![tert-Butyl 1-oxo-2,7-diazaspiro[4.5]decane-7-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-851 |
| Purity | 98 % |
| CAS | 923009-50-1 |
| MDL Number | MFCD11227060 |
| Molecular Formula | C13H22N2O3 |
| Molecular Weight | 254.33 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-851
CAS: 923009-50-1
Molecule Weight: 254.33
Formula: C13H22N2O3
![tert-Butyl 1,3-dioxo-2,7-diazaspiro[4.5]decane-7-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABOJAAATiQFxzevMAAACf3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi7GNjaFKUlWtJk3qNmntpL2bXOK2SAEqoEn67fc3pG1IMghBZ9/d7/xwPjO/3BVr2ri6yatyEQjGA3JlVq3y8mkR/L7/OkuCy+U8gxMcy2YRPLfty0UYbrdblj27wu6qkmVVEfT2i12TD3y2Eavqp1ByLsI/32/vOmaWl01ry8yBavKLplPeVpltu1n8Z4iwsPUmL8PePSzqTR/tr+T+z9muWQWfa7mG7QooPeZrR49VXdiWNpIz/PkXenKlq23rVvTwBnXEFNa+nH+/qbLXwpUtmj5Cntn1XVu/ZlAU1dplrwiGxrebRVAIALatiqu6tm/kW15tBVlJNiKryGqyMVlDNiGbkhUcL+wCDgIeAi4CPgJOAl4CbiJFDtbOT+L+7cVhJdQ/P7v3B10fPH0fFmylXAQJ0zJNyDCjIWKmZCwoZTyNNHppAqVmSkEoFptPMVRGTEQQkkUxhGAqVjFh1/CjmWBS6ZRm+/7eKliquN6TAb1hLjETXBnENAbL1kwrCOwyh8B2R0a9i72LBBAZDGSMH4gzHaP7Lj/VyhyMD5lyLTEBrbiPwQWsCJxgOn1EZCn8SNNy/lCVq4Mm5atF8CCCLn+/3GMj9ykMqKpXrkZV+ADe9RCQQ8AnfByITgA1DqgTQI8Degj4ozcOxEPAH9QPQJ4DzAmQjI+QDAFfBONAOgS6khknvH2Quq7EJpjjdHclOcEcZbwv4QnmKOl9yU8wR3nvr4jxvAh9hplIvjjKfn8FTTDmzB5MMUdnoL/mJtaTnhln4uRIfnLWziPhwQUQvt/paJ7c9+HBxyDEJ3D5DxvsEMePC8foAAA02ElEQVR4Xu3dCbxV4/7HcUOTlEqUoZQGhTLeikyJaDBnyJybWbh4Ifca6kaipHL9kSI3hYqbIam4IUIZMoQKKUPSPEfx/Pf3WXdv5zzOPvuc5+x99lp7f96v13rF/q1zzj77nLO+e631PL9nKwMAgIet3AcAACgJAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQACiB33//3YwfP96cdNJJZpdddjGVKlUydevWNQcffLC5/vrrzezZswvtv9VWW9ktmVT1KIj2sweAcrBmzRrTsWPHxEE/2VZQUY8VlKoeBdF+9gBQDnTWoYN9rVq1zMCBA838+fPNL7/8YpYuXWo+/PBDM3jwYLP//vsX+phUAZGqHgXRfvYAkGGTJk2yB/oaNWqYL774wi0nlSogUtWjINrPHgAyrFu3bvZA369fP7dUrFQBkaoeBdF+9gCQYQ0aNLAH+tKcfUiqgEhVj4JoP3sAyLAqVarYA/3GjRvdUrHiAZFqi7JoP3sAyDACJLloP3sAyDAuYSUX7WcPABkWv4l+9