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qCBCgiCricY4u0ho3ovmrOnXqVG4Oq1wWbafttR/tT/stlqQ/tkMZAgQogrAblNVNVpMq9urVq1zXX3fZaaedrEOHDt53a9Hdh/9nfa717jb+ov1q//qeYnXLTVrHAZRHgAAFCLtL65dffmmXXXZZuSlF/KV169be3Y2mF3nzzTe9WXWzoXIqr+20vfbj7lvfp+/V9xcqCV2XkR4BAuQpzEF1n376qZ1//vmbPZ7S47F77rmnKBf2VNqf9pv6+E2Lvl/HoeMpVFwHT2LLCBAgR2FO66F2iN///vflLrL16tWzq6++uigX8Wzoe/R9+l7/GHQ8Oq5itJPEZfoWZEaAAFkKe2LBJ554wpo3bx7sW28H1B1NZbUX6Hv1/ToO/5h0fDrOYojqBJLIHgECZBD21Oa6YJ577rnBvhVQan/Itk0jbDoOHU9qcOp4i3Ghj9IU9sgdAQJsRdgvV/rwww9tr732CvavO5p3333XLRYJOi4dn3+sOm4dfzFU9ku0kB8CBEhD/zJu2bJlcDHTUuzXu77wwgtew7v2rdfVXnPNNd7dTpTp+HScOl4dt45f51Es7mt81b7UpUsXtxgiggAB0lA3V/8ipuf0kydPdosU5OGHHw56WKmNYeLEiW6RSNPx+m0jOg+dTzFpLErqmJWwRvCjMAQIkIYezfgXr//85z/u6oLcfffdwb/gdZcT19HZOm7/Lk3no/Mqpqeeeir4f7Bq1Sp3NSKAAAHSSA2QYj3nl4ceeigIj/bt23sj2ONMx6/z8ENE51cszz33HAEScQQIkEYYAaK2Av+xlS6633//vVsklnQefojo/IrVJkKARB8BAqRR7AD56KOPggZzPfaJ+52HS+fjP87Seep8C0WARB8BAqRRzADReAm/q64anmfNmuUWSQSdl9+wrvMtdJwIARJ9BAiQRjEDxB8kqDaCuPW2ypXOz2/j0XkXggCJPgIESKNYAaJpP/z9aPxEKdB5+udcyLQnBEj0ESBAGsUIEE086M9tpRHcUR8kWCw6T3/Eus4/3wkYCZDoI0CANIoRIHrTn7bX9BxRnZ4kLDpff1oS1UM+CJDoI0CANAoNEE2J7k/JrokIS5HOW+eveshnKnoCJPoIECCNQgPkvPPO87ZVr6SozKpb0XTefq8s1UeuCJDoI0CANAoJEL3dzx8wqPdplDKdv+pB9ZHrWxQJkOgjQIA0CgkQ/9GN3uhXWS+Digqdv/9mw1wf5REg0UeAAGnkGyB6H7r/4qlS6babid+tV/WSy/viCZDoI0CANPINEE1Drm30HoukjjjPlepB9aF6Uf1kiwCJPgIESCPfAOnVq5e3Tbdu3dxVJU31oXpR/WSLAIk+AgRII58A0Wtu/cbzYr8bI+5UH6oX1U+2rwMmQKKPAAHSyCdAJk2aFGzz1VdfuatLmurDrxvVUzYIkOgjQIA08gkQf+R569at3VXYRPWi+sl2ZDoBEn0ECJBGPgHSqVMnr3y/fv3cVdhE9aL6UT1lgwCJPgIESCPXAFm/fn3Q/jF27Fh3NTZRvah+VE+qr0wIkOgjQIA0cg0QzfXkl58+fbq7GpuoXvw6ymZuLAIk+ggQII1cA+TZZ5/1ymq8Q6nOfZWJ6sUfD6L6yoQAiT4CBEgj1wC54447vLI777yzuwopVD+qJ9VXJgRI9BEgQBq5BsigQYO8sh07dnRXIYXqR/Wk+sqEAIk+AgRII9cA6d+/v1f2oIMOclchhepH9aT6yoQAiT4CBEgj1wDx3/9x9NFHu6uQQvWjesrm/SAESPQRIEAauQbIGWec4ZXt3bu3uwopVD+qJ9VXJgRI9BEgQBq5Bgh3INnhDiRZCBAgjVwDhDaQ7NAGkiwECJBGrgFCL6zs0AsrWQgQII1cA4RxINlhHEiyECBAGrkGCCPRM2MkevIQIEAauQYIc2FlxlxYyUOAAGnkGiDMxpsZs/EmDwECpJFrgAjvA9k63geSPAQIkEY+AcIbCbeONxImDwECpJFPgPBO9C3jnejJRIAAaeQTIMuWLQvaQe6++253dUlTfaheVD+qp2wQINFHgABp5BMg0qtXL2+bbt26uatKmupD9aL6yRYBEn0ECJBGvgEybtw4bxuNd5g1a5a7uiSpHvzxH6qfbBEg0UeAAGnkGyCrV6+2Bg0aeNtdc8017uqSpHpQfaheVD/ZIkCijwAB0sg3QOSyyy7ztqtXr54tWbLEXV1SdP6qB9WH6iUXBEj0ESBAGoUEyJdffhk0pt9www3u6pKi81c9qD5UL7kgQKKPAAHSKCRAxH8/SKNGjUp2biydt85f9ZDN+z9cBEj0ESBAGoUGiOZ6ql69urd9ro9uksJ/lKd6yGbuKxcBEn0ECJBGoQEi/sj0qlWr2rvvvuuuTjSdr85b55/tyHMXARJ9BAiQRjECZPny5da8eXNvH127drV169a5RRJJ56nz1Xnr/FUP+SBAoo8AAdIoRoDIE088EeynVLr1+t12tej880WARB8BAqRRrACRc88919vPNttsYxMnTnRXJ4rOT+ep89V5F4IAiT4CBEijmAGyYsUK22uvvbx9qVdSUkeo67z8Xlc6X513IQiQ6CNAgDSKGSDy0UcfWZ06dbz9tWzZ0ubOnesWiTWdj85L56fz1PkWigCJPgIESKPYASIvvPBCMMCwffv29v3337tFYknnofPReen8dJ7FQIBEHwECpBFGgMhDDz0UtBHoohv3OxEdvx8eOi+dX7EQINFHgABpzJgxI7h4Pf744+7qgujdGH6I6LHPzJkz3SKxoOP2H1vpfIr9DpT/+7//I0AijgAB0vj444+Di5cujr/61a/s22+/dYvl7eGHHw4eZ6nhOW69s3S8foO5zkPnUyyfffaZHX/88UH9ayr49evXu8UQAQQIsAV/+tOfrEmTJsGFbPvtt7ebb77Z1qxZ4xbNi9oK/IZ1hZTGT0R9sKGOT8fp30Hp+IvV5vHDDz/Y1VdfHQSrll133dVGjBjhFkVEECDAVujRiYKkdu3awUXtpz/9qT399NNu0byofcXv4qtFI7ijOu2JjssfYa5Fx12M9qGNGzfayJEjbaeddgr2vcMOO3iPxLjziDYCBMjCV199ZWeeeWZwgdNy+OGHF+UCqvES/mBDLdWqVfMmIozKLL46Dh2Pjss/Rh1voeM85PXXX7fOnTsH+9XEi/qupPRQSzoCBMjBG2+8Yfvvv3+5i/2ll15qixYtcovmTNN++HNnaVEbg96nUVkvpdL36vv9tg4tOr5Cpifx6d0gZ5xxRrlAPuKII4oyfgQVhwABcqRHLqNGjbKdd945uPjpkctdd91VcBuGJh78/e9/H0wFr0Vv9FPbQD5ToudD36Pv898k6N8Z6LjynRjRt3LlSrvuuutsu+22C/bdunVre+aZZ9yiiAECBMiTGn3VoFyjRo3gYrj33nvbP/7xD7doznQRP//888s1KGvp1q2b3XPPPTm/3S8T7U/71f5Tv0/fr+MoRng9+uijXqN4ajDeeuutReuUgIpHgAAFUrfTE044odyFV3/X54XShV1tAg0aNCi3fy36l3u/fv1s7Nix9uabb2bdZqJyKq/ttL324+5b36fvLUZQvfPOO3bQQQcF+1YPLr2h8LvvvnOLImYIEKBI/vnPf3p3IP6FUncmukPRnUqhVq9ebePGjbNevXqVe7zlLurJ1KFDBzvkkEO8pW/fvsGf9XlqTyd30X61f32Pvq9QCggFhd/lV4uC5O2333aLIqYIEKCI1O1UbSFqE0m9qKvNRG0nxaB2iEmTJnlv+uvUqdNmj7myXbSdttd+tL9C2zd8a9eu9R5NpbahtGjRwh555BG3KGKOAAFCoG6ov/nNb8p1fVXvrX/9619u0aLQtCJqiL7ttttsyJAhdsUVV3h3H/6iv+tzrVe5sKZP0b5TH4mpsVzfq8ZzJA8BAoRI40R+8YtflPuXv8aTaFxJkmjqF3XDTT1PddMtRhsKoosAASrA3//+d28Eu39x1ch2dWeN+ySButNSY3tqu4wei2mAIJKPAAEqiLqr3nLLLd6cWv7FVt1aH3vsMbdo5KmtR91+U9t6NG+YpiTZsGGDWxwJRYAAFUyz+mp239TeSd27d/e6u8bByy+/bPvss09w7GqM1yDDbLsRIzkIEKCSvPXWW3bggQcGF+KqVat6g/bmz5/vFo2Ezz//3E466aTgeLWo228xBhkinggQoJLpXRrq5upflNX9dejQoV532ChYtmyZDRgwoNyI+3bt2tlLL73kFkWJIUCACFA3V3V3TZ0jqk2bNvbss8+6RSuMxq2MHj3amjZtGhxTw4YN7c477yx4zi8kAwECRMicOXPs9NNPL/eY6Mgjj/S6yVakqVOnWpcuXYJj0HiWSy65pCizDiM5CBAggl577TWvO6x/AVc32csvv9wWL17sFi2qr7/+2s4++2zvNbL+dx922GH2wQcfuEUBAgSIKnWHvf/++8u9Vlfv5hg+fHjR39Sn8SjXX399uTcvtmrVyp588km3KBAgQICIU/dYzVeVOudV+/btbfLkyW7RvGjyxJYtWwb7rlu3rt10001Ms46MCBAgJtRdtmfPnsGFXkvv3r1t9uzZbtGsvPfee94svf6+NC5F82bNmzfPLQqkRYAAMfPiiy9a27Ztgwu/utcOHDjQ626bjQULFtiFF17ojTvx93HAAQd47wgBckGAADGkbrTDhg3zutX6IaDutmPGjNnitPEaV3L77bdb/fr1g22aNWtmDz74oFsUyAoBAsTYwoUL7eKLLy43bXzXrl1t2rRp5cpNnDjR9thjj6BMrVq1bPDgwbZixYpy5YBcECBAAsyYMcN69OgRBIS64Z5zzjn26quv2tFHHx18ruXUU0+1L774wt0FkDMCBEiQCRMmeN1vUwPDX/bdd1+bMmWKuwmQNwIESBh1v73xxhuDwYAahHjfffcxzTqKjgABEurnP/+5FyAaWQ6EgQABEsp/xWy/fv3cVUBRECBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAQhEgCBsBAiQUAYKwESBAAs2dO9eaNm3qBcjRRx/trgaKggABEmTNmjV24403Wt26db3w0HL44Ye7xYCiIECAhJgwYYLtvvvuQXDUrl3b+vbtaytWrHCLAkVBgAAx95///Md69OgRBEeVKlXsnHPOsW+++cYtChQVAQLE1MKFC+2iiy6yatWqBeHxs5/9zKZNm+YWBUJBgAAxs27dOvvrX/9qDRo0CIJjl112sbFjx7pFgVARIECMvPDCC9a2bdsgOGrWrGnXXnutLV++3C0KhI4AAWJg1qxZdtxxxwXBoeWXv/yl/fe//3WLAhWGAAEibOnSpXbllVfatttuGwRHhw4dbPLkyW5RoMIRIEAEbdiwwf72t7/ZjjvuGARHo0aNbPjw4bZ+/Xq3OFApCBAgYt599VXbb7/9guCoXr269e/f3xYvXuwWBSoVAQJExZw59uFpp9mvN4VGg/+Fx1FHHWWffPKJWxKIBAIEqGwaKf7HP5rVqmVLN4XGiE1LnzZt7LnnnnNLApFCgACV6aGHzJo33/RL/EnZUr++fXvbbbZ+7Vq3JBA5BAhQGd56y+znP/8xOKpWNbvgArP5892SQGQRIEBF+vZbs3PPNdtmmx/D4+CDzd591y0JRB4BAlSENWvMbr7ZbPvtfwyOli3NHnvMLQnEBgEChO3pp81++tMfg6N2bbM//cls1Sq3JBArBAgQlg8/NNPLnPzg0HLWWWZffeWWBGKJAAGKbdEis0svNatW7cfg2H9/szfecEsCsUaAAMWybp3Z//t/Zg0b/hgcO+9sNnq02caNbmkg9ggQINWyZWZDh5b1jNpxR7Pq1c0aNzbr3t3s1lvL1qezYIFZ+/Y/BkeNGmZ/+IPZDz+4JYHEIEAA36uvmjVpUr7Nwl0UKlOmuFuaTZ36Y5kTTzT7/HO3BJA4BAggap/YdtuyAOjUqax77bx5ZhoRrrEb48aVtWNovcopMFzjx5u99pr7KZBYBAigMRq77loWDn36mG1punR9rvUqpzEc2g4oYQQIMHJkWSi0a5c5FLS+bduy8qNGuWuBkkKAAMcfXxYI997rrklv+PAf2zqAEkaAAM2alQXCp5+6a9KbNausfIsW7hqgpBAgQM2aZYGQ7dQiK1eWla9Vy10DlBQCBCBAgLwQIID/COuzz9w16fEIC/AQIACN6EBeCBCAbrxAXggQIJeBhH37lpVT+UxhAyQcAQJI6lQmnTubPf542RQmmsrku+/Kpinp0qVsvcoxNTtAgAABTZKoyRIVEltatP6VV9wtgZJEgACp/OncNX17o0ZlL4XSfw880OyWW5ieHUhBgAAA8kKAAADyQoAAAPJCgAAA8kKAAADyQoAAAPJCgADp+K+v3drIdKDEESBAOjNn/jh4UH8GsBkCBEjnww9/DBD9GcBmCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdIhQICMCBAgHQIEyIgAAdJYtik0Jm4KDy36M4DNESBAGl9uCo1em8JDi/4MYHMECJDGh5tC4yebwkOL/gxgcwQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQIkAYBAmRGgABpECBAZgQI4Fi/fr1de+21QYDoz/oMQHkECJDi5Zdftvbt2wfh4S/6TOsA/IgAATaZPXu2nXTSSeVC46CDDvKW1M9URmUBECAoccuWLbMBAwZYjRo1gpBo166dvfjii0EZ/Vmf+etVVttoW6CUESAoSRs3brQxY8ZY06ZNg2Bo2LChDRs2zNatW+cW9z7TOpXxy2tb7UP7AkoRAYKSM3XqVOvatWsQBNWqVbOLL77YFi1a5BbdjMqorLbxt9e+tE+g1BAgKBnffPONnX322ValSpXg4n/YYYfZjBkz3KIZaRtt6+9H+9S+9R1AqSBAkHirV6+2G264werUqRNc8Fu1amVPPvmkWzRn2of25e9X36Hv0ncCSUeAINHGjRtnu+22W3CBr1u3rt100022Zs0at2jetC/tU/v2v0ffqe8GkowAQSK99957dsghhwQX9G222cb69u1r8+bNc4sWjfat79B3+d+rY9CxAElEgCBRFixYYP369bOqVasGF/EDDjjApk+f7hYNjb5L3+l/v45Fx6RjA5KEAEEirF271u644w6rX79+cOFu1qyZPfjgg27RCqPv1jH4x6Nj0zHqWIEkIEAQe5MmTbI999wzuFDXqlXLBg0aZCtWrHCLVjgdg45Fx+Qfn45VxwzEHQGC2Jo5c6Ydc8wxwYVZyymnnGJffPGFW7TS6Zh0bKnHqmPXOQBxRYAgdpYsWWK//e1vrXr16sHFeN9997UpU6a4RSNHx6hj9Y9b56Bz0TkBcUOAIDY2bNhgI0aMsMaNGwcXYP35vvvu89bFhY5Vx+yeh84tTucBECCIBf3LvWPHjsEFd9ttt7Xf/e53sf6Xu45d56Bz8c9L5xiHOylACBBEmtoOTj755HJtB8cee2yi2g50Ljqn1HPUOUexLQdIRYAgkpYvX+71XqpZs2ZwUU167yW3N5nOXXWgugCiiABB5DzwwAPlxk80aNAgtPETmobkgw8+sKeeespuvfVWGzJkiP3mN7/xRpT7i/6uz7Vec19pIsVVq1a5uyoKfzyLztk/f9WF6gSIGgIEkaER3N26dQsunGGM4NZ0I48++qhddNFFttdee5V7bJTroruFCy64wBsw+OWXX7pfVZB0I+pVNxU5oh7IhABBpZs7d673L/3UadY1h9T777/vFs3LwoULbfjw4Zu9ntZddtllF9t///297z700EO9Y9J/9Xd9nnpXlG7p3LmzDR061L766iv3EPKmOkid00t1pONSnQGVjQBBpdHjoxtvvHGzWWzHjx/vFs3Lu+++6w3eS+3lpEWTHe633352xRVX2BNPPOFdpFeuXOlunpbK/ec//7EJEybYVVdd5b1MKvXlUv5F/ogjjrAXXnjB3TxvqhN3VmHVXTFnFQZyRYCgUugCvPvuuwcXxGK+R+P111+3o446qtxFXSFy3HHH2SOPPGJLly51NymIGrmffvppO+2002y77bYr973qlvvwww8X5bW36d5rojpUXQKVgQBBhVIDdI8ePcr9a/2cc84pypv89FjnrLPOKncBb968uf3lL3/xHmNVBM19NXr0aOvQoUO549CdyrRp09zieVFdqc5SH/mpTvN5syJQCAIEFUIX8HTvEi/WRfWvf/2rbb/99sG+27Rp413Iw+i5la3nn3/ea0NJDcs+ffrY999/7xbNi+ou3bvdKyosAQIEoVq3bp0NGzbMGjZsGFzomjZtamPGjCnKYx1dLPVoyt+3Hu/8+c9/rtTgcOnxVuprb3VX9Morr7jF8qI6VF2qTv39q65V56p7IEwECELz+OOPW9u2bYMLW40aNWzgwIG2bNkyt2he3njjjXI9oxQkX3/9tVssEtTYrfYLfwJIdc+99tprizb3lepUdas69utDda//B0BYCBCEQs/o/QuZlt69e9vs2bPdYnnTv+r9d2yogVyD7+LgrbfestatW5erl2x7gGVDdax9pta9/l8AYSBAEIru3bt7Fy91N508ebK7uiB/+9vfgrYUPbp588033SKRpruF008/PbjAa4BgMQdLiurc7x6t/xdAGAgQhEKjqHXx0niIYlJ4+BdeNZT/97//dYvEgtouBgwYEJzL3nvvXfTGb9W99q3/F0AYCBCEIowA0WMrf2qPTp062fz5890isXPvvfd6Axt1Thrt/sMPP7hF8kaAIGwECEJR7ABRg7nf5qE7j2I/8qlMChF/TMfBBx9ctNHlBAjCRoAgFMUMED3a8Xtbqc0jro+ttuaWW24JHmdposdiIEAQNgIEoShWgKitwB/nod5WSZ6N9tJLLw1CpBjTtxMgCBsBglAUK0A0IM6/qMalq26+9OjqZz/7mXeutWvXtk8++cQtkhMCBGEjQBCKYgSI5rbypyfRXUgp0FTwjRo18s5Z7SGFjNYnQBA2AgShKEaAnHnmmd4+ND1JVEeYh0EvqPLvukaOHOmuzhoBgrARIAhFoQGiKdn9nkk333yzuzrxDj/8cO/cd9hhB1u0aJG7OisECMJGgCAUhQaI/z4PddktVrfWOPnss8+Cea0GDRrkrs4KAYKwESAIRSEB8s477wR3H6NGjXJXlwx151Ud1KtXzxYvXuyuzogAQdgIEISikAA59dRTvW1btGgRqWnZK9qcOXOC1/EOGTLEXZ0RAYKwESAIRb4BokGD/kUz6d12s3HBBRd4daEBlOvXr3dXbxUBgrARIAhFvgFyzz33eNspRIo9uWAcvf322159aJk0aZK7eqsIEISNAEEo8g2Qgw46yNuuZ8+e7qqStc8++3h1okd7uSBAEDYCBKHIJ0DmzZsXNJ4/8sgj7uqSddttt3l1oskkc3n5FAGCsBEgCEU+AfLoo49622jK9iVLlrirS9bnn38ePMZ66aWX3NVbRIAgbAQIQpFPgPjdVvWuD5S32267eXVzzTXXuKu2iABB2AgQhCKfAGnXrp23zW9/+1t3Vck777zzvLrp0qWLu2qLCBCEjQBBKHINkNWrVwdvGxw3bpy7uuSNHj3aq5uaNWtm3Z2XAEHYCBCEItcA+fDDD4Pn/O+//767uuT9+9//DupH05xkgwBB2AgQhCLXAHnqqae88no/+IoVK9zVJU+dCvweas8995y7Oi0CBGEjQBCKXANk6NChXvnmzZu7q/A/O+20k1dH2Y7QJ0AQNgIEocg1QAYOHOiV32+//dxV+J8OHTp4dZTt7LwECMJGgCAUuQbI5Zdf7pXv3r27uwr/44/S79+/v7sqLQIEYSNAEIpcA8TvpnrMMce4q/A/Rx99tFdHqqtsECAIGwGCUOQaIKeffrpXvnfv3u4q/I/qRnV0xhlnuKvSIkAQNgIEocg1QLgDyYw7EEQNAYJQ5BogtIFkRhsIooYAQShyDRB6YWXWsWNHr47ohYWoIEAQilwDhHEgme28885eHTEOBFFBgCAUuQbIk08+6ZXXSPRc3nlRKpYuXRqMRH/22Wfd1WkRIAgbAYJQ5BogH3zwgVdey4wZM9zVJW/69OlB/Xz66afu6rQIEISNAEEocg2QVatWeXcf2uaJJ55wV5e8sWPHenWjd8UzGy+iggBBKHINENljjz28ba666ip3Vcnz6zOXl20RIAgbAYJQ5BMgF1xwgbdN165d3VUlr3Xr1jmHKwGCsBEgCEU+AfLggw9621SvXt2WLVvmri5ZX331lVcvWiZNmuSu3iICBGEjQBCKfALkyy+/DC6Uej8Iytx9991enaj9I5dgJUAQNgIEocgnQETP+LXdaaed5q4qWd26dfPqpFevXu6qrSJAEDYCBKHIN0D8AYW1a9e25cuXu6tLzqxZs4LxH7m+K54AQdgIEIQi3wDR836/O++YMWPc1SXnmmuu8eqiQYMGtnr1anf1VhEgCBsBglDkGyDyi1/8wttWb+ArZXoPer169by6uOyyy9zVGREgCBsBglAUEiAvvPCCt62W559/3l1dMm644QavDtR4rg4GuSJAEDYCBKEoJEDEn3n20EMPdVeVBM191ahRI68Osn3/h4sAQdgIEISi0AB5+OGHg7uQp59+2l2deHpkpXPXmJhs575yESAIGwGCUBQaIBs3brQuXbp4+2jVqlXODchx9u6771rVqlW9c89l5LmLAEHYCBCEotAAkWnTpgU9stQeUArWrVvnTeWic9a7UQrpykyAIGwECEJRjACRPn36ePtRQ/Kbb77prk4cv9uulkJnJSZAEDYCBKEoVoB8//333r/Eta82bdrkNJVH3EycODG44zr33HPd1TkjQBA2AgShKFaAyCuvvBK0CZx++ule+0jSaMS53+tqr732shUrVrhFckaAIGwECEJRzACRa6+9Nni0M2DAAHd1rM2dO9datmzpnVudOnXso48+covkhQBB2AgQhKLYAbJhwwY76aSTghAZMWKEWySW9Iiuffv23jmpnUeDKIuFAEHYCBCEotgBIitXrgxmplVbwfDhw90isaI7Dz88dD4PPfSQW6QgBAjCRoAgFH6AaF6rYlqwYIHXRuDfidxyyy1ukViYOXNm8NhK4aF3fhQbAYKwESAourfeeiuYBFAjqf/xj3+4RQqycOFC23///YMQueSSS2zt2rVuschSbyu/wVyPrTTqvthU52pP0XccdNBB7mqgKAgQFM23335rv/rVr4KuqKnL8ccfb5999pm7Sd5++OEHO/jgg4P9/+xnP/Omgo8yDRLUOA+/fnSBL2abh6iOVdepdV+MLsFAOgQICrZmzRq7+eabbfvttw8uWrvuuqtdeeWVts8++wSf6V/bV199tXfxLwZ970UXXRTsX/+q13vVo0jTk/gjzLXoMdyHH37oFsub6lR1qzr2v0N1z6uBESYCBAXRRIc//elPg4uW3iT4pz/9yVatWuWtX79+vfd8f4cddgjK7LTTTjZy5Miijed44IEHvO/193/44YcX9W6nEJpVVxMjVqtWLTg+3REUY5yHqA5Vl6pTf/+qa9W56h4IEwGCvOhfz/6Ln/zlzDPP3OJjJHVX1YVUbSJ++c6dO9u//vUvt2hePvnkE+vevXuw7xo1anh3J3PmzHGLVgi9DErzd/ltHVo0or7Q6UlSqe5Uh/7+VbeqY9U1UBEIEOREF6ff/OY35f5FrQbtbINAg+T83kH+csYZZ2wxeHJ1//33W8OGDYN965HOBRdcYG+//bZbNBSael2PkvxOBP6F/fe//31BEyOmUl2pzlLrUHVarAGIQLYIEGRFj0PuuuuuzR5FjRo1Kq9HUX//+9+tdevWwb622247u+6667yxHoVatGiRDRo0qNxFXIvaBG677Tb7/PPP3U0KorcF3nPPPcEYldTwOv/88/N+n4dLdaM6Ul3536E6VF0ClYEAQUbqErr33nsHFy09HlJvokIbw9UIrnEcqRd6Nb4/+uijbtG8LF682LvgNm3atNyFXYvGYOhNfwrA6dOne4+csqE2Dc0KPHbsWG98RWoI+kuDBg28R0n5vIZ2S1Qnqhv/O1RnqjvVIVBZCBBskRqiTzjhhHIXR/292A3U3333nXcxT+3+q7EL77zzjls0L7p7mjRpkp166qlWs2bNzS74/tKkSRPr0KGDHXLIId7St2/f4M/6PLWh2l30mKpXr142bty4or78SnWguvC/R3WkulKdAZWNAMFmdGehOwzdafgXLt2BFHtAoEvtFAceeGC5i6UeARXzYqnHQC+99JL94Q9/8N54mHqOuSx6PNWpUyfvjYEKp2K1b/h0zjr31FBV3VRUWw6QDQIEAbVl6JGO2yVUbR8V2SX0kUcesRYtWgTHoMc1t956a2ijzTWV+rPPPmu33367DRkyxK644grv7sNf9Hd9rvaTZ555xpuGJCw6R51r6mM91YXqBIgaAgQe9aJKnR5EvazU26qyuoTqTkEXbbfBWBfwpNK5uR0LVAfF6FgAhIEAKXHqEqrxG/5FS4vGdxRzlHQh1BCtl0ilHt+RRx5pH3/8sVs0tnQuOqfUc9Q5F7MRHggDAVKiNFJcI8ZTR3BrRLlGlkfR66+/7rU5+MeqRuvLL7+80u6QikHHrnNIHVypc9S5AnFAgJSgxx57rFyXUM1hpbmsot4lVC+V0kBB9Zbyj10jvTUGoyLbaAqlY9Uxp45S1znp3HSOQFwQICVEXUJTp/tQDx/NnqtZdONEYzE0studOPDll192i0aOjtGdYFLnonMC4oYAKQHz58/3uoRWrVo1uHCpS6je2xFnGuGtsRf+OWnRa29nz57tFq10OqbUV/Jq0bEXa5Q6UBkIkARTl9ChQ4du1iU0jBcYVSaN62jXrl1wjhrbMWDAAFu2bJlbtMLpGHQsqeNNdKw6ZiDuCJCE0riGNm3aBBctdQn94x//mNguoXpZ05133lluIkVNYTJmzJi85uoqlL5T3506jYqOTceoYwWSgABJGHUJPeqoo8o9KlGX0Mqa1ryiaSJFveI2dbZgvchp6tSpbtHQ6LtSXx6lY9Ex6diAJCFAEkITB/bv33+zLqGvvfaaW7QkfPDBB3bYYYcFdVGlShU7++yz7euvv3aLFo32re/Qd/nfq2PQsQBJRIDEnLqEDh8+nC6hW/Dkk09aq1atgrrRe8ivv/76ok54qH1pn9q3/z36Tn03kGQESIxNnjzZ2rdvH1y01CVUk/vRJbQ8jW+56aabrG7dukFdaTp3zZxbKO1D+/L3q+/Qd0V9TA1QDARIDKlLaO/evYOLlpaePXvSJTSDefPmeZMjps5wq6na33vvPbdoRtpG2/r70T61b30HUCoIkBhRl9CBAweW6xLatm1be/HFF92i2Aq9QOqAAw4I6lDjYy688EJbsGCBW3QzKqOyqWNqtC/tEyg1BEgMbKlL6LBhw+gSWoAHH3zQmjVrFtRp/fr1vSnd000br8+0TmX88tpW+wBKFQEScdOmTdusS+jFF19sCxcudIsiDytWrLDBgwdbrVq1gjreY489bOLEiUEZ/Vmf+etVVttoW6CUESARpa6fJ554YrkuoT169LAZM2a4RVEEX3zxhZ1yyilBXWs5+OCDvSX1M5VRWQAESCTpkVXqQLjdd9/dJkyY4BZDCKZMmWL77rtvudDQos+0DsCPCJAI0rs6/AtXnz596BJawTR+RmNr1FCuRX9mTA2wOQIkglID5LnnnnNXA0AkECARRIAAiAMCJIIIEABxQIBEEAECIA4IkAgiQADEAQESQQQIgDggQCKIAAEQBwRIBBEgAOKAAIkgAgRAHBAgEUSAAIgDAiSCCBAAcUCARBABAiAOCJAIIkAAxAEBEkEECIA4IEAiiAABEAcESAQRIADigACJIAIEQBwQIBFEgACIAwIkgggQAHFAgEQQAQIgDgiQCCJAAMQBARJBBAiAOCBAIogAARAHBEgEESAA4oAAiSACBEAcECARRIAAiAMCJIIIEABxQIBEEAECIA4IkAgiQADEAQESQQQIgDggQCKIAAEQBwRIBBEgAOKAAIkgAgRAHBAgEUSAAIgDAiSCCBAAcUCARBABAiAOCJAIIkAAxAEBEkEECIA4IEAiiAABEAcESAQRIADigACJIAIEQBwQIBFEgACIAwIkgggQAHFAgEQQAQIgDgiQCCJAAMQBARJBBAiAOCBAIogAARAHBEgEESAA4oAAiaBcA+Tll1+2u+66y5YsWeKuAoDQECARlGuAtGrVyivbuHFjGzFihG3YsMEtAgBFR4BEUK4BcvPNN9u2224bbNOxY0ebMmWKWwwAiooAiaBcA0RmzpxpxxxzTLCdlpNPPtm++OILtygAFAUBEkH5BIhv0qRJtueeewbb16xZ0wYNGmTLly93iwJAQQiQCCokQGTt2rV2xx13WIMGDYL9NGvWzB544AG3KADkjQCJoNWrVwcX/i5dutisWbPcIllZsGCB9evXz6pWrRrsr1u3bjZ9+nS3KADkjACJqIYNGwYXfTWQX3nllXl3033//fftkEMOCfZXpUoV69u3r82dO9ctCgBZI0Aiav369Xbvvfdao0aNggv/jjvuaPfdd1/e3XTHjx9vu+22W7C/unXr2o033mhr1qxxiwJARgRIxC1evNiuuOIKq169enDh33fffe3VV191i2ZFj8duuOEGq1OnTrC/3Xff3SZMmOAWBYCtIkBi4pNPPrGjjz46uOhrOfXUU/PupvvNN9/YOeec4z3O8vfXo0cPmzFjhlsUANIiQGJm4sSJtsceewQX/Vq1atngwYNtxYoVbtGsTJs2zbp27Rrsr1q1anbxxRfbwoUL3aIAUA4BEkPqpnv77bdb/fr1gwt/8+bN7aGHHnKLZmXjxo02ZswYa9q0abA/NeIPGzbM1q1b5xYHAA8BEmPqpnvhhReW66b785//3N588023aFaWLVtmAwcOtBo1agT7a9u2rb344otuUQAgQJLgvffes4MPPji46G+zzTZ27rnn2rx589yiWZk9e7b17t072J+Wnj172qeffuoWBVDCCJAEefzxx61ly5bBRX/77be3P//5z3l30508ebK1b98+2J/Go1x11VW2dOlStyiAEkSAJIymQbn++uutdu3awYVf070/9dRTbtGsaDzK8OHDy41HadKkid1///15j0cBkAwESEJ9/fXXdtZZZ5Xrpnv44YfbBx984BbNisaj9O/fv9x4lE6dOtlrr73mFgVQIgiQhHvjjTe8+bT8i7666V5yySW2aNEit2hWPv74YzvyyCOD/WlRUKlnGIDSQoCUAHXTHT16tO28887BRV/ddO+88868u+k+++yz1qZNm2B/H330kVsEQMIRICVE3XQHDBhQrpvuXnvtZS+99JJbNCu669B8XbfddhvtIUAJIkBK0Oeff24nnnhiucdQxx9/vH322WduUQDYIgKkhP3zn/+0ffbZJwgRddO9+uqr7YcffnCLAsBmCJASp266d999t+2www5BkOy00042cuRIr+0EALaEAIHn+++/t8suu6xcN93OnTvb66+/7hYFAA8BgnLUm+qII44o1z5yxhln2JdffukWBVDiCBCk9cwzz1jr1q2DENluu+3suuuus5UrV7pFA3pZ1YgRI7x5s5o1a2Y1a9b0plPZb7/9bNCgQTZ//nx3k2D/mWRbDkDF4ReJLVI33VtvvdXq1asXXMA1LUq6ubD0XpEWLVqUu3NxF02vMmrUqHLbZRsM2ZYDUHH4RSKj7777zs477zxvll9NHa+/p1J4+GNLNL3J2LFjvTcl6o5kyZIl9tZbb9mQIUOscePGm4VAtsGQbTkAFYdfJLKm6dzdubQ0068/A3C/fv28Xl1booGMffr0KfdZtsGQbTkAFYdfJAqi7r66sHfs2HGr4bEl2QZDtuUAVBx+kSjICSec4F3Y3baNbGUbDNmWA1Bx+EWiIHoXuy7smh4lH9kGQ7blAFQcfpEoiLrq6sKuF1nlww+GbBcA0cEvEgUhQIDSxS8SBeERFlC6+EWiIDSiA6WLXyQKUlndeN955x279NJLvRdi1apVy7sTUphNnz49ZSsAYcr8ywW2QgMJd911V+/i/utf/3qrIaKBhH379i33mRsMW+KW058PPfRQb7bgFStWeMHRoUMHb7T8E088kbIlgLBk/uUCGaROZaIp4B944AGbM2eOFy6aN+vtt9/2JmIs5lQmV1555WbvK3n//fe9MnvuuWe5zwGEI/MvF8jC1KlTgwb1LS116tSx0aNHl9vODYYtyaac7kRURmEGIHxb/0UCOdDkiffee68de+yxtssuu3gX8rp163rTuQ8ePDj06dzHjx/vlenatau7CkAItv6LBGJi0aJFXluMpoz/97//7a4GEAICBLGnOx81qDdp0mSz2YIBhIcAQayp19eJJ57ota/ovSMAKg4BgthSL6yzzjrLqlevbi+88IK7GkDICBDElsadVKlSxR588EF3FYAKQIAglq6++mqvx9Udd9zhrgJQQQgQxJI7xsRdFi9e7G4CoMgIEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF4IEABAXggQAEBeCBAAQF7+PxKhuZF38whTAAAAAElFTkSuQmCC)
| Product Number | 2908-1-08 |
| Synonyms | 1-[(4-Methoxybenzyl)oxy]-3-(prop-2-en-1-yl)benzene; 1-[(3-Allylphenoxy)methyl]-4-methoxybenzene; 4-{[3-(Prop-2-en-1-yl)phenoxy]methyl}anisole |
| CAS | 1940193-03-2 |
| MDL Number | MFCD27986826 |
| Molecular Formula | C17H18O2 |
| Molecular Weight | 254.329 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2908-1-08
CAS: 1940193-03-2
Molecule Weight: 254.329
Formula: C17H18O2
PN: 2908-1-05
CAS: 57371-42-3
Molecule Weight: 254.329
Formula: C17H18O2
![2-[(Benzyloxy)phenyl]ethylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABFtAAARbQFSEUH3AAACVXpUWHRtb2xTb3VyY2UAAHichZVtb9owEMe/ysmvh5/yCCJUiGrSpHaT1k7au8kkhkZK4ipJefj2OydQSKAJBJ3j+/8udu7OzB8OeQY7XVapKSIiKCegi9gkabGNyJ/X75OQPCzmMYpQWFQReavr9xlj+/2exm86VwdT0NjkpPXPDlXa0ewdasotk5wL9vf56aVhJmlR1aqINVJVOquayScTq7pZxRePYLkqd2nBWjnLy10b7Z/k9uL0UCXkspcV+paIwibNNGxMmasadpJTvPg32OpCl6rWCayPOO1QF/e+mD8/mvgj10WNQxshjVX2UpcfMU7kJtPxBwbDwY/HiOQCAVWbfFmW6gh2ZKeVACVBOaBcUB4oH1QAKgQ1BSU4/tAvUCBQIVAiUCNQJFAlQnz/mbYLeD2+a9xFBj9h1fn+6t2v8C3KiOCu8ANCUE9KcbGcijB0L/YLf0hDzw0gwFlc5Mn46Avcs3FR4gTgoA8fdDKnyRYncLysxKeeH/jgUS7RuFR6aCQNBBpBpy4aTl2OZsKp40u3fztBFbdWUj+wFmOI1k7D6/uz/6Rvg2Nu2GdyFvO1KZKrIaRJRNaCNFn7rTcVrrvJGgFTJrrEXrABrPQakF3A5ngYcLqArYhhwO0Ctn4+geU9wOsCttqGAb8L2NocBoIuYCt5GAi7QFP3w7uedom2TYYRG7LDNG01wvQS3rbh8GZEL+dt244wvbS3bT7C9DLfHgsjTC/57TEywvh33sEYE9xmdKRoRHhTyPcRdtWZ7HzE4vDm+GVXZzPDf6TFf67u8Mv/0bUZAAAuR0lEQVR4Xu3dCbxV4/7HcTQXFUolck2lRMgUMpaM5SY3XEOXMo8Z/zcacU1XoZDIUKnMXOUWRV11JbppIKSSMc2ak35/3+fcve/u6Zx99n72Ofvs4fN+vc6re/ZaZ521vP7/53P2Xms9axsDACDANv4LAAAkgoAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICACUsebNB7qvV175zF8UXeYr6nWJt6wkERAAKGORAf/UU4fahg2bCl3mK+p1ibesJBEQAChjkQFfX0OGfFroMl9Rr0u8ZSWJgABAGYsM+O3bj7STTnrO1qzZuNUyX1GvS7xlJYmAAEAZiwz4778/3/07cODHWy3zFfW6xFtWkggIAJSx2AG/S5c3rWXLwbZixbqtlsWKvB7vq7QREAAoY7ED/mefLbZDDx1offv+e6tlsYp6XeItK0kEBADKmD/g33HHOGvR4ilbtGj1Vssiinpd4i0rSQQEAMqYP+D/+OMqF5C775641bKIol6X2GVTp35v11wzyo499hlr02aI9e49IfrxWKoICACUscJi8MgjU+zwwwcVukyKel1il3Xu/IZNmLDAli9fZ0uXrnVRuv76t72fCENAAKCMFRaD1as3WKtWzxW6TIp6XeIt0yXCejdSEggIAJSxogb8kSNnFbmsqNcl3jJdKqx3JSWBgABAnpgzZ7GbLuWLL5b4i4IQEADIAx9//L2Lxyef/OAvCkZAACDHjRkz1045ZYjNmrXIX5QSAgIAOWzo0E/t9NOH2bx5y/1FKSMgAJBBdJVUt27jbPbsn/1FQSIn1P2v2AkbQxEQAMggH330vRvgH374Q39RxiEgAJBBpkz5zgWkX7+CubAyGQEBgAxCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAgkyZ8q0dcsgA69t3kr8o4xAQAMggEydOszp1TrZevZ70F2UcAgIAGeTdd9+1bbbZxm6++WZ/UcYhIACQQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABDktddecwG58sor/UUZh4AAQAbYtGmTPfbYY1ajRg0XkDPOOMNfJeMQEAAoY+PGjbMDDjjAhaNSpUrWuXNnW7Fihb9axiEgAFBGvv76a/vjH//owqGv9u3b27x58/zVMhYBAYA0W7Vqlf31r3917zYUjgMPPNDGjx/vr5bxCAgApMnmzZvt2WeftXr16rlw1KpVyx5//HF3/iMbERAASIPJkyfb4Ycf7sJRoUIFu/76623ZsmX+almFgABAKfruu+/sggsusG233dbFo02bNvb555/7q2UlAgIApWDdunXWp08fq1atmgtHw4YN7a233vJXy2oEBABK2Isvvmh/+MMfXDh0X8cDDzxgGzdu9FfLegQEAErI9OnT7bjjjnPh2G677dz9HIsWLfJXyxkEBABStHjxYrvsssusXLlyLh4tW7a0adOm+avlHAICAIH0sdRDDz1kNWvWdOHYY489bMSIEf5qOYuAAECA0aNHW6NGjVw4qlatar169bK1a9f6q+U0AgIASZgzZ46deuqp0elH/vznP9u3337rr5YXCAgAJGD58uV24403upsAFY5DDz3UJk2a5K+WVwgIAMShaUYGDhxotWvXduGoW7euDR482E1Lku8ICAAU4f3337dmzZq5cFSsWNFuu+02++WXX/zV8hYBAQDP/PnzrUOHDtHzHO3atbO5c+f6q+U9AgIA/7V69Wq74447rHLlyi4c+++/v3tGOQpHQADgd0OGDLH69eu7cOy0007Wv39/+/XXX/3VEIOAAMhrU6ZMsSOPPNKFo3z58nbNNdfY0qVL/dVQCAICIG8pHJFp1lu1amWzZ8/2V0EcBARAXtJd4wpHlSpV7I033vAXIwEEBEBe0glzBeToo4/2FyFBBARAXiIgqSMgAPISAUkdAQGQlwhI6ggIgLxEQFJHQADkJQKSOgICIC8RkNQREAB5iYCkjoAAyEsEJHUEBEBeIiCpIyAA8hIBSR0BAZCXCEjqCAiAvERAUkdAAOQlApI6AgIgLxGQ1BEQAHmJgKSOgADISwQkdQQEQF4iIKkjIADyEgFJHQEBkJcISOoICIC8REBSR0AA5CUCkjoCAiAvEZDUERAAeYmApI6AAMhLBCR1BARAXiIgqSMgAPISAUkdAQGQlwhI6ggIgLxEQFJHQADkJQKSOgICIC8RkNQREAB5iYCkjoAAyEsEJHUEBEBeIiCpIyAA8hIBSR0BAZCXCEjqCAiAvERAUkdAAOQlApI6AgIgLxGQ1BEQAHmJgKSOgADISwQkdQQEQF4iIKkjIADyzq+//moPPvigC0j58uVt7Nix/ipIAAEBkFfGjBljjRs3dvHYbrvt3L/6atu2rX311Vf+6oiDgADIC19++aWdeeaZ0WB07NjRFixYYBMmTLCDDz7YvVaxYkW79dZbbeXKlf6PoxAEBEBOUwxuueUWFwdFQrGYOHHiFuv89ttvNmjQIKtdu7Zbp06dOvb000+711