![3-(Acetyloxy)-6-bromo-5-hydroxy-10,13-dimethylperhydrocyclopenta[a]phenanthren-17-yl benzoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1eAAANXgGR1v1qAAAD2HpUWHRtb2xTb3VyY2UAAHichZfbbuM2EIZfhdB1TfF8CGIv0iyKFthFgWYL9K5gZCVrIJIWsnN6+/4j7WZjWjVjG5So/5shZ4YUc/nhpXtgT+243w39upJcVKztm2G76+/X1d9ffluF6sPmsoEIwn6/rr4eDt8u6vr5+Zk3X9suvQw9b4aump9fvOx3R5pnzYfxvlZCyPqfz59uJma16/eH1DctqP3uYj91fhqadJhG8T8u6i6NT7u+nuV1Nz7N1v5Vgr6Cv+y31c+5XOPZFVB2t3to2d0wdunAnpTg+Ipf2H3bt2M6tFt2+4puzQ3mvrn8/HFoHru2P+CSLOya9HBzGB8bdHTDQ9s8whgu/vi4rjpZsXS7vzm0YzusK6haWEiHobsax/TK6Ip0SbKkWNIsGZYsS44lz1JgKbIkBX54LiGQUEhIJDQSIgmVhExCp6BTZAc6BZ2CTkGnoFPQKegUdBo6DZ0mh9Bpg4Q+tDSjL6/fWoSFXbM/8bkufn4dJ+nP39sHaVPraqW5196wleJKYcwriTZ4al0Miq0ElwFjFVwbEZnkwbrIFA8mOqa59hiv4dpZhybgjzluhAnMcx29ZYELFzWaqJ1nEUrjqTMKCWXwRjPLtQ2acG0l2ZRRwoOPlhxp5Qy5FQiG4EEKCyshIJwwJhBhz713gknUhJlcOEeE4E7iqVRcai+p9RLjkRJypSv2SpN3XJJoZTEfGF55LqQPbIUZRSQKrVRILILjPBKE1pBLBM36EOleauIwaOEjBS3YOAXRhjAF1Ts7BVMHIeg+SDvZVxFzhV9pER26l2byZ4JV1B+1hh+HOjeOxuUsigL9QnlN/caTXQs75Af+YoxTsry2iJNAYhA1YZA6DNohL5q7YChnxhuBTgETFFEtPQq+fqv4zeXt0G/fXbLddl3d0jKB5K/2bq++r4aKDeO2HbHjkAGSvgfUMUCl/AaoJUCfAOa8B3MM0Lo8D9hjgFbxecAdA7TmzwP+GKAd4jwQjgHaT84D8QSQ4jxBz49SN+1WBSZP97S7FZgs4/NuWGCypM+7Z4ExC0wh8zJL/bw7F5gs+/NuXmCyAph3/wITFuZTYrIymN8whQW5VAclJq+D6S1WYPKVP731Cky++Ke3ZIHJ6mB6o5b82FOmEGrlFtwclyiJ5wPE5vfZwPe7BWt+wVqheFU42beKSF4f0ynjPKOz+phPJQUmq4/5FFPY5/P6IKZQhzqvj+mU9MZcLTJZfcynqgKT1cd8CiswWYHMp7YCk5XBj1PeWSYsxGCRqd+9wesfB15cnhyG63cn5Rr/H2z+A+VodW9feec7AAA7iElEQVR4Xu3dB5QUVdrG8TUsStBPF0EEMbEKBkDFAIZFDAiogFnEAAYMgC4GTAgGBFREMCAoJgQRMWIAzBHDugpmEQMgKygYMMf3m+eOPQ7X6WbmToeq6v/vnD5K3Z6ehpmup+qG9/7NAAAI8Df/AAAAlUGAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAFkyc+ZMO/fcc+3RRx+1jz76yG9OHAIEALLgq6++sgYNGthKK61kf/vb39xj1VVXtaZNm1qnTp2sb9++NnLkSHvggQfs7bfftp9++sl/idghQACgmn7//Xfr2rWrrb322jZ37lx7//33bfr06XbttdfaaaedZl26dLGtttrKatasWRYuejRu3Nh23313O/74423YsGE2ZcoUe/XVV+3rr7/2v0UkESAAUE1Dhw61lVde2d1drMjChQvtmWeesRtvvNF1dx166KG23XbbufApHy716tWz1q1bW/fu3W3QoEF22223uS6yxYsX+y9ZMAQIAFTD448/bqussooNGDDAb6qypUuX2ssvv2yTJk2ywYMHW48ePWyXXXax9dZbb7lwWWONNWzrrbe2Aw880Pr3729jx461xx57zObNm+e/ZE4RIAAQaMGCBVa/fn1r3769/fbbb35zVn333Xf2+uuv27333mvDhw+3k046yX3fJk2aLBcuGnepW7eu/fzzz/5LZB0BAgABNAjepk0b22CDDWzJkiV+c179+uuvNmfOHJs2bZqdd955Lkg0npJrBAgABOjTp4+tttpqrsspanbddVfbY489/MNZR4AAQBVNmDDBXeWPGTPGb4oEvT9NJ9ZdSS4RIABQBW+88YbVrl3bjj76aL+pSjTgrcWGb731lvtvNgfAf/zxR1tnnXXs9NNP95uyigABgErSYsHNNtvMzYD6/vvv/ea0NHX3lltucaHTvHlzW3311Zcb+E49dFztep6er68LdcYZZ7jB9B9++MFvyhoCBAAqwV8suCIa2J48ebLttddebo2IupRatWrlxk6uuuoqN+D95JNPlj30Zx1Xu56n5+vr9PV6Hb1eVWgxo15j/PjxflPWECAAUAlaKV7ZxYI6aW+66aburqJt27Z200032RdffOE/LSM9X1+nr9fr6PWqGgYKn5133tk/nDUECACswBNPPOEWC2qKbCbvvvuu/etf/3In/P3339+VJckGvY5eT6+r19f3qYy7777bfY3Wj+QCAQIAGXzyySdusaCu5jMtFrz11lutTp06rniiAicX9Lp6fX0ffb8V+eWXX6xhw4Z28skn+01ZQYAAQBpazZ1aLPj555/7zWXOOussd6Xfs2dPt2I8l/T6+j76fvq+K3L++efbmmuuad9++63fVG0ECACkkVos+NJLL/lNZVRJV2MjKtWeT/p++r76/pnMnz/fdb9df/31flO1ESAAUIGJEye6q/zrrrvObyqjOwCdxKs6uJ0t+r76/iu6E9lvv/1s22239Q9XGwECAJ7UYsGjjjrKbyqjMQgFTL7vPHz6/nofmcZEHnroIfecTHdSIQgQAChHmzlpsWDLli3TLhbULCgFjMYiokDvQ+8n3ewsDf5vvPHGWX+/BAgA/EGLBTVddq211kq7WFDP0VTaZs2a5XzAvLL0PvR+9L70/ioyZMgQq1Wrln355Zd+UzACBAD+cOmll7oxhalTp/pNZbQzoLqDcjVVN5Tej96X3l9FFi1aZDVq1LBRo0b5TcEIEAAooXIi2oxJ28ymo3IiWhF+wAEH+E2RoPel95eu7MkhhxxiW2yxhX84GAECoOhpseC6665re+65Z8bFgnfccYerL5WtFebZpvel96f3WZHUXcrTTz/tNwUhQAAUNS0W3Gmnnaxx48YZFwuKVqPvtttu/uFI0fvT+6yIxke0kv2www7zm4IQIACKWt++fd1iwRdffNFvWo5Kq2tB3o033ug3RYren95nulLwI0aMcH/fxYsX+01VRoAAKFq3336769IZPXq03/QX2p9DJ+aqVtXNN70/vU+934qovWbNmq66cHURIACK0k8//eTGC9J19/i0yVMuVnPngt5nph0T1bbJJpuknfJbWQQIgKK1+eabW4cOHfzDFdJOgb179/YPR5Lep95vOi+88IK785o+fbrfVCUECICilRov0J7kmWhmlrab1Y6BcaD3qfebaUaZtuXVDovVQYAAKFpawa1V55nWfsinn37qrtgrsxthFOh96v3qfaejIpFa97JgwQK/qdIIEABFTbOwGjRo4KbzpjNnzpysrp/INb1PvV+973SWLVtma6yxhg0aNMhvqjQCBEBRe+utt9xg+uTJk/2mMrNnz3Yn5JdfftlviiS9T71fve9MTjzxRFt//fXdzoUhCBAARU9FCNu1a+cfLpPEOxCZNWuWe969997rN1UKAQKg6Gk9iO5C0pVDT+IYSIq27N177739w5VCgAAoeloTUq9ePevXr5/f5CRxFlaKFhyqAvEHH3zgN60QAQIAJfr372//+Mc/7IcffvCbnCStAylPM9FU2iRkSi8BAgAltIGUrsTTbQ2bpJXo5V100UWu+y7T3u/pECAA8If27du7MYGKJKUWVnkzZsxwz73wwgv9pkohQADgD/fcc48bfNbsJF9SqvGmzJs3z+rWrWudOnWq1FhJRQgQAPiD1kM0atTIrY+oSNz3A0n58ccfbfvtt7eNN964WndUBAgAlKOV2Vqh/c033/hNsd+RMKVXr16upHt1/x4ECACUo9pQqhE1ZswYvyn2e6LLzTff7LrpstEVR4AAgKdLly62zTbb+Ied2267zZ2Atb94lKT2O9f7S+e1115zdx7HHXec3xSEAAEAz7Rp09zJuKJtbrUJk0qfNGvWzK2hiAK9D70fva90m0RprEObSLVq1SrtWpeqIkAAwKNZSRpg7tGjh9/kqORJ7dq1rWfPnn5TQeh96P2kK8WiUNl3333drKsV7X1SFQQIAFRg6NChrrsn3SwlLTjUXcrIkSP9przS99f7SLcAUi6++GK3SFJ3VtlEgABABRYvXuxKfFx55ZV+U5mzzjrLnZjHjx/vN+WFvq++v95HOo888ohbF3LBBRf4TdVGgABAGocddpgbW8jk+OOPdyfxfN+J6Pvp++r7p6PFguuss4517NgxeLFgJgQIAKTx1FNPue6hJ5980m9aju4A9DyNReR6YF2vr++j75fpzkOLBXfYYQc3lrN06VK/OSsIEADIYPPNN7dDDz3UP/wXGoOoU6eONW3aNGdTfPW6en19n0xjHnLCCSe4ku7//e9//aasIUAAIAN1FdWoUcONiayIZkFpKq3uDvbff/9qr/RO0evo9fS6ev10s61SVEhRzx03bpzflFUECABkoFlYtWrVsiFDhvhNaWlwWyvCdRJv27at3XTTTWlnc6Wj5+vr9PV6Hb1eZQbrVQhSs8eOPfZYvynrCBAAWAGtB9FYQlUGolVOZPLkya6woQa7