| Product Number | 4H07-9-01 |
| Purity | 97 % |
| CAS | 83664-33-9 |
| MDL Number | MFCD09037462 |
| Molecular Formula | C12H10BrNO |
| Molecular Weight | 264.122 |
| Units | Price (USD) | Availability |
|---|
PN: 4H07-9-01
CAS: 83664-33-9
Molecule Weight: 264.122
Formula: C12H10BrNO
![5-Bromo-2-[(4-methoxybenzyl)oxy]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABe/AAAXvwHZtBLGAAACS3pUWHRtb2xTb3VyY2UAAHichZVtb9owEMe/ysmvhx/iPIGAirWaNKndpLWT9m4yiaGRSFwl4enb7+wQSoAlIuRO9v3OnP9nM3045BvY6bLKTDEjgnICukhMmhXrGfn99m0Uk4f5NMEgDCyqGXmv648JY/v9nibvOlcHU9DE5KSZnxyqrBOzl9SUa+ZxLtifl+dXx4yyoqpVkWikqmxSucFnk6ja/Yr/LMFyVe6ygjXhLC93Tba/HrcPp4cqJZ+1POLcAlFYZRsNK1Pmqoadxyk+/AusdaFLVesUlkccltTH2ufTlyeTbHNd1OjaDFmiNq91uU1wIDcbnWwxGTrfn2YkFwio2uSLslRHsJ4dVgKUB0qC8kEFoEJQEagY1BiU4PjFeYEBAiMEhgiMERgkItz7jbaLvx0/NFYAP+Hx/Pn0v5b4+mFd3D/PqialjMCjYRj5rcFyOK52Mn1zAeJ+1Jo+7rRQYwgcce2RR6XgHEaS8than4aetZhubG1Ix9LaiEbc2jH1fGsFquBAIWgQOAdTOVRIGofOwWQOFiEVUXeqDW7zN+uhIOysyHy6NEV64UKWzshSECfVL72qvJNaBEyZ6hK30iawoZeA1wWstv2A7AK2E87A4h7gdwHbN/1A0AVsl/UDYRewPdlfQ9QFbAf3A3EXsP3eD4y7gDsd/UXY+Y507jQNMNdyu9M3wFwp3pzW/mqEvMMMyC6udG9ugwEmuN22IeRWfDHQLuJK/vZ+6mXim7a/j7CLY8naSxXdmwuXXdzGDP+D5v8AzhbtWq9tb3cAAD77SURBVHhe7d0J/BXz/sdx2qm0d1UoRSlKaJGlEu35U8hNZSdRWnSJcC1RXArX1WIrhGRXyFYJldSVSou2K+37vvf595mfGed8+/1O58yZ85szZ17Px2Me1e/7nTlnvh7m/Zv5zvf7PUoAAHDhKPMHAADEgwABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwRIQBx11FHWFo9E6gKAW1xlAiKRUEikbiw//vij3HnnnVK7dm0pVaqU5M+fX8qUKSNNmjSRwYMHy9atW81dAIRI8lcZ5IpEQiGRutnZvHmzXHHFFc5xctpKlCghb775prk7gJBwf5VBrkokFBKpa9LwqFGjhrV/yZIl5cEHH5Rp06bJxo0bZe/evbJ69Wr5/PPP5Y477pDChQu7/hwAwcf//QGRSCgkUtfUrl07a9+6detaYRHLunXr5OqrrzZ/DCAk3F1lkOsSCYVE6kaaPn26c+exatUqsxgAoiR+lYEvEgmFROpG6t69u7Vfv379zCIAOEziVxn4wg6FRLZEnXnmmdZ+U6ZMMYsA4DCJX2XgCzMc4tkSpY+udD/tMAeAI0n8KgNfJBIKidSNlC9fPmu/ffv2mUUAcJjErzLwRSKhkEjdSNyBAEhE4lcZ+CKRUEikbiT6QAAkIvGrDHyRSCiYdWfPni333nuv1KlTx7rLKFq0qJx22mly8803y6xZs5x6vIUFIBHxXZHgOzMUYjHr2v/ObsubN6+89dZbVj2d+0p/xjgQAPGI74oE35mhEItZV0eVP//88/Lzzz/L9u3bZcuWLdagwfbt21v1Klas6NS9/PLLrZ/Vq1fviCPR169fL3//+9/NHwMIifiuSPCdGQqxxFtXpyLResWLF3d+tmnTJuvxlv5cZ+DVubD0zkTnyNK3s9asWSPjx4+Xbt26ZTsXltbp1auX9OjRQ9auXRtVBiCzHPkqg7QQbyioI9XVuxDt++jUqZNVTydGjKQhYt+JxNo0YOzHXzadeNEuL1asmDz11FPWJIwAMk/OVxlkHDMAKleuLE888USO4z40DPROo1atWla/SOR6IM8884xs27bN3MUKiw4dOkR9TtWqVWXs2LFmVQABR4CEiBkgRYoUkZ49e8qePXvMqkmbOHGi81qwvbVo0ULmzZtnVgUQUARICG3YsMHqxzjrrLOsC3vv3r3NKp7Yv3+/DBs2zLprsUNE72I0tPQxGYBgI0BCbOnSpdZF/fjjjzeLPKVhoR3rGh52kJQuXVqGDh1qhQyAYCJAQmzBggXWxVzfpsoN8+fPl5YtW0Y91tL+lQkTJphVAQQAARIC5513nrzzzjuyePFiq79DX6/95JNP5IwzzrAu4s2bNzd3SalPP/1UqlWrFhUkugb7kiVLzKoA0hgBEgKRF2pz01dx586da+6Scvq21qBBg6wxKPZ3KViwoAzq10/2ZvN2F4D0Q4CEwE8//SS33nqrNUCwUKFC1iOrmjVrSp8+fWTlypVm9Vylgxn1u+mUKhoitx3alpcvLzJypMjBg2Z1AGmEAEFa0GlWbmvUSN47FCBib/Xri0ydalYFkCYIEKSVfe+8I1Kp0l8hcvTRItdeK7JihVkVgM8IEKSfXbtEHn1URN8Os4OkSBGR/v1Fdu82awPwCQGC9PXHHyKdOmXdhdhBcvLJIu++a9YE4AMCBOnvhx9E6tX7K0R0a9xYJGIxLAC5jwBBMOgbWSNGiJQr91eI5M0r0qWLLkxi1o42blzWnUzlylmPxY49Nuvv+jMtA+AKAYJg0TEi990nUrDgX0FSt65ZK4suiNWoUfSdS3ab3s2wdgmQMAIEwbR4sUjbtn8FgGnduqz+Ei0vWTKrA/6XX3QxFJEdO0TmzBF5/HGRUqWy6lSporNMmkcBEAMBgmDTgZDZTUffunVWMNSsGfsVYF37/cwzs+pedplZCiAGAgSZRwcfaiAULapTDpulh1u2LKuu7vPjj2YpgBwQIMg8ukSvhsFdd5klOevTJ2uf7t3NEgA5IECQeWrVygqDyZPNkpx9+23WPrVrmyUAckCAIPOUKJEVBol0imtd3Uc71QHEhQBB5smXLysM9u0zS3K2d2/WProvgLgQIMg83IEAuYIAQeax+0C0XyNe9IEACSNAkHnst7B69zZLcqZvbPEWFpAQAgSZRydfZBwIkHIECDJTy5ZZgRDPSHR9bKV1GYkOJIQAQWZas0akYsWsYLDnwpo9O2seLHsurAEDREqXzqqjc2EdaVZfAFEIEGQunSfrgguyAiLWppMxauAASAgBgsz3ySci11yTNTuvrgWim/69Y0eRsWPN2gDiRIAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAQbjoaPMRIxh1DniAAEG46OBBHX3eoYNZAiBBBAjCpWnTrAC5+GKzBECCCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCECwECeIYAQbgQIIBnCBCEys5DAbL1UIDsIECApBEgCJX3DgXI4EMB8i4BAiSNAEGo3HIoQM44FCA3ESBA0ggQhErTQwFy1KEAuZgAAZJGgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUCBDAOwQIQoUAAbxDgCBUzjvvPCtA6tevbxYBSBABglDYvXu3PProo3L00UdbAaJ/PvLII7Jr1y6zKoA4ESDIeGPGjJFKlSpZwWFu+vN33nnH3AVAHAgQZKyff/5ZGjduHBUY+ujqpZdeknPPPTfq540aNZL//ve/5iEAxECAIOOsW7dObr31VsmbN68TEOXLl5eRI0fKwYMHnXqvvfaaVKhQwamj9W+55RZrfwBHRoAgY+zdu1cGDRokxYsXd0KhYMGC0q9fP9m2bZtZ3bJ9+3arvFChQs4+uv/TTz9tHQ9AzggQZIRPP/1UqlWrFvVY6oorrpAlS5aYVbO1dOlSufLKK6P21+ONGzfOrArgTwQIAm3BggXSqlWrqAt/rVq15JtvvjGrxmXChAly5plnRh2vZcuWMn/+fLMqEHoECAJp8+bN0rt3b8mfP79zoS9durQMGTJE9u/fb1ZPiO4/dOhQ63j2sfVzevXqJZs2bTKrA6FFgCBQDhw4IMOHD5cyZcpEXdx79Ojh+cVdj9ezZ8/DQmrYsGFJhxSQCQgQBMbEiROldu3aUY+XmjdvLvPmzTOrekofX7Vo0SLqc/Uxlz7uAsKMAEHa0w7uq666KuoCXrVqVRk7dqxZNaW0Q10/N/J7aMe7fj8gjAgQpC19xfaBBx6IesW2WLFi8tRTT/n2iq1+rr7iG/mqsH6/+++/3/q+QJgQIEhLr7/++mGD/G6++WZZu3atWdUX+j100GHkYEX9vjo4EQgLAgRpZdq0adKgQYOox0QNGzaUmTNnmlXTgk5/otOgRH5fnSZFzwPIdAQI0sLKlSvluuuuc2bL1a1ixYry9ttvm1XT0ujRo6MmbNTzuPbaa63zAjIVAQJf7dmzRx5//HEpWrSoc/EtXLiwPPzww4Gbal2/r04Rr9/fPpciRYrIY489Zk0nD2QaAgS+ef/996Vy5cpRj386duwoy5cvN6sGin7/Tp06RZ2Xnud7771nVgUCjQBBrps9e7Y0adIk6gJbp04d+f77782qgfbDDz9I3bp1o87zoosukl9++cWsCgQSAYJcs379eunatavky5fPuaAef/zx8uqrr0ZNs55J9Lz0/MqVK+ecs765ddttt1ntAQQZAYKU27dvnzz77LNSokQJ5yKq06z37dtXtm7dalb3hE5Dom9Cvfzyy/LQQw9Jly5d5Prrr7dm6NVFpvRP/bf+XMu1ntb3ejoUm57nvffea5233QbaHs8884zVPkAQESBIqfHjx0v16tWjHuNcdtllsmjRIrNqUv73v/9ZIdChQwdr8ajIz0t00/31OHo8Pa6XFi9eLG3bto36vNNOO00+//xzsyqQ9ggQpMTChQvl0ksvjbpQnn766fLVV1+ZVV1bsWKFDBgw4LCAMjd9K0pfsdVNx2zoHYj+af8s8q2p7DY9vn6Ofp5Xvv76aznjjDOiPqdNmzZWuwFBQYDAU1u2bJF//OMfUqBAAefCWKpUKXn++ec9e1Sjc2C1bt06ahS4vWlfQ+fOna1HQ5999pn8/vvv5u7Z0npaX/fT/SP7LOxNP08/16s5uHRG3//85z9W+9ifoe3Wp08fa7p6IN0RIPCETrP+0ksvSdmyZZ2LoXaWd+vWTTZs2GBWd0UnMzTfatJNf6bzU82ZM8fcJSl6PD1uTp/p1WqFGzdulO7du0e9XKDtqO2p7QqkKwIESZs8ebKcffbZURfYSy65RObOnWtWdWX69OlSv379qOPruhy6oJS+Epwb9HP08yIXmdJNv5d+Py/8+uuv0rRp06jjn3XWWfLtt9+aVYG0QIDANe1g/vvf/x51wTvllFPko48+Mqu6sm3bNmtBp8hHVXoBHzhwoG8z3+rn6udHBol+P/2e+n298PHHH8upp54a1a5XX321LFu2zKwK+IoAQcJ27Ngh//znP+WYY45xLnDHHXecPPHEE9bUJF7QxZpOOukk5/jHHnus9O/f37OLdLL0e+j30e9lf0f9vl4tMqXt+OSTT1rtah9f2/vBBx+02h9IBwQIEvLmm2/KiSee6FzU8uTJIzfeeKOsXr3arOqaBlFkf0CzZs2s11/TkX4v/X72d9Xvrd/fK2vWrLHaV9vZ/gxt/1GjRplVgVxHgCAuP/30k5x//vnORUw3/bf+3Cs62C5yjIROsDhy5EizWlrS7xk5IaSeh5eDJGfMmCEXXHDBYe3vVf8L4AYBgpj0LSBdhzxymvVU/Aa8bt06az4s+zN07IV2KgeJft/IMSl6PnpeXtI7wMhHe/rfRddn11eCgdxGgCAmHRthX6x0Gg7t+/D6GbyumVGjRg3nc3Sd8XTp60iUfm/9/va56Hl5vSbIzp07relXIpf6HTNmjFkNSDkCBDFNmTLFuUilYnEnnfq8SpUqzmfoJINBH/ug31/Pwz4nPb9UTFGvi1jZn5FpMxkjGAgQxDR16lTnIvXNN9+YxUnRUeu1atVyjn/33XebVQJNz8c+Nz1PPV8v6Rtf9vE16IHcRoAgplQFyN69e63Bhvax77nnHrNKRtDzss9Rz1fP2ysECPxGgCCmVAXITTfd5BxXVyHM5PVA9Pzsc9Xz9goBAr8RIIgpFQGib3DZx9QV+rwafJiu9Pz0PO1z9uoNNgIEfiNAEJPXAaID7+zR1RUqVAjNqnx6nnq+et56/l4MjCRA4DcCBDF5GSD6dtK5555rHUvnj/Jq2o+g0PO15/XSdkj2bTMCBH4jQBCTlwEyZMgQ51j9+vUzi0NBz9tuA22PZBAg8BsBgpi8ChBdE8ReOEmXcPXybaQg0fPW89d20PZIZq0UAgR+I0AQk1cB0rVrV+c4X3zxhVkcKnr+dltou7hFgMBvBAhi8iJAtMPYnl1XJxmEOJNGaru47VAnQOA3AgQxeREg9rQe2oH822+/mcWhpO1gd6hr+7hBgMBvBAhiSjZAdJ0Qe9K/9u3bm8Whpu2h7aLt42Y9FQIEfiNAEFOyAXLfffdZ++q04zNnzjSLQ03bw54mX9spUQQI/EaAIKZkAkTHOZxwwgnWvjoPFA5nzwem7ZTouBACBH4jQBBTMgHy9ddfO/u+8cYbZjEO0Xax20jbKxEECPxGgCCmZAJE1/LW/QoXLizbt283i3GItou2j7aTtlciCBD4jQBBTG4DZN++fVK8eHFrP52NFjmzZ+vV9tJ2ixcBAr8RIIjJbYBE7sdyq7Fp+9htpe0WLwIEfiNAEJPbAHniiSesffQto7Vr15rFiKDtY7+Npe0WLwIEfiNAEJPbAGnRooW1T82aNc0iZEPbSdtL2y1eBAj8RoAgJrcBYq/50a1bN7MI2dB20vbSdosXAQK/ESCIyU2ArFixwtnnxRdfNIuRDW0nu820/eJBgMBvBAhichMgkRe2SZMmmcXIhraT3WbafvEgQOA3AgQxuQmQYcOGOfusWrXKLEY2tJ3sNtP2iwcBAr8RIIjJTYD07dvXql+0aFGzCDFoe2m7afvFgwCB3wgQxOQmQG6//Xar/kknnWQWIQZtL203bb94ECDwGwGCmNwESOfOna36NWrUMIsQg7aXtpu2XzwIEPiNAEFMbgLk8ssvt+rXr1/fLEIM2l7abtp+8SBA4DcCBDG5CZDmzZtb9Rs3bmwWIQZtL203bb94ECDwGwGCmNwEiL3eN3cgibHvQOJdN54Agd8IEMTkJkDoA3GHPhAEDQGCmNwECG9hucNbWAgaAgQxuQkQexxIkSJFzCLEoO2l7cY4EAQFAYKY3ATI8OHDnX1WrlxpFiMb2k52m2n7xYMAgd8IEMTkJkAmTpzo7KN/x5G5aTMCBH4jQBCTmwCJnNcp3t+mwy7yri3e+cMIEPiNAEFMbgJE2euhd+3a1SxCNrSdtL203eJFgMBvBAhichsgrVu3tvapXr26WYRsaDtpe2m7xYsAgd8IEMTkNkCeeuopax9d65uO9Ni0few10bXd4kWAwG8ECGJyGyAzZsxw9hs1apRZjAjaPnZbabvFiwCB3wgQxOQ2QA4cOCBlypSx9ot3ao6wsqd+0fbSdosXAQK/ESCIyW2AqG7duln7FSxYUDZs2GAW4xBtF20fbSdtr0QQIPAbAYKYkgmQyH2HDBliFuMQbRe7jbS9EkGAwG8ECGJKJkBU1apVrX3PPvtsswiHaLto+2g7JYoAgd8IEMSUbIDYb2Pp9vnnn5vFoabtYbdNIm9f2QgQ+I0AQUzJBsi2bdukVKlS1v4XXnihWRxq2h7aLto+2k6JIkDgNwIEMSUbIOqhhx5yjqEXPURf/LV93CBA4DcCBDF5ESAbN26U4447zjpGrVq1ZN++fWaVUNHz13bQ9tB20fZxgwCB3wgQxORFgKhBgwY5xxk8eLBZHCp6/nZbaLu4RYDAbwQIYvIqQMzfuv/44w+zSijoeXt1N0aAwG8ECGLyKkDU5MmTnTmfGjZsKPv37zerZDQ9Xz1vPX9tB22PZBAg8BsBgpi8DBDVo0cP53j333+/WZzR9Hztc9d2SBYBAr8RIIjJ6wDZs2eP1K1b1zpenjx55LPPPjOrZCQ9Tz1fPW89f22HZBEg8BsBgpi8DhC1ZMkSZ8GpIkWKyPTp080qGUXPT89Tz1fPW8/fCwQI/EaAIKZUBIjS38jz589vHVdnoV24cKFZJSPoedmzEuv5ennHRYDAbwQIYkpVgKjXXnvN6VSvWLFixoWIno+el56fnqeer5cIEPiNAEFMqQwQFTlXVtmyZTPmcZaeh56PfW5u5ro6EgIEfiNAENPYsWOdi1SLFi1k1apVZpWk6cXVvhPRvgIvH/P4Qb+/3eeh55WK8Fi9erW0bNnS+W/zxRdfmFWAlCNAENOCBQuci7tuOghu4MCBnrxFFOn11193+kT0bSV95TVo40T0++r3tt+20vPR8/KStvsTTzzhDEa0Q0r/OwG5jQDBEc2ePVuuuOIK54Kl2ymnnCIffvihWTUp+pt7sWLFnM9o1KhRYEas6/fU72t/dz0Pr++kPvroI6vdI/87tGvXzvrvA/iBAEHcdOT0OeecE3UBu+SSS2TOnDlmVdf0Fdc6deo4x9fftHW+qGSm/Egl/V76/SLvCPT7e/Wqrpo7d640bdo0qt11Iapvv/3WrArkKgIECTlw4IC8/PLL8re//c25mOXLl0/uuOMOz9Y937t3rzVSO/LRmc4bpZ3G6US/jz2/l276ffV76/f3grZn9+7drfa1P0M75l966SXrvwPgNwIErmzZskX+8Y9/SIECBZyLW8mSJeX555/37G5B73giL9C66SJMXj8aSpR+vr0YVGTAJTu3lU37Uv7zn/84C3Hppu3cp08fq92BdEGAICm//fabXHrppVEX09NPP12+/PJLs6or2T0i0k0f4QwZMsSzu54j0c/Rz7PXMLc3rx+xffXVV3LGGWdEfUabNm0ybowMMgMBAk/oa6Q1atSIuvBddtllsmjRIrOqK7rokq7cF/lbuW76m3nbtm1l1KhRnr9irMfT4+rxI++0dNPvod/H7WJQJm2nyy+/POozqlevLuPHjzerAmmDAIFn9Lfw5557znqUFXmBv+eee2Tr1q1mdVd07XAdV1G1atWoi629nXbaadK1a1cZOnSoTJw40RovEQ+tp/V1P91fj2MeWzf9XP18N2uYZ0fbpW/fvlKwYEHnM0qUKCHPPvusZ3c1QKoQIPDc+vXr5fbbb4/q/D3++OPllVdekYMHD5rVXdNR8t26dZPSpUsfdqGP3PQxU6VKlaRy5crSuHFjZ9N/68/Nx2PmpsfXz9HP84q2w6uvvmq1i/052l4aXtp+QBAQIEgZHZ/QpEmTqIuxvuL63XffmVWTNmPGDOvOoHXr1lFjSdxsur8eR4+nx/Xa999/70xpb2/aTr/88otZFUhrBAhS7oMPPpAqVapEXTCvueYa+f33382qntFHUpMmTbIeSWlfxQ033CDXX3+91Z+hdx/6p/5bf67lWk/rx/vIy43ly5dLx44do9pB74Lef/99syoQCAQIcoVOwTFgwAApWrSoc/E89thj5eGHH5adO3ea1TPKrl275JFHHpHChQs7567t8Pjjj8vu3bvN6kBgECDIVfpmk/7mHzlIUKc8f/vtt82qGWH06NHOlO666Xlfd911snLlSrMqEDgECHzx448/SoMGDaIe5+jgvJkzZ5pVA0nPo2HDhlHnp+c7bdo0syoQWAQIfPXGG2/ICSec4FxkdSbbm266SdasWWNWDYS1a9fKzTffLHnz5nXOqUKFCp7PygukAwIEvtu+fbs88MADUqhQIeeiq29C/etf//JsXqlU0++pb21FvgGm56PTu+v5AZmIAEHaWLZsmbRv3z7qsc+pp54qn3zyiVk1reiiW+bAxquuukqWLl1qVgUyCgGCtKOv09auXTvqgtysWTOZN2+eWdVX+n2aN28e9T3PPPNMa0Q7EAYECNKSTlc+fPhwKVOmjHNx1hX+7rzzTs/mn3Jr06ZN0rNnT2cFRd30ew4bNixwqygCySBAkNY2b94svXv3jrpY60SGOjNubl+s9fN0wGHk1Cn6vXr16mWFChA2BAgCQdf8btWqVdTjopo1a8o333xjVk0Jc/Eo3Vq2bCnz5883qwKhQYAgUHQxJ3OmXF0XfPHixWZVT+jStOZ68NWqVZNPP/3UrAqEDgGCwNFXZgcPHizFixd3Luo6Hfp9993n2TTrepx+/fpFTbOun6eLRwXl1WIg1QgQBNa6deukS5cuUYP2ypcvLyNGjHA9bbzuN3LkSOs49jH1+Lfeeqv1eQD+QoAg8GbNmmXNsBv5mKlevXoyZcoUs2pMut5H/fr1o47TqFEj+fnnn82qAIQAQQZ599135eSTT3Yu/jpxYefOneWPP/4wq0ZZsWKFXHvttVETPOpCU2PGjDGrAohAgCCj6PTo/fv3lyJFijhhoH9/9NFHrWnVj1RXp1zPri6AwxEgyEh6V6F3HzndVbi9WwHwFwIEGU37Qcx+jchJG3Vz018CgABBCGT3ZpVu5cqVS+qNLSDsCBCEho7tKFu2rBUeOneVV2NGgLAiQBAqTZs2tQLk4osvNosAJIgAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQagQIIB3CBCECgECeIcAQahUqVLFCpCSJUvK3LlzzWIACSBAECpVq1a1AkS3fPnySbdu3WTDhg1mNQBxIEAQKmvWrJF27dpJgQIFnCApVaqUPP/887Jv3z6zOoAYCBCE0sKFC6VNmzZOiOh2+umny1dffWVWBZADAgShNn78eKlevXpUkFx++eWyaNEisyoAAwGC0NNHV88++6yUKFHCCZGCBQtK3759ZevWrWZ1AH8iQIA/rV+/Xrp27Wp1rttBcvzxx8urr74qBw8eNKsDoUeAAIZffvlFmjRpEvVYq27duvL999+bVYFQI0CAHLz//vtSuXLlqCDp2LGjLF++3KwKhBIBAsSwZ88eefzxx6Vo0aJOiBQuXFgefvhh2bVrl1kdCBUCBIjDypUr5brrrpOjjz7aCZKKFSvK6NGjzapAaBAgQAKmTZsmDRo0iHqs1bBhQ1k8c6ZZFch4BAjgwuuvvy4VKlSwAqT6oe2BvHnlfzffLLJ2rVkVyFgECODS9u3b5Z/33y/XFiokYw6FyIFDmxQrJvLUUyJ795rVgYxDgABJ2rx0qay66qpD/zcd9ddWtarI2LFmVSCjECCAVyZOFKldOzpImjcXmTfPrAlkBAIE8NKBAyLDh4uUKfNXiOTPL9Kjh8imTWZtINAIECAVNCx69coKDztISpcWGTpUZP9+szYQSAQIkErz54u0bBn9WKtWLZEJE8yaQOAQIEBu+PRTkWrVooPkiitEliwxawKBQYAAuUVf7R00SKR48b9CpGBBkX79RLZtM2sDaY8AAXLbunUit94qkjfvX0FSvrzIyJEiTBuPACFAAL/8/LNIo0bRj7XOPffIo9nHjRPp1EmkcmWRwoVFjj026+/6My0DcgkBAvhtzBiRSpX+ChG9E8nO6tWHB052W+PGRw4hwAMECJAOdGr4J54Q6dZNZPNmszTrsdfJJ2cFRMmSIv3768pXOp+KyI4dInPmiDz+uEipUll1qlQR2bDBPArgKQIECILWrbOCoWZNkRUrzNK/rFolcuaZWXUvu8wsBTxFgADpburUrEAoWlRk6VKz9HDLlmXV1X1+/NEsBTxDgADp7o47ssLgrrvMkpz16ZO1T/fuZgngGQIESHc6cl3DYPJksyRn336btY9O7gikCAECpLsSJbLCIJFOca2r+2inOpAiBAiQ7vLlywqDffvMkpzpqHfdR/cFUoQAAdIddyBIUwQIkO7sPhDt14gXfSDIBQQIkO7st7B69zZLcqZvbPEWFlKMAAHS3Q8/ZIUB40CQZggQIAjsRaniGYlur8vOSHSkGAECBMGaNSIVK2YFgz0X1uzZWfNg2XNhDRiQtWyu1tG5sNavN48CeIoAAYJi5UqRCy7ICohYm87Gq4EDpBgBAgTNJ5+IXHNN1uy8uhaIbvr3jh1Fxo41awMpQ4AAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAYJq27asgYU6cHDnTrMUSDkCBAgqe8p2Jk2ETwgQIKgmTPgrQKZMMUuBlCNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgKAiQOAzAgQIKgIEPiNAgIDadChAJh0KD922ECDwAQECBNS8QwFy7aHw0G0RAQIfECBAQE04FCBHHQoP3aYQIPABAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEARIPAbAQIEFAECvxEgQEA9+uijToAMHjzYLAZSjgABAmbhwoXSpk0bJzzsrW3btrJ48WKzOpAyBAgQEJs3b5Y+ffpIgQIFnNAoWLCgtUX++95775WtW7eauwOeI0CANHfgwAF56aWXpGzZsk5Q5MuXT7p37y4bN26U9evXy2233SZ58+Z1ysuVKycjRoyQgwcPmocDPEOAAGns22+/lbPOOivqUVXTpk3l119/NavKL7/8IhdddFFU3bp168oPP/xgVgU8QYAAaWjZsmVy9dVXR4XBqaeeKh9//LFZ9TDvvfeeVK5cOWrfTp06yfLly82qQFIIECCN7NixQx588EE55phjnIv/cccdJ08++aTs2bPHrJ6j3bt3y2OPPSZFihRxjlO4cGF55JFHZNeuXWZ1wBUCBEgTo0aNkhNPPNG54OfJk0duvPFGWbNmjVk1bitWrJBrr71Wjj76aOe4lSpVknfeecesCiSMAAF8Nn36dDn//POjHjldcMEFMmPGDLOqa1OnTpVzzz036jMaNWok//3vf82qQNwIEMAnq1atkhtuuMG607Av6ieddJK8+eabZlXPvPbaa1KhQgXn8/TNrVtuuUXWrl1rVgWOiAABcpn2ZQwcONDq27Av5Mcee6w89NBDsnPnTrO657Zv3y7333+/FCpUyPn84sWLy9NPPy179+41qwM5IkCAXPTxx59JlSpVoh4ldejQQX7//XezasotXbpUrrzyyqjvUrVqVRk3bpxZFcgWAQLkgkWLNkinTk9JiRJny9FHZz2yOuecc2Ty5Mlm1VynkzKeeeaZUUHSokULmT9/vlkViEKAACm0ZctueeKJ76RevRelRo0HpXz5/5NKlc6Wl19+2Rphni72798vw4YNk9KlSzshkj9/funZs6ds2rTJrA5YCBAgBfbvPyCjR8+Riy4acehOY5i1nXvui4fC5APZunW7WT1taFj06tXLCg87SDRUhg4daoUMEIkAATw2bdofctVV7zjBoVuvXp/L779vMaumLX18pY+xIh9r6WMufdwF2AgQwCPLl2+R3r3HRwWHBsnUqcGdQkQ71KtVqxYVJNrxrh3wAAECJGnHjr3y3HPTrEdUdnDoo6u3355tPcoKOn21V1/x1Vd97RDRV4D1VWB9JRjhRYAALulM6R99NF+aNXvdCQ7tLB84cLLVeZ5p1q1bZw06jJw2Xgcl6uBEhBMBArjw88+rpHPn96MeV3XtOtZ6XTfT6fQnOg1K5GMtnSZFp0tBuBAgQAJWr94m/fp9HRUcl132lkyYsNSs6pnVq1fLpEmTrDehdLS6Tn9y/fXXW0vYNm7c2PpT/60/13Ktp53dOlVKKumEjDoxox0iOmGjTtyoEzgiHAgQIA67d++T4cNnyPnnv+wEx4UXviKvvvpf2bvX234OnUTxqaeektatW0uxYsWiftNPdCtatKj1NpVOnaJ3CF6/iqtTw+sU8TpVvP2ZOoW8TiWvU8ojsxEgyFj2hb5OnWEyd27syQLtutkZP36RtGkzyqlTt+7wQ7/pT5D163eYVV3Ti3u3bt2iBvJlt+n8Wfpbvy4YpXcf9qb/1p8fKXC0XO9UvvnmG0+Xu/3jjz+sRasip40/+eSTrcWtkLkIEGSsyMdMt9wSeyW/7AJE7yy0XyPyODfc8OERwyhe27Zts+40dP4p80Kv22mnnXbo87taj6QmTpxoPcqKh64fokvh6shyXTe9Zs2ahx1bN+0Av+++++I+bjx0+dx69epFfY4usztr1iyzKjIAAYKMZV/0L7lkpPXnxIlLzSqO7AJE+zvsn7ds+YZ8+ulvUeVubdy40eqrKFWqVNSFtkCBAlZ/hi4s5XX/xfr162XMmDHSsWNHa+bfyM/VV3I1qBYvXmzu5ore2YwYMULKlSvnfIa+uXXbbbdZ3wOZgwBBxrIv/jqliP7Zrt3oHMdlZBcg6oMP5slbb82WnTv3mUUJ27dvnwwaNChqGnfdzj77bBkyZIhs2JA7b3Dpsrmvv/76oWC9JOp76EVeg8Sr77F161a59957pWDBgs5nlChRQp555hmrLRB8BAgylh0KGhoaHnaYZCenAPGKzrpbq1atqAv2hRdeKJ999plZNVfNnDlT2rdvHzW2Q++MNNC86nDXOxu9s4o8d3089/nnn5tVETAECDJWZCjo4yv9uz7O2r59j1EzdQGio7h79OgR1bmsQZJuc0r99ttvh13k69evL0uWLDGruvb111/LGWecEfUZ+qbZggULzKoICAIEGcsMBe1I13//+9/TImplMet6QS++derUcS6W+uhKH2Gl8+ObL774wro7iPzO2ifjFb2reeGFF6L6f7Tv56677pLNmzeb1ZHmCBBkLDMU9O0pfaW3QYOXrA7ySGbdZOmjqchXanXktr7qGgR619SvX7+ox1o33XSTp8vd6osE+oZY5LTxZcuWlYcfftizR2dIPQIEGSu7ULBHkT/wwDdRP8+urlvaQW1fGPPkyWNNOhjEi6I+ZjvhhBOcC/zFF18sW7Z4OyX9r7/+Kk2bNnU+Q7fzzjvPrIY0RYAgY2UXCqtWbbPuQPROZN68dc7Ps6vrho7rsPs7dES2353kydLXbnUch31x1zElqbiT+vjjj+WYY46xPuOUU04xi5GmCBBkrJxCQade15936fKJ87Oc6iZCwyPyccz06dPNKoG0Z88ea/yIfW466j0V813pnYcev02bNmYR0hQBgoyVUyjoW1gXX5w1uHDSpGXWz3KqGy+d0ty+86hYsaIsXLjQrBJoOjjwnnvucULk9NNP93xQ4Pnnn28d+9JLLzWLkKYIEGSsWKFgDy688sqswYWx6h6JPqay+zzKlCmTceER6e6773ZCRN8w08GCXiFAgocAQcaKFQoaGm3bvm2VjxkzN2bdWPRVXXulPu3zyJTHVrF06dLFCZF27dqZxa4RIMFDgCBjHSkUdA0PLW/a9LUj1s2O9g3UrVvXuujp21ZB7zCP14EDB6x10e0QefLJJ80qrhAgwUOAIGPFEwr24MJ46pp0hLl9EdVXdcNEZxKuXr26de758uXzZGQ9ARI8BAgyVjyhYA8ujKduJJ3byu40b9iwYSDHeSRLx3DoglXaBieddJIVKskgQIKHAAESpFOR2BMj6lQfqRgXERQjR4507sJ69uxpFieEAAkeAgRIkM5nZV80Bw8ebBaHTrNmzay20KlPknmJgAAJHgIESIDO4WSv56F3Iek8MWJu0ena7UWqdAZftwiQ4CFAgAToSoL23YcXHceZon///k67jBs3ziyOCwESPAQIECftJLanIdfFoPAXbZvSpUtbbaOvNrtBgAQPAQLEKXKuK1bTO9zAgQOd9hk7dqxZfEQESPAQIAiVHTv2ypdfLs52VcIjqVq1qnWB0zXMcbjIu5BWrVqZxUdEgAQPAYJQeeihCdZ4jwcfnGAWxTR16lTnt2tdLxzZ6927t9VGOrgw0Rl7CZDgIUAQKrffPs4KkK5dE3vE0q1bN+viVrBgQdmwYYNZjD/Nnj3bCdoBAwaYxTERIMFDgCBU3ASIzv2ks+zqxa1t27ZmMQz2/GA1atQwi2IiQIKHAEGouAmQGTNmOL9Vjxo1yiyGIXKg5f/+9z+zOEcESPAQIAgVNwFiv32lc1+tXLnSLIYh8jHWyy+/bBbniAAJHgIEoeImQFq3bm1d2HT2WcSnXLlyVpt16NDBLMoRARI8BAhCxU2A2AtGde3a1SxCDjp37my1Wfny5c2iHBEgwUOAIFQSDZBVq1Y5j2OGDx9uFiMHzzzzjNNumzZtMouzRYAEDwGCUEk0QCZOnOhcCPXviI+O1LfbbcqUKWZxtgiQ4CFAECqJBojeddgXQjrQ46dvX9nt9sorr5jF2SJAgocAQagkGiB9+/a1LmpFihQxixDDwYMHnSne+/XrZxZniwAJHgIEoZJogNx+++3WRU2XbEViKlSoYLWdjuKPBwESPAQIQiXRALHfJkp0VDXEeu1Z2+66664zi7JFgAQPAYJQSTRAdOoSvagls9JeWNWrV89qu3infyFAgocAQagkGiDNmze3LmqNGzc2i3AE2mbadtqG8SBAgocAQagkGiDcgbjHHUjmI0AQKokGCH0g7tEHkvkIEIRKogHCW1ju8RZW5iNAECqJBgjjQNxhHEg4ECAIlUQDhJHo7jASPRwIEIRKogHCXFjuMBdWOBAgCJWbbnpFqle/T264Ib6FjpiN1x1m4w0HAgShcuWVfaRMmcbSrl1vsyhHrAeSONYDCQcCBKHSrFlLyZMnv1xySXyD2xQrEiaOFQnDgQBBqDRt2tS6SF188cVmUY5YEz0xrIkeHgQIQsVNgMyYMcO5II4aNcoshmHQoEFOe+nbWPEiQIKHAEGouAmQAwcOSJkyZaz94p2WI8zq1q1rtVWio/cJkOAhQBAqbgJE6Whq3a9gwYKyYcMGsxh/inx8NWDAALM4JgIkeAgQhIrbAJk6dapzYRwyZIhZjD/17t3baqN8+fLJihUrzOKYCJDgIUAQKm4DRFWtWtXa9+yzzzaLcMi2bdukdOnSVhu1atXKLD4iAiR4CBCESjIBYr+NpZuOtEa0gQMHOu0zdmx8I/0jESDBQ4AgVJIJEP0Nu1SpUtb+F154oVkcapF3H9qJ7gYBEjwECEIlmQBRDz30kPNb9oQJE8zi0Orfv7/TLuPGjTOL40KABA8BglBJNkA2btwoxx13nHWMWrVqyb59+8wqobN48WJn6vZkVm4kQIKHAEGoJBsgKnKg3ODBg83i0GnWrJnVFnnz5pXp06ebxXEjQIKHAEGoeBEgetehdx96HL0b+eOPP8wqoTFy5EgnTHv27GkWJ4QACR4CBKHiRYCoyZMnW3Nj6bEaNmwo+/fvN6tkvF9//VWKFi1qtYEu+asd6ckgQIKHAEGoeBUgqkePHs5v3/fff79ZnNE0LHR2Yj13HTToxQsFBEjwECAIFS8DZM+ePc68T3ny5JHPPvvMrJKRdG6wK6+80gnPJ5980qziCgESPAQIQsXLAFFLlixxFpwqUqRIUp3IQdGlSxcnPNq1a2cWu0aABA8BglDxOkCU3nnkz5/fOq7O2rtw4UKzSsa4++67nfCoU6eObN261aziGgESPAQIQiUVAaJee+01p1O9YsWKGRciBw8elHvuuccJj9NPP13Wr19vVksKARI8BAhCJVUBoiLnyipbtmzGPM7Svp6OHTs651a5cuWEZ9qNBwESPAQIQuWcc86xLlL6BpF2BntNQ8S+E9E+kaB3rOtdxkUXXeSER82aNVMy7kVfg65SpYr1GRokCAYCBKFy/PHHOxfDs846S7799luzStJef/11p09E387SV3yDOE5EX8094YQTnPbSu7YtW7aY1ZL2zTffWMFkf87JJ59sVkGaIkAQKjpy2p7Lyt6uvvpqWbZsmVk1KXrnUaxYMeczGjVqlJLf3FNh79690q9fP2tqEvv733TTTdbPvaRzaOlbXJH/LbTNRo8ebVZFmiJAEDr6TF/HLkQGyTHHHCMPPvig7Nixw6zumr7iq28q2Z+hn6fzaKXzBIxffPGFnHbaaVHfedSoUWa1pOggxPvuu89aHtj+HH0VWucV8zqkkFoECEJrzZo1cuONN1qPmewL2YknnihvvPGGWdU1vSDqiHW7X0Q3nUfLi5HbXvrtt9+kbdu2UXcDOrOuhqBX9E2uESNGSPny5Z3P0LscHVeybt06szoCgABB6M2YMUMuuOCCqIvneeed5+lbVDp3lj0Bo73polR+d7LPnDlT2rdvH/W4ShfN0nXfvey3mTJlitSrVy/q/Bs3biyzZs0yqyJACBDgT2+99ZY1KaB9gdM7kxtuuEFWrVplVnVFH13pIyyzD0bXWNcL9oYNG8xdUkIf02lH/yWXXBL1PTREunbt6un30H6fzp07R92BaSf5u+++a1ZFABEgQISdO3daqw7aCyTpphd8Xe9b+068oItS6WfYy+PaW4ECBazHSNrn4FVo2fR13DFjxljjOSLPTbdChQpZwaGd2l7ZtWuXPProo9arzPbn6N915cLdu3eb1RFQBAiQjd9//106dOgQdaHVcQoffvihWdU17UzWcSNVq1aN+hx7085svbAPHTpUJk6cKKtXrzYPkS3t29HXk4cNGybdu3ePekU2cqtQoYLVmR3vceOlQVWpUiXnc/TuQ+9CUjH4EP4iQIAYtO/CHnxobzoeYs6cOWbVpEydOlW6desmpUuXPuxCH7np3ZBenHU0uPYh2Jv+W38e+epwdpuW62M5HXuhndpe+vnnn63vEvl52hGv/R/ITAQIcAQ6Yv3ll1+Wv/3tb86FUdfAuOOOOzztL7Bpp77embRu3fqIgXCkTRd8atGihfUITkPKy45xm75Bdeutt0Z1xOubVjrmxuuQQnohQIA46ShsnY1W+yrsC2XJkiXl3//+d0rHdugjpkmTJlmPsrTvRO8grr/+equ/RH/j1z/13/pzLdd6+pqw1/0oJn1FWV8KsKez103HduggxGRXJ0QwECBAgnTMxP/93/9F/aavs9N++eWXZtWM9emnn0q1atWi2uCKK67wdNwI0h8BAriko7Zr1KgRdRG97LLLrIDJVPPnz5dWrVpFnbOOb9E+FYQPAQIkQR9dPffcc9ajLPuCqo+4dO0MLxdb8tvmzZuld+/eziSRummHv9cDDhEsBAjgAe1Mv/32263OdfsCqzP/vvLKK4HuSNYXCIYPH26ttGifl4aITs+yadMmszpChgABPDR79mzrNd/IRzw6oeJ3331nVk17Ovakdu3aUefSvHlzmTdvnlkVIUWAACnwwQcfOAsk2ds111xjDVBMd0uXLpWrrroq6rvrYMexY8eaVRFyBAiQIjr1yYABA6yxGPaFWKcR0VdtdcqUdLN9+3Z54IEHrKlN7O+r41B0TArTrCM7BAiQYjoeQ8dpRE4br5M26uSN6UInV9SpTezvp4MCb775Zlm7dq1ZFXAQIEAu+fHHH61p4iMfDemU7jry3C/Tpk2TBg0aRH2nhg0bWtO8A0dCgAC5TBesilxrXO9MdMlYnQQxt6xcuVKuu+66qGnWK1asyHKySAgBAvhA1+TQ/gZdSjeyv+Ff//pXSvsbtF/m8ccfj+qXKVy4sDz88MPWFOxAIggQwEfLli2zVgSMfIR06qmnyieffGJWTdr7779vzdob+Vm6Psjy5cvNqkBcCBAgDehkiWeddVbUxb1Zs2by66+/mlUTpmNTmjRpEnXsunXryvfff29WBRJCgABpQkd9v/jii4eN+r7zzjutVQwTpasQ6oJU5uj4V199NdCj45E+CBAgzei8U3fddVfUtPG6/O0LL7wQ17xTOj/Xs88+KyVKlHD212nW+/btm1Hzc8F/BAiQphYsWGAtKhX56EmXp4018+348eOlevXqUftcfvnlsmjRIrMqkDQCBEhzn332mbU+emQotGvXThYvXuzUWbhwoVx66aVRdXSNkq+++iriSIC3CBAgAPTV3sGDBx/2WEofdenMuObjrueffz6lqyQCigABAkTXH+/SpUvU+uP2pp3l3bp1S8k67UB2CBAggGbNmmU9orLDQ1cFnDt3rlkNSCkCBAioCRMmOAEyZcoUsxhIOQIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECCgCBH4jQICAIkDgNwIECKjvJk2SksccY23Tp00zi4GUI0CAgJrxww/S4MQTrW3OjBlmMZByBAgQUPOmT5fra9e2tkW//GIWAylHgAABteCnn+TWc86xtsUECHxAgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFAECPxGgAABRYDAbwQIEFALZ8xwAmTpnDlmMZByBAgQULu2b5dHOnSQxzp1kt07d5rFQMoRIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAGnKHuNhbt0vvFAe7dBBPnzhBdmxdau5G5BrCBAgTZnBkd12b5s2snH1anNXIFcQIECaskMi0oEDB2TT2rXy4+efyz2tWlnlL/XrF1UHyC0ECJCmsguQSAv+nMqkV5MmZhGQKwgQIE0dKUB279hhld9x3nlmkcXe/+DBgzLpvffksc6drf6T2+rWNasCrhAgQJo6UoDYkyk+1L69WWSx93/jscecv+vWpU4dsyrgCgECpKnsAuTggQOyZf16mf7FF1YHupZPeOedqDq2yNAY/fTTsn7lSmt/wCsECJCmIgMgu+2eli1lwujR5m4Ou97wvn3NIsATBAiQpszAMLcudevKM3fcIauXLTN3tdj1Fs2aZRYBniBAgDRlB4Bp7+7dsnLxYvlk+HC5vUED6XnRRbLm99/Nas7+2zZtMosATxAgQJrKKUAifffRR1ad7MaCxLM/kAwCBEhT8QSArkqodXRQoSme/YFkECBAmoonAOwAuaNBA7Morv2BZBAgQJqKJwC++/BDq84/r7rKLIprfyAZBAiQpnIKgH179sjKJUtk7IsvWp3oWmf8a6+Z1XLcH/AKAQKkKTsAjrS9eO+9cmD/fnN3AgQpR4AAacoMCnu7/dxzrU7zIf/4h8yaNMnczUGAINUIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFf+H9vl/7HNUvc4AAAAAElFTkSuQmCC)
PN: 4H07-9-X3
CAS: 663955-79-1
Molecule Weight: 294.148
Formula: C13H12BrNO2
PN: 4H56-9-7L
CAS: 52200-49-4
Molecule Weight: 264.122
Formula: C12H10BrNO
PN: 4H56-1-630
CAS: 885952-26-1
Molecule Weight: 201.225
Formula: C12H11NO2
PN: 4H07-1-63
CAS: 92028-39-2
Molecule Weight: 199.253
Formula: C13H13NO
PN: 4H56-1-629
CAS: 725256-57-5
Molecule Weight: 201.225
Formula: C12H11NO2
TSCA: Not listed on TSCA inventory
