The structure of Neopren is
The structure of Neopren is
Option 1 - <p>Image 1</p>
<p><img 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" width="348" height="84"></p>
Option 2 - <p>Image 2</p>
<p><img src="data:image/png;base64,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" width="206" height="131"></p>
Option 3 - <p>Image 3</p>
<p><img src="data:image/png;base64,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" width="190" height="73"></p>
Option 4 - <p>Image 4</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAW4AAABaCAYAAACYPryAAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAABk0SURBVHhe7d0HfE3nGwfw383eg0wriEQkxKZKkJixaotRKqGRViltg/C3KihKSdWqIkjMqFFixI5ZI0Y0iT0iNAPZ8/2fc/IGkZuI7KvP99Pr3Puc9zb3nHvuc57z3veeI2MCEEIIURhKfEoIIURBUMVNSkVGahJevkpAJlSgo68HLTUVPucNlpmGuLgXgJoOKulp8Sgh5H2o4iYl6vH1k5j5zUDUrVEVNWvVRu1aNVHVoh5GTvoFoU8SeKtsWc/Oo0+zhug+eQOPEEIKgxI3KSEMJ/6YidYt22HWymNo4OyGxSvXYPWyuejVwgjrF0xAm679cehWHG8vyEjBkwdReBz9kgcIIYVBiZuUiIjAJRjkNguvavbE0SvX8Of6RRg9bDCGuI7Fht2ncdDHA8k3DuIL96l4lMSfJFOCugagrpq3G4UQkj9K3KT4Uh5g7jRvPNOwgI/vejjWN+czciij89ifMKGLJZ6eWoFle65JUZn0LyHkQ1HiJsX2+MIB/HkpFnU6DUXvZpV49F26GPndFIzz8kY3e2MpQt+KE1I0lLhJsd28cAwvhGnLT9tAJzskl1UnNyz19oKj7bsVOSHkQ1DiJsX28O4daVqtVjVpSggpXZS4SbFlZmZIU11tDWlKCCldlLhJsRlWrixNo2NfSVNCSOmixE2KzdKmoTS9c+u2NM1Pyr+3sG7ZGhz5O0L6YpJGlRBSNJS4SbFZt3SCtRpwJugwIrN4UI6Ig6vgOv5L/OATKCVu2vgIKRr67JBi07Nuh8972SDm4lasDMgeo51H+mMsXuUv3NHGwIFdpA2vgBxPCCkAJW5SfDJdfDV7IZqaJeBH1/7w9juO+Ew+T5Dw5BqmjRiA9aefo/nI2fja2VqK0zhuQoqGEjcpEZXq9cBWv9/hUPkppg11hLWVPbr3d0Gvzq1hbdsY3v7n0G74TGxbOhF6OVsdy0RyCpCcms4DhJDCoNO6khKV8PQW9u0+gMCDf+FC6AOkMR00at8Jffr0Q2/nT6DN24myoi5gUJ8vkeb0HXZ7f86jhJD3ocRNSg3LygITDuqUCjiuE9tAJhP+ozEmhBQWJW5CCFEwZZq4MzIyMHPmTNy4cQOpqanIzHzrGyw5xJcmtnN3d8fQoUN5lCiC58+fY/v27ejbty/MzencJKRiOXDgAObNmwd1dfX3Hu2J8zU0NNCgQQPMmDEDqqqqfE75KdPEnZSUBEtLS0RFRcHDwwNmZmZSci5Ieno6OnfujLZt2/IIUQRBQUHo1KkT9u/fj65du/IoIRXD5cuXERAQUKgknJiYiIULF8LU1BRXrlypEIVImSZusXq2sbFBXFwcQkNDUaVKFT6HfGyOHTsm7XD//PNPdO/enUcJUTxiiqxUqRJ0dXURHByM6tWr8znlp8yHA4qHHeKKePFCPBEo+ZgpKSnRl45E4cXGxko5S9yWK8r2TOO4CSFEwVDiJoQQBUOJmxBCFAwlbkIIUTCUuAkhRMFQ4iaEEAVDiZsQQhQMJW5CCFEwlLgJIUTBUOImhBAFQ4mbEEIUDCVuQghRMJS4CSFEwVDiJoQQBUOJmxBCFAwlblIqxMvUpaWlvffydISQD0eJm5SKmjVrYsSIEbC2tuYRQkhJocRNSoWVlRXWr1+PunXr8gghpKT8pxJ3euQljBvqjIFT1yAhiwffFX8b0137Y6DrPDzM4LEiyEp4hhP7/THl6xHo4uiEXgNHYNHvOxD2NJ63+Fil4tb5w1g2+zv06eGMzl374HtvH5y4/oDPV1yPbp7DuqUz4dLTGR07OcP9hznYe/I6Uvj8t53wnYEOPfpj0+n7PJLX1b3L0d2pF37bd5VHCCkk8WLBZSUlJYXVqlWL6enpsZs3b/Jo2UkO3cWqCYsMe1cWnc6D74o+y5pqCm00nVhIGo99oGuH/mBODczFizAzfZPqrGmLFszGwlR6rF61EVu8/Sxv+XFJvB/MJvT7hMmE5VTVqsTqNW7OmtrVYZrKwvqU6bOh0/5gsfmt94os/g5bNKEP05cJy6Gqw2rbNmYtGtuySlpKwnsqY+2Gz2ThMZm8cba13zSX3u9vN1zikbz+mu8itRkyfx+PkIooOjqa6evrsxo1arBHjx7xaPn6b3WVKKlARwdQ0dZAvpf8lClDW1cGZV2tIh2OhB1aht69XXEi2gRLtx7H3fBQnA0OxuUb4Tj/1xrYJIVg4kAX+By+w5/xcUiJuoBhfXthyc4bGDF7HULv3Mbl82dw9lIIIq6dgFt7Q2ye4wrX2VuRxp+jEJIj8cNw4ahhyS40GTUXF0Pv4Nqlcwg+fwm3w0Lg7dpOqK5nYuCXcxD71oKpamgL/8qgoaqcHZBDRU1TmmqqqUjTiuD5vZvYt2Mz1m/cjIPBVxGfzme840noWfiu3YKr96J5JK/ou1ewdcMfOBMaySOkxPAEXibKveL+Zy+z0QFTafUVi8mv8ou5wNqayJiySQ92/QMr7qzYENatphqDlg3bEhLLo7ndObCYGQirXbeBCwt/lcGjii6JLXNtKVWfo32O8FhuWf9eZh3qqAptqrANF6N4tOI7vOQLqSp28PiVyd0csp6xcR1qS21+2Pymuvb9ob20Pib7XeWRvA4uHik9z21xII+Un7tnA5hrjxaskraw/QqvKfumxGrUa8vmbzrOUni7HNunfya18Vh5gkfyOvWbh9Sm+/QAHlFMVHFXGDIo5bfkwoyiXoD/wo7V2H8/DY6jpmCQvSGP5la76xcY09MWKklxeBgtr3dU8cSHH8Vv/udhYO8CL/cOPJqbzKgxJo8ZCkMj4PbdxzxasbH4f7BiuR9QuRGmT3KHKo/nIjPBhO/cYW5kggd370kZ720yWf4fMZmsqFtayTorHDF86tAXf5x6iaGeC7HrwDGcOXUUfr/NhkXKRUwe1gVjFu7G21/5KKmoSVNV5fyXT0k5e42pqfxH00wp+m+uUeHDlO+2pJL/oW3BEnDw0ElhqoUenzlkh+QyxAz/c7hzZRfa19TiMcV2MzgQ/yQDLTt2RU252S2b0zfLER7xD6b1bcQjFdvz66cQdDsNtZt1QFOL/LszanYZjxth4fD1/CzPTl9JOf/nqSiXf+J+dtEXn7vNwsvq3XD03Fksmz4Ovbu2R6s2jhjsMRWBQQfQ1UIJ6z098MfpR/xZb3Y6Be57Xrcp/+X82JRp4lZXVxcKWqGiFd5IAwMDHi1bqppA5pVt6NjaAQ4ObdCmzVs3ByHW8Qv8HcugqV5ABpIn+Rlu3Y8Q/kBd2NU05UH5NLR1YairCeWPZIOOuJk9KqJu/XrSND9KalowMtAVKrCi7hzL1sPw63gpTC1tGwu72wIoqaNSJX2ov91XLSVshg3ThqCtsF3l2s6Em4MQ+2bJbqGNEpSLfIxXTFmvsHK+N+5kaGLqsqVwtMm7lFq12sF7lqtw7ynW/rFXsb6f+IjJxP4Sfv+1gIAA+Pr68kclJysrC0FBQdIv6tq2bQtdXV0+p2R8+umn8PT05I/ySgnbh0/a9kRIjCq0NdXlf1xYJpKTkqFdoy+CI3aifmHz98tQ9G5lh91xHXHp6mE0KTh35xISEoLZs2cr1K8Mzc3NMXPWLJiamGCle2N4rL4K73234dXdkrconB07dmDTpk38UfnT0NCAl5cX7O3tcXz5SDiOXY8BPwVim2cX3qJwNk7pguHzD0FNQyvfroLM9BQkpzJ8uXg/Vk3ozKNlJ/neEbRu2AkhZn3xz9WdsMrnADD91X3s2XkCRg2FnU4TS2FHA+yaMwh9/7cNk/xDMN/FPrvhO276TUb9oT+h74+7sXNaLx5VPDExMbC0tIS+vj6Cg4NRrVo1Pqf8yE3cq1evxqpVq0r0EEestMXEdPPmTaSnp6NevXrQ1tYusWQl7hTEKuaXX37J93WLibtxs564bTca9w4ugaG8o9i4S+jSpD3Oy7rjyuO9hU/cSREY2NoO2283x8nQY3Cont0HWBgnT57EpEmTpB2aIhxWiuvazMxM2EZWo3r1alj/bSuMXHoOk7dew7yBDXirwhG3M3F7qwjLLX4UxKPCRYsWSUXAubVfodWoFej5v53YM7svb1U4Gz0dMXzhCXy37gxmDZC/ToJ+9cBnkzfCbXEgfp+QvWOIjIzE3bt3oaqqCh0dHaipqUFTU1PaoYg38b6ycskcsUQE/oxGzt/DcugcnNs0FR/ScbdrzmAhcW+B03BPDHawktbd28T38/bJLfhpYxD6z9mN7VMVN3GLp28wNjaWegnEIktPT4/PKT9yE7dIfLGikvxApaamon79+tIe7PTp07Czs8vzhheVmEzEjb0grxO3/VjEBvtAbr0ffwXt6zTFaXTH1XcSd1rsPQQdu4Bn8SnQMbKAY6f2qKzOZyIGE52bYUlgGjZfDcGQhkY8nldCbBSSsnRgYqTDI9lJQ9yJKULiFl+risqbvd6RXz5HpwmbMFSoTDcVUJlmpL3C86hUmNUwztVHVxrbWlGIyyUmxZzXcf/QQtTp4okmQxfjzKYJyK+3mmWl4HlkDAyrVoUaX4ScxD1163XMGWiXHXzH0WWj0GH82lyJe9q0aZg3b570GsRtWlzPYvIWt+2c++JUTOpaWlrSVEzoOY9zbmKCF2PiVDyyFXdIYsUoFlAtWrSAkZER/t40Cc0/X4Ae323E3kXDpL9fWLvmDBcS90b+qGAu3rvh71X4xB0VFYXLly+XWG4orvj4eIwaNUpar+JOvXLlynxO0Ynvr/ieNm/evGjdxsLKKTPCB5TVrl1bGg4YFhbGo2WnOMMBn14OYB1szJi6pjGzqFmdaSmrMeuOruzvJzkDpbLYjqm9xC2NjVv3N4/Jt3X2YGZj04T5BJb9kMjS8PjkSmYoLHeDgXNYMo/J8/jkclbHwoYNm+rLknisIkt5fJw1F7YXnQaD2N13x8O9JfXREdZe2K4dh81gj1OzY0UdDnjv3j0WEBDAdu7cyXx9fdmaNWvYkiVL2Ny5c5mQ1Nn48ePZmDFj2LBhw9iAAQOYs7Mzc3R0ZEIyZvb29qxOnTqsSpUqzNDQkAkJmwnJhgnJngk7JOlvibdNmzZLf0tI3NLjnp7Zjz9EwI/ZPx5ydp/FtmzZIvc2+0tnqY1QcfNnFc6KFStev9aP+Sa+L/v37+dL/WHyrbhLg