VaNKi/j69OnjdgzUlFqNraQe+rOOq13P0/P1dfp6vU6m8iQpX375pTVp0iSriwUzIUAAYAVeeukldxfw8MMP+02VotLq6lbSJk/aKVBjE3o9/6Hjatfz9PwVlWQvT4sF99tvP7erYjYXC2ZCgABAJWiXv86dO/uHg2mKrU70b731lvuv/lwdgwcPdncsoSEXggABgEoYO3asq9I7f/58v6ngcrlYMBMCBAAqQfuDrLnmmjZw4EC/qaAUaLlcLJgJAQIAlZSaWaX/dujQwXr37m0jRoyw++67z9544w37/vvv/S/JqdRiwY022ihniwUzIUAAoBKmTp1aNivqjDPOcOsyWrZs6Rb1lR8Ib9iwoe26665uGq2m/moG1SuvvOJmSGWbtt7VwLtevxAIEABYgblz59paa63lQqOi/TYWLVpkzz//vFsdPmDAAOvWrZu7M1D59PLhohlS2otcNbbOO+88tzvgc889Z59++qn/kiuUqgZ8ww03+E15Q4AAQAbqltKdxmabbWZff/2137xCuvNQOZE777zTlYjXboBaHNioUaPlwkX7ebRo0cKF1Omnn26jR4+2GTNmuPDyzZ49O2+LBTMhQAAgg6OOOsqd3DXGkW1a7Pfmm2/a/fff78rGaxGhBsMVVppVlQoX/b+Oqa1Xr15Wv359N604H4sFMyFAACCN6667zp3AJ06c6Dflhe4+dBeiuxHdlXTt2tUFie4+KrozyTcCBAAqoNXn2lBKdwWoGAECAJ7PP//cNthgA2vTpo39/PPPfjP+QIAAQDlajKepuhpn+OSTT/xmlEOAAEA5ml6rQetcbQqVJAQIAPzhgQcecIsFhw0b5jehAgQIAFjpjKe111477WJB/BUBAqDoabHg1ltvHbxYsFgRIACKnjZwytViwSQjQAAUtTFjxrjFghMmTPCbsAIECICi9fLLL7NYsBoIEABFacmSJWWLBX/66Se/GZVAgAAoOlos2L59e7dYcMGCBX4zKokAAZBdGoju2NGsTp3Sh/7/9df9ZxWU9uzQYsHHH3/cb0IVECAAsuf9983q1TO74gozbZKkx4gRpcfUVp7aCrDegsWC2UOAAMie7t3NBg3yj5oNHGh2xBF//ll3JH8rOf2UnMht003NOnQw6927NGzuu6/0LiYH+4t/8MEHbrGgyqKzWLD6CBAA2bPuulrS7R8tPdagwfLHnnlGG26YnXGG2f77m7VsWdrlpWBJPRo2NNt1VzPtvDdkiL1Wjf3FU4sFNy0JrK+++spvRgACBED2rLKKttnzj5beTay6qn+0YosWmT3/vDb91mCFWbduZjvsYL/XrWvdq7G/eI8ePaxWrVolNz/RGo+JMwIEQPbUr1/5O5AA3wTuL969e3cWC+YAAQIge3S3kG4MROMjOVR+f/ERI0aU7S+utR4Kj913393/ElQTAQIge95912yddUoHw8vPwtKx997783nqpspD0UItFtxwww2tdevWLBbMAQIEQHbNnl06q6p27dLH3nubzZr1Z/uPP5rVqFE6SK7pvTvuaHb44aV3KbfdZjZzptnixX8+vxq23HJLN1bCYsHcIEAA5N/bb5vdcYfZJZeY9exptssuZuutt/wMrDXWMNt6a7MDDzTr399mjxljjz76qH388cf+q6W1Rslr7LPPPv5hZAkBAiA6vvuudI3IvfeaDR9udtJJpXcw//ynnb3SSmWD5H//+9+tWbNmLhxOOeUUGzVqlD344IP2zjvvLNdVNXjwYDegzrTd3CBAAMTC77/9ZnPmzLFp06bZNddcY/369bPOnTu7bqqaNWsuNwurcePGtscee9gRRxzhSpaodAmyjwABkAgLFy60p59+2saNG2fnnHOOHXLIIdaqVSt3t7KOBvGRdQQIgERTwUTdlTyjle/IKgIEQKKp5lXTpk3tcM30QlYRIAAS74orrnA7D37++ed+E6qBAAGQeEuXLrXVV1/dLrvsMr8J1UCAACgKRx55pDVp0oQy7llEgAAoCs8//7wbTJ8xY4bfhEAECICikarQi+wgQAAUjSmjR9tZq65qPy5c6DchAAECoGj8tmxZ6a6HF17oNyEAAQKguPTqZda4sdmvv/otqCICBEBxefXV0mq/99/vt6CKCBAAxUd7kGjPElQLAQKg+Nx0k9nKK5t9+KHfgiogQAAUn++/N1t7bbOzz/ZbUAUECIDidOqpZuuua8Ze6cEIEADFSdvqrrRS6da6CEKAACheu+1W+kAQAgRA8Zo0qfQu5J13/BZUAgECIC/eKTlJH3DAAfaPf/zD1lhjDdt5553toYceKmtXocN0MrVVi8Y/6tdnMD1Qjn4qAPCnOXPm2LrrrmvDhw+3efPm2ddff+32L997773LnpMpJDK1Vdsjj5jNnOkfRSXk8KcCAKW0nezgwYP9w8vJFBKZ2lA4/FQA5JzuPj744AP/8HIyhUSmNhQOPxUAObfqqqvaDz/84B9ejkIi0wPRw08FQM5l6