![Methyl bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
| Product Number | 2223-1-68 |
| Purity | 95 % |
| CAS | 106813-54-1 |
| MDL Number | MFCD28501873 |
| Molecular Formula | C7H10O2 |
| Molecular Weight | 126.155 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2223-1-43
CAS: 3854-83-9
Molecule Weight: 142.198
Formula: C8H14O2
PN: 2223-1-68
CAS: 106813-54-1
Molecule Weight: 126.155
Formula: C7H10O2
![Methyl 3-(hydroxymethyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 2229-1-43
CAS: 180464-87-3
Molecule Weight: 156.181
Formula: C8H12O3
![Dimethyl bicyclo[1.1.1]pentane-1,3-dicarboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB9PAAAfTwHlZvW9AAACFHpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79CAlFIVa2aNKlVpbWT9m1ywEmRgl0Befv3O4fQQOmIAN2dfc+dOZ+9uDsWW9ibssqdTYignICxqctyu0nI79cfk4jcLRcpOqGjrRLyVtfvc8YOhwNN30yhj87S1BWkmZ8fq7znc1DUlRsmORfsz9Pjy5mZ5LaqtU0NUlU+r86Djy7V9XkV/0nBCl3uc8sad1aU+ybaX8n9y+mxysj1X77j3D2isM63BtauLHQNe8kpvvwbbIw1pa5NBqsTDisa4L8vF08PLt0Vxtao+gh5qrcvdblLcaBwW5PuMBgqPx8SUggEdO2K+7LUJ/CaH9YCtAStQAegQ9BT0DPQEegYtOD44bxAB6Gw1lvjk72e3g2uGJ6h+a7Ps7exTDIhE05DrmJoJaeRjCOQVExV2Fo4KcNYtKagsYhmKASXvONzDnAhG0Hg5HNgFWQwhYmkQeSloDPRtTkVM5Qc4wYBopwr1VoXoWgY4GBAlbiKkEahUlgv9lGw5WLlbNZRIc8SshLkXMlfZl3JSzEJuDIzJfanD+Bdu4DsA77044DqA36jPgD5FRAMgHA8Q9gHfBOMA9M+4FtmHJj1Ad9g40A0WNINIB5kiMcBwQcpbhFikMMHGUU+7XZzoMa3T6gvmBtNJT7teXtghwzrdDFrrwhUB9cH69wtDG/U5T9YVJy50N6A6AAALMRJREFUeF7t3QmYFNW58HGQfRVEUESICiqaQFB2YxDhQkRixC1qInpDLsQlckWDKBjlxg0+jQoKcSMqGnNd4qfEBdEIaBRjVFSCCCgqIpsKGhBQwPf2223P9JzqGbqrq05Vnf7/nqee6FSdHjPTXf/pOl1VtQQAAB9qmV8AAKAQBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEcNS8efNk3Lhx0qdPH2nfvr00bNhQGjduLO3atZMBAwbIpZdeKq+99po5rIpatWpVLMXwOw7Jwm8XcMzzzz8vvXv3rrITr2np3r27zJkzx3yYNL8h8DsOycJvF3DIzTffLHXq1PFEopAln12tr47fcUgWfruAI6ZPn15lx92gQQMZOXKkPProo7Jy5UrZsmVLelm9erXMnTtXJk2aJD169KhxR+83BH7HIVn47QIOWLhwYToY2Z22znt89NFH5mZ5vf766zJo0CDzy2l+Q+B3HJKF3y7ggCFDhlTssPVdxbZt28xNfPEbAr/jkCz8doGEW7x4ccXOWuc/li1bZm7im98Q+B2HZOG3CySczmVkd9Ynn3yyubokfkPgdxyShd8ukHBDhw6t2FnPnDnTXF0SvyHwOw7Jwm8XSLiOHTtW7Kzfeecdc3VJ/IbA7zgkC79dIOFatmxZsbPeuHGjubokuSHwu8Bd/HaBhKtbt27Fznr79u3m6pKYMfCzwF38doGE4x0IosJvF0g45kAQFX67QMLxKSxEhd8ukHBJOg9kyZIlcu2110r//v2lQ4cOUq9ePWnVqpUMHjxYHnjggSrbIv6Ke1YAiB3zTPTly5ebm/hWXQh2pbpxuV/Pt5x++umyc+fOKmMQX8U9KwDEUu61sHr27Bnba2F169ZNJk+eLAsWLJB169bJ5s2bZdGiRTJmzJiKT5NNmTKlyhjEV3HPCgCxpFfUzb0ab9++fYu6Gq8eQsqnuhDsip9x2UNxXbt2NVchpgr/7QKItXz3Axk1apQ89thj6Zhs3bo1vej9QPR2t/pOQN+t1LSj9xMC5WfcqlWr0tvrrXeRDIX/dgHE3tSpUxN7R0I9pKXbt2nTxlyFmCr8twsgEebPn1/UPdH1/iHPPPOM+TBpfkKg/IybNm1aevthw4aZqxBThf92ASSK3rZ27Nix0qtXL2nXrl360FCjRo3S/zxw4ECZMGFCev6jJn5CoAodp4fUli5dKhMnTkz/9zVp0mSX/02Ij5p/uwAQgtzAZJd+/frJK6+8Ym6KGCMgAKwz46GLXtNrxIgRsnbtWnNzxBQBARAZvXrwmjVr5PHHH5fjjz8+HRKdRNcz1hF/BARAbOi8jEZEr++F+CMgAGJjw4YN6YDoZDrij4AAiI3169enA9K8eXNzFWKIgACIjUsuuSQdEP2YMeKPgACwonPnzjJ+/Pj0ZVT0isGbNm2qmER/4okn0icQajxq164tzz77rDkcMURAAFhhfmw339K0adPAb4qF8BAQwGH6F/6MGTPk3nvvjfw+G3rG+fXXXy+DBg2STp06SePGjdMXfGzbtq0MGDAgfaMpzgFJFgICOOyqq66q+Oter9YLBImAAA776U9/WhGQs88+21wNlISAAA4jIAgTAQEcRkAQJgICOIyAIEwEBHAYAUGYCAjgMAKCMBEQwGEEBGEiIIDDCAjCREAAhxEQhImAAA4jIAgTAQEcRkAQJgICOIyAIEwEBHAYAUGYCAjgMAKCMBEQwGEEBGEiIIDDCAjCREAAhxEQhImAAA77f6mAHJ+Khy5/ICAIGAEBHLY0FZAXU/HQ5T0CgoAREMBlqYBIKh7phYAgYAQEcBkBQYgICOAyAoIQERDAZQQEISIggMsICEJEQACXERCEiIAALiMgCBEBAVxGQBAiAgK4jIAgRAQEcBkBQYgICOAyAoIQERDAZQQEISIggMsICEJEQACXERCEiIAALiMgCBEBAVxGQBAiAgK4jIAgRAQEcNl551UG5LLLzLVASQgI4LLVqzPvQs44Q+TTT821QEkICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIEm0c6fI449nzizu2lWkTRuRevVEWrcW6dJF5Fe/Epk1K7Mdyg/PD1hCQJLmmWcyO4Hs2cU1Ld/7nsicOeYjwGU8P2BRLfMLiLEbbxTZbTfvjqCmRbfXcXAfzw9YVsv8AmJq2rSqL/yGDUXOP1/kuedE1q4V+fprkXXrRObNE7ngApHGjatuP326+YhwCc8PRICAJMGbb4o0aFD5Yj/8cJEPPzS3quqjj0R69Ki6Q9HHgXt4fiAiBCQJhg6tfKEfcojIv/9tbpHfpk0i3/1u5djjjjO3gAt4fiAiBCTuliwRqV078wLX/33tNXOLmr3+etXx+nhwB88PRIiAxN3kyZV/IR5zjLm2MEOGVD7GddeZa5FkPD8QIQISd7mHJ2bMMNcW5s47Kx+DwxRu4fmBCBGQuOvUqfLFvXixubYw//pX5WMceKC5FknG8wMRIiBx17Jl5Yt740ZzbWE++6zyMfbYw1yLJOP5gQgRkLirW7fyxb19u7m2MDou+xj6eHAHzw9EiIDEXYsW/IWJ6vH8QIQISNx17Fj54uYYN0w8PxAhAhJ3xx5b+eK29Skb/Uv2wgtFLr5YZM0acy3iJIrnB/AtAhJ3kyZVvrj18/p+FPs5/zFjKrdv1kzk2mtFvvrK3ApxEMXzA/gWAYm7t9+ueqawnjlcjIULiz/TePz4yh1KdtFDJY8+am6JqEXx/AC+RUCSIPcvxGKvdaT3fMiOLfTwxLZtmXchehMiMyQDB2aOmSM+bD8/gG8RkCTQvxLr1698oevVVleuNLeqatUqkZ49K8fo1VqLvdqq/jWql8cwI6If9TzvvMyndxC9qJ4fKHsEJCmmTq26E2/USGT0aJG5czP3edD7PaxfLzJ/fubdQ5D3e3jiCZGDDvKGRD/yefPN/s8/QHCifH6gbNUyv4AY0wnO7PHqQpeg7jinO6Df/15k99293+PQQzO3UkWw3n1X5KyzMu8C9V3GrkT5/EBZqmV+ATE3e3bVezjUtIRxz2v9K3bkSJE6dbzf7yc/EVm+3ByBYukcxiWXVL1J1I9+ZG6VX9TPD5SVWuYXkAA7d4rMmiUyalRmJ9C6dWbCe889M/+uX9f1ul1Y9C/ifv28OyU9Fq/nj3zxhTkCu/LNNyJ33SXStq3353rOOebW1YvD8wNlgYCgNA88IPKd73h3eHvtJfLHP7KTKtRLL1Wd1M4uOlcxcWLmECIQMwQEpdu6VeR3vxNp0sS7A+zeXeTvfzdHIEvvTf7zn3t/brr87Ge7/jQVECECguCwMywc0YUDCEi50o/e3n9/5uxyPfYepF0djtmyxRxRXjjsB0cQkHKVe7mSXr1EFiwwtyhNTRPCHTqI/PnP5gj38cEDOIaAlKszzqi6E9PzB4YPz5yhHKR8H0n9dvnwhz+UT157zRzhHj76DEcRkHK1YkXmWLu5Q9Nj8ldemTlGHyQ9KW7YsIrvsym1PJ5aLt5tN7nql7+UdXq2tGs4+RKOIyDlTI+16z0k9Ni7uYPbbz+RBx80R5Tub39Ln4vweup73JRaTkgte6SW3VM72euuu06+cuWy8Vz+BWWAgCBz7H3s2KoX5MsuRx0l8sYb5ojS7Ngh706bJhe3aiXfS32PWjnLgQceKH/961/NEcnBBShRRggIKi1blrmkt7nz02P3evbyJ5+YI0qyacMGufD881P71rpVIqLL4MGD5W2910VS6F0cL7iAS+CjrBAQeOn1kfS+EuaOsEULkRtuCPys6MWLF8ugQYM8EamX2hmPHj1aNqRCE1ffpN5Nya23Zi4TYv68uAkXHEdAkJ8eo9dLhLds6d0xHnywyJNPmiNKNmvWLOnUqZMnJK1atZLp06fLDt1Zx8iSuXPl/3ftKsvNnw+3AUaZICCo2aefZi7kp8fwzR2l3gnvnXfMESXRSfTJkydL8+bNPSHp0qWL/E0n4SO2YsUKOemkk+QHqf+mS1PLU6lli/489NLov/iFyJo15hDASQQEhVm0SGTAAG9E9Ji/3qBI5wACtHbtWhkxYkRqn7ybJyQnnHCCvPfee+aQ0G3atEkmTJggDRo0SP937JVaTkktN6eWd484QuSf/zSHAE4jICjOI4+IHHCANyR6yfDbbkt/wipIr776qhx55JGeiOhO/NJLL03v1MP2zTffyMyZM2Wfffbx/Hccs+++8up995lDgLJAQFA8PbZ/zTWZY/1mSL7/fZF588wRJbv//vulQ4cOnh1427Zt5e67707v5MPw8ssvS58+fTzft1GjRnL55ZfLli+/NIcAZYOAwL/Vq0X+8z/z30b1lFNE3n/fHFGSLVu2yMSJE6Vx48aeHXqvXr3kJb2IY0A+/vhjOfPMM1P/12p7vtepp54qH3zwgTkEKDsEBKV75RWRvn29EWnYUDZcdpls37zZHFGSDz/8UE4//XTPjl139meccYasKuF6Xtu2bZOrrrpKmjZt6nn8ww47TObPn28OAcoWAUFw7r1XZN99KwKyNbXMTi2T2rWT2bouYC+88IJ0797ds6Nv0qSJXHnllbK1yOt5Pfzww7L//vt7Hq9NmzZyxx13yE4usw5UQUAQLH238dvfpt99LErtfG+plfmkUpvU0jf1LuUf//iHOaIkulOfMWOG7LXXXp4d/3777ScPFnA9rzfffFOOPvpoz/j69evLRRddJJ9//rk5BIAQEIRk5/vvyyunnCIXpHbEh+XslPUw01lnnSWrdf4kQF988YWMHTs2vdM3Q3DUUUfJG3mu5/XJJ5/I2WefLXXq1PGMGTp0qCxdutQcAiAHAUGoFs2bJz/o1s2zg27WrJlcc8016TmHIC1fvlyOO+44z/fTSIwaNSodje3bt8tNN90kLVu29GzXuXNnmT17tvmwAPIgIAidHma6/fbbpXXr1p4d9gEHHCCP6LklAZszZ44ccsghnu+nk+M6p2F+XWOiUdG4ACgMAYE1Opdw4YUXpi+SaO7ABwwYIG+99ZY5pCQag6lTp8oee+zh+X7ZRd+Z6GGsT/WSLQCKQkBgnc4tHHvssZ6duV7W/Zxzzgl0Z67ROvfcc/NeEkUnznUCHYA/BASReeqpp+Tggw/27Nj1cNKUKVNKOpykh830o7f5Dps1bNhQrr/+enMIgCIREETq66+/lhtvvFFatGjh2dHrHMbTTz9tDtklvW7VQQcd5Hk8nf+4+uqrA5+4B8oVAUEs6Kej9FNS+T5S++Mf/1iW6d0SC6Cf7DLH60eH9bIkenkSAMEhIIgVPV+jf//+ngjo+R2/+c1v0ud71KRfv35VxumFEPWCiACCR0AQSw899FC1lxW58847q72siE6YZ7ft2rWruRpAgAgIYkvnKvSaVvkubHj44YfL888/bw5Jn42e3WaI3jERQGgICGJPr647fPjwvJdWP+2009JX580iIIA9BASJsWDBAundu7cnInpzpyuuuEK+/PJLAgJYRECQKHrnwXvuuSfv7WXbt2+f/sQWAQHsICBIJL0X+vjx49P3RjdDQkAAOwgIEm3FihVy4okneuKhS7du3czNAQSIgMAJzz33nHTp0qVKQPbee29zMwABIiBwxo4dO2TQoEEVAenZs6e5CYAAERA4hU9hAfYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDiFgAD2EBA4hYAA9hAQOIWAAPYQEDhl2LBhFQHp2LGjuRpAgAgInLF8+XKpU6dORUB0mTdvnrkZgIAQEDhB47HvvvtWiYcuTZo0ISJASAgIEq+6eBARIFwEBImWLx7NmjUjIoAFBASJlS8eo0ePluHDh3sCQkSA4BEQJFJ18VAzZsyo+FrDhg2ldu3aRAQIAQFB4tQUD/Xuu+9WWTdu3DgiAoSAgCBRdhWPrPbt21esnzRpktx6661EBAgYAUFiFBoPlTsPcswxx6S/RkSAYBEQJEIx8VC58yD6qazt27env05EgOAQEMResfFQ5jzIggULKtYRESAYBASx5iceWeY8SC4iApSOgCC2SomHyjcPkouIAKUhIIilUuOhqpsHyUVEAP8ICGIniHiomuZBchERwB8CglgJKh5ZNc2D5CIiQPEICGIj6HioXc2D5CIiQHEICGIhjHioQuZBchERoHAEBJELKx6q0HmQXEQEKAwBQaTCjEdWofMguYgIsGsEBJGxEQ9VzDxILiIC1IyAIBK24qGKnQfJRUSA6hEQWGczHsrPPEguIgLkR0Bgle14ZPmZB8lFRAAvAgJrooqH8jsPkouIAFUREFgRZTxUKfMguYgIUImAIHRRx0OVOg+Si4gAGQQEoYpDPLJKnQfJRUQAAoIQxSkeKoh5kFxEBOWOgCAUcYuHCmoeJBcRQTkjIAhcHOOhgpwHyUVEUK4ICAIV13hkBTkPkouIoBwREAQm7vFQQc+D5CIiKDcEBIFIQjxUGPMguYgIygkBQcmSEg8V1jxILiKCckFAUJIkxSMrrHmQXEQE5YCAwLckxkOFOQ+Si4jAdQQEviQ1HirseZBcRAQuIyAoWpLjoWzMg+QiInAVAUFRkh6PLBvzILmICFxEQFAwV+KhbM2D5CIicA0BQUFcioeyOQ+Si4jAJQQEu+RaPJTteZBcRASuICCokYvxyLI9D5KLiMAFBATVcjkeKop5kFxEBElHQJCX6/FQUc2D5CIiSDICAo9yiIeKch4kFxFBUhEQVFEu8ciKch4kFxFBEhEQVCi3eKio50FyEREkDQFBWjnGQ8VhHiQXEUGSEBCUbTxUXOZBchERJAUBKXPlHI+suMyD5CIiSAICUsaIR0ac5kFyERHEHQEpU8SjUtzmQXIREcQZASlDL774ouy+++7E41vmPMhLL71kbhIpMyL169eXu+++29wMsI6AlCH9K5Z4VNW8efOKn8dJJ51kro6cGRH9588++8zcDLCKgJShevXqVdkR3XPPPeYmZadFixYVP5OBAweaqyP3wgsvSIMGDaqE/4MPPjA3A6wiIGVoypQpUqdOnYodkf5zOUdk3bp1Vf66nzVrlrlJpDQeTZs2rRKPkSNHmpsB1hGQMjV79mxp2LAhEUl58MEHK34O+u5s8+bN5iaRMeOhobvlllvMzYBIEJAyRkQyzj333IqfwRFHHGGujgzxQNwRkDJHREQOPfTQiv//48ePN1dHgnggCQgIyjoi5vzHnDlzzE2sIx5ICgKCtHKNSNzmP4gHkoSAoEI5RiRO8x/EA0lDQFBFuUUkLvMfxANJREDgUS4Ricv8B/FAUhEQ5FUOEYnD/AfxQJIREFTL9YhEPf9BPJB0BAQ1cjkiUc5/EA+4gIBgl1yMSJTzH8QDriAgKIhrEYlq/oN4wCUEBAVzKSJRzH8QD7iGgKAorkTE9vwH8YCLCAiKlvSI2J7/IB5wFQGBL0mOiM35D+IBlxEQ+JbUiNia/yAecB0BQUmSGBEb8x/EA+WAgKBkSYqIjfkP4oFyQUAQiKREJOz5D+KBckJAEJgkRCTM+Q/igXJDQBCouEckrPkP4oFyREAQuLhGJKz5D+KBckVAEIo4RiSM+Q/igXJGQBCauEUk6PkP4oFyR0AQqjhFJMj5D+IBEBBYEIeIBDn/QTyADAICK6KOSFDzH8QDqERAYE2UEQli/oN4AFUREFgVVURKnf8gHoAXAYF1tiNS6vwH8QDyIyCIhM2IlDL/QTyA6hEQRMZWRPzOfxAPoGYEBJGyERE/8x/EA9g1AoLIhRkRP/MfxAMoDAFBLIQVkWLnP4gHUDgCgtgIIyLFzH8QD6A4BASxEnRECp3/IB5A8QgIYieoiBQ6/0E8AH8ICGIpiIgUMv9BPAD/CAhiq9SI7Gr+g3gApSEgiLVSIlLT/AfxAEpHQBB7fiJS0/wH8QCCQUCQCMVGpLr5D+IBBIeAIDGKiUi++Q/iAQSLgCBRCo2IOf9BPIDgERAkzq4iYs5/3HDDDcQDCAEBQSLVFJHc+Y+6detKkyZNiAcQAgKCxKouIrnzH/o14gGEg4Ag0fJFpF27dhX/TjyA8BAQJJ4ZEXMhHkA4CAicUF1EiAcQHgICZ2hEcj99pQvxAMJDQOCU3r17V8Rjzz33NFcDCBABgVPGjh1bEZAhQ4aYqwEEiIDAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKQQEsIeAwCkEBLCHgMApBASwh4DAKb/+9a8rAtK9e3dzNYAAERA4pV+/fhUB0WXw4MHy9ttvm5sBCAABgVNOOOGEKgHRpV69ejJ69GjZsGGDuTmAEhAQOCV3DsRcWrVqJdOnT5cdO3aYwwD4QEDglNyAHHzwwdK8eXNPSLp06SLPPfecORRAkQgInGJ+Cmvt2rUyYsQI2W233TwhOfHEE+W9994zHwJAgQgInGIGJOvVV1+VI4880hORBg0ayPjx42XTpk05jwKgEAQETqkuIFn333+/dOjQwROStm3byt133y3ffPONOQRANQgInHLOOedURGHAgAHm6rQvv/xSrrjiCmnUqJEnJL169ZIFCxaYQwDkQUDghG3btsnVV18t9evXr4jBvvvua25WxYcffiinnXaaJyK1a9eW4cOHy6pVq8whAHIQECTeX/7yF9l///09IejRo4e5aV4vvPCCHH744Z7xTZo0kSuvvFK2bt1qDgEgBAQJ9uabb8rRRx/t2fHXrVs3/fWNGzeaQ6q1c+dOmTFjhuy1116ex9tvv/3koYceMocAZY+AIHFWr16dvs6VHmoyd/ZDhw6VpUuXmkMK9sUXX6Qn4nMPhWWXo446St544w1zCFC2CAgSY/v27XLTTTflnfzWkwZnz55tDvFt2bJlctxxx3m+T506dWTUqFHyySefmEOAskNAkAgah86dO3t26NlF50AeeeQRc1jJ5syZI4cccojn+7Vo0UJuuOEG+frrr80hQNkgIIg1PRylh6XMHbgevsp3drl+dPett94yH6Yk+s5n6tSp0rJlS8/303c+Tz75pDkEKAsEBLH0+eefy0UXXZR3LkInyHUC/Z133pFjjz3Ws14n0fV8kE8//dR82JLo4+nj6uOb31NPWtT/HqCcEBDEin4a6o477pA2bdp4dtJ6mOrhhx82h6TfAeg7AXN7fccwZcqU9DuIIC1atCj9Tsf8fnrZ+N+PGSNbivj0F5BkBASxMX/+fDnssMM8O+amTZvKVVddlT5ZsDo6F6FzEjo3YY7XOYynn37aHFIynXM54IADKr7P3qnl1NRyV+vWsuG220S4bDwcR0AQuQ8++EBOPfVUz45f5znOPPNM+fjjj80h1dJPR+mnpPTTUubj6aeq9NNVQfrqq6/kmmuukWbNmskPU99jQmqZk1q+Si3y/e+LzJtnDgGcQUAQGb0m1eWXX573Y7l9+vSRl19+2RxSMD1fo3///p7H1TkVPc9Dz/cI0rrVq+XOs86Su1LRW6HxyF1OOUXk/ffNIUDiERBE4r777ktfq8rcwe+zzz4yc+bMwK6Kq2eQ65nk5vfROZY777wzPecSpE2vvCLSt2/VgOjSsKHIZZeJbN5sDgESi4DAqnX//KeMP+IIaW3s0PW+HBMmTAjlvhx6LSu9ppXOpZgh0Wtg6bWwAnfvvSJ6MUczJO3aZdYBDiAgsGPNGtn2i1/Ik7vtJuNSO9K+OTvxk046SVasWGGOCJxeXVevspvvEih6VV69Om+g9N3Gb3+befdhhkTfpfzjH+YIIFEICML11Vci114r0qxZese5NLXckVqGp5Yfde0qc+fONUeETu/3off9MCOiczF6nxCdmwmUzn/oPIgZkVTI5Kyz9OJe5gggEQgIwvPooyIdO1bZae5MLX/fc0959dZbZWeEH3PVOZZ77rknPedihqR9+/bypz/9yRxSOv1EVrdu3pBoXK+5Rm9qYo4AYo2AIHj/+pfIwIHeHWW9eiIXXCA7Y3Sinc656D3RdQ7GDMkPfvCD9L3UA6WT9rffLtK6tffnc8ABenKJOQKILQKC4Hz2mch554nUrevdOR5zjMiSJeaI2HjvvffkxBNP9EREr7c1YsQIWbt2rTmkNJ9/LnLhhZmomj8rvRVvwNfzAsJAQFA6vVTIzTeL7LGHd2d40EEiTzxhjoit5557Trp06eIJSfPmzWXy5MnpEwcDpfcuOfZY789NI3zOOXoBLnMEEBsEBKV55hmRQw/17gB3313k+uv1GiPmiNjbsWOH/OEPf5BWrVp5QtKpUyeZ+9hj5pDSPfWUyMEHe3+OLVuKTJmSiTQQMwQE/ixfLvKTn3h3eHXqiIwcKbJ+vTkicTZs2CD//d//nb5IYjYge6aWk1LLI//xH7J18WJzSGk0tjfeKNKihffnesghIiFczwsoBQFBcfQSIBdfLFK/vncn16+fyMKF5ojEW7JkiQwePDgdkD6pRc9jeSK1bNbDTL/+dWbuJ0h6t8NRozIxNn/GP/6xXjzMHAFEgoCgMPrpoT/+UWSvvbw7te98R+SBB8wRznn2r3+V3xx4YPo8lmW5//9btRK55ZbgDzPp/df79/f+vDt1MrcEIkFAsGt//7tIjx7eHVmTJiK/+51eK8Qc4aydX38tK6+7Tr7ROR7z5/Hd76Yq86w5pHQPPSSy//6V36d580zQgYgREFRv5UqRn/3Mu6PU5ec/F/noI3NE+Vi3TuSXvxTZbTfvz2bYMJF33zVHlEZPMpw8WWTQoER9qg1uIyDw2rJFZOJEkcaNvTvHnj1FXnrJHFG+Xn9d5Ic/9P6cGjQQueQSkX//2xwBOIOAoKo//1mkQwfvDrFtW5G77tJrgJgjoP73fzNzQebPbe+9+bnBWQQkifT49+OPi5x9tkjXriJt2mTOaNbLY3TpIvKrX4nMmlXccfLXXuMv6VLpO7f/+Z/q37m9+KI5IhxhPD+APAhI0uiJe7oTMHdQ+ZbvfU9kzhzzEbzuucfesfxyEOXcURjPD6AatcwvIMb0JLN8O/qaFt1ex9VEJ2bNHcvf/mZuhWLV9Ok1facS9KfXwnp+ANWoZX4BMTVtWtUXvt6k6Pzz9eJNInqhPz2LWT8ZpJcMv+AC72GU6dPNR6x0332ZEwP33DPzfSK8zLpzdO5Dz5/RuRBz5x3k+TNhPj+AatQyv4AYevPNzFxE9sV++OEiu7p7nh4myf3rV3co+jjV0bOpg75QICrpHNK4cdWfwa+f5vLLxvMDyIOAJMHQoZUvdL0mUqET2np/cT25LTv2uOPMLWCbzikdf7w3InrZkv/6L3/XEOP5gYgQkLjTe2jorU/1Ba7/q5+WKob+ZZs7Psb35CgrOtmdu/POLsVexZjnByJEQOJOzz7O7lz0pkx+DBlS+RjXXWeuRVT02ll6Da1891E58URz6/x4fiBCBCTucg9PzJhhri3MnXdWPgaHKeIn350cNSqF4PmBCBGQuNMrr2Zf3H7vP6H3KM8+xoEHmmsRF/p70rsT6k2k9A6PheD5gQgRkLjTnUn2xb1xo7m2MPoXbrF/2SIZeH4gQgQk7nIPa/i934SOyz6GPh7cwfMDESIgcZd7e1P+woSJ5wciREDirmPHyhc3x7hh4vmBCBGQuNNJ1eyLm0/ZwMTzAxEiIHE3aVLli1s/r+8Hn/N3F88PRIiAxN3bb1c9U7jYayYtXMiZxi7j+YEIEZAkyP0LsdhrHeml2Tk84TaeH4gIAUkC/Ssx9yquerVVvWlRTVatytwFLztGr9bK1VbdxPMDESEgSTF1auWLXZdGjURGjxaZOzdznwe9+J5eyXX+fJExY7jfQ7nh+YEIEJAk0QnO7PHqQhfuOFc+eH7AslrmFxBzs2fnvwx4voV7Xpcfnh+wqJb5BSTAzp0is2aJjBqV2Qm0bi1Sr17mlrT67/p1Xa/bofzw/IAlBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8ExAV6nSO9LSkAWERAkk6vqtquXeaaRrfcYq4FgNAQkKS7/fbKaxt162auBYDQEJCk03cd2YAceqi5FgBCQ0CSjoAAiAgBSToCAiAiBCTpCAiAiBCQpCMgACJCQJKOgACICAFJOgICICIEJOkICICIEJCkIyAAIkJAko6AAIgIAUk6AgIgIgQk6QgIgIgQkKQjIAAiQkCSjoAAiAgBSToCAiAiBCTpCAiAiBCQhPs8FZB3U/HQZSUBAWARAUm4uamAjErFQ5crCAgAiwhIwt2SCkitVDx0OZSAALCIgCQcAQEQFQKScAQEQFQISMIREABRISAJR0AARIWAJBwBARAVApJwBARAVAhIwhEQAFEhIAlHQABEhYAkHAEBEBUCknAEBEBUCEjCERAAUSEgCUdAAESFgCQcAQEQFQKScAQEQFQISMIREABRISAJR0AARIWAJNxtt91WEZBu3bqZqwEgNAQk4VauXClt27aV2rVry0033WSuBoDQEBAHbN26VdavX29+GQBCRUAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EJMHmzZsn48aNkz59+kj79u2lYcOG0rhxY2nXrp0MGDBALr30UnnttdfMYVVkT0LUpRh+xwFwB6/+BHr++eeld+/eVXbiNS3du3eXOXPmmA+T5jcEfscBcAev/oS5+eabpU6dOp5IFLLks6v11fE7DoA7ePUnyPTp06vsuBs0aCAjR46URx99NH1Jky1btqSX1atXy9y5c2XSpEnSo0ePGnf0fkPgdxwAd/DqT4iFCxemg5Hdaeu8x0cffWRultfrr78ugwYNMr+c5jcEfscBcAev/oQYMmRIxQ5b31Vs27bN3MQXvyHwOw6AO3j1J8DixYsrdtY6/7Fs2TJzE9/8hsDvOADu4NWfADqXkd1Zn3zyyebqkvgNgd9xANzBqz8Bhg4dWrGznjlzprm6JH5D4HccAHfw6k+Ajh07Vuys33nnHXN1SfyGwO84AO7g1Z8ALVu2rNhZb9y40VxdktwQ+F0AlCde/QlQt27dip319u3bzdUlMWPgZwFQnnj1JwDvQADEEa/+BGAOBEAc8epPgKR9CmvJkiVy7bXXSv/+/aVDhw5Sr149adWqlQwePFgeeOABc3MACeV99SN2knYeSO66fMvpp58uO3fuNIcBSBjvqx+xY56Jvnz5cnMT32oKQU1qGtetWzeZPHmyLFiwQNatWyebN2+WRYsWyZgxYyo+EDBlyhRzGICE8b76EUu518Lq2bNnYq+FlX031bVrV3MVgIQp7tWPyOgVdXOvxtu3b9+irsar8w/5+A2B33GrVq1Kj9G7JwJItuJe/YhUvvuBjBo1Sh577LF0TLZu3Zpe9H4gertbPYyk71Zq2tH7DYHfcXpIS8e0adPGXAUgYYp79SNyU6dOTfQdCadNm5YeM2zYMHMVgIQp7tWPWJg/f35R90TX+4c888wz5sOk+Q1BMeP0XdHSpUtl4sSJ6UNXTZo0SR9WA5Bsu371I7b0trVjx46VXr16Sbt27dI750aNGqX/eeDAgTJhwoRd7qiLCUGuQsaZIdOlX79+8sorr5ibAkig6l/9QInMeOiil2UZMWKErF271twcQMIQEIROLwC5Zs0aefzxx+X4449Ph0Qn0fWMdQDJRUBgnR5a04joJVoAJBcBgXUbNmxIB0Qn0wEkFwGBdevXr08HpHnz5uYqAAlCQGDdJZdckg6IflIMQHIREASqc+fOMn78+PSZ8HrRx02bNlVMoj/xxBPpEwg1HrVr15Znn33WHA4gQQgIAmV+bDff0rRp08DvawLAPgKCQOkZ59dff70MGjRIOnXqJI0bN05fs6tt27YyYMCA9I2mOAcEcAMBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAv/wc3bYRaptpYjAAAAABJRU5ErkJggg==)
PN: 2223-1-44
CAS: 115913-32-1
Molecule Weight: 184.191
Formula: C9H12O4
![3-(Methoxycarbonyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-54
CAS: 83249-10-9
Molecule Weight: 170.164
Formula: C8H10O4
PN: 2223-1-0R
CAS: 2415-95-4
Molecule Weight: 156.225
Formula: C9H16O2
TSCA: Not listed on TSCA inventory
