| Product Number | 4H56-1-935 |
| Purity | 97 % |
| CAS | 874218-25-4 |
| MDL Number | MFCD19700144 |
| Molecular Formula | C14H26N2O2 |
| Molecular Weight | 254.374 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-935
CAS: 874218-25-4
Molecule Weight: 254.374
Formula: C14H26N2O2
![tert-Butyl 2,9-diazaspiro[5.5]undecane-9-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABI4AAASOAH6MNVmAAACPnpUWHRtb2xTb3VyY2UAAHicjZVpb5tAEIb/ymg/13twGLCMoyhRpUpJKzWp1G/VGtYOkmEjID7+fWcXx+ZwoQI0e7zPXrMzLO+O+Q72qqwyXcREUE5AFYlOs2Ibk1+vX2chuVstExShsKhi8lbX7wvGDocDTd5ULo+6oInOSdO/OFZZR3NwqS63zOFcsN/PTy+WmWVFVcsiUUhV2aKyjU86kbVdxT+mYLks91nBGjnLy30z2h+Hm5fTY5WS614esO8eUdhkOwUbXeayhr3DKb78C2xVoUpZqxTWJ2x2qYd7Xy2fH3XykauixqIZIUvk7qUuPxJsyPVOJR84GBa+PcYkFwjIWuf3ZSlPYEqmWQqQDkgXpAfSBzkHGYAMQUYgBccP+wUKBCoESgRqBIoEqkSI579TZgGvp3eFu4Dm+WG/7/DQes41PEQnJjOf+tHchRnuw79lHeoLYwUNvHbdHAhaTlEVgEMFtyYM0Lh07qHxqQitifxr7dx3BhqcwMks5TzWxV40UdDMaJs5DQLOrwO0a//ROJila9E17OKb1XKti7RVhCyNyVoQ67SfalM5Z78R0GWqSgwFM4CRtgGnCxgvjwPuAPDGAW8A+OOA3wXMfRsH5l3A3M4L4NwCggEQjs8QdgFz88eBqAvYOBknTH/HdTauJpi+u20cTjA9jzdxO8H0nN7E+QTT83uTFyaYnuubPDLBzG+cwRQT3GCCCaZ3Bz5z2ygTDe7NbYS1gpl9JmUsDhI2a2Vzhv+w1V+5+P6vKLv7WwAAJ4NJREFUeF7t3Qu8bWO5P3AVcu3kEinkepQIsSVyL5cjCiVFUQ7SISI5Ui51DnVOTnQqd4ooJCXklmtE7hGnqK3tfq2NXNP7X89Y/7ktY6+15lrPmnOtOdf8fj+f8dm78cytucYa8/3NMcZ7maUAQMIs9R0AMBICBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAHS6/7611IOOqiUd7yjlLnn7t9WXLGUL3+5lL/8pf5qgBkESC+7445SFl+87yyYZfAtavEagEEIkF71t7+Vsuyy/UGx0kql/OIXpTz1VClPP13KhReWsvLK/bV4TbwWoEaA9KojjugPiLe9rT846mLfW9/a/5ojj6xXAQRIz1pnnf5w+NGP6pWX/fCH/a9Zd916BUCA9Kz55+8Ph4cfrlde9uCD/a9ZYIF6BUCA9KxZZ+0PhxdfrFde9sIL/a+J19Iyf//738u73vWu8va3v72st956XbPFe15mmWXKHV3WsWL77bcvSy+99Ew/Tydva6+9dnnLW95Sfhh3ATqYAOlVI7kCeeghVyBt8K1vfavvsM7StVs0cN3i+uuvn+n9d9O24IILlueff77+Y3UMAdKrPAOZEE888UTVKLz61a8uRx11VLnsssu6Zjv//PPLQgstVDVsV1xxRf1H6zj/+Mc/ypprrlm937322mumn6fTt9VXX7167//93/9d/9E6hgDpVY1eWMsv3991ty72RS1eoxdWy+y5555Vo7DjjjvWS