w7khhtusPXWW8822GADmzJlivesanjjDbOOHUtLveuh/3/9df9Z8KT/iQFAlmgMZMiQIf7h5VQmQE455RRbvHixPfnkk7bOOut4zwr0/vtm9eqZXXGF2aeflj5GjCg9pjaklf4nBgBZollYDRo0KDkvj7AFCxa4WVjPPPOMdShXEbcyAZLy7LPP2hZbbLHcsWDdu5sNGuQfNRs40OyII/yjKCf9TwxALM2fP9+mTp1qw4YNs0MOOcTWXnttO++88/yn5d3bb7/t9iNfa6213DqQXXbZxR5++OGydj8kyivfpv9fffXV7RFNv80G1cOaO9c/WnqsJPSQXvqfGIBIW7Zsmb300ks2evRo69Onjzsh6+ScGnTW/++6667WsmVL+/vf/25PPfWU/xKx9Pvvv9sTTzxhG220kd8UZpVVzCoa4FfF3lVX9Y+iHAIEiAFdvd911112/vnnW9euXa1JkyZlQbFKyQmwefPm7m7j0ksvtQceeMB1E6X88ssvtueee1rdunXt/Zj36V9wwQUuOKdPn+4G5rNCK9G5AwlCgAARsmTJEnv88cdt5MiRduyxx1qrVq2sVq1aZWFRv+Rk17FjRzv99NNt/Pjx9tprr9lPlShH/uWXX1qzZs2sadOm9sUXX/jNOfXuu+/aq9pGNgs0hqIuOQXo/dnakrZbt/RjIBofQVoECFAAOunPmjXLJkyY4MKgU6dO7oo6FRQ1a9Z04XHMMcfYlVdeaY8++qgLl+qYW3JFrbuQPfbYw92V5IO6m7baais3CyuySgLONKNLM6/Kz8LSsffe85+NcggQIMc++eQTe/DBB+2yyy6zww47zHU3aWFdKiw22WQT69KlixvoVjfVW2+95b9E1qj+VI0aNaxXr15+U07ce++97u/4/PPP+03RMnt26R7ptWuXPlSjqyTgkRkBAuSQrvhTQfF///d/rgKtBryvvfZae+GFF1x/fr7dfPPN7v2oOyjXdBfVrl07/zASggABckQzpHSivvjii+3jjz/2mwvqrLPOcoPvujPKlWnTprm/v8Z0Iqnk/Vmex4OShgBB4kRl34m+fftao0aN7LfffvObCk7vSWsy9O/zeo5KdujffaeddvIPR4M2ktLPutw6FFRd9j4tQAREZd8JDVJrxtQZZ5zhN0XGd999Z9tss41tuOGGtmjRIr+5WrROQ/+W5YM7Mt58s3Sc48gj/RZUUXY+LUBERGXfCXUN6bVma3A2wjTA37BhQ2vduvUKq+VWxe677+7GPyKn5ILCmjY1a9GidKEgqiU7nxYgIrJV9bW6NNuqhU5SMfDKK6+4tSZ6z5p2W10zZ850/4733HOP31R4Bx5ottZaFEnMkux8WoCIiMK+E+o20zoOTduNC00fXnnllW1QRQvqqkhrWrT2IxthlFWXX2620kpm993ntyBQ9T8tQIRk6w6kOvtOaJqsZjipeyhOVG59pZIT7O233+43Vdp///vfar9GTqgOmOpanXOO34JqSP9JAmIoCvtOqP9fq73j6KijjnJ3Ty+++KLfVCma/bbpppvar7/+6jcVzsKFpRV39TOJ0vtKgPSfJCCGCr3vhL6nuoJ0FxJHKrGiCr66k9Mstqp488033d/9pptu8psK5+efNZ/YrHFjs88+81tRTek/SUBMFXLfCVXD1YB0IVaYZ8vnn3/uyqtoEkBV/h66+1OJ9Z910o6KU081q1HD7IUX/BZkQfpPElANWsy3dOlS/3CshOw7oTpXms0UdwphBfA+++xTqYWQuvPTuI/2JomK+ydNsktLLgJ+vvZavwlZQoCgWr766it77rnn7JprrrGTTz7ZrSfQVb+u3jUIrcVqcRSy74Sq6+rvHcnFcwFmzJjhZrX9+9//9pv+QlWDtZ7kxx9/9JsKQgUp69SpY0ewJW1OESCoFF2Fqo/7zjvvtLPPPts6d+7sVjCnpr6qwqt2vuvevbtbBa5AUZBoUDVy0zkrIWTfCa061+rzfJVKzwcVfdTPd8yYMX5TGdX50o6H+SjOWBkKfu17orvBuF7AxAUBgr/47LPP3JW3TghHH320K3ehsYBUWKi+07777mtnnnmmTZo0ydVSquikqZ3x1K2hwMmXSy65xF0555sCVlfgmr2VNKrppYB47LHH/CbnpJNOcsEZlZP1gQce6Cofx333xTggQIqYFtxppzjNGOrXr5+1b9/e6tWrVxYU6gLYfvvt7YQTTrCrrrrK7ald1d3srrjiCvdat956q9+UdZ9++qnrchk3bpzflHPa8El/z5dfftlvij1NydUuiLoj0+6C5S1cuNBdXAwdOnS544Wiu1+tQ7mPxYJ5QYAUiY8++sh1xWiNxMEHH2xbbrmlm3KZCovNNtvMdTep718lKN7L4k5sxx9/vK222mpuOm0u6Y5JJzNt35pvWj+hbpOk0nRorS7/5z//udzkCF14KFjUXmi6wNEFRD7veIsdAZJAWg2sK8LevXu7ctq6nU8FhT7sbdu2dV0