| Product Number | 6660-1-Z9 |
| Synonyms | 4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenol |
| Purity | 98 % |
| CAS | 269409-70-3 |
| MDL Number | MFCD02093756 |
| Molecular Formula | C12H17BO3 |
| Molecular Weight | 220.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-1-Z9
CAS: 269409-70-3
Molecule Weight: 220.08
Formula: C12H17BO3
PN: 6H60-1-0Q
CAS: 171364-79-7
Molecule Weight: 234.1
Formula: C13H19BO3
PN: 6H60-1-Z1
CAS: 24388-23-6
Molecule Weight: 204.08
Formula: C12H17BO2
PN: 6H60-1-62
CAS: 214360-76-6
Molecule Weight: 220.08
Formula: C12H17BO3
![2-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenoxy]ethan-1-ol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABH7AAAR+wG+NZk1AAACnXpUWHRtb2xTb3VyY2UAAHichZXbbpwwEIZfZcR1MT7bRLsbpYkqVUpUqUml3lUO6yRIC0RA9vD2HUOTLOwWxGHM8H/G47GHxeW+2MDW101elcuIERqBL7NqnZfPy+jXw7fYRperRYYiFJbNMnpp29eLJNntdiR78YXbVyXJqiLq31/sm3yg2QlS1c8Jp5Qlv+9u7zsmzsumdWXmkWryi6Zz3laZa7tR/OcTSeHqbV4mvTwp6m3f2x9Ow0nJvllHn7Fc47srROEp33h4qurCtbDllOBJv8CzL33tWr+GxwO6BZEY+2pxd1Nlb4UvW2yGHvLMbe7b+i1DR1FtfPaGnWHj+80yKhgCrq2Kq7p2Bwit4HYMHAcnwElwCpwGZ8BZcCk4RvHC9wwFDBUMJQw1DEUMVQxlLMUcbHwYxMPh1WMkEI4f8BWv68Hx4/OOU8mXESdCSwaMCCEMUCKo4MCJMqlGw2jnVLoz1BoLMSOS41djSlIlNQhCqU1BEiWpBEWkVBqfLEs5PhkuJRjClaZgCdMYRkp0yi1y3BqD3xCWqwgOOBbsmmmkY3QySuHjGbVMcYgl0Sa1n/bdL4hiacdRixMTK5JyZYI1WqI1hDKKfkskMwpiHIIWMlhFOVpGiZFWdA1ljQhKZawMpBBcY9aSj7StFo9VuT5qQr5eRo8s6vL50z81/F9KI6jqta9xl4QOgvQY4EMgLIBpQJwAchqQQyAsrmlADYGwFKcBPQTCwp0GzEkMM4AdAmFfTAPpCZBOA4yeRB1ck8g42d0m/WCuzjKjfPebeoYZpbwvAjPMKOt90ZiJZ5T4vsjMMKPc90Vphhmlvy9iM4w9E4+dmYPRIngvklMMp2dyepZJjvZ/8l7isXlS/pOjf0OCf8TVX2uSE9SC0nSlAAA3DElEQVR4Xu3dB5hUVbb2cUUGCZKVIKAoQUILiIMiCEgQQQygODOGEQYDegVRGRkTyQSoKDjCACoCMsJlUBBUgihgGiVIEFFAJWdBkShp3V67bjXdu0NVbbqqzjn9/33PeZxb61R3Vz8f++19djpFAABwcIr9AgAA0SBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IkHROOeUUc2UnUt125MgRGTNmjLRp00bKli0rf/jDH8x/L774YnnooYdk6dKl9lt8LdbPG+n3GakOILn415lOpAYrUj29LVu2yCWXXJL2nuyuoHD5vFm9ll6kOoDk4l9nOpEarEj1sMOHD5u/uvXeihUryogRI2Tt2rXy+++/y86dO+Xrr7+WIUOGSN26de23+pLr5430+4xUB5Bc/OtMJ1KDFakeNmrUKHNf5cqVZfv27XY5cFw/b6TfZ6Q6gOTiX2c6kRqsSPWwFi1amPvGjRtnlwLJ9fNG+n1GqgNILv51phNusCJdkZQuXdrct23bNrsUSK6f1/69ZncB8Cb+daZjN1zZXZHkz5/f3KezkvIC189r/16zuwB4E/8604nUYEWqh7n+Re5Xrp830u8zUh1AcvGvM51IDVakeljz5s3NfbGOCfiV6+eN9PuMVAeQXPzrTCdSg5W+PmfOHGnZsqUULVpUypcvL506dUr7C3zkyJHmvvPOO0927NiR/ksEkuvnjeX3rXL6nQNIvOz/9eZBdoNlS1/Xv7rffvtt2bx5s/z222/Sv39/MxtJ6fqHiy66yNxbqVIl08CuW7fOrJf4+eefZcmSJTJ06FCpV69e+i/vW66fN5bft8rpdw4g8bL/15sH2Q2WLaf63r17pXDhwmn/96ZNm9IW1+V0BYXL583qtfQi1e3fOYDEyv5fZx4UqcHKrr5v3z4ZMGCAtGvXLsPr+hf46NGjpXXr1lKmTBmzN5T+Vxvanj17yrJlyzLc73exft7sfp9hOdWz+50DSJys/3UiauFGThvKNWvW2GXEAb9zwBsIkFywZ88e6du3rzRp0sQuRUX/ct+wYYP9sqcdOnTIPLZKlpP9nQM4eQRILtEGrUiRIvbLUfnHP/4h+fLlkzfffNMuedLu3bslJSXFjD8cPHjQLifMyfzOAZw8AsRRhw4dzC6z2oBq76Fbt27Oz+Pnzp1rxgv0mjVrll32FP28+le/PkK6/vrr7XJc5ebvHMDJI0AcTZs2TRo0aCCFChUyU1e7du0qu3btsm+Lmi7CO/XUU+WMM86QhQsX2mVPOHr0qLRv396ER8OGDWX//v32LXGV279zACeHAPGQ5557ztODw9pg689Xo0YNs74DQN5GgHjMgw8+aBrp888/31OrrPv162d+rgoVKphFggBAgHjM8ePH5eabbzaNdf369c2K62QLHxhVokQJWb58uV0GkEcRIB6kW4O0atXKNNr6X/2/k2Xq1Kly2mmnScGCBWXevHl2GUAeRoB4lPY8tAeiIaI9Eu2ZJNqnn35qBqw1QCZPnmyXAeRxBIiH6RiIjoVoiOjYSCKtWLFCSpYsab73sGHD7DIAECBep7OxdFaWNuQ6SysRdI2FTpPV7/nEE0/YZQAwCBAf0HUhuj5E14nEemhTrHSVee3atU14dOnSxS4DQBoCxCd0hXp4tfrMmTPtcq44cOCAXH755SY8rrnmGrNwEACyk7QA0UZKr+xEqmflyJEjMmbMGGnTpo2ULVvWNLb6X91O/KGHHpKlS5fab/EV3SsrXqvVNSx0axL9nV922WUmTAAgJ7G10LkoUkBEqtu2bNkil1xySdr7srv87vnnnzef46yzzsrV1ep33323+bo1a9ZkexAAUUlaixqpQY9UT0+3Qw+fhlexYkUZMWKErF271qyf2Llzp9mAb8iQIVK3bl37rb6kvSn9rDpDa+vWrXY5Zrotun49XWW+fv16uwwAWYquhY6DSAERqZ5eeKV05cqVZfv27XY5cHRNyC233GI+s55Frtuau9Kw1a/DKnMAsYquhY6DSAERqZ5eixYtzL3xnqHkJdq7uvLKK83nbtmypdNq9SlTpqStMp8/f75dBoAcRddCx0E4ICJd0ShdurS510ubDyZC+tXqf/nLX+TYsWP2LdlKv8r87bfftssAEFF0LXQc2EGR3RWN/Pnzm3t1FlZeo6FZpUoV8/kfeOABu5yl9KvMhw8fbpcBICrRtdBxECkgItXTy6s9kLAffvghbbX6oEGD7HIGuspcJxrovb1797bLABC16FroOIgUEJHq6TVv3tzcm5fGQGyLFi2SokWLmnUiY8eOtcuGTs+tVauW+V3dcccddhkAYhJdCx0HkQIifX3OnDlmoFgbyPLly0unTp0y9DZGjhxp7j3vvPNkx44daa/nNbpavUCBAmYB5YwZMzLUdGFg48aNze/p2muvZZU5gJOWfQseZ7EEiPYwdKB38+bNZuC4f//+ZuZVmM5A0umser9uAqiBoqfm6foQPXp1yZIlMnToUKlXr17ae4Jq/Pjxki9fPilSpIgsWLDAvKZhcd1115nfT6NGjVhlDiBXZN+Cx1ksAWLbu3evFC5cOMNrmzZtSltMmNOVF7zwwgvms+pq9dWrV8tdd91l/m9WmQPITUlrUSM16NnV9+3bJwMGDJB27drZJdPjGD16tLRu3doMKuujHP2vBkvPnj1l2bJl9lsCSz+v/v60J6L/1YFzVpkDyE2ZW2gPC4eKhkJu7gMVRPqoLzzbSi/dZBIAcpOvAkTpth26d1OTJk3sUlT08dfAgQMD/df44sWLpXr16iY4wmtkdMFgnz59GDwHkGt8FyBKQ0Qfzbj46KOPTIOqGxHqDr5BontkDR482MzE0s/YoUMHc0DUW2+9JcWKFTOv6UysIIcngMTxRYBoQ6g76h48eNAshOvWrVuWYyDRSL8RYZ06deSXX36xb/El3URSz0HRz6VblNgrzH/66Se59NJLTV03Tpw8eXKGOgDEyhcBMm3aNGnQoIFpGHWabteuXU9qNpEOtrdt2zbtL3K/T2vV9R/lypUznyclJUW++eYb+xZDt3p55JFHzDRfvVfPANm/f799GwBExRcBEg/acOqaCG1ItTfjx320NAgffvjhtEC49957owrDDz/8UM4++2zzHl2ZnpdmpwHIPXk2QJSOD+hf7NqQ3nbbbebxll/o/lfaK9OfvVSpUvLOO+/Yt+RIV+xrcOr7dTv3f/7zn/YtAJCjPB0gSle36xYo2pD26NHDLnuSno2u27roz9y0aVMzLuRKT2o8/fTTzdfS1eq6ch8AopHnA0TpmpLwbrZPP/20XfYMXdvx17/+1fycOj23X79+uTItVyco1KhRw3xdXTsyd+5c+xYAyIQA+X/aiBYvXtw0onrMq9csXLhQqlatan6+c845xxwIlZt0hX+XLl3M19c1I48//rgvx4UAJA4Bks68efPMeIA2oJMmTbLLSaHjMs8//7zZlkUb9xtuuCGuU48nTpyYFqQPNGok+9ets28BAIMAsUydOtU8HtJxAZ2tlEy6Zf1VV11lGnPdPDJRPaO1a9fKzQ0bypDU73uwRAkRj4QpAG8hQLKgGzLqwUxnnHFG2pboiTZz5kwpW7asCQ9d8KjH0CbSsSNH5OfHHhPJl083IRO5806d+2zfBiAPI0Cy8dxzz5nG+8wzz5TvvvvOLseNru146KGHTIDp97/vvvvMCvyk+egjkbPPDoVIzZoiS5fadwDIowiQHPTq1cs04rr6/WSmykZLz+4In2mi57zr4zRP2LlT5NprQyFy+ukiL79s3wEgDyJAIgjPTNJprju1IY0TPcc8vLbjiiuukI0bN9q3JJ8GhwaIBsk114SCBUCeRYBEoOss2rdvbxp2Xfmt28HnJl3bceutt5qvr4P3Tz31lBw7dsy+zTv0EZY+ytIQ0Udb+ogLQJ5EgERBxyC0V6CNfKtWrcwZ7LlBB+irVKlivu65554rn3/+uX2LN+lgug6qa4joILsOtrNmBMhzCJAo6Rkk9evXN419x44dT6qXoGs7Bg0alLa246abborr2o640em9Os1Xg6RhQ53/a98BIMAIkBjomRvVqlUzjb5uhe5i69atcuWVV5qvoWs7Ro0aZd/iL7rQsFGjUIgULy4yfbp9B4CAIkBipIvsKlSoYAJAt/uIxQcffJC251bdunVl5cqV9i3+pI+vnnhC5LTTRBo0sKsiv/4q0revSJ06InqSpF4XXijSu7eIH3teAAwCxIEu6tMt1DUIXnrpJbuciY6ZPPjgg2lrO7p37y6HDh2yb/M/DcQff8z82jnnhHooWV1aC0qQAnkMAeLoiy++MOey62FO48aNs8tpVq1alTZ2oosS9XTFPEMH26tVCwVFao9LZswQ0Vls+/bpMYoi9eqFanoPq9wB3yFATsKM1AZRB8J1+u17771nl+WNN94w26FoeDRv3lw2bdpk3xJsQ4aEAkKn/WY1/Vlfq1EjdM/QoXYVgMcRICfprbfeMr0QHRAPb7GuM7ZuvvlmExwaLs8888xJzdryraZNQ+EwcaJdOWHChNA9zZrZFQAeR4DkAj0OVsOiRIkSMn78+LQTDitXriz//e9/7dvzjlKlQuGwfbtdOWHr1tA9pUvbFQAeR4CcJD1bfPr06WkLDcPXn//8Z/lVZx/lZam9LxMOOS0yPHw4dI/eC8BXCJAY6HnhOtahx97q9ibh6bz2dfXVV9tvzZui6YFs20YPBPApAiQbu3btMoPkzz77rHTo0MEcI2sHhZ5cqOs57rjjDnnllVfMhoj6ejOe54cwBgIE2kkHSLgxzU6kelb0LO4xY8ZImzZtzKFKOtNJ/6tbnetZGUtz+UwK3UZk9uzZZnsRPTJWxy7ssNCBcj3YqXPnzvLyyy/LV199JQcOHMjwdXSLEg0aDRZdtZ7nhWdh1aoVmrpr09e0pvcwCwvwndha9ixECohIdduWLVvkkksuydSA25crHZeYM2eOvPDCC2ZPq/BmhukvXfB34YUXyu23357arg01az72R7lOoUePHuZrjBw50i7lPRoQVauGAqJ+/dDaD31Nf5d6XLC+pjXWgQC+5N4S/79IDXqkenp6Gl/4QKWKFSuaM8B16xBdya1ncXz99depf9QOMY+NoqHTaefOnSuDBw+WP/3pT1K9evVMYaFX7dq1zZbq+rU/++yz1DYui7+Wo/TJJ5+Yr9m6dWu7lDfpKvNKlUJBkdWlNVaiA74UXcueg0gBEamenm4sqPfqI6RYHwHpuRrz58+XF1980azB0AOg7KDQS1/Xut6n9+v7cpOu9yhXrpx57KbjKJDQfld9+oT2vypcOHSlpLAXFuBz0bXsOYgUEJHq6bVo0cLcm9PWILZ58+altkUpmYJCL+1xaM9DeyDaE9EeSSLce++95vvrSnQACKroWvYc2I12dlc09BxwvXebTu2MUngRn45l6JiGjm3oGEcy12Do99ef6Ro99hUAAiq6lj0HdlBkd0VDt/3Qe3UWlp/pz68bJ55++ukJ6/UAQKJF17LnIFJARKqn59ID8aouXbqYz/Lvf//bLgFAIETXsucgUkBEqqenO9bqvbGMgXjV+++/bz7LjTfeaJcAIBCia9lzECkg7LqOD7Rs2VKKFi0q5cuXl06dOqX1OHTthN6rmxHqHlN+plOPdXNF3aU32jUkgfTyy6EZV8y2AgIn+5Y/SnZA2Oy69jLefvtt2bx5s5lC279/fzP7Smmje9FFF5n7K1WqZAJl3bp1Zn2I7kO1ZMkSs7Cvnh5E5AO33Xab+SyTJ0+2S3nH+eeL5MuX835YAHwp+5Y/SnZA2CLV9+7da/5KD9NDl8KLCXO6/GDKlCnmZ9V1J3nS11/r/wcQadTIrgAIgJNuiSM16DnVdcX3gAEDpF27dhle1x7H6NGjzWruMmXKmEV5+l8Nlp49e8qyZcsy3O9VuleWnkhYrFgx+T2IZ6BH8vjjoQAZPNiuAAiArFv2BAgHiwbDmjVr7HJgDPzTn6Rn6udcn5fOQg/T42pPPVVk7Vq7AiAAkhYgStdI9O3bV5o0aWKXAuPniRNlt/4V3rmzXQq2FStCvY/UXiOAYEpqgCgNkSJFitgvB8fevSKFCoUOV9LT9/KK/v1DAfLss3YFQEAkPED0cCbdVffgwYOyYcMG6datW6YxkMC5/vpQY6rbmecVumOyfuZVq+wKgIBIeIBMmzZNGjRokPpHeSEzVbdr167B37VWF0ZqY3r33XYlmHRMSz+v7r4LILASHiB5ki6iK1BApEwZkaNH7WrwDBwYCpB+/ewKgAAhQBKlbdtQozp3rl0JntQepvms33xjVwAECAGSKK+9FmpUu3WzK4Gyffd6eardqbKw9QV2CUDAECCJsnOn7lcvUqGCyPHjdjUwXlz+opwy8hR59KtH7RKAgCFAEkn3/NJeyBdf2JXAuPzdy02ALNq5yC4BCBgCJJGGDQsFSM+ediUQtuzfIvlG5ZPz3jrPLgEIIAIkkbZsCe1MW7myXQmEYd8OM72Pnv8NZkACyIgASbTLLw/1QhYF7xFPi+ktTIB8sS24j+gAnECAJNpLL4UC5NFgDTLvPLhT8r+aXyqMryDHJbiTBACcQIAk2vr1oR1qq1e3K7726nevmt5H98+72yUAAUWAJEMAF9q1/aCtCZC5m+faJQABRYAkw/DhoV7Ip5/aFV/6/djvUuDVAlJmXBk5ejwPbNUCwCBAkmXzZvsV39Ixj1s/ulVe++41uwQgwAgQAIATAgQA4IQAAQA4IUCS5ddfRfr2FalTR0SP9NVLD2Dq3Tt0fogH6Syr9NcZo8+QupPrmhXox44fs28HEHAESDKsXClyzjmhqbxZXVrTezzGDpD0V68ve9m3Awg4AiTR9u8XqVYtFBR6bviMGSJ794rs2xc6M71evVBN79F7PSQcFmF7ft8jT3/9tHntzLFnprsTQF5AgCTakCGhgKhZMxQcNn2tRo3QPUOH2tWksgNE7T2817xWdHTRDK8DCD4CJNGaNg2Fw8SJduWECRNC9zRrZleSyg6Q3w7/JgOWDDCvdZjVId2dAPICAiTRSpUKhcP27XblhK1bQ/eULm1Xksoe99Cr4GsF5a75d8nuQ7vt2wEEHAGSaHqsrYbDkSN25YTDh0P36L3pdewYej3Gq8efMjf80VwPf/lwhm9v18PX+RPOl9Hfj85wL4DgI0ASLZoeyLZtoXvsHohO+9XDqGK8+t9XWSq/FdtVZUIVGbFyRIZvHw6MsINHD8ryXcvl6hlXm9f/9e2/0t0NIOgIkEQL0BhImB5lq69XnVDVLgEIsMytAeIrPAurVq3Q1F2bvqY1vccHs7BUOEB0PARA3pG5NUB8aUBUrRoKiPr1Q2s/9DVd8/Hhh6HXtOaDdSD2I6z6b9dPdzeAoCNAkkFXmVeqFAqKrC6t+Wwluh5nO2PDDPstAAKMAEkW3e+qT5/Q/leFC4eulBRf7YV12qjTpPyb5eXG2TfKl9u/tG8HEHAECADACQECAHBCgCBX6fnof3znj/LAFw/YJQABQ4AgV+m5ILoQUcdIxq0eZ5cBBAgBglz36dZPzQC77tC7Zs8auwwgIAgQxEX/xf1NL6TBOw3k8LHDdhlAABAgiAt9lNV0WlMTIvamjACCgQBB3Gzct1FKjSkl+Ublk1kbZ9llAD5HgCCupqydYnoh5d4sJ9sObLPLAHyMAEHc3fvpvSZE2nzQRo6n/j8AwUCAIO5008WU/6SYEHlh2Qt2GYBPESBIiBW7V0ih1wtJgVcLyKKdi+wyAB8iQJAwemKh9kKqTawmew/vtcsAfIYAQUJ1mNXBhEinuZ3sEgCfIUCQULsP7ZZK/65kQuTfa/5tlwH4CAGChPtk6ydmq5NibxSTH/f8aJcB+AQBgqTou6iv6YVcMuUSOXyUrU4APyJAkBRHjx+VyydcLqd0OkX+8fI/7DIAHyBAkDQbdm6QkheVlHz58smHH35olwF4HAGCpHr77bfllFNOkfLly8uOHTvsMgAPI0CQdF27djUhcvXVV8vx42x1AvgFAYKkO3DggNSqVcuEyEsvvWSXAXgUAQJPWL58uRQsWFBOP/10+frrr+0yAA8iQOAZw4YNM72QCy64QPbt22eXAXgMAQJPuf76602I/O1vf7NLnqfjN2vXrpVPPvlEXnvtNTl27Jh9CxAoBAg8ZdeuXVKxYkUTIhMmTLDLSbN7925ZsWKFzJ49W8aMGSP9+/c3g//XXnutXHzxxWYWmf7M6a+bbrrJ/jJAoBAg8Jx58+bJaaedJsWLF5effvrJLueqcK/hs88+k0mTJsmQIUOkV69ectttt8kVV1whVapUkUKFCmUKB/v6wx/+IJUrV5ZmzZqZXpSO57C+BUFHgMCTevfubRrmhg0bypEjR+xyVLQ3880338isWbNMr6Ffv35y9913yzXXXCP169eXcuXKZQqCrK4yZcpIvXr1pG3btnLHHXeYr/P666/LjBkzZNmyZVmuX5k8ebJ5L+tbEGQECDzp6NGj0rhxY9MIP/rooxlqOragvYZPP/1U/vd//9dM/X344YfTeg3nn3++6QHYQWBfBQoUML0Gfc8tt9wif//732Xw4MHm0dn8+fPN93ANL8X6FgQdAQLPWrdunZQoUUJOPfVUufDCC+Wiiy6SsmXLZgqCrC69T3sN2njfeeedptcwevRomTlzppkyvHPnTvvb5TrWtyDoCBB42s0335whGHSdyHnnnWd6Dbfeeqvpebz44osyceJEM/tJew3ae/EK1rcgyAgQeJY+9tE1IRoc48ePl59//tm+xRdeeeUV8xlY34KgIUDgWdOnTzcNr/Y2/M7P61uA7BAg8KzmzZubRnfatGl2yXe09+TF9S3AySBA4ElLliwxjW316tUDM4MpketbgEQgQOBJf/3rX02ADB8+3C75Wm6sbwG8ggCB52zevNms0ShdurTs37/fLueaw4cPy8qVK+Wjjz4yCw3t6+OPPzb13Gzoc1rfAvgNAQLP0YZVG9jHHnvMLp2U1atXy8iRI83032rVqmWYHhzp0hlUt99+u1lLolOFT0Z4fYtudaLhBfgVAQJP0R5HqVKlTA9ky5Ytdjlm69evl2eeecYsRLRDQdeTXHXVVXLXXXeZhYZ6Pfnkk2n/W19v3bq1nHvuuZneq4+gXn75ZedtSnTfLf06Z599dkIWNQLxQIDAU8Jnguhf+ydj4cKF0rFjRzNoHW70df8r7dXoavS9e/fab8nRnj175L333jMLF8NrU/TSRYLdunVz6pXoCnn9Gro3F+BHBAg8Q2db6awrbVR1FpaL77//3mxfEm7gdTPDvn37yqpVq+xbT8qiRYvkgQcekKJFi5rvkz9/frn//vvl119/tW/Nlva2atasad4/dOhQuwx4HgECz3j33XdNY9qiRQu7FJHuO9WzZ0+zrbp+DQ0i3TH3999/t2/NVXpOyNNPPy0lS5Y031f34IplncfSpUtNL0Yv/d+AnxAg8Axdca6NsD4qioX2VsKbFurgtO6NpTOsEknHMXSrdx0Y15+jS5cuUc8g07EUfU+NGjWifg/gBQQIPGHx4sVpjWgsCwe1l6ED7uGxhG3bttm3JJRuAx9ecZ6SkiIbNmywb8mSnmyo79EQAvyCAIEn6Fke2oCOGDHCLmVJQ0YHxPU9utOtbljoFbptiR4+pT+bhsm3335r35KJ9mAqVKhg3qNnnAB+QIAg6TZt2mTGLs4880wzlhGJhkd4BpNO+dW/+r1GFwyGf0ZdEKnnqUeiCxf1EZg+hnOZ1QUkGgGCpHvkkUdMQ/vEE0/YpSz16NHD3F+pUiUz68rLdNpvuCcSzeOscK+qUaNGuboCHogHAgRJpedj6AwmfQy1detWu5zJgAEDTAOrs51ye2puvIR7IjomEmmQXEPjsssuM/c//vjjdhnwFAIESfXPf/7TNJadO3e2S5nMnj3bLAzUtRfLli2zy56lj7PCYyI6OysSfXylO/bqZ507d65dBjyDAEHSHDt2TKpWrWrOPI8UCDpOomMk2gj/5z//scueF+t5IHpEr96rA+t+PYkRwUeAIGmmTJliGslWrVrZpUzat29v7tXV336lg/06SK6P36JZsa69Ff3M1113nV0CPIEAQdI0bdrUNJAffPCBXcrgnXfeMfdpbyWaWVpeFh4P0W1PItHxIV0Xo/froz7AawgQJIVudqgNo+4FldPCQV1Rrrvm6mOuOXPm2GXf0fUeOvVYpy1HM1VXV9nrBAPd6iTSYz4g0QgQJMUtt9xiAkTP58jJa6+9Zu7TldpBoXtn6We677777FKWhgwZYu7X7VoizeICEokAQcJt3LjR/AV+1lln5fhISmcvVa5c2fQ+dPfboPjll1/MTLJChQpFdZ6I9tDatWtnQkTPKAG8ggBBwvXq1cs0hn369LFLGbz//vvmvjZt2tgl3wsvhtSNFKOhQaOHT+l7/DgLDcFEgCCh9CAn3apDn+tH2vhQD4QKaoOpPSr9bJdeeqldypaOAeksLl14qcfiAslGgCChwluXR1pQp9NcNWR07Ue8z/RIFp1hpY/nohlMDwtv+9K4cWPziA9IJgIECaMLB6tUqWIazeXLl9vlDMKHS0WzQt2vwvtkjR492i5lS2elaa9F39e7d2+7DCQUAYKECa/naN26tV3KpHv37ubeN9980y4Fhh6cpZ8x1vPff/zxx7StTubNm2eXgYQhQJAwl19+uWkwZ8yYYZcyqVu3rrl3y5Ytdikw9DGdjmnoAslYvfXWW+b3o9uj7Nq1yy4DCUGAICG++uor0+DVrl07x4WDSh916cI53fIj6HSacv78+Z3GeTp16mR+p7o+BEgGAgQJ8Ze//MU0dq+++qpdyuSHH34w9zZr1swuBc6VV15pPut3331nlyIKb7ioIQQkAwGCuFu/fr35K7tMmTJy8OBBu5zJrFmzTMOo+0YF3T333BP1Yz2bBqy+V9fLAMlAgCDu/v73v5uGrm/fvnYpS7ruQ+/XBYdBF56WG+s56OF1JJH2EgPiiQBBXP32229m4aCOaWzfvt0uZ0mntWrj+NRTT9mlwAnvi/X666/bpRxFu5cYEE8ECOIqvBHgHXfcYZeyFT6lcPDgwXYpcPQz6meNZbv2aPcSA+KNAEHc6Erp8FbsK1assMvZ0r/G6YFkL7yXGAsJkWwECOJm8uTJpqG76qqr7FKOJk2axBhINnQvMd0LS7d52bp1q10GEooAQdw0atTINI46qyoW4VlYeWHr8lhnYYX3Evvb3/5ml4CEI0AQF3pMrTZ0unAwVuF1IFdccYVdChzd1kU/azTrQGLZSwxIBAIEcRE+AKlFixZ2KSIdO9FHNOXKlbNLgaNjRLqnVTQr0cN7ieniQ8ALCBDExZo1a8yzem3wpk6dapcjuvDCC817o53660c6nqHhcf7559ulLDVp0iSmx11AvBEgiBtt6HSzwNKlS5upp7G49957TWOp23UE1cyZM81nvPXWW+1SJgsWLDD36r5XLByEVxAgiKuePXuahk+33dBn+NEKz+AK8kD6Y489Zj5jNIsBb775ZnNvNHuJAYlCgCCu9Nn+xRdfbBq/J5980i5n6+effzb7Z+k54EE9ea9+/frm97Jq1Sq7lMGGDRvMwsFo9xIDEoUAQdytXr1aihYtagLh888/t8vZuvrqq00Dq496gub77783n61OnTp2KZPwyYXR7iUGJAoBgoQYO3asaQTPPfdc+eWXX+xylsLbletW8EGjYaCf7dlnn7VLGbjsJQYkCgGChNHBYm00b7rpJruUJX1cc+aZZ5rHN2vXrrXLvnXo0CEpX768mYEV6XO57CUGJAoBgoTZs2ePWQinDeKoUaPscpbCe0V17drVLvlWeK+vSEGqYz86xTfWvcSARCFAkFB6tK32KAoXLiwrV660y5noueH6CEcXFuoKdb87fPiwVK9e3QSITs3NieteYkCiECBIuEGDBpmGsW7duuZxTiQDBw4097dp08Yu+c6LL75oPotOEIikcePG5t5Y9xIDEoUAQcLpQrjwWeDdu3e3y5noX+26gE7vj3bXWi/SQXDtTWkPTGdh5eTLL780nzclJYWFg/AsAgRJoVuR67oGfb4/bdo0u5zJvHnzzKp23R4l0sCzV11zzTUmFHRxZSR//vOfzb2xnBMCJBoBgqTRHXs1QHSm1aZNm+xyJo8++qhpVC+99NKoNh/0kmHDhpmfXXtSkU4RXLdunVkzU7Zs2age8QHJQoAgqR588EHTsDZv3jziVic6Kym8oaBOCfbLo5358+ebSQB6LVmyxC5nEt7+pX///nYJ8BQCBEmlPYnwlh46ZTcSffSlU1v1/gceeMAue46OdZQqVSrqx1G6cLB48eJSqFAh2bFjh10GPIUAQdLpXlBnnHGGeWzzxRdf2OVMdKt4HT8Jh4hXeyIaHhUrVjQ/p26cGI2XXnrJ3B/kTSQRHAQIPOGNN94wDWflypXN2o9I9FGQjhHoe2655RYzU8tLli1blvbzaRhEE3L6iE4PmNJxoW+//dYuA55DgMAzwluW6wykaGhPJPw465JLLjGDz14wadIks3mk/lw9evSIKjzUf/7zH/Oetm3b2