913u6VipQqIVPUoiPazB4AMiw/jrVmzppk7d65bTipVQBRVnzFjhjnrrLNMvXr1TNWqVc1ee+1lbrnlFrNq1apC+4VF8u8OAGDFJxLuuOOOZtCgQebrr7+2EwmXLVtmPvroIzNkyBBzwAEHFPqYogKioKLqbdu2NSNHjrRBtWnTJrNgwQJz+eWXm/bt2xfaLyySf3cAACubrUxWrlxptttuO/fhUEj97AEAtpniuHHjzIknnmibKVasWNHUqVPHNlO84YYbzMcff1xo/1QBkar+22+/mUWLFplrrrnGnH766W45FJI/ewBAVhQ8q2nevLlZvny5u0soECAAEEK//vqr+fTTT02HDh3M+eef75ZDgQABgBD78ccfTfXq1d2HQ4EAAYAQ00is2rVruw+HAgEC5IBUN2RT1YtT2pX4csWVV15pDj30ULN+/Xq3lDHHHnusmTp1ql1nZO3atXZeiIb29urVy901FPx+owCESqqASFVPxmf4ai547bXX7Pel4bPr1q1zyxmjr3vcccfZSYuac9K6dWszfPhwG+JhlHs/eSAPpTqQp6on47MSX9Rt2bLFtGzZ0n7ft99+u1tGAaX/jQIQOqkCIlW9KL4r8UXdgw8+aL9vtRMpz8tXUVS63ygAoZQqIFLVi+K7El+UrVixwt6w1vc9evRotwxH6X6jAIRSqoBIVS+KbxvzKNOsb33PunEd1vsOYVK63ygAoRQPiFRbafgupBRVc+bMse1JttlmGzNr1iy3jCKU7jcKQCi5QZFsK418CxCNftL3e9FFF7klJFG63ygAoZQqIFLVi5JPl7BeeOEF+71qxvfixYvdMpIo3W8UgFBKFRCp6kXxXYkvajQsuWnTpvZ77d+/v1tGMUr3GwUglFIFhFsvycp3vivxRc2AAQPs99m4cWMbJii55L9xACLDDQiXWy/pync+K/FFyU8//WR22GEH+z1OmDDBLSOF5L9xACLDDQhXqroUtfKdTyuTs88+23Tv3t0sXLiw0ONh1KNHD/v81YMKpVf8bxSASCjqQF5QcfVUK9+VZiU+nZ3E39ErjO64447Qzub+4IMP7JDdChUq2HU3UHpF/0YByAsFzyLStfLdV199ZU455ZTE561fv74ZM2aMu1vWHX744fb5XXXVVW4JJUSAAHkuUyvfvfrqq2bfffdNBMlhhx1m3n//fXe3rHj66aftc9K9nXSEZr4iQABYmVj5bvPmzeZf//pXor+ULhn99a9/tTevs0WX1PbYYw/7fB544AG3jFIgQABYmVz5Tu/ye/bsae836MCt+yT33HNPVobN9u7d2z4HnR0p4OCPAAHyULZWvlO/KX3t+GWtJk2amOeff97dLWM0WEDzXvS1p0yZ4pZRSgQIkIeyvfKdQkPhEQ8ShYrCJdM0xFhfT/NbUHYECICs0OUrXcaKD/vV5S1d5srUTe233nrLbL311qZy5cp2ZUWUHQECIKt0Q1031nWDXUGi+zBaFTCd9yc010XzVvT5b7rpJrcMTwQIgFDQEF8N9Y1f1mrRooUdCpwOI0aMsJ9TEyE1ux7pQYAACBUtJavJh/Eg0aRETU70pcCoW7eu/VwKEqQPAQKUhW46jx1rTOfOxtSpY0zFisG/nTpptlpQR6lprobaoKgdig78um+hEWI+Zw+6ZKXPoUtYupSF9CFAAF9r1wbBETs4Jd0UJNoPXtSQMb4uSfwS1OOPP17i0WK6Wa7w0c1z3URHehEggK+uXYOQqFnTmMGDNclAfUGM+e47Y4YMMaZWraCu/VAm06dPNwcddFAiSFq1amXefvttd7c/ibej1/BdpB8BAviYOjUIh+23NyZZJ1c9rrr2S9PN4Hymy0+aq6JOwPEgOffcc2N5/Z27q6WJgtpHEwc1gRDpR4AAPs45JwiG3r3dSmGqa7/YgQ7psXr