tY8eOdVfM3377rf8SWaVpnVpcpwV5K1olXh3bbrut677IN3XdaLxH+34kmS5C1FWl3x+tF1FXZ+3atbNS/qS6dCek9T/6PYvUIsaEI0ASSLOGdHehefzdunVzNZlUHVYfskJR15fucjbffHM3cyvbNOtGAaktVPNt4sSJrtvkww8/9JsSR1vT6i6vZ8+eds4557jgLPR0bV2gaK3P+uuv70IN+UOAJIy6nnQi1WypqNFaAW3ytNdee1U46F4dOplp+1hdGeebxgd0AisWEyZMcIGpgXVdoKjci2bo6Q4l9cjnz0HTjDULUFsEI78IkIQ5//zz3QKwqMzH9+lkow+7Zu5ki6YJq+hhNl+zsrQRk/rd1R1YTDTek+oWrcxDU761IFMPjaPstttuZQ8FcI8ePcoe6l7VWFzqoQkct9xyS9lDW+Xq90gPXTjo9TVtHPlHgCSITqQqQaFB6yjTLCl96EeNGuU3BdHgqV5P3Sv5NnLkSDdBoKqz0+Ju6623dmXbdbehO8vUCV0PlY0pf8LXz7l8IPTp02e5wNBukeUDRb/DqbBp3LjxX8LIfyicUBgESIKo8J8+UNrCNeq06E5rRHQ1WV3HHXecW/BXiAWL2223nZu9VkzeeOMN93s2depUvynnNPW8fFfZnnvuaW3atPGfhjwhQBJE6zV0NVaIE2lVaeFdly5dbM0113T956F0QlGX3cCBA/2mnFO9L51II7nzXg6dddZZbkZdFIomqvKvLkRUABL5R4AkhAYtNUB97rnn+k2RpenD6gpRV0Xo7BlNFtCArrpR8k3/1vo3j+p4Uy4o+NWtpCniUaDFo/r5a2Af+UeAJISugnU1rCqqcTJ//nxXdFHrVUJOxKrJteOOO/qHc053eQo+3fUVE1Un1u9ZlGY8tWrVypWSR/4RIAmhfnh9kOJIixm1C54KMVbFkiVL3Iyuq6++2m/KOY0z6USqcadiovUf2nEwSjTzUFO4WUCYfwRIAmgGkGYCaUZQXKW6oi666CK/KS1VitVahEL0f2um28YbbxyL8aZs+f77792YlWZSRYnuhhTmM2fO9JuQYwRIAmgNgtYiaE1CnKkUiEJk8uTJflOFNPtGVYHzTV1tKgkzYMAAvynR7rjjDvfzmTt3rt9UUBqX0aB+sf08ooAASQDtYa3FWEmgDYDUnfXSSy/5TctRqe6qhE023XXXXe6K169Mm3QKa41VRZG6P1ULDflFgMSc5sLrRKp6TEmgq/udd97ZDaxrgD0ddaOoO0XTePOta9eutsMOO/iHE02z5NRdGKUta8tL1SP73//+5zchhwiQmFO3jwraRWUzn2zQyUrjC5ri+8033/jNjsphaBvVfNEArRbQaWc+FaqMyu57+aKJCpqwoIkLUaT3pfUgWheC/CFAYk41ibQXRdJocaHuMDRNV33c5WmwVF1ImlKaC4sXL3blOLQZ1pFHHumCTJMUypfPOPTQQ/0vSzRNldbCzyhT99pBBx3kH0YOESAxpumvOpk98sgjflMiqMyJripPP/305Y6ffPLJbjGbHyxVpVlF2jvlxhtvdBVdVRZDg7GpkNCOjOqqOvHEE11BP22Ipc2qxo8f79ovv/xy/yUTSRWe1T00ZcoUvylSdDeuvW+isEK+WBAgMaaqpdqHO8nz33Xi1sn6hhtucH/WyUEneZXTqArt1aFtTgcPHuyuUrfYYgt3UkyFRbNmzdxaGk0j1p4iK9pPW6vQ1ZWlXR6TLlXhuRDjTVWhiwH9LFXQEflBgMSU9tPQ7nD+1XkS6Y5DA7jqstIJWycJjUdURJtVqSqvynvr61q3bu26wlJBodIj7dq1s1NPPdWF0n/+85+g8SOt/1AQ6S7ltdde85sTI1XhWQUro07vVZMv+vfv7zchRwiQmHrooYfcCXHWrFl+U+LoDqt9+/bu5N+hQwfbZpttXPeVxkm0AFF7YGusRIUkU0GhwGnZsqUrcaGuJv17qW5SNqkLTNV41Z2W1Nk/zz33nPv3VMn8ONDECu3djvwgQGJKO8E1b97cP5xYurNQCQ2dzHSVqW1VU2Ghbrx99tnHzjzzTLv99ttt9uzZWd/xMB0Fh7ZS1ViJAiVpNP4TlwrPonEa/U7MmzfPb0IOECAxtGzZMqtVq5ZdeumlflOipXaf23///d0mRboqjsJGTurCql27th1yyCGxOdFWRhwrPOtCQ3ef1113nd+EHCBAYki7vGkAd8GCBX5Tomm3OnVlRZEG3vUzSVI5Df2dFNhxq/Cs35P99tvPP4wcIEBiaI899rDdd9/dP5xo6pLQCVpTaKNKd4RJ2pviwAMPjGWF58suu8zdEYZsD4CqIUBi5pNPPinKFbdDhgxxJ4V0K9OjQuXONT5TiP3ZsylV4fnKK6/0myJPkyt05zRjxgy/CVlGgMSMrq5UbPDrr7/2mxJN6zaqul9IIWjcoG3btlavXj1Xpyyurr/+elfhOdsz1/JFA/+aqo3cIkBipkWLFkVXRiO1QEwr0+Ng6dKlrlbXlltuGdugV4VnTZmOK80ei9rGV0lEgMSIpqfqRPrggw/6TYnWr18/a9CgQaxW3KvUu/YM0Uk4Tu9bUhWe4zyWM3XqVPdZmTNnjt+ELCJAYkTrHNQ1kq81DlGgk6/CQ7Wq4uaxxx5zU0r79u3rN0Wayr1ohf23337rN8WG3rvGojTdG7lDgMSEVl43atQodiej6po+fbq7klQ3Vhxpt0i9f22/GxeqC6YqxHGnKd977723fxhZRIDEhK5mdSJa0U59SaMdCjWAHme6e9KAdBxmBak2mH7PklDheeTIke4uJM53UlFHgMTE0UcfbZtttpl/ONE0ZVdTdzWFN85096hSK6poG/VFeZq5lJQKzxr/UBhqPAS5QYBE1MKFC91guabtqkSGBjWLbbMcLRrU4sEk1DVS+RnNoFNl288//9xvjgSNra277rqJqvCsmViakYXcIEAKTLfX2hhKfeXa30NrCDR7J1UoUBvkaKc11STSFeyK9qlIEvVh698jKRSEOkHvsssukVwlrV0Y9TuXpPL0uqPSmhDkBgGSifac6NjRrE6d0of+//XX/WdV3nvvmd1zj9kFF9gD++/vuqRSQaErba0bOPjgg12Xjfa9+Pjjj8u+VDvhbb755m4L2ygUEMw1VbnVivvURlJJ8eKLL7qFoFHYhlj7oLzyyis2btw4d6LVxYpmXyVpRz+NO+nzpdXpyD4CJB1d6derZ3bFFWZajavHiBGlx1Z0F6ATvPZP0BTCXr3Mtt/erHbtkn/tv5U+Sl7j2ZKr67P79bObb77ZXn311Urt9jZ37ly3G59qYSV9Kq/2I9cAqKqrJs2kSZNcl2Q+x3b0u6PiiNpxUTWudDGSunjRQxMVdHGiwX7d8apkThLoTk/jaOoKRvYRIOmobMagQf5Rs4EDNTXozz8vWqQzghZpmO27r1nDhn8GRckJ0LbZRiPgpeEzfbrZZ5/9+bUBtC93jRo1SnKpl9+UKNo0KsljPheU3IXqrvOuu+7ym6pFd6rPPvusXX311XbSSSe5fUrWWGONsqCoW7euuwDRzDDtBa87kPL7mGiWnzbIUlebdoCMu7feest1/W6wwQZ+E7KAAEmn5ANUctnmHy091qDBn38++ODSsFA/a+fOZmefbXbnnaropuk3fz4vi3TXopPBCIVSAqWK4SV5v3HtG3LYYYe5fV10Eq8qzZLStr6TJ092+8OrfLlO/Kmg0EXG1ltv7aZBDx8+3I1vLF682H+ZCmmQf88993R3I3Hdc0Yz33TXoYKQ6iqOSxmcuCFA0lllFbOKupV0tVbywVruzwXoZtFJQ2MEDzzwgN8Ue9qiVlfKSeqLr4i6LbVnu6bNZuoy0olfJ0B162nsRMGgE2MqLLQj4r4ld7/aC/yOO+6w119/vdrTcPX15513nutq0wZecarppYkm6obT50PVG6I4YSEpCJB06tev3B1IgegKSx9sdU+oRlZS6MpcV9Inn3yy35RIixYtcrOE1GW3ZMkSt+JepfpV/0t3ARrzSgWFBrjVJaVpqVdddZU9/fTTrssql7SGQl1AuorXHU+U6XdH/y4a81Axy7iX1I8DAiSdbt3Sj4FEpKy4ZtFsu+22rn9XJ6IkePLJJ93JcubMmX5TYumOQVfL5Qe1VU7kgAMOsAsvvNANfhdy+rYG4Fu2bOlOzBMnTvSbI0EzFrXJmu6YVO5Hnw3kHgGSzrvvWsnlX+ngd/lZWDqm6bgRoa4P1cjacccdKzWTK+qOOeYYd/VYTHSy04wzbcWqUiJRPPlpoF3VEBRuffr0iVT3oqZ6r7nmmu5O7vHHH/ebkUMESCbqGtKeCJqCq4cKs82a5T+r4NTtocFYDcrqNj6uFIBaizCooju/BNNVva6cP/zwQ78pcq677jo3/tKmTZuM4zb5oGoNnTp1cqF23HHHxWqcJikIkIS4++673bTQOJ98NaNIJ9JCdtcUQseOHd3q9LhQ5QR1m9avX79gU30VuqrYoAkIDz30kN+MPCFAEkQL03QCvv322/2mWNBUVM1KKiYau9J02TFjxvhNkaapvnvttZd778OGDfObc+azzz5zY0O66zj88MOLoipDlBEgCaNpnupPf+GFF/ymSNMJSZsvxWnfjGxQyXF1CcXxRKiZgKmpvl27ds15F5LusrWhmu589P8oPAIkHW0bG6GBwsr66aef3H7WWklcvpZW1F1zzTVu8VtUK9XmynbbbeemY8eZ1iJpqq8q3+Ziqq/CVXcbuuvQ3YfuQhANBEhFXnyxdHV5wArhKNBJWGXDmzdv7sqIx4G6rjprJX8Reeedd9xJ8R4V2Iy5Dz74wC1w1FTfbO6lrvENjXNovCOqU4iLGQFSkd69zdZfP2elSPJBGxfpqlCzVKq7KjnXtPGPukHuVAmYIqLuH5XpT8pK6fJTfXuXfIaqM9VX3WGaWaXX0u+wZlwheggQn37ptdajf3+/JXa0LakGOVU4L8oGDhzopu8mYR1LZWm69UYbbWQnnHCC3xR7mhBQnam+WsuhNR1a25G0cv5JQ4D4tP2luq+qs+9HhIwePdpdxUV5lk+TJk3s2GOP9Q8nmsqQ6OeiyrlJVH6qb2UX92kBpRYp6m5Uq8rjNIZXrAgQ3yGHmLVs6R+NNe10qBlOjz32mN9UcLpL0olUJUyKyfHHH28bb7xxrBd+rojG4rSrpMq0DB061G9ejupWqQKBxlBUij7J/y5JQoCUp6q6NWuaDR/ut8SaxkC0WE0DkRq4LRR9b02/VJeVZh7phKHw0BVnSFdHXGnMQz+LAQMG+E2Jo6m++ntqkWuXLl3+MtVX/xZnnHGGCxlV0C22RaRxR4CUd+ONpWXcEzhgpw/uVltt5U7aqvqaS0uXLnUrlEeNGuWutDVVVVeWqUKB6tbo0KGDnXbaaW6/CVWcbdWqVSRrQOWCNpHSv8O7qrdWJB588MGyqb4qHimq+6WdELVu6fLLL3dhg3ghQMpr185sr738o4nx0UcfuZN327Zt3XqR6tIsG5WS1/RKXUXus88+tt5665UFhfb+VrXgnj172pVXXum6qypa56HXUFl6zfEvhq4LLbpTWfZiU36qr+5ANcFDFxfaNRDxRICkzJ9vJffZZrfe6rckivqadcXXo0cPvykjTaPUVaSuFLt162YtWrRw4yqpsNCMInVRnHvuuTZlyhR3UsgUBuqyKj99VYvR1I2hzaSSTHdnWjCpfSuKkab6avMr/c6oVP0vv/ziPwUxQoCkaJBPFXe/+cZvSZxU9deKtiv99ttvXdfC2LFj3eC7SoxrrUIqKDS1Un3VmuevsiPat8Pv114RjcmoO03jANrbPdV1oR339D1uTXCIq5qtrrwru71sUuV6IyzkBwGSsuWWZocf7h9NrPPPP98NbGpr3AsuuMB1HzVt2rQsKBQwW5b8mxx00EGuSKP2J1cXWLao/1+Dqwqj8jRmojUEzzzzzHLHk2LnnXd2XX1AEhAgJT589VUbXnLS/PLhh/2mxFL30vbbb+/CQoPYqqyqbVRvvvlmt79IoRb1aVxFawD0ntRnniT6+yiYJ02a5DcBsUSAlNBsIBUf/LUI+2PnzZvnH8opdZGtiIrnaQ/uzTff3L7S1OqEUJ+/ugA1DgAkQdEHiPrjNXPo1FNP9ZuQZRqI12wr3WHoTuebDONNqo+lsRfdGSVloFWhWNXJC0CUFX2AzJgxw3XjvBLTyrtxosBQcChANP6iab7aUCkdrU7XjKWTTjrJb4qdF1980f2eRbEaABCq6APkyCOPdF0lyC9N49Wsq0xTfWXcuHHuxKtFiXGmGk/rr78+i+WQKEUdIOqPr1Onjl1yySV+EyIkVepi2rRpflMsaGKAdtLrn4AKz0B5RR0gt912m5sVQ9XPHJsxw2yjjezTAQPsy4DyHbpq1yJFDUC/+eabfnPkaZGk7qJSJTyApCjqANl7773tX//6l38Y2fbaa2a9epmtvXZpqfztt7eFo0bZj1WYYaW7RZXB0Ir3uG1peuihh1rLhFV4BqRoAyS1C96wYcP8JuSKSpfcfbeZ9gBfbbXSYKmC+fPnuxlzWnwYl138tEpfkwVUAgZImqINEAWHAkQlNTJNJ0WOfPGFWcD0XG1UpBNy9+7d/aZIuummm9z4TTGVq0fxKNoAUZVYrTHQVqr77bcfs2Ny4bLLzA47TLW8g8IiHe2drvC/6KKL/KbIadeune25557+YSARiipANGVUg7AqLa5Bzfvuu8+mT5/urhC1Gh1Zds01Zi1alI571K9v1rev2Usv+c8KcvHFF7sQmTx5st8UGepy03qXW265xW8CEiGxAaJ9J7RIcMSIEW71r0qVqApqqligpu+m9sTQFpo6dv3113uvgqyYPdvszDPNGjUqDZPNNlNdef9ZVXbEEUe47qyXshRK2aZu0lq1atmyZcv8JiARqhwgOtGmk6ktVzSY+uqrr7qrPN1FaGaV5tyngkKb12jTmjZt2rg/a78K7cngU3ly7W/x+OOP+03IFnUTaiX20UebvfCC31pl+tmruq0G1nW1HxXa8VErzhuVBObBBx/sNwOJUeUzfqaQyNQm2hNbZcNV40g1kfThf+ihh/ynpaXCf1OnTrWhQ4e6D6YGwNVFkAoLbZepnc4GDRrk9t72tww95phjXKnw5557brnjoppYCh/tUfHee+/5zaiKf//bbORIswxlSrJFU3o33nhjN8U335MhdAc7a9Yst57o9NNPt06dOrk73dTvI91XSLrMZ/wKZAqJTG2aNqsP1/Dhw10QaHrj008/7U7aPt3yq3aQNixSCQgFjQa7Ux9MneS1fqNv3742ZswYNzOnMicPrQjWBkm6Q/nwww/9Zlf5VXtgKIgquktBJWhzqZKLBDdNd9VVzTp21A5W2orOf2bWaFxLiww7d+6cs8kQCxYscAsCL7vsMreuo3nz5st1iW6yySZusaP2ONGe52zTimKQ/oyfRqaQyNR2+OGH