEBgXbIBEjuIcNGiReZiWKD9HtkGuj2KggBxBwEC65IJkI0bN0bbalm9erVZBRZov8duB90uiSJA3EGAwLpkAkRxBFL8OAKBIkBgXbIBwjWQ4sc1ECgCBNYlGyDchVX8uAsLigCBdckGCONAih/jQKAIEFiXbIAwEr34MRIdigCBdckGCHNhFT/mwoIiQGBdsgHCbLzFj9l4oQgQWJdsgPA8kOLH80CgCBBYl2yA8ETC4scTCaEIEFiXbIDwTPTixTPREUGAwLpkA0TVr18/uo4hQ4aYixEi7e9I3+t2KCoCxB0ECKxLRYB07tw5uo4rr7zSXIwQaX9H+l63Q1ERIO4gQGBdKgJk3Lhx0XXUqFHDXIwQaX9H+l63Q1ERIO4gQGBdKgJEz7vvuuuu0fXMmDHDrIIQaD9H+lz7v6jXPxQB4g4CBNalIkBUkyZNouvp2rWruRgh0H6O9Ln2fxAEiDsIEFiXqgAZOHBgdD21a9eW7du3m1WQQtq/2s+RPtf+D4IAcQcBAutSFSArVqyQMmXKRNfFxIrhip1AUftd+z8IAsQdBAisS1WAqFatWkXX1bZtW3MxUkj7N9LX2u9BESDuIEBgXSoDZPTo0dF1lS9fXpYuXWpWQQpov2r/Rvpa+z0oAsQdBAisS2WAbNmyRWrVqhVd37333mtWQQpov0b6WPtb+z0oAsQdBAisS2WAqGeeeSa6vkqVKgU+N4/8aX9qv0b6WPs7GQSIOwgQWJfqANmwYYPsu+++0XV2797drIIkaH9G+lb7Wfs7GQSIOwgQWJfqAFF9+/aNrnOPPfaQJUuWmFUQgPaj9mekb7Wfk0WAuIMAgXVhBIiOiN57772j673mmmvMKghA+zHSp9q/QUaemwgQdxAgsC6MAFFDhw6NrrdEiRLy8ccfm1VQBNp/2o+RPtX+TQUCxB0ECKwLK0B0pHTjxo2j665bt25SdwtlM+037b9IX2q/pmqkPwHiDgIE1oUVIOrHH3+Mm2SR23qDib1tV/tT+zVVCBB3ECCwLswAUXfeeWd0/bvssotMmDDBrIKd0P7Sfov0ofZnKhEg7iBAYF3YAbJx40Y57rjjoq+x1157ycKFC81qyIf2k/ZXpO+0H7U/U4kAcQcBAuvCDhA1e/bsuMFvTZs2lc2bN5vVEEP7R/sp0mfaf9qPqUaAuIMAgXU2AkS98cYb0dfRcsUVV6TsQrBrtF+0f2L7S/svDASIOwgQWGcrQFSHDh3idoodO3Y0qyCX9ktsP2m/hYUAcQcBAutsBsjWrVvlwgsvjNs59urVy6yW1bQ/YvtH+0v7LSwEiDsIEFhnM0CUzt0U+/hbHRzXu3dvs1pW0n6IHSyo/ZTsXFeFIUDcQYDAOtsBolauXCn16tWL+0tbT9tk6zUR/dzmaSvtH+2nsBEg7iBAYF27du2iO5Bjjz1WVq9ebVYJxaJFi3whoheOs220un5e84K59ov2jw2vv/569HV1vAkyFwEC684555y4nVf16tVlyJAhVo4G9C/s2NNZWvTW1WwZJ6KfM/ZWXS3aHzaOPH777Tdp2bJl3Gvr6TNkLgIE1n311VdStmzZuB2JlgYNGsiUKVPM6imn5/jNC+s6eG78+PFmVafo54sdJKhF+yHsax5r1qzxpkYpXbq0Lzz09ZG5CBAUCx20ps+WiB3sFyl6emXBggVmk5TSu4zMW3z1dIru6Fw7paWfRz9X7PQkWvTzh3m3lR5RvvTSS3EP+4qUFi1ayIwZM8wmyDAECIqVPrDo+uuvl5IlS8btYMqXLy8PPfRQ6H8d62A5M8R0FtpPPvnErJqR9HPEzqqrRT9vWIMEIz7//HM54YQTfMFxyCGHyJgxY8zqyFAECNLCt99+GzcVe6TUqlVLRowYYVZPKZ2uI3buLC16ekUfppSpTzbU963vP/YWXS36OcOYniRCr7FceeWVvtfV0NJbhjdt2mQ2QQYjQJBWNCw0NMwg0XDRkAmL7th01tnYqeC16ONc9ZngK1asMJukJX2f+n5jH0OrRT+Xfr6wduA64WKPHj2kQoUKca+rp83+85//yOLFi80mcAABgrSjp6309JWexordGelpLj3dFeZRgT73Ir8jIf0L+p577pGlS5eaTdKCvi99f+bpOC36eVL5PA+Tng6rXbu273VPOeUU+frrr83qcAgBgrSlF9LN8QqRnblegA9zdl29+GvesaRFQ61t27YyefJks0mx0Peh78cMWy36/vVzhGX69Om+W4K11KxZU4YPH25Wh4MIEKQ9vbVXb/E1d1R16tSRsWPHmtVTZu3atV5Q6TgV87W16Km2rl27ys8//2w2DZW+nr5ufqf6tOj71fet7z8MerRz4403+m58KFeunDfLwPr1680mcBQBgoygt4TqYMP8duZnnnlmqDtxPb/fv39/OeCAA3yvHSk1atTwLh7re5w3b565iqTo+nS9un59HfO1I0Xfn77PVD8AKkKP+B5//HGpXLmy77Uvu+wy+f33380mcBwBgoyi05506dLFNyhNLxLfdtttoV7s1h3o6NGjpVWrVlKmTBnfTjS2VK1aVU466STv9JLeffT222/LpEmTvEGUc+fO9YqOz4j8W3+uy7We1td22l7XY647tuj70Pej7yvMU3rjxo2TQw891Pf6elfXp59+alZHliBAkJHmzJkjF1xwgW+HpjvcAQMGhDpATmlQDRw40LtAbd65FXbR19PX1dcPMzDVzJkz5eyzz/a9h7333lteeOEF2bZtm9kEWYQAQUabOHGiHHnkkb4d3FFHHeX9RW+DXmvQv9D1Ntn69ev7xkAkW3R9ul5dv75OWNc2YuncWDpbrxmOOnuuvo9Vq1aZTZCFCBBkPD3a0HP/VapU8e18dfI+ncTPJt3B65gVHdPy4IMPSuvWrb27lfSitxbzVlv9/8gyraf1tZ221/XYCIwIPaIYNGiQVKtWzdeX559/vsyaNctsgixGgMAZy5cv9+Z3KlWqVNyOT6+X6FxQOqkfCqa3BB999NG+4Dj88MPlgw8+MKsDBAjco5P0NW/e3Lcj1DuYhg4dalbPenqX1yWXXOLrrz333FOeeuop5yaXROoQIHCW3pmkk/eZO8YTTzxRvvjiC7N61tFTY/fff7/vjjI9gtMnRf79999mEyAOAQKn6dxPeltsxYoV43aSemH6qquuypoHSZmGDRsm++23ny9cmzVrFuq0J3ALAYKsoI9rve6663zPxNDJ/3QSwLAG36WbqVOneuNLzOA46KCDZNSoUWZ1YKcIEGQVHbDXqFEj3w5UJwMcOXKkWd0Zf/75Z77Tu+++++7y6KOPhjZLL9xGgCArvfrqq96kf2aQnHrqqd4kga7QYHjkkUe8oIj9nHokpoHy119/mU2AhBEgyFo66Z9O/qeTAMbuXHWSwJtuukmWLVtmNskoekpKT02ZIXnyySfLtGnTzOpAkREgyHrz58+XNm3a+Ha0+lCmJ554IuNuY/3hhx/ktNNO830evWj+8ssvm9WBwAgQ4B/6/HDz0bZadBLB999/36yedvSI6eabb/YNpCxbtqw3/fu6devMJkBSCBAghk7l8fzzz3uTBZpBcs4553iTC6YbPULq16+fN/DPfM86QDDV08sDEQQIkA+dLLBz587e5IGxO2T9/zvuuMObbDAdTJgwwZtqxAyOY445Jm2emgh3ESDATujkgeedd55vB62TDQ4ePLjYpjNP1/eF7EKAAAlIl7/0M+XICNmBAAESVJzXGjLx2gzcR4AARWT7bqdMvzsM7iJAgIDCHm/h2vgUuIcAAZK0sxHfOnlhUbk+Qh7uIECAFEjVnFPZMkcX3ECAACkUdNbbbJ0lGJmNAAFCkOhzN3hOCTIZAQKESC+m5/fkPz0l1bFjR56UiIxGgAAhK+jZ42bhWe3INAQIYIkONNQBh2Zw1KhRQ4YOHWpWB9IeAQJY1r1792h46Kj2NWvWmFWAjECAAJaNGTMm7rQVkKkIEMAyAgSuIEAAywgQuIIAASwjQOAKAgSwjACBKwgQwDICBK4gQADLCBC4ggABLCNA4AoCBLCMAIErCBDAMgIEriBAAMsIELiCAAEsI0DgCgIEsIwAgSsIEMAyAgSuIEAAywgQuIIAASwjQOAKAgSwjACBKwgQwDICBK4gQADLCBC4ggABLCNA4AoCBLCMAIErCBDAMgIEriBAAMsIELiCAAEsI0DgCgIEsIwAgSsIEMAyAgSuIEAAyz76cIwcsX+OVy77NwGCzEWAAJZ989kYuaxRjle63kiAIHMRIIBls78ZI70uz/HKsAcIEGQuAgSwbP70MTLwhhyvjOpJgCBzESCAZQQIXEGAAJYRIHAFAQJYRoDAFQQIYBkBAlcQIIBlBAhcQYAAlhEgcAUBAlhGgMAVBAhgGQECVxAggGUECFxBgACWESBwBQECWEaAwBUECGAZAQJXECCAZQQIXEGAAJYRIHAFAQJYRoDAFQQIYBkBAlcQIIBlBAhcQYAAlhEgcAUBAlhGgMAVBAhgGQECVxAggGUECFxBgACWESBwBQECWDb/+3ejAfJ2r5PNxUDGIEAAy9atWChDbq3oBciXo+42FwMZgwABisHa5Qtk0ezPzB8DGYUAAQAEQoAAAAIhQAAAgRAgAIBACBAAQCAECAAgEAIEABAIAQJYEBl5nmgBMgHfVMACMyAKK0Am4JsKWGAGRGEFyAR8UwELCAe4iG8zYAEBAhfxbQYsIEDgIr7NgAUECFzEtxmwgACBi/g2AxbEBkhhBcgUfFsBC8yQ2FkBMgXfVsACMyR2VoBMwbcVsICAgIv4NgMWECBwEd9mwAICBC7i2wxYQIDARXybAQsIELiIbzNgAQECF/FtBiwgQOAivs2ABQQIXMS3GbCAAIGL+DYDFhAgcBHfZgBAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAvl/iHxh+KYUkb0AAAAASUVORK5CYII=)
PN: 8669-3-50
CAS: 287403-15-0
Molecule Weight: 247.24
Formula: C9H10FNO4S
PN: 8769-3-10
CAS: 40279-96-7
Molecule Weight: 323.34
Formula: C15H14FNO4S
PN: 8669-3-09
CAS: 251096-96-5
Molecule Weight: 273.28
Formula: C11H12FNO4S
![3-Methyl-2-[3-(trifluoromethyl)benzenesulfonylamino]butyric acid](data:image/png;base64,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)
PN: 8869-3-19
CAS: 250714-85-3
Molecule Weight: 325.3
Formula: C12H14F3NO4S
Melting Point: 159-161 ℃
TSCA: Not listed on TSCA inventory