| Product Number | 2217-1-0M |
| CAS | 20614-90-8 |
| MDL Number | MFCD19441103 |
| Molecular Formula | C8H14O |
| Molecular Weight | 126.199 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![1-Bicyclo[1.1.1]pent-1-yl-ethanone](data:image/png;base64,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)
PN: 2217-1-38
CAS: 137335-61-6
Molecule Weight: 110.156
Formula: C7H10O
TSCA: Not listed on TSCA inventory
![Spiro[2.3]hexan-5-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACZsAAAmbAHMtsvaAAABuXpUWHRtb2xTb3VyY2UAAHichZNta9swEID/yqHPi2TJduyGOKW0DAYtg7WDfRuKrKQCSyqy8vbvd3K6NCZdZgvuuLvndHeS5rd728FWh9541xBOMwLaKd8at27Iz5evk5rcLuYKgzDQ9Q15jfFtxthut6PqVVu5944qb8nRP9v3ZhSzy6kPayayjLNfT4/PAzMxro/SKY1Ub2b9YHz0Ssahin9swawMW+PYMZzZsD1m+y2ytDK671vy0cs9+u4QhZXpNKx8sDLCVmQUV/YF1trpIKNuYXlAc04L7H0xf3rwamO1i6imDEbJ7jmGjUKD9Z1WG0yGyreHhliOgIze3oUgD5C0ZJYcpACZgyxAliCnICucaqdT2pfDm27Id7j/+HEIoiElzUo+hZyWHIWghRBT4DTP8womWDF+8C6OTgIHxDJaVYNnEBiY8/oGTtYhntOyGERd1jdYMjvVvJgvvWvPVDBtQ5acDM380KtevPdDwIdWh4aIlCCFngNiDKTuTwD/DMjHQJrVdaAYA2my14FyDKRzuA5ML3b4D1BdANV1oL6Y0qcAOzsT9vfOoXpxH9nZZWX4RBd/ANL4KUp36kRdAAAYxUlEQVR4Xu3dD6hedf3A8Wuzjf1Tpy1d2JqVaKLI0uYaEwXRfmYIE7FcQ1dWljZBV0qSISkYLhQ0DRnOLUfWEOynoOHyX8oQw5gpYi1jLdcS/81szsz6/u732e/kfc7xbvd+7p/nnOd5veAD8uyc43b1e957/p3TlwAgoK/8AAAMhYAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIDQEx566KE0bdq01NfXl+bPn5/+/e9/lzcBhklA6Hq///3v05QpU1rxKGbRokUiAiMkIHS1HI8PfehDbfEo5stf/rKIwAgICF1rd/EQERg5AaErDRaP4n0QEYGRExC6zmDx+NrXvpY2bdqUPvzhD1d+TURg+ASErrK7ePznP/9pbfPHP/5RRGAUCAhdYyjxKIgIjJyA0BWGE4+CiMDICAiNF4lHQUQgTkBotJHEoyAiECMgNNZoxKMgIjB8AkIjjWY8CiICwyMgNM5YxKMgIjB0AkKjjGU8CiICQyMgNMZ4xKMgIrBnAkIjjGc8CiICuycg1F4n4lEQERicgFBrnYxHQUTgvdUuIG+//XbasWNH+WF6UB3iURARqKpVQPKJIS/KvfbaK51xxhnpjTfeKG9Cj6hTPAoiAu1qFZAcjoELM59A1qxZ07ETBp1Rx3gURATeVZuA/Otf/6osymKOO+649Pjjj5d3oQvVOR4FEYFdGhGQPPnZyTnnnJO2bt1a3pUu0YR4FEQEGhSQYvI9ra+++ur01ltvlQ9BgzUpHgURodfVNiB77713OvPMMyuLs5hDDjkk3XnnneXD0EBNjEdBROhltQ3I+9///tbjDz/8cDr66KMrC7SYE088MT311FOlo9EUTY5HQUToVbUPSPbOO++kW265Jc2cObOySPNMmDAhnX/++emll14acETqrhviURARelEjAlJ47bXX0sUXX9z6tfJCzTNjxox0/fXXt76MSL11UzwKIkKvaVRACs8991w69dRTKwu1mMMPPzzdd9995d2oiW6MR0FE6CWNDEjh3nvvTYcddlhlsRZz2mmntU5W1Ec3x6MgIvSKRgckyy9XXXfddWm//farLNg8EydOTMuXL0/bt28v78o464V4FESEXtD4gBTyG+j5RJTfUC8v2jz5DfiVK1davB3SS/EoiAjdrmsCUti4cWM64YQTKou2mLlz56ZHHnmkvBtjqBfjURARulnXBaSwbt26NGfOnMrCLeass85KmzdvLu/GKOvleBREhG7VtQHJdu7cma666qo0derUyuLNM3ny5HTFFVe4/8gYEY93iQjdqKsDUnjhhRfSkiVLKpeLL+bggw9Oa9euLe/GCIhHlYjQbXoiIIUNGzakefPmVRZwMQsWLEhPPPFEeTeGSTwGJyJ0k54KSJZPYKtXr06zZs2qLOI873vf+9LSpUvTtm3byrsyBOKxZyJCt+i5gBTy7XIvv/zyNGnSpMpCzjN9+vR0zTXXpH/+85/lXRmEeAydiNANejYgheeffz4tWrSospCL+djHPpbuuuuu8m6UiMfwiQhN1/MBKTz44IPpqKOOqizmYk466aT09NNPl3cjicdIiAhNJiAD5MvG33zzzemAAw6oLOg8+SZXF1xwQXrllVfKu/Ys8Rg5EaGpBOQ9vPrqq+miiy4a9LLx+++/f7rhhhtav+deJh6jR0RoIgHZjWeffTadcsoplUVdzBFHHJHuv//+8m49QTxGn4jQNAIyBPfcc0869NBDKwu7mNNPPz1t2rSpvFvXEo+xIyI0iYAMUb5s/IoVK9K+++5bWdx58mXjL7300vT666+Xd+0q4jH2RISmEJBhevHFF9N5553X+sJheYHnOfDAA9Ott97alQtdPMaPiNAEAhL05JNPpuOPP76ywIs55phj0qOPPlrerbHEY/yJCHUnICN0xx13pNmzZ1cWeTFnn3122rJlS3m3RhGPzhER6kxARsGbb76ZrrzyyjRlypTKQs+TH8+/nrdrGvHoPBGhrgRkFOVnGosXL64s9GLyM5X8jKUpxKM+RIQ6EpAx8Nhjj6Vjjz22stiLWbhwYes9lDoTj/oREepGQMZIPsmuWrUqHXTQQZUFnyd/iisv/PyprroRj/oSEepEQMZY/l7IZZdd1vqeSHnR59lnn33StddeW5vLxotH/YlIQ+VLHz30UErf+lZKn/50Sh/9aEpTp+6aQw5Jaf78lC65JKUHHshfPCvvXUsCMk7yN9XzN9bLi76Y/E33u+++u7zbuBKP5hCRBslrJ98ye/bs/jNu39Cm/79tuv32XfvWmICMs/Xr17euoVVe+MWcfPLJrWtwjTfxaB4RaYCXX07p+OOrgRjqLFy46xg1JSAdkP+sN954Y+uqvuXFnydfNn7ZsmWtqwKPB/FoLhGpsT//OaXDD69G4TOfSWnVqrzwUvr73/PtUXf985o1KX32s9Xt8zE2by4fvRYEpIPyfUUuvPDCVjDKJ4A8+b4kN910U+s+JWNFPJpPRGpo586UjjyyPQQHH5zSL39Z3rJq/frqy135WPmYNSMgNfDMM8+07nhYPgEUc2T//zwP5DfWRpl4dI/BIpLfWzv33HPT0qVLaz/f7Z/b+ufR/tnaP6mO8+MfpzSUKH/969V4PP98eavB5Wcc5YhccEF5q47rKz/QKb0ckMIvfvGL1j3YyyeBYvK92/M93EeDeHSfwSLSlDmqf77aP6v659m+ASfOus2PflT+0bfL3/EauP2ECbseG66NG1Pae+/2Y/32t+WtOqqv/ECnCMgu+eO8P/jBD9L06dPbfh7FTJo0KX3nO99Jf8+vnQaJR/fKEfnABz5Q+W/bhGlMQL7ylfKPvd3ixe3b54/mRuWP/A481pIl5S06qq/8QKcISLtt27alL33pS4NeNn7WrFlp9erVwz7hi0f329j/N9fB3ler8zQiIBMnpvTww+Uf+bvyF4PzuavYPj/72Lq1vNXQ/fWvu45RHC8fu0ZfPu4rP9ApAvLefvOb36QFCxa0/WwGzqc+9am0YcOG8m7vSTx6R47Iez0TybcguO2221p/+ajb/G//bOifTf2zvX9S3eanP03pT38q/6jb/exn7cHJn6oaqdNOaz/mz39e3qJj+soPdIqA7N7atWt3+/r2kv6ntn/5y1/Ku/2XePSewd4T8emsMfTNb7af7FesKG8xfPkYA4+5bFl5i44RkAbZsWNH+t73vpcmT55cOSnkmTp1avr+97+fdpY+7icevUtExlm+HEnfgJN9vnTJSOVjDDxmvgxKTQhIA23evDl9/vOfr5wUipkzZ05at25da1vxQETGUb6+Vd+Ak33+MuFI5Y/0Djzmxz9e3qJjBKTBfv3rX6e5c+dWTgzFzJs3L82cObPyuHj0HhEZJzNmtJ/st28vbzF8r73Wfsz99y9v0TEC0nB58a9cuTJ98IMfrJwc3mvEo3cNFpFPfvKT5U2JKn9vYzSuIpGv4jvwmPnfURMC0iW29/9NZ/ny5a2fW/kEIR4UckTyR8DL/28UL3kyQvvt136yf/318hbDl5/FDDxmfpZTEwLSJQSEoRCQMeY9kM4QkBgvYTFUXsIaB8cd136y392XDocqH2PgMfMnvWpCQBrMm+gM1WDx8Cb6KMsXPOwbcLL/4Q/LWwxfPsbAY+bvmtSEgDSQj/EyHOIxju64o/1kn79FPlKf+1z7MX0TvUpA9swXCRku8Rhn27a1fxIrX8cqX88qqny8/M9/+1t5q44RkIZwKROGSzw65AtfaH/G8O1vl7cYuksvbT/WF79Y3qKjBKTmXEyRCBdTHIMZysUUs/412//Dbn/WkO/tMVy/+137lX3zRO4rMob6yg90ioC0czl3olzOfQxnT5dzL3z1q+37feQjw7uv+ZYtKc2Z036Mb3yjvFXH9ZUf6BQB2cUNpRgJN5Qah9nTDaWyHTtS+sQn2vfLt6jN9zvfkwcfrMbDPdF3T0Dc0paRGew9j6ZMYwKyp1vaFvLLXYceWt3/f/5n10tif/hDSm+8kdI//pHSpk0p3X579d4feQ47bHjPXsZRX/mBTunlgDzzzDPppJNOavvzD5wj+//28cADD5R3GzER6R6DxePQ/hPYueeem5YuXVr7+W7/3NY/j/bP1v5JdZwf/zh/e7f84x/cSy+ltGBBNQpDnYULU3r55fJRa6Ov/ECn9GJAXnnllXThhRcO+nr1AQcckG666ab0zmhckG0QItJ8g8XDp61qIq+jNWtS/3+kaiAGm7ztT36ya98aE5AOyH/WG2+8Me2///5tf+ZiclCWLVuWXn311fKuY0JEmks8GuTtt1PKryRccsmuy5Hk9zmmTNk1+Z/zYxdfnNKvfrVr2wYQkHG2fv36dMQRR1QWfDEnn3xyevbZZ8u7jTkRaR7xoNMEZJxs2rQpnX766ZXFXkx+rfruu+8u7zauRKQ5xIM6EJAx9vrrr6fLLrssTZw4sbLY8+yzzz7p2muvbX18tw5EpP7Eg7oQkDGST7arVq1KBx10UGWh58lfEMwL/sUXXyzv2nEiUl/iQZ0IyBh47LHH0rHHHltZ5MUsXLgwPVmzSxKUiUj9iAd1IyCjaMuWLWnx4sWVBV7M7Nmz0x35cs8NISL1IR7UkYCMgjfffDNdeeWVacqUKZUFnic/nn89b9c0ItJ54kFdCcgI5WcU+ZlFeXEXc/bZZ7eemTSZiHSOeFBnAhKU38PIl8YuL+xijjnmmPToo4+Wd2ssERl/4kHdCcgw5U9NnXfeeYNeZv3AAw9Mt956a1cucBEZP+JBEwjIEL399ttpxYoVad99960s6jz5ex6XXnpp63sf3UxExp540BQCMgT33HNP65vi5QVdTP6Gef6mea8QkbEjHjSJgOxGvibVKaecUlnMxeRrWt1///3l3XqCiIw+8aBpBOQ95KvgXnTRRa3fQ3kx58lX0b3hhhtav+deJiKjRzxoIgEZIN934+abb27dh6O8kPPky6xfcMEFrft4sIuIjJx40FQC8v8efPDBdNRRR1UWcTH5joFPP/10eTeSiIyEeNBkPR+QfI/xfK/x8gIuJt+j/K677irvRomIDJ940HQ9G5A33ngjXX755WnSpEmVBZxn+vTp6ZprrqnNZdabQESGTjzoBj0XkHwiW716dZo1a1Zl8ebJXxBcunRp2rZtW3lXhkBE9kw86BY9FZANGzakefPmVRZuMQsWLEhPPPFEeTeGSUQGJx50k54IyAsvvJCWLFmS9tprr8rCzXPwwQentWvXlndjBESkSjzoNl0dkJ07d6arrroqTZ06tbJo80yePDldccUVaceOHeVdGQUi8i7xoBt1bUDWrVuX5syZU1mwxZx11llp8+bN5d0YZSIiHnSvrgvIxo0b0wknnFBZrMXMnTs3PfLII+XdGEO9HBHxoJt1TUBeeuml1glpwoQJlcWaZ+bMmWnlypUWbYf0YkTEg27X+IDky6xfd911ab/99qss1Dz5MuvLly9P27dvL+/KOOuliIgHvaDRAbn33nvTYYcdVlmkxZx22mmtkxb10QsREQ96RSMD8txzz6VTTz21skCLOfzww9N9991X3o2a6OaIiAe9pFEBee2119LFF1886GXWZ8yYka6//vrWy1rUWzdGRDzoNY0ISL7M+i233NJ6I7y8OPPkN87PP//81hvpNEc3RUQ86EW1D8jDDz+cjj766MrCLObEE09MTz31VOloNEU3REQ86FW1DUi+edOZZ55ZWZTFHHLIIenOO+8sH4YGanJExINeVtuADDbTpk1LV199dXrrrbfKh6DBmhgR8aDXNSYg+UKI55xzTtq6dWt5V7pEkyIiHtCQgBx33HHp8ccfL+9CF2pCRMQDdqlNQLLy5dbziWTNmjW1OXEwPuocEfGAd9UqIPkEkRdjDskZZ5zRuu0svamOEREPaFergGT5S4Duz0FWp4iIB1TVLiAwUB0iIh7w3gSE2utkRMQDBicgNEInIiIesHsCQmOMZ0TEA/ZMQGiU8YiIeMDQCAiNM5YREQ8YOgGhkcYiIuIBwyMgNNZoRkQ8YPgEhEYbjYiIB8QICI03koiIB8QJCF0hEhHxgJERELrGcCIiHjByAkJXGUpExANGh4DQdXYXkU2bNokHjBIBoSsNFpFp06ZVHhMPiBEQutZgEREPGB0CQlfbXUTEA0ZGQOh6OSJTpkxpi8eiRYvEA0ZIQOgJDz300H/f/5g/f754wCgQEABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAkP8D2tJ3/YETeTYAAAAASUVORK5CYII=)
