| Product Number | 8769-1-Y5 |
| Synonyms | 4-(N-Benzylsulfamoyl)-2-boronotoluene; N-Benzyl-3-borono-4-methylbenzenesulfonamide |
| Purity | 97 % |
| CAS | 871329-73-6 |
| MDL Number | MFCD07363760 |
| Molecular Formula | C14H16BNO4S |
| Molecular Weight | 305.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8769-1-Y5
CAS: 871329-73-6
Molecule Weight: 305.16
Formula: C14H16BNO4S
PN: 8769-1-13
CAS: 874219-47-3
Molecule Weight: 271.14
Formula: C11H18BNO4S
![3-[(4-Methoxybenzyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWUAAAVlAFWtN8dAAACk3pUWHRtb2xTb3VyY2UAAHichZbbbtswDIZfhdD1IovyMUWcomsxYEC7AU0H7G5QHSU1ENuF7ebw9qOsxI2d1M4BVKj/o06knNntPtvAVpdVWuQxQy4Y6Dwplmm+jtmflx+TiN3OZwmJSJhXMXur6/cbx9ntdjx505naFzlPiozZ/pt9lXY0O5cX5dqRQqDz9+lx0TCTNK9qlSeaqCq9qRrnY5GoupnFF0M4mSq3ae5YuZOVWxvtnxTmI/i+WrLPtdxT3x2hsEo3GlZFmakatlJw+ohvsNa5LlWtl/B6ILfLPVr7fPb0UCQfmc5rapoIaaI2i7r8SMiRFRudfFAwavx8iFmGBKi6yO7KUh3AtIxbISgJygXlgfJBBaBCUBGoKSgU9KV+JAGSAkmCpEESIamQZEg6STpp4kg6j402E3o5vGtaFfyG+/b9Cxb0+9xzD99PHtpcGbMJctd1Q6BF0+tkjs6rfSeitZJHYaOSInChF3DSpyQPgtD7tLSvgpbdWp90XtgfhcHBTNblkS8acSCNDTgG1k5dYyPuhcZOufSaQQUPo6aB3G9IdLmYftGgqE0U9Lln50xxbZyQh9j1tJq2iwb1O5rTbOzsKBmcNhvms9ciX541IV3G7BVZkybPelXJY6YwKMqlLqn4TAAjPQdkFzB5NQy4XcBkYQvcXQO8LmBydhjwu4DJ8GEg6AKmHobXEHYBUz3DQNQFTK0NA9Mu0FRmS8hrhOnvIziC4CUyctzYO297TwxvL/aO3N4rI0zv1O09NML0Dt7eWyNM7+ztPTfChFf2YIyJrowzkjTYSwJ7946Uo7hkpBhh8CL/JQ4vR/bL/vgoGGQuK/864pzdTM7pmUbNi+edc/YwdOgvwPw/1p5RUjwT0P4AAEE7SURBVHhe7d0HuBTV/f9xeldB1KBGUCNYo0YFFCOaxEo05Ye9YhRFSVCJxiiIqGgQsRC7AoJiN7FiUBEUsYCKmGCnSFGkd6R///cz+5/h3nP3cmdn58Lszvv1PPOge87Mzjlwz+fuzpwz1QwAgAiquS8AABAGAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgQEjVqlXztsqErVeRKVOm2BVXXGH777+/NW7c2OrWrWstWrSwdu3aWa9evWzSpEnuLsAWEf1fOZAyYYMhbL1sbr/9dqtVq1ZwjIo2IAn4lwiEFHbwDlvPdeedd3r7Va9e3c477zx7++23bdGiRbZq1Sr79ttv7b333rMbb7zR9t13X3dXYIvI/V85kFJhgyFsvdKmT59utWvX9vYbNmyYWwwkUm7/yoEUCxsMYeuV9ve//93b56yzznKLgMTK7V85kGJhgyFsvdJat27t7fPmm2+6RUBi5favHEgxPxjCbrnYdtttvX0WLFjgFgGJldu/ciDF3ICobMuFf+fV2rVr3SIgsXL7Vw6kWNhgCFuvND6BoBDl9q8cSLGwwRC2XmlcA0Ehyu1fOZBiYYPBrffxxx/bJZdcYnvvvbfVr1/fdtxxR/vNb35jzz33XFDHvwvr7LPPDl4Dkq7ynwYAHjcYKuLW06eLe+65xyZOnGjLly/3vqZ67bXX7IADDvCWJhF/HogmET755JPBvkCSVf7TAMDjBkNFwtabPHmyt9aVr3///t5+CpHzzz/fxowZY0uWLLHVq1d7AaOZ6DfddJPtt99+pY4CbDmV/ysH4AkbDGHrKRSaNm1a5rW+fftazZo1g2NUtLkGDRrkvf773//eCyZgcyj/LxFAVhUN3q7K6i1evNhb5+rQQw+1nj17usX2zTff2OWXX24///nPbeutt/ZW423evLkdfvjhdv3119tnn33m7hKso6VN9a+++mpbunSpWw2IVcX/ygHEyv0UcfTRR9u6devcapHpovxuu+0WHL9Zs2b2yCOP2IYNG9yqQCwIEGAzmzNnjj3xxBO200472Q033OAW50Ur9/bp08caNWoUBMkhhxxi7777rlsVyBsBAmwho0aNsl122cV9ORbfffednXvuud4FeT9ItFDjzJkz3apAZAQIsIXoGoWuV1SlDz74wNq2bRuESMOGDb1PPStXrnSrAjkjQIAtZMSIEd5ckKqmayBDhw71vjLzg0SPyH3qqafcqkBOCBCgiulZ5s8884z3rHNdo5g1a5YNHjzYdt55Z3v11Vfd6lVm2bJl1qNHD+9Tjx8kJ7Vvb/MmTHCrAqEQIEAV0wTA0047zbveoVV3tZRJx44dva+XtoSpU6d6768A6VSyzapZ0+zCC83mznWrAptEgAApNW70aHtj//11f3Fm22YbTYc3W7PGrQpkRYAAaaZ5KA88YLbddhuDpFUrs1decWsC5RAgAMwWLTK7/HKz2rU3Bslxx5l98YVbEwgQIAA2UmAoOPwQUaBcdlkmYAAHAQKgPH2Fpa+y/CDRV1z335/5ygv4/wgQANnpYrouquviuh8knTu7tTb6/HOzSy4x23NPs4YNzRo0yIRQly6ZMhQdAgTApun2Xt3mq9t9u3VzSzP69s2U+0Hjbiq79VZ3LxQ4AgRAOOvXu69k3HVXJiSqVze74AKzceM0a9FsxQqz8eMz4aMy1RkwwN0bBYwAARDdjBlmdepkwmHwYLd0I5WpjuqyoGPRIEAARHfttZlgOPlkt6S8jh0zdXv0cEtQoAgQANG1bp0Jhddec0vKGzEiU7dtW7cEBYoAARBdkyaZUFiwwC0pb968TF3nOfAoXAQIgOhq1cqEwtq1bkl5ui1YdbUPigIBAiA6PoGkGgECIDr/Gsjrr7sl5ek6ieq2aeOWoEARIACiu+aaTCiccopbUp7u1FJd3bmFokCAAIhu+vSNK/g++qhbutHQoZk6mgeiuSMoCgQIgPxovSyFg2aba60szT7XLPSVK80+/NDsoos2zkS/4w53bxQwAgRA/vr0MatRIxMS2TaV3XyzuxcKHAECIB6TJmVW3m3ZMrMSb/36mf+++OJMGYoOAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECID4LVqUWR+rosfgoigQIADip7WxNIHwoYfcEhQRAgRA/Nq3zwTITTe5JSgiBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA+BEgqUCAAIgfAZIKBAiA2K0sCZBlJQGymgApagQIgNg9VhIgt5QEyFgCpKgRIABi98eSANmxJEDuJECKGgECIHbtSwKkWkmA3ESAFDUCBEDsCJB0IEAAxI4ASQcCBEDsCJB0IEAAxI4ASQcCBEDsCJB0IEAAxI4ASQcCBEDsCJB0IEAAxI4ASQcCBEDsCJB0IEAAxI4ASQcCBEDsCJB0IEAAxI4ASQcCBEDsCJB0IEAAxI4ASQcCBEDsWrdu7QVIr1693CIUEQIEQGxWr15t/fr1s+rVq3sB0qhRI3vppZfcaigSBAiAWCgoWrZs6QWHux1zzDH2+eefu7ugwBEgAPKiYFBA+GFRu3Ztu+KKK2z8+PF2wgknBK/XqlXL/vKXv9jChQvdQ6BAESAAIlEQKBAUDH5IKDC+/PLLMvVeffVV23PPPYM6TZs2tXvvvdfWrVtXph4KDwECICca+BUACgI/FBQQCoqKrFmzxu644w5r3LhxsM9+++1nb775plsVBYQAARCaBnwN/H4IKBAUDAqIMObNm2cXXXSR1axZMzjGH//4R5syZYpbFQWAAAFQKQ3wGuj9QV8BoCBQIEQxceJEO/LII4Pj1a1b16655hpbunSpWxUJRoAAqJAGdA3sGuD9wV4DvwIgDs8++6ztuuuuwbF33HFHGzJkiG3YsMGtigQiQACUowFcA7kGdH9w10CvAT9uP/74ozdjvWHDhsF7aSLie++951ZFwhAgAMrQwO3PJNemgV0DvAb6qjRr1iw755xzgkmI2s4++2ybOXOmWxUJQYAA8Gig1oDtD94ayDWga2DfnN5//31r06ZNmQC78cYbqzzAkDsCBEg5DcwaoEt/haQBXAP5llLRV2jPPPOMWxVbEAECpJgG5CRfxF62bJlde+215S7if/LJJ25VbAEECJBCGoDd22g1UGvATiLdRvx///d/wfnqNuLOnTvb3Llz3arYjAgQIEU04GrgLT2RTwNzoUzkGzVqlP385z8Pzl0TGW+//fbQExkRLwIESAENsBpoSy8looFYA3Kh0VIq9913X7mlVIYPH+5WRRUjQIAip4HVXcxQA3ChL2aoxRy7devmrf7rt+34448vt5gjqg4BAhQpDaQaUP3BVQOtBtxiW05dy8kfe+yxZdp5+eWX26JFi9yqiBkBAhQZDZwaQEv/Zq4Btqoe6KR5IiNHjrT777/fevfu7W1dunSxTp06eX/6r6lc9apqXsnLL79c5oFW2223nT3wwAMF/0kryQgQoEhooNSAqYHTH0Q1oGpgjcuKFSvsjTfesJ49e9oRRxxhDRo0CN4rl037aX8dR8fTceOgaz233XabbbPNNsF7HXDAATZ69Gi3KmJAgABFQAOkBkp/0NQAqoE0jruTVq1aZc8//7ydeuqpVr9+/XJhoE2z1hVWRx11lLedddZZ3icQ/em/pvLSy5SU3nRcHV/vo/fL15w5c+yCCy6wGjVqBO9x8skn27Rp09yqyAMBAhQwDYgaGP1BUgOmBk4NoPn6/vvv7corr7QmTZqUGex1C7DWylLZiy++aF988YWtXbvW3T0r1VN97af9dZzStxRr0/upTO+fr48//tj7pOMfu169et6nnuXLl7tVEQEBAhQgDYAaCDUg+oOjBkoNmPnSnJA//elPVqdOneDYup7SoUMHe+yxx2J/ZoeOp+Pq+KWv2+j9dR5xzFF56qmnrHnz5sGxd955Z3v00UfdasgRAQIUGA18GgD9wVADowbIfCmU3GVDtLRJv379Ij84Kld6H71f6TWw/Fny+X5qWLlypd1www1lrtsceuih9sEHH7hVERIBAhQIDXQa8PzBTwOhBkQNjPl64YUXyoTSbrvtZgMHDrTVq1e7VTcLva/eX+dR+lODzjNfM2bMsDPPPDM4rq7LnHvuufbdd9+5VVEJAgRIOA1sGuBKX4DWAKiBMF8KH91q6x/XXzo9jgvZcdB5uCsF63zjCM2xY8faIYccEhy3UaNGdvPNNyem7YWAAAESSoOkgqP04KkBTwNfHDTRcJ999gmOfdxxxyX24U06L52ff6467zhmnGvV4cGDB1uzZs2CY+srwVtuucWtiiwIECCh/vCHPwSDmgY4DXRxLbM+ZsyYYC0pXazWOllxHbuq6Px0nv7FfZ2/2hEHXci/+uqry9w4oFuKsWkECJBQmkOhgWyPPfaI9c6np59+Orh7SxerP/roI7dKoul8/YvsaofaE5fJkycHtxXHcb2l2BEgQEJdddVV3kB24oknukWRPfvss8EAue+++9r06dPdKgVB563zVzvUHrUrLn64vv76624RHAQIkFBxB8irr74afEVz2GGHFfxigzp/tcP/Gk7tiwMBEh4BAiRUnAEyfvz4YP7DgQceWPDh4VM71B61S+1TO/NFgIRHgAAJFVeAzJ8/P5iF3apVq1iWOUkStUftUvvUTrU3HwRIeAQIkFBxBMj69euDZ2VstdVW3jpUxUjtUvvUTrVX7Y6KAAmPAAESKo4A0Yq8Ooa2OC80J5Ha57dV7Y6KAAmPAAESKt8A0Uq9/iTErl27usVFSe1Ue9XuqEu3EyDhESBAQuUbICeccIK3/y677GLLli1zi4uS2qn2qt1qfxQESHgECJBQ+QTI8OHDg69z9OyNNFF7/barH3JFgIRHgAAJlU+AtGnTxttX60elkb9ulvohVwRIeAQIkFBRA0QT6vzfwN9//323OBXUbr8Pcp1gSICER4AACRU1QI488shUf/rw+Z9C1B+5IEDCI0CAhIoSIFoM0H9uyMiRI93iVFH71Q/qD/VLWARIeAQIkFBRAkTPSdc+LVq0SPzy7FVN7Vc/qD/UL2ERIOERIEBCRQkQf8Ds1auXW5RK6gc/UMMiQMIjQICEyjVAJk2a5NXXVqxLluRK/eD3ifonDAIkPAIESKhcA2TAgAFefU2kw0b+xEL1TxgESHgECJBQuQbISSed5NXv1KmTW5Rq6g/1i/onDAIkPAIESKhcA2T77bf36g8dOtQtSjX1h/pF/RMGARIeAQIkVC4Bomdg+N/1T5gwwS1ONfWH3zdhnhVCgIRHgAAJlUuAjB071qtbo0YNW758uVucauoP9Yv6R/1UGQIkPAIESKhcAmTgwIFe3VxuV00T//Zm9VNlCJDwCBAgoXIJkL59+3p1DzvsMLcIJdQv6h/1U2UIkPAIECChcgmQHj16eHX1OFeU5z/WV/1UGQIkPAIESKhcAqRbt25e3Y4dO7pFKKF+Uf+onypDgIRHgAAJlUuAXHjhhV7dc845xy1CCfWL+kf9VBkCJDwCBEioXAKETyCbxieQqkGAAAmVS4BwDWTTuAZSNQgQIKFyCRDuwto07sKqGgQIkFC5BIg/D2TXXXd1i1BC/aL+YR5IvAgQIKFyCZB33nnHq6sZ1ytWrHCLU0394c9EVz9VhgAJjwABEiqXAJk7d65XV9snn3ziFqea+sPvG/VTZQiQ8AgQIKFyCRBp2rSpV3/YsGFuUaqpP9Qv6p8wCJDwCBAgoXINkA4dOnj1O3fu7BalmvpD/aL+CYMACY8AARIq1wDp37+/V3/33Xd3i1JN/aF+Uf+EQYCER4AACZVrgJT+rn/q1KlucSqpH/w+CXttiAAJjwABEirXANmwYYM1a9bM2yfMfIc08OfHqF/UP2EQIOERIEBC5Rog0r17d2+fffbZxy1KJfWD+kP9EhYBEh4BAiRUlACZOHFi8JXNhx9+6Banitrv94X6JSwCJDwCBEioKAEiBx54oLdf2lfm9VfgVX/kggAJjwABEipqgAwZMsTbr1atWjZ58mS3OBXUbrVf/aD+yAUBEh4BAiRU1ABZu3ZtcOtqmOdfFCP/+SjqB/VHLgiQ8AgQIKGiBog8+OCD3r61a9e2SZMmucVFTe1Vu9V+9UOuCJDwCBAgofIJkNWrV9vee+/t7d++ffvQt7AWOrVT7VW71X71Q64IkPAIECCh8gkQGTVqlFWvXj3SdYBC5V//UbvV/igIkPAIECCh8g0QOeuss7xjNG7cuOhnp6t9aqfaq3ZHRYCER4AACRVHgMyZM8d22mkn7zitW7eO9JVOIVC71D61U+1Vu6MiQMIjQICEiiNA5K233rKaNWt6x+ratatbXBTULrVP7VR780GAhEeAAAkVV4BInz59vGNp69evn1tc0NQev21qZ74IkPAIECCh4gyQ9evX2xlnnOEdTxeYi+Wiutrh3yig9qmd+SJAwiNAgISKM0BE1wmOPfZY75iapV3oIaLz92ebq11xXd8hQMIjQICE+utf/+oNZMcff7xbFNmyZcusbdu2wSeRQv06S+ftf/JQe9SuuNStW5cACYkAARLK/7SgAW3gwIGxfD0jGmyPOeaY4LqBLkDH9dt7VdN5+hfMtakdcYXHkiVL7MorrwyOPXToULcKHAQIkFADBgywGjVqBAPaQQcdZGPGjHGrRbJmzRo7/fTTg2PrFthp06a51RJF5+ffqqtN56925EvBrIDeYYcdgmPra6yvv/7arQoHAQIk2OzZs61Tp05lgkQD5/Tp092qOdPAedNNNwW3+GoSXlKvi+i8/EmCOl+ddxyfyBTICma/b7faaiv7xz/+UTCfyLY0AgQoAOPHj7d27doFA139+vXt+uuvtxUrVrhVc6Z5E/5kQ21HHHFEYhZg1HnofPxz03nmO89DFMClP4EpoBXUCmyER4AABWTYsGH205/+NBj4dtllF3v88cfdajmbO3eunX322cFxtZqtlkSfMmWKW3Wz0Pvq/f1VdbXp/HSe+VDgKngVwP5xFcwKaOSOAAEKjAbBXr16lRkEDz/88FgeYTt69Gjba6+9guPqNlk92W9zDbB6H72ff3uuNp2PzitfCloFrn9cBbECGdERIECB+vbbb+3UU08NBkR9DXP++efbDz/84FbNiS5M6zkau+22W3Bsbfvss4/17ds39ovtOp6Oq+OXfj+9v84j3wvlClYFrH9cBa8COI6v/9KOAAEK3Ntvv22/+MUvggFy6623tltvvTXvC8F6kp8uXh9wwAFlBnZtetKfvmLSb/WffPKJrVy50t09K9VTfe2n/f0nJ5be9H5631yfJOhSkCpQS9+AoMBV8CIeBAhQBHRH0sMPP2zbb799MFjuscce9uKLL7pVI5k4caJ1797dfvKTn5Qb8P2tRYsWdtRRR3mbLlDrorT+9F9TubuPv+m4Or7eJ18KTgWogtQ/vgJWQYt4ESBAEVm8eLE3g71OnTrB4Hn00UfbZ5995laNTJ8g+vfvbx06dLBtt922XBiE2bSf9tdxdLy4KDAVnP77KFAVrHHc8ovyCBCgCH311Vf229/+NhhIdVH6z3/+sy1YsMCtmrd58+bZu+++a4MGDbLevXt726WXXup9AtGf/msqVz3Vj5sCUkHpt1cBqiBVoKLqECBAERsxYkSZu6r0m/8999yT9/WFpFAgKhhL37Wl4FSAouoRIECR011Md955pzVp0iQYZPfdd18bOXKkW7VgKAAVhKW/QlNQKjCx+RAgQEroq6OLL744WLpE2+9//3ubPHmyWzXRFHwKQL8NCkYFZL63+yJ3BAiQMp9++ql3V1Tp6wVXX321LV261K2aKAo6BZ5/3gpCBWJVXFNBOAQIkFLPPfdcmcmCzZo1s8GDB9uGDRvcqluUgk0BV/rOMgWgghBbFgECpNiqVau854g3atQoGJwPOeQQ726pLU1BpkBTsPnnpsBT8CEZCBAA9t1339m5554bPOVP21lnnWUzZ850q24WCjAFmX8uCjgFnQIPyUGAAAh88MEHwSNvtTVo0MBuuOGG0EuV5EuBpeDy31+BpmBTwCF5CBAAZeirIz3OtfQzQrQMyVNPPeVWjY0CSkGlwPLfU0GmQENyESAAstKzxnv06OE9k90f1Nu3b28TJkxwq+ZFwVR6nSwFlwIsaRfzUR4BAmCTpk6dah07dgwGeN0+q5V08324k4JIgeQfV0GlwFJwoTAQIABC0UOd9t9//2DA32abbbzFEHOdwKfgUQCVntCogFJQobAQIABCW7dunT3wwAO23XbbBYN/q1at7JVXXnGrlqOgUeAoePx9FUhxPG0QWwYBAiBnixYtsssvv7zMM8uPO+44++KLL9yqHgWMgsavqwBSECmQULgIEACRKTCOP/74IBgUKJdddpktXLgwKFewlC5X8CiAUPgIEAB5cz9haJXcgw46qMwnFAVNRZ9QUJgIEACxyHaNQ1vYayQoPAQIgFjpLis/RNq1a5fzXVooHAQIgNj58ztuuukmtwhFhAABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABEDsCJB0IEACxI0DSgQABELtf/vKXXoDceOONbhGKCAECIDbr16+3QYMGWZ06dbwAOfXUU90qKCIECIBYvPPOO3bwwQd7waGtRo0a9vDDD7vVUEQIEAB5mTFjhp1xxhlBcFSvXt3OO+88+/77792qKDIECIBIVq5cab1797YGDRoE4XHYYYfZuHHj3KooUgQIgJw98cQT1rx58yA4dt55Z3vsscfcaihyBAiA0D766KPgDitt9erVs+uuu86WL1/uVkUKECAAKjVnzhz705/+5F0Y98PjlFNOsWnTprlVkSIECIAKrV692vr162dbb711EBwHHnigvfXWW25VpBABAiCrl156yVq2bBkEx/bbb28PPfSQN9cDEAIEQBmTJ/9gHTt2C4Kjdu3a1r17d1u0aJFbFSlHgADwLFmyyvr1e9dat77fmjc/0xo0aGEnnHCCffnll25VwEOAACm3fv0Ge+aZz+zXvx5qBx/8oLd16HCXjRzJfA5sGgECpNj48d/Zqac+GwTHUUc9Yo8//l9bu5brHKgcAQKk0KxZS+zKK18LgqN164fs5pvH2KJFP7pVgQoRIECKrFixxu65Z5wddtjAIDwuuuhl++qr+W5VoFIECJACGzbottyv7LjjHguC46STnrCRI6e4VYHQCBCgyH366Q92zjn/DoLjl78cZAMHfmyrV69zqwI5IUCAIjVnznK77rpRQXAccsiD3v/rdSAOBAhQhB577FPvk4YfHuee+7z9979z3GpAXggQoMjoFlzdVaXgOP74x+zll7/yroEAcSNAgCri//ZfmYrq+a8feujDNmPGErc4kG3/J5/8nzefQ3ddAVWFAAGqSLaBPZuK6vmva7viihFucaCi/YGqRoAAVSTswF5RPf/1I44Y7P35wQcz3SqeivYHqhoBAlSRsAN7RfX81x955BPvz1NOecbWrSu/xEhF+wNVjQABqkjYgb2iev7rmq/xu9896f33U0/9z61W4f5AVSNAgCoSdmCvqF7p10eNmub9969+NcRbdr2iesDmRIAAVcQf2MNuLvf1Sy55xfv/W28dW6pW+XrA5kKAAFXEDYjKNpf7+uTJC7z5Hdr03xXVAzYXAgSoImEH9orqZXu9b993vNf0acSXrR6wORAgQBUJO7BXVC/b64sX/+hdB9Hro0dPq7AesDkQIEAVCTuwV1Svotc1y1yv//73T9qaNesrrAdUNQIEqCJhB/aK6lX0uuaCaE6IyoYMycwRyVYPqGoECFBFwg7sFdWr6HV5//2ZXpk/S72iekBVIkCAKhJ2YK+oXkWv+7Q+ll9nU/WAqkKAAFUk7MBeUb2KXvdphV6t1FtZPaCqECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAJpRV3u3YdXuGjbIEtjQABEuruu8d58zu6d3/NLQISgQABEmrAgA+8ALn88v+4RUAiECBAQhEgSDoCBEgoAgRJR4AACUWAIOkIECChCBAkHQECJBQBgqQjQICEIkCQdAQIkFAECJKOAAESigBB0hEgQEIRIEg6AgRIKAIESUeAAAlFgCDpCBAgoR566Dk7+ujO1rPn3W4RkAgECJBQzz13lV10UTW7554T3SIgEQgQIKEIECQdAQIkFAGCpCNAgIQiQJB0BAiQUAQIko4AARKKAEHSESBAQhEgSDoCBEgoAgRJR4AACUWAIOkIECChCBAkHQECJBQBgqQjQICEGjXqbi9Anniiq1sEJAIBAiTYtGnjbd26Ne7LQCIQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAEFh+vxzs0suMdtzT7OGDc0aNDBr1cqsS5dMWYFas2alvfbabda376F22WXblDSxtv39783tttva2/Dhfez77wu0bUX695V2BAgKT9++ZjVrlvzrrZZ9U9mtt7p7lfX997pHNtK24dtptnz2NJs/P/q2ZMkP3mmUtnTpHOvde19v7semtmyWL19Q7j1y3Zb+MM3WTZ9Wrr2htunTdRrZxfH3hUTK/q8RSKq77soMOtWrm11wgdm4cWbLlpmtWGE2frzZhRdmylRnwAB374x+/coPYjlsy+tVs2FHlB/Yc93effeRMqf1yCPnea//7W87e2ULF860tWtX2aJFs+ybb96xF17oaddfv3eZfWTy5LHeJxX3+Llu9x9TzWY3Lt/e0Nv557unFs/fFxKrmvsCkFgzZpjVqZMZbAYPdks3UpnqqO7MmW5p5jdid/DLYYsvQMq24YortvVenzLl/TKvV+brr8dYly61yh0/1y3vAOnUqeyJxfX3hcSq5r4AJNa112YGmpNPdkvK69gxU7dHD7ckY9as8l/DhNzi+QprtncapV16aV1vIF++fL5bVCnt475HrlteX2Fpc8X594VEIkBQOFq3zgwyr73mlpQ3YkSmbtu2bkli6cK5AuTee39vc+Z84xYXniL/+wIBgkLSpElmkFmwwC0pb968TN2mTd2SxNJXUV271gu+Urr22t3t/vv/z156qZd98cVIW79+nbtLshX53xcIEBSSWrUyg8zatW5JeWvWZOpqnwIye/YXNnjwOdat21blrlFcffVP7eOPn3N3Sa4U/H2lHQGCwpGi32j1aWPmzIk2btzj9vTTl1nPni29ELn44uo2ceILbvVkStHfV1oRICgc/nfqr7/ulpSn791Vt00bt6Qgbdiw3v797797IdKnz0FucTKl+O8rLQgQFI5rrskMMqec4paUpzt/VFd3AhWJFSsWeQGiu7UKQsr/vtKAAEHh0Gzn2rUzA82jj7qlGw0dmqmjeQWai+BavDiz/5Ahkba1jw2xKf8ZYu+9F3374INh3rIlufj22w+9ALniirJf8+jTyYQJ/yr3HrluX74+xFY+Ub69oTd3Dkdcf19IrGruC0Ci9e+fGWw0e7lz58xsZs1qXlkyGH/4oZWMsBtnNt9xh7t3xl/+kimPuMU1kfCVV24sc1q6zqHrHf/733DvYvrKlYu9kJk3b6qNHn2v/e1vO3n7DRp0dpn9Pv742XLHjrLlPZHw6KPLnJcnjr8vJFY19wUg8fr0MatRo/wA5m8qu/lmd6+Nhg8323tvs113jbSt2HNXe/6UXe2aa6JvWvNKS5CU5g7o2TYtZeJOQlTA3HJLm3Lvkes27Oxdbe7+5dsbattjD7P77itzXoF8/76QWNXcF4CCMGlSZiXXli0zK7vWr5/574svzpQVoDlzvraRI++0f/6zg1133Z4lH5QaeWtcXXlls5Jfzn9jo0bdXfKJ5Ed3t8JQhH9fIEAAABERIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAESTM8FKbhl3JEaBAiQUGPGPORNHnzmmSvcIiARCBAgoZ577iovQO6550S3CEgEAgRIKAIESUeAAAlFgCDpCBAgoQgQJB0BAiQUAYKkI0CAhCJAkHQECJBQBAiSjgABEooAQdIRIEBCESBIOgIESCgCBElHgAAJRYAg6QgQIKEIECQdAQIkFAGCpCNAgIQiQJB0BAiQUAQIko4AARKKAEHSESBAQhEgSDoCBEgoAgRJR4AACUWAIOkIECChCBAkHQECJNS9915lhx9eza66igBBMhEgQEL16nWVNW5czU47jQBBMhEgQEJdddVVVq1aNTvxRAIEyUSAAAlFgCDpCBAgoQgQJB0BAiQUAYKkI0CAhCJAkHQECJBQBAiSjgABEooAQdIRIEBCESBIOgIESCgCBElHgAAJRYAg6QgQIKEIECQdAQIkFAGCpCNAgIQiQJB0BAiQUAQIko4AARKKAEHSESBAQvkB0qFDB7cISAQCBEig8ePHW+PGjb0AqV27tr3yyituFWCLI0CABPn++++tU6dOVr16dS88Sm/HHXecffHFF+4uwBZDgAAJsHr1arvllltsq622CgLj4IMPtmHDhnnB4b+mTyOXXXaZLVq0yD0EsNkRIMAW9u9//9t23333ICR+8pOf2KBBg2z9+vVBHX2F1apVq6DOdtttZ/fff7+tW7eu1JGAzYsAAbaQ//3vf/brX/86CIU6dep4F86XLFniVvWsWbPG+vfvb9tss02wz/7772+jR492qwKbBQECbGbz58+3Sy+91GrVqhUEwUknnWTffPONWzWruXPn2oUXXmg1a9YM9u/YsaNNnTrVrQpUKQIE2EzWrl1r//znP61JkybBwL/33nvb66+/7lYNZcKECda+ffvgWHXr1rUePXrYsmXL3KpAlSBAgM1AIaGw8Af7bbfd1gsThUq+nn76aWvRokVw7J122smGDh1qGzZscKsCsSJAgCr09ddfe19P+YO7vrbS11f6GitOP/74o91www3WsGHD4L3atm1r77//vlsViA0BAlQBXQjXBXFdGPcHdF0w14XzqjRz5kw766yzgvfUfJJzzjnHvvvuO7cqkDcCBIiRbr3VLbi6FdcfxHWLrm7V3Zzeffdda926dXAOjRo1sj59+tiqVavcqkBkBAgQk3feeccOOuigYNDWpEBNDtQkwS1B10AeeeQRa9asWXBOu+22mz333HNuVSASAgTI0/Tp0+30008v87WRliPRsiRJsHTpUvv73//u3aXln+NRRx1ln376qVsVyAkBAkS0YsUKu/76661BgwbBwHzYYYd5CyEm0eTJk+0Pf/hDcK6aR3LxxRfbvHnz3KpAKAQIEMETTzxhzZs3Dwbjn/70p/bYY4+51RJp5MiRtu+++wbnrlV/77zzTm+mO5ALAgTIwUcffWS//OUvg8G3Xr16dt1119ny5cvdqomm+Sf33HOPNW3aNGjLXnvtZf/5z3/cqkCFCBAghB9++MH+9Kc/WY0aNYIB95RTTrFvv/3WrVpQFixYYH/+85/LLKuiB1h99dVXblWgHAIE2ATdQXXrrbfa1ltvHQywBx54oL399ttu1YL22Wef2dFHHx20UcvGd+/e3RYvXuxWBQIECFCBF1980fbYY49gUN1+++3toYceKrPMelxmzZrlXZvQEu29e/f2ti5dunh3c+lP/zWVq57qV4XN2WYUPgIEcOi38WOOOabKfhvX3VtvvPGG9ezZ04444ogyd3Hlsmk/7a/j6Hg6bhzS8qkL+SNAgP9v4cKF9pe//KVKrgdoBvjzzz9vp556qtWvX79cGGjT/JGWLVt6czS0aUkSfQLRn/5rKs/2uFttOq6Or/eJY8Z5tus+On6hX/dBfAgQpJ6e6nfvvfdWyR1Jmkx45ZVXllnCXZvmYGipEZXpayM96zzsyryqp/raT/vrOKWfDaJN76eyOCYz6s6zww8/PDh2od55hvgRIEg1XU/Yb7/9gsExrjkRU6ZM8X57L72Yor4K0ycazRfR7PA46Xg6ro6v9/HfU++v89D55EtzX3bZZZfg2Jr7ome2I70IEKRSVc3K1m/l1157bZllQ3bccUfr169f3scOS++j99P7+ueg89F55fupwZ99X/pruHbt2iV29j2qFgGCVKloXaiJEye6VXP2wgsv2M477xwcVwsXDhw4cIstpqj31fvrPPxz0vnpPPPlrv+l6yS6XjN79my3KooYAYJUqGhl2meffdatmrOVK1d6t9r6x9VDnW688cZYLmTHQeeh8yn9sCmdr847X9lWIP7HP/6xxUITmxcBgqKn5csPPvjgYJCL89kYX375pe2zzz7BsY877jjvoU5JpPPS+fnnqvPW+edLc0T0SWeHHXYIjq1noGipFBQ3AgRF7amnngoGtbifzjdmzJjgzi1drL799tsT/xxynZ/O07+4r/NXO+KQ7SmMl112mVsNRYQAQVF74IEHvIFMdybF+Xzwp59+2rudVcfWxWrd6lpIdL7+RXa1Q+2Ji54D7wdr586d3WIUEQIERU1fX2kg05IccdF1E3/ehZZF1wXlQqTz9pd1V3viuB7ka9++vXfcm266yS1CESFAUNTiDpBXX301+IpGD49atGiRW6Wg6PzVDv9rOLUvDgRIOhAgKGpxBojmOvjrVmltqEIPD5/aofaoXWpfHHM6CJB0IEBQ1OIKkPnz5wdPIGzVqpXNmTPHrVLQ1B61S+1TO9XefBAg6UCAoKjFESC6TfXYY4/1jqN5DlqHqhipXWqf2qn25rOEOwGSDgQIilocAXLbbbd5x9AW54XmJFL7/Laq3VERIOlAgKCo5Rsg06ZNC2Zwd+3a1S0uSmqn2qt2q/1RECDpQICgqOUbICeccIK3v1ahXbZsmVtclNROf9VdtT8KAiQdCBAUtXwCZPjw4cHXOXr2RpqovX7b1Q+5IkDSgQBBUcsnQNq0aePtq/Wj0shfN0v9kCsCJB0IEBS1qAGiCXX+b+BxLoFSSNRuvw9ynWBIgKQDAYKiFjVAjjzyyFR/+vD5n0LUH7kgQNKBAEFRixIgelqhVu7VfnrkbZqp/eoH9Yf6JSwCJB0IEBS1KAHSs2dPb58WLVokfnn2qqb2qx/UH+qXsAiQdCBAUNSiBIg/YPbq1cstSiX1gx+oYREg6UCAoKjlGiCTJk3y6msr1iVLcqV+8PtE/RMGAZIOBAiKWq4BMmDAAK++JtJhI39iofonDAIkHQgQFLVcA+Skk07y6nfq1MktSjX1h/pF/RMGAZIOBAiKWq4BonqqP3ToULco1dQfufQjAZIOBAiKWi4Bomdg+N/1T5gwwS1ONfWH3zdhnhVCgKQDAYKilkuAjB071qtbo0YNW758uVucauoP9Yv6R/1UGQIkHQgQFLVcAmTgwIFe3VxuV00T//Zm9VNlCJB0IEBQ1HIJkL59+3p1DzvsMLcIJdQv6h/1U2UIkHQgQFDUcgmQHj16eHX1OFeU5z/WV/1UGQIkHQgQFLVcAqRbt25e3Y4dO7pFKKF+Uf+onypDgKQDAYKilkuAXHjhhV7dc845xy1CCfWL+kf9VBkCJB0IEBS1XAKETyCbxicQuAgQFLVcAoRrIJvGNRC4CBAUtVwChLuwNo27sOAiQFDUcgkQfx7Irrvu6hahhPpF/cM8EPgIEBS1XALknXfe8epqxvWKFSvc4lRTf/gz0dVPlSFA0oEAQVHLJUDmzp3r1dX2ySefuMWppv7w+0b9VBkCJB0IEBS1XAJEmjZt6tUfNmyYW5Rq6g/1i/onDAIkHQgQFLVcA6RDhw5e/c6dO7tFqab+UL+of8IgQNKBAEFRyzVA+vfv79Xffffd3aJUU3+oX9Q/YRAg6UCAoKjlGiClv+ufOnWqW5xK6ge/T8JeGyJA0oEAQVHLNUA2bNhgzZo18/YJM98hDfz5MeoX9U8YBEg6ECAoarkGiHTv3t3bZ5999nGLUkn9oP5Qv4RFgKQDAYKiFiVAJk6cGHxl8+GHH7rFqaL2+32hfgmLAEkHAgRFLUqAyIEHHujtl/aVef0VeNUfuSBA0oEAQVGLGiBDhgzx9qtVq5ZNnjzZLU4FtVvtVz+oP3JBgKQDAYKiFjVA1q5dG9y6Gub5F8XIfz6K+kH9kQsCJB0IEBS1qAEiDz74oLdv7dq1bdKkSW5xUVN71W61X/2QKwIkHQgQFLV8AmT16tW29957e/trQAx7C2uhUzv9AFD71Q+5IkDSgQBBUcsnQGTUqFFWvXr1SNcBCpV//UftVvujIEDSgQAJq+SHwdsqU1m9zz83u+QSsz33NGvY0KxBA7NWrcy6dMmUIVb