![N-(2,2-Dimethoxy-ethyl)-4-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)-benzamide](data:image/png;base64,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)
| Product Number | 8H60-1-31 |
| Purity | 95 % |
| CAS | 850411-06-2 |
| MDL Number | MFCD06657706 |
| Molecular Formula | C17H26BNO5 |
| Molecular Weight | 335.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-31
CAS: 850411-06-2
Molecule Weight: 335.21
Formula: C17H26BNO5
![[4-(Diethylamine-1-carbonyl)phenyl]boronic acid, pinacol ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABG3AAARtwGaY1MrAAACznpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/HZxg9VkqprNWlSu0lrJ+3d5BLaIgWogCbpt98Zsi6QLChE54f/zz77zvb8clesYZPVTV6ViwgZjyAr02qVl8+L6OfDl5mNLpfzlEQkLJtF9NK2rxdxvN1uWfqSFX5XlSytiqjvv9g1+UCzlayqn2PBOca/7m7vO2aWl03ryzQjqskvmq7xtkp923nxnyniwtebvIx7eVzUm36034KHj7Nds4r+reWa+q4Ihad8ncFTVRe+hY3gjD7+CZ6zMqt9m63g8Z2aJVO09uX87qZK34qsbKkYRshTv75v67eUGopqnaVvNBgVvt4sogIJ8G1VXNW1f4dQCs0ewQvwErwCn4DX4A14C96BR05/6kcSICmQJEgaJBGSCkmGpBOkE2EcQfFYZ8Ghh/fXjFYF1/ANrrvf973tf59H9e+0uWIROaadsGAZaprUMJFoTsZaoUAzZ4yAhBmhFBnuLIJiFp0AyYQ1BgSTViRU49w66ksUD0qlEk19yKUBzhLdGW6NhRkyiQ5hxpm2QgBVZdcruRRhOK2QTGKcjuCdHCTAciMD6LSVATSCnAu8Soh3kqakVmslWcGE4yKMp8mvEE3aOySHjKJhbaJkcBYTSY1GO0U+IydgbxJyVlmqOWnDBlhnEzLK8LArGmkf9qZXUoTjjxAv549VuTooQr5aRI8YdbH/kT01Yh/+CKp6ldV0osIAQXoIiCEQkuU8IIdASK3zgBoCIRHPA8nRDPo8oIdASPIPQJwCzBFgz89gh0A4QB/A1SnADYHuuJ0nQv8gdN3xnGDG4e6O8wQzinh//CcYebT+SUSdcG0iU3AU+f5GmmBGwe9vsAlmFP/+xptg7AlmImvQnWDcxHkcp0F3A08w4zQIDE4w4zRw/Q1/lpHH8TnNxAeXU/z3raLi0TsWHzxyMT3tyz/C4krBWYw+egAAPMdJREFUeF7t3Qm81XP+x3ERKiJEmyZLSousYRCpLJUQWSJTRknJEhJmkOwztmkZhFHGVgmFMaSy1tBuiywVIq2iVeX7v+/v+Z/r9u3c3z3ne8/y+53zej4e52E6n9895/zO1Pd9f7/vtpUBAMDDVu4TAAAkgwABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4KegA2WqrrewjkaBakG+++cb07dvXNG7c2Oywww6matWqpmnTpqZ79+5m6tSp7uGRlsq5Bn2fQTUA4VXQ/2qDGq6gWmlee+01s9NOO5n69eubUaNGmWXLlpk1a9aYyZMnm9NOOy3l1wuzVM816PsMqgEIr4L+VxvUcAXVElmwYIH9DbxOnTpmyZIlbtm65ZZb3Kciyedcg77PoBqA8Crof7VBDVdQLZErrrjCHj9kyBC3lHd8zjXo+wyqAQivgv5XG9RwBdUSadiwoT3+iy++cEt5x+dcg77PoBqA8Crof7XxhivokaxKlSrZ49etW+eW8o7Pubrfa6IHgGgp6H+1QQ1XUC0Rn0Y1qnzONej7DKoBCK+C/lcb1HAF1RLxua0TVT7nGvR9BtUAhFdB/6sNariCaonEO5aHDh3qlvKOz7kGfZ9BNQDhVdD/aoMaLrf2xhtvmNatW9vhq7Vq1TJdu3Y1ixYtKq7Pnz/f1urWrWuWLl1a/HxJAwcOdJ+KJJ9zdb/PkhLVyvq+AeRe4n/RBSJRwxXn1o4//ngzZswYs3DhQvPzzz/beQ6tWrUq8RO/T65r0KCBGT16tFm+fLmdXDdlypSEk+uiLNVzdb/PkhLVkvm+AeRW4n/RBSJRwxUXVJNffvnFVKlSxX3aTrLT8h6NGjUylStXtr9BN2nSxPTo0cNMmzbNPTzSUjnXoO8zqBZX2vcNIHeC/9UioVWrVpk777zTtG/f3i0hA/i+gXAiQFIU/215jz32SGkUUkmbNm0yK1ascJ8OtdL6OjItHd83gMwgQDysXLnS3HzzzaZFixZuKSm9e/e2t3wmTJjglkJnw4YNpkOHDmabbbYx3333nVvOivJ+3wAygwDxpEZNS5j7eP75583WW29tO6FnzpzplkPlwgsvtFcAhxxyiA2TXCnP9w0gMwiQJHXs2NHMmDHDrF271u6D0adPn3Ldk7/vvvtsw6whql9//bVbDoUbbrjBfsZ9990360No0/19A0g/AiRJ48aNM82bN7e3njT/oWfPnnYPjPK45pprbAOtobClLYueK4MHDy7ue/jyyy/dcsZl4vsGkF4ESA799ttvpkuXLrahVmOp0UZhoA2idIttxx133GI4LgDEESA59uuvv5qTTjrJhsjJJ5+c034GmTRpktl+++3NdtttZycLAkBpCJAQ0CS5ww47zIbIn/70J3tlkguzZs0yO++8s6lQoYJ58skn3TIAbCZUARI0IzmoVhp1vmqmdOPGje0IHs2Ubtq0qenevbuZOnWqe3hOLV682O4vrnPs37+/W864efPmmdq1a9v3v+eee9wyAGwhtRY5w4JCIqiWSHytJjXKuqevDlit1TR58uSEazWFwVdffWVq1KhhP9sDDzzgljNGHfjxJdqvuuoqtwwACYWqFQ0KiaCaS2s06WqjTp06pY5u0uJ8YaShq/rs6sR+5pln3HLarV692hxxxBH2uz3vvPNydvsMQPQk1yJnSVBIBNVc8f0qhgwZ4pYiYfz48bYTW53ZWtY8U9Rh365dO/tdnXDCCbZDHwCSlVyLnCVBIRFUc/nsmBc2Tz/9dPFsdV2VZEK3bt3s93TooYfajnwASEVyLXKWxEMi6JEMnz27w+j++++351GzZs20z1a//vrr7WtrlvmPP/7olgGgTMm1yFkSFBJBNVe+BIj069fPnst+++1nR2qlw6BBg+xr5mqWOYD8kFyLnCVBIRFUc+XDLaw4dWpfcMEF9nzSMVt95MiR9taYOuqZZQ6gPJJrkbMkKCTcWtCe2fFO9KFDhxYfH2XubHXfzu6JEycWzzJ//fXX3TIApCRxa50jbkiU5NaC9syeP3++DRYtwlfaRkgDBw50nwo1XXnoCkTfga5IUh1uG59lrquPp556yi0DQMoSt9Y54oZESUE1cffMjk8k1Eq3o0ePNsuXL7cTCadMmRLaiYRlUR+I+kL02a+99lq3XCrNMtdVmn7u3nvvdcsA4CVUrWhQSATVStszWxMKtZRJo0aN7LLguipp0qSJ6dGjR2Tv/2s0lkZl6bvQKK2yaCKlQlTHX3311W4ZALwlbpEjJB4shbRntuaF6OqqrNnqCtbDDz/cfj/nn39+yre9ACBI5ANECnHPbA0iiHeIJ5qtrlnmbdu2teFx4oknene8A0Bp8iJApBD3zNbVR6LZ6rrS0Kg0hQezzAFkSmQDJB17Zr/33nvm1ltvNZs2bXJLkaFVexUU6hfRar5y3XXX2ee0EjGzzAFkSmQDJB17ZqszXQ3tsGHD3FKkaERWPDBuv/12+7+1LHw8UAAgEyIbIOnw8ccfm4oVK9oO+J9++sktR4ZuWWknw/iAAu1lPn36dPcwAEirgg4Queyyy2yjG+WNlDSRUqOs4gGiPpH//Oc/7mEAkFYFHyC67bXbbrvZ0UyfffaZWw69Dz74wK6oq+DQfzt16mQ71rWvuebArF+/3v0RAEiLgg8Q0cZTaoBT7YTPJd22+tvf/ma23XZb+9m7dOlir0RE61zFJxsecsgh5vPPP3d+GgDKjwApsnHjRtO0aVPb4L766qtuOXR++OEHO7dDn1ez6//973+7h9jRV1p4Md4n8vjjj7uHAEC5ECD/T5Px1Njuv//+oZ50p74Ndfrrsx522GGBs+91lXLffffZ23M6vnPnzna+DACkAwFSwumnn24b2mTWmMo2hZo6+tW3oT6Oa665Jumg04is+HpYe++9t/nf//7nHgIAKSNAStDufFoepFq1anYRwrCYO3eunVGuAFDfhlYaTpVmo8dnp6vfRItPRnkCJYDcI0Ac/fv3t43sJZdc4pZyYvjw4bYPQ59JfRrxTbN8Pf3003aYr15PG3J9//337iEAkBQCxKGRTPotf5tttjGzZ892y1mjvorzzjvPNvTqw9A+HulaTVcz1OOr9O6+++7m5Zdfdg8BgDIRIAloxJIa15YtW7qlrHj//ffNPvvsYz+DNpDKxN4lWq1XV1vxOSP9rrjCbGTOCIAUECAJ6Df9+Paxzz33nFvOGPVJ3HXXXcVzO7Q8SaZX0h0/frzdrfDsovf74OCDjYngZEoAuUGAlEIr9eo3c41a0oq/maa+iDZt2tjgUB/Fk08+6R6SMSsWLzYT2rUr+ttQ9NdBS+I/9ph7CABsgQAJEO+DuO2229xSWr3yyivFczvUN5GzVXQ1fHn77WNBcs45xkR4gUkAmUeABPj222/tJlUaBbVw4UK3XG5ap+rKK68sntuhZdmTnduRMdqYqmHDWIjstZcxU6a4RwCARYCUYeDAgfbK4IILLnBL5aKFGw8++GD72uqDUF9EaKxaZcyFF8ZCpGJFY26/XR007lEAChwBUoY1a9aYevXq2auEdM3gfuyxx4rndrRr184sXrzYPSQcnnnGmJ13jgVJq1bGZOAqDEB0ESBJGDlypG3sjzjiiHLNxdDcjnPPPde+luZ2aJ2q0Js3z5gjj4yFSPXq2grSPQJAgSJAknTsscfahn/EiBFuKSm6etGILr1Gw4YN7X7ukbFhgzHXX2/M1lvHguSyy4xZt849CkCBIUCSNHPmTNvRXbt27ZTmZmhuxx133GG3zlV4XHjhhWaV+hiiaMIEU/QFxELkwAONmTPHPQJAASFAUtCjRw8bAjfccINbSkgjt1q1amV/Zuedd7brUEWeFpk85ZRYiDRv7lYBFBACJAXapElBUKlSJfP111+75c289NJLpnr16sV9J2UdHzma6FjaGlpaQ6xzZ2Nq1TJm221j/z33XGNmzXKPBBBhBEiK7rnnHhsKZ5xxhluy1q1bZy6//HJ7jG55XXfddXbdqYIxcmQsNFq3jgWJ+kr0X/1Zz6sOIC8QICnSRL/45kwTJ07crDZnzhxz0EEH2Zr6SrTLYUHR7oiVKxuz777GuMu/6M96XvWAXRQBRAcB4kHLnyskmjVrZvdTl0cffdTOWtfzp5xySqg2pMqa3r1jfSODB7uVmEGDYnUdByDyCBBP2txJYaG5HGeddZb939rN8IEHHnAPLRxFV2Y2ID75xK3EfPxxrK7jAEQeAeLp46LGUJtOaYa6wmP//fe3Q30LWqVKsYBYudKtxOh51XUbC0DkESAp0o6FusqITwqMh0dk53akEwECFBQCJEnffPONufrqq+0w3vgIK+1YqP+tuR4w3MICCgwBUoYPPvjAnHPOOcUzydVR3qdPH/PF/48k0pWIagXZae7q1YtOdKCAECAJaPmR559/3hxzzDHFt6k0LFfbzS5fvnyzY6+55hpb1yisgvf557HbWEHDeFWfO3fzGoBIIkBK0BpX//jHP4rauX2Lg+OQQw6x28uWttHTlClT7HFt27Z1S4VJy7VoD5E2bYz58EPtmhX7r/6siYT5sJwLAIsAMbGdB/v162eqVatW3L9x6qmnmkmTJrmHbkHLu++55552efYVK1a45cKk0WjaErdmzVho1KgR+3OUViAGUKaCDpBp06aZzp07F7Vx29rgqFKlirn00kvN57oVk4LLLrvM/vwTTzzhlgAgbxVcgKh/44UXXije30MPbSmrJdeXLVvmHp6UN998077Oaaed5pYAIG8VTIBonsbgwYNN/fr1i4ND61bpqmG97tOXg5YzqVGjhqlcuXJKe4UAQJTlfYBoT45rr73W7LLLLjY0NHO8Q4cOZoI2R0qjnj172td/9tln3RIA5KW8DZDp06eb888/v7h/Q1cHvXr1Mp999pl7aFq8/vrr9n3OPvtstwQAeSmvAkQjosaOHVs8Q1yPmjVrmttuu80sXbrUPTyttOfHrrvuanbccUezZs0at1wYtMHUWWcZU6jnDxSYcgdIvKFOJKgWRMuG9O3b1zRu3NjO/K5atapp2rSp6d69u5k6dap7uFm9erUZMmRI8T4demip9eHDh5e7fyMV3bp1s++tTvqCdMghsZnm33/vVgDkodRbd0dQSATVSvPaa6+ZnXbayXZ2jxo1yo6M0m/0kydPtqOc3NfTcur6zT/+Xu3btzfjx4/f7Jhs0Ta2+gxdunRxS/lPW/ZWqGDMwQe7FQB5KrXWPYGgkAiqJbJgwQJ7tVGnTp1S15a65ZZbNvuzlhjRHuXqxP700083q2WbtrNV+O1SrZr5NYtXPqHw97/Hrj5uu82tAMhTybfupQgKiaBaIldccYU9XrejkqW1qX766Sf36ZwZdN555qaic1j4yituKb8deWQsQObMcSsA8lTyrXspgkIiqJZIw4YN7fHxlW6jaOWYMWajzvnPf3ZL+evbb2O3r5o0cSsA8ljyrXsp4iER9EiWbkXpeN0KiqzVq43ZYQdjqlfX0Cy3mp/iy7TfdJNbAZDHkm/dSxEUEkG1RPIiQKRTp1iD+sYbbiU/HXdc7Hxnz3YrAPJY8q17KYJCIqiWSD7cwrK0ZLnOWxss5btFi4zZZhtj6td3KwDyXPKteymCQiKolki8E33o0KFuKVp+/jm2cZKWM9+0ya3ml4ceioVl//5uBUCeS751L0VQSLi1N954w7Ru3doO1dUKuF27di36BXZRcX3+/Pm2Vrdu3VJnjg8cONB9Kpw6dIg1rG+/7VbyyogbTzCTGmylvX/dEoA8l7jlT4EbEiW5teOPP96MGTPGLnD4c9Fv6ZrT0apVqxI/8ftEQs0qHz16tB2mq4mE2vkv0UTC0Bo+PBYgRVdV+WrZumVm20e2NfWeqmeXkQFQWMrdGrshUVJQTbT0uTZxcmlCoZYyadSokV0EUVclTZo0MT169LCbQEWC9k7Xbnx/+IMW6XKreeHxzx83Wz28lek7ua9bAlAASm/dM0z7c9x555126ZG8ddJJsauQ9993K3nhlFdPsQHy7g/vuiUABSAnARK/Mtljjz2iP+IqyLBhsQC59lq3Enkr16802z+6van979pm0295PlAAQEI5CRBZuXKlufnmm02LFi3cUv748cfYENd993UrkffUF0/Zq4/e7/R2SwAKRM4CRBQiWq49r7VsGbsKmTnTrUTaGa+fYQNkwsL07uwIIDqyGiAdO3Y0M2bMMGvXrrV7fvTp0ye/+0Bk8OBYgPz1r24lslZtWGWqPFbF7D5id7Pxt41uGUCByGqAjBs3zjRv3tyOrNJcDy3Brv0+8tp33xmz9dbGNGrkViJr9Fej7dVH97e6uyUABSSrAVKwjjoqdhUyb55biaTOEzrbAHn1m1fdEoACQoBkg3ZIPPNMTXxxK5HUZFQTe/tq/aYC2zQLwGYIEKTs4+Ufmy9Xfuk+DaDAECAAAC8ECADACwECAPBCgGSTduzr3NmYWrViCy3qv+eea8ysWe6ROadRViUfOzy2g+08v3vW3XSeA7AIkGwZOTIWGq1bx4JE2/bqv/qznlc9ROLBEael2y9++2LmfwAoRoBkgxaMrFw5tibW2rWb1/RnPa96iBaWdANElq5dap+r+q+qmz0PoDARINnQu3dsIqGWNUlk0KBYXceFRKIA0VWInqvxRI3NngdQmAiQbGjQIBYQn3ziVmI+/jhW13Eh4QbI8nXLTa93etnn7v/w/hJHAihUBEg2VKoUC4iVK91KjJ5XXbexSnrpJWMGDEjp8e0/BphBbw0wA6al9nBX1XU70fXQ/h83Tr3RrNu4brNjARQmAiQbfAJkwwZjtN2vnk/hMXmfrUz9W7ds/Mt61Pp3rd/f2/weIHGrN6w2kxdNNoeMOcQ0HNmQmegACJCs8L2F9d57xgwfntJj8ZjhZszs4Wb456k9pi+ZvtlbuwESN2PJDPt8m5fbuCUABWbLFgLp16tXLCAi3okuuhLR85oXAqCwbdlCIP0+/zx2GytoGK/qc+duXsuh0gIkfgVS/5n6bglAgdmyhUBmPP20MRUrGtOmjTEffmjM+vWx/+rPmkioeoi4AVKyD6TCwxXMk188WeJoAIWIAMkm7Yt+zjnG1KwZC40aNWJ/njHDPTLnSnaw67HNsG3s/I9T/3uqmbhwons4gAJEgAAAvBAgAAAvBAjK5f0f399iCDCAwkCAoFw0qbDyY5XNJ8tLmeMCIG8RICiXIR8PsZ3sB4w+wKzd6AxRBpDXCBCU22mvnWZDpPc74ZkICSDzCBCUm/YJ2fPJPW2IvDjvRbcMIE8RIEiLSQsn2bkiu43YzXy76lu3DCAPESBIm79O/au9Cjlu3HFm02+b3DKAPEOAIG02bNpgjnrxKBsiA6cPdMsA8gwBgrSa/8t8U+3xaqbiIxXNuz+865YB5BECBGk36qtR9iqk3lP1zIr1K9wygDxBgCAjur/V3YZIp/Gd3BKAPEGAICO0/HujkY1siAybM8wtA8gDBAgyZtbSWabSo5VMlceqmE9XfOqWAUQcAYKMGvTRIHsV0mx0M7N2A0udAPmEAEHGdfhvB7PV1VuZPkP6uCUAEUaAIOOW/LLE1GlXx1SoVMGMGzfOLQOIKAIEWTFx4kSz9dZbm+rVq5vvvvvOLQOIIAIEWXPDDTeYrbbayhx//PFm0yaWOgGijgBB1mzYsMH88Y9/tCFy2223uWUAEUOAIKvmzZtndt55Z1OxYkUzefJktwwgQggQZN2zzz5rr0L22msv89NPP7llABFBgCAn/vznP9sQOfvss90SgIggQJATq1atMvvvv78NkUcffdQtR8I333xjR5cBhYoAQc7MnDnTbL/99maHHXYwc+bMccs58/PPP5vPPvvMhsPw4cNth3/v3r1Nx44dzRFHHGHq1q1rgy/+aN26tfsSQEEgQJBTDzzwgG2EDzroILNu3Tq3nHYLFiwwU6ZMMc8//7wZMmSIHVrcrVs307JlS9OgQQOz4447bhYOiR5VqlQx9evXN8ccc4wNPz33wgsvuG8F5D0CBDn122+/mfbt29tG+PLLL3fLSVu5cqW9ipkwYYK9arj11ltNr169zOmnn24OP/xws+eee24RBIkederUMYcddpg59dRTzSWXXGIGDhxoX++NN94wn3zyiVmxYvP9Td58802zzTbbmF133dV8+y17waOwECDIucWLF5vatWubChUqmJdeesktm/nz59shv2PGjDGDBw82119/venatau9athvv/2SumrQlYKO1c/oZ6+77jozaNAg89xzz9nX1nv4uvHGG+17HHfccUyQREEhQBAK+g1fS51su+22tk+hefPm9mrADYJED11d6PjTTjvNXnXo6kNXDboa+fTTTzM+VHjjxo3m6KOPtp9FVyxAoSBAEBr77rvvZsGgKwv1S+iqQf0UuvLQFYiuRNSPof6MsNAVTLVq1ewEyXffZS94FAYCBKGwbNkye5tJj2nTptk+jagZNWqUDb569ept0VcC5CMCBKFwxx132Ma3X79+bilSevToYc+jUyf2gkf+I0CQc+vXr7ed6Or/0OS8KFu9erVp1KiRDZFhw9gLHvmNAEHOPfHEE7bB7dy5s1uKpNmzZ5tKlSrZ+SLqxAfyFQGCnNMkQgXI1KlT3VLaLFy40EyaNMlOINQIrfhDf9bzqqeThgjrnJo1a2bWrmUveOQnAgQ5peVC1NAee+yxbsmbbonpdTXL/MgjjzQ77bTTFkN/Ez10nI7Xz+nn9Trl0aFDB/u6ffqwFzzyEwGCnDrllFNsI5uOpUA++OADO3tc+42UDAZto6uA6t69uxkwYIB9aDhw/H/redV1XMmf0+vo9fS6PpYsWWLnsmiC5NixY90yEHkECHJGCxZq8qDWlSrPDO5XX33VLlcSb/g1f0T9Kf/6179SXl5Ex+vn9PMlZ7jr9fU+qWIveOQzAgQ5o9/u1TjrasDH9OnTzVFHHVXcyGulXDX+GgmVDnodvZ5eN/4eej+9byr+8pe/2J9lL3jkGwIEObF06VI7SmmXXXaxe4OkYs2aNXa+iGZ9x4Pjtddecw9LK71+PEj0vnp/fY5ksBc88hUBgpxQQ6oGtX///m4p0Ny5c03Tpk3tz+622252CHA26f30vnp/fQ59nmRoL/j4UifsBY98QYAg6zS6qVatWnbiYCr9AuPGjSvuINfmTuqkzgW9r95fn0OfR58rGewFj3xDgCDrNP9CDen555/vlkqln9G+G3rcddddbjkn9Dnin0mfLxkXXXSRPXf2gkc+IECQdQceeKBtRJPtjP7nP/9pRzJVrlzZvPzyy245p/R59Ln0+fQ5y5IPe8EDcQQIskr7fqjx1OZLyRg5cqRtnDWkVkNiw0ifS59Pn1Oftyxh3QseSBUBgqxq166dDZBkJtZpXw2tKbXddtvZzaHCTJ9Pn1OfN5n9QLK9FzyQCQQIskYLC2pWtraWLWs+xI8//mhq1Khhjx8xYoRbDiV9Tn1efW59/iDaCz4+C788e8EDuUSAIGsuvvhi22AOHTrULW0hfqVy1VVXuaVQ0+fV59bnL0tZe8EDYUeAICs09FWdzbvuumuZM8Ufeugh2wgffPDB5V7QMNv0efW59fl1HmWJ7wW/++67p31FYCDTCBBkxcCBA22jqn3Ng2hrW03UU39CVPfS0OfW59d56HzKou9E302rVq3KvLUHhAkBgoxTJ3HNmjVto1rWb9mXXnqpbUyvueYatxQp+vw6D51PWbTUiZaR1/Ha2jdb9H56JBJUC6IdJfv27WsaN25sR5lVrVrVztjXiseZ3O8FuZH63xAgRVqQUI3RBRdc4JY2s2DBAjs7XZ3QK1eudMuRos+v89D56LzK8tVXX9lZ7Tp+ypQpbjkjgkIiqFYarRemPVW0uvKoUaPs1ZfWC9PSLaeddlrKr4fw4/9RZNwBBxxgG48ZM2a4pc1ceeWV9ri7777bLUWSzkPno/NKxtNPP22P33vvvbOy1ElQSATVElFI6mpD+5+UtsTMLbfc4j6FiEv+bwjg4fXXX7cNkZYyD7JixQo7GU+/hUf96iNO56Hz0Xnp/JLRrVs3+32de+65bintgkIiqJbIFVdcYY8fMmSIW0IeS/5vCODh5JNPtg1LWcNUhw0bltJv61ERv6rS+SXjl19+MQ0aNLA/o1t/mRQUEkG1RBo2bGiP/+KLL9wS8ljyf0OAFH3yySd2joMaF02cC9KyZUvbAE2bNs0tRZrOR+el80uW1gjTUie6ctGujZkSD4mgR7I0A1/HM6u+sCT/NwRIkUbeqFF58MEH3dJmfvjhBzsXQkGTj3ReOj+dZ7Luu+8++91pTkmmGuWgkAiqJUKAFKbk/4YAKdAsazUqmgtR1sTBZ555xjY+UR+6W5r4kF6dZ7J0xRafjZ+p23pBIRFUS4RbWIUp+b8hQAoGDBhgGxTtB16Wnj172mPDtlR7uui8dH46z1RoPS1tvKXbgK+88opbLregkAiqJRLvRE9mmRrkj+T/hgBJWrt2rZ0DoYmD33//vVvegiaa6RZPNoau5oLOS+en80yVRrHpZ7V3vOaKpFNQSLg1LbnSunVrO1RXoda1a1ezaNGi4vr8+fNtrW7duna/+0S0GgHyS+K/PUA5aKMkNT5qZMqyceNG22GsbV7zmc5P56nzTdWZZ55pv882bdq4pXJxQ6Ikt6Zh2GPGjLErCfz88892ToeWXikpPpFQo8hGjx5tli9fbicSamIkEwnzE/+PIq10716/aeu2y6xZs9zyFvRbtRqWE0880S3lFZ2fztPnKuLYY4+1P5vMZlWpcEOipKCaaLhxlSpV3KfthEItZdKoUSO7eKauSpo0aWJ69OiRdyPsQIAgzf773//ahke3O5IR36Gwd+/ebimv6Px0njrfVMSHAWsb4LDQtrx33nmnad++vVtCgSFAkFYnnXSSbfCS7fTVbREdn0xne5Tp/HSeOt9UnHfeefbnwrKpVvzKZI899mDEFQgQpM9HH31kb13tv//+ZU4cjBs+fLhtkPQbbT7T+ek8db7J+vbbb+3iiuq0DtO+KFqi5eabbzYtWrRwS0nRBFP1oyD6CBCkzUUXXWQbyWQ2UorTJEP9zD/+8Q+3lFd0fjrPsiZVlnTttdfan7n99tvdUs4pRLRce6p0+0uj89gLPj8QIEgLDenUxMHq1avbkTfJ4gokMXVSa+iuOqpLGxabTR07drSrKWuItvb86NOnj3cfCHvB5w8CBGmhWxpqFG688Ua3FIg+kMQGDRpkj+/Vq5dbyolx48aZ5s2b25FVmuuhSZHJ7LaYiJZ7Zy/4/ECAoNz0W6k6VTXPIZX1niQ+CissDWWm6Px0nsmMwtK2tvvuu6+dQPj555+75bwwYcIEe366Yi1rl0qEFwGCciu5p3eqvv76a/uzJ5xwglvKKzo/nafOtyzPP/+8PbZDhw5uKa+wF3z0ESAoNzV4uh2hWcjz5s1zy4HUcKjvpF69em4pr+j8dJ7JNJQa3aSGddKkSW4pr+RqL3ikDwGCtLj11lttQ/DHP/7RNgypaNasmb2d4XtPPex0Xjo/nWdZPvjgA/s9ahn3QqArsmzvBY/0IUCQFvrNOr4pVKod4vFZ2i+88IJbygs6L51fMrPtO3fubI994okn3FLeii/nn6294JE+BAjS5rvvvrP7f2yzzTZm4sSJbrlUWnhPDUi+DuvUeen8dJ5BNDxWv4nXqVPH/Prrr245r1144YX2O8rGXvBIHwIEaTV27FjbH6JGMNn5CzquYsWKtp8g2RnsUaHz0Xnp/Mr6Pvr161ew/QGaYBjflCrTe8EjfQgQpJ0mmakhOPXUU91SqeK777355ptuKdJ0PjovnV8QLe1RrVo1O7s7X/uCyqKJihoKru8gk3vBI30IEKSd5oWow1gN5+DBg91yQvH74N26dXNLkabz0XmVtZ3tAw88YI+79NJL3VJBuf/+++33kMm94JE+BAgyQgvmaRkODV2dPXu2W96Clj/RZEStk6RFBPOBzkPno/MKWt5Fm0zts88+dqTW3Llz3XJBycZe8EgfAgQZ8/DDD9uGQJsLrV692i1vQff+dbz2184H8X3Cy+rTeO655+xx2rUPxixevDije8EjfQgQZFSnTp1s46gd6cqiIZzqB9B98KjvNaHPr/PQ+ZQ1NPXoo4/Oy/6f8hg/fry9Itt9993N999/75YREgQIMmrFihV2FJIayLKGsUp82fO2bdu6pUjR59d5lLVM/f/+9z973KGHHuqWCl7//v3td6O94JOZwY/sI0CQce+++64dxqrfxufPn++WN6P+AG3fqobjySefdMuRoM+tz6/z0PkEOeeccyJ9rpmkuTCHH364/X7uuusut4wQIECQFbfccottCHS7pqxG9f3337cT6qpWrRq51Wj1efW59fl1HkEUpgrWPffcs+AmDibryy+/tGusJfN9IvsIEGSFbkEcd9xxNkSS2TPknnvuKf4tPirbn+pzxq+e9PnLcvXVV/PbdRLiV3QaqaadEBEeBAiyRsNad911V7vUSVkdxhrOqVFJajhat24dqj3BE9Hn0+fU59XnLmtGvcJGiwjuuOOOZvny5W4Zjq5du9rv9rzzznNLyCECBFkVX1hQt23KmnGtob9a3VfHn3HGGaENEX0ufT59Tn3eZIYsxyfMadY+yqYtfvfbbz/7nSW7LTAyjwBB1sVX301m3oNCpmnTpsVXImG7naXPE7/y0OcsKxRFfUBaeVbDVHWPH8mZNm2anZipq7ao9Y3lKwIEWaelTuKhMHToULe8BTXKRx11VHGfSFhma+tzxPs89PmSCQ+Jrz58+umnuyWUId43dsghh4T2irSQECDIiY8//thUrlzZLnXy4YcfuuUt6LZQvE9Eo5xyPexV76/PEb+SSua2VVz8ttzbb7/tllAG9S2dfPLJ9vu76qqr3DKyjABBzjz44IO2IWjSpEngWlEl6TdQDenUz6khyfaMdb1fvAHT50hmtFVJkydPtj/bvHlzt4QkLVq0yNSsWdMudfKf//zHLSOLCBDkVMeOHW2D2rNnT7dUKm37Gr91pOVCtOZUphdg1OvrffR+8Vtp+hypOuuss+zPP/30024JKXjttddsH5IWqvzhhx/cMrKEAEFOaQhr3bp1baM6ZswYt1wqdURrCXTNbtfPqnNVQz3LGh6cKr2eXlevr/fR++l9y5oMmci8efPsxEGdb6r7xmNLl112WfEVLHKDAEHOqS9Ac0N22WUXu61rKrRQoVa71W+iakz0+MMf/mAbFw0Z1lpcqdDx+jn9vF4n/pp6fb1PWQsjBunbt699rb/97W9uCR4GDhxov08GI+QOAYJQuPnmm21jcMwxx3j9dq+RXbotpL0k9Ft+vOGPB8pJJ51kN2saMGCAfQwZMqT4f+t51UsGhh56Hb2eXlevXx6aQa0lOdTxnmqoYUsagaUl39UPlenblygdAYJQUGi0aNHCNtwKk/LQ3uMaKqv5JgcccEBxv0VZDx2n4/Vz+vmy9jBPxb333mvf4/LLL3dL8DBixAj7fTIzPbcIEISGbl/pNpZuZ6V7iOtXX31lJk2aZEaOHGlnMscf+rOeVz1T1N+hJe11Xpl8n0ISH0ShyYXIHQIEoaKOdDUM6mjOlzWiFFI6Jy13gvKbMGGC/T61OCdyiwBB6GhIrxoIDfHNB0cccYQ9H+2LgvJr3769/T5ffPFFt4QsI0AQOppUqKGZaiQ02TDK3nvvPXse2hgJ5Tdnzhw7/0MLK7JLYe4RIAiljz76yC51ooeWPYmqM8880wbIs88+65bgIX51qlF0yD0CBKGlhRbVWGjhxfIOo82kH3/80cycOdO88sor5pFHHrFDgy+88MLiBSA1MICJg+W3ZMkSU6VKFbunzKpVq9wycoAAQahpkpga4V69ermljFu3bp35+uuv7Sitp556yvz973+3kwG1j7mGHO+11152ZJU+X9BDw4PL2gseZbv11lvt93nddde5JeQIAYJQ0xLp2nxKDYdmiKeLFuSbMWOGefnll82wYcPsVUO3bt3shELNBdltt922CAL3oYmGChGFiUJF4aKQUdgodBQ+N910kz02mb3gUTqFuRZQ1MTB7777zi0jRwgQhJ7Wo9Jv+rp1UdasY93qis/50JLrWjbkyiuvNGeffbad5Z7sVUP16tVNs2bN7Mq7uh2lgNHtKd2m0u0q3bZKRqp7wSOxxx9/3H6HXbp0cUvIIQIEkaDGVw3IoYceasaNG2cefvjh4quGE0880faTKGDcIHAf8auGY4891px77rl2Twktya7lShQ6WvAw3RsVpbIXPBJTmOv/P101IjwIEESCbv/Eh/aW9th9993tDOW2bduaP//5zzZgHn30UbtnxKxZs8zixYvdl82aVPaCx+YmTnzPbL319qZly5ZuCTlGgCAytHPhQQcdZC655BK7ttQzzzxjf6PXVcOvv/7qHh46qewFj99ddNGDpnbtDubVV7l6CxsCBMiSVPeChzFff73CHHbYw6Zjx6fsdrYIFwIEyKJU94IvdLfd9pY59NCHzejRn7glhAABAmTZQw89ZK9CGjdunPRe8IVo+fK15qijHjOtWo0ounpjImYYESBADmhlXoVIKnvBF5phw6bbq4+hQ1Pfex7ZQYAAOeC7F3yhWL9+oznhhCfMkUc+YpYsWe2WERIECJAj77zzTvFe8AsWLHDLBW3s2M/s1cdNN01ySwgRAgTIIc1V0VWI717w+erss0fbAPn88/RtK4z0I0CAHErnXvD5YsqUb214XHLJS24JIUOAADmWyb3go6hPn1dsgLzzDrf1wo4AAULg+eeft1ch+bQXvI+vvlpuJw6eeeZIw7zB8CNAgJDQEi0KkXzZC97HwIGxiYNjxnzqlhBCBAgQEvm0F7yPZcvWmD/+8VHTuvUIs24dEwejgAABQiRf9oL38fDD0+zVxz//OdUtIaQIECBkorIXfDrFJw7qCmTpUiYORgUBAoRQLveCz4W33ppvrz4GDJjklhBiBAgQQpnaCz6s1P9xxx3vsGxJxBAgQEi99dZbSe8FD+QCAQKE2E033WSvQrSH+6ZNm9wykFMECBBiWurk6KOPtiFyyy23uGUgpwgQIOS0Um98qROt4BtF6iAvbYJgvIboIUCACBg9erS9CvnDH/4QyaVO4iHRtu2TdshuohqihwABIuLiiy+2IXLmmWe6pdCLh4Qe//737IQ1RA8BAkTE6tWr7T7qCpGHH45WgxsPiTPOGGmXKlm9+tctaogeAgSIkNmzZ5tKlSqZKlWqmE8++cQth1Y8JN58c579r5YtcWuIHgIEiJjBgwfbq5ADDjggMkudlAyJHj3GmRYt/mV++in22QmQ6CJAgAg69dRTbYgcf/zxbimrtG7VnDlLzNtvL7AjrHRloeVIRo3a/OqoZEh8+ukSu+fH/fdP2aKGaCFAgAh6//33bYDo8eKLL7rlctNy6t99t9JMm7bQvPLKXDNixCxzzz3vmf79x5uLLhprOnR42jRvPqy48Xcf6usoyQ2Jv/51gl048ccfV21RQ3QQIEAEaZFFhcfWW29tdtttt6LG/jv3kFJ9//33RcEwzYwbN852xmsv9m7duhVd1Vxo2ra9o+iqZvgWgeA+jjjiERsiuh11ww