| Product Number | 6660-3-Y9 |
| CAS | 438553-44-7 |
| MDL Number | MFCD04039954 |
| Molecular Formula | C7H7BF3KO |
| Molecular Weight | 214.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-3-Y9
CAS: 438553-44-7
Molecule Weight: 214.04
Formula: C7H7BF3KO
PN: 6660-3-0D
CAS: 1638533-83-1
Molecule Weight: 228.06
Formula: C8H9BF3KO
PN: 6660-3-65
CAS: 871231-45-7
Molecule Weight: 200.01
Formula: C6H5BF3KO
![Potassium trifluoro[3-(methoxymethoxy)phenyl]borate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABQ9AAAUPQGw1/kYAAACPHpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRYflM4hTZCkKDGsxYO2AvQ2KrSQGfBSyc/37UXbSxJ3nWDYokfyog7RmD8cih702dVaVMRGUE9BlUqVZuYnJr7enSUge5rMEndCxrGOybZr3KWOHw4EmW12oY1XSpCpIZ58e66znc5C0MhvmcC7Y75fn15aZZGXdqDLRSNXZtG6Vz1WimnYV/5mCFcrss5J17qww+y7aH4fbl9NjnZLrXpZoWyAK6yzXsK5MoRrYO5ziy7/ARpfaqEansDqhWlIX9z6fvTxWya7QZYNdGyFLVP7amF2CiqLKdbLDYNj59hiTQiCgmqpYGKNOYHtWrQQoB5QE5YLyQPmgAlAhqAiU4PihXaCDQA+BLsLDM8+1nfTt9K5j8h2W8OP8XdtXeLKNdFvJl1tlNugsgA+0yVmNB+zEBDeMD0Q08kMXQupLN7iIgEqOqzqLQZuHXOBehIs2GYBEG8aUNPRx5FGXy4DA6TqbR6X0OLp7vmf9uIPCoY6HgtNAoJigqx1OBPUiKx0q/dvxxX7RSypkZ+cSjw/HfhQGmAX2kYb5bFWV6U0XsjQmK0Ha/PzU6xqX2OaHQGVSbfAIbQDregs4fcBmcxyQfcDmfhxw+4CtlHHA6wO2rj6AxRDg9wFbheNA0AdszY4DYR9oK3yciPpE90OMIzbkp43fRcTANM748YpPKe/+0TuMHGDuFIpwB5jBWmE3pcwutw92/7mZ2M21xfCynv8FdLuv4jcBaYQAAC0USURBVHhe7d0HmBRV2uhxMgsi0YQKRlgUSauYA7rK7kVYI7oGRGAFRBEFE7qKCQUTYCYLKJgQBL0SRBEEBExIUECyJAmS8/B+857eLmbO9Ex3n+6u6fD/3aefRc7pHmbu1/Wf6qo6VUQAAHBQxP4LAAAiQUAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAA8NGSJUvkvvvuk7p160rFihWldOnScsIJJ8j5558vjz/+uMybNy/X/CJFiphHQSKZkwj+f0UAyFAvvfSSlChRwtvg5/fIKdTf2SKZkwj+f0UAyEC9evUyG/miRYtKy5Yt5euvv5Y///xT9uzZI8uXL5fp06fLU089JbVr1871vEjiEMmcRPD/KwJAhlmxYoWULFnSbOTfeecde7hAkcQhkjmJ4P9XBIAM8/DDD5sN/C233GIPhRVJHCKZkwj+f0UAyDANGzY0G/hJkybZQ2FFEodI5iSC/18RADJM5cqVzQZ+06ZN9lBYwThE8vCb/18RADJM8Myr/fv320Nh2ZEo6OE3/78iAGSYeOyBFCSSOYng/1cEgAzj5zGQ0aNHy3XXXSfHH3+8lCtXTurVqyevvvqqHDhwwHpW7Ar+VwEAYhY8C+vWW2+1h8KKNiBNmjSRIUOGyMKFC2XXrl0yd+5cufzyy6VTp07Ws2JX8L8KABCz4HUgehHhiBEj7OECRRuQUFatWiXly5e3/zpm+X9FAEBUVq9ebda56tatmz0kL774otnIa0RatWolU6ZMka1bt8revXtNYPRK9KefflrOOOOMXM8LFwcVbs7atWvNcZh4y/8rAgAiosuRdO/e3Rxz0A15lSpV7ClGjx49pHjx4t4GP79HTqH+zpbfHD3uoR9lNW3aVLp06WIPxyzvVwQARGzkyJFy0kkneRtxPWA+c+ZMe5pn8eLFcu+990qdOnXMx0q6Gm/16tXlggsuMHsu8+fPzzU/vzjkFGpOziDp19K9nXgr+F8FAAhpzpw5cumll3ob6apVq8rgwYPl4MGD9tRCs2/fPnMQ/YorrpAWLVrYwzEjIAAQhY0bN0r79u29j6J0D6Jr166ybds2e2rSWLNmjRx++OH2X8eMgABABPQq8t69e0ulSpW8vY5rrrnG3CAq2S1btizf4zKxICAAEMa4ceOkVq1aXjj0TCmXiwL9oNd8TJw4UTZs2CDbt283Z3fp3Q71WpR4IyAAkJ+FC+XLK6+UY/4XDv0t/vXXX0/IVd3xomFr3LixuV2unrp79tlny4ABAxJybIaAAIBtyxYRPe21VCnZlh2ODiVKSMeOHWXz5s32zIxGQAAgKCtLpH9/kaOO0vNgA48rrpAdCxbYMyEEBAACpkwRadDgUDhq1BAZM8aehRwICIDMtny5yI03HgqHrhn1/PMie/faM2EhIAAy086dIo8/LlKmTCAcxYqJtG4tsn69PRP5ICAAUpcem7jzTpG//lXksMNEypYVqVlTpH37wFh+PvhApFq1Q3sdF14o8v339iyEQUAApKYePUSKFz8UAfuhYz172s8S0TOpihYNzKleXWT4cHsGIkRAAKSe3r0DAdAQtGkjoosXbt8e+Fhq1iyR//znUCT69Mn9XL0eomvXQIB27co9hqgQEACpZeVKc32GicOgQfboITqmc3TuqlX2KOKAgABILY88EgjD9dfbI3ldd11g7qOP2iOIAwICILU0bBiIwvjx9khe48YF5p5zjj2COCAgAFJLpUqBKGzaZI/ktWFDYG4CVqIFAQGQakqUCERh/357JK99+wJz9TmIOwICILWwB5I0CAiA1BI8BjJhgj2Slx4n0blnn22PIA4ICIDUotdwaBSaN7dH8tIztXSunrmFuCMgAFLLihUiJUsGwjB0qD16yJAhgTl6HYheO4K4IyAAUs+LLwbioFeb33FH4OpzvQpdryyfPVukbdtDV6K//LL9bMQJAQGQmp55JrCCrkYi1EPHune3n4U4IiAAUte8eYGVd/XmT7oSry7Nrn9u1y4whoQiIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAKQHPevq88/tv0UCERAA6aFmzcD1H4sW2SNIEAICID0cc0wgIN99Z48gQQgIgPRAQHxHQACkBwLiOwICID0QEN8READpgYD4joAASA8ExHcEBEB6ICC+IyAA0gMB8R0BAZAeCIjvCAiA9EBAfEdAAKQHAuI7AgIgPRAQ3xEQAOmBgPiOgABIDwTEdwQEQHogIL4jIADSAwHxHQEBkB4IiO8ICID0QEB8R0AApIXl2QFZkh2QPQTENwQEQFp4ODsgHbIDsoKA+IaAAEgLx2QHpEh2QL4jIL4hIADSAgHxHwEBkBYIiP8ICIC0QED8R0AApAUC4j8CAiAtEBD/ERAAaYGA+I+AAEgLBMR/BARAWiAg/iMgANICAfEfAQGQFgiI/wgIgLRAQPxHQACkBQLiPwICIC0QEP8REABpgYD4j4AASAuVKlUyAZk9e7Y9hAQhIABS2g8//CAXXXSRiYc+Jk6caE9BghAQAClp/fr10qZNGylWrJgJR6lSpeTKK6+0pyGBCAiAlLJv3z554YUXpEKFCt5eR/PmzWXZsmX2VCQYAQGQMsaOHSs1atTwwlG/fn2ZPHmyPQ0+ISAAkt4vv/wijRs39sJx5JFHSr9+/SQrK8ueCh8REABJa/PmzdKpUycpWbKkCYf+b+fOnWXLli32VBQCAgIg6Rw4cEDefPNNqVKlirfX0aRJE1m4cKE9FYWIgABIKl9++aXUqVPHC0etWrXk888/t6chCRAQAElhyZIlcu2113rhqFixovTq1cucdYXkREAAFKqD27fL5EcekTqlS5twFC9eXNq1aycbNmywpyLJEBAAhePgQZEhQ0SOPVa+yg5Hy+xHo0aN5KeffrJnIkkREAD+mzFD5Oyzs7dARcxj90knyW8ffmjPQpIjIAD88/vvIi1aiBQtGohHuXIiTz8tsmePPRMpgIAASLzduwOh0GBoODQgGhINClIWAQGQWPrR1Ikneh9XyTnnBD7CQsojIAASQw+GN2p0KBzHHhs4aK4Hz5EWCAiA+NLTb9u2FSlePBCO0qVFHnlEZPt2eyZSHAEBEB96wd/LL4tUrHhor+Paa0WWLrVnIk0QEACHLFggcuedIn/9q8hhh4mULStSs6ZI+/aBsfx88UXgOcFw1K2ra5LYs5BmCAiAgB49Dn3sFOqhYz172s8KCO51HHGEyJtv6mqI9gykIQICQKR370AA9PTaNm1EZs4MHLPYuVNk1iyR//zn0LUbffrYzxZ56SWRbt10/XV7BGmMgACZbuVKkVKlAnEYNMgePUTHdI7OXbXKHkUGIiBAptMzpDQM119vj+R13XWBuY8+ao8gAxEQINM1bBiIwvjx9khe48YF5urFgMh4BATIdJUqBaKwaZM9kpde46Fzq1SxR5CBCAiQ6UqUCERh/357JC+91kPn6nOQ8QgIkOnYA4EjAgJkuuAxkAkT7JG89DiJztV7eSDjERAg03XtGohC8+b2SF56ppbO1TO3kPEICJDpVqwQKVkyEIahQ+3RQ3Ql3eB1IHrtCDIeAQEg8uKLgTjo1eZ33BG4+lyvQt+1S2T27MDqusEr0XXBREAICICgZ54RKVYsEIlQDx3r3t1+FjIYAQFwyLx5gZV3a9QIrMRbpkzgz+3aBcaAHAgIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAoS1bJvLRRyIHD9ojgEFAAITWuHHg+o9I1shCRiIgAEI799xAQEaOtEcAg4AACI2AIAwCAiA0AoIwCAiA0AgIwiAgAEIjIAiDgAAIjYAgDAICIDQCgjAICIDQCAjCICAAQiMgCIOAAAiNgCAMAgIgNAKCMAgIgNAICMIgIABCIyAIg4AACI2AIAwCAiA0AoIwCAiA0AgIwiAgAEIjIAiDgAAIjYAgDAICIKTfswOyJDsgOwgI8kFAAIT0fHZA7swOyI8EBPkgIABCOjc7IEWyAzKSgCAfBARASAQE4RAQACEREIRDQACEREAQDgEBEBIBQTgEBEBIBAThEBAAIREQhENAAIREQBAOAQEQEgFBOAQEQEgEBOEQEAAhERCEQ0AAhERAEA4BARASAUE4BARASAQE4RAQACEREIRDQACEdNJJJ5mADBgwwB4CDAICIJfFixdLs2bNTDz0UaZMGendu7fs37/fnooMR0AAGFu3bpUHHnhASpUqZcJRvHhxKVu2rBeSWrVqybhx4+ynIYMRECDDZWVlycCBA+Xoo4/2YnH55ZfLvHnz5MCBA/L6669LlSpVvLGmTZvKokWL7JdBBiIgQAabOnWqnHnmmV4cTjnlFBk9erQ9TTZv3iwdO3aUEiVKmHm6l3L//ffLli1b7KnIIAQEyEArVqyQm266yQtH+fLlpUePHrJ37157ai7z58+XK664wnveUUcdJf379zd7Mcg8BATIILt27ZJu3bp5xzaKFSsmrVq1krVr19pTCzRmzBg59dRTvZA0aNBApkyZYk9DmiMgQIYYPny4VK9e3dvoX3DBBTJ79mx7WsR0b+X55583ey/B17zxxhtl+fLl9lSkKQICpLnvvvtOLrzwQm8jX61aNXn33Xftac7WrVsnrVu3Nnsz+vp62u/jjz8uO3futKcizRAQIE35vWFPdKiQfAgIkGb0o6WePXsW2kdL8f6oDMmLgABpJFkObuvB+ieeeCLmg/VIbgQESAOhTq/VNawK+/Ra19OFkRoICJDCUuUCv0gvWERqISBACkrFJUYKWjIFqSkpArJu1y55Ze5c+68BhDBp0iQ544wzvI3waaedllKLHNqLNure01133SWbNm2ypyLJJUVAftq4UWq895791wBy+O233+Tqq6/2wlGpUqWUXmbdXja+cuXK8uqrr6bs95OJ4h6QIn37moftYPajzddfe+NPf/+9N0ZAgPxt27ZNHn74YSldurTZ0Ooy6+3bt5eN2e+beNKPv8aOHStvv/22OQ1Yz6IKPvS/9e91XEMWTxMmTDB7UcGQ1K5dWyZOnGhPQxLyLSB3Tp3qjfX86SdZtWOHvL1woXk8lR2To4cO9f57WBJ/jgv45eDBgzJ48GCpWrWqt3G99NJL5eeff7anRm379u3y2WefyX333Sf16tXz4hTp4y9/+Ys5RVg/iho/frw5bTcWutfxyiuvmL2Q4Ne46qqr4h4rxJcvAek4bZr3973+93/8utdx+1dfmce/xo2T8tlvlOB/35G9pwJksmnZ75mGDRt6G9OTTz455nuT66mzH3/8sdkwlyxZMk8U9O/02Mpll10mt99+u3ncfffd3p/173XvIHjGlx0UPV1X9yY0fK50r6pDhw65zip76KGHzF4Ykk/CA9J5xgzz30WzH6/lc7YFH2EBAatWrZJbbrnF2zCXK1dOunfvLnv27LGnRkw3yv/973/liCOOyLXRP+GEE8xSJ7rcyC+//BLxhl/PplqwYIEMGTJEWrRokWsPSR96FXqfPn1i+jfPnTvXBCv4msccc4wMGjQo4n8j/JHQgDw8c6YXj37Z/weaHwKCTLd792556qmn5LDDDjMbzKJFi0rLli1lzZo19tSI6VlNDz74oIlQcEOsp9B27tw5Lh+D5fTtt99K27Ztcy2fomHRg+L79u2zp0dM95j0mpHga5511lnyzTff2NNQSBIWkP/Onm3+t1i/fjJ44UJ7Wi6/bd0qt375pf3XQEZ4//33zd5AcCN57rnnyszsX75iob+t59zjqFu3rnzwwQcJP8NJj4W89tprctxxx3lfu06dOjJjxgx7asT0o7dnn31WDj/8cO81b775Zlm5cqU9FT5LWED0UTw7Hu8sXmxPAZDtxx9/lIsvvtjbKOpGd+jQofa0qOhB55wr4urZTaNGjbKnJZx+fJXzoLiuhXXPPffE9LGW7o3psRjdO9PX1HW2nnzyyZgP4MNdwgMynIAAufzxxx9yxx13mNNxdUOoB6D1GMWOHTvsqVH56KOPpEKFCt7G9bnnnovp46N4WL9+vdlbCAZNTwzQ9bFiMWvWLDnvvPO819RjLu/xEXihSFhAHs3+/+TgR1hDwnyEBWQC/U1ZT3sNbuT1cf3118uyZcvsqVHRZU06derkvaZ+BBbra8abrhKsFz7qv08/Wvvqq6/sKVEbNmyYHH/88d73ff7558unn35qT0MCJSwgKngGlkZkQAEH0YFMcM4553gbO732Ih4bUf1I6NprrzWvqR/t6AHywt7ryM+SJUukfv365t+qN7eKx8Ze99oee+wxsxcX/NnqR4PwR0IDojr87wJCPRPrzfnzc8wEMkvw2ETz5s3NXkOs9NqIRo0amdfU6yVGjBhhT0k6uhd25ZVXmn+zXneiJxDEg94sS6Okrzt9+nR7GAmS8IDoWdutJ0/2/p5FE5Gp/v3vf5sN3EsvvWQPRU33PILx0LOTUmnpD91DuuGGG7yI6MWH8aDXiuhr6q114Y+EB0RlHTwot0ya5I29HOdz0IFUEK+A6N5L8GMrjUesp/wWBv0e9Da7+j3otSNz5syxp0SNgPjPl4CoA9kRuT77t6TgeA8+p0SGiVdAggfM9WOrVNrzsOle1EUXXWS+l2rVqsW8OCQB8Z9vAVH7srKk2bhx3hxdRBHIFPEIiJ6qq6+hB8xT4ZhHOHq1fI0aNcz3pGt0xYKA+C/uAQEQWqwB0YsEg6cA69lW6eL77F8kgzeXeuONN+zhiBEQ/xEQwCexBEQXEQx+3KPXeSTrqbquXnjhBfO96VpguqCkCwLiPwIC+CSWgOjaVvpcvcJ86dKl9nDK00DqhYD6Peqy8C4IiP8ICOAT14DoweXgwoi6PEm60g2/rpmlx3emTJliD4dFQPxHQACfuAZEl2TX551++ulp99GVrU2bNuZ7veSSS+yhsAiI/wgI4BOXgOjeR/B+HoWxqq7fdIn24N0So10CnoD4j4AAPnEJiK7Sq8/R+3lkyt34brvtNvM9X3PNNfZQgQiI/wgI4JNoA6I3Ugoe+4jXmlGpQG9nq8dBdLn71atX28P5IiD+IyCAT6INiN7OVefrbWgTfSfBZBNcufjll1+2h/JFQPxHQACfRBsQvTJb56fTRYOR6tOnj/ne9R7okSIg/iMggE+iCYgu1R68OjseCw2mmnXr1nl3bIz03ucExH8EBPBJNAHRmy3p3BNOOMEeyhi696E/g0jvE09A/EdAAJ9EE5D77rvPzG3durU9lDG6dOkS1c+AgPiPgAA+iSYgDRo0MHPfffddeyhj6H3U9WdQs2ZNeygkAuI/AgL4JNKA6M2Wgvf4XrRokT2cMXRRRf0Z6LEQPaU5HALiPwIC+CTSgOiy7TpPD6LH497pqUovnNTVefVnsWDBAns4DwLiPwIC+CTSgAQPoNeuXdseyjj16tUzP4vRo0fbQ3kQEP8REMAnkQakX79+Zl6TJk3soYzTrFkz87N466237KE8CIj/CAjgk0gDouM6T+dnOr03iP4s9IZT4RAQ/xEQxE3ftkUKfGS6SAPyxBNPmHl33HGHPZRx2rZta34W3bp1s4fyICD+412NuLGDYT8yXaQBCd7/o1OnTvZQxtGfgf4sHnjgAXsoDwLiP97ViBtCUbBIA8IeyCHsgSQ33u2IGwJSsEgDwjGQQzgGktx4tyNuCEjBIg1I//79zTzOwhJp2rSp+VlwFlZy4t2OuCEgBYs0IJ999pmZp/dAz3TB60A++eQTeygPAuI/3u2IG/ugOQfQc4s0IEuWLDHz9Er0TLuRVE56JXrZsmXNz+KXX36xh/MgIP7jnY24saNBQHKLNCBZWVlSpkwZM/fXX3+1hzOG3gdEfwYlSpRgLawkxTsbcUMsChZpQNSZZ55p5g4ZMsQeyhijRo0yP4NatWrZQyEREP/xbkfcEJCCRRMQve5B57Zo0cIeyhjBa0D0VN5IEBD/8W5H3BCQgkUTkPHjx5u5xx57rD2UMerWrWt+BsOHD7eHQiIg/uPdjrghIAWLJiC7du3yjoPMmDHDHk57y5cvl6JFi5rHmjVr7OGQCIj/eLcjbghIwaIJiApeRBfpRzjp5NlnnzXf+8UXX2wP5YuA+I93O+KGgBQs2oBMmDDBzK9QoYLs3LnTHk5reg2Mfu99+/a1h/JFQPzHux1xQ0AKFm1A9HTeE044wTzntddes4fT1uTJk833rLf13bx5sz2cLwLiP97tgE+iDYjq06ePec7xxx8ve/bssYfTUuPGjc33HO1ikgTEfwQE8IlLQHbv3m3OxNLnvfLKK/Zw2pk9e7b5XosXLy6LFy+2hwtEQPxHQOCrzavnyZyJL8mB/Znx23ROLgFRGg59XuXKlWX9+vX2cFrRg+b6veoJBNEiIP4jIPDVxL7NzXGS78Z0s4fSnmtA9u3bJ3Xq1DHPvfnmm+3htDFs2DDzPerpy8uWLbOHwyIg/iMg8NXiWcNNQAbeXVa2b1phD6c114Cob7/9VooVK2aeP2bMGHs45W3YsMELwFNPPWUPR4SA+I+AwF8HD8onPS8wEfmif2bdMCmWgKh77rnHPL9SpUpmxd50oavuXnnlleZ7q1mzpvPJAgTEfwQEvvtj+Wzp166Y9G1XVNYunmoPp61YA6Ib1oYNG5rXqF+/vrlaPR3o3Qb1eypdurT88MMP9nDECIj/CAgKxeS3W5m9kJHP/C37N9AsezgtxRoQtWLFCjniiCPM6+hv7Xp8JJXpjaL0jCv9fmK91oWA+I+AoFDs3LpWBt9T3kTkl28G2MNpKR4BUV999ZW3TtYNN9wgBw4csKekhKlTp3rfx2233WYPR42A+I+AoND8NK6nCcjQ+4+Wvbu32sNpJ14BUZ9++qmULFnSvN6NN97ofNygsGg8KlasaP79eu/3eNx5kYD4j4Cg0GTt3ysj/nuqiciMj+63h9POhRdeaDZwXbp0sYecvP/++15ELrroItm0aZM9JSnpx1bBPY8LLrggbut8BYOkFyPCHwQEhWrZT6NNQPp3KCVb1i+yh9PC6tWrzUc0unHTh37m/9hjj8mOHTvsqVHTBRfLly9vXrdGjRry/fff21OShp5tpQfM9Ra1wT2PeMRDg3H++ed7P99JkybZU5AgBASF7tNel5uIjHutmT2U0vRjpe7du0u5cuW8jVvOPx933HHm4rlYzZkzx6yVpa9ZqlQps5HWjXUy0es8NBjB712DGuvHVmvXrpXbb7/duz5Gz+L617/+ZU9DAhEQFDpd3qR/+xImIivnj7eHU9LIkSPl5JNP9jaYevrt9OnTzdh7773nrbKrj/POO09mzpxpvUJ0Nm7cKFdddZX3mvobebIcCxg6dKh3fEI38rGebbV371557rnn5PDDD/e+X136ZOXKlfZUJBgBQVL4ZsTd0rlLEWn51umyPyu230wL088//yyXXnqpt2GrWrWqDB48OM8egV7D8eSTT0rZsmXNPL3zXsuWLSO++15+3njjDTnssMPMa+pv5m3atCm0DasGLLi2lT70IsFYrvNQo0aNklNOOcV7zTPPPNMckEfhICBICtt3bZI6b1WRIn2LSJ+5fezhpKd7AO3bt/euadDftLt27Srbtm2zp+ayatUqueWWW7wNov5WrXfj09+yXelrBu9mqA890K4fGc2dO9eemhB6P49//OMf3tfXA+a6PEksZ4rNmzdP/v73v3uvefTRR8vAgQPNPVNQeAgIksar8141Aan8dmXZuHujPZyU9HP83r17m+VFghu3q6++OuqlRqZNmyZnnXWW9xr68dfHH39sT4vKlClT5JJLLvFeUx/nnnuuucfIunXr7Okx0QscNXzBOwnqQ2OqIVu6dKk9PWJ6Ztldd93lHXjXYzwPPvigbN2a/qd9pwICgqShH12d8eEZJiIdpnawh5POuHHjpFatWt4G84wzzojpDCD9mGvQoEHe8QJ9XHbZZTHvOehCjNdcc413sFkf+mf9+EdPKdbFGfVMsWjoXo5+nKTrc9WtWzdXpHTvS28GFe39PHLSML/66qtmCfvg6+oB8lheE/FHQJBUJv4+0QSkRP8S8vOmn+3hpLBo0SJv8T99VKlSRV5//fW4XRGuH3s99NBD5rdtfX397fvOO+80H5PFQiPx8ssv59rTyfnQYyf16tWTf/7zn+bsJn107NjR+7P+vY4Hj9vYDz3e0a9fP/nzzz/tLx2ViRMn5tqT0T/r3yH5EBAknavGX2UictnYy+yhQrVlyxbzG3vODbtuYKO5b3c0fvvtt1xnVunHZPrxU6ynvyr9yEnPjmrdurWcdtppeWIQ7qEH/WvXri1t27aV4cOHx3zwX+nehe5lBL+G7n3ozbTi8f0iMQgIks5vW3+T0gNKm4h8vCy24wDxkHUwS/p/2F+OOuoob+N2xRVXyIIFC+ypCfHFF1+YjXXwa+sGf/z4+J7urIsyzp8/X0aPHi1vv/22PPPMM/LEE094D72eRf9ex/X7judGXY9n6HGNnGHu0KFDylxZn8kICJLSQzMfMgE5ecTJsueA+9k7sZqydoo06NtAivy/7I135cDV3oVxQyfdYOv1EzmPCTRr1sx8nJaq9AwqPeajZ1QFvyc90yrWYz7wDwFBUtq2b5scM+wYE5HnfnzOHk645duXy41f3Gi+vj7Kdy4vzw95PqbTa+NBfyu/++67c52V9MADD6TcWUnffPONOYgfDIde26EH5ZFaCAiS1qBfB5mN9+GDDpc1O2P/jD0SO/fvlMdnPy5lBpYxX7tYv2LSenJrWbcjvqe9xko/brr88su9DbB+vDZgwICkvy5CL2rU+7oH/9163YteVV7YYYYbAoKkpccezvr4LLMhb/lVS3s47t5Z/I5Ue7eat9dx4ScXyncbkmM5kPzoyrannnqqt0H+29/+lpRXZuuV93osJXgGl55GrGd26XpWSF0EBElt2rppUrRvUbMnsGlPYg6qzv5jtpw/+nwvHNXfrS7DFw+3pyUt/e29R48e3qq8+tB7j+iZVslgxIgRUr16de/fput0zZo1y56GFERAkPSe/v5p8zHSvqz43r517c610mpyKxMnDUfZgWXlie+ekF37U/Ne43p1eatWrbwLBnUJkW7dusVlyXQXurS83qckGA5dMfidd96xpyGFERCknQ27N8iybctCPnRsb1b2b+w/9jDHVoJ7HTdNuklWbi+cRQfjTe+PoTdqCm64q1WrJu+++649LWHWr19vFnHMGTK9/0lhhQyJQ0CQdjpN6yQnDj8x5OOa8dfIKSNO8cJx5sgzZera5DtmEA8aDY1HMCQalUQu8a4fpT3//PNSoUIF72vqPduXL19uT0WaICBIGcGNfvChHz0d/87x0uTzJvLN2m/s6bnM2zxP/v7p373nHj30aBn460BzoD6d6W/9+jFW8BayulegV5/HezHFsWPHmmtkguFo0KCBfP311/Y0pBkCgpRhByTnQw+0f7T0I/spcjD7/907/V6ztpbOK9W/lDzw7QOydW9qXTcRKz2grgfWgxt4PeDes2fPmE+f1avSGzdu7L3ukUceKf3790/604kRHwQEKSMYi6ADBw+YZU+unXCt+fs6H9bJMTtAD5QHn9dsXDNZvDWzV3PVJd71VN/gBl9PAdZTgaOl63/pSrx6rxF9Hb2gUdcJ0/XCkDkICFKGHZCgdbvWeXsXoXyy/BP5eg0fpwTp3oFedJhzbS+9KFEvTgxHVxzWux7qCsTB5+rKxAsXLrSnIgPkfTcCSSq/gKzftd78/bHDjrWHUABd/uT+++/PtYihLpOS3yKGeq+TOnXqeOHQe6F8/vnn9jRkkLzvRiBJ2QHRj7CWblsqzSc2N3+vZ18herogY9OmTb0w6N6FLtwYXHFX766oN6QKjuuy8r169TIr+CKzERCkjGBA7Ef5weXlwW8fNNd3wJ0uEZ/z3iD6Z123Su8wqP+tt6ht166dbNiwwX4qMhQBQcqww5Hz0WBkA/ly9Zf2UxAl3evQm1blvMe7Pho1aiRz5syxpyPDERCkDPsjLD1F94/df5iD5HpxoJ6qO3nN5BzPgCu9fe4ll1xiLgrUA+5AKAQEKcMOSE666KKOXfTJRfYQgAQJ/W4EklBBAdm+b7sZ0/WtAPgj9LsRSEIFBUSXMtGxym9XtocAJEjodyNQiPS6jvZT28tV468ydwgMChUQXV13zPIx3gKJehtaAP4gIEgaer+PF+a8IBUGVzAxKN6vuKzYfuimSMGA5PeoOqyqWbIdgD8ICJLC2BVjpcZ7NbwY1P+ovkxZOyXXHDsY+tB7l5/+wely/4z7zRlZAPxDQFCoFvy5QBp/1tgLwpFDjpR+v/RL+2XWgXRAQFAoNu/ZLPdMu0dK9i9pwqH/23