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)
| Product Number | 2209-1-03 |
| Synonyms | Cyclohexene oxide; 1,2-Epoxycyclohexane |
| Purity | 96 % |
| CAS | 286-20-4 |
| MDL Number | MFCD00005162 |
| Molecular Formula | C6H10O |
| Molecular Weight | 98.145 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
Melting Point: -40 ℃
Boiling Point: 129-130 ℃
Refractive Index: 1.452
Density: 0.972
Flash Point: 24 ℃
TSCA: Listed on TSCA inventory
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SbSgwBBsW3cuFH69u2b9GuDxKpUqZKMGDGiwNtxCRCk09q1awtsdTJ//nx3OAwIEJjpBk6jRo0qdB+OMmXKSJ8+feTbb791D5EPAYJ0mzx5sjentHS3yZ9//tkdjiIiQGAyffp0adiwoffCdKtly5aycOFC9+FJESDIBP107M4rLZ1vKB4CBEWiq3q12637YnRLd42bOHGi+/BdIkCQCboB2aGHHurNLS3dLgB2BAhSsnnzZhkwYEChLda1nYTeAaMv2qIiQJApH3/8sZQrV86bX7qj5YoVK9zhSBEBgl3Su1n0JK7bhbovPre0+6leuLQiQJBJY8aM8eaX1tFHH13gjR3YNQIEBZozZ440adLEe8G5pb2GdJ/q4iJAkGmdO3f25pjW1Vdf7Q5FCggQeNasWSNdu3b1XmRuVatWTcaNG5e2hVkECDLt+++/l9q1a3vzTFudzJgxwx2OQhAg+JtuzDRs2LCk3xUnlm4bO2jQoLTv+EaAIBv0k3WyNUv6hqiwW82RHwGCON0ONtk7M7c6duwoK1eudB+eFgQIsqWg7ZPbtm0b33YAqSFActzi+fOlRYsW3gvJrcaNG8vrr7/uPjytCBBky7Zt2+JrlNz5pnXXXXe5w1EAAiRH/bJ+vTzUs6ccXbq0lE/yItpZ2gpi9OjR8RdcphEgyCa91pesi4J+RbtgwQJ3OJIgQHLMv7ZulS/z8uTxChVkQOzF0iFW9ZIEh35H3K9fv/hFx2whQJBt2jnanXNa2vBTt17GrhEguWTKFJH69WV57AUyNVYjYtUrVs1jVTnhxdOmTRtZsmSJ++iMI0BQEi688EJv3ml169bNHQoHAZILPv5YYqkQ+22XitfmWL0fqydidV2sOseqYakdDeamaMiUEAIEJUG7Jug1PnfuaU2YMMEdjgQESJTp10/9+onsttvf4bGzvojVjFjdE6v+FSrIk3l58sfWre4RsooAQUn56KOPkt6+XrFixYzddRgFBEgU6QXv0aNFqlTxgmNn/RqrRaVLy7yePeMX1IOAAEFJuu+++7z5p9W0aVNanRSAAIkavdU29nHcDQyvWrSQPwK2qQ4BgpLWqVMnbw5qDRw40B0KIUCiQzuKduzoB4VbtWvrqkH30YFAgKCkbdq0SWrVquXNQ90ULdProMKIAAk7bSei747KlvXDIrHKlRMZNkz7lbhHCAwCBEEwe/bseGC4c7F69ery3XffucNzGgESVtrAcNw4kWrV/LBwq2tXXTXlHiFwCBAExZAhQ7y5qNW+fXtanSQgQMJIW6cfdZQfFG41aaKd49xHBxYBgqDQzgsFtfgZOXKkOzxnESBhops1nXeeHxRuVa0q8vDDuhuUe4RAI0AQJF988YVUrlzZm5Pa6mThwoXu8JxEgISBbg97000i5cv7YZFYe+whMmCA7j/rHiEUCBAEzaRJk7w5qdWgQQNanQgBEnxPPy1St64fFm516CCyfLn76FAhQBBEffr08ealVo8ePdyhOYcACSr9iNyypR8UbjVqJDJ9uvvoUCJAEES60Vqj2OvMnZtaTz31lDs8pxAgQaM7osXe8UiZMn5YJNY++4iMGiXy55/uEUKLAEFQLV68WPbcc09vflaqVEk+//xzd3jOIECCQlsljBghUrGiHxaJpX2t+vYV2bjRPULoESAIsnvvvdebn1rNmjWLvY+Lzhu5oiBAgmDqVJGDD/bDwq3WrUU+/NB9dGQQIAgyXf9x2mmneXNUa/Dgwe7wnECAlKRly0ROPtkPCrfq1RN5/nn30ZFDgCDoNsY++desWdObp7pyfebMme7wyCNASsIPP4hcfrnI7rv7YZFYe+8tcuutIr//7h4hkggQhMGsWbOStjqpUaOGbNiwwR0eaQRINmmb9TFjRPbd1w+LxCpdWqR7d5F169wjRBoBgrC47rrrvLmqdeqpp+ZUqxMCJFti71rk0EP9sHDr2GNF5s1zH50TCBCEhV40b968uTdftUbp3ZE5ggDJtFWrRDp39oPCrZo1RcaP1yt17hFyBgGCMFm9enX8Nl53zurtvosWLXKHR1J0A0S7zz7wwI7eUdpUcL/9drQ813Yf+hXSkUeKnHuuyP33a9Mb99HF9/PPItdeW3ib9dhkkyFDRGiLQIAgdCZOnOjNWa2GDRvKli1b3OGRE70A+e//FjnppB3XEdyTdUGlY/UWWf2aKR10w6bq1f3ncatLF30b4z46ZxEgCKNevXp581ard+/e7tDIKeX+QWjp3Q9nn+2fpItaelIvzqYxuhe5e0y3Dj9cd61xH5nzCBCEkX7S0E8c7tzV0k8oUVbK/YNQ0sV1qTQcTLXq1LEv2ItNJO94O0u/RnvwwdC1Wc8WAgRhpdc8Cmp1otdKoqqU+wehs3jxjr5Q7slaq3Fjvd9ux9daK1fuuM6gW7rqhe233hIZOlTksMP8x2npMfXYRZVsoydd79G/v8iPP7qjkYAAQZjp3Vfu/NXSu7Wi2uok3AHyzTciNWr4J+wDDxR58UV3dMGmTUveSkSPrc9RFK+8kn+BYNu2Ip9+6o5CEgQIwkzXf+g6EHcOa11//fXu8EgIb4Do7a4nnuif9M86S+S339zRhdPV3npXlnu8Nm3ckYXTTzh6S+7//I/7f7ALBAjCTlei64p0dx7rynVdwR414Q2Qxx7zT/b/9V87Vntb6bWJbt384z7xhDsSGUCAIAq0J1ayVifaQ0t7aUVJOANEW5/rhe7Ek7ze2aR/Xlz6XaWuEUk89gEHRGrfjaAiQBAV2p3XnctaHTt2jFSrk3AGiH4iSDzB6zWHDz5wR9npxXO30aGu7UBGESCICr1orvuEuPNZS/cViYpwBsgJJ+Q/uWdib+KePfM/h15vQUYRIIgS3amwoFYnusNhFIQvQDZt8rd7zUTzwfffz/8c+pzff++OQhoRIIga3TPdndNause67rUeduELkGefzX9i/4//cEekj9s9Nwc2dSpJBAiiqEePHt681rrgggvcoaETvgAZODD/Sf2SS9wR6XPxxfmfS5sjImMIEETRL7/8Iocccog3t7UmTZrkDg+V8AVI+/b5T+qPP+6OSB/3VuFTT3VHII0IEETVwoULpWzZst78rly5snyRiW7gWRK+ANGvrBJP6um8+8qlx058Lm17gowhQBBlI0eO9Oa3VosWLWRbcdavlaDwBYi7Hazu+5Ep+s4g8bm0GSIyhgBBlOn6j/bt23tzXKtfv37u8FAIX4DoBkyJJ/XNm90R6aPNDxOfq3x5dwTSiABB1H333XdSvXp1b55rjRs3zh0eeOELEHejqEy2RtePlYnPpbfyImMIEOSC1157LXYaK+3N9Xr16rlDAy98AeJ+AvnpJ3dE+uinm8Tn4hNIRhEgyAUESEmqUiX/SZ1rIJFBgCDq+AqrpOkmUYkn9UWL3BHpw11YWUWAIMq4iB4E7drlP6lnstW6rjFJfK4OHdwRSCMCBFHGbbxBcM01+U/qmUxuXeWe+FyDB7sjkEYECKKKhYRB8cwz+U/q2q8qU9z90p97zh2BNCJAEEW0MgkS3dHLvZV3/nx3VPHpMROfQ2/h1U7AyBgCBFFEM8WgOe64/Cf3Xr3cEcXXu3f+52jd2h2BNCNAEDW0cw+iRx/Nf3LfYw+RDz90R9l99NGOYyY+x/jx7iikGQGCKGFDqaDaulWkVq38J3jdxzwd+5brMf7zP/Mfu27d9Oy3jl0iQBAVbGkbdI88kv8kr9WtW/Fam/z1146vw9zjZrJlPP5GgCAqBg8e7M1lrY4dO8bXg0RFeANEfwnutRCtrl1Ffv/dHV04/VQTO4F5x9O90CP0Cw8yAgRRMHPmTClTpow3l2vWrCkb9SagCAlvgKh160SqVfNP+vXri0yd6o4u2IwZIg0a+MepUUPkm2/c0YXTRUHvvCOyYoX7f7ALBAjCbsOGDbHTRg1vHmugzJo1yx0eeuEOELVwoUjlyv7JX0s3nxoyRGTOHL2iJbJli8ivv4qsXi0yd67IjTeKHHGE/zitffYRsVzoik2gfJtetW0r8umn7igkQYAgzPSrqVNPPdWbw1rXX3+9OzwSwh8gSvth1a7th4C19FiW8FC6Wt093u67i/Tvv2N/ERSIAEGYjRo1ypu/Ws2bN49fVI+iUu4fhNZ334mceaZ/8i5q6TH0WFbdu/vH3FnazffBB4t3oT/CCBCE1aLYm1i9Pdedv3ob72r9xiOiSrl/EHr6PaNe+HZXqxdWulDwjTfcoxXdq68W/tyHHy4ye7b7yJxHgCCMtmzZIg0bNvTmrtbEiRPd4ZFSyv2DyNAGZffdJ3LOOTuuc+g+Iro4UEv/W0/iesfW6NE7romkk/bMql7dDw63unRJ/3OHGAGCMOrVq5c3b7V6azeLiItugJS0n38WufZakbJl/eBILN1hUS/0//KLe4ScQ4AgbPQThjtntfQTiX4yiToCJNNWrRLp3NkPDrdq1tzRLiWH15wQIAgTvbZRUKsSvSaSCwiQbNFrM9p63g0Ot449VmTePPfROYEAQVjoXVV6d5U7X7X0bqxcQYBkky4wHDNGZN99/eBILL0Ir3dz6ULJHEKAICyuu+46b65q6TqQKLUqKQwBUhJ++EHk8st3rA9xwyOx9t5b5NZbba1ZQogAQRjoivJkrUp0BbquRM8lBEhJWrZM5OST/eBwq149keefdx8dOQQIgk57WWlPK3eeaqBoD6xcQ4AEgfbtOvhgPzjc0rUq6dz3JGAIEASZfjV12mmneXNUS7vv5iICJCh0v5ERI0QqVvSDI7F2202kb98dW/tGDAGCINN9PNz5qaX7fkS1VUlhCJCg+fZbkT59duzB7oZHYmmzR73bI0ITlwBBUOkOggW1KtGdB3MVARJU2mW4ZUs/ONxq1Ehk+nT30aFEgCCIdO9y3cPcnZtauud5LiNAgu7pp3dsqesGh1sdOogsX+4+OlQIEARRnz59vHmp1aNHD3doziFAwkD3MLnpJpHy5f3gSCzt8zVggMjmze4RQoEAQdBMmjTJm5NaDRo0kF9oP0SAhMratSLnnecHh1tVq4o8/HDo2sYTIAiSL774QipXruzNybJly8pC/YoZBEgo6W6KRx3lB4dbTZrs2I0xJAgQBMW2bdukRYsW3nzUGjlypDs8ZxEgYfXXXyLjxiXfE94tbVu/Zo17hMAhQBAUQ4YM8eaiVvv27XOqVUlhCJCw++knkYEDC28bX66cyLBhekuJe4TAIEAQBLNnz07aqqR69eryXXF2K40gAiQqVqwQ6djRDw6nNtauLd89+aT76EAgQFDSNm3aJLVq1fLmoQbK66+/7g7PeQRI1Ogkb9zYCw6trbH6KFbPxmpcixayav5899EligBBSevUqZM3B7UG6qd8eAiQKNK28bpVr27dmxAgX8ZqZqxGx6pfrNqULi39e/aU