0T7NXEk0/ONv/97xdm+vTvzZo1m+/n4YbEDz/8YgPk9tvf3qKG6CBAgIjRQovqRK9WrZq59tprbZC0bNnSrFq1ynz55Zdm0qRJtp+ka9eu5vLLLzedOnWys9n32msvU6FCheIrF/dRpUo9s88+F9tl1Tt3fs5cdtl/7A6Bui01duxn5r33vjFz5y4zK1ak3u+SKCQGDXrfHH74IwlriAYCBIiY22+/3Tb4Co8NGzYUNcKHbxEGiR7bbbedDRGFzXnnnWeuueYac99995lnnnnGLtw4f/43Ra+3+SS/dEkUEqtWrTdt2oxIWEM0ECBAhKxfv97Url3bbLvttsUr9H744YematWqZu+99zbt2rUzZ5xxhg2MOnXqmFdffdXWlyxZ4rxSdpUWEiNHflxqDeFHgAARMmLECBsOuoIozZ/+9Cd7zGOPPeaWgLQiQIAIOeigg2w4TJ2aeN9wdZDrVlWNGjXMunXr3DKQVgQIEBETJkyw4aG9QUpzww032GOiuvT7b7/F5ols2vSbW0IIESBARJxyyik2HErb4lZrZWlIb+XKlc3ixYvdciT873/f2v6QO++M5rL1hYYAASLgs88+s3M+6tevX+rOhP/85z9twPTo0cMtRcbPP6837do9ZUNk4sR5bhkhQ4AAEXDJJZfYcND8jkR+++0306BBAzvPI0qLLCaiiYia5a4JjYsW/eKWESIECBByS5cutRMHtSuhJgsmolnlCpi2bdu6pUh66KGp9ipEM93pDwkvAgQIuVtvvdWGw3XXXeeWimlyoI4ZP368W4okhYbW3FKIlFz6HeFCgAAhpomDtWrVshMHS1vvasaMGTY8mjVr5pYiTetl6TaWbmfNnPmDW0YIECBAiD3++OM2HLp06eKWil1wwQX2GB2bbyZM+NpehbRv/5RZuZJ5LWFDgAAhpqsKhcP06dPdkrVw4UI7cbBmzZp5O3EwvmJvv36vuyXkGAEChJT6MxQe6t8ozfXXX2+PGThwoFvKG9qb5KyzRtkQ0aZVCA8CBAipR9q1My2KwuGlsWPdkqURWbvuuqudOJjrxRIz7Ysvltn9Q44++jHz1VfL3TJyhAABwujTT82SChXMmw0axNb3SGDIkCH26qNnz55uKS/FV+4955zRZv36zCw7j9QQIEAYXXxx0b/Oon+eQ4e6FUuz0ffbbz87O33OnDluOW/17ftfGyJ33/2uW0IOECBA2Ggdq8qVjdl1Vy1w5VatmS++aA4sCpj27du7pbz2009rTdu2T9oQefPNeW4ZWUaAAGGjDnFdfVx/vVsptvC448wzRcfMfeMNt5T3pk1baA466G9Fj0vMwoWL3DKyiAABwkRDcWvWNGa77TRG163GTJsWC5gDD3QrBePuu58wVarUNccVBWlpi0si8wgQIEz+9a9YOFxwgVv53fnnx44ZPtytFAztBX/UUUfl/RDmsCNAgDA54IBYOMyc6VZitA/6ttsaU6uW1jlxqwVl/vz5plq1aqZixYrmvffec8vIAgIECIvXX4+Fx/HHu5Xf9e8fO+a229xKQRo1apS9CqlXr55ZsWKFW46Mb775xvTt29c0btzY7LDDDqZq1aqmadOmpnv37ltsX6zz1SORoFomZO+dAAQ7+eRYOLz0kluJ0VLuu+xiTJUqWuPdrRYsNbJqNM866yy3FAmvvfaa2WmnnexmYQrEZcuWmTVr1pjJkyeb0047bYtACAqJoFomZO+dAJTu44+NqVDBmIYNS504aLSZlBqHSy5xKwVNW/k2atTINpzDhg1zy6G2YMECe7VRp06dUlcTcPe3DwqJoFomZO+dAJSu6LdoGw4PPuhWYjTSqOg3VLP11trf1q0WvFmzZplKlSrZjbc+/TQ662VdccUVtsHXqgLJCgqJoFomZO+dACT244+mqPUzZrfdjFmzxq3GvPBCLGBOOcWt4P8NGjTINp4HHnhgZFYmblh0xanP/MUXX7ilUgWFRFAtE7L3TgASGzAgFg5/+Ytb+V2LFrFjJk50KyihQ4cOtgG97LLL3FJOqC/jyy+/NJMmTTJPPPHEFkGhqyZ93lQCLx4SQY9syd47AUhs772N2X57Y77/3q3EfPBBLDwOPtitwKF+hNq1a5sKFSrYfeIzSXuxaISU3uehhx4yN910k+nWrZtp06aNHU2lIcZuw37CCSds9hrlCZBEgmqZkL13ApDYvfdq60H32d917hwLkKLfYFG2CRMm2EUmq1evXuo2wEHUKa8rBV01jBgxwtx55532iqZTp0528uJee+21RTAketSoUcMcdNBBpl27dnak2ICiK82PPvpos/fiFhaAzPnmm9jEwaLfqs2vv7pVlOKGG26wDenxxx+/2VInCpQPiq7oxo4dax588EFz44032quG1q1b25Fcia4a3Mf2RVeLexddNWqjr/PPP9/069fP3HfffebZZ581b7/9tpk3b57ZuDG55ebjnehDS1l1OZGgkEhUe+ONN+z5abRXrVq1TNeuXc2iRelZQyzxpwAQDuoXUYNwxx1uBQG01MmRRx5pG1NNMtTDDYJED20NfPDBB9tVjnv06GGvGrTXvOZqfPjhh2ZpmuffaDa9Gva6deuW+truUi2JQiIuUU0hOmbMGHvL7eeff7bDglu1arXZMb4SfwoA4aDhnYcfbsxyduFLlTqvdStLDar6GvbZZx971dClSxd71XD//febkSNHmnfeecdeNeRqUcb4RMIGDRqY0aNHF/1fvdx2vk+ZMiUjEwl/+eUXO9w5HYLfCQAiTLO69Qg7TSjUUia6jaYtinVV0qRJE3sVNE2rL5cQFBJBNdE2yOrTSdc+MqW/EwAgb8TDZY899kip0z4IAQJk2+zZsZFVWlE3vrLuuedqOrV7JJBWK1euNDfffLNpoXlFaUCAANk0cmQsNFq3jgWJxv/rv/qznlcdyCCFiFb8TQcCBMgW3TbQXuf77mvM2rWb1/RnPa96mm4vANKxY0czY8aMor9ia+2y8X369KEPBIic3r1jQ3K1qm4igwbF6joOSBPNlG/evLntnNdw4Z49e6ZtYAEBAmRLgwaxgPjkE7cSoyXdVddxQAQQIEC2aMVdBcTKlW4lRs+rrttYQAQQIEC2ECDIMwQIkC3cwkKeIUCAbOnVi0505BUCBMiWzz+P3cYKGsar+ty5m9eAkCJAgGx6+mljKlY0pk0bYz780Jj162P/1Z81kVB1ICIIECDbZs405pxzjKlZMxYaNWrE/jxjhnskEGoECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8HbrLTofjkGyAAAAAASUVORK5CYII=)
PN: 8H60-1-D9
CAS: 325142-99-2
Molecule Weight: 303.21
Formula: C17H26BNO3
PN: 8660-1-88
CAS:
Molecule Weight: 289.18
Formula: C16H24BNO3
PN: 8H60-1-9K
CAS: 214360-57-3
Molecule Weight: 261.13
Formula: C14H20BNO3
![N-(3-Hydroxypropyl)-4-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)-benzamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1jAAANYwFD2qGnAAACp3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXw9gGDFRJqq7VpEntKq2dtHeTS9wWKUAFNA/ffn8DyRKSQR5k+/z/2T7uOM+ut/mK1qaqs7KYO4Jxh0yRlsuseJs7v56/ubFzvZilEEFY1HPnvWk+rjxvs9mw9N3kelsWLC1zp5u/2tbZiWbjs7J68yTnwvv9cP/UMm5W1I0uUgOqzq7q1nhfprppT/GfLbxcV+us8Dq5l1frbrU/ktsfZ9t66fzz5RZzN0DpNVsZei2rXDe0lpzhx7/QmylMpRuzpJcdzD4L4Pti9nBXpp+5KRp07QpZqldPTfWZwpCXK5N+YjF0vt/NnVwA0E2Z31SV3pHtWbMWpCVpn3RAOiStSEekY9IJacHxx7yAQEAhIBHQCIgEVAIyAZ2ETtp1JOKxMvZAz7sPA6/Ifh/pK/63F76P9GPfw8OVc8cNmUhkSGiVigNyI8ajUJIbMKGwDVrEhtv5gEcJuYoFfqdTiR/ZNg5xNFeCj2AXzPdhx0PEZ9/srXtVP+yb3tjvFMIYRKS688QwSuHQDmcVCE6grC2KsWWCE8UCo0