13h5JNPrt7/yiuvXF566aV6uaOceuqp1XtdccUVq9uG3eb2228vs846a3nd615XHh7uTsEEEiC9KgJimWX6A+Kd7+wf+xH7YszHxRf374uacSAtE88OZptttjLvvPOWBx54oF7uCvGtPp6FRMN87LHH1ssd42995+xiiy1Wvc9LL720Xu4au+++e/Uz7LTTTvVSRxAgvSwehvZ9yKqgGGyLWpc9MO1km2yySdUYfO1rX6uXusq1115bXvWqV1W3s/4aU+F0oAMPPLA61ltttVW91FUef/zxssACC1S3PG+88cZ6ecIJkF4X8131fdiq+a/mmqt/W2EFc2G12Lnnnls1aNEb6LnnnquXu87HP/7x6ufZe++966UJd88995Q555yzzDHHHOVPf/pTvdx1/vd//7c61tEzq9MIEGizF154ofzzP/9z1QicffbZ9XJXuv/++8s888xTZp999vJ///d/9fKE2mabbapjvf/++9dLXenFF1/s+063QvUz/Wi4Ti8TQIBAm33jG9+oPvwbbrhhvdTV/vM//7P6uTbbbLN6acJceeWV1e21N73pTeWpwabo6VIXX3xxdawXX3zx8swzz9TLE0aAMDqXXFLKqquWctNN9QqDiN4z//RP/1T1prntttvq5a727LPPliWXXLJq2H4Rk3FOsOgVtsoqq1Tv5/vf/3693PU+8IEPVD/bwQcfXC9NGAHC6MQldDxgX2ON6JJTr1Kz8847Vx/6f/u3f6uXJoUf//jH1c/31re+tbpVN5GOO+646r3E+InoLTbZ3H333eW1r31tmWuuucq0adPq5QkhQBid6Psf079HiJxySr3KADf1XaVF75n555+/PPbYY/XypBEj06Ph/uY3v1kvjZvp06dXvcLi9tWvf/3rennS+MIXvlAd649+9KP10oQQIIzeZZf1B8ib3zz4IEQq66yzTvVhj6lLJrNbb721vOY1rymvf/3ry6OPPlovj4t99tmnOtYx79Vk9uSTT5Y3vvGNVVD+6le/qpfHnQBhZnE/e4sthp8n60Mf6g+RL32pXqHP6aefXjVoMWFi9KKZ7D796U9XP2/8Od5+//vfV73BolfYfffdVy9POieeeGJ1rFddddUJnw1AgDCz//iP/nD41KfqlZdNnVrKHHOUMuec/X9nhmeffa4svfTy1Yf8oosuqpcnpbjyiCuQuBKJK5Lx9P73v7861v8R520PiNBYbbXVqp/5hBNOqJfHlQBhZo8/3j8D76tfXcoNN9SrLzvggP6giasRZvj2ty8qb3rTFuUjH/lMvTSpxTOQaNTGc7beCy64oPr/XGKJJapeYb3i6quvrm5jxe2suK01UQQIg/v2t/vD4T3vqVdeFs8/4jlIvO7yy+vVnvTww0/3HbITypQp3yr33PNIvTypRS+st73tbVWDHr2z2i1uDTb+/84888x6edKLB+nxs8eD9YkiQBhczF4aU5pEOAy3qE30xIrXRM+sCb4f2wkOOOCXZdVVjylHHnltvdQTYjxINGoxPqTdVwRHHHHEuF/xdJLoyjv33HNXXXvvuuuuenlcCBCGFoMGIxwWX3zoGXmjv32MCYnXHXNMvdpTbr31obLaaseU973v5L7DNbFjIiZSjExv9zOJeOYy33zzVc9cbrnllnq5ZxxyyCHVsd4iOr1MAAHC8D74wf5wOOigeuVl113X/7zkDW/o2QkYI0c//vGfVFcfP/tZZ80NNd4G9oqKObPaYbfddqsazl133bVe6ikxrUksfTtRHTYECMP74x9L3zVy/yy9f/5zvfqyT3yiP2g+97l6pSdEaER4bL/9WeWllybfKOjRill6o1GLWXtbbeC4k0ce6a3nTIOJCRbjWE9El3EBQnP77dcfDttuW6+8LBZI6vvGWWabrZQOm5213eJ21UYbnVLdvrrllgfr5Z4U64Q0RobH+iGttP7661cN5