lGZ9myl9VcgVRBQOArXb/qjflvSJUhVby9Dr0h1MIt8V3NVZc1SdV7mwOpgoDAN7rUiN6zIxiOWu/Xks9Xxn81190HdpvTeWu+V9P8GUBiEBAk3IotS7ybPumj4uCK0uvnXuasq0TQ4ye6tLt+rWd+eMYeBhAnBAQJs2/Pdpk++hH51zOlzcZcT8ttN6WduXYj0YYsHGK+ZrlB5eT3Hb/bwwDigIAg/g4elIXT35ZhD1SVvm2LSJcuRaTle41kzib/VnPVhRbPGXWOicitX95qDwOIAwKCuFq/ZIaMevZsEw59DH/kJFn6/Uf2NF/MWD9DivYtah76ZwDxRUAQFzv+/F2+HHir9G1X1IRjUMdy8sNnz8iB/Xvsqb7SvQ/dC9G9Ed0rARA/BAQxObBvt3z/2dMysONhgb2O7IB8OaiF7PxztT21UOjxDz0OohHR4yIA4oeAZLjgR035PQqy5LsPZHjXE725o547R9Yv/daeVuj0TCwNiJ6Zpcu+A4iPgrcQSHt2MOxHKBtX/SRjXrzEmzPswWNl4Ywh5uB5MtJrQU4cfqKJSNeZXe1hAI5CbyGQMQoKRSgzPuwi/doXN88Z0KG0zBr9qDldN9l9uORDE5C/DPiLLN221B4G4CDyLQfSUrQBGXxvRTN/wlvXybYNqbUhbjS2kYmIXtQIIHaRbzmQlqINyIaVP8imVf5dzxFPP238yVzMqBHRZVUAxCbyLQfSUrQBSXV6JXzpN4tIiwF1JSvrgD0MIAqZs+VASPZB85yPdLR55x/S/qmK0uvOIjJ/8hv2MIAopOdWAhGzo5HuAVE/f9HLfH9DOh8he3ZutocBRCh9txKISLrHIpSsA/vk/cdrme972vud7GEAEcqsLQfyyMSAqJVz/7/5vvvfWVL+XLPAHgYQgczbciCXTA2I+vyVJuZ7/6zPP+whABHIzC0HPJkckD/X/Sr9O5Qy3/+KOWPtYQBhZOaWA55MDoia8UFn8/2/91hNydq/1x4GUIDM3XLAyPSA7N21RYZ0OdL8DOZMeNEeBlCAzN1ywMj0gKgFU/qan8HgThVk17b19jCAfGT2lgMQXUQ4Sz56ur6JyLT37rGHAeSDgADZ1i6aYlYZntT/JnsIQD4ICPA/u7f9YfZGAESGgAAAnBAQIITgyQX5PQAQECAkOxj2AwABAUIiFEB4vEOAEAgIEB7vECAEAgKExzsECIGAAOHxDgFCsA+acwAdyIt3AxCCHQ0CAuTFuwEIgVgA4fEOAUIgIEB4vEOAEAgIEB7vECAEAgKExzsECIGAAOHxDgFCICBAeLxDgBAICBAe7xAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACc/B9cJXUar5AcjQAAAABJRU5ErkJggg==)
PN: 6660-3-1H
CAS: 1542163-53-0
Molecule Weight: 244.06
Formula: C8H9BF3KO2
![Potassium trifluoro[3-(2-methoxyethoxy)phenyl]boranuide](data:image/png;base64,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)
PN: 6660-3-64
CAS: 1985700-28-4
Molecule Weight: 258.09
Formula: C9H11BF3KO2
PN: 6660-7-11
CAS:
Molecule Weight: 248.48
Formula: C7H6BClF3KO
PN: 8660-3-19
CAS:
Molecule Weight: 417.41
Formula: C23H43BF3NO
PN: 6660-3-Y3
CAS: 192863-36-8
Molecule Weight: 214.04
Formula: C7H7BF3KO
Melting Point: 164-168 ℃
TSCA: Not listed on TSCA inventory