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)
| Product Number | 2H10-1-Y0 |
| Synonyms | 2,3-Dihydro-1-benzofuran-2-ylmethanol |
| Purity | 97 % |
| CAS | 66158-96-1 |
| MDL Number | MFCD03086171 |
| Molecular Formula | C9H10O2 |
| Molecular Weight | 150.177 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-1-Y0
CAS: 66158-96-1
Molecule Weight: 150.177
Formula: C9H10O2
PN: 2H10-1-0K
CAS: 1746-11-8
Molecule Weight: 134.178
Formula: C9H10O
![2,3-Dihydrobenzo[b]furan-2-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-Z0
CAS: 1914-60-9
Molecule Weight: 164.16
Formula: C9H8O3
![2-(Aminomethyl)-2,3-dihydrobenzo[b]furan hydrochloride](data:image/png;base64,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)
PN: 4H30-5-00
CAS: 19997-54-7
Molecule Weight: 185.65
Formula: C9H12ClNO
![2,2,6-Trimethyl-2,3-dihydrobenzo[b]furan](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABe0AAAXtAFQhzvOAAACCnpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvVz/yGIVU0apJk1pNWjtp7yYHnBQp2BWQp2+/M0laKBlTCD777nfg/52Z3x+rLexN3ZTOZkRQTsDY3BWl3WTk18u3u4TcL+Y5BmGgbTLy2rZvM8YOhwPNX02lj87S3FXk7J8dm3IQc1DU1RsmORfs99Pjc8fclbZptc0NUk05a7rFR5frtnuLfzyCVbrel5adw1lV78/Z/kjuL06PTUE+9vIVfUtEYV1uDaxdXekW9pJTvPgX2Bhrat2aAlYnXFY0wL0v5k8PLt9VxrZo+gxlrrfPbb3LcaFyW5PvMBka3x8yUgkEdOuqZV3rE3jLL2sBWoJWoAPQIegIdAw6AZ2CFhz/6BcSdd4a/6CX05vBt4XPvx/+jgLJjMQ0TIWCiMowjq5DQFOpUlDo4xIkFTKMQFApeQC4wzji1+Hiu0SeOQInTBxQlcgEPZHAQWI4DoIq3p+FaZTiLAm6WSJkgEASK4WpeJLEV/ycDCVh75os5itni54JZZGRlSCdWD/NupEXvQi4ujA1tqBP4EP7gBwCXt13YHkLUEPA12IaCIaAr9w0EA4BX+fpPURDwHfFNBAPAd9D00AyAtJpIB0Bgk8T3j8oXdfP/2HESKoeclNc8ang1yMzyahRk9xGWK8n2fVMozk676z3MWD4CVz8BdCriK28ryLqAAAuaElEQVR4Xu3dB7gU1f3GcWMvIBgRsdfYgr0X/hJ7Nyp2FGNvGBVL7A1EVEQSe4uisWCNYo1GRaOCvfeSWGLX2MWY87/vXM84e9i9d+a3s3t3dr+f55knkZm9d++WeWfO+Z1zpnAAABhMEf4DAABpECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAMjJxIkT3QEHHOCWWWYZN+uss7ppppnGzTbbbG6ttdZyo0aNcl988UX4EDfFFFNEWxpZjq2HxnkmAFBQn3/+udtqq63iE3ylbZZZZnFXXnllyWOzhEKWY+uhcZ4JABSQwmOJJZaITuy//OUv3bHHHusmTJjgPv30Uzdp0iT3/vvvuzvuuMPtt99+bqaZZposALKEQpZj66FxngkAFNCWW24ZndRXXHHFKCw68tFHH7ltt9225N+yhEKWY+uhcZ4JABTMo48+Gt95/Pvf/w53p5IlFLIcWw+N80wAoGAGDx4cndCPOuqocFdqWUIhy7H10DjPBAAKZumll45O6A8//HC4K7UsoZDl2HponGcCILXPPvvMrbPOOlG7+z//+c9wN+pETVc6oavD3MqHQpatUTTOMwHQqf/+97/u/PPPj09c2maccUY3bNgw991334WHo8amnnrq6D344Ycfwl2pheGQZmsUjfNMAHTo3nvvjZtMym0LLrigu/7668OHoYbyvANJI8ux9dA4zwRAWW+++aYbMGBASVgsuuii7rbbbova3ldaaaWSfb/5zW/cM888E/4Y1AB9IGhtt97q3MCBru3y1bmZZnJuxhnb/7/+TfvQZb766it39NFHu+mnnz4+cfTs2dOdccYZ0QA173//+5+79NJL3RxzzBEfN9VUU7m9997bffzxx4mfiLw1QhXWs88+64444gi3wgorRHdE3bt3d4sttpjbfffd3dNPP11ybN7SPWs0Hw14WnNNfSI73vr3d+7DD8NHo8bGjBnj5pprrpJA2HPPPaOBaJV8+eWX7sgjj3TTTTdd/DhNnTF69Oiq2uhRmea+0uvcleNA/L+V2/S5ueqqq0qOz1O6Z43mopPQAgu0B0TbB98NHeqcmjzarnjd118799xzzp18snOzztp+zEILOffJJ+FPQQ088sgjbpVVVik5CfRvC/GnnnoqPLSi119/PR4d7bfFF1/c3XnnneGhyMFvf/vb6DVWU2JnI9F1R7jddtuV/Fu5UKik3LGqxDvrrLOiz4juWv/zn/9EAxy32Wab6Nj55puv5Pg8pXvWaC4bb9weDEsu6dy774Z7f6YrqqWXbj92883DvcjRu23vw8477+x+8YtfxCeJ+eef31177bXhoan9/e9/b3uLlywJkk022cS98sor4aHowJNPPukGDhwYzbJbjkqq1WSk11cz8GouLN2ZaI4s3fl98MEHUXjvv//+dZ0LS3erOlbNnrWS7pmgebRd4UaB0L27emfDvZN76632Y/WYti8F8qXSW5XgduvWLT456P+fdNJJuZTlquz3nHPOiU5s/udPO+207pBDDolOcKhMJ+A99tgjagbyr52u8MtRiPg7kY42vQ9hk5Lfl0aaY/Uc1feh0NOxmsSxVjp+Jmg++jDpAzhkSLinsraTTfSYwYPDPaiCSm5VeutPCrr72Gmnndw777wTHlo1lZnqClrrU/jf17t3b3fRRRe5H3/8MTy8palAYeTIkdGVu3+tVMgwfPjw8NDJaBZe3WkstdRSUb9Icj2QM888M+qnCqUJBa+jY/0+v+mzNWLEiJr2f5V/JmhebR/sKAweeCDcU9n48e2PWWaZcA8MVGKrUtvkl33llVeuqhQ0rRdeeMGtt956Jb97ueWWa3uLx4eHtiSVRqtEOvn6bL311lEpdaMLA0R3sgceeKD7/vvvw0NzQ4C0mllmaQ+DLJ3iOlaPUac6zNSBqtLaZJPInHPO6S677LKoFLeebrnlFverX/2q5ISjacZbdVqUl156yW244YYlr4dWFbzvvvvCQxveJ23fV/W5LLvsstHfcfDBB4eH5KYmAeLfgDSyHNsRy1KSLWnqqdvDIMttrcYc6DF6LDJTE4KaL1RS6z/vKrVVyW25Jo16UVPNaaed5nr06BE/rxlmmCHqBP5a1XgtQH0XBx10UEnTns4bF1xwQdR/VGS6a9Lf06dPn3BXbqo/c5eRJRSyHFtONUtJtiTuQOpKK9H5Ch2/qcT2jTfeCA/tMqoS2m233dyUU04ZP8d55pnH/eUvfwkPbRp+TrFevXrFf7NCRGGiUGkGL7/8cvR3qfKrVuxn7g74NySNLMeGql1KsiX5PpAsbd70gWSmUtmNN964JDhUUqvS2kb1+OOPu379+pU859VXXz0aU9BMys0ppuYrNWMV0WqrrebGjh0bjf9Rf8eHH34YNVH27ds3+tvWX3/98CG5qckZNUsoZDk2VO1Ski3JV2FlaRdVxZYeU6kKKzGtRqvTRY1KZFUq6z/buso999xzC9MkcvXVV7t55503fv66M/nd735nHmndKDqaU6zIkn9PuKk5//nnnw8fkhvbmbsT/smnkeXYpDyWkmxJDz3UHgZ5jQM58MD2faus4tyIERoGHR7RElQKe+GFF0alsf4zrSaR3//+91XN1NpVvvnmG3fCCSdEU8X7v2fmmWd2p5xySk2remoh7ZxiRfXYY49F09yoqVR/o1pbdLerC5n33nsvPDxX2c/cKWQJhSzHJuUxiVnLartdj076aUaiq9lKx1Yaib7eeu37k9uyyzp34onOvfhieHRTUgmsr3jxm0plX2yCv/9f//qX22GHHUr+toUXXtjddNNN4aENyTKnGNLLfuZOIUsoZDk2KY9plFvWBx84p/lx9Lr7ubCefbZ9Hiw/F5YGTfXq1X6M5sKqNKurJlo86STnlltu8iDRtvjizh17rHMZ5nIqirfa7s7ULJo8uao0Vu3PzebBBx+MZntN/q1aEfE5fVYakPpCwznF1lxzzUxziqFz2c/cKSTftLRbVnks5NLSdGu7xhqTn/DDTbPxKnDSUGXRqac6t+qqk/8cbQqiww9vn06lwFTiqoINlbz6z69KYVUS2wxNIpVorMoll1wSlYX6v1sr8mnktcYeNAI12QwaNCjXOcVQWfYzdwphOKTZsspjKUk4jShzbocd2mfn1Vog2vT/d9zRuXHjwqPTe/tt50aPbp8yfsopJw+Teedt7z9RhVedB9FVQ6WtKnH1n1t1MGvdBZXC1ooKRO6//3533nnnueOPP97tuuuubpdddonK1zVTr/5X/61SXO1Xeaqa1Wr1nDSm6vC2C4FkoYAu6DQjbFd9H8vNKaa+AM0p9u2334aHIyfZz9wpZAmFLMcmcQdSIKqQazupuXXW+XkgY3KbYw7n9tnHuXvuUYF++OiGoKINlUsmL3pU8vrEE0+Eh1ZFnfEaFHtq253cRhttFHVcJ39n1k2dxZtuumnUYaxZZfP02muvuc0337zk9/361792f/vb38JDa6qec4qhVPYzdwr+jUwjy7FJ9IEUlJo6LrnEtZ0dnZtuusnDRP0ubVfY7vbbnWuAah9V+KmENTnITusrqNQ1T5oyQ3cyydHq5TY1lalJZqGFForuPvym/9a/dxY4qhJTZVieYzsUGAqO5O9RsChgaqncnGJak4NzQv1kP3On4N/MNMJj0y7PSBVWE9D0MpdfrgE9zs0ww2RhMqntZPlA25XkQzfeWPdmCJWqqmQ1eUJWSatKW1XimgcN+FJfSnLMRXLTQDD1L2RtklKTlwJJTV77tN3ZhSPh/aZFpjTNTx7Tlqjp6k9/+lPcMqBNTVxq6sp7GqFyc4ppOV8t61vvOcVaXbqzfEb+TU0jPDb8kCe35PKMeSwliQaik9jYsc5tv71z3bpFAfJ62zasbes7RXt7tiqedOVfaU2GvKhEVVf0yc+eSllV0poHVW/pAijZCa9NAaXfo1HFeZeZqnP5iiuuiO4Mkn0X2jT3k/oP8lgfRJ3pmvnB91FqU6e7Ot+rPbk36pxirSzdWT4j