v/8z//USz0rpnqPYxJTv48nAUJz0U1wkUVKX2tQylVX1asvO/TQ/qDZdNN6ZVL71reuq64+9t//knqpp8WKhdGoxQqGrZqb6qyzzqr+m50w91YnGThtTixCNV4ECCNz0kn94RAz8Q7V2yoWSlpqqTK973UPnXdevTop3Xvv9PLudx9f1lrrhPLQQ5Nn+vBWiAFvsXZ6NPitmB03FuJqzP57/vnn18s971//9V+rYzOeE3cKEEYmvkFOmdIfIscfX6/O8GjfN8RD+l7zieWW64lviHvvfWF19XHMMcMMuOxhV1xxRdWotWJ9jkP7rnDjv/Uv//Iv9RJlYpYOECCM3NVX99/GWnjhmP60Xp1hix65R33ddfdV4bHZZqeWZ58d34eX3eTDH/5wdT588YtfrJdGrLEC4myzzdZxKyB2ksbiZe9973vrpbYQIIzOdtv1X4Xsu2+9MsNvf/vbSd9L5u9/f6lss82ZVYBceOHd9TIDtGKN8k984hNVw/i5Hu3lN1LPP//8jOWTf/rTn9bLLSdAGJ177y1l7rnL32afvfxtmNGvjX76u+yyS700KZx++u1VeOy008/qJQbx5S9/uTofttpqq3qpqeuuu656QPyGN7yh6t3F8H7+859Xx3rppZeuAqWdBEiLRP/r733ve2WTTTYpCy+8cHWpHX/GlMvRJ74+WjZ+wbENpVl9It37la+UQ/ve24Gbb14vzTCZRwpPn/5c2WCD75cpU44td945MetfdJunn366LLrootU5femll9bLQ4reW2ussUb1747p8ZkORmPjjTeujtnXvva1eqmlOrOF6jIPPPBAtYxmo9EfahtosH0DNatPpOefeaas+v9Hv1544YX18gyNuYrWXXfdeqmrff3rv6quPr7ylSvqJYbxgx/8oDof3vGOd5S/x1xrI3DyySdX/yZ6c0302hfd5I477qi+xM4777zlwQfbNzapM1uoLhI9jeIqI07y+IZ19NFHl6lTp1aXjvEtPPpnR0O6Ukw2OECzgGhWn2hnnHFG9f6WX375IUe/TsbZUl944aW+LwvHlXXWOak8/vgz9TLDiKuJNddcszofjjrqqHp5JnHV8uY3v7l6/eVmex61Pffcszp2n/zkJ+ulluncFqpLNAZLxXoE0Y1upJoFRLN6JxjJkq2Tcb2GU0/9bbnqqmGmdWFIv/nNb6rnGQsuuGD5S5N50w444IDq3PmQ9WZSnnjiieo4x/G+/vrr6+WW6OwWqgtssMEG1Ukel9qj0SwgmtU7wc033zxj9Otjjz1WL8/QWDHuq1/9ar1ED9pxxx2r8yG+IQ8lruKj11b03oq/k/Pd7363OtZx5deq2QAG6uwWqgsssMAC1S/ooYceqpeG1QiIZlun23nnnav3+ZnPDL363h/+8IdqdtZYu6AX1qxmePHMMO7Nxz36uFc/mK233ro6r770pS/VS4xCPGuKZ05xLE899dR6ecw6v4XqcDHqM345Qz0HGEo9KIbaOt3A0a8x/mMon//856ufZ/vtt6+XOkY8GB9uMahGnbGL3kFxPkSvxbrLLrusqsUzxXgOwthEr7fG8fzbUOv6JHV+C9XhxnoFMpRm9U5y+OGHV+91ww03rJdmmD59+ozZWa+55pp6uSM0AuJd7zqu3HPPzPfnBUjrxLxWMU4hzptzzz13xv74xhwdTmL/KbHaJS0R42/imB544IH10ph0RwvVwRpTS/fiM5CG6InWGP169tln18szHHfccdVrostzO+7HjlUjIGLbffeZJ4MUIK0V50qcD3HuNOZNi16Mse/d7353R54j3SpmAGg8U4qZAVqlO1qoDhaDm+KEj1lCRzNtR7OAqNcvueSS6ht+3DteZJFFyg477DDqq552im+R8X6XWmqp6tvlYKIf/yqrrFK9LgZddppGQOyxx/nVn5dfPnXQOq0T53ScDzGHU/TKitHm0