E0AgIgJ2nwf+qpp2yXXXZxUdC/ikS8KKxYscJuuummaGyaN29u//rXv/zV8F8EBEDO0aB/yCGHRD+Wuvnmm10cEvXFF1/Y6aefHv2467zzzrOFCxf6q+U9AgIgZ3zzzTd27rnnRgf+M844w537CPXPf/7T9ttvP7etqlWrWs+ePW3t2rX+anmLgADIemvWrLEePXpYlSpV3GCvQV+Df0nYuHGj9e3b13bccUe37QYNGtgLL7zgr5aXCAiArKbBfPfdd3eDuwb5fv36ufs8StrixYvt8ssvt3Llyrnfdcwxx9gnn3zir5ZXCAiArPTxxx+7u8g1mGtQv+KKK2zJkiX+aiXu008/teOPP979Xt1Hcskll9iiRYv81fICAQGQVX766Sc3aEduAjzhhBNsxowZ/mql7uWXX7Y999zT7UP16tXt/vvvtw0bNvir5TQCAiAraHC+77773GCtQXuvvfayV155xV8trdavX2933XWXbb/99m6f9t13X3vzzTf91XIWAQGQ8d544w3bZ5993CCtwfruu+92g3em+P777+2iiy6ybbfd1u1j69at7bPPPvNXyzkEBEDGmj17trVq1coNyhqcNUhrsM5UH374oR1xxBFufzVJ47XXXmvLli3zV8sZBARAxlm6dKldc801bhDWYHzkkUe6wTlVOn+iua9GjRplzz77bPRL3+v1H3/80f+RpG3evNmee+4523XXXd2+77zzzjZgwADbtGmTv2rWIyAAMoYuv9Vgq0FXg2/9+vXt+eef91dLiD7ieu+996xbt2521FFHWY0aNdw2i/vSORa9i7j99tvdNO+6xyTEqlWr3O+uVKmS227Tpk1t3Lhx/mpZjYAAyAjvvvuuG2Q12FauXNnuuOMO99CnZE2dOtWuuuqq6I1/kS+9Izj55JPdx0q6o7xPnz7u3Yf+1fd6vU2bNrbbbrtt8XPVqlWzTp062fjx4927i2TNmzfPzj777Oj2/vjHP9rXX3/tr5aVCAiAMjV37lw766yzogNshw4dbP78+f5qxdJf98cee2x0O3rHoYF/6NChSX80pZsGR4wYYZdddll0MkZ9NWnSxG0v5OMovRs68MAD3Xb0ruT//u//7JdffvFXyyoEBECZ0OCpj4kiH/E0a9bMDbLJ0sSHuhckMsjr46phw4bZunXr/FWDaCoTXZrbrl276FVWulx39OjR/qrFUnieeOIJq1WrlttOvXr13LugkHc2mYCAAEgrDZbPPPOM1a1b1w2iGkwHDhyY9F/1Ol/Su3fvaIAUjnfeecdfrUTNnDnTTdYYCYk+mgq5Kmz58uV2ww03WIUKFdx2DjvsMJs8ebK/WsYjIADSZtKkSW6w1KCpwfPGG290g2mydDVVZDoRnevQcz/SSccR+ThKH3HpMbkhPv/8czvllFOi754uuOAC+/bbb/3VMhYBAVDq5syZ404eRwZKDZp6LcS0adPc1VnazoknnuhiUhb0DqhXr15uHi5Nq6LZgEO99dZb1rBhQ3dMOml/3XXXZcW08QQEQKmLfObfqFEjd89FKH3MU7NmTbet2267LemPvUqDztvoXIb2qUuXLsH7pHMtDz74YHRalLZt2/qrZBwCAqDU7b333u68gQbJUIqHBlf9td+/f39/cZlasGCBi6MGfl1FFhoR0fxe2o5mF850BARAqdP5Ag38oXSpr97FaBuDBw/2F2eEn3/+2T1DXYN/586d/cUJ0/0w2oYew5vpCAiAUpdKQFauXBk9P3Dvvff6izOK7h+J7KtuTgxBQAAgRioB0ZVJGlAvvfRSf1FG0sdZOiei4w25OouAAECM0IAMHz7cDaa6A7ykbgxMB51Y19VZusQ32ftECAgAxAgJiD660gCsGwWnT5/uL854usRXIWjfvr2/KC4CAgAxQgKiAVQD6S233OIvygq6T0TTs+gYkpn2hIAAQIxkA7Jw4UKrWLGi1alTx70TyVa6Y13HrRPriV7aS0AAIEayAenatasbRPv16+cvyjqaO0vHoll8E0FAACBGMgFZsWKFe6iT5rjSQ5my3YwZM9yx60KARGbdJSAAECOZgGhmXg2gmqokV2haEh1TIk8kJCAAECOZgESe7TFr1ix/UdbS80R0TBdffLG/aCsEBABiJBoQPTlQ909o/VyiK7J0SbLm8ipull0CAgAxEg3ICy+84AZPPQ891+jxuDq2sWPH+ou2QEAAIEaiAdEMtBo8S/vJgmVh5MiRCZ3bISAAECPRgBxwwAHuSYWrV6/2F2U9zdarKe1btGjhL9oCAQGAGIkE5LfffrPKlSu752rkqgYNGrhLlOMhIAAQI5GAaBZbDZynn366vyhntG7d2h1jvAkWCQgAxEgkIJrBVgOnngeeq66++mp3jBMnTvQXRREQAIiRSEBef/11N3D26NHDX5Qzunfv7o5R94UUhYAAQIxEAqK5ojRwPvjgg/6inPHAAw+4Yxw2bJi/KIqAAECMRAIyaNAgN3AOGDDAX5Qz+vfv745Rx1oUAgIAMRIJCO9AChAQAIiRSEA4B1KAgABAjEQCwlVYBQgIAMRIJCDcB1KAgABAjEQCwp3oBQgIAMRIJCDCXFgEBAC2kGhAmI2XgADAFhINCM8DISAAsIVEA8ITCQkIAGwh0YAIz0QnIAAQlUxABg4cmNC5gmzStm1bd0zjxo3zF22FgABAjGQCsmLFCnep64477mirVq3yF2edGTNmuGNv0qSJbd682V+8FQICADGSCYh07drVDaL9+vXzF2Wdc8891x2L5vpKBAEBgBjJBmThwoVWsWJFq1Onjq1cudJfnDUmTZrkjrthw4a2adMmf3GhCAgAxEg2IKIBVAPpLbfc4i/KCrryqlmzZu4YRo8e7S8uEgEBgBghAdE7D136WqlSJZs+fbq/OOP16tXLhaB9+/b+orgICADECAmIDB8+3A2mOgG9bt06f3HG0szCup9FAYw3cWJhCAgAxAgNiFxwwQVuQL300kv9RRlJswrXq1fPHe+YMWP8xcUiIAAQI5WA6KMsnYTWoHrvvff6izPK4sWLo/vas2dPf3FCCAgAxEglIDJ37lyrVauW28bgwYP9xRlBs+02b97cDf6dO3f2FyeMgADAf23cuNF22mknN5W5bhIMNXnyZDeXlCLSv39/f3GZ0sdWeo6JBv4OHTokfMluYZ599lm3nUsuucRflHEICIBSM2rUqOhHOvrSSeWnnnrKPTwqhCJSs2ZNty1NdZLKQF1SdMJc5zy0T126dAneJ8X1pptucs9D0bZ0A2KmIyAAStycOXPslFNOiYZDf5XrYx3dHKjvDz744LjPBY9n2rRpVr9+fbedE0880X766Sd/lbTQfR66VFdXW+ldUY8ePfxVEqKYDho0yGrXru2OSTdPPvroo8GRTScCAqDELF++3G644YboX9GHHXaYe9cQ8eWXX9qZZ54ZDUvHjh3dxz/JUjSOP/54tw3NmaV3NemkO8x1XifyrirkaiuZMGGCi6m2o7jqpslsuvOegABImT62eeKJJ9yJbg2G+kjnmWeeKXLyQA24jRs3dutWqVLFunfvbmvWrPFXi0vvAHr37u1uNNR2jjrqqFJ/kuHMmTPdR0s6n6PfefbZZyd9n4comn/605+iIVVUv/rqK3+1jEdAAKRE5wAif41rML/99tvtl19+8VfbigLw8MMPu3cQ+tndd9/dhg0b5q9WrC+++CL6DJFISLSdkrrxUBcB6Hke7dq1i4Zj3333TWp6kghFUrFUNLUd3SBZ3BMKM1lWBGSbgdu4LwCZY968ee4v8MjAfdZZZ7nLbZO1ZMkSu/LKK618+fJuO0cffbRNnTrVX61YetbGscceG92fGjVqWKdOndwsuHrSYTJ0P8eIESPcY2j1EVVkmxrwtb2QE+X6ud12281tR1elPfLIIy6i2SzlUTne4B5v2cJVC+3GyTdakxebWLWnq9kOg3ewpi81tc4TOtvUn7f8P5542wGQXqtXr7Zu3bpZ5cqV3WDYtGnThB6UVBw9N0MnxbVNnZT+y1/+kvTAL4rPVVddFX1nE/nadddd7eSTT7Zrr73W3eTXp08fd8ms/tX3er1NmzbRQT7yVa1aNRei8ePHF/mRXDwfffSRe1ekbSmS2jdFMxekPCrHG9yLWjbm2zFW/Znqts/wfezFr1+0peuX2tpf19rknyZbuzHttvqZorYDIL1eff756BVQO++8sw0YMCDor/F4Xn31Vdtrr73c79CDpXT3+YYNG/zVirV+/Xr38ZpipwFc70hiw1DUl37nEUcc4T6K08dLyZ6biVD8FB7FUNs96aST3DmUXJLyqBxvcC9s2TervnHvNuoPrW+L1y3eYllEr096bfF9YdsBkEYffmhfHnmkdfrvX9H6a33ZsmX+WiVGwbjnnntshx12cIPvPvvsY6+//rq/WtJ09ZaufNL9KXr3EfnS93o95B2PT/v+t7/9Lbrve++9t7322mv+ajkh5VE53uBe2LLrJ13vXus/K/E7SQvbDoA00BVGF11ktu22v/8/4jY2tnVr+3r2bH+tUvPDDz/YxRdfHD153apVK5s1a5a/WsZQKBQM7asCopCEvHvKFimPyvEG98KWNRrZyL321crEL1krbDsAStH69WZ33WW2/fYuHL+/BTB7801/rbSZMmWKtWjRwg3Megd09dVX29KlS/3Vyoyipo+otH/6yEofXZXEu5lMl/KoHBnc433FqvxUZffa+k3rt3g9nsK2A6CUvPyy2Z57FoSjenWz++7T5zL+WmViyJAh0XMwupJJd2yX5ZVMiphiFrmCTOdadNI8X6Q8Kscb3AtbRkCADPXpp2YnnFAQDs2cq8n8ymiakHh0Fdidd94ZvQps//33L/UbCH2KluKliGkfdOWWLtPNNymPyvEG98KW8REWkGF0SekVV5iVK1cQj2OOMfv4Y3+tjDN//nw755xz3ACuL93oF3IfSrIUK90Pot+piClmilo+SnlUjje4F7YschJ9wOwBW7weT2HbAZAiffTTr5/ZjjsWhKNBA7MXXvDXynjvv/++HXTQQW5A13xSmqU3kTvhk6WpRtq2bRsNlqYiCZnHK5ekPCrHG9wLW7Zg1QJ3Ge/uw3a3JesKv5mm9ye9t/i+sO0ASME//2m2334F4aha1UxPz1u71l8ra2jm2ieffDI6o23dunXdg6dCbvzzaXLDW2+9NTqTsGKlS35RBgGRyI2EDUc0tJe+fsmWrV/mbiT896J/cyMhEELnL847z6xePbMKFQr+1fMkpk/319RnMAXh0Jd+5ptv/DWylp6p0bVr1+hswIceeqh98MEH/moJUZSefvppN726tqU4KVLZMM16uqQ8Kscb3OMt0w2Fmsqk8cjGVuXpKu5dyf4v7m9dJnSxjxdv+flrvO0AeW/kyIJonHRSQUh0Ca7+1fd6Xctj6d6Oyy83+9e/tnw9h+h5JKeeemr046bzzz/fFi5c6K9WJEUn8nhaxUhRSuVpirmKURnIZpoCvEoVs733NvNnn9X3el3Ls3Cq8JKgGXMjj5qtWrWqewDU2jgf1Sky5/3+riwSntNOO83N9ovCERAgm111VcFHUY8+6i8p8MgjBcu1Xp7SdOwPPfRQ9FG4e+yxh5tpN5aiogkVFRmts99++9nbb7+9xTrYGgEBslnDhgWBKGp6EU37oeVaL89pinZNz65H0CoSLVu2dI/HHT58uDVo0MC9psj07dvXRQfFIyBANqtcuSAQRT0GVa9ruT7GgjN9+vTo43Ajc2wpKpdffrmLDBJHQIBsRkCCvfTSS7b99tu7qeM/1UUHSBoBAbIZH2GhDBEQIJtdeSUn0VFmCAiQzXSJqT7GincZr5Z/+eWWy4ASQECAbKf5q8qXN2vVSg8WL5h6Xf/qe91ImIXzWyE7EBAgF/znP2YdO5rVrVsQjTp1Cr6fNs1fEygxBAQAEISAAACCEBAAQBACAgAIQkAAAEEICJBLHn+84BG1ixb5S4ASR0CAXKIHRenO8w8/9JcAJY6AALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQSwgI0oiAALmEgCCNCAiQQ2b+HpDRvwdkOQFBGhAQIIfc9XtADv49IDMJCNKAgAA55PLfA7LN7wH5kIAgDQgIkEMICNKJgAA5hIAgnQgIkEMICNKJgAA5hIAgnQgIkEMICNKJgAA5hIAgnQgIkEMICNKJgAA5hIAgnQgIkEMICNKJgAA5hIAgnQgIkEMICNKJgCDjzZ4921atWuW/jEJ06dKFgCBtCAgy1g8//GDnnXeeGxB32GEHe+GFF/xVEOP111+3GjVquP9eo0eP9hcDJY6AIOOsX7/e7r77btt+++3dYFizZk3bbrvt3P8++uij7eOPP/Z/JK/NmjXLWrVq5f77bLvttnbooYfar7/+6q8GlDgCgozyyiuv2F577eUGw+rVq9t9991nGzZssBkzZtgJJ5zgXldMLrnkEvvpp5/8H88rS5cutauvvtrKly/v/ru0aNHCpkyZ4q8GlBoCgozgB+Ivf/lLoYEoKjD5RO8uHn30Udtpp53cf4f69evbkCFD/NWAUkdAUKaWLFliV1xxRfSv6EQ+ovI/4tpnn33sjTfe8FfLSe+8847tv//+7rgrV65sd955p61evdpfDUgLAoIyob+iH374Ydtxxx3dYLj77rvbsGHD/NXi0kn2iy66yH3ur23oPICu2MpFc+fOtXbt2rnj1Nc555xj8+fP91cD0oqAIO3GjBljjRs3dgNhlSpVrEePHrZmzRp/tYTpktUjjzzSbU/vZK655hp3fiAX/PLLL3bbbbdZxYoV3fEddNBB9v777/urAWWCgCBtvvzySzvjjDOif0Wfe+659s033/irBXv++efd+QBte+edd7YBAwZk7dVImzdvtsGDB1vdunXd8dSuXduefPJJ++233/xVgTJDQFDqVqxYYTfffHP0r+hDDjnEJk6c6K9WInQ+4I477nDnB/S7mjZtau+++66/Wkb74IMP3KW42v8KFSpY165d3X9DINMQEJQa/bX81FNP2S677OIGQ/2r79PxV7TOD3To0CH6buess85y5xEy2cKFC+3888+P7vNpp51mc+bM8VcDMgYBQanQOwy909BAqHceegeycuVKf7VS995771mzZs3cflSqVMluv/12d14hk6xdu9Z69eplVatWdfvZqFEj7iRHViAgKFE6p9GxY8foX9E656FzH2Vp06ZNNnDgQKtVq5bbJ51XeOaZZ9x5hrI2YsQI22OPPdx+6Y77hx56yDZu3OivBmQkAoISoauounfv7q6q0mCoq6x0tVUmWb58ud14443uvIL28bDDDrNJkyb5q6XFtGnTrGXLlm4/ypUrZ5dddpktXrzYXw3IaAQEKdP9G7qPQ4Oh7uvQ/R2ZfPWTziuccsop0XdJf/7zn+3bb7/1VysVixYtsksvvTQ6t9fxxx9v06dP91cDsgIBQbCpU6e6O8c1EOr+iyuvvNLdWZ6qH3/80SZMmGCjRo2yZ599Nvql7/W6lpcEbU/nG7T/1apVc+ch1q1b569WIvSx1AMPPBCdLfcPf/iDvfTSS/5qQFYhIEia5qjSXFWRv6JPPPFEN5dVCH30NXbsWHdy+4gjjnDzW0XeGcT70npaXz+nnw+9EVED+9///nd3/kHb1fmIkSNH+qul5B//+Iftu+++bvuafqVPnz6lFiognQgIEqZJC++9997oIK9JDV999VV/tWLp5PX48eOtU6dO7i//2DDstttu1qZNG7v22mutZ8+ebrDVuw/9q+/1upZrvdif03a0PW035OS4zj/oYUw6H6HtHXvsse48RSo+++wzO/nkk932NN3KhRdeaN99952/GpC1CAgSoocVadJCDYZ6uNM999yT9Cy4uhpq6NCh1qRJk+jAr3tDdAJZVyMlexJZ6+vn9PORe030pe3r9+j3Jes///mPHXfccW47iknnzp3t559/9leLa9myZXbddddFT9Yffvjh9u9//9tfDch6BARx+Q8ruvjii90khsnSfQ2Rj3G0HU0M+Oabb5bYJavajran7UYmV9TvC72f4sUXX3TnKbQdnbd48MEHi91XBevxxx9306jo53bddVf37inkHRGQDQgICqXJCDUpYaoPK/r+++/t7LPPjoZD81/NnDnTX61Eafv6PZGQ6PdrP5Kl8xS9e/eOfszWsGFDe+utt/zVHH10dsABB7j1dMPiX//6V57jjpxHQLAFXX7bv3//EnlYke4DiXy0dOCBB6b9ngv9Pv1e/X7tR+h9KTpvccEFF0SDpHMwn3/+uVv29ddfW/v27d3r+tL/1mtAPiAgiHruueei5zk0GaEmJQx9WJGmaNdVWjqPoMtjy+q+EP1e/X7th/ZH+xVq8uTJ7nyG/vvo/IY+ItO7DX2vdx96FwLkEwKCqMhJ31QeVqTzALqaSdupV6+em4sqE2g/tD/aL+1fyAl20fkMndeIPA1RodV5j9DtAdmMgCBKJ4vr1Knjv5wwDaKRGXB1g96CBQv8VcqU9idy46D2M5VB/7HHHnPb0eXFQL4iIIjS1UOakiSULnnVoNq8efOkL31NF+2X9k/7qf0NpXch2ka/fv38RUDeICCISiUguslPA6quVEr2fo500/5pP7W/2u8QBAQgIIgRGhBd3aQT1DrHkGkfWxVF+6n91X6HXJ1FQAACghghAdH9FbpEVlc5ZcoJ80Rpf7Xf2v9k7xMhIAABQYyQgETugdClstlI+63913Ekg4AABAQxkg2IpgnRIKpHxpbVfR6p0n5HHnmbzLQnBAQgIIiRTEB0CaxOROscQrrvMC9p2n8dh44n0Ut7CQhAQBAjmYBotlsNoJpzKhfoOHQ8Oq5EEBCAgCBGogHR3diaMl1/tYc+SCrT6Dh0PDquRGbPJSAAAUGMRAMybtw4N3i2bdvWX5TVdDw6Lh1fcQgIQEAQI9GA6JkgGjz1/I1couPRcen4ikNAAAKCGIkEZO3atW4iQd07ka1XXhVFx6Pj0vHpOOMhIAABQYxEAjJ27Fg3cOoxsrlIx6Xj03HGQ0AAAoIYiQTktttucwPnyJEj/UU5Qcel49NxxkNAAAKCGIkERI+21ZP5MnW23VTpuHR8Os54CAhAQBAjkYBUr17dGjRo4L+cU3R8Os54CAhAQBCjuIBowkENmq1bt/YX5RQdn44z3gSLBAQgIIhRXEAmTpzoBs2rr77aX5RTdHw6Th1vUQgIQEAQo7iARO6T6N69u78op+j4dJzx7nMhIAABQYziAjJs2DA3aD7wwAP+opyi49Nx6niLQkAAAoIYxQVk0KBBbtDs37+/vyin6Ph0nDreohAQgIAgRnEB4R3I/xAQgIAgRnEB4RzI/xAQgIAgRnEB4Sqs/yEgAAFBjOICwn0g/0NAAAKCGMUFRLgTvQABAQgIYiQSEObCKkBAAAKCGIkEhNl4CxAQgIAgRiIB4XkgBQgIQEAQI5GA8ETCAgQEICCIkUhAhGeiExBACAiiEg3IuHHj3ODZtm1bf1FW0/HouHR8xSEgAAFBjEQDsnnzZmvSpIltt912NmPGDH9xVtJx6Hh0XDq+4hAQgIAgRqIBkaFDh7oB9Nxzz/UXZSUdh45Hx5UIAgIQEMRIJiCbNm2yhg0bur/aJ02a5C/OKtp/HYeOR8eVCAICEBDESCYgMnr0aDeINmvWLGuvyNJ+a/91HDqeRBEQgIAgRrIBkfbt27uBtFevXv6irKD91v7rOJJBQAACghghAdGEg7p3oly5cvbee+/5izOa9lf7rf2PN3FiYQgIQEAQIyQgMmbMGHcOoV69erZgwQJ/cUbSfmp/td/a/2QREICAIEZoQKRnz55uQNWJ6MWLF/uLM4r2T/up/dV+hyAgAAFBjFQCIp07d3aDavPmzTN2tl7tl/ZP+6n9DUVAAAKCGFWrVnXzQP3444/+ooToEtgOHTq4gbVRo0YZ93GW9kf7pf3TfiZ6yW5hIk8t7Natm78IyBsEBFG1atVyg+IOO+xgf/vb32zDhg3+KsXSoNylSxe3HZ1jyJQT69oP7Y/2S/sXGo/p06fb8ccf77ajr759+/qrAHmDgCBKwVA4FBANjnvvvbe99tpr/moJ6dGjhztBraucdKlsWd0not+r36/90P5ov0LovMnll1/utqP/Ni1btrRPPvnEXw3IKwQEW9FHWJ06dXIDrgbLk046yWbNmuWvVixd3aRLZLWNAw88MO13rOv36ffq92s/Qq622rhxo3uXUbNmTbcdPe52+PDh/mpAXiIgKNJHH31kRx11lBs4y5cv7z73X7p0qb9aXLq/4uyzz3bb0KNiNefUzJkz/dVKlLav36Pfp9+r35/sfR7y9ttv23777ee2ofNDumKruOeEAPmEgKBYmmBwt912cwPpTjvtZI8++mjSH0lpmpB99903GpJ27dq552/oL/ySoO1oe9puJBz6fclMTxLxxRdf2GmnnRY9z3H++efbwoUL/dWAvEdAkJDVq1fbnXfeaZUrV3aDqqY9f+edd/zV4tKJa8VIPxsZnPXRkh4jO2LEiKTvH9H6+jn9fOSjssi+6fcke6J8xYoV1rVrV6tQoYLbji73/eCDD/zVAPwXAUFSdCnsn/70p+hgrYcwffXVV/5qcel5G+PHj3fnWapVqxbdlr70TqdNmzZ27bXXuo+M+vTp4+650L/6Xq9reeQdUeRL29H2tN1EnucR67fffrMnn3zSateu7bZVp04dGzx4sHsdQNEICIJMmDDBDjroIDfgVqxY0W699VZbuXKlv1qx1qxZY2PHjrXbb7/djjjiCKtevfoWYSjqS+tpff2cfl7bCVFSxwHkIwKCYIX95f7000+n/Je7rgLTwD5q1Cj37iPype/1euiNjrH0Tuqcc86JBinknRSQ7wgIUpZN5w5K4lwOgAIEBCXGv3rpvPPOy6irl4YMGZLy1WQA/oeAoMRl2v0Tup+lRYsWbn9C72cBsDUCglKRCXdw//DDD+7KrMh9IaF31AMoHAFBqfLnkDrmmGNKfQ4pzel1zz33bDGn1+uvv+6vBiBFBARp8emnn0ZnsdUcW5deeqktWrTIXy1lr776qu21117u96QyqzCA4hEQpNXLL79se+65pxvga9SoYffff3+JDPCa/+rEE0+MBkofXZXE5b4AikZAkHbr16+3u+66yz28SgO+5qzSPFYhlixZYldddZU7Oa5tafLHqVOn+qsBKAUEBGVGM+ReeOGF0ZPcrVu3ts8++8xfrVC6/PaRRx5xl+PqZ3V5rua/ApA+BARl7sMPP3TTkigEuhnxuuuus2XLlvmrRWnqksaNG7v1q1SpYt27dw+eygRAOAKCjKAJEJ977jnbddddXRh23nlne+yxx7aYUVdTjZx55pluub46duyYcc9dB/IJAUFGWbVqlXXr1s0qVarkItG0aVP7xz/+Ybfccoub7FCvHXzwwW5OLABli4AgI82bNy/6JMPIlyZtHDRoUMqTNQIoGQQEGU0THdatW9fNlqtJGwFkDgICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAQhIACAIAQEABCEgAAAghAQAEAQAgIACEJAAABBCAgAIAgBAQAEISAAgCAEBAAQhIAAAIIQEABAEAICAAhCQAAAQQgIACAIAQEABCEgAIAgBAQAEISAAACCEBAAQBACAgAIQkAAAEEICAAgCAEBAAT5fzcxebH2ZcOPAAAAAElFTkSuQmCC)
PN: 4656-5-0C
CAS: 29973-97-5
Molecule Weight: 263.77
Formula: C15H18ClNO
PN: 4637-1-V7
CAS: 20967-96-8
Molecule Weight: 223.275
Formula: C15H13NO
![1-[3-(Benzyloxy)phenyl]ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABh7AAAYewEBT2v6AAACSXpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvzz6BoEbcGDeXXLKbS273knt3qVBdEqEbwKdvf9OirCgHommZ/n/Th5mp86dTtoODLsrU5BERlBPQeWySNN9G5Pf799GEPC3mMYpQmJcR+aiqzxljx+ORxh86UyeT09hkpB6fncq0pTl61BRbJjkX7M/ry5tjRmleViqPNVJlOiud8cXEqnKr+M8ULFPFIc1ZLWdZcai9/ZXcfjk9lQn52ssKx5aIwibdadiYIlMVHCSn+OXfYKtzXahKJ7A+o9mjPu59MX99NvE+03mFXeshjdXurSr2MRoys9PxHp1h58dzRDKBgKpMtiwKdQbbs2YlQElQHigf1BhUACoENQE1BSU4/nBcoECgQqBEoEagSIR49jttJ38/f2rcAazgJ6ya57bvHjw+GRFcOEe/kgZB6IOgnueF17fLWKcEjwE/12Z0sTbtRTy6sE3bckLgjCtAmyesD4/yCXea+t2ngbTtmHpT2wZ06tk2pCHvep9S6bu14KKcAyHoeOw66FK2LVfNFaonwZCwJiaL+drkyU0X0iQia0FcsH7pTSkv8SJgikQXWALWgZXeArIN2Og2gOwCvAfA75/BbwM2cxpg2QWM24DNs34gaAM2K/uBsA3YHO4HJm3AZnz/pqdtwNVHP2HHW6Fz9TTA3Ifb1V//VsRdxOt6HWDugl7X9wBzF/f6Phhg7kJf3x8DTNBxBkNM+BBPMZAyYvKQxt0Iu6lLdr1Xsftw57KbC5nh39DiH5qP7UlIe6x8AABCLklEQVR4Xu3dCbxVU//H8adEaZAhQwPNhlIhyqxBD8IT1ZMhJUloIGOlkKQMUWY95uHJrH8yJJEpDZIhVDTKUMmUEGL973ffZx9nr+6tc9fd55y9z/m8X6/9etJe59xzd///+p6911q/9Q8DAICDf9h/AQBAKggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABomraNGN69jSmYUNjKlc2plIlYxo0KPw7nUNkfPTRR+biiy82++23n6lWrZrZcsstzY477mjatGljxowZY9auXWu/xPOPf/zDO1JRkraZEq1PA8CYn34yplMn9RibPjp3NmbdOvvVyKDffvvNnHPOOaZs2bKJDr6oY7vttjPjx4+3X544n4qStM2UaH0aIN/9+qsxLVoUBkTFisYMHmzM3LmFoaKweP99Y4YOLbwbUZuDDjJm/Xr7XZABf/zxh2nbtq3XqVcq+PfQHcj06dPNt99+a37//XezcuVKM3nyZNO3b1/vfFGdf0lCoSRtMyVanwbId/36FQZDrVrGzJ9vn/3bwoXG7LZbYdsBA+yzyIBLL73U69AbNGhgPvvsM/t0wDfffGNOOukk+69LFAolaZsp0fo0QD5bvtyYcuWM2WILY2bOtM9ubPbswvZbbmnMihX2WaTRl19+abbaaitTvnx5b/zDVUlCoSRtMyVanwbIZ1ddVXhH0aWLfaZ4aqvXXH21fQZpNGLECK8zP+OMM+xTJVKSUChJ20yJ1qcB8lmbNoVh8Mwz9pniqa1ec+SR9hmkkT/2MWnSJPtUiZQkFErSNlOi9WmAfFajRmEYfP65faZ4aqvX1Kxpn0Ea1Sy43urMv/jiC/tUiZQkFErSNlOi9WmAfFahQmEYaCZWqtRWr9FrkTEVCq63OvNfS/JvVQQ/FEpyREm0Pg2Qz0oTIFtvbZ9BGhEghaL1aYB8Vr26+yMsPf5CxvAIq1C0Pg2Qz1q3LgyDdA2if