| Product Number | 8H60-1-DK |
| Synonyms | N,2,2-Trimethyl-N-[3-methyl-5-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)pyridin-2-yl]propanamide |
| Purity | 95.0 % |
| CAS | 1073354-77-4 |
| MDL Number | MFCD09037482 |
| Molecular Formula | C18H29BN2O3 |
| Molecular Weight | 332.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-DK
CAS: 1073354-77-4
Molecule Weight: 332.25
Formula: C18H29BN2O3
PN: 8H60-1-JA
CAS: 1092119-20-4
Molecule Weight: 304.2
Formula: C16H25BN2O3
PN: 8H60-1-DQ
CAS: 1191062-86-8
Molecule Weight: 317.24
Formula: C17H28BN3O2
PN: 8H60-1-CZ
CAS: 1073372-03-8
Molecule Weight: 304.2
Formula: C16H25BN2O3
![5-(Tetramethyl-1,3,2-dioxaborolan-2-yl)-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABHDAAARwwFBg6AOAAACkHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXq/HZBuwoSdW1mjSp3aS2k/ZuconbIgWogObh2+8MSZaQDATI5nw/2+f/2Z5eb/IlrFxVZ2UxC5DxAFyRlouseJsFv56/Xengej5NyYkci3oWvDfNxyQM1+s1S99dbjdlwdIyD7r2yabOTnzWkpXVWyg4x/D3w/1Ty1xlRd3YInVE1dmkbo33ZWqbdhb/GSLMbbXKirBzD/Nq1fX2R3D/crapF8G/WG6p7YZQeM2WDl7LKrcNrARn9PIv8OYKV9nGLeBlS2bJFMU+nz7cleln7oqGqr6HLLXLp6b6TMmQl0uXflJnVPl+NwtyJMA2ZX5TVXYLvubNFsEKsBKsAhuBjcEmYDVYAxY5fdSO5IDkgeSC5IPkhOSF5IaGNFg6P4nn7YejSMA/P+ErfbeH58fu29loKQUJSApGBgEpRqFjoH+RqAg0M0YjJIwaJRVJJCQYJiLyMQxRJh5RRhmIyZrE+0IxI6QBSSAXIBiKiHplQnAFV5xJNPHeuvPpiAC2NB1JA8WRN3FuIGKaxwgHo9RCk9GgUn44qWI/szhJqMCI2iSLkQrBeEIFMsmP/yITG/rTqjW2BWmodbLnuhFIo/Ag0nz6UhaLoypki1nwgkGr3qN7rcVOwADKauEqWlLfgXc9BsQp4OUeBuQZoIYBdQr4VBoGolPAJ94wEJ8CPk2HgeQshhFAnwJ+FwwD5gwwwwDys6i9aRDpi91uyQNzc5Hp6d1t4RGmJ3m35UeYnurdETEST0/47kgZYXrad0fQgREXmeQCM5IA2MuA7ogbYcyFNdDD6yZ6abA/RgeZS3lwkQmPzoxwfwlQ9eyCCI9uj5DuzPlffJ8gOfwlEUkAADN1SURBVHhe7d0HnBTl/cdxjShgN0EBjYoNAQsGwRaxABbsJRFQgw1RI2KJsUSjWBKCBSsaRSOWoCg2bNg7NkKzBAQVERQFpEoR8fnf99n/XO4e9vZ2f7e3Zebzzmtfl9tndmae8ZjvzsxTVnEAABisEr4BAEA2CBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAoGdOmTXPnnnuua9OmjVtrrbXcOuus47bffnvXq1cv98EHH1RbdpVVVvGvdDKVIX84wgBKwvPPP+/WXXddt/XWW7uHH37YzZkzxy1evNiNGjXKHX744SsFQqaQyFSG/OEIAyi6L7/80l9tbLLJJm7WrFlhsXfFFVdU+z1TSGQqQ/5whAEU3dlnn+1P+LfeemtYVKNMIZGpDPnDEQZQdNtuu60/4U+ePDksqlGmkMhUhvzhCAMoukaNGvkT/tKlS8OiGkUhkemF+sURBlB0dQmQdDKVIX84wgCKjltY5YkjDKDooofogwYNCotqlCkkwrKXXnrJde7c2bf0at68uTvhhBPczJkzq3wCFumPPgAU0NSpU/3JfdNNN3WzZ88Oi70rr7yy2u9hSFQVlu27777u0UcfdTNmzHALFizwTYI7depU5ROwSH/0AaDAoo6ELVu2dI888oj7/vvvfUfCd955J+8dCRcuXOjWXHPN8G3kqOYjDAAFpg6FGsqkdevWrnHjxv6qZLvttnOnnnqqGz16dLVlM4VEprJFixa5/v37u4MPPjgsQo7SH2EAiKEoWDbaaKOcHtgjPQIEQKLMnz/fXX755a5jx45hEXJEgABIHIWIRvtF3RAgAGLvyCOPdGPGjHFLlizxQ8b36dOHZyB5QIAAiL0RI0a4Dh06+Afzaip82mmn+eHiUTcECICSM2/ePNetWzf35ptvhkUoIQQIgJLz9ttv+9ZSJ598clhUVMyYWF351wBA7Hz66af+BHvQQQeFRUXDjIkrK/8aAIgdDTeiE2y7du3CoqJgxsT0yr8GAGJp7bXXdhtvvHH4dlEwY2J65V8DALGkW0UNGjRwK1asCIsKjuHm0yv/GgCIpT333NOfZL/99tuwqODqMuFVple5K/8aAIilo48+2p9kx48fHxYVXF0CJJ1MZeWk/GsAIJbUW1wn2ZEjR4ZFBcctrPTKvwYAYunqq6/2J9khQ4aERQXHjInppa8dABTZXXfd5U+y//jHP8KigmPGxPTS1w4Aiuzpp5/2J9lzzjknLCoKZkxcWc01AIAi0gyEOsl27949LKo3jz/+uGvatOlKVxMRZkysLn0NAKDIpk+f7k+y++yzT1iUd8uWLXNnnXWW395qq63m7rvvvnCRgoiCpVxmTCRAAJSk5cuXu1/84heuVatWYVFeTZkyxQ+ZohO3er6/8sor4SIFVU4zJhIgAEqWvomvv/764dt58+CDD/rnGgqPAw44oCQ6LUq5zJhIgAAoWTvuuKM/uWsmwXzSw+/evXv7dWu4FD1z+Pnnn8PFCqZcZ0wkQACUrP3228+f5L/44ouwyOyTTz5xO+ywg1+vmuVq7pFiK9cZEwkQACWrZ8+e/kSvOTfyQZ0SdWtI6zz00EPL4iRdyggQACXrggsu8Cf7xx57LCzKiZrGRmG0xhpruIEDB4aLwIAAAVCydKLXSf+2224Li7KmwRjVkkvr2WKLLVaaehZ2BAiAkjV06FB/4r/sssvCoqzccccd/rmC1vG73/3OzZs3L1wEdUCAAChZ6pOhk79aTOVCzWC7devmP6uh2OtyBYOaESAASpZaTEUPvLOlIUW22mor/zmNWzVu3LhwEeQJAQKgZM2dO9cHwS677BIWpXXTTTf5h+T6zPHHH+8HJUT9IUAAlDTdgtpss83Ct6vRyLjRiLhqpnv33XeHi6AeECAASlqLFi1cw4YNa+wpruHUN998cx8eGhn3448/DhdBPSFAAJS03XbbzYdD2OlPgXLNNde41Vdf3Zefcsop7ocffqi2DOoXAQKgpB1xxBE+ID766KPK92bNmuW6du3q39ecHP/+97+rfAKFQoAAKGmnn366DwrNGy6vvfaa22STTfx7O+20k/v000+DT6BQCBAAJa1fv34+LO6//34/U6AmfNLvZ555plu6dGm4OAqIAAFQ0v75z3/6wNhmm238T80PMnz48HAxFAEBAqDkqP/Gq6++6q699lp/m0rBEfUHyefQ7qgbAgRAUf30009u7Nix/kpDLak0idSqq65aGRrRSxM/ff311+HHUUQECICC0hXEI4884s477zy35557ujXXXHOlsNh22219T3L1LH///ffdueee698/44wzwtWhiAgQAPVn7lznRo50Y666yvU+7DC34YYbrhQWTZo0cYdVlF1VsczIimU1fElIgyM2bdrUP0CfMGFCWIwiIUCAJBk/3rkePZxr3ty51VdP/eze3bl8DDi4bJlzmmvj5ptdxeWDc61aVZxhVvGvZypee1a8dLWhqw5dUTz88MM5Pc+46667fODsu+++YRGKhAABkmLYsFRodO6cChI1gdVP/a73VZ6LiROdu/9+5/r2da5DB+caNqwMDP9adVXndtzRuVNOcbP++U/3xdix/nmH1YoVK1y7du18iNR1hkLkBwECJMHkyc41