TEjRp/TWvvvv391rLfZZpt6KW3oFowRifEejUZxscUWqwIlEj6+UUXPpOipdOSRR1YDoQaqB0RdvR5XOrEWQkwq9+STT1ZrIUcPsE4S97PjPR922GH10gxXXnlldRurFbOztlojIKZO/Us11mPzzU/r+/2+POBNgLRezBobz8/iOVpMexPnT3w5ovXi8xafu/j8xeewFYZuwRix6FnUGEw43DbQYPsGalaPk2GuWGa2g9x5550zRr9GT5uGuBUR40Hi4Whsjdt+22233Yx9o9muvPLacu21fyg33HD/mLaHH37lA9qBAfGNb1xd/f24424ctE7rxPoVcT7ElUf93KG1Yl2WONax/G0rRvYP3UIxKnHFceKJJ5aNNtqoelgcDWn8GcGyzz77VOs4D9QsIIarR8+U+Ja/2Wab1UsTbq+99qred/T1b4j1G+phOpZtnnmWLUsv/ZkZDXp2i4flA0eTN/aHxnxXa655Qnnwwf4rpYF1Wieu1ONbcfxuO7mX3mQQX+Yac5LF+ipjNXgLRcdqNKIRTncNMxvuRIn72I3RrzHq+I9//GM1BiQmVYwHo+utt161xRQniy+++Iz/PZpt0023Lx/72DfLLrv8fEzboYde1fct7OUHtfWAOOOM31X/+wtfuHjQOq1x3nnnzTiv11prrXqZFvrzn/9cPUyPz2NMszRWAqQLRZfYgw46qKy99tr1UkeIeY6iMYjA+OAHP1j9/eCDD66/rOPUAyLCpbHmR2PxKAHSWnHlvtxyy1XnSDxDjD9PP/30+stokY985CPVMf73f//3eilFgHSpCJEY2d2JBvbljy2uNFo9gKkdBguIRnB8+MNnDFpnbBpjiKJDyEUXXVT9/S1veUt55hkTVbbaVVddVd0qjF6c0RGnFQRIl9hyyy2rS86YkHDatGll991378hnIA2//OUvZwTID3/4w3q5Iw0VEI11z4eqkxPd3uuzGGyxxRbVOfOVr3yl9mrGIh6Yv/Od76yO7UknnVQvpwmQLnHOOeeUKVOmVAOB4lJ/1113LY8//nj9ZR3j29/+dnWyxredbjFUQEybNr2sscZxQ9bJaXTbHTiPWjzXa8ybdm+sfklLHH/88dWxjjaklQM0BUgbfPazn626JvaqCLaY4iUepN9www31cscaLiBifqzh6oxOjI+KB7mxamV9Jud99923auw+9rGPvWI/OXG7O1ZHbcc0QgKkDeKyfJ555qnv7hl77LFH1QDstNNO9RJUYpXKOEdikG1d3J9vNHhXX311vcwoNSYyjXFXrSZA2qCXA+T222+v7mm/7nWv66ipVugcI1nN8oQTTqhes9pqq7X0lkuvGbiUQjtuCQqQNujlAHnf+95XffD/67/+q16aNKI9Gzh+hJGLTiCxOmWcIxdeeGG9PEM89G3M7tDKh769ZvPNN29rpwQB0ga9GiA/+9nPqpN1mWWWqeYIm4xefPGlsvHGp5TPfe6CeokRiFUp4xyJhq2ZRrfTN77xjS3rdtpLIqDjWEdgt6tbtABpg14MkAiMCI44YaPH2GS29danVw/Tf/nLP9VLDCNuocStlLilErdWRmLbbbetzqn99tuvXmIYcWswbhHGsYtbhu0iQNqgFwMkblnFyRpzgU12V189rQqQ+my9DC8e4sY5Eg91RyrGPMWkoa997WvL3XffXS8zhOicEMd6nXXWqZdaSoC0Qa8FyGMPPVQ9NI+H57/73e/q5Unps5/9RRUiJ554c73EIKL7aNyOit5V0a10NGIanGgMY1ocmotu0fPPP3/VTTq6S7eTAGmDXguQyz/1qfLRvg/4AXvsUS9NWrHkbczmu/baJ5ZHHun8aVomUvSiigFsEQIxoG20YhqcmA4n/n0srMbw9tnnsL7wmLPsvPPO9VLLCZA26KkAiYGCMWBwgQXKsx08Mr4dDj/8muoq5MADL6uXGCBWn4zGP6