![2-Thia-6-azaspiro[3.3]heptane2,2-dioxide hydrochloride](data:image/png;base64,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)
| Product Number | 8H63-5-64 |
| Synonyms | 2$l^{6}-Thia-6-azaspiro[3.3]heptane-2,2-dione hydrochloride |
| CAS | 1263182-09-7 |
| MDL Number | MFCD22123303 |
| Molecular Formula | C5H10ClNO2S |
| Molecular Weight | 183.65 |
| Units | Price (USD) | Availability |
|---|
PN: 8H63-5-64
CAS: 1263182-09-7
Molecule Weight: 183.65
Formula: C5H10ClNO2S
![2-Thia-6-azaspiro[3.3]heptane 2,2-dioxide hemioxalate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABA+AAAQPgHuKFS6AAACrnpUWHRtb2xTb3VyY2UAAHicjZZtb5swEMe/ysmvF2Obh9hVSFW1mjSp3aSlk/ZuconbIgWogObh2+9sSBceChOQs8//n23w+ZzV9THbwd6UVVrkMeGUETB5UmzT/CUmvx6/LiS5Xq8SFKEwr2LyWtdvV553OBxo8moyfSxymhQZadqvjlXa0Rx8WpQvnmCMe78f7jeOWaR5Ves8MUhV6VXlnPdFoms3i0+G8DJd7tPca+ReVu6b3v4IZm9Gj9WW/HuXW2y7QRSe052B56LMdA17wSje7Au8mNyUujZbeDqh26cBvvt69XBXJO+ZyWss2h7SRO82dfmeoCMrdiZ5x86w8O0uJhlHQNdFdlOW+gS2ZN2agxagfdAB6BB0BHoJWoJWoDnDB9s5CjgqOEo4ajiKOKo4yjjqBOqE7Qd1AnUiwHXZGTuxx9ObickPuIXmsdfGle313f0OPPihRUwWjPoyZNAaTpVA0/MuWndIhTUR9bmvzrUlDZhQIGmgcKqKhpJJ4IxGkVqeq61mIWgYMGX7C0J+UcdxIt8OtxSRnYTkgQJBFcNh2lqrIXDCWQvKGAvBDhLJs1mcbdt6rmMES6lQhV73Lq7a9Y5rPmyI1vYYUR4ptEsqQhkM/Z/pGouh4X3Exnr1VOTbiyKk25g8ceKC5qd5rkQbNwSKcmtK3Iq2Ayu9BEQXsFH2AYgxwB8AwfQIQRewETwNhAMgmp5S1AXs1pgGll3AbqRpQA4AzqZfQvUWwu3SacR22WHcrp5h+gvussAM01vzJmvMMP7I3OaYYISZWXseDr/0HNJb/ibxTa8n70VAkyhnGDnCqJm59cPAJeKZHdkLgyZxzzC9MGgS/QzT3/ruYJhh+ruf/QcTjDAzoSPC4bceZ7yLNOidj1MsDo5a7+Ic9vDfx/ovo5V0d+6wS1AAACN8SURBVHhe7d0NsB1lffjxhBCSUFAUSIKD2P6BIDPqqKBYOi3avzJjmUrFWgjWgtjyDqP9U2EUkCAOWtEGCqPYKbSCobFEBFGoBTtoA4pAyBCIeeGlJLwoBAgvCQTC73+fc7pws9ybnPuct91zP5+ZnZuzz+okutlv9uzusxMCADJMKK8AgFYICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZxm9AJrTwRx9pm8WLI2bPjthll4jJk5s/Dzss4s47y1sCDLQRjpDjxEhxKCtvM39+xPTpEXPnRjz4YMSGDRGrVkWcf37EjBnNcYBxooWj6IAqx2Ekw7dZsSJi550j7rrr1XXDpfU77dTcDmAcaOEoOqDGGpDjj48466xXP48kjaftAMaBFo6iA2qsAZk1K2LJklc/jySdhaTtAMaBFo6iAyrFoZWlMHVqxPr1r34eybp1EdOmldcCDKTxHZAtERCAUbVwFB1QYw2Ir7AANtHCUXRAjTUgxx0XMWfOq59H4iI6MI60cBQdUGMNyLJlzdt0t3Qb7/Ll5RGAgdTCUXRAjTUgybx5zQcJ04OD6QHC9CDh6tURF1zQXJ/GAcaJFo6iA6och5GMtM2iRRGHHhoxc2ZzKpP0BHr6fMcd5S0BBtoIR0gA2DIBASCLgACQRUAAyCIgnXLjjRH//M/ltQADS0A65a/+KmLixIiFC8sjAANJQDolTXOy9dYR73lPxMsvl0cBBo6AdNJJJzWfHbn00vIIwMARkE5asyZixx2b70l/+unyKMBAEZBOu/DC5lnIaaeVRwAGioB02ksvRbztbRFTpkTce295FGBgCEg33HBD8yzkz/6sPAIwMASkW1I8UkRSTKBs8eKI2bOb18vSpJzp52GHRdx5Z3lLqCwB6ZaVK5tfY6Wvs9LXWlCYP785/f/cuREPPth8LUB6PUB6TUCa3TmNQw0ISDedemrzLOSii8ojjFcrVkTsvPOWX0yWtoOKE5BuSrfypq8m0q296RZfSK88Tq8+3hyvRqYmBKTb0kOF6SwkPWQIs2Y1Zy3YnHQWkraDihOQbkvTmqTpTbbeOjbcfXd5lPFm6tSI9evLaze1bl3EtGnltbW2ZhycgW/cuDGefPLJ8uqBJiA98NLChfG9iRPjawceWB5ivBmHATnvvPOGTsInxEEHHVQeGhhPPPFETJ8+PSZPnjx0grmFM8wBIiA9csrhhzf+El1zzTXlIcaTcfYV1qWXXhpbbbVVTJkypbH/n3DCCeVNai/FY5999mn8+SZNmtQIyXiJiID0yKpVq+J3fud3Yo899ogXXnihPMx4cdxxEXPmlNduakAuohfx2G233YaaeFf84R/+4cBFZHg8Pv/5z8eCBQsaZyHjJSIC0kNnn312Y0f7+7//+/IQ48WyZc3bdLd0G+/y5eWRWhkej3v/d0qfZ599dqAiUo5HYTxFREB6aN26dfGWt7wlXve618Wjjz5aHma8mDev+SBhenAwPUCYHiRcvTriggua69N4WbpukrapgZHiURiUiIwWj8J4iYiA9Nj8+fMbO91RRx1VHqoe0210z6JFEYceGjFzZvN/2/QEevp8xx3lLZvSbeDpAvx115VHKmVz8SjUPSJbikdhPEREQPrgj/7ojxp/yW677bbyUHWYbqNaUlje8IZKR6SVeBTqGpFW41EY9IgISB8sGvrXZ/qLNmPoQHzkkUe2vfzN0HL90BK5y1e/uulv0HQb1ZT+wVHRiIwlHoW6RWSs8SgMckQEpE/e+973NnbETixTh5avDy2Ru+y++6bvcTfdRnVVMCI58SjUJSK58SgMakQmlFfQG7/5zW/i9a9/feMv3XPPPVce7q9x9qxC7VQoIu3Eo1D1iLQbj8IgRkRA+qh4QveLX/xieai/xuHT0pVy8MExdMSKeOyx8sirKhCRBQvaj0ehqhHpVDwKgxYRAemjDRs2NK6DpL+ElbqtV0D66xvfaH61+I53VDYiCxdeGn/6p1vFAQe0H49C1SLS6XgUhkfknnvqfR1RQPoofY213Xbbxfbbb1+tr7F8hdV/55wz5oi8+JPeRCTF45hjtorTTtstHnmkM/EoVCUi3YpHIUXkjW98W+y772eGAvxEebg2BKSP/vqv/7qxg15xxRXlof4aR9NtVNoYIvL0m94Q/3TQ1KHudzciw+Px2GOdjUeh3xHpdjwK119/e+y33z/Fhz70ndpGRED65KabboqJEycO/SN+VvzLv/xLW8tlQ8vdQ0vkLuWH18bJdBu10GJEfrv8tvjMZ94wdMDtXkR6EY9CvyLSq3gUbrzxvlpHZEJ5Bb2x6667NnbSTixt38abvgIZfhtvkjPdBt3RYkQeeKB7EellPAq9jkiv41Goc0QmlFfQfcV0JgcccMArZxHtLG2fgdx8c/m32DTW6Tbonj5GpB/xKPQqIv2KR6GuEZlQXkF3mVCRbMMi8vLjvYlIP+NR6HZE+h2PQh0jIiA9NmfOnMaO+rWvfa08BFs2FJG1206Ifz/mHfHMM92NSBXiUehWRKoSj0LdIiIgPVS8VGrPPff0Uimy3f7dc+LooyfE2We3HpGHH76nPLxZVYpHodMRqVo8CnWKiID00OFea0uH/OhHrUfkoos+MhSB+8pDo6piPAqdikhV41GoS0QEpEcWLlzYuG33wAMPLA9BllYjMhZVjkeh3YhUPR6FOkREQHrg5Zdfjn333bcxfcHdd99dHoZsnYzI/fffWvl4FHIjUpd4FIqIfPrTV5eHKkFAeuCSSy5p7LAnn3xyeQja1mpE0tnFOee8O046abs49dRd41vf+vNYufK/Xxl/8snVcfnlx1Q+HoWxRqRu8SjceecjcfvtDzd+vc8+F8cHP/ivcd99T5a2elXaZqRfj6aVbUYjIF329NNPx8yZM2PHHXds7MDQDcMj8tJLG8rD8eMffznOPXe/obOMX8YLLzwXDz20ZCggH2v8Z+qs1YjUNR5l6WD//e8vbZyRlJ/9LQjIADn11FMbO+1FF11UHoKOuv76r8bpp+8R69Y9VR6Kz33uTfHoo8vKq+Oaa75YXlU7W4rIoMQjKQ72xx77w0ZIRiIgA2LlypUxZcqUePvb3z70r8KXysPQMyeeuG08//wz5dUDY7SIDFI8kuJgv2rV2vjwhy+PNWvWlbYQkIFx8MEHN3bcG2+8sTwEPXXeeQfEDTfMLa8eKOWIDFo8kuEH+8svXzz053rtsUVABsB//ud/Nnbcj370o+Uh6LmHH747zjhjr/jSl94VCxacGrfc8p14/PEHypvV3vCIpHftDFI8kuEH+40bX44jjrgqbr551bAtXhuQVpZcAtIFL774YrztbW9rfH3Vqbe1Qbs2bnwxli69Ia655szGBfTPfvaNMXfugbF27SPlTWtt9erVjVvmUzz23nvv8nCtlQ/2K1euiUMOmR/r17/4yrpyQLaklW1GIyBdcOGFFzZ23tNOO608BJWxYcP6uOyyo+Oiiw4uD9XW8K+t0p2P5WsidTfSwf7ii2+L88//xSufBaTG1qxZ09hxd9lll3jmmcG9aMlgeO65J+Lkk7cvr66l8jWP8jWRQTDSwX7Dho0xe/aVsXz5msZnAamxE088sbHDpvd0QFVcccVJsXHja+8ETM+DpFt8664cj8KgRWS0g/2SJb+JT33qB43rIgJSU0uWLImtt9463vve9zamL4FeuvbasxtPl48kPTCYLqAvWnRV4zmR9evXxtKlNzYePLzuunPLm9fKaPEoDFJENnew//rXb47585cISF196EMfakyYePNob/iDLrnyyr9rROK8895fHmpIs/KmaUrOPPOtcfzxUxpfW33lK78fCxdeUt60VrYUj8KgRGRzB/t0If3wwxcISB1dffXVjZ3zE5/4RHkIuqqIR5qqZKSn0Fv17LNrYt68Exq3/NZBq/Eo1DUi6TbdhQsfLK+uBAHpgPRyqD322KPxsqh0CyH0SqfikTz66K/j2GO3jlNOmVH5iIw1HoW6ReSHP1wW73nPt+Nv/qaa7xASkA746le/2tghv/SlL5WHoGs6GY/C7bdfWfmI5MajUJeIFPH4kz/5bmPqkioSkDY98sgj8brXvS5+93d/N9avX18ehq5oNR733ntzXHHFiSPO0DuaKkek3XgUqh6ROsQjEZA2HXXUUY2d8Hvf+155CLqi1XgsX/6zxrs/0gXzdH1jLKoYkU7Fo1DViNQlHomAtOG2226LrbbaKg444IDyEHTFNf82tnikJf06R5Ui0ul4FKoWkTrFI6lGQBYvjpg9O2KXXSImT27+POyw9Cqu8paV8gd/8AcxadKkWLRoUXkIOu/v/i5u3X1CzJ3T/XgUqhCRbsWjUJWI1C0eSf8DMn9+xPTpEXPnRjz4YHouP012H3H++REzZjTHh1u2LCI95Z25rBparhla0pPi7SzHHntsY4c7+uijN/39QTcMxWNoh4vYb7946enexKPQz