buzcVls5t2RJ9TL9rvdVruXSmTXLuREjnLv0UucOPNC59devHhZ6/frXzh15pHPXXOPcq6+qKVW4ljp74403/AP2Lbfckj4gJYAAAZLgj39MneRvuSUsSdFtJ5VruapuukmjGa4cFuuum7pyuegi5x5/3LkCto6KJor6+9//HhaVrWnTpvnbem3atPGjCWt4lu2339716tVrpSl4o2dH6WQqqw+F2xKA4mnZMnXir2mkWo0zpXItV9UhhzjXoIFz7dqlwuWee5z78MPqyxTYl19+6Z+lrL322rFo1vv8889X5PG6buutt/bPhTRo5OLFi92oUaMqh6ivKlNIZCqrD4XbEoDiadQoFRDz54clKXpf5bqNFVqxInyn6C6//HJ/ouzZs2dYVFYUhrra0NheGiAynSuuuKLa75lCIlNZfSjclgAUT10CpARp2PZNN93U/eIXv3DvvfdeWFw2zj77bH/Cv/XWW8OiGmUKiUxl9aFwWwJQPNZbWCVs6NCh/mSp+UJqmmyq1KnDpOowuabGC2lkColMZfWhcFsCUDzqwa0TS64P0Uvcb3/7W3/C1Ei95UjT9Wr/c2lRFoVEplehFG5LAIpn0qTUbaxMzXhVXmZza4wePdrfxtIzhEWLFoXFJa8uAZJOprL6ULgtASiuoUNTLaq6dHFOw4Go57h+6nd1JFR5GTr55JP9SfOSSy4Ji0oet7AAlI+xY9WRwrlmzVKh0bRp6vcxY8Ily8bMmTN9M9jGjRvnNDRKKYgeog8aNCgsqlGmkMhUVh8KtyUAqCcDBgzwJ87f/e53YVFJmzp1qm/GqxZls2fPDos9zcJYVaaQSFemqYA7d+7st9O8eXN3wgkn+NDNh/R7AQBlZNmyZb4jnk6emjO9nEQdCVu2bOmHuf/+++99R8J33nknLx0JNfjko48+6mbMmOEWLFjg+5V06tSp2jJW6fcCAMrMk08+6U+ebdu29QMvlhr1Xfnss8/Ctz11KNRQJq1bt/a34nS1sN1227lTTz3VNxSoKl1IRDKVRTTbo3ry50PmLQFAGdlvv/38CVSzG5YSXU20aNHCz2dS062qQlBLtf79+7uDDz44LDIhQADExkcffeSnvtXEVekmpio0XQldffXVfp8UbLqiKJbo6mSjjTbKqdVXJgQIkDRffuncggXhu7HRp08ff6LULaFimj59un/+oH3RMw71nC82zeyoccQ6duwYFpkQIECSLF6cmsvjsMPCktjQaLa/+tWv3Oqrr+4matKrIhgxYoSfqlfhseuuu7rPP/88XKRoFCIaMj4fCBAgSdQjXQ9ZDzooLIkVDU6ok3fXrl3DonqlHuVnnXWW37Z6yF900UVu+fLl4WIFdeSRR7oxY8a4JUuW+HlHdIXGMxAAuXvllVSAFPFefCHopK0JmXQif+aZZ8LievHJJ5/4FmDa5sYbb+z7X5QCXQ116NDBt+5Sf5PTTjvNX6XlAwECJMkDD6QCpF+/sCR2dALXyVzDhfz4449hcV7deeedvmmstnfIIYe47777LlwklggQIEkGDEgFyODBYUksRR3xBg4cGBblhVp6qfe7ttGwYUN34403hovEGgECJEnfvqkAefbZsCSWpkyZ4k/s66+/ft6vCt5++223+eab+/Bo1aqVG6txxhKGAAGS5OijUwEyblxYElsXXnihP8n37t07LDL56aef/PhUUd+OU045pSyHks8HAgRIkt12SwVIDfNvx5HGf2rWrJnvBV7Xq4SvvvrK7b333j441ltvPTds2LBwkUQhQIAk2Wyz1MRRZToFrNU999zjT/o6+Vs98cQTvn+J1qNpdMtt6Pj6QIAASaEBBjUHyJZbhiWxpznT27dv70/+GvE2F+o/ceaZZ/rP6ipGE1cVu29HqSBAgIT4Yc437qH2q7gxx+VnGItyo4feq666qh/UUKGQDY2ttcMOO/jw0LS5r6gfDSoRIEBCjJ412q1yxyqu+0vdw6LEOPbYY30YXHXVVWHRSjSib9S349BDD3WzEvTcKFsECJAQT0590gfIee+cFxYlhh6CaxwovTTYYTqa0Omoo47ywdGoUSN38803h4vg/xEgQELc/vHtPkCuH399WJQoaoKrcDj++OPDIvfmm2+6zTbbzJdrcqdxCWrubEGAAAlx6QeX+gB5aMpDYVGiaLpYdQDU85BRo0b599S3o1+/ftXm7dAMgsiMAAES4qTXTvIB8uY3b4ZFiaP+GwqKXXbZxU8nq/kx9Lt6rOfaSivJCBAgIfZ/Zn8fIJ8vKJ25KYppr732qnzOoZ977LGHmzp1argYMiBAgITY7uHt3Kp3rOqW/rQ0LEqk6667zgeHXhrinL4duSNAgITYYMgGrsm9TcK3E+n111/3Vx6a9Cnq48HVR+4IECABflj+g7991XZ427AocSZMmOCfdegh+pAhQ1zfvn19iGhE3dmzZ4eLIwMCBEiAaQun+QA55LlDwqJE0QNzXW0oMPr37+/fW7FihevWrZt/b/fdd6f1VQ4IECAhrvzPle7db98N304MTeOqvh0KCs1bXpXmMu/UqZMv04yCataL2hEgAGJPfT90daGAOOaYY/xVR2j+/Plup5128sucfPLJYTHSIEAAxJquJnRVoWDYd999/dVGTb755hu3xRZb+GU16i4yI0AAxJquJhQIurrQVUZtPv30U7fhhhv6z9x6661hMaogQADE1qWXXuqDQFcVX3/9dVhco/fff98PuKj5P+iZXjMCBIghtbiq+lrr7rV8R8IB4wa4ZSuWhYvH0qBBg3x4NGnSxE2aNCksrtVzzz3nVl99dd9f5NVXXw2L4QgQIJai4IjMWTrH9X6jt3+v1+u9qiwZT8OHD/dXD7qKeO+998LirN17772+v4j6jYwfPz4sTjwCBIihMEBk9pLZ/r11/rVOtffj5rXXXvNXDbp6ePbZZ8PinA0YMMBfyWy88cb0Vg8QIEAMpQsQXYXovab3Na32fpzMmzDB/aFKL/N8Ofvss+mtngYBAsRQGCDfL/3enfHmGf69GybcUGXJGNHVwSabuKcqTvQj/vGPsLRO1G+ke/fuPkR22203eqv/PwIEZUXt9Pv06eN/ombhQ3S9Gt7V0P31g7/GczReXRVUXB1UnOGd69s3LM2LZcuWuc6dO/sQOfjggxm91xEgKBP6x6o2+euss47/B7z22mv73/lHnF54BaLBFEfNHOXaPdrObTtsWzdl/pQqS5c5XQ1UXBX48OjWTZcL4RJ5o34kv/nNb/zf4EknnRQWJw4BgpL30ksvue22287/o9WD0Xbt2vmf+l3vqxzVhQESGTNrjH+/y9NdwqLypDGrKq4GfHh06qTLhHCJvNPV75Zbbun//v7yl7+ExYmy8l8YUCKmTJnijjjiCP8PVa+uXbu6iRMn+jL91O9R2eGHH+6XR0pNARIN665+IbGgMasUHjvtpMuDsLTeVO2tfsstt4TFibHyXxhQZAsWLHAXXXSRa9iwof8Huu2229bYHFPvq1zLafkLL7zQfz7pagqQ6Apk6we3rvb+9eOv989Hvv4h+97aRaexqhQeW2yhy4KwtN6pt7pupWpSqocffjgsToSV/8KAIvn555/dPffc45o1a+YDQZ23Bg4c6H788cdw0WpUruW0vD6nz2s9Wl/c/VzxvwenPOj6j03NbREJA6TqMxBNa/vA5AeqLO1c62Gt/fJrDF7D9Xy1pxs7e2y18pKjMaoUHhVXARWXA2FpwYwcOdLfTtWXlyT2VidAUBLefvtt16FDBx8A6kF86qmnulmzZoWLZaTle/fu7T+v9bRv396vN640t8euj+/qT/xr/2ttHxKRKECi12p3rub7fxw28jD3yoxXqqwl5bsl37l+o/u5je7bqPIznZ7q5J768ikfUiVFY1NV/Dd2a62ly4CwtODuu+8+3+9kvfXWc+PGjQuLY40AQVF99dVX7rjjjqt8lrH33nvX+R+hPq/1ROvU+rWduJjxwwx/laArCZ3o93xyT39rKh/UxHfwfwf7cbOiIFGrrds/vt0t+WlJuHjh6Vt+o0au4mu/BqsKS4vmmmuu8X9r6q3+xRdfhMWxRYCgKJYsWeKuuOIKP1aR/uG1aNEi7/eRtT6tV+vXdrQ9TSxUrnRyv3rM1f5qQyf2zf69mb99VV+em/acO+CZAyqDpMm9Tdwl71/ivvmh8M8bPI1Ftf76ruLrvgapCkuL7pxzzql8Zpfr1XO5IkAKSIO6aYye7bff3t15553u22+/DRdJhGHDhrnNN9+88sR+1VVX+UCpD1qv1h8Flbb70EMPhYuVvOGfD3dbDN3Cn8jXvHtNf7tp8fLChOGHcz50J792su+IqO3r5/23n5g6oReKeplXfLv3zz0GDAhLS4KeufXo0cP/ne26666J6K1OgBSIerFGHZCil1pv7LPPPr4Z4PTp08OPxM6YMWPcXnvt5euue8bHH398weqt7Wh72q62r/3Q/pS68XPGu32e2qfyKqDHyz3ctIXTwsUKYubime6yDy5zLW/f0D3ZdpXUybxLF+eefjpcNP/69Elt7+yzw5KSon/nXSqOif7Gjj766LA4dgiQAjn//PP9H9V+++3nRo0a5S644ILKzkjRa4899nDXXntt7O6hfvfdd65Xr16VD7d32WUXfwyKQdvV9rUf2h/tl/av1MxaMsud9sZp/uG3gmPnR3d2b33zVrhYUfz44xL30+A7nGvTJnVS16t1a+fuuEOXfOHi+TF5snMaHLEee5nni5qR6wpEt7LijgApADX109XGRhtttNIYTvoW/Ne//tWP8lk1THbeeWd39dVX+w5L5UrNa6+77jrfOkV1at68uR8htdjNa7V97Yf2R/ul/dN+1tZcuBB+XPGjH+xwgyEb+OBQy6m7J97tVvxcoifOZ55xFd+K/hckalZb8ffsZs4Ml0wU/Y2Vwt9TfSNA6tnMin9I6pegWyc1dYaLfPLJJ+7KK690bdu2rRYmGq7j8ssvdxMmTAg/UrKefvpp17JlS7//aiN/8cUXu4ULF4aLFZX2R0NRRB0Wtb/a72IZ+dVI12pYKx8c6o9xwbsXuPnLCte7uk70POTEE13FwUwFiX6ql3gZ/c0idwRIPdK3kAMPPNCfnM4999ywOCMNy9G/f39/KVw1TLbeemt/0vvggw/Cj5SE//73v+6AAw6o3N8jjzzSffbZZ+FiJUX7p/2M9ln7r3oUyqTPJ7mDBx5c+ZxDfTUmz58cLlYedIV96aXONWnyv6uSQw9NDXiYjoKnRw9XcTmYapqrn927qy12uGQsTJs2zZ8L2rRp4xt2aHBQNarRrdTw33T095hOprJCKv4exJhui+g/sgb/08M1qy+//NLdcMMNrmPHjpUPgfVSE9U//elP7q23in9vfO7cuX7SnWiQwx122MG9/PLL4WImkydP9r18H3zwQX/rKXrpd72v8nx45ZVX/H5r/1UP1Uf1qi/z5s3z//3WWGMNt8oeq7g2N7RxL05/MVysPOlZyO23p4ZYb9xYf8ThEmqOlwqNzp1TQbJ0aeqnftf7Ko+R559/3q277rr+S6CamM+ZM8c3K9dzOY3lFgZCppDIVFZIxd+DmBo9erQ/MWisnEmTJoXFZl9//bW77bbbXKdOnVyDBg0q/5A22WQTd+aZZ/oT6k8aobRAtK3bK04UTSq+cWo/fvWrX/n9s+6DHmirme3pp5/uv5n5k+v/1zHTS8tpeX1On7c+GNd+a/9VD61X9VL9rPVJR5MTDR48uHIwvl/+8pfu5sE3u+U/xXRo+nRfnhT6Cpattlr5wbt+1/sqz9OXg2LTl0BdbejfaU19RNRPqapMIZGprJCKvwcxpHvr22yzjf8PrDGZ6ov+EO+++25/m6zqiVYP63VJrG889fkgT2G14447+m3qG3vfvn3d999/Hy5WK7WX13AQ+++/f2VLrei12Wab+VtKf/zjH12/fv3866abbqr8/3pf5Vqu6ue0Hq1P67W0x1c9VJ/oikr11BVKXb3++uuVzbn1BUD7r2+iiVNRb6cTYE0j2d58c6pcy8VANCWu5rDJVqaQyFRWSMXfgxjq2bOn/4+rTkWFotshOlnqUrhxxTe36A9sgw02cCeccIIbMWKEW6pbBHnw+eef+zbu0TZ0olYDgFzpJK1vXdG3fb10W07/2J544glfp1xoeX1On496oOul9Ws7lnBTvVS/aF1HHXWUr3+upk6d6o455pjK9Whmuw8//DBcLDlatkwFxMcfhyUpH32UKtdyMRCNGJ3L7dZMIZGprJCKvwcx88ADD/j/sOrjodnLimHRokX+Nk63bt0qe2Drpdtpxx57rHvkkUdM38p1ZXXJJZdUtlrSVdZTTz0VLlYrXRVp7CDdD9Z6tL5TTjnFvfHGG+GidaL1ab3R/mp72q7lqkz1jK4qtT4dh2xalek4X3bZZZWhvtVWW7nHH388XCx5NJ6VToA1/RvR+yrXbawY0AgU+u+fy5e46N9tplexFX8PYkQtp3SS0m2Pd999NywuCg3loRPWH/7wh8r+GHqtueaa/tu0Aq+2+TPUmuzee+/1A8Xps1qPTsSWhgF64K8WKFqPTqrnnXeef65Tn7R+bSc6iWv7loYHCh519IyOo46HjktN/Vp0bH/961/7ZXX/W63qLMcslgiQWmUKiUxlhVT8PYgJnVyiHs46UZQinbyee+45d/LJJ1c+9NZL36gPPvhg/7wmvB//zjvvVDYlVmdIfaO3jOGlB8fqGBk9+D/00ENNt4LqQtvTdrV97Yf2R/uVK9Vfx0HHQ+vS8dFximiiIY0qEB2zE088caUOpInHLaxaZQqJTGWFVPw9iAkNTaL/oLq3bTkpFZpaFamZrVotRT2y9dLVk8by0QCEes4RNRtWE+L//Oc/4Wqyols9UX8YfXvP96i7udL2o6sI7Vc2t6LS0fHQcdF6dJzUl0RXdVGwKEQUJkjjjDNSAZGwh+iDBg0Ki2qUKSTSlb300kv+/KOrXf2b1rNPdWSuT+n3Djl54YUX/ElDzTLr+3ZMfdAtGD0v0HDUYWsm/a7+Flb6tq6JnbQuDc9S6KuOmmg/tD/aL+2f5aoqouNT9bjptpVuXyEDNW3XbaxMzXhVXsZD+VSlRhQ6sW+66aZu9uzZYbGnUSiqShcSkXRl++67r3v00UfdjBkz/G1pNRxRc//6lH7vkDWdeJT2+gZazGEw8knPb3Qlovu2dZk/Q30xouFMunbt6h/ulxLtj/ZL+6f9tPYdER0nHS81p7Y0UEikoUOda9AgNaKvhjzR8yH91O/qSKjyGIk6EupvTQ1Z1CpQfze6/VkfHQl1Za1nnfUp8x4gI31zj05AukSNEzX/VX8SK/3xRt/wu3fv7pYvL81Octov7Z/2U/trvZ0lOl6alx05GDvWuW7dnGvWLBUaTZumfi+DofYt1KFQQ5m0bt3aN+rQVYnGutMUzup8XFWmkMhUJvpypGexerZZn2reA9Rq4MCB/j/iTjvtlFPrinJQlwDRM6DomYd+WprNFpL2r+r+Wp9hESAoBVG46O8xl4f2FgSIkR6gqvWS+llMnDgxLC57dQkQtW6KvtGX2m2rmmg/oysm7b8FAYJSoT5oGsFbjTzqEwFioNsc0b19DSUSR9YAUf8KDSOiVk6lPgpvSPur/db+W/qJECAoJQoRfcGtTwSIgdr1KzzU0zuuLAGiW0FRJ8FiN9W10n5r/1WPXG+9ESAoJjUj1wR16jysYeP79OnDM5BSM3ToUH+C0VhLuY7VVE4sAaLe6To2hx12WFhUVrT/qofqkwsCBMWk8e46dOjgH86rufBpp522UsfgfCNAchDd4lAv5mLN6V0ouQaImiSqiaL+eEulr4eV9l/1UH1yGYCRAEHSECBZ0u2MaEiPv/3tb2Fx7OQaIOq0pGOjCZLiQPVQfcI5GjIhQJA0BEiWLrroIn9CUW9PazPPcpJLgKjjnIZMV6s09YKNA9VD9VG9su0YSIAgaQiQLGiMGQ1VogEI43KCrE0uAXL//ff7cNUAg3Gi+qheql82CBAkDQFSCw1voWG7NVSJHlIlRS4BohkBdaLN93wexab6qF6qXzYIECQNAZKBhipRMzidRM4666ywONayDRCNBaZ+E2qVVtO8GOVK9VG9VL9sBlskQJA0BEgGN954ow+Ptm3bxm6oktpkGyDDhg3zx0gj+caR6qX6qZ61IUCQNARIDcaOHesfomo0S8t83+Uu2wDRfCI6wWou8jhSvVQ/1bM2BAiShgBJQ+MitWrVyp84Bg8eHBYnQrYBsv322/sGBrn0lygnqpfqp3rWhgBB0uQ3QMaPd65HD+eaN08Nzayf3bs7N25cuGRJ05SvCo/f//73YVFiZBMgmtVQV2mbb755WBQrqp/qqfpmQoAgafIXILpHrNDo3DkVJHpmoJ/6Xe+H95DVl2L33TX2cJ1er1S8uqzyvxn08vXSJFFz586tvs8Jkk2AqGe+jtV+++0XFsWK6qd61jY4JAGCpMlPgGjM+caNM09PqfJwbPojjnCuRYs6vUZVvI6reKm1TF1fmopUtyvUZLcu07jGQTYB8uKLL/oT6xma3zrGVD/VU/XNhABB0uQnQDTxfcU/MHfLLWFJys03p8q1XInSzHS7V1wR6UQRzk2cRNkEyPDhw/3x+stf/hIWxYrqp3qqvpkQIEia/ARIy5apgPj447Ak5aOPUuVarkRFJ4m99947EUOV1CabABkyZIg/Zn//+9/DolhR/VRP1TcTAgRJk58AadQoFRDz54clKXpf5bqNVYKippqan/irr74KixMpmwC57bbb/HFTf5k4i/oDqb6ZECBIGgLEpe7l67mHhvCu7zmEy0U2ARJdgfTv3z8sihXVjysQYGX5CZAY3MIaMGCAP0m0b9/eLVu2LCxOnGwChGcg1REgSJr8BIha4SggyvghusY9ipprnn/++WFx4mQTILTCqo4AQdLkJ0AmTUrdxsrUjFfln376v/dLvB/IoEGD/revCZRNgEyZMsUfq/333z8sihXVT/VUfTMhQJA0+QkQGTrUuQYNnOvSxbkJE5zTbSD91O/qSKjy0OGHr9SvI9dXPvuB6NW0aVN/stBEQjNnzgz3ODGyCRD1zF5jjTX8cYsz1U/1pCc6UN0q4Rt1Mnasc926OdesWSo0Kk7G/vcxY8IlS9q5557rQ0TzQMRtiPJsZRMg0qZNG9/5ct68eWFRLKheqp/qWRsCBEmT3wCJCT1Eb9eunQ+R6667LixOhGwD5NRTT/XH6ZlnngmLYkH1Uv1Uz9oQIEgaAqQGkyZNcmuvvba/dTF69OiwOPayDZAHHnjAn2D//Oc/h0WxoHqpfqpnbQgQJA0BksE999zjTx7bbLONW7hwYVgca9kGiOaIVx+a1q1bh0WxoHqpfqpnbQgQJA0BUosePXr4EOnZs2dYFGvZBoh07NjRH6MxZfasqzaqj+ql+mWDAEHSECC1mD9/vttyyy2zvo0RF7kESDSkyZ/+9KewqKypPqpXbUOYRAgQJA0BkoV3333Xrb766q5587Zu6tRkNO3NJUBmz57tp/7VZxYsWBAWlyXVQ/VRvVS/bBAgSBoCJEs33DDEbbXV6e4Pf3jMLV8e/9F6cwkQOfPMM/239euvvz4sKkuqh+qjemWLAEHSECBZWrHiZ3fGGU+7nXe+w91007thcezkGiCara9BgwZu4403LvsGB9p/1UP1qW0WwqoIECQNAZKDWbN+cF263Os6dLjTvftuvId9zzVAJOoTcvHFF4dFZUX7n23fj6oIECQNAZKjN9/80rVvf4fbf//73Zw5i8Pi2LAEyHfffedPoA0bNnSfVh33rIxov7X/qofqkwsCBElDgBhcd93b/lbWWWc96+I60oklQOSmm27y39532WUX9+OPP4bFJU37q/3W/qseuSJAkDQEiMGyZT+5Hj2G+xD5978nhMWxYA0QjR3WpUuXsryVFd260v5bxkAjQJA0BIjR1Klz3Z573u123/0u99//zgqLy541QES9tps0aeJ7cD/44INhcUnSfmp/td/Z9DpPhwBB0hAgdfDkkxP9VciRRz7kfvihvG7X1KYuASIvv/yyH0esUaNG7s033wyLS4r2T/up/dV+WxEgSBoCpI4uvvglHyL9+r0aFpW1ugaI3Hvvvf5b/XrrrefeeuutsLgkaL+0f9pP7W9dECBIGgKkjhYuXOYOPXSoD5GRIyeHxWVHQ9lrCHP1gdA38jlz5oSL5CTqkLfWWmu5F154ISwuKu2P9isfHSB1nNRrvXHjxmEREFsESB6MHz/T7bLLYLfXXve46dPnh8Ulb/Hixe6xxx5zxx9/vFt33XX9CTV6/fKXv3S33nqrW758efixrN1+++1+UiaF0sCBA8PiotB+aH+0X9o/Kx0XHR8dJx2vddZZJ1wEiC0CJE/uvnuMvwo56aQnwqKStGjRIjd06FD3+9//vvJbeHQCPO644/xQ9n369PFjgOn97bbbzr344ovharL2yCOP+PlVtK5jjjmmzlc2Vtqutq/90P5ov6xeeuklf1y0Lh2nc845x82aFb8GFUBNCJA80VAn6heinuqlOlbW3Llz/X3+ww47zD80rnqVceKJJ7qnnnrKLV26tNpnNLHWQQcdVLns4Ycf7qZMmVJtmWx99NFHbtttt/Xr0fOCQrfQ0va0XW1f+6H9sVD9dRyiY9K1a1c3ceLEcDEg9giQPFLXAfURKSXqTX3XXXe5/fff3z/TiE56TZs29UN16Koimw5/zz77bOXJX+u58MILTSPvapypvn37utVWW82v67e//a3/Jl+ftH5tR9vTdrV9y3hdqq/qHR1HHQ8dFyCpCJAY+u67H9zDD3/sevQY4Bo33rAyNDbZZBN/W+q1116ruGLK/SpJQaNnB2pppPU1a9bM/etf/zJ1utMQ+R06dKjct913391fHel5TD5oPVqf1httQ9vTdnOl+qmeqq/Wo/rrOGQTvECcESAx8fXXC32v+FNOedKP1aXnMa1aXey2335/d/7557u33347/IiZ7vP37t278iqiffv25ma6I0aMcL/5zW8qT/J6iH/sscf6ZzBffZXbgJVaXp/T56s2BtD6tR0LHTfVL7p6Ub15zgGkECBlbNq0+RXfjMf6OUoUGNFLHRsHDXrfffLJt+FH8mrcuHFun332qTxR68Q9bdq0cLGsjBo1yvXq1avyQXv02nDDDd1ee+1VEYynuH79+vnXjTfeWPn/9b7KtVzVz2k9Wp/Wa6EwUmOCaH2qp+oL4H8IkDLz2Wffuzvv/I/r3v2RaqHRrdsj7o47RvvyQlNLphYtWvgTrfpCXHHFFW7JkuoP47O1ZMkS/8xCzxo0sKFahVUNhppeWk7L63P6vNZjof3W/qseWq/qVZeWWkCcESB1EJ2806mpLHr/0Uc/CYtq/MykSbPdbbd94K8sqoaGrjzUfFhXIsWm1ltXXXWV/+a/zjotXceOF7vnn7e11grpauDVV191w4cPd0OGDKl86Xe9n+utrpo8//ynbtddT3NrrLGBb9qs+liDCEgCAqQOajrhS01l0ftduz6wUoutdJ/R/CNVQ0PPOB54YLx/5lGKpk+f4c4663rXtu21fn979XrSTZxY2s8MtH/aT+1v69YXudNPv7yiHtPDxQAECJA6SHfCj9RUVjUM7r9/fNqyqmbMWODH2Ro27CPfuqpcTJjwrTvhhMd9fTSD45VXvl5yE3Bpf6666nW/f9rPnj0f9/sNIDsESB2kO+FHaiqL3j/qqGGuc+d7q43iW9NnypVa9z799CR34IH3+3rtvfc97r77xhe9o6W2r/3Q/mi/tH9PPTUptpODAfWFAKmDTCf8msqi91977Qv/Uw++w7K4UUiqVZjmTlH99CznjTe+DBcrCG03epak/dF+xW0ofqBQCJA6iE74mV6hqu+feuoI17Hjv9y8eakHtTV9Ji50O+7Pf36hsp5nnvmM++KLueFi9ULb6dPnmcptaz/KceBLoJQQIHWQ6YRfU1nV9z/5ZJbv9HfDDe+sVBZnH3wwwzc7Vl133XWwn2N+/nxbs9/aaL1av7aj7Wm72j6AuiNA6iDTCb+msvD9Sy992d9K+fbbRSuVxZkGnxw+/GP/HEh17tTpXv+73s+H+l4/AAKkTjKd8GsqC9//5puFPkD+9rc3VipLgnRXCOEc89FxybbvjFpXRR0ttd5rr62/KxwgyQiQOkh38orUVJbu/Ztvfs9PSJWuLCn0jELPRFT/c88dWa0sOi7Z9p0ZN+4b3zRX6/v888I8YwGSiACpg3Qnr0hNZeneX7RomZ9HJF1Z0nz88Xdu5szqnSSj46JXNn1nZPFi+wyKALJDgNRBTScvqamspvfVUbCmsqSLjksS+s4A5YQAQcmLQiJJfWeAckCAoORVDYmk9Z0BShkBgpJXNSSS2ncGKEUECEpeGBJJ7TsDlBoCBCUvDImk950BSgUBgpKXLiToOwMUHwGCkpcuJOg7AxQfAYKSV1NI0HcGKC4CBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYPJ/RBgtpko34RkAAAAASUVORK5CYII=)
PN: 8H60-1-0Z
CAS: 1207623-97-9
Molecule Weight: 260.1
Formula: C13H17BN2O3
PN: 8H60-1-F2
CAS: 904326-87-0
Molecule Weight: 262.12
Formula: C13H19BN2O3
PN: 8H60-1-CX
CAS: 1332393-05-1
Molecule Weight: 393.34
Formula: C23H32BN3O2
PN: 8H60-1-DM
CAS: 1032758-82-9
Molecule Weight: 348.25
Formula: C18H29BN2O4
TSCA: Not listed on TSCA inventory