1hxi10kYsV99uxZ2Nra8jll43XF3eArPDu5HJXklVCxF9GuXksEv11xJz3AFw522JXWGycOrISdmTqiru1FV8d+0HXxwYlVYyEW3tGXfVGv6QgoOYxB6MkVkLtfTglHv4YNERCujd/PXIdbK3M+Q4El3sGQVo3hf78a9l66gh5Wrw9D3sKwyt0BY1YHo9fMPdg1o6cCDGlKxFyX5kLVHIn5f13CpG7y++9P+XyJtuPWwLrfXFzaPgU6QtWdU3FP9ruCeYMb8pa5HVriii4T1+WquItDrNDFm/iRFqdJSUnSZy4xMVGaipWjWHFbWVkLVZ4+Ig7+jEZdv0e9ET/h9HpPaPD/T2EUpo/7ht9kNMi3j5sh8eULpMnUYKgn/ljpjbi4OERERFSIiltcX+Lr6devn9S1K+xIpe93itvFKy6beOQk5kCxkv9gYuIuK4r6A5yXYbtZfS11NjkgPDvAbXBvwNBgAIt6XZnHs8XDm0p708Ez/FkCj76W+YKt/KaDNL+127K88xXYxY2eTPjgM6tOY1nYv7zsfMvFrbOZmTBfx6onuxqtOD88enrel9VQA9O2cmZHwqJ59I3Ic36sqZGQhbTrsR03/uVRxfgBTkL4flZfE0z/EzcWWdCpCF7dZz95ejDvtXtZDD+kCvhxoPTax/9+KjsgR/Dq8VIbIXHzSLYnV/YxF8f6zMTUjJmamjB7p6Fs341nfG7FI+wAmYGBAbOwsGBC0cmj5aviFz0lSdjLZWYAGZn5nWFKJLYRb5nS8YxIs2pr+J08i287WPCIKA13H8RCR9cA6q/Xog6+/nktRn5aC/6zBqOZ4yD4bNyNC5cuY5//rxjSoSXG+AShdoeRWLFgDHLXGYqt2dDpWDrxM0Qc/hXNmrTGpHmrcfLiJZw+vBNeo3uh/aDpiDK1h89aHzSs/ObLNbESFPs0nz17Vu438XVER0dL1WoOsxbDsG7JRKhFHEDH5k0xevICHDp1AedPH8KCKW5o4TgEl2KM4bViFfrZvfleg2WJFZlQ+RZQNTL+d7Ky8m9TmrRrN4NTS3O8vBiIoGsveDSvmFtHsGDBCsxYtB4vivlSE+4fR78O/XEezbBUWGerViyEbeIR9O3SH6fuJ/NWFYt45CLkSukm3q8QpPRdRsq/4t7H7PSVmXqbsQVU3BdZe3MVpmbei90o4CfvoX96My0oCRVHMI+8kRkTzlZNH81szXWFzVzGhEMi6cRLGpXrMNdpy1nEC+Hj/FFKZgd9F7JuzeqIH2+mLCy3spKQvVR0WIdB41hQyBPe7o358+czY2NjofIyLfeb+DrEqurIkbw/2798YAMb0qUZUxOWS0lZWC5l8QRTKqxRx8HMLyiEt3pj4yQnoY0K8/LPOy/HoSVuUt/z6F8O8kjZC9n2P6YuLJNVnyksSt5nIv0p+76npfR+frPqNA8WveL+a3YXYXuwYScieUCQEb6DmcuU2Kjl+f+/ylNF/Mn7f6qPOyvlFSJu30WahjFsLatC7g/XMhJxO+w2kmR6sK5XCxpy2oQdXIaOzuNRc+RS7F87Tv7oFEFi3DM8fR6DlwnJ0kmHjEyroopRyY5dr5BS4/HoSRRiX8YjU6YKA2MT1KxqKrdPWxwXK47tF5X3qBKx0hZHaLi4uEBI4Dz6tlREPniM2BevkJopg66hEapbVIOmnAWLi7yN+/8mwczCCuYG2SeTelf8vw9x53EcKlevjerltV2wF/h5dDd8v/YsGvbygPdkD7Rr3gA6KukIvxyM3+Z5YumOi7DrMxWHt86BOR9lldPHLSRu/OLWJjv4jjNrvkXrL5fm6uO+sncl9jw2xET3QdDNWW/Rp1C3Rkc0n7UPm37oxIMVR0Ucx/2fqrhLwrEN05ieujJzcvuZxRVQkROiMJKesiUTBrBK6lLvIKtqWZfZWddiKsJ9QJs5j57D7sbl/l5ii1f2iJFRy4/xSF4nfEZJbTp5becR+Q7/NExoZ8LWna+Y/dxUcZdzxV086dizwBWDJ21Gxym+2DR3WL6VNiGKSDxV61+BR3H3STSShCMKQ6Pq+LRTN3RpmfcqRqHHt8L/yE206uOGbk3lHZ0AD//ej993n4Ftx2FwaWfDo7ld3/MzOvf9Hi09/bFtrgsK/7O1skMVt8JW3Fns0K+jmbqaAft+3Zt+PkJI0QWvn85MhBTkNHYpe8FjFRGd1lVBxd3aA4+xa6Bk0QK1lR5izaqVWLFiBX77bTlW+wUiJq3MDloI+Qikw3++G5xGesNp8lrs9RkHfT6HFA51lRTClS3T0H3CWqhpqCM9NQU5owmzMlKhWbc/Dh5cA5s3v14nhOQrDX4zh+GLWccxbuU2LHJvz+MVV0XsKqHEXQjpKUlIShVPaCmTxnK+xrIgUxHPE6Elf4QKISSXW/vmoXlPLzh9vxZrp/RBelICMrKyx0hrGRjDWL/inaO+IiZu6iopBFUNLeFNM5DeOPGEMK9vhpWgr0tJm5BCYTFYs2g5EoW7ZzZPR0NbGzRs3ARNmzZBQ/vG8Fp9JLsdeS+quAkhZYMl4Nzho7jzb4JwsJohVdrZNQ9DeiqDdUsntG0of4RKeaKuEkrchBAFQ10lhBCiwMqsyn0PStyEEFJI4lXokmOf4kZoRPb1NzMTcP92GK7fCMXDqPxP1FXSKHETQkhhyJShp6OCY6snoalDH6zbug0jOzSDlW0DNLa3Q23rhvCYtxGx2Rd0KlWUuAkh5AOIX6mmxYZh/Eh3hOq3g9++o9i/dSU6VUvESq+RmOd3lrcsPZS4CSHkAyhJ17bNgGW38Ti2exUGdG6DzgPcsdNvGUxVMrE54JAwt3RR4iaEkA+RJfZuq6D3gD65royvVcsGdfSBpMQkFHSplpJQLolbPO+yeN5jQgip6MQr5ec6V7x0zgstmBoZZj/OkZEljUtXVi79tFqm47hTUlJgbW0tXSZq586dqFOnDp+TP/Hk9iYmJjAyenNZKEIIKY4XL14gMjJSuhjw+4gXC3Z0dISRsSnCQy/gxK8T0c3rENacvo5Rrc14K0HMRbSp2wK3mk3G08B5pXqK2jJN3OJVpp2cnBAWFgZdXV1ppRX058V5ycnJmDFjBsaPH8+jhBBSPP7+/vj666/zVtNyiHlIzF02tnY4e+oAAhd4oMe0w1h96jpGtzHnrQQfa+IW/5R4Mda0tLRcF2QtiNjO0NAQenp6PEIIIcWTmJgo5aLCVNwisZ2amhqMjY3w58wB6DPr+H8ncRNCiKLbNb0v+v54QkjcN/Ik7tbW2Yk76mDpJm4aVUIIIR8gPTVJ+DceaRnv9BqwTCTGA6+SUnig9CjPFPD7hBBC3iMrIx3pBvXQzdkJ1Q3VeVTAspCWxdDIoSOcmlmXalVMXSWEEKJgqKuEEEIUDCVuQghRMJS4CSFEwVDiJoQQBUOJmxBCFAwlbkIIUTCUuAkhRMFQ4iaEEAVDiZsQQhQK8H9P8QYb4TpiigAAAABJRU5ErkJggg==" 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CH2 = CHCN (acrylonitrile) is a monomer of orlon
Monomer of neoprene polymer is
3-Chloro-1, 3-butadiene
CH2 = CHCN (acrylonitrile) is a monomer of orlon
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Chemistry Ncert Solutions Class 12th 2023
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