4h0Ox6FfkekjvFI+huQFSsidt454q67yiNNaf1OOzW3K3zyk82/SJnLj4aWdw4taUdpd0lnH7/97W9f/b1BNwyLRzzV23gU+hGRXsWj0K+I1DUeSX8DcvzxEWedVV67qTSetiukv0D/9V/Zy+NDy6+Glv9qYzniiCMaO9mZZ56ZfkfQPRWIR6GXEel1PAq9jkid45H0NyCzZqUJpMprN5XOQtJ2FfE///M/se2228Zee+0VG9LXbdAtLcbj3l93Px6FXkSkX/Eo9CoidY9H0t+ATJ2aJnApr93UunUR06aV1/bNvvvu29ixfvSjH5WHoHNajEf87Gdx29u3i9OO7n48Ct2MSL/jUeh2RK6+eknt45EIyBilBwbThIm33npreQg6Ix04W4xHbLddY3n61t7Eo1BE5C//ckasWNGZiFQlHoVuReSyy/4tdtvtkDjwwG/VOh5JfwNSw6+wFi9e3Lh4vv/++5uyne5It7G/730tx6Px6z5YuPDKeOtbt44ZM2bE3Xe3F5GqxaPQ6YikOzjT8WP33d8ZDzxQ/1cJ9zcgxx0XMWdOee2myhfRk/vvz17WDS0PDS33t7GkGXfTDpV2Bui4tUP/Kn3ptS9/ekUF4lG48sorG+/AaSciVY1HoVMRKeLx5je/OVauXFkerqX+BiQ905Fu093SbbzLl7+67phjNrktd6xLJ2/j3WabbRo7F/RMheJRaCciVY9Hod2IDGI8kv4GJJk3r/kgYXpwMD1AmO5sSlOiX3BBc30aHy79pTnqqIgjj8xaFg8tZw4tR7a5pLcOpp3pjDPO2PT3B91SwXgUciJSl3gUciMyqPFI+h+QJE0FcuihETNnNqcySU+gp8933FHesjLSLbx77713TJs2LR544IHyMGzeWKfv+fnPKxuPwlgiUrd4FMYakUGOR1KNgNTUdddd19iRPv7xj5eHYHRjnb4n+eM/rnQ8Cq1EpK7xKLQakUGPRyIgbTrooIMaO9JNN91UHoLXypm+J7n33oiaHIQ2F5G6x6OwpYiMh3gkAtKmZcuWNS6mv/Od74yNGzeWh2FTOdP31NBIERmUeBRGi8h4iUciIB3wt3/7t42d6Nvf/nZ5CDZVw2efcg2PyC233DJQ8SiUIzKe4pEISAc89dRTMX369MaSfg2jquHsC+0oIjJ58uSBi0dheETSLBXjJR6JgHRIOvtIO1A6G4FRjbOAJBdffHHjwHpYustsQKWI7LrrrjFlypRxE49EQDokXf9I10HS9ZBf//rX5WFoGkdfYTH4BKSD0p1YOw6dhXztoIPKQ9CUO30PVJCAdNi1H/94LB2KSFx3XXkI8qbvgYoSkE5LT6Wn76/f+tbmA2JQNtbpe6CiBKQb0vxY6SzkH/6hPAJNNZy+B8oEpBvSDL277hqxww4Rjz1WHgUYCALSLZdf3jwLSdPPAwwgAemWl1+O2H//iEmTmjOvAgwYAemm9N70rbaKeP/7yyMAtScg3Xbkkc2vsq68sjwCUGsC0m0PPxyx/fYRv/d7W57CAqBGBKQXvvKV5lnIOeeURwBqS0B64fnnI3bfvflGuYceKo8C1JKA9MpVVzXPQszWCwwIAemlc8+N+OlPy2sBaklAAMgiIABkEZB+SU+nz54dscsuzcn00s/0xrY77yxv2bx2siWtbAPQQY46/TB/fnPa7rlzIx58sDmdd5rWO03vnWZlTePDtRKHVrYB6CBHnV5bsSJi5523/EKhtF2hlTi0sg1ABznq9Fp6VWl6ZenmlF9p2kocWtkGoIMcdXpt1qyIJUvKazeVzkLSdoVW4tDKNgAd5KjTa1OnbnlOrHXrmq/FLaQ4tLIA9JCjTq/lBmRLWtkGoIMcdXrNV1jAgHDU6bXjjouYM6e8dlMuogM14KjTa8uWNW/T3dJtvMuXv7qulTi0sg1ABznq9MO8ec0HCdODg+kBwvQg4erVERdc0FyfxodrJQ6tbAPQQY46/bJoUcShh0bMnNmcyiQ9gZ4+33FHecvW4tDKNgAd5KgDQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZOlMQBYvjpg9O2KXXSImT27+POywiDvvLG8JwIBoPyDz50dMnx4xd27Egw9GbNgQsWpVxPnnR8yY0RwHYOC0F5AVKyJ23jnirrvKI01p/U47NbcDYKC0F5Djj48466zy2k2l8bQdAAOlvYDMmhWxZEl57abSWUjaDoCB0l5Apk6NWL++vHZT69ZFTJtWXltrN910U3nVwHn00Udj6dKl5dUArxCQMTr66KNjwoQJ8YEPfCA2btxYHh4I9957b2y77bYxadKkuPXWW8vDAA3tBWScfYX1hS98oRGP17/+9Y2fn/zkJwcuIikeu+22W0ycODG22Wab2GGHHUQEGFF7ATnuuIg5c8prNzUgF9GLeOyzzz7xyCOPxIc//OGBi0gRj6222iouueSS+MlPfjJ08jhNRIARtReQZcuat+lu6Tbe5cvLI7UyPB5PPPFEY93zzz8/UBEpx6MgIsBo2gtIMm9e80HC9OBgeoAwPUi4enXEBRc016fxsqF/wTeeXq+BkeJRGJSIjBaPgogAI2k/IMmiRRGHHhoxc2ZzKpP0BHr6fMcd5S2bPvWpiK23jvje98ojlbK5eBTqHpEtxaMgIkBZZwIyVun20BSZCkeklXgU6hqRVuNREBFguP4EJLnnnspGZCzxKNQtImONR0FEgEL/ApJUMCI58SjUJSK58SiICJB0PyDPPZeOrOW1r6pQRNqJR6HqEWk3HgURAbofkPe9L2LPPZt3aI2mAhGZO/cLMXFie/EoVDUinYpHQURgfOt+QC6+OIaOzBF77FHZiPzgB1+Ij3xkQnzsY+3Ho1C1iHQ6HoXhEbn99i3MSgAMlO4HJPnHfxxzRNb9oDcRSfE4+ugJ8eUv7xPPPNOZeBSqEpFuxaOQIjJz5n7xrnf9v7j77t+Wh4EB1ZuAJGOIyMN7zYivf3TruO227kZkeDyee66z8Sj0OyLdjkfh5z9fGvvv/8/x/vdfKiIwTvQuIEmLEXl81T1xyikz4thjuxeRXsSj0K+I9CoehV/8YpWIwDjS24AkLUbk4Ye7F5FexqPQ64j0Oh4FEYHxo/cBSfoYkX7Eo9CriPQrHgURgfGhPwFJhkXkpYd6E5F+xqPQ7Yj0Ox4FEYHB17+AJEMRWbXjxPinY/aIJ57obkSqEI9CtyJSlXgURAQGW38DMuSOa/8xjjlmYpx+eusRSb8eiyrFo9DpiFQtHgURgcHV94AkP/1p6xGZN++EePbZx8tDo6piPAqdikhV41EQERhMlQhI0mpExqLK8Si0G5Gqx6MgIjB4KhOQpJMRWbLkusrHo5AbkbrEo1BE5Ljjri0PATVUqYAkrUZk4cJL45xz3h0nnbRdnHrqrvGtb/15rFz536+Mr137aFx77dmVj0dhrBGpWzwK9977RDzwwJONX++zz8XxwQ/+a9x3X/PzSNI2I/16NK1sA3RG5QKSFBE544xZ8dJLG8rD8eMffznOPXe/uP/+X8YLLzwXDz20ZCggH2uccdRZqxGpazzK0sH++99fGp/+9NXx8svl0SYBgeqq7BH3Zz/7dnzjG/83Xnzxte8S+dzn3hSPPrqsvDquueaL5VW1s6WIDEo8kuJgf+yxP2yEZCQCAtVV2YBszoknbjt0oH2mvHpgjBaRQYpHUhzsV61aO/TnvTzWrFlX2kJAoMpqGZDzzjsgbrhhbnn1QClHZMWKFQMVj2T4wf7yyxfH5z9/47DRJgGB6qplQB5++O4444y94ktfelcsWHBq3HLLd+Lxxx8ob1Z7wyMyefLkgYpHMvxgv3Hjy3HEEVfFzTdveuNEOSCtLEBv1DIgycaNL8bSpTfENdec2biA/tnPvjHmzj0w1q59pLxprS1dujQmTZrUiEh63W75mkidlQ/2K1euiUMOmR/r17/4yrpyQLaklW2AzqhtQMo2bFgfl112dFx00cHlodoafs1jzz33fM01