5BoicddZZ3jEaN25c9LPT1T61U+1Vu6MiQNJhEyMdyqgsGHybqqeZzTVrbqzjbiq79VZ3L+QhjgCZM2eO7bTTTt5xWrduHekrnUKgdql9aqfaq3ZHRYCkQwUjHcrZVDCUVlG9u+7KvF69utkFF5iNG2e2bJme1GM2frxuecmUqc6AAe7eiCiOAJG33nqrJN9resfq2rWrW1wU1C61T+1Ue/NBgKRDlpEOWVUUDK5s9WbMMKtTJ/P64MFly0pTmeqo7syZbikiiCtApE+fPt6xtPXr188tLmhqj982tTNfBEg6hBgR4ckWDNlkq3fttZnXTj657OvZdOyYqdujh1uCCOIMkPXr19sZZ5zhHU8XmIvlorra4d8ooPapnfkiQNIhxIgIT7ZgyCZbvdatM6+99lrZ17MZMSJTt21btwQRxBkgousExx57rHdMzdIu9BDR+fuzzdWuuK7vECDpEGJEhMcPhrBbaU2aZF5bsKDs69nMm5epG/LRodg0P0DCPoo1jGXLlpXke1vvuPrNvVC/ztJ5+5881B61Ky4ESDoQIGG5AVHZVlrJb3jea2GWg1izJlNX+yAvs2fPLjPQDx48OJavZ0SD7THHHOMdW5suQMf123tV03n6F8y1qR1xhsfw4cOtfv363rHzuRUYyUeAhJUtGLLJVo9PIJuVBsh//OMfttVWWwWDpL8dfPDBNnbsWHeXSNaUhP3pp58eHFu3wE6bNs2tlig6P/9WXW06f7UjDl9++aUdf/zxZfq7UD+dIZwQIyI82YIhm2z1/Gsgr79e9vVsdJ1Eddu0cUsQwvPPP28/+9nPggFshx12sNtvv93OPffc4OsabWeeeabN0N1xedInGn1N49/iq0l4Sb0uovPyJwnqfHXecXwiW7RokV1xxRXB2lnadD3lcybGFr0QIyI82YIhm2z1rrkm89opp5R9PRvdqaW6unMLoWnxv9/85jfBAFanTh278sorbfHixUGdcePG2aGHHhrUadCggfXu3dtWrlxZ6kjRaN6EP9lQ2xFHHJGYBRh1Hjof/9x0nvnO85B169Z5Cy1ut912wbFbtmxpL7/8slsVRSrEiAhPtmDIJlu96dOt5NezzOuPPlq2rLShQzN1NA8kht+O02DBggXe9/n+nUTaTjzxRPv666/dqoFHS/4Odt5556B+8+bN7cknn3Sr5Wzu3Ll29tlnB8fVb+RaEn3KlClu1c1C76v3L/3JQOen88zX6NGj7YADDgiOu80229htt90W29dhKAwhRkR4sgVDNhXV698/87pmm3funJl9rlno+u1Xj0296KKNM9HvuMPdGw49n+Luu++2bbfdNhjEtHLsa2FulS6xfPly69mzp9WrVy/YX7+lf/zxx27VnGlw3WuvvYLjKtz0ZL/x+jvfDPQ+er/Soarz0XnlS9dQTi75lOwft0aNGnbBBRfktewJCleWkQ5ZVRQMrk3V0wzfkh+4oI67qezmm9294HjjjTdsn332CQaxJk2a2IABA3J+6JFU1YCo38T19c5uu+0WHFubzrtv376xX2zX8XTc0v2iTe+v88j3k0FVBi4KVwUjHcrxB/nKVFZP34tr5d2WLTMr8davn/nviy/OlKFC33zzjf3ud78LBjBdCO5S0pfz5893q+asoq9k8r01V6Gmi9elj+1vetKfvmJ6/PHH7ZNPPgl9LUb1VF/7aX//yYmlN72f3jdKqLqq6is/FL5NjHRIlH//O/M1WKmLwmmxZMkS+9vf/uZdGPcHsV/96lf23//+162al6q+KDxx4kTr3r27/eQnPyk34PtbixYt7KijjvI23WLbqVMn70//NZW7+/ibjqvj633i8MEHH1TZTQcoDgRIoSgZHEp+is122MHs4Yd1/6hbo+joFlNN/is94Oq37X/9619u1VhtjttS9Qmif8kvBB06dChzHSeXTftpfx1Hx4vLd999V2W3PaO4ECCF4oEHzLbaauNXZL/4hdmYMW6tojH207F2cJuDgwGsUaNGdvPNN9uqVavcqlVGE+NOOOGE4BwUKN26dbOFCxe6VfM2b948e/fdd23QoEHeb/naLr30Uu8TiP70X1O56ql+3NS36mP1td/mQw45JLaJlyg+BEghmT3b7Pzzy16IP+00s2+/dWsWrBnLZtiZr5xp1U4tGcB2zyxBct5559n333/vVt1sXn31Vdtzzz2DQVXrat13333eV17FQp/qSl9LadasmffpLy3PgUc0BEgh0m2/7dptDBFdiO/VK3NbcIFauXal9f6otzUY1MCqPVgyiF1VzQ7teqiN+2icW3WL0F1MmtHuz+TW9vOf/9zefPNNt2pB0XUkXU/y26TrTFdffbUtXbrUrQqUQ4AUsmHDzHbZZWOQ6L8ff9ytlXhPTn7Smj/ePBMcJdvOw3a2R7/cxITLLUhfHXXu3DlYukTbH//4xy02WTAq3bmmO9hKt0N3uOlONyAsAqTQ6VOHPn3oU4gfJIcfbsv+96FbM3E+nvexHfHiEUFw1BtYz3p+2NOWr13uVk0cXbQ+8sgjg8G3bt26ds0118S6qm1V0G29d911lzd3xj93zR3R3BogVwRIsdB1EF0P+f8hctnpNez8t8632StmuzW3uDkr59gFb19gNR6qEYTHyW+cbNOWTnOrJt4zzzxju+66azAY77jjjt78iyReOxgxYkSZGfK6i0uz+eOYK4J0IkCKzZgxNvKMX9iO/TID89aPbG19P+lrq9fnNyEuDjqH2z69zbZ5ZJsgOA547gB76/u33KoF5ccff/RWtm3YsGEwOLdp08bee+89t+oWoXXBfvvb3wbnpiVOtH6Y1hED8kGAFKENG9bbw188bDs8ukMwUP/syZ/ZC9NecKtuNi9Pf9laPtUyOJ/thm5nD37+oK3bUDx3Ms2aNctbrNCfP6E/9f96fUvQSsRakbj0BEytWJyUVYJR+AiQIrZ49WL76/t/