iXAkwgQeIZudRIOhNdee80uZ0nHRMID6zrFN5nrRHTvrvCkAN3nKtJGibbLLrvMvHf27Nl2CfAkAgSeogvodKFdkSJF5LvvvrPLWTpy5IiZ4qvrRLQB1q0/Er3tyZw5c9L2+dJpybGGgI796Hv1KF/ALwgQeM6AAQNMY1qvXr2Y1kHoYsOaNWua9+qU2XvuuSfuiw4XLVqUtkBQr/bt20e1psWmGyvq+0ePHm2XAM8iQOA5uh6kZcuWaWMIsdDBdA0g3TJE36+9GT1PRA+lyq2TDXXqsY5X6N5c4eDQwe933nnHvjUqGnI6A61cuXIxBSaQbAQIPGnLli1y1llnmRlJ7733nl2OSGdy6boSfZwUbuT1eFydETVhwoSY11joz/Pmm29K586dpXTp0hmCQ88pP5lZYOFxk1iO/AW8gACBZ2lwaIBokGgD7kIHtvVkQ53ZpH/lhxt+vXSa7RVXXGFCQU8I7Nevn2nE9b99+vQxrzdt2tR8//Tv08djHTt2lPfff/+kezU6caBYsWJm4eDOnTvtMuBpBAg8TR9haaOtj7QibXUSya5du8yjp3vvvdcMVhcoUCBDMGR3aWDo2eXdunWTd99916wWzy2DBw823yNIB2Yh7yBA4Gk6JqCD6drI6thGbtNV8HPnzjWPp8aMGZN2jR8/3ry+evVq+y25RmeP6Rnx2suKdsYZ4CUECDxPtwTRab06IK7TfINC16xoMEZzuBTgRQQIfCF8jrguNNRxgyDQben1M+kaEsCPCBD4RviQJd3yxO8+//xz81n0WF/ArwgQ+IZOzdVps9rw6uaLfnbjjTeaz6HjLYBfESDwFd3yQ6fj6vbvOgDuZTqF+Mcff0wbpH/uuefM9vOtW7c24aHnfvjtZEUgPQIEvvPMM8+YBlgPokpWA6ybOC5evFimT58uI0eONOtIdN3IlVdeKSkpKWmHSOV0FSxY0Hl9C+AFBAh8R9eD6BG42gjrKu7cpOeV60aM2msYN26cDBo0yKxF0b2qGjdubM4r0Wm3dhjYl27nfsEFF6QtVNQDpV555RWz3YnOJNMV8XpfbqxvAZKFAIEvbd682WxToo35Bx98YJezpH/t6+aH06ZNkxEjRqStNm/VqpXUrl3bbAdvB0FWV6VKlcwMqg4dOsh9991ntkzRsYyPP/7YTDmOZqFhvNe3AIlAgMC3NAjCW53o2Ij2GsaOHSsDBw6U+++/32w30qhRI9NrsEMgq0u3FNFeg/ZuNFgef/xxGTZsmEyZMkW++uor2bBhg/0jnBRdPBjE9S3IOwgQ+Jr2AOwgyOo655xzpGHDhnLDDTeYLUl0HEV7DRo6Ohi/d+9e+0snhB6cpT9fkNa3IO8gQOBrOtOpevXq5hwQ7TU88cQTMnz4cJk6daosWLBANm7caL/Fc4K0vgV5CwECJJmubwk/ZvP7+hbkLQQI4AF+Wt8ChBEggEfobC7thSRzfQsQCwIE8Ih4rm8B4oEAATxk06ZNMa9vAZKFAAE8Jry+pUyZMmbLFMCrCBDAg7p3724eZeneWsePH7fLgCcQIIAH6VYnelaIhsi4QYPsMuAJBAjgUd+tXCk3Fy4sYwoUkCMLFthlIOkIEMDDNo0alfqvNPWfaZUqIlFs0ggkEgECeF3HjqEQufVWuwIkFQECeN0vv4ice24oRMaOtatA0hAggB989plI/vwiRYuKrF5tV4GkIEAAv3jyyVAv5I9/FGGrE3gAAQL4hR5926xZKER69rSrQMIRIICf6PkmpUuL5MsnMnOmXQUSigAB/Gbq1FAvpGxZkW3b7CqQMAQI4Ef/8z+hELnqKhG2OkGSECCAHx08KHLhhaEQef55uwokBAEC+NW334oUKiRSoIDIwoV2FYg7AgTwsxEjQr2Q1q3tChB3BAjgd4MHi7z3nv0qEHcECADACQECAHBCgABB8+uvIn37itSpI1KkSOjSGVu9e4c2ZgRyCQECBMnKlSLnnBMaWM/q0prekyRbtmyRxYsXy/Tp02XkyJGpOddXOnfubI7uTUlJkVKlSplTGKtUqcJRvj5AgABBsX+/SLVqoaCoW1dkxgyRvXtF9u0TmTVLpF69UE3v0Xtz04EDIj/8IEfmzpXF48bJoEGDpEePHnLTTTdJ48aNpXLlynLqqaeacMjpKlq0qJx++unmf7/wwgv2d4HHECBAUAwZEgqImjVDwWHT12rUCN0zdKhdzV5qr0EWLRKZNi00bbhPH0ntNoi0aiVSu7ZIyZJpPZyjqdfTqVeRLMKhUqVKcumll0qHDh3kvvvuk2eeeUbGjBkjH3/8sXz//ffy2/+fuLhixQopVKiQFChQIPXbLrJ+GHgJAQIERdOmoYZ84kS7csKECaF7dFff9BYvFhk4UOT++0MnIDZqJKndhsyPwLK6ihULBVPz5iZYvnj8cXlj2DCZMmWKfPXVV7Jhw4aM3ysKI1KDSkOnWmpvaW9WYQhPIECAoChVKtSgb99uV07YujV0j+7om152YaFjJg0bitxwg0i3bpLabZDUboPI3Lkiq1Zl3dPJJTekfk8Nkdtvv90uwSMIECAo9MRCbfSPHLErJxw+HLpH703v009Fhg8P7fS7YEFo2/gk2717t3nspSEyfvx4uwwPIECAoIimB6Lbv2fVA/GoT1OD7bTTTpNixYrJDz/8YJeRZAQIEBQnMwbiYf369TO9kAYNGqR2oA7bZSQRAQIERXgWVq1aoam7Nn1Na3pPLLOwkuzo0aPSpEkTEyK9evWyy0giAgQICg2IqlVDAVG/fmjth76maz4+/DD0mtbisQ4kznQmV8mSJSVfvnwye/Zsu4wkIUCAINFV5pUqhYIiq0trSVyJfjLeeecd0wspV66cbM9pnAcJQ4AAQaP7XeliP93/qnDh0JWSEoi9sO655x4TIm3btmWrEw8gQAD4xoEDB6R27domRF588UW7jAQjQAD4yjfffGO2OtE9s3RjRiQPAQLAd4YPH256IdWrV2erkyQiQAD4Uvv27U2I6HbwSA4CBIAv7dq1SypWrGhC5K233rLLSAACBIBvzZ8/P22rkx9//NEuI84IEAC+1qdPH9ML0bNG2OoksQgQAL6mW53oqYcaIo888ohdRhwRIAB8b/369WlbncyZM8cuI04IEACBMHnyZNMLKV++vOzYscMuIw4IEACBcffdd5sQadeuHVudJAABAiAwdKuTWrVqmRAZotvbI64IEACBsnz5cilYsKDZ6mTJkiV2GbmIAAEQOK+88orphVxwwQWyL6vDtZArCBAAgXTdddeZEOnSpYtd8o9ffxXp21ekTh2RIkVCl27Tn9PW/OGzX7ITqR6D3PkqAOAxP//8s1SoUMGEyMSczon3Kj3465xzTjT49qW1rA4HixQQkeoxyJ2vAgAeNHfuXLPVSfHixeWnn36yy96lRw7r0cPa0NetKzJjhojuOqyP4/So4nr1QrWsjieOFBCR6jHIna8CAB71xBNPiPZCGjZsKEeOHLHL3qQzyLSRr1kzFBw2fa1GjdA9Q4dmrEUKiEj1GOTOVwEAj9LQaNSokQmRxx57zC57U9OmoUY+p0dvEyaE7mnWLOPrkQIiUj0GufNVAMDD1q1bJyVKlDBbnXz00Ud22XtKlQo18tu325UTtm4N3VO6dMbXwwER6coFufNVAMDjJk2aJNoLOfvss2Xnzp12OTkOHBD54QcdrMk4IJ4/f6iRz+mRm+48rPfovenZQZHdlQty56sAgA/ceeedJkSuvfZau5T7Nm8WWbRIZNo0kREjdN95ET09sVUrkdq1RUqWzNigFywocuhQ6L3R9EC2bQvdk10PJDuR6jHIna8CAD6wf/9+qVmzpgmRl19+2S5HRb/GmjVrzAyvsWPHysCBA2Xc/ffLxo4dRRo1EqlcOfNf+1ldxYqFBsKbNw8Fy6hRJ74JYyAA4D1Lly41W53opf87vc2pvYaFCxfKu+++K//617+kd+/e5sz1li1bmj22dBxFw8e+2qdeX6YPB12j0bChyA03iHTrJvLssyJjxoQeVa1alfXMqvTCs7BSv6eZumvT17Sm9zALCwASR3sf2vDrUbg6vffcc8/NFApZXbqeRHswLVq0MMGiU4SHDx8un0+dKnsWLBDZuNH+Vm40IKpWDTX09euH1n7oa7rm48MPQ69pjXUgAJB4NWrUyBAOGiKXXXaZ3HjjjdK9e/fUTsOzqZ2GMeZR1erVqxO/p5YOqleqdKLBty+tsRIdABLv0KFDZkrvpk2b7JJ36H5XOviu+18VLhy6UlLYCwsA4G8ECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/B/6exdvpNKjWwAAAABJRU5ErkJggg==)
PN: 6H60-1-1L
CAS: 741699-47-8
Molecule Weight: 264.13
Formula: C14H21BO4
PN: 6660-1-X6
CAS: 938063-51-5
Molecule Weight: 276.18
Formula: C16H25BO3
PN: 6660-1-PJ
CAS: 269410-26-6
Molecule Weight: 296.17
Formula: C18H21BO3
PN: 6H60-1-Z2
CAS: 269409-97-4
Molecule Weight: 220.08
Formula: C12H17BO3
Melting Point: 113-117 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900