bSyK5BEdPhxH9jhRVWGLLrLzGS//Hy9rfvX5Zb7qPl0Ufb/3kUIG3QUwHynvf0nUV9p9F3vlOvTHpPPvl8ee97v9/37frYcvvtD9fLlP5BgTGdTStWwXtP37kWIRLT5DC4T3/659WXmlNOae+tqwYB0gY9EyAxSWKER9+3wvL33nyYfNZZd1Qf2B13PLsaH8IrxbTh0ejHNOJjdeONN1bT48Q0OZ08D9xEufTSqdW5uNVWp1fdzceDAGmDngiQmJ59scX6A6SH70vHgMKPfvTH1Qf3vPNG1jW1V8RiYtF7KnpRxUJGrRDT40QgxWzUvCx6A26xxQ+r8/BXv2rNsR4JAdIGPREgBx3UHx56xvR9M36g+uBuuukPyjPPuD/fEEsQRGMfi5+1SkyP0+jxF9Pm0O+kk26uzsE99ji/XmorAdIGkz5A4ttk37fKvq+X8TWzXu1JsextfIC/853f1Es9qbEeTCw90OrFxBpjjmLaHEp59NG/Vb0Bo1fg1Kl/qZfbSoC0waQPkG237b/6aNGymJPB/fc/WdZc84Ty7ncfX/29l8WKlCuuuGLVyJ922mn18pjFrAfLLrts9d+P6XN63UEHXVZ9eYlegeNNgLTBpA6Qq64q5VWvKiUWijI/0St897vXVx/kuBrpZd/5zneqxn2ttdaql1ompsuJ/4/JPO/aSETvv+gFGL0Bo1fgeBMgbTBpAyT68L/znf1XH2ZInUk8/4jnIBEiN9xwf73cE5544olxW0wsps2JEPn6179eL/WE6PX3yU/+tDrfojfgRBAgbTBpAyRGEUd4TJnSf/Yyk+iJFR/o6JnVi1O+NxYT+9SnPlUvtVxMmzPbbLP17Noz559/14SfawKkDSZlgMT8RQsv3H/7qsXLYk4mA78VnnnmLfXypDYRDfp4BlYn6ZSrXQHSBpMyQPbdt//qow3LYk42t932UFluuT3L29++bfnrX0c3cWA3m4hbSuN5y6yTNJ637bvvRfXSuBIgbTDpAiTWbph99lLmnjsWdahXGcSnP/2l8prXzFH22muvemlSmsiH2uPx0L6TPPjgUx3T40+AtMGkC5BYPS6uPtq0LOZk9MADD5R55523uqVz55131suTykR3q213t+FOEyPN4+rjqKOur5fGnQBpg0kVIA8+2B8eSywRN17rVYZx6KGHVo3apptuWi9NKp0wsK+dAxc70bRp0yfswflAAqQNJlWAxFPhmGn3xhvrFZp47rnnylJLLVU1bOedd169PCl00tQiseBUHOtWTp3C8ARIG0yqAGFMfvKTn1SN2nLLLVdeeOGFernrddLkhu2YvJHhCZA2ECAMtMEGG1SN7OGHH14vdbVOnF69ldPH09yYAyR+WbENpVl9MLHiWKxitskmm1RrKMeDyPhz1VVXLXvvvXe55ZbO7l/fVQHy17/2z6z7jnf097KKbcUVS/nyl0v5y/hOzDZZ/fa3v63Wp379619fHnnkkXq5a3XiAk+tXMBqvMWD8diOPPLaeqnSqNcNtb+hWX0sRteyD6JZQDSr10XvldVXX33Gvxtq62RdEyB33FHK4ov3PyQfbItavIYx22233arzdpdddqmXulInLzHbiiV0J0KjoY9Zde+5Z+Yvb0MFwVD7G5rVx2LMLXGzBr1ZfaC4RxxXGfH6RRddtBx99NFl6tSpVTfBRx99tNx0003liCOOKCuttFL9n3aUrgiQ6Kmy7LL9QRHH8xe/KOWpp0p5+ulSLrywlJVX7q/Fa3qgV0u7PfbYY2W++earrkRuvnl8lhttl+jltHjfl4v4nF58cedNHPmPf/yjTJkypXp/x8f0O12i0dDHtvvuM3e6GCoIhtrf0Kw+FiNr2YfRLCCa1Qc69thjq9cuscQS5eGHu3eN6a4IkL4grgLibW/rD4662PfWt/a/5sgj61USjuw7jnF+r7vuuvVSVzn44IOrn+