Dh+SiW+NhJMZ/7iiIWBJhTLAwVt4uEiV1SqFbSK9tRwOAmJx9unI0k88WEpBsh0N4h0ovZS1ksj7qULefOC5ywkp/mtZZ9FjhUVktTwTO7gJUeA/IUsDkzDvhnQDAOBKeAzcdxIDwFbPaOA+oUsLk+DkRnPkwA8SlgX6VxIDkDknFA8DOvrWkUGQa7fa8PzM1FZhDvrg5MMIOQd3VjghlEvaszE8wg8F1dmmDUhWcwxUQXzjaRYmKQAV2tPDDyIpNcYCbyRg7SoKvFE8wwD9raPcEM3/u21k8ww1e/vxvOGe+oNnn7Gwvds9vMO7rqPFzwi78MEEtQY0KqPQAAKm9JREFUeF7t3Qu8TXX+//FEGoOKXGtQiSapUaYyMdGUQdQjpYtQUxozSrqb0kQXXcelmagmGfwaNagRuUdGamRcyqXcqRC6yCX39Pnvz/f8N+d8O3udvT/2Ze19Xs/HYz+wvt999jo43/da63s7QgAAMDjCPwAAQDwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgCTZ0qVL5corr5SKFStK+fLlpXHjxjJhwoSD5UccEfuvPKgMAMKGFiuJVqxYIVWrVpW+ffvKZ599Jtu2bZOZM2dKixYtDtYJComgMgAIG1qsJLr++uulT58+/uECgkIiqAwAwoYWK4n07mP16tX+4QKCQiKoDADChhYriUqVKiW7d+/2DxegIRH0AoBsQYuVRMm6Axk8eLBUr15datasKaNHj/ZqAUA4xG7NkDDtA3niiSf8wwXEEyDdu3eXzZs3y4wZM6RSpUpeLQAIh9itGRKmo7CqVasm/fv3l3Xr1rlRWO+++660bNnyYJ14AiRq1qxZUq9evQLHACAsYrdmMPnkk0+kbdu2ctxxx7l5IE2aNJGJEyceLPdDIr/8Zfr7n/zkJzJ16tR8NQAgPGK3ZsioH374Qd555x056aST/CIACAUCJIQefvhh2b59u0yePNl1zANAGBEgIaR9KBUqVJDatWvL2LFj/WIACAUCJIl27drlRlBt2bLFLwKAnEOAJNHIkSOlRIkSbh0sAMh1BEgSXXPNNdKwYUP/MADkJAIkSfTxVbly5YqcSAgAuYIASZIxY8a4uRvLly/3iwAgJxEgSdKpUyepX7++fxgAclZGAiTe2diFKWrHv0zYu3evm3neu3dvvwgAclZwa50iQSERVBbPjn+ZoEuV6HkvWrTILwKAnBW7tU6hoJAIKotnx79M6Ny5s9StW9c/DAA5LXZrnUJBIRFUFs9+G+m2f/9+t+T6Aw884BcBQE6L3VqnkIZE0CuWeHb8S7dp06a5c543b55fBAA5LXZrnUJBIRFUFsY7kK5du7JiLoBiKXZrnUJBIaFlsbZ0jWfHv3Q6cOCAO8977rnHLwKAnBe7JU+hogIk1pau8ez417NnTze0d9SoUa5/IpV0x0A93/fff98vAoCcF7slT6GiAiSqsC1di9rxb+7cuXLxxRe7r1OrVi3p16+fC5pUuPPOO+XEE090mz8BQHETuyXPMA2Aw9nS9aOPPpIbbrhBSpcuLcccc4zcddddsnbtWr+amYaGPmLr1q2bXwQAxUJoAyRZW7p+8cUX7rHW8ccf70ZxtWvXTmbPnu1XS9icOXNcyOljNgAojkIZIKnY0lVXyx00aJCb8KcNf6NGjVwH/ffff+9XjUuPHj2kSpUq5vcDQLYLZYCkcktXvbMZN26cXHTRRS5I9A5nwIABLrASoefWpUsX/zAAFBuhDJB0WbBggXTs2NH1kxx77LFy9913x7Wb4IcffujCZ8qUKX4RABQbxTpAojZs2CD333+/W+FX+0l0Z0Ht44jloYcecnX37dvnFwFAsUGA5LNz504ZOHCg1KlTx91hXHDBBfLGG2/8qJ9DhxbfeOONBY4BQHFDgBRC+0nefPNNadq0qQuSk08+WZ599lnZsWOHm4eix7QfBQCKMwKkCPPnz3dLqBx11FFu8uLZZ58tZcqUCd2ijgCQbgRInNavX+862fXuQ1/lypVzdyj33nuve8z1+eef+28BgJxGgCRAN7PSEVtDhw51uyLq1ro1atQ4GCq6TtcVV1whTz75pLz99tspW0IFAMKAAImTjtTSu47CVt7dtGmT6zPRTaWaN2/uhgRHQ+WMM85wHe4jBw6UXfPnizByC0COIEDi1KlTJzfzfOvWrX5RoT7++GMZNmyYWyvrnHPOkWuOOkq260KRP/mJSKNGuhKjyGuviaxc6b81tsWLRVq1kkiS5b309+zDDiBDCJA46NpZJUqUcPuUWO3XTvcPPhB59lmR9u1FTj1VV4zMe1WsKNK6ta7hIjJ+vMg33/hvzwuaypVF+vUT2bgx79W/f96xREIIAJKEACmCDuk9//zz3egr3UAqqbZsEZkwIS842rTJC5JoqJxxhkj+u50OHUR69z7056hevUQ6dvSPAkDKESBFGD58uLv70I2r0mLVKpF//Uvkqacity35NsTSRSW1zKfHqlXzjwJAyhEgAXTi4AknnOCWNsm4kiVFCpt7smuXSKlS/lEASDkCJIDuI6KTBj/99FO/KP2qVOEOBECoECAxrFmzxu2I2Ev7GMJAO95j9YFo/wgApBkBEkN0kqAusBgKy5aJVKqUN/Iq/ygsPbZ8uV8bAFIu4QDRyXGxBJVlE91KV7+XESNG+EWZtXChSMuWImXL5r1atNDN3/1aAJAWCbf4QSERVKaWLl3qrux1L43y5ctL48aNZYIOYw0RXbr9rLPOcku56xBeAEDhglv8QgSFRFDZihUr3P7muoaU7vqn60TNnDkzchHdwq+aUS+88IIceeSRMnfuXL8IAJBP7BY/hqCQCCrTJdF1McIw+/bbb6VSpUpy0003+UUAAE/sFj+G6CKBsV6x6N3H6tWr/cOhcscdd7hHaxu1gzrsdGhx/omGAJBmsVv8GIJCIqhM9xoP8yZMutOgbhr1lM4Azwa6mOI//+kfBYC0id3ixxAUElqmCw5Wr15datasKaNHjz5YFvY7kJYtW0rt2rVl7969flE4Rf6O5ZFH/KMAkDax0yCGogKke/fusnnzZpkxY4brT4jSPpAnnngiX+0fmzRpkvTo0UNWpnl12fHjx7tz1z09skbDhiJduvhHASBtYqdBDEUFSNSsWbOkXr16B/+so7B0x77+/fvLunXr3CgsXaBQr/yjxo4dK5UrV3ajoC677DK3q1+q7du3T+rWrSuXXHKJXxRul1+etwQ8AGRI7DQ4DBokugzI1KlTCxzXfoa2bdvKcccd5zqrmzRpIhMnTixQR/tJhgwZIr/4xS/c19Ed/V588UXZpYsGpoAOK9b+mSVLlvhF4da1q0iDBv5RAEiblASITsDT2dwnnXSSX5QQfQymgVOyZEk3+fC+++6Tzz//3K9mpo/adPvZ2267zS8KPx0SrQssAkCGJD1AHn74Ydm+fbtMnjzZdZwnw9q1a91e5HrnoncL7dq1c4/IDtfvf/97F0zfFLYDYNgNHSpSooRItnT6A8g5SQ8Q7eOoUKGCG9GkfRrJpAsbDho0SE4//XT3eEv3Gtd9x/fs2eNXLdKCBQtcX8tzzz3nF2WHKVP0WaGmq18CAGmR9ABJFx2xdemll7rdAvVOR5ddT2QC4IUXXuj6V/Zn62Q87bPRAHnvPb8EANIiawMkavny5dKtWzcpV66clC5dWjp06FDkOlYjR450dzDpGOWVKjt2fSsnPXGEjFo10i8CgLTI+gCJ2rp1qwwYMEBOOeUUFw6NGjVyQeHfYehorlq1asnlOgw2y5UdUlYGLBrgHwaAtMiZAIk6cOCAmxD4m9/8xgXJiSee6CYwfvXVV6780UcflaOPPjrtkxVToc6/6si9s+/1DwNAWuRcgOS3aNEiN9JK9zXXeSm6F4n+qrPdc0Gzt5pJ++nt/cMAkBY5HSBRX3/9tdx6662uw13vSnSOSi7oML2DXDjuQv8wAKRFzgeI7jCoc1N0/sj555/vZrjrGl3LdI/xLNfjgx5S+7Xa/mEASIucDpA1a9bIr371KxceGiIaJlu2bHHDd3WW/BdffOG/Jav8dfFfpcyQMv5hAEiLnA2Q4cOHyzHHHCMnn3yyzJ49u0CZLuZYo0YNdzeio7ey1eJvFrvHWACQCTkXILot7bXXXuv6Om644Qa3rEphPv74Y7eMSbNmzUwz2QGguMupAJk5c6bbyErXzNI5IEV577333Aitq6++2g3/BQDELycCRPf0eOCBB9yqvU2bNk1oxV5dr0vfp7PZAQDxy/oA0Y2qfvnLX7r9zJ988knTnYRuw6uPvB5//HG/KLSO+PsRB18l/l5Cqv5fVblu2nWy7rt1flUASImsDhBt+HUNLN1RsKj1r4ryyCOPuHki//jHP/yiUNLgiDrwwwHZsHOD3DP7Hmkytkm+WgCQOlkZILp/h240pXcNOtP8u+++86uY/PGPf5T2pUrJt+PH+0Whkz9Aorbu3cqwXgBp8+NWKOR0BV1d3+r444+XMWPG+MWH5cD338u6SDDJT38q4g39DRv/DmTjzo3ypzl/kqbjmh6qBAAplDUBsnfvXrcroW4C1bx5c9mwYYNfJTl27xb59a8lklAiIZ6tnr8PJPqqMKyCLNmSZXu7x0EnfLZo0cKtYzZkyBBTPxeA5MuKANE5Gw0aNHCr6Pbr18/tuZ5SW7aI1K8vUquWSKqC6jD5j7C+3P2lPPi/B+U3b/2mwPFsphcNupJy+fLl3fIzF1xwgXts2bBhQzcEG0BmhT5ABg4c6OZq1KtXTz766CO/OHXWrROpWVPkrLN0sxG/NO227d0m2/cdmhTpB4jS8lzpA/n3v//t9nbR0XV33XWXmyCq3n//fTn33HNdkLRv3z6hIdsAkuvHrVBI6Aq6bdq0cQ2FztHQjaDS7pNPRCpWFGnWTCRDs9WXfrtU/vDuH1wwdHyn48HjfoB8vftreWjuQ9JoTCP35x37dsjI1SNl74G9BeqFnS7BH93LpVWrVoUueql3oEOHDpVq1arJT3/6U7fOWUb+fwDF3GEFiP6QxxJUFrV06VK3R4cuKaKPKRo3biwTJkxwZS+99JLb6zz654yJXPG6TvV27XS3Kr80ZaatnyatJ7V2czyqv1JdHl/wuGzZs+Vgud//UXFYRbl88uWyatsqV77gqwVy1OCj3Gq9Y9Ymd7BBKugFQ9euXd3Cl6eddppMnDjRr/IjukzN/fff7x5t6goEr732ml8FQAoV3coHCAqJoDKlEwA1IPr27SufffaZbNu2zS1Fop2loTN2rEjJkiK33eaXJJXeLQxbPkx+8fovXCjor8OXDzffRejdS4sJLdzXunj8xaHsYNcth//6179KhQoV3BI0/fv3dysLJGLVqlVyxRVXuP9zTZo0kfnz5/tVAKRAcCtfhKCQCCpT119/vfTp08c/HF6DB+s3JZKCc/5+y9fyl7mPuzsNveNoM6mNuwNJlvGfjZe6/6orpQaXktveu02+2fONXyUjpkyZIqeffrpbSqZLly4Htx22mjZtmtSvX9+N1OvcubNs3rzZrwIgiYJb+SIEhURQmdK7j9WrV/uHw+3RR0VKlBCZNcsvsdHn+127ipQpI7ffVEb+OOuP7q4hFfYd2Cd9F/aVY4ce6x53PbfkOdl/YL9fLS307jPav6VrlyVzcITu+TJo0CA3T0iX83/mmWfcaC4AyRfcyhdBG4CgVxB91r1b51xkm9df1zXj/aOJ0S11L7ssL4yqVRN57DHZt+Xwrr7jpcN9b5l5i5R8qaTUG1VP3l7/tl8lZfQx5X333SelS5d2G3qNGjXKr5I0unHY7bff7v6f1alTR8aNG+dXAXCYglv5IgSFRFCZyso7kMOhz/VfeUWkQYO8R2E6PHjoUJ3s4NdMC+1k1/3UtX9EO99XblvpV0kanfj38ssvS5UqVaRs2bKRvHwsbRcPOodIJ57q/0f99RMdWQcgKYJb+SIEhUS0TBc8rF69uhslM3r06IPl2geik8Sy3uLFIq1aiZQrl/fS3y9aVLCOBsUJJ+QFx6WXikydWrA8g3Sob60RtaT04NJuj/VtO7f5VQ7Lu+++K+ecc45bqLJTp06yfv16v0pa6LL9p556qptX0r17d3eHAuDwxE6AOMQTIPrDqp2ZM2bMcLOJo/Q5uI7j11E3usWsPt7QxqZly5YH64TeyshVe+XKIv36iWzcmPeKfD/umJZF3X23yB/+oJfDh46FyO7vd8uj8x+VsneWlapnVE3KciE6su66665z/w/OO++8H20rnAj9WmvXrpUlS5a4X/XPFtoX8vTTT7u+Ee0jef75512fCQCb2AkQh3gCJGrWrFluNnl++jhBV9XV4Zs6D0SHYMYz/j80OnQQ6d3bPyrSq5dIx0OT/rLFus3rIt9SB/dvZ10uZOfOnZG/kt5u9QC98xw2bFhCS8/oHYpOEtTtiM8880w3x8PvW9OXHtdyraf1E7mz2bRpk9x8881utJaO2po+fbpfBUAcYidAEukPvC6ENzVEj26SompVnYTgH807pp3jWSr/ciH6qDHe5UJGjBghNWrUcI17z549ZceOHX6VQuldgE4CvPjii12jro+7NMB0BYK//e1vMmnSJHcHG33pn/W4lms9ra/v0/fr14n3rmLevHnuokW/T72QKVZ9ckASpCVA9Ar0nXfecSNvcopOLiysM1iX1ShVyj+aVRJZLkQbYl1FQBtiXVkgkYZY71Bq167t3tusWTP3mdF1r+Kl9fV9+n79Ovr19OvG69VXX3V9dBp8ujWyznAHULSUB4g2PPoDOXnyZDfyKqdUqZKTdyD5BS0Xkv9RkD5O0ouEeOnoqGjotGvXLmlzQfTr6NfTr6tfXz8nHhqO+uhNw9Ly6A0ojlIeINpJrstU6FWhjoTJKe3bx+4D0f6RHJJ/uRBtmG+55RZzZ7RuG6wNtc5C/89//uMXJ4V+Xf36+jmJbFOsHfS6yq9+n9r5/9Zbb/lVAPx/KQ+QnKYzyXVkmY68yj8KS48tX+7Xzgm6XIgufqkNbKLDYfWKXjcF0/dqAMV6JJYs+vX1c/Tz9HMTuaPQQR+6nLz2ryTyPqA4IUAO18KFIjr0uGzZvJcuBpmkxzFhNWDAADfKKhHaCN90003ucZfu8ZJO+nn6ufr5iYSB3rlo+CRydwUUJwQIEqar5+qjoUREtyPWkVqZoJ+rn6/nES/tmCdAgNgIECQs0QCJXsmn+87Dp5+v5xFvnwgBAgQjQJCwRAJER0FpXe2LCAM9Dz2feEZnESBAMAIECYs3QLS/QUds6WioVHeYx0vPQ89Hz6uo/hACBAhGgCBh8QaIzqXQUUw6ezxM9Hz0vIqabEiAAMEIECQsngDRRlfn/uikvjDS89LzCwoHAgQIRoAgYfEEiC4Polf5H374oV8UCnpeen56nrEQIEAwAgQJiydAdGHDiy66yD8cKnp+ep6xECBAMAIECSsqQDZs2CAlS5aMe7hspuj56Xnq+RaGAAGCESBIWFEBEm2YE1nmJBP0/IKCjgABghEgSFhRAaKbPOk+HdlAz1PPtzAECBCMAEHCigoQ3eXvtttu8w+Hkp6nnm9hCBAgGAGChAUFiO6lrrtP6o6B2UDPU8+3sD3gCRAgGAGChAUFyMaNG12jmy37aOh56vnqefsIECAYAYKEBQXIihUrXKObqo2ikk3PU89Xz9uXywHSsOHf/UMHBZUB+REgSFhQgOiWstro/u9///OLQknPU8+3sC11CRAgGAGChAUFCHcg2SEoJILKgPwIECQsKEDoA8kOQSERVAbkR4AgYUEBwiis7KAhEfQC4kGAIGFBAaKYBxJ+QSERVAbkR4AgYUUFCDPRwy8oJILKgPwIECSsqABhLazwCwqJoDIgPwIECSsqQFiNN/yCQiKoDMiPAEHCigoQxX4gQO4jQJCweAKEHQmB3EeAIGHxBIg2uuyJDuQ2AgQJiydA1LBhw9xV/owZM/yijNLz0fPS8wtCgADBCBAkLN4A+eGHH6Rx48Zy+umny65du/zijNDz0PPR89LzC5LLAaId5bffPlEK+yugEz1LLV4s0qqVSLlyeS/9/aJFBescEdDkB5XFkPg7UOzFGyDq448/dnVvueUWvygj9Dz0fPS8ipLrAdKz53QZOXKJX0SAZKOVK0UqVxbp10/XE8p79e+fd0zLooJCIqgshsTfgWIvkQBROlxWG+KBAwf6RWmln6/nEe/w4lwPkO3b90rbtv+SNWu+/VEZskyHDiK9e/tHRXr1EunY8dCfg0IiqCyGxN+BYi/RAFH33HOPHHnkkTJixAi/KC30c/Xz9TzilesBoubN2yCdOv1b9u8/tBYYAZKFqlYVWbXKP5p3rFq1Q38OComgshgSfweKvfvvv19KlSola9eu9Yti0v6Gm266yTXi6b4T0c/Tz9XPL6rfI78Okas6DZClS5f6RVkvf0g8++zsyN/RnELLcsno0aPljDPOyJq9ahJSsqTI7t3+Ue30k8gP66E/a0gEvRKU+DtQ7I0ZM0bKly/vVrH985//LN99951fpVDaeOsdgDbK2heR6o51/fr6Ofp5+rnxhseCBQvkwgsvdO876qijpHTp0nLvvffK1q1b/apZK39I7Nt3IBKWb8iHH+YtaZ9rAbJy5Uq57LLL3L9nuXLl3MVE586dZfPmzX7V7FWlCncgyB4aGg899JALkRNPPFFeeeUVv0pM2gehj8B0NFSqNp7Sr6tfXz8n3j6PL7/80gWOLm9Sr149efvtt2XPnj3y2GOPuYanSuSH9OWXXy506fds44fE6tVbpF27kZF/170/KstW27Ztk/vuu89dAJx00kkyatQo2b9/v7sjPf744+XYY4+Vv/zlL5EA3ee/Nfu0bx+7D0T7R6KCQiKoLIbE3wHko4+xrr76and116hRI5kz59CjkCA6CkqH0ur7dFJfYVvKWujX0a+nX1e/fjyjrbQB6du3r2tQKlasKM8995xraPJbv369dOrUyc0fOeecc+Tdd98tUJ5tCguJV19dHGmDZhRalk004IcMGSJVq1aVsmXLyqOPPiq7vcc733zzjXTr1s09iq1Tp07WbIAW07JlIpUq5Y28yj8KS48tX36oXlBIBJXFkPg7gELoFX+DBg1cA3vjjTfKF1984VcplE7m0xnh2uA3a9bMdVx/+23BUUFF0fr6Pn2/fh39ekVNEowaP3681K1b1zUkujeINixBZs+eLeeff777nGuvvVY+++wzv0oozZmzXq65ZrQ89dQs9+fCQkKf8HXrNqFA2VVXjZS7754i69Zty1czvGbNmiW6RL/++3Ts2DFy3uv8KgXoBcYll1zi6v/2t7+VTz75xK8STtqP06dPwWMLF4q0bCmR1Mx7tWihV1QF6wSFRFBZDIm/A4hBr/xeeuklqVy5susjefzxx90joKLoKKfXXnvNLWyoz6c1hLQR0CtE3TFw0qRJbvZ49KV/1uNarvW0vr5P369fJ55RU9ox3jLyw6YNh75vyZIfz4eIRftShg8fLieccIKUKVNGevXqJTt37vSrhYI2/PfcM8WFQufOY92jqkTMnPmptGkzInJ3OTjydz4n8n2G83GPBnn79u3dv+e5554r//3vf/0qgcaOHSunnnqq6/Pq3r17eLci0DuL3/1OIv/hJfKN6g+PXyOtCBAknXY233333e6H8ZRTTpE33njDrxKTPirSuwnd5OnMM8+Uo48+2jUK/kuPa7nW0/r6vnjo3cqdd97pzk3vVHRAgNWOHTukZ8+e7lxq1KiRsSHKhdGG/rnn5sivfvWytG49QqZMKaSDNU579uyPXBjMl8aNh0Su0l+JNLbLCp3Bngk6UOLhhx92fV3Vq1d3d57xDpbw7d27V55++mk55phjXB/J888/H9fFSFpEzk2efFIiV2Z5j6VefDHj4aEIEKTMsmXL5NJLL3UNvi6dvshfViFOenWpfS16l6C/Wh4baUPwYuSHrlLkh0/vjp6M/DBqg5EMa9askSuvvNJ9n9rvMnfuXL9K2mjbOW7cctfQa4P/97/PcwGQDJs3fyd//vN0dzejc0c++ihv1Fam6ErKNWvWdAH+wAMPyPbt2/0qJps2bZKbb77Z3dXqRco777zjV0kvvciJXOxErnokcvWjV0F+jYwhQJByEydOlNNOO831M3Tt2lW+/vprv0pK6WOvs846yzUIv4vc/m/UxwApoA2NNjjROSep+pxYFi7c5Bp2beB1mZJNm3b4VZIi/+c8+GDqPieWefPmSZMmTVxgt23bVlavXu1XSQr9nOhAD71ASNXnxKRrW+l+Ndo3oX0b2lEeMgQI0kJHOvXv31+OO+44qVChgpvN7o90Sja9M7jqqqtcA3DBBRek5c5A73ReeOEFd6ejj0KeeuqppN3pxJL/zqBjxzfScmegdzr6KCt6p6OPuJJ1pxNL/juD+vXry/Tp0/0qKaGPJvURpd7p6CNLfXSZUjqQ49Zb8yYA1q0rMmGCXyM0CBCk1VdffSVdunRxcy10nsaUKVP8KodNf8AffPBB9wP/s5/9TP75z3/6VVJOO2HvuOMO19einbNvvvmmX+Ww6dDUJ54YELm7uleaN/8/16AfOGB7/m+lfS3aua6d7NrZfjh9LbFoAD/zzDMH+yYGDRqU9r4JHSTRu3dvN2jicPtaYtELqul/+5vsqlhRIldaeQsjhnyOCgGCjND5GtFht23atJEVK1b4VRIWxtFROtqrRYsW7vvU4aKJjPYKMnLkSKlVq5abJPfIIy+4CYCZpKO9dLhvgwYDpHXrrjJ//ny/ism4cePcPA19/Hn77bdnfHSU9r9dd9117t/zvPPOc8O6k2Hq1Klu8urxkQur2b//vc5q9auEEgGCjNL1iXSWcHS5EJ09bPHBBx8cnJ9xzTXXyKeffupXySidqBadb6LDj4uabxKLbsUbXWbl8ssvd8t0hMl7730sZ57Z8LCXC9H5GM2bN3ffp/4atvkZOpFUJ5TqEHKdYBrvKEBf/mVW9N81rFtAx0KAIOP0UYx1uZANGza4obz6g3z22WfLzJkz/Sqhof1AunRGdMa7LqkRbz9QYcushFV0uRD9HhNdLkTvMPROIzpDXO9Awkr/j+r/Vf0/qzPe9f+wP+M9Fr1Q6tGjx8FlVvSOMhsRIAiNRJYL0QmKffr0caGjExcHDx4cd+hkml6VaxjoVbquDhsUBvEssxJWiSwXon0a2rehfRza16F9HqkefJAsha25FUs8y6xkEwIEoaPPlfX5st7W6/Nmf97H66+/LieffLL7gdVVdrN1lVxd9ffXv/61+z61gV3lraaqHbU6Yk0b4FtvvdX82CvTilouREdT6agqDVQdZWV97JVp2o+n/Xn6fTZt2vRH67slusxKNiBAEEp+h7iOgNGFGqMd761bt5bl+ReJy2IaDvo9aSD+6U9/cvMPosus6Ev7d3KBv1yIBugVV1zhvked15GsjvdM05GFOsJQHzfqiEMNksNZZiXMCBCEWnS5EG109NHWz3/+c5k8ebJfLatpUGrjoqPGdHl8/T51mRV9LKLHs/UOqzDR5UL00aN+nzq/QtcvyzX6mFHnOumjR/0+q1Wr5pbcSfbQ30wjQJAV9GpVgyRbnv8nIhog2rjqsF8NDv29PkvPtQCJ0lFyd911V8o3Fcs0XZVa5wPl4r+hIkCADMsfIPnlcoAgNxAgQIYRIMhWBAiQYQQIshUBAmQYAYJsRYAAGUaAIFsRIECGESDIVgQIkGEECLIVAQJkGAGCbEWAABlGgCBbESBAhhEgyFYECJBhBAiyFQECZNhoXXU4EhT7vAB5KxIgenw7AYKQIkCADPsyEiCzI0HxgxcgX0cCRI9/T4AgpAgQINMiASKRoBAvQER3ttPjBAhCigABMo0AQZYiQIBMI0CQpQgQINMIEGQpAgTINAIEWYoAATKNAEGWIkCATCNAkKUIECDTCBBkKQIEyDQCBFmKAAEyjQBBliJAgEx76y2RY48V+f77gsenTRMpW1Zkz56Cx4GQIECAMNi1yz+SJ9ZxIAQIEACACQECADAhQAAAJgQIEAaLF4u0aiVSrlzeS3+/aJFfCwgVAgTItJUrRSpXFunXT2TjxrxX//55x7QMCCkCBMi0Dh1Eevf2j4r06iXSsaN/FAgNAgTItKpVRVat8o/mHatWzT8KhAYBAmRayZIiu3f7R/PmgJQq5R8FQoMAATKtShXuQJCVCBAg09q3j90Hov0jQEgRIECmLVsmUqlS3sir/KOw9Njy5X5tIDQIECAMFi4Uadkyb/FEfbVoIfLRR34tIFQIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wM1h1KFd7GWswAAAABJRU5ErkJggg==)
PN: 8660-1-0Q
CAS: 1449134-30-8
Molecule Weight: 305.18
Formula: C16H24BNO4
PN: 8H60-1-AG
CAS: 1509932-25-5
Molecule Weight: 319.21
Formula: C17H26BNO4
PN: 8H60-1-P4
CAS: 400727-57-3
Molecule Weight: 275.16
Formula: C15H22BNO3
![N-[2-(Morpholin-4-yl)ethyl]-4-(tetramethyl-1,3,2-dioxaborolan-2-yl)benzamide](data:image/png;base64,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)
PN: 8H60-1-A8
CAS: 787591-39-3
Molecule Weight: 360.26
Formula: C19H29BN2O4
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900