tToP1wkG7qNfOdomLdx8A8jniz63Y4cfG7x/7Ydr2xXvXWGLVi9yqxYNffLQJxB/0NYnE31C0SeVzUETMB9++GHvWSj+OegZKS+8sOV+gUBxIkBS4KvFX9lv//PbYBCv9XAt6zq2qy1YVXVfYSxctdC6vdvNCwz/fU949QT7ctGXbtWipGsguhaiayL+IK5rJbpmUpXGjBljv/jFL4L31FMZtchivmt6AdkQICkyYuYI2+vpvYIBfdsh29rdk+62tevLX0T165TeFDw/HfZTO33k6TZh3gR3F4++krrvs/us6dCmwX57Pr2nvTrjVbdqKuiuLN2dpbu0/EFdd2/FtV6V79tvv7XTTjsteA+tKnz++ed7z4UHqgoBkjIKi7v+d5c1GdIkGOB//fKv3WrlwsPd9Mni9ZnlH9Fb+uuqxo80tts/vd3WrM9vKfFioHkimi/iD/Caf3HRRRflvSTJihUrrFevXla/fv3g2O3atbMPNdkUqGIESErN/3G+dXmni9V8qKZ3J5TLD4HSND9j/Nzx9quXf+WVHfSvg8qUy8H/Otg7Zue3O9u8H/MbHIuRZq5rBrs/2Gtm+x133BHpeR1azn2XXXYJjqX/HqbJpcBmQoCk3Nwf59qyNeUnv2ULEN/M5TO9sroD67pFXsjomKiY1tDSWlpaU8sf/LXWltbcCkOfLg4//PBgX3360KcQfRoBNqfsIwRSb1MBMmv5LK9MS44gOq3qq9V9Sy8br9V/tQpwNrqeoesaur7h19d1D13/ALaE7CMEUi9bgKxYu8I+mveRdyuwyq764Koy5YhGzxnR80b8UFCg6Hkkei6J6A4q3Um19dZbB3V0p5XuuAK2JAIEWfkBkm3TJMBeH/bKevcWonvppZe8JyD6IaEnI+pZIJrD4b+muR2a46G5HsCWRoAgKzc03K3t821t7GweNBQ3fdro16+f90x2PzS0aTb5X//6V292OZAUBAiy8oOiNK1lpQc+DfpykO342I7erbxjZvM1SlWYM2eOHXPMMV547Lvvvt56VkDSECDIKluAlPbmd2965e1fau8WAUiJikcIpFplAbJ0zVKvfKvBW7lFAFKi4hECqVZZgPifQHRBHUA6VTxCINWyBYh/DWTwl4O9ayAqP2/0eWXqAEgPAgRZ+QGyqU2LJP6w8gd3VwApQYAgKzcstOkRtFogsd0L7azfxH7exEIA6UWAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQGCUG755BbrM6GP+zKAFCNAUKnZK2YHc0H0OFsAEAIEldLyJX6ATF061S0GkFIECCpFgADIhgBBpQgQANkQIKgUAQIgGwIElSJAAGRDgKBSBAiAbAgQVIoAAZANAYJKESAAsiFAUCkCBEA2BAgqRYAAyIYAQaUIEADZECCoFAECIBsCBJWau2iGHXtZNW+bPZ8AAZBBgKBS62fOsCX1qnnb+mkECIAMAgSVmzGj5F9Ktcw2lQABkEGAoHIECIAsCBBUjgABkAUBgsoRIACyIEBQOQIEQBYECCpHgADIggBB5QgQAFkQIKgcAQIgCwIElSNAAGRBgKByBAiALAgQVG7JErN69czq1jVbuNAtBZBSBAjC+fRTs4kT3VcBpBgBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEGT3+edml1xitueeZg0bmjVoYNaqlVmXLpmyTfHnjFQmbD0AicRPL8rr29esZs2NA7y7qezWW929NgobDGHrAUgkfnpR1l13ZQb16tXNLrjAbNw4s2XLzFasMBs/3uzCCzNlqjNggLt3RthgCFsPQCLx04uNtGRJnTqZQX3wYLd0I5WpjurOnOmWhg+GsPUAJBI/vdjo2mszA/rJJ7sl5XXsmKnbo4dbEj4YwtYDkEj89GKj1q0zA/prr7kl5Y0Ykanbtq1bEj4YwtYDkEj89GKjJk0yA/qCBW5JefPmZeo2beqWbAyGsBuAgsRPLzaqVSszoK9d65aUt2ZNpq72cbkBUdkGoCDx04uN4v4EUpmw9QAkEj+92Mi/BvL6625JebpOorpt2rgl4YMhbD0AicRPLza65prMgH7KKW5JebpTS3V155YrbDCErQcgkfjpxUbTp5vVrp0Z1B991C3daOjQTB3NA9HcEVfYYAhbD0Ai8dOLsvr3zwzqmm3euXNm9rlmoa9cafbhh2YXXbRxJvodd7h7Z4QNhrD1ACQSP70or08fsxo1Ng7w7qaym29299oobDCErQcgkfjpRXaTJmVW3m3ZMrMSb/36mf+++OJM2aaEDYaw9QAkEj+9AIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACL5f02O5iBPdjQ/AAAAAElFTkSuQmCC)
PN: 8769-1-Y0
CAS: 913836-05-2
Molecule Weight: 321.15
Formula: C14H16BNO5S
PN: 8769-1-X8
CAS: 871329-80-5
Molecule Weight: 271.14
Formula: C11H18BNO4S
PN: 8669-1-17
CAS: 548769-96-6
Molecule Weight: 291.13
Formula: C13H14BNO4S
PN: 8769-1-12
CAS: 874219-51-9
Molecule Weight: 321.15
Formula: C14H16BNO5S
PN: 8769-1-14
CAS: 871332-99-9
Molecule Weight: 243.08
Formula: C9H14BNO4S
PN: 8H69-1-Z7
CAS: 871333-01-6
Molecule Weight: 269.12
Formula: C11H16BNO4S
Melting Point: 118-122 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090