/+9Md99Z/8tHDCIXihanwbIZ8OGFYZBSabxanGaXrO5aby6U1E9rfLlC1e3F1ObCalhGm+haH0aIJ8tW1a4iFCLA7VIcHPmzClsq2Nzj720cl3vrQ5Ihx6X3X+/MX/9ZbdECvToSgUTs72QcN68eQXfBwab/fff32y//famSpUqZs899zS9evUyH3zwQaBtOqT2yQFkRp8+hR28ypSo0y/OokXG1KlT2Pa88+yzRXvtNWOaNv07RHQccIAxb79tt0QKLrroIq9DVymTRfr32IQ1a9aYk08+2f7rIkOhOEW19f+uqGOLgi8Mjz76aKB92FL75AAy45dfjGnevLBzV8HEIUMKCyiqkOLPPxujb5VXXFH4OEptVHixJDOBNmww5s47jalWLRgkp51GOZQiaJaVypYURQUTW7Vq5XXWlQv+PS655JKCLH7bfP/99965VatWmZdeesn069cvbcUUDyj4AnDbbbcV/J/I+wX/J7LO/Pjjj+add94xXbp08drWrl070D5sqX1yAJmj8YkOHYIdfFHHiScWVul1oQH1888vrKPlv58Ca/jwkgVSjvrrr7/M/fffb3bZZRevI37iiSfsJp7169ebs846a7Pl3HfYYYci7waKCoXilKStijeq7bbbbmufClVqnwZA5r36qjE9ehhTv35haXcd+rP+TufCoIq/Rx0VDCY9Gnv8cbtl3lBJdn2zTw6Au+66y24WoLGICy+80Oy7775eWCRvKDV27NiCnC866EsSCqm01V2Ixj5OK7ijVFuVkk+nTX8aAPnhueeM2X33YJAccYQx771nt8xZK1asMF27dg0Eh3YXVHjojiTKkj+zjnr16pnrrrvO27MknQgQAIV+/92Y0aONqVr17xDRzK2zzjJm9Wq7dc7QOMdVV12VGKfQoTuIAQMGeOMZcWAHiMZk9Pm1Y2I6ESAAghQWvXoFp/3qWfqNNxaGTA55/PHHvYHm5M736KOPNgsWLLCbxoJ2Q9TAvR6l6XfRY7V0IkCAXKMtcM8+u/TjJHqfww8PPtbSY67nn7dbxs7cgt/t8ILfLTk4di/43Z7Pgd9Nli5d6v1OmgSQTgQIkGvatfu7w+/Y0ZglS+wWJfPYY8ZoOmhykBR8S18fw2/pqwvurrTITmsk/ODQTKUbC+6uNPU2VyxcuND73fRYLp0IECDXPPRQYckSv7PXny+7zH3Kr2h9inZMVIdU8J7rCo7/brmluS8m4wQKh9GjR5uqVasmgkMhoim4CpW4Ovjgg70pxosXL/bGO/S7qD7X3nvv7f2OR2mGXRoRIEAuKuhQvHUiyXcNqtj74IOlK1+ixYZdu5rpBe93ccFR/x9/z1TaoEWKEfTcc895j6eSH1fp8dV7OTDDLPl3sg9NJ/7444/tl4SKAAFy2SuvmIKvo8EgadnSmBkz7JYl8vX06abf/vsHOqxmzZqZadOm2U2zZv78+d438OTPWKdOHW/gPFfMmTPH9O7d26t/pT1K9MiqSZMm5uKLLzZfffWV3Tx0BAiQ63RncMcdpuAr6d8hUqaMMd26qSqg3Tpl9mpt/+jcubM3iJsteqR2/vnne1Nx/c+kjnX48OGl3gAKQQQIkC+0F0j//sHyJaqppVLw69fbrVO2du1aM3DgQK8yrd9h69vw0KFDvZXRmaJHaHfeeaf3SC050LQqW4sEET4CBMg3n3wSnKmlo25dY5580m5ZIqpI26FDh0DnrZ37HtKgfpq9+uqrpmnTpoGfrXIkKm6I9CFAgHz17LPGNGwYDJJWrQqr/5bC1KlTTePGjQOd+YEHHmhmzpxpNy21JUuWmE6dOgV+VvXq1b1Ha1EvP5ILCBAgn6nUxfXXG7PNNn+HiFag9+6tkq5265SpBpPKjGuTI79jL1OmjOnevXux5dFLQsUJhwwZEnhspj8PGjTIe6SGzCBAABizapUxZ55pTNmyfweJypeMGVOq8iUqraH9MMqVK5fo6FWn6ZprrvFKoZeU7ioefPBBU6NGjcBdxwknnOCthUBmESAA/vbuu8YcemjgsdbKPfYwy1980W5ZIlqPcOSRRwY6/bp165qnn37ablqsGTNmmJYtWwbeQwvmXtFUZWQFAQJgY9r8SNvqFnTSLxQcZxUcJ7dv75XIKI2JEyd6W8Amh0Dr1q03uX+3Hnl169bNewTmv0aL5G6//fbILl7MFwQIgKL98otZM2yYGV2xomnxv45baytU4fWHH36wW6dMJTe0V8U222yTCASVFTnnnHO8vcN9esQ1YsQI75GX306Pwvr372++05RkZB0BAmCT1nz+uel+yimBuwbttvef//zH/Pnnn3bzlK1cudKcccYZge1gt9tuO28HP60W1yOu5J/Zrl0784mmICMyCBAAKXnrrbdM8+bNA536PvvsY1577TW7aYmoHMchhxwSeN/ko2HDhuZZTTlG5BAgAFKmO457773X7LzzzoFO/t///nepypd88803pm3btoH3rFixorn++uvTvqse3BEgAErsxx9/NJdeeqnZaqutEh2+ypdcfvnlJSpfojLrY8aM8fbk8N9Hg+UqzEj5kegjQAA4++yzz8y//vWvwJ1DrVq1zMMPP2w33ciTTz4ZGEjXceihh3qPtBAPBAiAUnv55ZdNo0aNAmFw0EEHmdmzZ9tNE5L3It9tt93M+PHj7SaIOAIEQChUvuTWW2/dqHzJ6aefXuTeFNpNT220puMX7XiI2CFAAIRK5Uv69OkTKF9SpUoVM3LkyMCAuP/oS7sFIp4IEABpMW/evI1mVtWrV88888wz3nkCJP4IEABpNWHCBFO/fv1AkLRp08YrYUKAxBsBAiDt9Ohq1KhR3qOs5PER/a/CBfFEgADImK+//tr06NEjUL5E+5UjnggQABmn6b3+bC3dlSCeCBAAWcEgevwRIACyggCJPwIEQFYQIPFHgADICgIk/ggQAFlBgMQfAQIgKwiQ+CNAAGQFARJ/BAiArCBA4o8AAZAVBEj8ESAAsoIAiT8CBEBWECDxR4AAyAoCJP4IEABZQYDEHwECICsIkPgjQABkBQESfwQIgKwgQOKPAAGQFQRI/BEgALKCAIk/AgRAVhAg8UeAAMgKAiT+CBAAWUGAxB8BAiArCJD4I0AAZAUBEn8ECICsIEDijwABkBUESPwRIACyggCJPwIEQFYQIPFHgADICgIk/ggQAFlBgMQfAQIgKwiQ+CNAAGQFARJ/BAiArCBA4o8AAZAVBEj8ESAAsoIAiT8CBEBWECDxR4AAyAoCJP4IEABZQYDEHwECICsIkPgjQABkBQESfwQIgKwgQOKPAAGQFQRI/BEgALKCAIk/AgRAVhAg8UeAAMgKAiT+CBAAWUGAxB8BAiArCJD4I0AAZAUBEn8ECICsIEDijwABkBUESPwRIACyggCJPwIEQFYQIPFHgADICgIk/ggQAFnRrl07L0Bq165tn0JMECAAMuqPP/4wt912mylbtqwXIDouv/xys27dOrspIo4AAZAxU6dONY0bN04ER/JRs2ZN8/DDD9svQYQRIADSbtGiRaZDhw4bBcb5559vGjVqFPj7gw46yMyaNct+C0QQAQIgbdauXWsGDhxottpqq0RAVKhQwQwdOjTxyEqPtG699Vaz/fbbJ9qUKVPGnH766earr76y3hFRQoAACN1ff/1l7rvvPrPLLrsE7i46d+5sli5dajf3fPvtt6Zv376mXLlyifZVqlQxI0eONL/99pvdHBFAgAAI1fTp083+++8fCI5mzZqZadOm2U2L9NFHH5m2bdsGXl+vXj3zzDPP2E2RZQQIgFCsWLHCnHrqqYGOv1q1ambcuHFmw4YNdvPNmjBhgqlfv37g/dq0aWPmzZtnN0WWECAASuWXX34xV111lalYsWKio99yyy3NBRdcYL7//nu7eYno0dWoUaO8R1n+e+sR17nnnmvWrFljN0eGESAAnD322GPeQsDku4RjjjnGLFiwwG5aKl9//bXp0aNHYO3IdtttZ26++WZvEB7ZQYAAKLG5c+eaww47LBAce+yxh3n++eftpqF65513zMEHHxz4uXvttZd56aWX7KbIAAIEQMpWrVplevXqFbgT2Hbbbc2NN95ofv/9d7t52jzyyCOmVq1agSA5/vjjzaeffmo3RRoRIAA2S+Fwww03mKpVqyY67C222MKcddZZ5ptvvrGbZ8TPP/9srrjiCrP11lsnPpPWm1xyySXmxx9/tJsjDQgQAJs0adIk07Bhw8C3/SOOOMK89957dtOsWLZsmenSpUvg8+20007mnnvuMX/++afdHCEiQAAUaf78+eaoo44KdMx16tQxTzzxhN00El5//XWz7777Bj7vfvvtZ9588027KUJCgAAI+O6777waVZqK63fElSpVMsOHDze//vqr3TxSdMdx9913mx133DEQJCeffLJZvny53RylRIAA8Gix35133ukt/vM7XtWkOu2008wXX3xhN4+0H374wVx00UWBGlwaK7nyyiu9sROEgwABYF599VXTpEmTwLf2Fi1amLfffttuGisLFy40xx57bOD32nXXXc348ePtpnBAgAB5bMmSJaZjx46BDrZ69ermgQce8Aoi5orJkyebPffcM/B7HnLIIWbOnDl2U5QAAQLkoZ9++slcdtllpnz58okOVX8ePHiwdy4XacX62LFjvRXs/u+s9Sw9e/Y0K1eutJsjBQQIkEd0V/Hggw+aGjVqBL6Nn3jiiWbx4sV285ykGlrnnHOOt47F//232WYbc91111E2voQIECBPzJgxw7Rs2TIQHHvvvbd55ZVX7Kah0uynF154wfv2f95553k1rbp27WpatWqVOPTf+nudVzu1L27fkLB88MEHpnXr1oHr0aBBAzNx4kS7KYpBgAA5TjOounXr5s2o8jvKHXbYwdxxxx1OZdY3RXc42o5Wm0Cp9Lqm/yZ30CU9VOFXixY1hVj7jKSjcOJTTz1l6tatG/i5Rx55pPn444/tprAQIECOWr9+vbn66qtN5cqVEx2j1nboW77WeoRJnbtqZCWPLxR3aI2GFiRqUFt3H/pf/be9dqOoQ2XddbcyZcqUUFeZ61qNGDEicK1UNr5fv37eTokoGgEC5KAnn3zS65STO9927dqZTz75xG7qTGstrr32WrP77rtv1NHrULFD3fmMHj3aK4eiKbWp+Oyzz8xzzz3nFWjUYy3790h+/0GDBoW6RuXLL7803bt33+hu7bbbbkvL3U/cESBADnn//fe9b/XJHa3qWD377LN2U2faJGrYsGFeFd7kn6NOV1vRqrNVGZQwLVq0yNvZUBV3k1fI69DsMQ2KqyZWWGbOnGkOPPDAwM9p3LixmTp1qt00rxEgQA5QRdzevXtvNLPo+uuvD21mkSryandAOzg0fqAxikyVClFJ+TFjxph99tkn8DkULKoOHOZOhQ899JCpWbNm4OeccMIJXqCBAAFiTZ36TTfdFOjUtbbhzDPP9DrasGhFumZsJXek2shJK7rDHIsoKd0R2Hdc22+/vVcPK6yFkFoXM2TIEFOhQoXEz9Bdjx6frV271m6eVwgQIKZefPFFbxfA5M7z0EMPNe+++67d1Jn2O+/bt29gA6l69eqZRx99NKvBYXvjjTe82VrJ10I7F6Y67pIKrdrv1KlT4Gfssssu5v777w8trOKGAAFiRp1i+/btAx3Zbrvt5nXqYdLCwuTHRHpEpG/dCpWo0iMn7QXif2bN2gr7ukybNs00bdo0cP0POOAAbyZaviFAgJjQrKcLL7wwMIisdRIa0A67U9esqeTHYs2bNzcffvih3SySNMiv8aDkDv7ss88OtRS91s/cddddgcrFOjTFeMWKFXbznEWAADGg6bL27KNTTjnFfP7553bTUtMsquRHVuqMtU4ibrTxlSYS+L+HiieGvf5FYTVgwIDAv40mMmj6cT4gQIAY0MCw30HpbuCtt96ym4RCK8j9n6O7G1XljTPNlkrepVATAbTWI2yatnz00UcHQiQfECBADPgzoOrXr5+2weuBAwcmOsCqVavmzFaw2kAqeU+Q2rVrm08//dRuFgot1tTP0Ir2fECAADGgxy/qmA466CD7VChUidbvYDUIPXfuXLtJrGkVuVaYJ4dImCvYfWeccYb3/lq9ng8IECAG0hkgmqXkj3nsvPPOoa8ijwpNtdVe736I6K4u7DERAgRA5KQrQLR+wt9USpVzZ8+ebTfJKQqR008/PREiuq5hzs4iQABETjoCROVP/I2lNOirqbv5QI+zksdENMU3LAQIgMhJR4Acd9xxiU5U5VDyiQbWk2dnhbXYkAABEDlhB8gtt9yS6Dz1bTwfS3GobLxmm+kaaMV6GGVPCBAAkRNmgKjsudZ46P2qV69uVq9ebTfJG9o3xQ9S1c4qbZASIAAiJ8wA6dy5c6LT1N7j+U4l4P3roSq+pUGAAIicsALklVdeSXSW2tcCheVINH3Z7/g1ucAVAQIgcsIIED2e8Ve0a28LlSdHIVXx9YNVtb9cESAAIieMAJkwYUKik9QGSQjy9xNRYUTX7XEJEACRE0aA+Ht8q05T2Cuwc4EWVfoBqz3WXRAgACKntAHy2muvJTrHCy64wD6N//G3x9XqfJdaWQQIgMgpbYB07NjRe/1WW22VVxselZT2WPeDdvDgwfbpzSJAAEROaQJEs4z8elddunSxT8PSrFkz71rVqlWrxKXzCRAAkVOaALnnnnsS36onTpxon4ZlzJgxies1ZcoU+/QmESAAIqc0AdK6dWvvtdrV8LfffrNPw7Jq1arEFrXa47wkCBAAkeMaIHp8pUq7em1p1jfkm+OPP967ZqqRpeq9qSJAAESOa4A8++yziccxWgeC1IwbNy5x3aZPn26fLhYBAiByXAPkoosu8l6nHQfXrFljn0YxFi1alAiQ4cOH26eLRYAAiBzXAGnevLn3uqZNm9qnsBl16tTxrp1WqKeKAAEQOS4BogHzcuXKea/r16+ffRqb0aNHD+/aqfR9qtN5CRAAkeMSIPPnz088hrnjjjvs09iM0aNHJ67f0qVL7dNFIkAARI5LgGjNh98BaoU1Sub5559PXL8XX3zRPl0kAgRA5LgEyA033JDoAJcvX26fxmYsXrw4cf20uDAVBAiAyHEJkP79+3uvUf2r0m7Vmo807uEvKBwwYIB9ukgECIDIcQkQfxC4WrVq9imkSKv3dQ179uxpnyoSAQIgclwCpFOnTt5r6tata59CivypvNpHPhUECIDIcQmQo446yntNkyZN7FNIka6drqGuZSoIEACR4xIghx12mPeali1b2qeQIl07XUNdy1QQIAAixyVAuAMpPe5ANo0AAWLAJUAYAym92rVrMwayCQQIEAMuAcIsrNJjFtamESBADLgECOtASmfDhg2JWmKsAykaAQLEgEuAJNdyYiV6ySWXdB87dqx9ukgECIDIcQmQ5M2kXn75Zfs0NmPSpEmJ6zd58mT7dJEIEACR4xIgCxYsSHSAt912m30am5FcS2zZsmX26SIRIAAixyVAfv/990Qtp3PPPdc+jc3o3r27d+0qVaqU8hgSAQIgclwCRFq0aOG9rlGjRvYpbEatWrW8a9emTRv7VLEIEACR4xogl156qfe6MmXKmJUrV9qnUYzkzbhGjhxpny4WAQIgclwDRBsh+R3h448/bp9GMW699dbEdZs1a5Z9ulgECIDIcQ2Qn376KTEO0q1bN/s0itG2bVvvmmkhodaDpIoAARA5rgEi7du3915buXJls27dOvs0LJpxVbZsWe+a9erVyz69SQQIgMgpTYCMHz8+8TjmkUcesU/DMnz48MT1euutt+zTm0SAAIic0gTIzz//bKpUqeK9PtWqsvlK29jWq1fPu1Z77LGHfXqzCBAAkVOaABG/Y9NsrA8//NA+jf9Jvlu79tpr7dObRYAAiJzSBsi8efO88NB7nHLKKfZpmMK7j7322su7Rttuu6354Ycf7CabRYAAiJzSBoh06NDBew9VmFWhQAQ9+uijibuPYcOG2adTQoAAiJwwAmTmzJmJDvLkk0+2T+e1X375JTH2obuP77//3m6SEgIEQOSEESBy7LHHJkLklVdesU/nrUGDBiWuy6hRo+zTKSNAAEROWAGiR1cVKlTw3kvP+1VwMd9pUoG/2HLvvfcu1TUhQABETlgBIldeeWXi27b+nM/Wr19vmjdv7l0LLR58++237SYlQoAAiJwwA+TXX381DRo08N5viy22MK+++qrdJG/07t07EaZ9+vSxT5cYAQIgcsIMEJk9e7a3V7res3r16mbVqlV2k5z3wAMPJMJjn3328YK1tAgQAJETdoDImDFjEh1oq1atvMc5+UIlSrbeemvvd99uu+3M4sWL7SZOCBAAkZOOABF/bYiOzp07e4vpct3cuXO9qbr6nTXuob3jw0KAAIicdAWIyr3vv//+iRA555xz7CY5RRtF7bjjjonfN+y94gkQAJGTrgCR1atXm9133z3RqWr/9Fy8E9G4z84775z4Pa+55hq7SakRIAAip0mTJl7H1LhxY/tUKJYuXWpq1qyZ6Fz1OCuXxkQmTZpkKlWqlPj9Bg4caDcJheqM6f31iCwfECBAhP34449eZ+d3fDouueQS7+/DphBJvhPRwHouzM666aabvOnK+p005nHdddfZTUpNiw9Hjx6dmNmmn5cPCBAggv766y9z3333mV122SUQHv6hRzH33ntv6I+a9DgreUxEU3zjuk5Ev0ty6Zby5ct7BRPD9txzzwWCV4f+Ox8QIEDEaIppcieuo1mzZubmm282++67b+Dv99tvP/Pmm2/ab1EqGlhPnp2lb9NasV6aEh+Z9sILL3jh5/8ONWrUMK+//rrdrFQ0IK8NupL/PerUqWOeeOIJu2nOIkCAiPj888/NqaeeGuiQNGNo3LhxZsOGDV4b3XHcfffdgZlEOlRdd/ny5dY7ls7YsWMTj2R07LnnnpEvwLhkyRJzwgknBK7NcccdZ7755hu7qbPvvvvOnH/++Yn6WTo0vqKtcMNYjBgnBAiQZSolrv0nKlasmOiQ1DldcMEFxZYV12ZHF110UaCD1+t1p6AtbMPyzjvvmPr1628UVlHbT+Tbb781Q4cOTRSK1KGFgrfccovd1JlC/M477zTVqlULXI/TTjvNrFixwm6eFwgQIIv0TH633XYLdEjHHHOMWbBggd20SAsXLgw859eh99PWrGHRt2oFU3LnrMdamnGU7e1x1XEraCtXrhy4BppFtmzZMru5M40DNW3aNPAzDjjggFIXX4w7AgTIgnfffdccdthhgQ5pjz328J7du5g8ebL3iCn5/Q499FAzZ84cu6kz3XXYYaVD4wCPPPJIqHc+m/Lbb7+ZiRMnmi5dugTuwHSoHHuYj9n0SKxjx46Bn6GxFdXR0kSHfEeAABmkabFnnnmmN53U75C0ZkBTTUs7SK3Xq76Vajv5762f07NnT7Ny5Uq7ubNZs2Z5g+z+Huv+oXGA7t27m8ceeyz06b8ad3jmmWfMWWedZbbffvvAz9XRsmVLM2HChNA6dU0kuOyyy7yZW/7P0J8HDx5s1q5dazfPWwQIkAHq3G+44QZTtWrVRIekx0AqJx7mAK/o/c4+++zE2gcd22yzjbf+Qd/ewzJv3jwvnOzHR/7RqFEj07dvX69cyEsvvZTyIL8eS02ZMsXcfvvt5rzzzvNmoNnv7Xfoujt47bXX7LdwpgB68MEHvVlbyT/rxBNPDK3gYi4hQIA00yrohg0bBjqkI444wrz//vt201B98MEH3mLA5J+rfUD0+CdMmgSgMZf27dubcuXKbdTR24dWvGu6q3ZE1OfT/+q/k1fCF3fojqp169beGhhNJAjTjBkzvDuZ5J8X9iOxXEOAAGnyySefmH/+85+BDikb6wSeeuopU7du3cDnaNeunfn444/tpqWmRz8vvviiufTSS02LFi0Cd0EuhwJDOwZeeOGFXtXcdKzA//LLL023bt0Cj+RUy0p3QP70aRSNAAFC9oee1593nmlgrRO4+uqrs7ZOQHWtRowYEXjcpLuF/v37e+ML6aIOWAvu1Pmr1IcerfXo0cObCqy7D//Qf+vvdV7tdJekAP7jjz/stwxNtq5JLiFAgLDo2+odd5gfCr693l/QGXUoOPStVt9uv/jiC7t1Vujbtga68/3b9pNPPlnkXZlCC6kjQIAwqF5UkyYF/x/1D+94t+AY16KF+WDGDLtlJMycObPI5/1Tp061m+YUjTvZ40IanwpzU6l8QoAApaGZOR07JoLDO6pXN3898ICm9NitI6W4GUcqBRK1lealVdzMtOuvvz7UmWn5hgABXPz0kzGXXWZM+fJ/B4f+rL/TuRjRwPeQIUM2WvMwaNCg2K958NfG+FvY6vDXxoS9ViUfESBASeiuQncXBXcZgbsO3YXEfJ2AVl136tQpcDeicvL3339/aAv0MkmzwYpana8qAAgHAQKkSuMZLVoEg0PjHjHdL6M406ZNK7Lu0/Tp0+2mkaT6YFqTkvz5VR8sHXuB5DsCBNgczaA67TRjypT5Ozi05/UddxTOvMpBmpF11113bVR5tmvXrpGtPKuFhVovklxmXRWKVelYix0RPgIEKI7WbFx9tTGVKv0dHAWdkznvPBVnslvnJJWTHzBgQKT3vtAeKf/5z3822iNF1YK1xwrShwABiqLV4nXqBB9X/fOfWl5ut8wLWgx49NFHBzro2rVrm8cff9xumlHaZXCfffYJfC6tXA97l0YUjQABkqk+1RFHBIOjYUMVtLJb5qWi9v8+/PDDzdy5c+2maaW9Pv79738HPke69olH8QgQ5IZp04zp2bOws69cufCxU4MGhX+nc5uzbp0xvXsbs8UWfwdH1arG3HCD5oLarfOapsaq3IhdWbhXr15m9erVdvNQrSv4d7r88ssDm1tpTxDV3kpHnSxsGgGCeNOai06dgncMRR2dOxeGRHFGjPi7bdmyxpx5pjbvsFshicJCoZG8OE+honAp7d4mRXn44YdNrVq1Ej9Lx7/+9S/z2Wef2U2RIQQI4kuDuP602ooVjRk82Bg9SlGoKCz0OGro0L8HwQ86SBX07HcppJLdateqlbYLtM9iE9577z3vMVZyx67HXHrcFYbZs2cX/NMdFHh/7TWiPUOQXQQI4qtfv8JgKPhWaubPt8/+beFCY3bbrbDtgAH2WYREA+oaWE/u6DXwrgF4F1999ZVXoTe58KN2I7zlllvSWqUXqSNAEE/a3a5cucIxi5kz7bMbK/gW67XXNNyIrmPIBZraqym+murrd/qaAqypwJoSnArVpho5cqSpUqVK4j1UZr1Pnz7m22+/tZsjiwgQxNNVVxXeUXTpYp8pntrqNVrbgbTSYkMtOky+G9GiRC1O3FTZeO17Xq9evcDr2rZt622fi+ghQBBPbdoUhkFBh5MytdVrjjzSPoM0UfkTlUFJDgSVSVG5lGQKiDYF/6bJ7erXr28mTJgQaIdoIUAQTzVqFIZBSVYaq61eU7OmfQZppEKMKsiowozJAaHCjSpsqEdTyXup69HVqFGjKLMeAwQI4qlChcIwKEk5DbXVa/RaZJxKw6tEfHLZ+ORDZdY1aP7111/bL0VEESCIp9IEyNZb22eQQdqsSptWJYfHwQcf7E3XRbwQIIgnfz8Ol0dYevyFrLvnnnu89SKXaRMuxBIBgnhq3ZpBdCDLCBDE07BhhWFQkmm8J51U+Bqm8QKhIEAQT8uWFS4i1OLAVJ6dz5lT2FZHSR57ASgWAYL46tOn8I5CZUpUrqQ4ixb9vbeHNoMCEAoCBPGlbUqbNy8MBhVCHDKksICiCin+/LMxH3xgzBVXFJZ3VxsVXizJrC0Am0SAIN7WrjWmQ4fCgNjUceKJhVV6AYSGAEFuePVVY3r0MKZ+/cLS7jr0Z/2dzgEIHQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIcs+kSca0b2/MrFn2GQAhIkCQe5o1K1x93qmTfQZAiAgQ5J499ywMkOOOs88ACBEBgtxDgAAZQYAg9xAgQEYQIMg9BAiQEQQIcg8BAmQEAYLcQ4AAGUGAIPcQIEBGECDIPQQIkBEECHIPAQJkBAGC3EOAABlBgCD3ECBARhAgyD0ECJARBAhyDwECZAQBgtxDgAAZQYAg9xAgQEYQIMg9BAiQEQQIcg8BAmQEAYLcQ4AAGUGAIPcQIEBGECDIPQQIkBEECHIPAQJkBAGC3EOAABlBgCDnTC0IkAkFATKDAAHSigBBzulbECAdCgLkagIESCsCBDlnz4IA+UdBgBxHgABpRYAg5xAgQGYQIMg5BAiQGQQIcg4BAmQGAYKcQ4AAmUGAIOcQIEBmECDIOQQIkBkECHIOAQJkBgGCnEOAAJlBgCDnECBAZhAgyDkECJAZBAhyDgECZAYBgpxDgACZQYAg5xAgQGYQIMg5BAiQGQQIcg4BAmQGAYKcQ4AAmUGAIOcQIEBmECAlcM0115h//vOfZv78+fYpREjt2rW9AGnbtq19CkCICJAUzJs3z7Rp08brlHRstdVW5uqrrza//vqr3RRZ9Pnnn5tTTjkl8e9Uq1YtuwmAEBEgm7BmzRrTp08fU65cuUSnlHzUqVPHPPHEE/bLkGG//PKLGTZsmKlYsWLg36dfv352UwAhIkCK8Mcff5hbbrnFbL/99onOqGzZsqZHjx7moYceMg0bNgx0VEcccYR577337LdBBjz66KNmt912C/x7tG/f3ixcuNBuCiBkBIhlypQpZq+99gp0SAcffLCZPXt2os3vv/9ubrjhBlO1atVEmy222MKcddZZ5ptvvkl6N6TLu+++aw499NDAv9Mee+xhXnzxRbspgDQhQP7ns88+M8cff3ygQ9Iz9EceecRumrBq1Spz5plnencn/mu23XZbc+ONN3ohg/AVd81vuukmrjmQYXkfID/++KO55JJLvIFxv0PaeuutzeWXX25+/vlnu3mR5s6daw477LCNvg2/8MILdlM4+u2338z1119vttlmm8Q11l1f7969uesDsiRvA+TPP/809957r9l5550DHX+XLl3MsmXL7OYpeeyxxxJTSP3jmGOOMQsWLLCbogSeffbZjcadWrVqZd5//327KYAMyssAefPNN03z5s0DHdK+++5rXn/9dbtpiWlG0FVXXRWYEbTllluaCy64wHz//fd2c2zCJ598Ytq1axf4d9LMtyeffNJuCiAL8ipAli9fHlgnoGPHHXc0d999t3dHEiatSTj11FMDP6tatWpm3LhxZsOGDXZzJPnuu+/Meeed5wWvf+0qV67srb1Zv3693RxAluRFgOiu4MorrwzcFWjM46KLLjI//PCD3TxUb731ltl///0DQdKsWTMzbdo0u2neU7DecccdZocddkhcqzJlyphu3bqZL774wm4OIMtyPkDGjx+/0TqBY489NqPrBP766y9z3333mV122SXwOTp37myWLl1qN89Lr7zyitl7770D16dly5ZmxowZdlMAEZGzATJnzpyN1gmoyF421wmsXbvWDBw4MDDjq0KFCmbo0KFm3bp1dvO8sHjxYnPiiScG/p1q1KhhHnzwQS94AURXzgXIypUrTc+ePQPrBLbbbjszZsyYyKwTWLRokenQoUOg06xZs6a3yj1fKEwHDx5sypcvn7gG+vNll11mfvrpJ7s5gAjKmQDROoHrrrtuo3UCZ599dmTXCbz88sumcePGgSA58MADzaxZs+ymOUN3FQ888ICpXr164Pfu2LGjWbJkid0cQITlRIBMnDjRNGjQINAhaZ3ABx98YDeNHNXduu222wJ1tzRwfPrpp5uvvvrKbh5rb7/9tmnRokXg36lJkybm1VdftZsCiIFYB8jHH3+80TqBunXrmqeeespuGnnffvutVz02ufKvpq5qD5K4T13VDKrTTjvNC0b/d9OU5jvvvJMpzUCMxTJAtE6gf//+G3W2I0aMiH1n+9FHH5kjjzwyEIr16tUzTz/9tN008rRfyvDhw02lSpUSv4vWdpx//vnevyGAeItVgOjb6u23377ROoHu3bubL7/80m4ea//3f/+30WO51q1bmw8//NBuGknaJ0WrxpM//1FHHcVujkAOiU2ATJ06tch1AjNnzrSb5gxNDLj22ms3mhhwzjnneJtdRZH2RdH+KMn/TqpjNWnSJLspgJiLfIBoyusJJ5wQ6JDybZ3A119/bc4444yNpiaPHTvWG4SPAs10034oCjj/M2q/FO2bEpXp0wDCFdkA0TqBQYMGbbROYMiQIWldJ6AOWUX8NLNr9OjR3jRg7UR48sknezO7/EP/rb/XebVTxVg9nknnoPA777xjDjnkkECYavOrl156yW6aMQoH7X+iPTn8z6Sg69Wrl7d3B4DcFbkA0V3F/fffv1HZj06dOqVlnYD2A1Hnf+GFF3oVepO/5bsc+gauqaqXXnqpt+o9HWH33//+1+y6666Bn3vccceZTz/91G6aVs8//7y370ny59C+KNofBUDui1SATJ8+3RxwwAGBDqlp06ahFx5UAUXtBaJB6VQCQ6vENSCsb/u6+9D/6r/193Zb+9BMMe3RrZpcKuoYFm12dcUVV3ibX/k/SyVSLr744rQXiNT+JtrnJPn31D4o2g8FQP6IRICsWLHCdO3aNdAhaZ3AXXfdFeojoddee81b8Zz8WCz5UJVclRHXTC/tja7PlQqViddjJC0I7Nu3r2nUqNFG761DU41VZmXevHn2WzjTzz7ppJMCP2ennXYy99xzT+gl6rWfifY1SS6zrgrH2v8kzHAEEA9ZDZDi1gkMGDAgtM2X9EhswoQJ3owtu0PX6m8N/D7zzDOhr0vQ8399I9cU4+TfT4emHqsWVpglS9544w2z3377BX6O/lt/X1oKce1jolBPfn+FfqohCyD3ZC1AHn/88Y22fw17nUBRJcL1mEfb1mqQXNNkM0GPmx555BHv90v+LDpUWl4zzcKgOw7deegOJPln6A5Fdyou9PhQd2bJ76f9TfS4EUB+y3iAaJ3A4YcfHuiQdt99d/Pcc8/ZTZ1pT3PttZH8M/T4SI9fsv2NWQsBtSti8nRXlXTXhle6IwuDxkA0FpJcNl5jJRozUZilQvuU2NdQExu0r0m+TJ8GsGkZC5DVq1d7UzvtdQKaAhvmOoFbbrklMLDs77ehWlNRorsOTQVO7qDr16/vTdUNi2ZlaXZW8s/Q7C3N4iqO9iXR9dJ181+jINI+JppaDQC+tAeIwkEhobDwOySFiMJEoRIWLWSzO0stQEzH1N8w6TGbNrpK7qy1QDBMGuDXzLHka6P1JHZYaT8Se2aZxmrCesQGILekNUD0WEqPp5I7JD2+CnudwOuvv+6tTvd/hvaaeOGFF+xmkaWQ1SOs5LszddxhriHRAkkFk1aw+z9DU5i1wl3XSvuQJP87aZ8SlY8BgOKkLUBUVj25Q9KAuQbOw/boo48GpuVqUDrMO5tM0r4YyRstabA67N9FNbRUSys5rJIPzUzTdOSolEgBEF1pCRA9TvI7JD2S0VTdsAaIk2kHQn8hoDrEm266yW4SO5r+q8WK/vXTHZwGtMOmwXwtpPR/jqYWaz+SqI0VAYiutASI1lT4HZNKeqSDBnX9n6F1FrlU7VV7miTPgNK4RDpCRPw1KppiDAAlkfYA0Y56YdN7+u+/8847m9mzZ9tNYk9rOs4999zAnUjYj7Nkxx139N5fW+gCQEnELkD0fN5/b3V+YS48jCKNV/i/r8ZEwhxYFwIEgKtYBYiq5vpjHiofHvZsrijSnUjy4yzNzgoTAQLAVWwCZPHixYkpqFoo+NZbb9lNcpbGRJIH1seMGWM3cUaAAHAViwDRDK599tkn8Z4PPPCA3STnaXaWP8VXM9vCGvchQAC4ikWA9OnTJ/F+vXv3tk/nDa0T8ddvNGjQIJSp0QQIAFeRD5C33347Me6hHQP1OCefacW6f23159IiQAC4inSAqMSHX45d+4Ro8Vu+0zXx61qp4GFp61QRIABcRTpARo0alXifQYMG2afzlgow+tdFpVtKgwAB4CqyAaIdCTVVV+9Rr149tky1JJeCnzlzpn06ZQQIAFeRDZBhw4Yl3kMFExGkR1flypXzrk9p1oYQIABcRTJAtKOef/eh5/1aTIeNaWdDXSMVQpw3b559OiUECABXkQyQa6+9NvH68ePH26fxP5pUoPDQddK+Hi4IEACuIhkge+yxh/dajX1w97FpqqKra1WlSpWU9ztPRoAAcBW5AFGJEv+12kcEm/bII4+U6m6NAAHgKnIBor3S9TotHly2bJl9GpZ169aZypUre9esffv29unNIkAAuIpUgGzYsMHbUlWva9u2rX0axejWrZt3zbTYsqTl3gkQAK4iFSCzZs1KvO7WW2+1T6MY2mvev24vvviifXqTCBAAriIVICNHjky8Ltc3igrTypUrE7OxSrqFMAECwFWkAqRNmzbea2rVqmWfwmY0atTIu3YtWrSwT20SAQLAVWQC5K+//jKVKlXyXtO9e3f7NDbD3z9d4yAquJgqAgSAq8gEiGZc+a+54YYb7NPYjOS94hcsWGCfLhYBAsBVZAJk8uTJiddMmjTJPo3NePnllxPXT3vHp4oAAeAqMgEyduzYxGtKu8dFPlq+fHni+o0ePdo+XSwCBICryATIgAEDvPaqMKv1ICgZjSFpr3Rdw/79+9uni0WAAHAVmQDp2bOn114LCeGmWrVq3jXs0aOHfapYBAgAV5EJkM6dO3vta9eubZ9CiurWretdw06dOtmnikWAAHAVmQDxq8o2adLEPoUU6drpGupapooAAeAqMgFy2GGHee1btmxpn0KKdO10DXUtU0WAAHAVmQDhDqT0uAMBkEmRCRB/DKROnTr2KaSIMRAAmRSZAGEWVukxCwtAJkUmQPx1IKrlxDa2Jcc6EACZFpkAGTNmTOI1ixcvtk9jM5JXopeklhgBAsBVZAJEGyH5r3n++eft09iMqVOnJq7fxIkT7dPFIkAAuIpMgCxdujTxmpLUckKhO+64I3H9SrIZFwECwFVkAkTjHhUrVvReU5JBYBTq16+fd+1US+y3336zTxeLAAHgKjIBIkcccYT3GqbyllzTpk29a9e8eXP71CYRIABcRSpAhg8fnngdJd1Tt2bNGlO2bFnvul100UX26U0iQAC4ilSATJ8+PfG6cePG2adRjAkTJiSuW0k2kxICBICrSAXIH3/8YapUqeK97vjjj7dPoxi9e/f2rtkWW2xhvv/+e/v0JhEgAFxFKkCka9eu3uu0oHDVqlX2aVg0YK7V+7pmrVu3tk9vFgECwFXkAmTKlCmJ12pxITZNaz7863XPPffYpzeLAAHgKnIBoum8tWrV8l7brFkz+zQsXbp08a5V+fLlS/z4SggQAK4iFyAyePDgxOu1whpFW7FiRaL+VceOHe3TKSFAALiKZIB88cUX3jdqvb5Vq1b2afzPBRdckLjOr732mn06JQQIAFeRDBA555xzEu/xxhtv2Kfznq5x5cqVvetz4IEH2qdTRoAAcBXZAFm2bJk3E0vvoRXqCBoyZEjiGmsdiCsCBICryAaI+OsbdDz00EP26by1ZMkSU6FCBe+67L333t5eIK4IEACuIh0g33zzjdlhhx2899l5552dZhnlohNOOCFxfV955RX7dIkQIABcRTpA5O67706811lnnWWfzjsvvPBC4npoH/nSIkAAuIp8gOjxzMEHH5x4vyeffNJukjdWr15tqlev7l0Hlb7XOFFpESAAXEU+QGThwoWJGllVq1Y1n332md0k5ylIjz322MR1veWWW+wmTggQAK5iESDy6KOPJt5z3333NT///LPdJKfddNNNid//uOOOs087I0AAuIpNgMjZZ5+deF99G1f13nwwadIkr9Kufu8aNWp4kwvCQoAAcBWrAPn111/NIYccknhvdXqlmcIaB7NnzzaVKlXyfl+tzg97USUBAsBVrAJE9N5a++C///nnn5+zITJ//nxv+rJ+T+04qMd4YSNAALiKXYCIamXVrl078TO6d++ec4+z5s6da3baaafE73jdddfZTUJBgABwlfYAufjii+3Tofj0008DIaIxkVwZWH/zzTe92Wb+7zZw4EC7SWi22WYb72eEsaYEQH5JS4CsWbMm0fmVK1fODB061Kxbt85uVmpffvll4HGWZmctWrTIbhYrDzzwgLfGw/+dRo4caTcJxZw5c8yhhx6a+DmNGjWymwDAJqUlQGT33XdPdE46atasaR5++GG7Wanpbid5YF3fqJ944gm7WeStX78+UPtLYx633Xab3azUVq5caXr27Om9f/LPuvnmm+2mALBJaQsQefnll03jxo0DQaLS47NmzbKblopmZyVP8dWhzjgutbM+/PBD07x588Rn33bbbb2pu2HS3unXX3994pGVDk0N1nULc1owgPyR1gARDW7feuutZvvtt090XGXKlPEGbb/66iu7ealolpK/Yl2HBqGjXMX3l19+MYMGDUqUrdexzz77mMWLF9tNS+XZZ581DRs2DASsNur64IMP7KYAkLK0B4jv22+/NX379vXGRPxOTJ29Zmnp8U1YVPYkuXaWDu0nEvb6idLQvu8Ku3r16iU+ox4j6fooVMLyySefmHbt2gWuRd26dc1TTz1lNwWAEstYgPg++ugj07Zt20Cnpo706aeftps607oQVfFNvuvxv3Vnc491Bcf48ePNXnvtFfhcmgjw9ttv282daVyof//+gbDW7oUjRowINawB5LeMB4jv//7v/0z9+vUDHWnr1q298YCwaDaYSsAnPyLSocdEY8aMMatWrbJfkhbLly83w4cP9779J38OjXWMGjXK/P777/ZLnGzYsMHcfvvtiT1UdOhxYbdu3bwZawAQpqwFiGhg99prrw0M7Opb87nnnut1/mFR2XPtsa5SIMkduILl+OOPN+PGjQt9+q9WkWsWle621InbwTFs2LBQB/m1sVTylGYdLVu2NDNmzLCbAkAoshogvq+//tqcccYZgaml2223nTe1NMwV5lrBrkHrWrVqBTpa/6hTp47p0aOHufHGG81zzz2Xctl4jbto1tTo0aO9b/vFvb+mNiswf/jhB/stnGnAPXmHQh0quPjggw/mbIkXANEQiQDxvfPOO4E1HTo0XvDSSy/ZTUtFYxFTpkwxXbt2DczaKu5QuQ+Fy5577umNo+h/9d9+GZBNHQrCXr16menTp9sfo1TWrl3rhWHyXZX+PGTIEPPTTz/ZzQEgdJEKEN9///tfs+uuuwY6Yu2BofIlYdMdjjp3jVFotlbyKnCXQ5Vz27Rp460g13qXsO8C9H73339/YmdC/+jUqZNZsmSJ3RwA0iaSASKqa3XFFVeYrbfeOtFJbrXVVl5trR9//NFuHqqlS5d6e4+PHTvWnHfeed5jLd2t6O7DP/Tf+nudVzu112B5Ommm1gEHHBAIjqZNm5pp06bZTQEg7SIbID4NgJ900kmBTlMLBO+55x7vUVQ+WLFihTnttNMC16BatWrmzjvv9GZeAUA2RD5AfFoIqGKJyZ3ofvvtF6kFgmFTiRY9WvM3lNKhmWPaAyXMGVwA4CI2ASK649ACweR9MnScfPLJaX98lGmPP/64N1Cf/HseddRR3vRgAIiCWAWIT9NgNRaiMRG/c9VYyZVXXhn7PUHee+89c/jhhweCQ9N/Na0YAKIklgHi06wsbSSV3Nlq9pZmccXN6tWrvVXzqpDr/y7aVEprS8JaqQ4AYYp1gPgmT57src1IDhKtJ9G6kqhTOGjhYvIOhAoRrR1RqABAVOVEgIjWc2g6rRbu+R2xVrZrhbs2UYqi559/fqONt/T4SvuhA0DU5UyA+FRDS3Wvkh8FqdaWSoio9lYULFiwwBx99NGB4ND+7ho4B4C4yLkA8amqr6r7JnfSDRo08KoAZ4um3g4YMCBQHVhTdK+66ipvyi4AxEnOBohP+4wkb9yk48gjjzQff/yx3TRttNjvrrvu8hb/JX8OrWbXIkEAiKOcDxDRJkra+VCbKvmdt8rG9+vXz9spMZ1UZkTlRpKDQ+VIwi6uCACZlhcB4tOmSt27dw/sz6FdC7VvR5hl40WFDVXgMDk4dtllF68QYtgFFgEgG/IqQHwzZ840Bx54YKBzb9y4cSjb3aqUukqqV6hQIfHeKrOu0usqwQ4AuSIvA8T30EMPmZo1awaCpEOHDs67Exb1ftrsyfX9ACDK8jpAZN26dWbo0KGBOwaVSBk4cGDKdwzpvKMBgKjK+wDxaQ+Qzp07B0JAYxb33XdfsWMWRY2p7LDDDmkZUwGAqCFALJo11axZs0CQ7L///oFZU5rVNWLEiKzM6gKAqCBAiqB1G+PGjSty3Yb+vm7duoG/z/S6EgCIAgJkE7Ry/IILLgisHE8+tLJ94sSJ9ssAIC8QICmwa1dpWu51110XmdpaAJANBEgJqOz6McccYxYvXmyfAoC8Q4AAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAn/w8TRYe6x84OAgAAAABJRU5ErkJggg==)
PN: 2617-1-X6
CAS: 34068-01-4
Molecule Weight: 226.275
Formula: C15H14O2
PN: 2708-1-17
CAS: 1860-60-2
Molecule Weight: 244.29
Formula: C15H16O3
TSCA: Not listed on TSCA inventory