2+DBg/3Dy5kwYYL7IKY+lPqA6oOqD6w+uPoAV3c6pIJBAaGgqGgnPQWLAkazZxQ4CKRpumPHmu26a+m4R506pV1Xjz5a2pWVZSpzoskQuhOoDl2I6IJEFya6QNGFii5YUr+TupDRBY0ubHSBowsdxjhQrNKf8dNIfZDSPdLR3ceKNgh66qmn3AlAXQLqGkgNcmebuqh0UujQoYPruvKpi0tdXccee6zfhBDayVBTbjV4rt+RCrbSzQbtM67fwRtuuMFvqpC6ONXVOXDgQNf1qQuL1O+xup/URaquUg2Gq+s033unAFGX/oyfRqaQyNSmu4lC7XJXEQ2Wa9BcV5IVGT9+vPv7sII4yzRjKqAeVmWdfPLJ7uf6xBNPlB3TXadKw6uir7bM1aQKTa5IhYXuONWVqkkYGrPQpIy4rHQHCin9GT+NTCGRuvrTrJgNNtjApkyZUtZWmTuQfBs7dqx7z9dovUIFNGNLV6LaDxzxoDvK9u3bu31EUjO0UkGx+uqruwWkmtat6d2PPPKIm+4NIEz6NEhjRQFyyimn2OLFi90Vn/a1TtEYyJAhQ8o9Oxq0D7jujrRmxKeFh4ccdJCdrTUjVazbhMJJbd6k8bNzzjnHXchooH1Fe48AqJr0aZDGigIk5dlnn7Utttii7M+ahdWgQQN35acZLRrAfuaZZ9w4RCFp1s6+++7rBkcrmjnzy/ff2/fbbWfWuLHZ//7nNyOCzj77bKtbt27OxtAAlEqfBtWQ6i5QF0F5b7/9thusXGuttdw6kF122cUefvjh5Z5TCJp506JFC7eeoMIuDQXH+uu7MuS5nI4aaRkuHP7S9sYbpdN3NfNKD/1/nvbC0F2Guk81FgIgtzKcFcLpQ6xBTO3dEBeaYaM7JIXazxUNoKoLq3ZtM60sLsauED8kyivf9v77ZvXqmV1xhdmnn5Y+Su463TG15Zi6TnUBM3PmTL8JQJZlOCuEueCCC9y8eBUp1MB5nKjvvHvNmjbnqKP8plL33We28spmAwb4LclX2QBRmfVBg/78c8rAgSpe5R/NOk29btKkiX8YQA5kOCuE0RiH1ljoQxzH2UvL7rjDbKWVzNLtk64S5WqfMMFvSbbKBoguGubO/fPPKTpWcoeXS5omrrEslbIBkHsZzgpFrOQuyt1p3HWX31KqZ0+z1VfPSkXZ2FBIZHqkrLKKzuR//jlFY0cqbZJDKu2uEu/v56GrDAABkl63bma1apn95z9+i6rombVtW9qvr1XWxaCydyDa96NAdyDaGKx169b+YQA5kuGsUOR0Fd2mjVnDhqqk57dqebPZP/9ptuWWmsbltyZPZQNEwVtRF5LGQHK4Da1mz2kFerpFoQCyL8NZAbZ4sdmGG5pts43Zt9/6raUlOZo1K90wKekqGyD6N9ECUs28Kj8LS8dyWCZfwaEAqXAaNoCcyHBWgKP1C2uuada1a06qyMZGZQNEFKhaIKppz3qoZP+sWcs/J8vUdaUuLAD5k+GsgDLa9EqDw/37+y2IgA/mznWD53feeaffBCCHCJDK0g57utIutum7MXDX6NG2X4sWVNAF8owAqYpzzy1dB+IrYOkOmJ3XpYvdqv1GAOQVAVJdBS7dUezmzp5tvVq1svdeecVvApBjBEh1Fbh0R7GbOHSonb3PPpRqBwqAAKmuApbuKHa//Pyz9dt9d7vn6qv9JgB5QIBUVwFLdxS7WU895bqvFkZsp0ugWBAg1VXA0h3Fbkz//jY4h6vbAWRGgFRXgUp3FLvvli2z3m3a2KMTJ/pNAPKEAKmuApXuKHbP3nuvnbj99vYVpUuAgiFAsqEApTuK3fDjj7dRffr4hwHkEQGC2Fm2dKmdUHL38aJKzAAoGAIEsfPrL7/YE3fc4abxAigcAgQAEIQAAQAEIUAAAEEIEESOVpenHidst52dsddedsM559gX2iESQGQQIIgcBUfK77/9Zl9+9plNufJKu+zYY8s9C0ChESCInPIBkvL9N99Y7512KvuznqPFhGd17OjuUgDkHwGCyPHvQL5essTuvuoqt3iw/HOuPe00d3cCoDAIEERO+TGQ1OPf7dotV3VXx5b873/lvgpAvhEgiBy/C2vZF1/YfddeayNOPLHsmJ7DJlJAYREgiBw/QOSH7777yxgIgMIiQBA5fjh8+9VXdv9119mwHj3KjvnPAZB/BAgixx//6NeunV3br599tmDBcs8BUFgECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIL8Px/EKTLo4JoGAAAAAElFTkSuQmCC)
| Product Number | 2629-9-10 |
| CAS | |
| MDL Number | MFCD00178284 |
| Molecular Formula | C28H37BrO5 |
| Molecular Weight | 533.503 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory