| Product Number | 4H37-1-U0 |
| CAS | 66739-89-7 |
| MDL Number | MFCD00052570 |
| Molecular Formula | C10H9NO2 |
| Molecular Weight | 175.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-1-U0
CAS: 66739-89-7
Molecule Weight: 175.187
Formula: C10H9NO2
PN: 4637-1-5H
CAS: 153329-04-5
Molecule Weight: 175.187
Formula: C10H9NO2
![4-[2-(Bromomethyl)-1,3-dioxolan-2-yl]benzonitrile](data:image/png;base64,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)
PN: 4H37-9-Y0
CAS: 60207-22-9
Molecule Weight: 268.11
Formula: C11H10BrNO2
![[4'-(1,3-Dioxolan-2-yl)-[1,1'-biphenyl]-4-yl]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABgKAAAYCgH3Ff0pAAACZnpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjQ+ciUKqqNVKK7WqtO1Ke7dywEmRAq6AnN5+x7i0gaSQgMbY/2ePPWN7cXcqdnBQVZ3rMiGCcgKqTHWWl9uE/Hn9OYvI3XKRogiFZZ2Qt6Z5nzN2PB5p+qYKedIlTXVBbPv8VOc9zdGlutoyh3PB/j49vrTMLC/rRpapQqrO53Vb+ahT2bRefDMEK2R1yEtm5ayoDra3fw43D6enOiNfc7nHthWisMl3Cja6KmQDB4dTfPgP2KpSVbJRGazPWO1SD+e+XDw96HRfqLLBoukhT+Xupan2KVYUeqfSPXaGhV8PCSkEArLRxaqq5BlMyVRLAdIB6YL0QPogA5AhyAhkDFJwfLFdoECgQqBEoEagSKBKoEzEGIOdMk68nt9VQp7hfuRvW59xKZ2EzHBu+ANBXdcNO+PQIAi9znxUdtIBclP7IRkq/TAO0AjeSvzAKqMwInBGZ0REuWP0IXV8Y30aCmM9GnvG4qK3/eFg7uV3147pGBvLqWv6iWgYtYaLr6+uMaBeiMZHN7wIPHSKO52xlRgs9hmt5WKty+yiCHmWkLUgbRh/q03tfESSgK4yVeF0TAdGegk4fcDEfRxw+4DJkk9gdQvw+oDJqXHA7wMmA8eBoA+YfB0Hwj5gsnsciK4mPQHEVy7F48sqeJ9o99r4GGIY7HZvTjCDeNu9PMEMQm73/gQziLo9KyYY/3oJppDghmv+xEoPom+PrwlmkAD2uJtgBjlgj8eJ3TjIgu44HWWGaeB/x7CLI4N1lwEWry4KdnGLMLw7l/8BFK4g19sb8y8AAEBLSURBVHhe7d0J/FXT/v9xaZ41K0mjZEgpFEKTK4rblSlTSTJcoaskQ2RKoX+6JERc5HLxE7mEzEUqQ9dQpLk0SLNGn3+ffezzPXv1/X47e5199vecs1/Px2M/cr9rnXP2Xt/7Xe+z915r7X0EAAAL+5g/AAAgGQQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBgoLts09sS0aydd9/X+TSS0WaNBGpUEGkfHmRxo1jP9MyAFkjib94RFayoaD2VnfjRpGzzsqrV9DWo4fIpk3mqwFkoEL+4hF5ewuFRIXV/f13kWOOiZWXKydy000is2fHQkXD4quvRG65JXY2onXathXZutV8FwAZpoC/eEAKDwVTYXX//vdYWd26It9/b5bmmTtXpF69WN3rrjNLAWSYAv7iASk8FEwF1V20SKRECZHixUU++8ws3dOMGbH6JUuKLFlilgLIIPn8xQN/KigU8lNQ3TvuiP38nHPMkoJpXX3NnXeaJQAySD5/8cCfCgqF/BRUt0OH2M9fecUsKZjW1dd06mSWAMgg+fzFA38qKBTyU1DdOnViP1+82CwpmNbV1xxwgFkCIIPk8xcP/MkNBT+bqUyZ2M91JFaytK6+Rl8LIGPl8xcP/MkMh2Q2UyoBUrasWQIgg+TzFw/8qaBQyE9BdWvXjv3c5hKWXv4CkLHy+YsH/lRQKOSnoLrt28d+zk10IOfk8xcP/KmgUMhPQXVvvz32cz/DeM89N/YahvECGS2fv3jgTwWFQn4KqrtwYWwSoU4O1EmCezNzZqyubn4uewEIXT5/8cCfCgqF/BRW96qrYmW6TIkuV1KQn34SqV8/Vrd/f7MUQIYp4C8ekMJDwVRY3S1bRFq1ipXrgok33xxbQFEXUty8WeTrr0Vuuy22vLvW0YUX/YzaAlAkCviLB6TwUDDtre6GDSJnnplXr6Cte/fYKr0AMl4hf/GIvL2FQqJk606dKtKrl0ijRrGl3XXT/9afaVlh9KxkzRrzpwCKSBJ/8UAG2LlTpGnT2A35yy8XWb3arAEgZAQIssP27SLVq+ed6ey3n8iDD8Z+DqBIECDIHvPmiXTp4r1nomcl//2vWRNACAgQZJ/Jk2PBkRgkp51W+BBhAIEjQJCd9NLVAw/ELmW5IaJPMRwwQGTdOrM2gDQgQJDd9GZ6376xm+tukNSoIfLYYyK7dpm1AQSIAEFu+PJLkZNO8l7WatFC5IMPzJoAAkKAILe8+GLecijudvbZIgsWmDUBpIgAQe7RCYfDhsWWTXFDRB9sdeutseVTAASCAEHuWrpU5MILRYoVywuSunVF/vUvsyYACwQIct+0abEFGhMva7VtK9uSWV4eQIEIEETDH3+ITJiQ94jd3dtru89Mxl5yiSxfvtysDSAJBAiiRVf6vekm+b50abltd4gcvHurWLGi3HPPPbJt2zazNoBCECCIpI3z58td3bvvPhHZJ741bNhQXvHz7HYg4ggQRNp7770nRxxxhCdIOnToIHPmzDGrAjAQIIi8nTt3yiOPPCLVqlWLh0iJEiXkyiuvlDU8fwQoEAEC/Gnt2rXSv39/KVmyZDxIqlSpIg899JDs2LHDrA5EHgECGL777jvp3Lmz57JWs2bNZMqUKWZVINIIEKAAkyZNkiZNmniCpFu3bjJPn0sCgAABCqNDe0eMGCGVK1eOh0ipUqVk4MCBsn79erM6ECkECJCElStXSp8+fWTfffeNB0nNmjVlyJAh8odOUgQiiAABfJg1a5accMIJnstap556qlkNiAQCBLAwceJEZ6ivBkjr1q3NYiASCBDAUv369Z0AueSSS8wiIBIIEMBSgwYNCBBEGgECWCJAEHUECGCJAEHUESCAJQIEUUeAAJYIEEQdAQJYIkAQdQQIYIkAQdQRIIAlAgRRR4AAlggQRB0BAlgiQBB1BAhgiQBB1BEggCUCBFFHgACWCBBEHQECWCJAEHUECGCJAEHUESCAJQIEUUeAAJYIEEQdAQJYIkAQdQQIYIkAQdQRIIAlAgRRR4AAlggQRB0BAlgiQBB1BAhgiQBB1BEggCUCBFFHgACWCBBEHQECWCJAEHUECGCJAEHUESCAJQIEUUeAAJYIEEQdAQJYIkAQdQQIYIkAQdQRIIAlAgRRR4AAlggQRB0BAlgiQBB1BAhgiQBB1BEggCUCBFFHgACWCBBEHQECWCJAEHUECGCJAEHUESCAJQIEUUeAAJYIEEQdAQJYIkAQdQQIYIkAQdQRIIAlAgRRR4AAlggQRB0BAlgiQBB1BAhgiQBB1BEggCUCBFFHgACWCBBEHQECWCJAEHUECGCJAEHUESCAJQIEUUeAAJYIEEQdAQJYIkAQdQQIYIkAQdQRIIAlAgRRR4AAlggQRB0BAliYNWuWFC9e3AmQWrVqyfLly80qQM4jQAAfVq5cKZdeeqnsu+++Tni4W8WKFeWee+6RrVu3mi8BchYBAiRh27ZtMmLECKlUqVI8NEqWLCn777+/J0gaNmwor7zyivlyICcRIMBeTJo0SZo0aeIJim7dusmPP/7olE+dOlWOOOIIT3mHDh3km2++Md4JyC0ECFCA7777Tjp37uwJhmbNmsmUKVPMqrJz50555JFHpFq1avG6JUqUkCuvvFLWrFljVgdyAgECGNauXSvXXHONEwBuGFStWlUeeugh2bFjh1ndQ1/bv39/5/KW+9oqVarI6NGj9/paINsQIMCf9Czi4Ycf3uMs4qqrrvJ9FqFnL6eccsoeZy9vv/22WRXIWgQIsNt7770nhx9+uKfD1/sYc+bMMav68vrrr+9x/6Rr164yb948syqQdQgQRNr8+fOle/fung6+UaNG8uqrr5pVrW3fvl1GjhwplStXjn9GqVKl5IYbbpD169eb1YGsQYAgkjZs2CA33XSTlC5dOt6pu3M5dMhuOugckj59+njmkNSsWVOeeOIJ2bVrl1kdyHgECCLljz/+kAkTJkjt2rXjnXixYsWkV69eoc0m11ns7dq185z1HHXUUfLRRx+ZVYGMRoAgMqZNmyZHH320p+Nu27atzJgxw6waiokTJ0q9evU8+3PeeefJokWLzKpARiJAkPOWLFkiF154oaejrlu3rvzrX/8yq4Zuy5Ytcvvtt0u5cuXi+1a2bFkZOnSobN682awOZBQCBDnr999/l2HDhkn58uXjnXOZMmXk1ltvlU2bNpnVi9TixYulZ8+enpA78MAD5bnnnjOrAhmDAEFOevHFF6V+/fqeDvmcc86RhQsXmlUzyieffCKtW7f27Pfxxx8vM2fONKsCRY4AQU758ssv5aSTTvJ0wC1atJAPP/zQrJqx9Eb/k08+6VmoUUdu9e7dW3755RezOlBkCBDkhFWrVknfvn3jz+jQrUaNGvLYY49l7RBZnSNy4403OnNG3GPS1YDvu+++tA01BvwgQJDVdJLeAw88IPvtt1+8k9V1qAYMGCDr1q0zq2clXfX3jDPO8JxVNW7cWF577TWzKhAqAgRZa/LkyXLwwQd7OtbTTjtN5s6da1bNCe+8844ceuihnuPt1KmTfPvtt2ZVIBQECLLODz/8IKeeeqqnIz3kkEPkv//9r1k15+iKvmPGjHFWB3aPXRd8/Pvf/y6//vqrWR1IKwIEWeO3336T6667zrNUul66GjVqlHMpK11WrFjhLLaoK/UOGTLEmbWuW5cuXeTkk092/nV/puVaT+vr69JFw+Lqq6/eY8n5f/7znywbj9AQIMh4usz6o48+KtWrV493lnqzvF+/frJ69Wqzesp0qRF9fK2e5SQ+wtZm09fr++j76fsG7X//+5907NjR85mHHXaYvPvuu2ZVIHAECDLa+++/L0ceeaSng9Rv/V9//bVZNSW6zMkVV1zheRZIfpue/ej8Et2OPfZYZ1/0X/dniWdH+W36/vo5+nlB+r//+z9nFeHEzzrzzDPlp59+MqsCgSFAkJEWLFggPXr08HSIDRo0kJdeesmsak1HaQ0fPnyPG/Hu1rBhQ2dosD6J8K233nKWREmG1tP6+jp9vb6P+d666efq5wc1WkyH9ur76arC7mfoasM6FFhXHwaCRoAgo+gSI7fccouz5IjbCVaoUEHuuusu2bp1q1ndij5dUD8jceivbnr2oA97Gj9+vBNgQdL30/fV9zfPUnQ/dH/8PvWwIHrvRScdJi4br5MSn3rqKWeSIhAUAgQZ45lnnpEDDjgg3unpMusXXXSRLFu2zKxqRb+h33HHHU4gJXbgzZs3d27EhzXLWz9HP08/N3E/dL90/4KaJPjFF1/Icccd5/kMXSbl008/NasCVggQFLnPPvtM2rRp4+no9L7C9OnTzarWpkyZssejZXUp9zfeeMOsGir9fN2PxP3S/dT9Dcqzzz7rLMyY+BkXXHBB0pfkgIIQICgyemZx8cUXO2cabsdWp04defrppwO71KLLgWhnmdh5tmzZMuNGKen+6H6ZnXxQj7zVpeFvu+02Z6l49/11CXk949El5QEbBAhCp/cy7r77bs+lJL3Ze/PNN8vGjRvN6tZmz57tLPnhfoYOqR09erQzLDgT6X7p/iUOHdb91+MIiq5GfO6553qC6qCDDpIXXnjBrArsFQGCUL388svOaKrEDuyss86Sn3/+2ayaknHjxnluxJ9++umhPbI2Vbqfur/uvutx6PEESR+fa57xnHjiiYGGFXIfAYLQmPMU9Cby1KlTzWopGzx4cPwzdMSTTuIL6pJYWHR/db8TR2zpcQVJVyl+/PHHpWbNmp7fy/nnn29WBfJFgCA07r0OvfY+duzYwC8l6fvp8FW3I9T7Kdk+4kj3X4/DPSY9vqDbTeeh/OMf/4gP+9Vl8IFkECAIjdtBDRw40CxKmXaq3bt3j3e0Okkv6LkcRUWPI3Gyox5n0CGidOSbvr+OCgOSQYAgNG6A6DPJg5Z45qFzHfQBU7lEjyfxUbd6vEHTZVn0vfVfIBkECEKTrgBJvOehnWyuLtuhx5UYIkHfEyFA4BcBgtCkI0B0lV63Q9XLPLl25mHS40u8nKXHHxQCBH4RIAhN0AGiQ07dobp6ozlX7nnsjR6ne2Ndjz+oobcECPwiQBCaIANEZ2i7S5PoUNdsH23llx6vO8RX2yGIGesECPwiQBCaIAMkcXkSnS8RRXrcbhtoe6SKAIFfBAhCE1SA6EKDbsepM7azbZJgUPS4E2esp7oAIwECvwgQhCaIANF1tNxLV7pmVLYsT5Iuevzu2lnaLqk8M4UAgV8ECEITRIAMGzYs/o1bFx6EOO3gtom2jy0CBH4RIAhNqgGiT+xzV/DVhQDTMRs7G2k7uAsjavvYPtmQAIFfBAhCk2qA6GNf3W/amfY8j6Km7eG2jbaTDQIEfhEgCE0qAaIL/rnPMGetpvy5TzbUdtL28osAgV8ECEKTSoAMHz48/g178uTJZjF203Zx20jbyy8CBH4RIAhNKgHiLt+hzxBBwbR9tJ20vfwiQOAXAYLQ2AbI9OnT49+sR40aZRYjgbaP21babn4QIPCLAEFobAPkiiuucF5XokQJWblypVmMBNo+2k7aXtpufhAg8IsAQWhsAkQfu1q9enXndV27djWLkQ9tJ20vbTdtv2QRIPCLAEFobAJk1qxZ8Usy48ePN4uRD20nt820/ZJFgMAvAgShsQmQkSNHxjvDqCzXniptJ7fNtP2SRYDALwIEobEJkC5dujivadSokVmEQmh7abtp+yWLAIFfBAhCYxMglStXdl5z2WWXmUUohLaXtpu2X7IIEPhFgCA0fgNk2bJl8UsxY8aMMYtRCG0vt+20HZNBgMAvAgSh8RsgU6dOjXeCqT7rImoSn5mi7ZgMAgR+ESAIjd8AeeSRR+Kd4OLFi81iFELby207bcdkECDwiwBBaPwGyMCBA536ZcuWjexTB21pe2m7aftpOyaDAIFfBAhC4zdA+vXr59SvXbu2WYQkaLtp+2k7JoMAgV8ECELjN0B69uzp1LdZGBB5C1BqOyaDAIFfBAhC4zdAunXr5tRv1aqVWYQkaLtp+2k7JoMAgV8ECELjN0A6duzo1G/Xrp1ZhCRou2n7aTsmgwCBXwQIQuM3QDgDSQ1nIEg3AgSh8Rsg3ANJDfdAkG4ECELjN0AYhZUaRmEh3QgQhMZvgDAPxB7zQBAGAgSh8RsgzES3x0x0hIEAQWj8BghrYdljLSyEgQBBaPwGCKvx2mM1XoSBAEFo/AaI4nkgdngeCMJAgCA0NgHCEwnt8ERChIEAQWhsAoRnovvHM9ERFgIEobEJkFmzZsU7w/Hjx5vFyIe2k9tm2n7JIkDgFwGC0NgEyK5du6R69erO67p27WoWIx/aTtpe2m7afskiQOAXAYLQ2ASIuuKKK5zXlShRQlauXGkWI4G2j7aTtpe2mx8ECPwiQBAa2wCZPn16/JLMqFGjzGIk0PZx20rbzQ8CBH4RIAiNbYAod2HA5s2bm0VIoO2j7WSzACUBAr8IEIQmlQAZPnx4/Jv15MmTzWLspu3itpG2l18ECPwiQBCaVAJk3bp1st9++zmvb9u2rVmM3bRdtH20nbS9/CJA4BcBgtCkEiDqlltuiX/Dfvfdd83iSNP2cNtG28kGAQK/CBCEJtUAWbNmjVSoUMF5j5YtW8rOnTvNKpGk7aDtoe2i7aPtZIMAgV8ECEKTaoCoYcOGxb9pjx492iyOJG0Ht020fWwRIPCLAEFoggiQrVu3SpMmTZz3qVSpkixfvtysEil6/NoO2h7aLto+tggQ+EWAIDRBBIhKfNbF6aefHtmnFepx6/G7bZHqM1MIEPhFgCA0QQWIuuCCC+Id54gRI8ziSNDjdttA2yNVBAj8IkAQmiADZP369fFLWSVLlpRPP/3UrJLT9Hj1uN1LV9oeqSJA4BcBgtAEGSBq9uzZUqZMGec969SpE5nl3vU49Xj1uPX4tR2CQIDALwIEoQk6QNSjjz4av4yjy3esWrXKrJJT9PjcZV100+MPCgECvwgQhCYdAaIGDx4c71Bbt24tGzZsMKvkBD0uPT73WPW4g0SAwC8CBKFJV4Co3r17e0Ik185E9HgSw0OPN2gECPwiQBCaYsWKOR1Uz549zaKU6Wzs7t27xztYvcyTK/dE9DgSL1vpcQY9C3/Hjh3xQQmseIxkESAIjRsgup122mkyd+5cs0pKtFNNPBPRG83ZPjpL99+9Ye6eeQQdHu+8844cdthh8c+oXbu2WQXIFwGC0Fx++eVSqlSpeEel/z1gwACrlWMLk3hPRIe66nyJbJtsqPur++0O1dUt6HseP/30k5x55pnx99etYsWK8uSTT5pVgXwRIAiVXsvv27evFC9ePN5p1ahRQx5//HFfz+/em3HjxsWH+OqmM7azZdkT3c/EGeZ6HHo8QdGb8TfeeKMnzHU5FH2GyLZt28zqQIEIEBSJL7/8Uk488UTPt98WLVrIhx9+aFa1pvMjGjdu7OkkdeHBoC8BBUX3S/fPXdtKN93/oOZ56FmNnl3sv//+8ffXgQ16WeyXX34xqwN7RYCgSP373/+W+vXre4LknHPOkYULF5pVregM7cRlT3TTpc8z7Xkiuj/ukuzupvsdxAxz9cknn3hGcel2/PHHyxdffGFWBZJGgKDI/f77784y5OXLl493bmXLlnWG+27atMmsbkUXGnRHGbmbPsHvjTfeMKuGSj/ffZKgu+l+prowomvx4sXOqLfE9z/wwAPlueeeM6sCvhEgyBhLliyRCy+80NPZ1a1bV5599lmzqhW9vn/HHXfEH0rlbjpsddSoUaFdxtHP0c/Tz03cD90v3b8g7kNs2bLFea9y5crF319DeejQobJ582azOmCFAEHGmTZtmhx99NGezvW4446TGTNmmFWt6BP79LGv7jPW3U1HPHXt2lXGjx8f+BwSfT99X33/xJFVuul+6P7YPknQ9MILL8hBBx3k+Yxzzz1XFi1aZFYFUkKAICPpDd+nnnrKmZPgdoJ6w7dXr16yYsUKs7oVHT6sI48SJ+klbg0bNnRGjD300EPy1ltvOWdIydB6Wl9fp6/X9zHfWzf9XP38oIYx6832du3aeT7jqKOOko8++sisCgSCAEFG0yGnOv+hdOnS8U5R5yrce++9gVzqcelZzxVXXCHVqlXbo6NP3PTsQW/663bsscc6y37ov+7PzLMLc9P318/RzwvKypUrpU+fPvGlYnSrWbOmPPHEE4EOjQZMBAiygk56++tf/+rpjBs1aiSvvvqqWTVls2bNcibxnXrqqZ4htTabvl7fR99P3zdI27dvl5EjR0rlypXjn6dzO2644YbARm8BhSFAkFXee+89Ofzwwz2ddMeOHWXOnDlm1cDoJTP93IcffliGDBniXEbTrUuXLs4ZiP7r/kzLtZ7WD+pSW35ef/31PUaV6f2VefPmmVWBtCFAkHV0wp120omXm0qUKCFXXXWV/Prrr2b1nPLdd9/JKaec4gmOZs2aydtvv21WBdKOAEHWWrt2rVxzzTVOeLidadWqVZ2b17q6bC7RY+3fv7/nHkuVKlWcmeu5dqzIHgQIsp5+K+/cubPnW/mhhx4a2GS8oqRnW2PHjt3jbOvKK68MbNgvYIsAQc6YNGmSZ+0r3c444wz58ccfzapZYerUqXLEEUd4jqd9+/byzTffmFWBIkGAIKfo0F4d8ZQ4ekpHJg0aNChrRibNnz9f/va3v3mCQ+eSvPzyy2ZVoEgRIMhJulzIpZde6pkbUatWLWc2eKbOjdi4caMzisuc83L33XfL1q1bzepAkSNAkNNmzpwpJ5xwgufbfKtWreTjjz82qxYZnXU/YcIEz5MH9emNl1xySdY8wwTRRIAgEp5//nmpV6+eJ0jOP/98Z7XaojR9+nQ55phjPPvVpk0b+fzzz82qQMYhQBAZukLt7bff7lmhVv9bf6ZlYVq6dKlcdNFFnufEH3DAAfLMM8+YVYGMRYAgcnRVWj37SPzWr2cnepaSbvrskzvvvNPz7BN9ZK2uxhvUs0+AsBAgiCy9D6L3QxKDRO+XBL1mleull17a4+mLPXr0CHzpeCAsBAgiTUdk6cgsHaHlduo6cktHcOkqt0H46quvnDWzEoPjyCOPlA8++MCsCmQVAgSQ2LPTBw4c6MwZcTt5nUuic0psl41fvXq1XH755VK8ePH4e1avXl3GjRvnzDAHsh0BAiTQWevdunXznC3oqrc6yz1Zusz6gw8+6Hnioa5hdf3118tvv/1mVgeyFgEC5EPX0dL1tBKDRNfb0nW3CvPmm29K06ZNPa/T5d5/+OEHsyqQ9QgQoAC6yq2u7Ksr/LphoAsZ6grAujpuIg0IDYrE4NAg0UABchUBAuyFrnqrzxpJXDZeV8fVZ5Jo2YABAzzLrOulK72EpZeygFxGgABJ0qcedujQwXOWkTgRUG+W601zvXkORAEBAvikz2HX57EnBslJJ53kDNcFooQAASzo0N4KFSo44aGTEYEoIkAASw0aNHACRFfNBaKIAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLNWoUcMJkDPOOMMsAiKBAAF8Wrp0qVx44YVOeOi27777ytChQ2XLli1mVSCnESBAkn7//Xe58847pXz58vHwSNzq1asnzz//vPkyIGcRIEASXnzxRalfv74nMM4++2x56aWXpFWrVp6fn3DCCTJz5kzzLYCcQ4AAhfjqq6/kpJNO8gREixYt5IMPPojX2bVrl4wfP15q1arluax16aWXyi+//JLwbkBuIUCAfKxevVr69u0rxYsXj4eC3jR/7LHHnMDIz/r162XQoEFSqlSp+GsqVaok9913n2zbts2sDmQ9AgRIsH37dnnwwQdlv/32i4dAyZIlZcCAAfLbb7+Z1fP1448/OiOzEs9aGjduLK+99ppZFchqBAjwpzfffFOaNm3q6fi7dOkiP/zwg1k1Ke+8844ceuihnvfr3LmzfPvtt2ZVICsRIIg8DQgNisSOXoNEAyVVO3bskIceekiqVq0af+8SJUrINddcI2vXrjWrA1mFAEFk6SWp66+/3rlE5XbueulKL2Hppawg/frrr3LVVVc54eF+VrVq1eThhx+WnTt3mtWBrECAIHK0wx43bpxUr1493pnrzfLLL7/cuXmeTnPmzJGOHTt6znYOP/xweffdd82qQMYjQBApOvz2yCOP9HTgJ598sjNcN0yvvvqqNGrUyLMff/3rX+Wnn34yqwIZiwBBJCxYsEB69Ojh6bB1YqBOBCwqOrT33nvvlYoVK8b3qXTp0jJ48GDZsGGDWR3IOAQIctqmTZvklltukTJlysQ7aV2KRJck0aVJMsGKFSukV69ezuRDdx/3339/eeqpp+SPP/4wqwMZgwBBznrmmWfkgAMOiHfKxYoVk4suushZDDETzZgxQ4477jjPWdLRRx8tn376qVkVyAgECHLO559/Lm3atPF0xMccc4xMnz7drJqRnn32Walbt65n/y+44AJZsmSJWRUoUgQIcsby5cudhzvpmYbb8dapU0cmTJiQdZeCNm/eLLfddpuULVs2fix66W3YsGEZc+kNIECQ9bZu3Sp33323VKhQId7Z6s3oIUOGyMaNG83qWWXhwoVyzjnneM5GDjroIPn3v/9tVgVCR4Agq7388svSsGFDTwf7t7/9TebPn29WzWoffvihtGzZ0nOcJ554onz55ZdmVSA0BAiy0jfffCPt27f3dKhHHHGETJ061ayaM3QV4Mcffzz+KF3ddALkZZddJqtWrTKrA2lHgCCrrFmzRq688so9lgQZO3ZsZJYEWbdunfzjH//wLBtfuXJluf/++wNfggUoDAGCrKCLEo4ePVqqVKkS7zR1Dav+/funfVFCXZ5dF1bURRFvuOEGZ86Gbqeccoozi13/dX+m5VpP6+vr0mnu3Lly+umne87CDj74YHnjjTfMqkBaECDIeG+//bY0a9bM01Fqp/3999+bVVOmEw/1826++Wbn0bSJ3/JtNn29vo++n76vvn/Q3nrrLTnkkEM8n3vqqaempX2ARAQIMta8efOka9euno6xSZMm8vrrr5tVU7JlyxaZOHGi8xCovQWGjvTSJVB0a9u2rXMGov+6P0scCZbfpu+vn6Ofp58bFL10NWrUqD3O0K677rqkH4QF+EWAIOPoo2H1UpB5jX/kyJGBXuPXG/G9e/d25leYHb3OJTnqqKOcDlgfY/vxxx8n/Xxzraf19XX6en2fxLkp7qafq5+v+xEUXU24X79+nkfx6qrDjz76aGTuESE8BAgyho4yeuKJJ6RmzZrxzk/Xh+rTp4+sXLnSrG5NV+Q17x3opg990iXd9QxHQyxI+n76vvr+iQ+XcjfdH92voHz99dfO2VHiZzRv3lzef/99sypgjQBBRvjoo4+cb+qJHV67du1k9uzZZlVr3333nXTq1MnzGTqa6+yzz5ZJkyY5q+OGQT9HP08/N3E0mW66f7qfQfnPf/4jDRo08HzGWWedJT///LNZFfCNAEGRWrRokZx77rmeDk5nWr/wwgtmVWt6D+Daa6/1PHlQlwjRx8rqMu9FST9f9yNxyRLdT93foO5d6Ez9u+66a4+Z+npjP9tn6qNoESAoErrW09ChQz0dZ7ly5eSOO+4I9OayPulP18NyP8N9Hnm6nzzol+6P7lfiGYnud5BPKly2bJlcfPHFe6wV9vTTT2fdWmHIDAQIQvfcc8/JgQceGO/EdOvZs6csXrzYrGpNb7YPGjTI84wNnbmuj5TNZLp/iTPsdf/1OIIcPPDZZ5/Jscce62l//d/6c8APAgSheeWVV5yJbokdV+vWreWTTz4xq6ZER0EldpB66ebJJ580q2U03d/ES056PMmOAkuGnnHomUfi2ZmemejzSHSCIpAMAgShSRxaqk/c004y6EsnOnku8aZxq1atnPkk2Uj3W/ffPRY9rqAnB+o9EL0XovdE3M+pV6+eWQ3IFwGC0LjX3vVbbjqe+a1zLxKHyPbt2zfQSz9FQfdfj8M9Jj0+Pc6g6agsd5HGRo0amcVAvggQhMa9H3HrrbeaRSmbNm1afEKgBpWOOsolejxuAOtx6vEGzZ03ov8CySBAEJp0BYg+E2O//fZz3ltHMemz0HORHpc7SkuPN+hngRAg8IsAQWjSESB6n8Cdua7vrzeGc5ken9uOetxB3t8hQOAXAYLQBB0gurLtYYcdFr8/MGbMGLNKTtLjdI9Zjz+oFX4JEPhFgCA0QQeIzh1xO1IdSRQlerzusWs7BIEAgV8ECEITZIA8/PDD8Q60c+fOzkKMUaLHq8fttoG2R6oIEPhFgCA0QQWIDjnVZU/0vXRGe6YtSxIWPW53Rr+2R6oLJBIg8IsAQWiCChB92p6+jw5r/fDDD83iSNHjd4f3arukggCBXwQIQhNEgOgqve5lG51gB/FMNExlFWMCBH4RIAhNqgGiy5LXrVvXeY9atWrJ2rVrzSqRpO2g7aHtou2j7WSDAIFfBAhCk2qAJN44z7bFEdNN28NtG9sb6gQI/CJAEJpUAkSf4ufeMNa1mnbs2GFWiTRtD20XbR9tJ5unKxIg8IsAQWhSCZBx48bFv2GPHz/eLMZu2i5uG2l7+UWAwC8CBKFJJUDcZc3r16/P2UcBtF20fbSdtL38IkDgFwGC0NgGyDfffBP/Zq2PvEXBtH3cttJ284MAgV8ECEJjGyADBgxwXqevX7hwoVmMBNo+bjtru/lBgMAvAgShsQkQfWJh7dq1ndd16NDBLEY+tJ20vbTd/DzxkQCBXwQIQmMTIImXr8aOHWsWIx/aTjaXsQgQ+EWAIDQ2ATJq1Kh4Zxjksy9ymbaT22bafskiQOAXAYLQ2ARI165dndfUq1fPLEIhtL203bT9kkWAwC8CBKGxCRD3UbW9e/c2i1AIbS9tN22/ZBEg8IsAQWj8BsiKFSvil2JGjx5tFqMQ2l5u22k7JoMAgV8ECELjN0Def//9eCf49ttvm8UohLaX23bajskgQOAXAYLQ+A2QxNFEixYtMotRCG0vt+2SHb1GgMAvAgSh8RsggwYNcuqXLVvW13wGxObPaLtp+2k7JoMAgV8ECELjN0D69evn1NcJcfDPnYCp7ZgMAgR+ESAIjd8A6dmzp1P/4IMPNouQBG03bT9tx2QQIPCLAEFo/AZIt27dnPo2K8sibwVjbcdkECDwiwBBaPwGSMeOHZ367dq1M4uQBG03bT9tx2QQIPCLAEFo/AYIZyCp4QwE6UaAIDR+A4R7IKnhHgjSjQBBaPwGCKOwUsMoLKQbAYLQ+A2QgQMHOvWZB+Jf4jwQbcdkECDwiwBBaPwGyCOPPOLU123x4sVmMQqh7eW2nbZjMggQ+EWAIDR+A2Tq1KnxTnDKlClmMQqh7eW2nbZjMggQ+EWAIDR+A2TZsmXxTnDMmDFmMQqh7eW2nbZjMggQ+EWAIDR+A0RVrlzZec1ll11mFqEQ2l7abtp+ySJA4BcBgtDYBEiXLl2c1zRq1MgsQiG0vbTdtP2SRYDALwIEobEJkJEjR8YvxSxYsMAsRj60ndw20/ZLFgECvwgQhMYmQGbNmhXvDMePH28WIx/aTm6bafsliwCBXwQIQmMTILt27ZLq1as7r+vatatZjHxoO2l7abtp+yWLAIFfBAhCYxMg6oorrnBeV6JECVm5cqVZjATaPtpO2l7abn4QIPCLAEFobANk+vTp8Usyo0aNMouRQNvHbSttNz8IEPhFgCA0tgGi3IUBmzdvbhYhgbaPtpPNApQECPwiQBCaVAJk+PDh8W/WkydPNouxm7aL20baXn4RIPCLAEFoUgmQdevWyX777ee8vm3btmYxdtN20fbRdtL28osAgV8ECEKTSoCoW265Jf4N+9133zWLI03bw20bbScbBAj8IkAQmlQDZM2aNVKhQgXnPVq2bCk7d+40q0SStoO2h7aLto+2kw0CBH4RIAhNqgGihg0bFv+mPXr0aLM4krQd3DbR9rFFgMAvAgShCSJAtm7dKk2aNHHep1KlSrJ8+XKzSqTo8Ws7aHtou2j72CJA4BcBgtAEESAq8VkXp59+emSfVqjHrcfvtkWqz0whQOAXAYLQBBUg6oILLoh3nCNGjDCLI0GP220DbY9UESDwiwBBaIIMkPXr18cvZZUsWVI+/fRTs0pO0+PV43YvXWl7pIoAgV8ECEITZICo2bNnS5kyZZz3rFOnTmSWe9fj1OPV49bj13YIAgECvwgQhCboAFGPPvpo/DKOLt+xatUqs0pO0eNzl3XRTY8/KAQI/CJAEJp0BIgaPHhwvENt3bq1bNiwwaySE/S49PjcY9XjDhIBAr8IEIQmXQGievfu7QmRXDsT0eNJDA893qARIPCLAEFo0hkgOhu7e/fu8Q5WL/Pkyj0RPY7Ey1Z6nOmYhX/SSSc576//AskgQBAatwNs0KCB/O9//zOLU6adauKZiN5ozvbRWbr/7g1z98wjHeHxxhtvSLly5ZzPOPDAA81iIF8ECELjjpjSTZ+ad/XVV8uvv/5qVktZ4j0RHeqq8yWybbKh7q/utztUV7eg73mo77//Xv7yl7/EP0O3I4880qwG5IsAQWiWLl0q559/fvyRq7pVrVpVxowZIzt27DCrp2TcuHGewNIZ29my7InuZ+IMcz0OPZ4g/fbbb3Lttdd6AqpKlSpyww03pLQcCqKFAEHovv32W+nUqZPnW++hhx4q77zzjlk1JTo/onHjxvHP0DWjdOHBdFwCCoLul+6fu7aVbrr/Qc3zUPoZY8eOlerVq8c/o3jx4s7z021X8UV0ESAoMq+99pqng9ftjDPOkB9//NGsak1naCcue6KbLn2eac8T0f1xl2R3N93vIGaYu6ZOnRp/5K27tW/fXr755huzKpAUAgRFatu2bXLfffd5vnWXKlVKBg0aFGjnqQsNukufuJs+wU9vHhcl/Xz3SYLupvuZ6sKIiX7++Wc566yzPJ+hAxlefvllsyrgCwGCjPDLL7/IpZdeGh/qq1utWrXkySeflF27dpnVrWhY3XHHHfGHUrmbfisfNWqUsw9h0M/RzzPPBnS/dP90P4OwceNGufnmm6V06dKez7j77ru5z4FAECDIKDNnzpTjjz/e07G2atVKPvnkE7OqNb3Wr499dZ+x7m56Q7lr164yfvz4wOeQ6Pvp++r7J9641k33Q/cnqHsQOoLr6aef9gz/LVasmFx88cWybNkyszpgjQBBRnruueec+QiJHW3Pnj1l8eLFZlVr69atk+HDh3sm6SVuDRs2lL59+8pDDz0kb731lixZssR8i3xpPa2vr9PX6/uY762bfq5+vu5HUKZPny7HHnus53PatGkjn332mVkVSBkBgoy1efNmGTp0qJQtWzbeGepkt9tvv122bNliVk/JtGnTnJFI1apV26OjT9z07KF+/frOph21Lvuh/7o/M88uzE3fXz9HPy9IemZx0UUXOWca7mcdcMAB8swzz5hVgcAQIMh4ixYtkvPOO8/TEderV08mTpxoVg3ErFmznEl8p556qufmvs2mr9f30ffT9w2a3su46667PPd1dN6IXhLbtGmTWR0IFAGCrPHxxx/LUUcd5emg27Vrl5aOOdGKFSvkvffek4cffliGDBkivXr1crYuXbo4ZyD6r/szLdd6Wl9fl04vvfSSM5oqsT169OgR+P0boCAECLKKjsh64oknpGbNmvFOU0du9enTR1auXGlWz0lff/11fOVcd9PlR95//32zKpBWBAiyks4RGThwoDNnxO1EK1euLCNHjgxsGGymWb16tfTr18+ZOe4es84o14dKZerseuQ2AgRZbd68edKtWzfPt3GdiPf666+bVbPW9u3bnXkjicOO9Wb9dddd56xpBRQVAgQ54e2335ZmzZp5guSUU06R7777zqyaVf773//KIYcc4jkuvSn/ww8/mFWB0BEgyBm6oq8uRqiryiZ+U+/fv7+sXbvWrJ7R5s6dK6eddponOHTeyOTJk82qQJEhQJBzdEb3lVde6Vk2XudfPPLIIxl/r0AnFQ4YMMAzn0QvXT3wwAPOpSwgkxAgyFlz5syRDh06eL7FH3HEEc4Q20yjo8see+wxqVGjRnxf9Wa5zmTPtee7I3cQIMh5r7zyyh7LiehzxefPn29WLRIffvihtGjRwrN/+lzyL7/80qwKZBQCBJGgQ3vvueceqVixYryT1lVqb7rpJmfV2qKwcOFCOeecczzBocuhvPjii2ZVICMRIIgUfVzsJZdc4lkzqnbt2jJhwoTQnpuuS4zceuutnkfuli9fXoYNGya///67WR3IWAQIIunzzz/f40FOxxxzTOCLHJr+9a9/Sd26dT2fe+GFFya90i+QSQgQRJp26LpqrduZ65mJduhLly41q6ZkxowZewTW0UcfnfbAAtKJAEHkFXRJ6c4770z5kpJeMtNFFovykhmQLgQI8Cddxfbss8/2nCXY3tQu7Kb9hg0bzOpAViJAAMMHH3yQ77Dar776yqyaLx023KhRI8/rM2nYMBAUAgTIR2ET+3RV3PzkN3Hx8MMPz8iJi0AQCBCgEAUtLfLggw/GlxbRpVOuuuqqPZZO0QdLZfrSKUAqCBAgCbr6bX6LG+pzyKtWrRr/mYbINddck3WLNwI2CBDAhzfffFOaNm3qCRJ369y5c9YvHw/4QYAAPumlK72E5Q7N1dFVkyZNMqsBOY8AASy5M8ovuOACswiIBAIEsNSgQQMnQHRtLSCKCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwBIBgqgjQABLBAiijgABLBEgiDoCBLBEgCDqCBDAEgGCqCNAAEsECKKOAAEsESCIOgIEsESAIOoIEMASAYKoI0AASwQIoo4AASwRIIg6AgSwRIAg6ggQwMKGDRukVKlSToA0btxY/vjjD7MKkPMIEMCnGTNmSKNGjZzwcLfOnTvLihUrzKpATiNAgCTpWcaIESOkZMmS8eBwz0J0q1mzprz55pvmy4CcRYAASdCzi1NOOcUTHPfff79zKUvvgbg/L1asmFx//fWybds28y2AnEOAAHuhZxW1atWKh0STJk1k5syZnjrPPfecVKpUKV7nqKOOkrlz53rqALmGAAEKsH37dhkwYIBzVuEGw8UXXywbN240qzrmz58vxxxzTLxuhQoV5KmnnjKrATmDAAHyMW/ePGnVqlU8DPTs4tlnnzWr7WHHjh1y4403yr777ht/7fnnny/r1683qwJZjwABDBMmTHDOHtwAOProo+Wnn34yqxXqnXfekdq1a8ffQ+eMfPbZZ2Y1IKsRIMCf9CyhZ8+e8U5fzyIGDRrkXMqysWrVKjnttNPi76ejt+69917ZtWuXWRXISgQIsNvnn38uDRs2jHf2evYwZcoUs5qVUaNGSenSpePv3bFjR1m2bJlZDcg6BAgiTc8Ghg8f7pnb0aVLF1m5cqVZNSWzZ8+Wpk2bxj+jRo0a8sYbb5jVgKxCgCCyli9fLp06dYp36jq348EHHzSrBWbTpk3Su3fv+Ofp6K5rr71Wtm7dalYFsgIBgkiaPHmyM3Pc7cwPPvhgmTVrllktLSZOnCiVK1eOf3aLFi3k+++/N6sBGY8AQaTs3LZNRl53nWduR69evQqc25EuCxYskDZt2sT3oXz58jJ+/HizGpDRCBBExw8/yEctW8oVuzvsA/aJze14/vnnzVqh0TkjN910U3zOSPPd28Rzz5Wd69aZVYGMRIAgGp58UqRCBVmzu5N+avc2+NhjZcHPP5u1isR7770nLerUkb6792vS7u2P+vVFpk83qwEZhwBBbtMZ4Oedt/v/6fvEtt3f9lcNHiy7dn/7zyTrV6+WKV27ykp3P0uUELn7bh0mZlYFMgYBgtylM78bNMgLj93f8uXdd81amWX0aJHSpfP2uX17kaVLzVpARiBAkHv0W/s994iULJnXEZ9+uk4NN2tmpq++EmnWLG/fq1cXmTTJrAUUOQIEuUVneHfokNf56rf5//f/zFqZb/NmkcsuyzsO3a65RoQ5I8ggBAhyx+uvx76tux3uIYeIfPmlWSu7/PvfIpUr5x3TkUeKfPedWQsoEgQIsp9+K+/f3/tt/dJLdeq3WTM7LVwoctxxecdWrpzIY4+ZtYDQESDIbjqDu0WLvM5Vv62/8IJZK/vpqLGbbxYpXjzvWM8+W4Q5IyhCBAiy1xNPiJQvn9ehtmmjU7zNWrnl/fdFDjgg75gPOkjk00/NWkAoCBBkH/3Wrd++3U5Uv5UPGRL7lh4Fa9aInHFG3vHrnJE772TOCEJHgCC7TJsmojO13c5Tv41PnWrWioYxY0TKlMlri5NPFlmyxKwFpA0Bguyhczv027bbYXbrJrJ6tVkrWr7+WuTQQ/PapFo1XWrYrAWkBQGC8Oj1ex0d1aSJsy6Vc/+icePYz7SsMLo2lNtJ6rfuhx4ya0SXzhm5/PK89ilbVmTnTrNWTCq/A8BAgCD9dKn0s87K6+AK2nr0KHjorV7319nZOuJKZ2pjT//5j0itWrF2NAXxOwAM+5g/AAL1++8ixxwT65x0/sJNN+nzXWMdmnZUGga33JI3mqptW2ZbB43fAdKEAEF6/f3vsU6pbt3YnI2CzJ0rUq9erO5115mlSAW/A6QJAYL0WbQodtNbh9nqyrh7M2NGrL4ugshoomDwO0AaESBInzvuiH2bPeccs6RgWldfo/MakDp+B0gjAgTp466K+8orZknBtK6+plMnswQ2+B0gjQgQpI8+wEk7osWLzZKCaV19jU4QROr4HSCNCBCkjztLWkcBJUvr6mv0tUgdvwOkEQGC9Eml89LJcEgdvwOkEQGC9Kld2/7yiV56Qer4HSCNCBCkT/v2sY6IG7hFh98B0ogAQfrcfnusI/IzhPTcc2OvYQhpMPgdII0IEKSPPopVJ7DpxDSdoLY3M2fG6urm55ILCsbvAGlEgCC9rroq9m1Wl8jQpTIK8tNPec/50OebIzj8DpAmBAjSa8sWkVatYp2SLtanz/XWxft0ET9dhlyfZ3HbbbGlxbWOLvrnZ8QQ9o7fAdKEAEH6bdggcuaZsc6psK1799gKsQgevwOkwT7mD4C00UfP9uol0qhRbFlx3fS/9WdRfSxt2PgdIEAECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAgc+hchT59REaONEuQKp0Y2LevyF13mSWANQIEmWPixLwJbT/8YJYiFY89lte2S5eapYAVAgSZY968vE6Ob8rB+stfYu2qz/j44w+zFLBCgCCzNG8e6+hatjRLYGvtWpGSJWPtevXVZilgjQBBZnGfX6Hb/PlmKWxMmJDXpixXggARIMgsc+bkdXYjRpilsNGtW6w9a9QQ2bnTLAWsESDIPE2bxjq8Nm3MEvilI9vKlIm1p47CAgJEgCDzDBkS6/CKFRNZssQshR/PP593RvfWW2YpkBICBJln1qy8Tm/0aLMUfvToEWvHKlVEtm83S4GUECDITA0axDq+E080S5AsfdqgPoFQ2/Hii81SIGUECDLTDTfEOr7ixUV++cUsRTJefjnvTO6118xSIGUECDLTtGl5nd/YsWYpktGzZ6z9KlbkGedICwIEmUlnS9etG+sAO3c2S7E3W7eKVKoUa7/zzjNLgUAQIMhc11wT6wBLlBBZs8YsRWFefz3vDO6ll8xSIBAECDLXBx/kdYJPPmmWojC9esXarVw5kU2bzFIgEAQIMpfOmq5VK9YRnn66WYqC7NghUrVqrN26dzdLgcAQIMhs/frFOsLSpUXWrzdLkZ8pU/LO3J591iwFAkOAILPRGfqXGLrr1pmlQGAIEGS2xMsxf/ubWQoTl/0QIgIEmY8bwslj4AFCRIAg8yUMSd3KkNTCMfQZISJAkPH+2LpVZlWqJC/t7hjfYFJcwRInX3bqZJYCgSNAkBWe7tlTztjdMR5fsaJsZVmOfK2ePl0+2d1GizVAWP4FISBAkBUmvfzy7i/W+zjbaywMmK8nbrhB+u1un3uLF5ffWYASISBAkBU2b94s5cuXdwLkYpYmz1eDBg2k3O72uYgl8BESAgRZ46yzznICpEqVKrKdhyN5zJo1K36GNpqHcCEkBAiyxvPPPx/vJN/i8aweQ4YMcdqlWLFisoTHACMkBAiyxoYNG6RMmTJOR9m3b1+zONKaNm3qtEubNm3MIiBtCBBklW7dujkdZY0aNWSnzrqGzJkzJ35mNmLECLMYSBsCBFllwoQJ8c5y6tSpZnEk3X777fE2mT9/vlkMpA0Bgqyydu1aKVmypNNZXn311WZxJDVv3txpj5YtW5pFQFoRIMg6f/nLX5wOs06dOvKHzr6OsHnz5sXPPu666y6zGEgrAgRZZ9y4cfFO85NPPjGLI+Xee++Nt8X3339vFgNpRYAg66xcuVKKFy/udJoDBgwwiyOldevWTjscdthhZhGQdgQIstLJJ5/sdJz169c3iyJj4cKFzrwPbYfbbrvNLAbSjgBBVhozZkz80s0XX3xhFkfCAw88EG+Dr776yiwG0o4AQVZaunSp7Lvvvk7nOXjwYLM4Eo4//njn+Bs3bmwWAaEgQJC1jjvuOKcDbdKkiVmU85YtWxYP0BtvvNEsBkJBgCBr3X///fFLOF9//bVZnNP++c9/xo99xowZZjEQCgIEWWvBggXxm8hDhw41i3Na+/btneM+6KCDIj8XBkWHAEFWa9WqldORHn744WZRzlq1alV8GPP1119vFgOhIUCQ1e655574pZzhw4c7a2Xl+ta7d+/4MX/88cdmkwChIUCQ1ebOnRvvTKO2lStXTnbt2mU2CRAaAgRZr1q1ant0rlHYOnXqZDYFECoCBFlPv4XPnDnTuakelS1qo86QmQgQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgJX/D7mWRJaRqcEvAAAAAElFTkSuQmCC)
PN: 2H01-1-0C
CAS: 889954-12-5
Molecule Weight: 256.301
Formula: C16H16O3
TSCA: Not listed on TSCA inventory