/+amER6bZXnGapeSbBltr2fbpXR7P0QR6G7j5pvdS4MGuYN69nQ9Eic7bTrx6r1XjX8eJz1PJalrr712ye/SnbBKWPOgOZbCNTm0qRlGM/LWOhg9fRfOPvvsaOLR5PPQiVnfvTxGzOf9Wmp2Wd0xJX+eZqLQ9B3oOunO8hn5NziNtMeWW56x2qUkW8KECa7tjNXeLNQWwkXzw6RJ0XuoJkxdKSdPINp0Nb3BBhu4iy++2HzVXsurZtHP0PNLPn/1qah6SqOIu9K4ceMmKw7Q+iBamz0P1d7NaU4xLcObfHyjzynWSmpyRvVvdBqdHdvZ8ozVLCXZ9Nru3tyCC7aHh8pzazgnTj3oylgT4ekzoHU0wvdYAaDp+zXvVJopHOrRbq/1NcIJClUV1WgT9919993xxKTaFHCHHXZYLmW5lv6kcnOK6Tus5XnzuENCPiqfuavg3/A0Kh2b/MJp62x5RstSkk1P4zv02morSvNVBg888EC0WI6aNcPPi0o5deJWJ3G5RZLqUTl03XXXlbTXa5R6I0/cp0GQKh9OjqXQ3Um5188iTUWbypi1zG44p5ia/ijZbzyTn7kbRHhCqMXyjKqCaYb5isq69NKfw2PAgHBv01HTpar3NE9T+NnRpiVjdRWsO5hyYxd0BZ4XXSHvu+++8c/3V/N5fnZrSYGRbNbSBVmer0+lMTVq5lPzWfLfNaeYluFFY2rYAPFqtTyjvsxq59aX+/TTTw93F9vLL8eVTNGcV02yQE5aGh9w3HHHTXaHEW61GD2tO93k0qgqL73rrrvCwxqeXhM15fkpQVTtdM0114SHVSUc1Z/cmnVOsWbT8AHi5b08o27Xk7N0DhkyJJcO0y6nq1w/saFGfRurXpqFVmUbOnSoW3755UtOULWYv0lNNMnfo6tq3eUW2c033xwXoOhiS31GefLzivmg0u9o9jnFmklhAqQWyzPqZy6wwALxF37HHXcs/gdXd2gKD20nnBDubWk777xz9D7rziNvqvhbZJFF4s+Sys41P1Mz0MhudWD7vy3vEBH1Xepna4ZfFEfDBUi9l2fUVWOyHn7dddctboe7OmjbruSi8NAkhj/+GB7R0jSFh95jNSvlSZ27ySVSta52U9zNJqgfYu65547+Pt0l5N2cteqqq0Y/WxWVKI6GCxD/JSy31Wp5Rg1WVLWW/z1qhkg7bUTD0Gj83r3bw0NX2JoNFyVqESAqM/cnP20q9GhWChF/J6I+kTw71gmQYmq4AOmq5Rl1t5NcHEjVPHmWdNaUrnaTKwPeeGN4BFxtAkSzG/jPjKZZb7Y7j5Cas3yfiJoC8yrxJUCKqeECpCupBl315v6EMPvss7vHH388PKzxaBEnHx777hvuxU/yDhCNL/KfFZUGt8oAN3Ws+7EcanLOo4qNACkmAqQMjRfwVSGaDbje6xtkMnGic9NO2x4effu2zyOFsvIMEM3p5Oe0Uue5mkFbiUp8fXhqjEu1CJBiIkAq0NTQfm4kTadw5ZVXhod0PU23sfDC7eGh6dAbdH3qRpFXgKj01C9gpOYcLUHQanTXsfrqq0evge5Gqp07iwApJgKkA5p2IlkDP3LkyPCQrjVw4M9NV+eeG+5FIK8AOfTQQ+Orb42eblXq//DTnmgEuZqArQiQYiJAOqE5tpKzqKozvyE6SseM+Tk8tCATOpVHgGhZWH9nqsq9Vqe5s/x3Q6P6rQiQYiJAUmi0AYffvPqq+2/37u3hMc88GogQHoIy8ggQ32yjCkFNNd7q9D3wU8Zo4kjr+iwESDERICmphDg5WEyTvHXFgMNJ33/vRq2wgruu7Tm8N9VUzo0fHx6CCqoNEM3J5t//448/PtzdsjQexL8uWtnQggApJgIkA1XaaPU4/2XRCmv1HnCoJrQF2n73wLbtUU5imVQbIP4kp8F0ea0X0iz87Lpq7rWssU6AFBMBkpHmN/LL62rTgMN6Lat5xx13xPX36/Xr535skXEHeakmQPTaV3uV3cxuvfXW+PXR+JisCJBiIkAMVG0yePDg+AtTjwGHWvNdv0e/T23NaZcExc+qCZDNNtsseqxGX3P3UZ6fU05rl2dFgBQTAVKF4cOHlww4zHNuoCRVfWkSSR9Y119/fXgIUrAGiCbc9JVXzTzXVbXOPvvs+DOqRaOyIECKiQCpUj0GHGrBK//F3GuvvcLdSMkaIMlS1aeffjrcjZ98/PHH8Rrmeq2zIECKiQDJgdp/kwMOzzjjjPAQM00u6b+UKpf85ptvwkOQkjVA/FICKppAx/xywWpuzTJeigApJgIkJ5rKoVevXvGVqkYrZ/kClaMyYS3tqZ83wwwztOSUGXmyBMjbb78dv6cNNxNBA7riiivi10uDLtMiQIqJAMnRSy+95Oaff/74CzRw4MCqZir1K+hpU/syqmMJkD//+c/xe6C11tGxd999N+4XzHInToAUEwGSs3DAoTq/LQMOk1dyfKnyYQkQzTqQ9TGtTmv56DXbdNNNw10VESDFRIDUgAYc9u/fPw6AFVdcMVqaNy0tZDXzzDNHj9Uyop988kl4CAwsAeKXcdXdJNLZZ599otdM5eZpESDFRIDUiAYcbr311nGIqC8jzYBDzS2kwNFjpppqKnffffeFh8Aoa4BoXiffHGMZHNeqzj///Phzr/FLaRAgxUSA1JAGHO6///7xl6lPnz7uiSeeCA8rocV5/PHHHHNMuBtVyBogKozw74VGoiMdXfT41+3+++8Pd5dFgBQTAVIHJ598cqoBh3fddVc8VYlmfW2VJVLrJWuAJDvQ81r7uxWoH9C/bhdeeGG4uywCpJgIkDrRySg54PCqq64q2a9JGXWHov1qO37rrbdK9qN6WQPk6KOPjo6fccYZqy7JbjW6UNJrd8QRR4S7yiJAiokAqaNx48aVDDgcNWpU9O86OW244YbxVdu1114bPBJ5yBogfr4zdaQjm3nnnTd67fbbb79wV1kESDERIHX28MMPlww4VJ+HBqj5/95jjz3ChyAnWQNk0KBB0fGWyQFbnV9kSmOZ0iBAiokA6QLhgEPfP7LEEkuY1lJAOlkDZMstt4yOX3nllcNd6MQqq6wSvXZbbLFFuKssAqSYCJAuoo7GRRZZpCREmKivtrIGyAYbbBAdr0XEkI1feE0DadMgQIqJAOkiKm/s0aNHHCDabrjhhvAw5ChrgHAHYscdSGsgQLqA1vOYfvrpoy+MBgt269Yt+v9arIiFomona4DQB2JHH0hrIEDq7JxzzolCQ18WzbCru47bb789Hv/Rr18/xn/USNYAoQrLzldh7bvvvuGusgiQYiJA6kgjy/Ul0aaxHuPHj4/3DRkyJN53/PHHJx6FvGQNEMaB2DEOpDUQIHWgO4rdd989Dghd0T733HMlx3z//fdu+eWXj/brDuWBBx4o2Y/qZQ2Q5Eh0mhbT0xLA/nW74IILwt1lESDFRIDUmFYQ3GyzzeIvlEp1K52MXnnllfjKTU0An376aXgIqpA1QDRmx79vmmYG6ahAxL9uaScDJUCKiQCpIU3Dvtpqq8VfJs1v1dnU7Jdddll8vKqAkJ+sAfLZZ5/F78Xo0aPD3ahA81/51013I2kQIMVEgNSI7jJUveO/SLoLSbueuV/ESNt5550X7oZR1gCROeecM3rMLrvsEu5CBX4G6p49e4a7KiJAiokAqQH1b8w111xxCKj/I0tllRakWmihhaLHqlLr+eefDw+BgSVAtt122+gxVGKl17dv3+g122ijjcJdFREgxUSA5EyVVaqw8uFhXdNjwoQJbppppol+xpJLLum+/fbb8BBkZAmQZHOMpqBBx7Typp+a59RTTw13V0SAFBMBkiON6dAdg74IqqQ699xzw0MyGTFiRHzySltPj8osAfLGG2/E78FZZ50V7kZg7Nix8es1ceLEcHdFBEgxESA5UVj4AYIaZa7R5tXS2IN11103/kLedNNN4SHIwBIgouWI9bj/+7//C3chsP3220evlWZVyNJsS4AUEwGSg2OPPTY+yavjMDlAsFqqYundu3f0s2eddVb39ttvh4cgJWuAaGCnHqemmddeey3cjZ98+eWX0aBLvVZZlyUgQIqJAKmCrrD0RfHhoY7zZ599NjysarfddlvcrrzmmmtGa60jO2uAqBnLv/66WEB5Y8aMib8Lacd/eARIMREgRirJ3XzzzeMvjEp2a7lu9kEHHRT/rhNPPDHcjRSsASL9+/ePHqsBnpMmTQp3w/08hbteo6xTvxAgxUSAGGgwoAYF+hO6Bgt2NkCwWprqZLnllot+n9ZWf/DBB8ND0IlqAuTKK6+M3++LL7443N3yHn300fj1sdylESDFRIBkpAGCmo7Ef1k23XTT1AMEq/Xyyy/HU7/PN9980UhppFdNgKi50nema4zODz/8EB7S0rbaaqvotVEfiEp5syJAiokAyUADBDWgzIfHbrvtlqnSJA/JCf4GDBgQ7kYHqgkQufTSS+PXXv8f7TQ+xi9HoFHoFgRIMREgKWl23OQAQU313VV8qaS2tLOdovoA0V3HggsuGP0MTXGiGQPgortwvSYa+Prmm2+Gu1MhQIqJAEnhxhtvLBkgqEWhupJOXP5EpiaDF154ITwEZVQbIHLdddfF4a2f1+pUIehfjwMOOCDcnRoBUkwESCc0mWHeAwTz8Mgjj8RTnSy11FJMdZJCHgEimuPJX0w8/vjj4e6WocIO3y+ksUrV9MkRIMVEgHTguOOOi6+uNEBQ6xw0kuHDh8fPz9r23EryChCNC/ED5rT299dffx0e0hIOO+yw+PN30UUXhbszIUCKiQApQx3je+65Z/zlqNUAwWppQOHaa68dPUcNdLv55pvDQ5CQV4DIyJEj48/HoEGDwt1NTwts+Y7zfv36VT24lQApJgIkUO8BgtV677333GyzzRY91169erl33nknPAQ/yTNANFDOdx5ru+SSS8JDmpbKdPUa6u9WYUke3w8CpJgIkAQtIbvGGmvEJwV9qD/++OPwsIYzbty4eKoNjQau9mqwWeUZIKLBoxqPo5+p/rGs03cU0XfffRfdcfjviIoK8kCAFBMB8hNNUqj2bP/F2GSTTQrVtu1PjtqGDh0a7obLP0BExQy+Qq9Hjx7uySefDA9pGrrr2mabbeLPWZ5LDBAgxUSAtNGKf/PMM0/8xdh1113rPkCwWroyXGaZZaLnr6lOHnroofCQlleLABH1Pek118/u06ePe/XVV8NDmkJyPrYNN9ww1+8IAVJMLR8gGiCotQv8F+Ooo44KDykMjQieaaaZor9j/vnnd59//nl4SEurVYCI+kB8M6JCpJnuRHTnceCBB8bfkeWXXz6auj1PBEgxtXSAaIGm5ADBs88+OzykcDTRn/+iq7kB7TT4UlPh63VRyNain0iVWT5E1JzVDH0iusvQHbn/TC266KLRGjV5W2yxxaKfv9Zaa4W70MBaNkDeffddN+2000YfWnWA5tUZ2Ai23Xbb+AtfbX1+kakAQoGq5hb/XievonX3mTfdifjmLH2uilydpdDdbLPN4tds6aWXdh988EF4WFVUHq/Q8L9DE1WiOGoSIP7DkEaWY/OkL4fGd2iVv2a4UkxS09UCCywQva662n7xxRfDQ5qWro61vLDGx/gTeXLzdwh+07xieZShJv31r3+N72y1aZxIkQoyRCf2RRZZJP4b1MSkKsW8KNz32WefkvdIId8MrQCtpCZn7iyhkOXYjkycODGai0cdyQoFTfOh8RG6uhk1apT74osvwodEHc9F+2KnpU50/+XUa6K/tVlpiv0zzzwzWrM8DAhtKrU9+OCDozsOTb9x6qmnuplnnjner1HlWrY2z2n5J0yYEJf4alOFX1GmPdFdq+9L07bddtu5r776KjzMRBNS/vGPfyyZmHS66aZzRxxxRNnvKBpb9WfuMrKEQpZjy9HVtl+LoKNNH1gtCtRKhg0bFv/91Ux014hef/11d8opp7iVV155svda28ILLxydlHRhUc77778fte370dTatJJenp8RjRNRObj/+epnU0d+o87iq+oxv6qgNl2EKZjzotHrGpibfJ+22GKL6L1EMdnP3B3wH440shwbUnj4xZ1USaWV0HTlp1ttLTuqk8Qdd9zh9ttvv/iKqpWoo9ifEHRlfsstt4SHFIqa4rScry9XDjdd5Wv+sqeffjp8aEWPPfZYyeBRbfpv/XteTj/99JImLU0Fr/VEGmVRKl356w5MfTb+OaoJNK9VL1955ZWSUfva+vbt6+65557wUBRMTc6o/kOSRpZjQ1tuuWX02BVXXDEKi4589NFHUedyq1GxgKY40eukJj39d5GoHPaYY46Jq3TCTcv8nnTSSdFqjdXQnYfuQPzP1Z2J7lA6+1ylpQkY/Sy+flOHsZqLumqNdQWH7lLV5Oufk5o9Dz300FyadnWnpZ+VLGDQ71I/R55jSNB1bGfuTvgPSxpZjk3yazDrzqMWZYXNRAPdfN+AOpdrUcKaJ43uPvzww+M1T8JNa9CrH0Mn5TypD0RX4n6mXW3qK9HvUt9JHlTtF/5dGsSqu+e8/55KdIemcR3J8U/aVl999VzGr+jzpeq32WefPf7ZCqbBgwfn2hGPrpf9zJ2C/9CkkeXYJH0Y9bgiD/yrJ/96aTv55JPD3V1KA9XGjx8fndSSdwF+092AxnCo81VTztSaqrKSqz5qU59KXrMdq+lKSxMnq5z8pkKAs846KxoUmidVVZ122mluhRVWmOx3qsLqzjvvDB9iokIF3RUmf/66667LomdNKvuZO4XwA5pmy0o16Xrcww8/HO5CGarC8q+ZOke7+nXTSVRt4HvvvXc8s2ty03NcZ5113Pnnn59bM1JWOhlqvEjyeelkqKlv8qBmnKuuusr1799/sr9fm+5MdtllFzd69OioLy/tTMuqStNKgeoA32mnncq+vroj0BgP/dw8KHRVrZX8HVpsKq/QRWPKfuZOIfywptmy8rff3BKnp6tA3zyjTtJ6T3WiZiCd2NS34PtlkpvKOTfeeOPo6lwVTI2gXs0xWktczWe60wlfl+TWrVu3aJoabQoev/l/0/7wMclNnddqksur2Vd9JSpcqGWzHxpX9jN3Cv6DlEaWY5P8GIdGqWQpigsvvDB+zXXFWGtaaldryutKWNN7hCc0nXhUDHHFFVc09DiAenYIK0z0Pun9KXf3kGWbe+653Y477hiFct7Nf5UKD/IerY7Glf3MnYL/QKWR5dgk7kDstt566/h1r8VUGxp0dvXVV0dVb8kBaX7TVfIOO+zgrr322lyqfepJYyXqXZKqtcZVnq73SncpavZT09aAAQOiuw/9r/5b/679CgsdX6s7zEqlz0UZKIn8ZD9zp5AlFLIcm0QfiJ1OSH6UtE7meXTY6mQ1ZsyYaDXH5JgHv2kgp6b0UJt4M4yKLzcoTjPJvvbaa+GhTaMegy9RLNnP3ClkCYXwWFWLaASxqkV0l9G9e/doDMDuu+9eMkCMKqzq/OMf/4ibAZdddlnTSV1ja9Q/sMEGG0w2WaG23r17R++bKny6aqxDLflpOZLlsOrH+cMf/tDQzXFZqS9jxIgRNZ/+BcWT7iyfURgKHQmPDU9CyU1TQahqRTRFhf6NcSB2GoDnX1uV0KahNdjPOeecaI6xcpMVaoJKjfy/9957c+8baFSaGFCr8yVfD/VdqClJJcpFpokhw459lTir0gtId5bPyH/Q0giP1ahy1cE/9dRTUVu6Oi81aNAvpammF09NBvq3lVZaqdNST33J69FpXCSqMPIlpBpoeOutt4aHRFSiqQkptRZ2uckKVf0zZMiQ3Ka+KKpwanJt+jwXcXVIlSqrZDn5t9RqCnwUV7qzfEZhKHQk7bFqLtFxPXv2jP9Nbfl+igtVxGg0r+5M1B6v5gVVg6j5ZP/992/JubDS0NgCP5WFmpx0hyFqyx8+fHiHkxUeeeSRUbij1A033BBNU5J8vQYOHJh7FVQtqChFzcPJuymVMKupstFnMED91eSMmjYUpLNjdReivg99AXWcmkeSFCL+TqSjTSdJ3/yFUlqZ0b9OmmbDFyiEm5+s8Jlnngl/BALqN9CIf/Xh+ddPFzGaDFKlzY1GzY0qSU7Oi6V+rcMOO6xhZw9G16t85u5i4clLJzZ15FUa96GyRd1pLLXUUlG/SHI9EI3IzXsN52ajYA5fc21qthg6dGg0oyqy0x2dSmyTTX9q8rvmmmvCQ7vM3XffHZUiJ993jVJXyTLQkcIEiMpN1dHL6Nba0FWxH8Wsk4nmTdKANuRDTauacyr5mda8V3lMXmilZsrw7l3LI6hEGUijYQPE05QW6sdQqak+4FpZDrWhUlvuNGrr8ssvj0aH+xO2Kgv32GMP9+GHH4aH1oxKjFVqrJJj/zx0166S5Ep3+EA5DR8gnq6G9UHv06dPuAsoFPXraY2T5AJOmuZl5MiRNR0vo5JilRbrO+R/rzrLVYLcKHOPoVgKEyBaMEgfeHVEAs3grbfeisvT/aYp3iuVU1dDA0dVUpz8XVobRqXHgFXDBYgWCxo7dmy0TrL6O3Rrr6VYfSff+uuvHz4EKLT7779/smV6NbpfS/hWS6XDmkwx+bNVYqwJLoFqNVyAJD/o4aYSw7zWYgAaicZYXHDBBVHloP+8q5JQhSMqVc9KRREqGU5OZqmSYo3toRAFeWm4ANFMn3vuuWc0QFBtxPoCLLnkku6QQw6JB7kBzUqDYFUoovDwJ36tnXLeeeelnhpGJcJ+skxtmvxQpcRM+YO8NVyAAGjv89too41K7sA1xklzjFXyxBNPRKXByceoSVglxEAtECBAA7v99tvj6Xr8ttVWW7k33ngjPkb9hJr1WCXB/hiVCmuRLqCWCBCgwam0V5NZah44HxBq3tWyB8OGDStZ6VFrsahEWKXCQK0RIEBBaELRvfbaq+ROI7mpJFilwUC9ECBAwWhyUU2t74NDY0dUCgzUGwECFNQpp5zijj76aKZZR5chQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwOT/AYRnSKdGvrmgAAAAAElFTkSuQmCC)
PN: 2H10-1-27
CAS: 19956-97-9
Molecule Weight: 162.232
Formula: C11H14O
PN: 2H10-1-28
CAS: 30590-60-4
Molecule Weight: 162.232
Formula: C11H14O
PN: 2H17-1-1A
CAS: 16748-90-6
Molecule Weight: 162.188
Formula: C10H10O2
Boiling Point: 136 ℃
Density: 1.181
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100
![2,3-Dihydrobenzo[b]furan](data:image/png;base64,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)