1anPjjTeaSpUq2YDYPhbSffr0MRs3bkzsoyHA8UaOal2CzCBAAB8NGwbB8NlnbqUwnYVov0aN3ArKaN68eeaEE05InI00aNDAPPPMM7Y2dOhQ+5iaJm7YsMH5SKQLAQL4qFIlCIYC73qLpIOX9nNW+kP6TJ482ey9996JIDn00ENNjRo17H+rbTsyhwABfJQ2QKpWdStII12y0vrstWrVSgSJQuTnn392d0UaESCADy5hhZJGa2nIbsEQGThwoF00C+lHgAA+NCxUwdCnj1spjJvo5eqYY46xwXHaaaeZ9u3bJ4Jkr732Mi+99JK7O8qIAAF8TJ4cBEO1agzjDYn//Oc/NizU3XfJkiX2seeeey528tcoESTHH3+8+eKLL5yPhC8CBPB18slBOGjCoCYOaj6CLpV8/72GATGRsBxt2rTJNG7c2IbEgAEDCtXUNr5fv352uV7VK1asaK699lqzcuXKQvuh9AgQwJf6MsXe0dqQSLZ17Egrk3LQv39/Gw5NmzZNukyu1ny/8MILE/dIdtppJ/Pwww+bLVu2uLuihAgQoCzUk0lDRRUUO+9sTIUKwb/6/6eeopliOVi8eHHi7OLFF190y3/y3nvv2aG+8cta++23n5k2bZq7G0qAAAEQad27d7dBoPsbpTFq1Ciz++67J4Kka9eu5ptvvnF3QzEIEACRNXPmTLuSoe5r+Kypvm7dOnPrrbeaKlWq2BBR595//OMfZi2XHUuEAAGyYfFiY15/3X0UpaCW7m3btrUH/muuucYtl8qCBQvMGWeckTgb2W233cwTTzxR4rbx+YoAAbIhdrCyN9n/17sJpaeVC+M3w1esWOGWvbweC/UDDjggESRt2rQx7777rrsb/ocAAbLhgQeCAGnQIGh3glLRioX16tWzB/n/+7//c8tlorbxw4YNMzvvvLP9/Bq1dcEFF5gffvjB3TXvESBANmzebMw++wQhkmo2O/7ktttuswf3li1bZmwYruaJXH/99fb+ir5WtWrVzJ133mnnnCBAgADZMmVKECCarc6CRyX27bffJtZKf+2119xy2n355ZemU6dOictae+65pxk/fry7W14iQIBM+PhjYxo3Di5VFeekk4IQYcnVEjvzzDPtgfzUU091Sxn18ssvm2bNmiWCpF27drEf88fubnmFAAEyQTdeFQzqlaXWJsnMn29MpUrGbL21MW+95VbhePONN+w9CQ23/frrr91yxqmr76BBg0zNmjVtiGy77bbmsssuM0uXLnV3zQsECJApXboEIXLeeW6lsBtvDPb7y190B9et4n9+j7029xx4oDkw9lrdcsstbrlcKTAuvfRSGyAKEgXK/fffn3dt4wkQIFPmzv3j7OKdd9zqH1avNqZu3SBEHnvMrSJu2DAzJ/Yajdp1V7MxJBP9Zs+ebS9lxS9rNW/e3EyaNMndLWcRIEAm3XBDEAytWxffF2vEiGC/XXYJmjSisFWrjKlTJ3iNRo50q1k3btw407Bhw0SQdO7cOeklNk1O1E34k046Kfbj3iX2HqNS7P1DXXPwwQfbUV8KpYLinzOZVPVMys5XBfJFSQ98unQVO4DY/W66ya2ipEGcRRs3bjR9+/Y122+/vT2gH3fcce4usfcGa0zHjh0TB/1kW0FFPVZQqnomZeerAvlk2LDg4LfbbsW3dp8+PbjcVbmyMV995VbzV8FLgTNmuNXQ+f77702vXr3sAlcunXXoYK+127XU7vz58237ed1T+fDDD83gwYPN/vvvX+hjUgVEqnomZeerAvlEZxcHHBCESKqbv926BftpsSoESjoYIeR0b0QHeq3TXppVEVMFRKp6JmXnqwL55o03/ji7SHJt3Fq40JiqVYMD5tSpbjX/6Ia0XgtNtixuOHQEdIu9OdCBXqsjlkaqgEhVz6TsfFUgH515ZnAwTDUBrnfvYL999w1anuQrDYnde+/gtejb161GToMGDeyBvjRnH5IqIFLVMyk7XxXIR99+a8x22wUHxOJacKxfb8wee9j9NqWayZ7LBg8OXquGDXWH2q1GTnzNEd1sL414QKTasiE7XxXIV7fdFhwUW7Y0prgmgE89Zd6M7Tdoxx3NmuXL3Wru08zuWrWC12rcOLcaSQQIgLJZt86YevWCA2OKNuS9Dz/c1Ivt17NnT7eU+y6/PHiNjjrKrUQWl7AAlN3o0cHBcaedjClmIaT333/fLtdaoUIF89lnn7nl3KUGhdtuG2zOpLooi99Ev/vuu91SsVIFRFH1GTNmmLPOOsuumVK1alWz11572fYvqzQvKY2SPysAmaGJcG3bBiGSYinWHj162IPDscce65ZyV7t2wWtz6aVuJdLiw3jVN2uu5raUUFEBUVBRdS31O3LkSPt1tH6Jluy9PHZW1759+0L7lVXyZwUgc2bONLHTC/NOxYpm2Zw5bjXhp59+MjvssIM9QEyYMMEt555nnw3CI3aQNT//7FYjLz6RcMcdd7RdfdXuRBMJly1bZj766CMzZMgQu6RuQUUFREGp6nFaIEvrqKRT6q8KICNe797dnB/7w7/w+OPdUiH33nuvPUA0btzYHmxylm4u77lnECCxg2suykYrEy3Ru2jRotjJ7jXm9NNPd8tlkvyrAsioZYsXm+rVq9s//hdffNEtJyg0mjZtave755573HLuePXVIDyaNQvmgOQoNVNU88UTTzzRNlPUkrl16tSxzRRvuOGGPy1SlSogiqsXDCV1Cl6e5hF9RX9VAOWif//+9o9bAVHc2cULL7xg91PgLI4FT07S/JfY62E++cStoAy0Rsmnn35qOnToYM4//3y3XCYECJBFusGpS1MKhwEDBrjlQtTdVftddNFFbglI6ccff7RvQNKJAMkHGvUzdqwxnTsHrcVjp8z2306djHn66dC2x84X6tqqYNDN8iVLlrjlhDlz5tghvRraO2vWLLcMFEsjsWrXru0+XCYESK5T+3AFh66RJtsUJMW1GUfGHXPMMTZELr74YrdUyNVXX2330zBNXUsHiqJh31OnTrVt4tfG/rY1L0S/M2ozn04ESK7r2jUICQ2LVG+hRYuCG5TffWfMkCF/tIvQfsgaXaOOn1188MEHbjlhxYoV9l2kQmTMmDFuOZw4Ay53r732mr3kqTknGjLcunVrM3z48LS/6SBAcpnagSsc1Ao7doAqkh5XXftpFAyy5qqrrrLBcMQRR7ilQh588EG7X/369c163XgOM86AcxoBksvOOSf4A1V78OLE24efe65bQTnSZDK9W1Q4PK135kls2bLFtGzZ0u53++23u+Vw4Qw4pxEguUxtsPXHmaqPks5CtF+jRm4F5Wzo0KE2GPbYYw+zYcMGt5zwauxsUftpZvFCLUIVRpwB5zwCJJdVqRL8YaZqH60DlfZLc5sDlN7mzZvNvvvua8OhT58+brmQU045xe53phaqCiPOgHMeAZLLShsgWkoVWTdlyhQbDOqiqhYUyaiPUuXKlc3WW29t3nzzTbecfZwB5zwCJJfxBxxZ8aZ7Z599dqHHNZqmYezn2q5dO7vpUpf20wSx+GMl3frHtq/U+TZdm7rnFhzlU9o3MJwBR85W7gPIITr46A8zxaUQLiGEz/z5802lSpXs2cVbb71lH1M3XoVFurbusW12bDPp2hQYWjArrrQBwhlw5GzlPoAcMnly8IdZrRo3MSPoxhtvNDrQq8melkGNtzzRug7Tpk1LbOPHjzfPPPNMocdKsn0R29bGNpOubd48UwhnwDmPAMl1J58c/HFquKSGTWr4pIZRfv+9hvwwjDLE1Pq7bt26NjTUhlv/pmq6GCqcAec8AiTXxQ5CRutNxC8zFLV17MhErpAaMWKEDQ5dytK/