9evXu0coEQQIStJ9993nzT+tpk2byh/aaggeAiTKvv9epF+/eP+sX2IvhAWxmhCrIbHqEqvG/36BVKhQQfLy8mTr1q3uEbKKAEFJ+eijj6RcuXLe/KtYsaKsXLnSHY5/I0Bywccfy7o2beSV2Avi/8bqglj9n1hVcV4sBx10kEyZMsV9dNYQICgJv/76qzRu3Nibe1oTJkxwhyMBAZJD1sTCIa9+fTlNwyLJi2VntYmFzZIlS9yHZxwBgpJw4YUXevNOq1u3bu5QOAiQHPPn1q3yWF6eVKtQwXvBJNZuu+0m/fr1k+/1a7AsIUCQbc8995w357QOPvhgWpWkgADJUXrhvGfPnlK6dGnvxZNYVapUkdGjR8dX5mYaAYJsWrNmjeyzzz7enNNWJQsWLHCHIwkCJMfNnz+/wJYNiaXfEWf6PngCBNmib4hatmzpzTetu+66yx2OAhAgiHvyySeldu3a3ovJrY4dO2bsrhQCBNkydOhQb65ptW3bllYlRUCA4G+6cc6wYcOS3s6YWPoRf9CgQfKTtlFJIwIE2TBnzpz4NT53rlWrVk2+1R1BkTICBB79brhr167eC8wtfcGNGzdO/tLGjmlAgCDT9KaQZJ+09VrgjBkz3OEoBAGCAuk7tSZNmngvNreOOuoomast5ouJAEGmde7c2ZtjWldffbU7FCkgQLBL27dvj5/Eq1at6r3o3DrvvPNkrW56ZUSAIJPGjBnjzS+to48+mlYlRgQIUrJ582YZMGCA7LHHHt4LMLHKly8vN910U3x1b1ERIMiUjz/+OOm1PW3js0I7WcOEAEGRLF++XDp06OC9EN2qW7euTJw40X34LhEgyAR9M3PooYd6c0vriSeecIejCAgQmEyfPl0aNmzovSDd0nvtU90/mgBBJvTt29ebV1o631A8BAjM/vzzTxk1alTS1byJpZvx9OnTp9BbJAkQpNvkyZO9OaWljUN//vlndziKiABBsW3cuDH+Li/ZvfWJValSJRkxYkSBFywJEKST3tChrXjcOaXX8bQDA4qPAEHafPjhh9K6dWvvBeuWNqqbOnWq+3ACBGmjdw+2atXKm09ad955pzscRgQI0k47nNarV8974bp18skny7Jly/5+HAGCdNE7Ad25tHPOpWvhKwgQZMjvv/8ut956q+y9997eizixdt99d7n88svlhx9+IECQFm+//XbSr1P3339/+eabb9zhKAYCBBn19ddfS/fu3b0Xs1v77ruvHHPMMd6fEyAoCn0jUqdOHW8eaauSadOmucNRTAQIsmLevHnSrFkz74VdWBEgKIozzzzTm0NaV111lTsUaUCAIGu0Tfb48eOlZs2a3gu8oHrooYfcwwBJPfjgg9780dJebVu3bnWHIw0IEGSdbhU6ZMgQ2XPPPb0Xu1t6DeWCCy6Q1157rcDbf4GlS5fG2+gkmz/aPQGZQYCgxKxevVq6dOnivegLqsqVK0uPHj3kpZdeil+kB9Rvv/0mhx12mDdftB577DF3ONKIAEGJmz17thx++OHei39Xpe8stfvvs88+G98IC7mrX79+3vzQ0vmBzCJAEAi68KugbUYLK/3q4owzzohvy5vuXRIRbFOmTPHmg1b9+vWZC1lAgCBQPv/8c2nXrl18tXphreOTlW63q92C9auLTZs2uYdHhHz11VcFtip5//333eHIAAIEgaX39Gu77Y4dO6Z0wd0tXaR40kknxe/kYgFZtOgn1uOPP977nWvl5eW5w5EhBAhCQe/ceuqpp+Sss85KerdNYaULyfSEc++998qXX37pHh4hc/PNN3u/Yy19w0CrkuwhQBA6ukHQ888/H299ojvKuSeRVKp58+bxpnr6lRnCZe7cuUlblei2y+vXr3eHI4MIEISa3s77yiuvSK9evQrdl6SgatKkSbxv16effuoeHgHz448/xne7dH+H+glT5wGyiwBBZOgGVzNnzpSLLroo3jjPPcmkUo0bN5Ybb7xRFi9e7B4eAaBfYbq/M63+/fu7Q5EFBAgiSS+yzpkzJ97pt1atWt4JJ5XSXeuuvfZa7ugJiLFjx3q/Iy39BEmrkpJBgCAnvPPOO3LNNdfIgQce6J2AUin92kQb8mmrcO3phezSfWOS3Tyx11578dVjCSJAkHMWLFggN9xwgxxyyCHeCSmVqlGjhlxyySXy5ptvyrZt29zDI830OldBnQrGjRvnDkcWESDIaUuWLJHhw4cX2EupsNpvv/2kT58+MmPGDJo9Zshll13m/dy1zjnnHHcosowAAf5txYoVcvvttyfd2CqVqlSpUrzZ44svvhhv8Ifi08aZ7s9ZS7dM3rx5szscWUaAAEmsWbNGRo4cKS1btvROXqmUNns899xzZdKkSTR7NNLdLHWnSvdnqx0G3nvvPXc4SgABAhRi3bp1cv/990vr1q2lTJky3gmtsCpXrpx07txZJkyYwLvmFOlqcv15uz9Lrdtuu80djhJCgABFsGHDBnnkkUfklFNOMTd7bN++vTz66KM0e9yFW265xfvZaZ144om0KgkQAgQw0lXR2uyxU6dOpmaP2o6jTZs28a1Yafb4/7377rvxr6ncn5fesKCfBhEcBAiQBlu2bJGnn35azj777PjaBPfkV1hpK47jjjtO7rnnnpxu9qhf8SVbq6M/n6lTp7rDUcIIECDNtNnj5MmT5fzzzzc3ezz22GPljjvuyLlmj127dvV+FlraUQDBQ4AAGaQtNl599VXp3bt30s2PUqkjjzwyfk3gk08+cQ8fKQ8//LD3b9c64ogj4osJETwECJAl2uzxjTfeiDd7rFatmneiTKUaNWokw4YNk0WLFrmHDzUNx2Rf/emfRT04w4wAAUqA3kmkzR6vuOIKqV27tnfiTKV03+/BgwfLvHnz3MOHin660E9Z7r9PSz+VILgIECAA9M6jgQMHxldYuyfRVKpOnTpy5ZVXyltvvRW621w1RN1/j5bekIBgI0CAgFm4cKEMHTpUGjRo4J1UU6nq1avLxRdfHIpmjy+//HL8Div333DAAQfEb5NGsBEgQIAtXbo0vv93Qd1oCyttBaLNHqdPnx64PTN0TYeu7XD/zro+RtvvI/gIECAkVq5cKXl5edK0aVPvpJtKVaxYUbp37y5Tpkwp8WaP+jWbrip3/45aescZwoEAAUJImz3efffd0qpVK+8EnErp3U3aDv2ZZ56JL4LMNu1n5f6dtE444YTQXcPJZQQIEHL6VdCYMWPi7+j16x/3pFxYabPH008/XcaPH5+VZo/aSTdZqxL9uk078CI8CBAgQrTZo+7S17ZtW1OzR31Mu3bt4s0eN27c6B6+2DSgCrrTTPf+QLgQIEBE6V1M+qlCmz3qpwz3hF1Y7Wz2+MADD8j69evdw5voHinu82hdeuml7lCEAAEC5AC9zjFx4sR4r6lkK74Lq53NHkeNGiVr1651D58S/WTkHldL7zCjVUk4ESBAjtE7sF544QXp1q1b/M4s94SeSjVr1ix+R9iqVavcwyf12WefxXdpdI9Tvnx5WbZsmTscIUGAADlM14ZMmzYt3uwx2faxqZQ2O9S1KgUFgT5HkyZNvMdpjR071h2OECFAAMTpqvVZs2ZJ375946vZ3ZN9KtWwYcP4KvrEZo/aYsUdp9WlS5eEZ0cYESAAPLoWQ/tq9e/fP95nyz35p1La7FFDIlmrkrp169KqJAIIEACF0rUbgwYNKvAW3KKU3t01d+5c9ykQQgQIgCL54IMP4l9T6ddVbjikUsOHD3cPiZAiQACY6YVzvYCuF9LdoEhW2sdr+/bt7mEQUgQIgLTQW3r11l69xdcNDq0yZcrI6tWr3YchxAgQAGmniw01TKpWrRoPD10J//jjj7vDEHIECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/4Uhk0Tz9PUsAAAAASUVORK5CYII=)