kbob6WB/8cW3xfnn/+KVzwIC1TUwAUnSMx8nn7x9eXUtlS+Yl6+JDEJERjrYb9iwMWbPvjKWL1/T+CwgUF21DMgVV5w0dAB9qby68TxIusW37srxKAxaREY72C9Z8pv41Kd+0LguIiBQXZUMSLq+ccklf9V4DmQk6YHBdAF90aKrYt26p2L9+rWxdOmNcfbZ74jrrju3vHmtjBaPwiBFZHMH+69//eaYP3+JgECFVS4gKR7f/OYhjUikiIzkgQdui8svPybOPPOtcfzxUxpfW33lK78fCxe+9oBbJ1uKR2FQIrK5g326kH744QsEBCqsUgEZHo/0M33O9fjj98dFF31kKDa/Kg9VUqvxKNQ1IgsW3BP/8R8ry6uBGqpMQDoZj+SRR5bGCSdMjc98Zoe4//5by8OVMtZ4FOoWkW9+81eNM4RTTvmP8hBQQ5UISKfjUViy5PrKRyQ3HoW6RKSIxyc+sSDWrn3t/GZA/fQ9IGOJx+23/3vjocGRZugdTZUj0m48ClWPiHjAYOprQMYSj1/+8rtx7LGTGu/+2LDhtZPubU4VI9KpeBSqGhHxgMHVt4C8/OKLcdk/jC0eo03j3ooqRaTT8ShULSLiAYOtPwEZikccckjc+ZYJjYh0Ox6FKkSkW/EoVCUi4gGDr/cB+d94DB3hGj/TmchoOhmPQj8j0u14FPodEfGA8aG3ASnFo/F5FN2IR6EfEelVPAr9ioh4wPjRu4BUJB6FXkak1/Eo9Doi4gHjS28CMoZ4LFrY/XgUehGRfsWj0KuIiAeMP90PyBjiEd/9biz+P5Piyyd0Px6Fbkak3/EodDsiF174M/GAcaj7AZk9u+V4xKRJEW96Uzx/X2/iUSgicsghO8TixZ2JSFXiUehWRM4669yh/8v+NP7iLy4VDxhnuhuQdJB685sjDjus5XjEst7Go/CrX10fe+01NXbYYYe49db2IlK1eBQ6HZEzzjij8d+1334fiCeffLo8DAy47gakFRWIR+H666+PqVPbi0hV41HoVESKeLz73e+ONWuabw8Expf+BqRC8Si0E5Gqx6PQbkTEA0j6F5AKxqOQE5G6xKOQGxHxAAqdCcjixc2L5bvsEjF5cvNnuu5x553lLZuuuKKy8SiMJSJ1i0dhrBERD2C49gMyf37E9OkRc+dGPPhgxIYNEatWRZx/fsSMGc3xsve9r9LxKLQSkbrGo9BqRMQDKGsvICtWROy8c8Rdd5VHmtL6nXZqbjfcY49FPPXUpusqanMRqXs8CluKiHgAI2kvIMcfnx4EKK/dVBpP29XYSBEZlHgURouIeACjaS8gs2alp/DKazeVzkLSdjU3PCJXXXXVQMWjUI7I6aefLh7AqNoLyNABNdavL6/d1Lp1EdOmldfWUorIlClTGuEYtHgUhkdEPIDNEZAx+s53vhPbbLNN46udQZUisvfee8f06dPFAxhVewEZR19hAbCp9gJy3HERc+aU125qAC6iA/Ba7QUkPceRbtPd0m28y5eXRwCoufYCksyb13yQMD04mB4gTA8Srl4dccEFzfVpHICB035AkkWLIg49NGLmzOZUJukJ9PT5jjvKWwIwIDoTEADGHQEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADI8v8BS+0XncqTC4MAAAAASUVORK5CYII=)
PN: 8H63-1-0S
CAS: 1415608-33-1
Molecule Weight: 384.42
Formula: C12H20N2O8S2
![2-Thia-6-azaspiro[3.3]heptane 2,2-dioxide oxalate](data:image/png;base64,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)
PN: 8H66-1-6S
CAS: 1415555-92-8
Molecule Weight: 237.23
Formula: C7H11NO6S
TSCA: Not listed on TSCA inventory