MDH/hAvdQxrrnmmuo2Vtz6nh7T8HSBRkMfi0LFn5dfPnXQet1Q+xua1cdiZC37MJoFRLP6QI2HjSeffHK91FW6IkDWWac/HH70o3rlZY01z7u8wesUcatn+eWXr87xM844o17uCtOmTat6OUVvp7vvvrte7ijbbbdddaw///nP10sdqdHQx6JQq69+XNl889OqpWrr9bqh9jc0q4/FyFr2YTQCotk2EtGbI147XhOxtUtXBMj88/eHw3BXeo1BhH2/F1rjggsuqM7xuMp+9tln6+WOt+2221bvf7/99quXOs69995b5p577jL77LOXP8R0PB1uYEP/jW9cXf39uONeHn81VBA09jfb2mFkLfsw6kEx1DYSMRgpXjuah3LxjGTrrbcu6623XsdscekcW31/ZvtM33ZV31bGsm28cSmXXfbKA9d3rKtwGO5Yx7iFeE28lpZ5//vfX53nMciw/vvu5C0eSsf7XmihhareTt3gq1/9avWeF1xwwZl+ntFuG2/8ob4A/VrZZZefj3nbbbdzy8UXv3I56IEN/fTpz5UNNvh+NedVzH1Vrw9UD4qhtnaYpb5jtJoFRLP6QJkrkDPPPHOmsJpM2xp929l9WxnrtueerzxwI7kCid9DvMYVSEtFt974glH/XXfL9sUvfrH+I3WsZ555psw555wz/QyZbc4539x35bjjTA1zdvvc5y54xXtt7G8444zfVf+7scJlvd4w1P6GZvWxmKW+Y7QaB3cozeoDrb/++tVrR/sM5Lbbbuv7gn1Zx2xx2TzHHHPMtD+z3di3Pdq3lbFsv/51/2qCA3kGMqF+//vfV7ezLrus//fcDdull15arrjiivqP0vGiB+e55547088z2u2KK67p+yjdWa2/Mdbt5psf7LvAf+kV77Pe0MdcV9tsc2a177rr7pup3jDU/oZm9bEYWcs+jGYBUa9fcsklZcMNN6xmKo0BPzvssMOMK45jjjmmeu2SSy7Z1QOuuuIZSKMX1vLL93fdrYt9UYvX6IUFbTdYQ98Ijg9/+IxB62Go/Q3N6mMxdMs/QvWAqKvX4yrjrLPOKvfff391H/WQQw6pel+FGO+xyiqrVK+PWTUjUO65555qfEj0o4/+89EVcuUYo9DBuiJAIiCWWaY/IGKd8xj7EftizEf07W+sfW4cCIyLoRr6vfe+cEZtsPpQ+xua1cdi6JZ/hOoBUdes/tRTT1XdAhvuuy8St38w4XBbJ+uKAAkxyrwvqKugGGyLmpHoMC6Gauhj6vY11jhuyPpQ+xua1cdizC1xswZ9uPrTfd94DzvssLLZZpu9Yn9ccZx44onVEpnR4yPmwoo/I1j22Wefcuutt77i9Z2mawIkxHxXBx7YP/9VBHlsK6xgLiwYZ8M19DE/1lD1ofY3NKuPxeAt+zhoBEsEw1133VUvd7WuChCApAkLkBBTDMTiL2uvvXa91NUECNALJjRAQoRIdHudTAQI0AvGPUC23HLLalbdmMYh5tWJlczqz0C6nQABesG4B8g555xTTbUco0Ojq+6uu+7aMauZtYoAAXrBuAdILxAgQC8QIG0gQIBeIEDaQIAAvUCAtIEAAXqBAGkDAQL0AgHSBgIE6AUCpA0ECNALBEgbCBCgFwiQNhAgQC8QIG0gQIBeIEDaQIAAvUCAtIEAAXqBAGkDAQL0AgHSBgIE6AUCpA0ECNALBEgbCBCgFwiQNhAgQC8QIG0gQIBeIEDaQIAAvUCAtIEAAXqBAGkDAQL0AgHSBgIE6AUCpA0WXHDBMt9889V3A0wqAqQNTjvttHLKKafUdwNMKgIEgBQBAkCKAAEgRYAAkCJAWuTFF18s3/ve98omm2xSFl544TLbbLNVf6666qpl7733LrfccssrXj/LLLNU21Ca1QEmmhaqBR544IGy+uqrz2j0h9oGGmzfQM3qABNNCzVGL7zwQnWVEY39oosuWo4++ugyderU8vzzz5dHH3203HTTTeWII44oK6200iv+XbOAaFYHmGhaqDE69thjq4Z+iSWWKA8//HC9PKRmAdGsDjDRtFBjtMEGG1QN/cknn1wvDatZQDSrA0w0LdQYLbDAAlVD/9BDD9VLw2oERLMNoFNpocZo1llnrRr66IU1GvWgGGoD6FRaqDEa6xXIUJrVASaaFmqM1l9//aqh9wwE6DVaqDE65phjqoZ+ySWXLI888ki9PKRmAVGvX3LJJWXDDTcs8847b1lkkUXKDjvsMOqrHoBWGroFY0RivMcqq6xSNfaLLbZYFSj33HNPNT7kscceKzfffHM58sgjy8orr/yKf1cPiLp6Pa50zjrrrHL//feXJ598shxyyCFVDzCAiTJ0C8aI3XfffTMGEw63DTTYvoGa1Z966qky11xz1XcDjJuhWyhGJa44TjzxxLLRRhuVhRZaqJoLK/6MYNlnn33Krbfe+orXNwuI4epPP/10Oeyww8pmm21WLwGMm8FbKDpWI1ginO666656GWDcCJAuNH369HLQQQeVtddeu14CGDcCpEtFiMw999z13QDjRoB0iS233LKa2ffZZ58t06ZNK7vvvrtnIMCEEiBd4pxzzilTpkwpc845Z9VdeNdddy2PP/54/WUA40aAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgJT/B1EfPN94YwqFAAAAAElFTkSuQmCC)
PN: 4H56-1-712
CAS: 1023595-19-8
Molecule Weight: 254.374
Formula: C14H26N2O2
![6-Amino-2-Boc-2-azaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H58-1-BY
CAS: 1363382-19-7
Molecule Weight: 254.374
Formula: C14H26N2O2
![tert-Butyl 2,9-diazaspiro[5.5]undecane-9-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AR
CAS: 1279866-58-8
Molecule Weight: 290.83
Formula: C14H27ClN2O2
![tert-Butyl 2,9-diazaspiro[5.5]undecane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-732
CAS: 189333-03-7
Molecule Weight: 254.374
Formula: C14H26N2O2
![cis-5-Amino-2-boc-hexahydro-cyclopenta[c]pyrrole](data:image/png;base64,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)
PN: 4H56-1-633
CAS: 863600-81-1
Molecule Weight: 226.32
Formula: C12H22N2O2
![2,9-Diazaspiro[5.5]undecane-2-carboxylic acid, 1,1-dimethylethyl ester hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AS
CAS: 1023301-88-3
Molecule Weight: 290.83
Formula: C14H27ClN2O2
![trans-5-Amino-2-boc-hexahydro-cyclopenta[c]pyrrole hydrochloride](data:image/png;base64,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)
PN: 4H56-5-9Y
CAS: 1630907-13-9
Molecule Weight: 262.78
Formula: C12H23ClN2O2
TSCA: Not listed on TSCA inventory