6sobGZwB5zwCJB/oxqYmpikodt7ZmAoVgn/1/089RSuJENNiQPHWJS1atHDL4ccZcE4jQIAQU9dd9cfSpuG9kcMZcE4jQICQUuM7dVDV2YeWI40szoBzFgEChNTo0aNteOgSlrrwAmFDgAAhpC679erVswGi7rtAGBEguWbOHGNef919FBGjLrsKD3XdVfddIIwIkFzy22/G7LGHMdtsY8zq1W4VEfHtt9/aLrsKEC0MBIQVAZJLpk8PRrXsvjs3JiNM3XUVHqeeeqpbAkKFAMklf/tbECA9e7qVPyxYYEyPHsZ8841bQQioq64mDarLrrrtAmFGgOQKnXHo8pUCRH2JkrnwwmAfTeJCqGjS4IEHHmjPPnr16uWWgdAhQHLFe+8FwVCnjtY8dasBzQCOz/z9+GO3iix79NFHbXjsuuuuZi0T6xABBEiuuPnmIBi0JkMyr7wS7NO0qVtBlq1evcbsssvuNkBGjhzploFQIkByRZMmQTiogV0yl1wS7MPlkdDp129s7OSxvTnyyJPsDHQgCgiQXDB7dhAMO+4YXKYqii5rqX2E9ps5060iixYuXGUOOeRRs+++vc0HH8x3y0BoESC54LbbgmDo3t2t/OG//w32adDArSDLrr12kjn44EfMrbcy5wPRQoDkgn32CcKhuLUirroq2Oe669wKsmjGjO9seBx++AizZEmB5WCBCCBAou7zz4Ng2GEHYzZtcqsBXVPfbbdgv/+tr43s27z5N3P66c/YABk+/AO3DIQeARJ1ffsGwaDlQ5N5++1gH4WI2p0gFMaM+dSGx4knjjG//JJk6DUQYgRI1B1wQBAO48e7lT9cf32wjy5jIRRWrtxojj56pA2QqVOZcY5oIkCiTK0uFAxVq6r/t1v9Q8OGwX66kY5Q6Ndvug2PSy4p5r4VEHIESJTde28QDMWtJz1rVrCPhvAmm6GOcjVv3nLTqtUwu82du8wtA5FBgERZmzZBOIwZ41b+oEmD2ufii90KsuSyy160Zx933fWmWwIihQCJqNWLFpmntt7afFi5svm9uLU/1LZEATJpkltBFrz22jc2PNq1e9ysWLHRLQORQoBE1EODB5u/xIJhwAknuKU/qGGiwkMNFJPNUEe50UgrjbhSgDz5JM0sEX0ESEQdccQRRo33Hn/8cbeUsP6OO4IAueACt4QsGDHiQxsep532jJ0DAkQdARJBixcvNttuu62pWLGiWb58uVtOGNyihXk8FiDLn3/eLaGc/fzz+ljoP2YD5K23FrplIJIIkAh66KGH7NnHcccd55YSvvzyS1Mptk+b6tXNrxu51p5tt98+zYbH1Ve/7JaAyCJAIujYY4+1AfLII4+4pYS77rrL7tOtWze3hHL222+/2267bdo8ahYsWOmWgcgiQCJm2bJlpkKFCvYS1pIlS9xywkEHHWQDZOzYsW4JWfDKK/PNG2986z4MRBoBEjEjRoywwXDUUUe5pYRvvvnGbL311qZq1apm3To6vALIDAIkYjp37mwDZOjQoW4pYcCAAXafU0891S0BQNoQIBGyatUqU7lyZXt28f3337vlhEMPPdQGyJNPPumWkGa6Ma7t5JOfMlu2/HlobrwO5CICJEIUCAoGBUQy3333nQ0YBY0CB5kVDwhtEyZ84ZYJEOQ0AiRCdElKATJw4EC3lKBLW9qnS5cubgkZUDBANMvcnSBIgCCXESARoZvh2223nT270E3yZHRzXQGim+3IvHhAnHHGWPvvs89+XmQdyEUESERoOK6CQcNzk9GwXg3v1TBfDfdF5sUDYvLkr+y/nTuPLrS6IAGCXEaARMRZZ51lA0QTBJN5+OGH7T6aaIjyEQ8ITRaMr2/+zDOf/akO5CICJAI2btxoqlevbsNBLUqSUWsT7aNWJ1Hzyy+/mBtuuME88MADZuTIkWXeRo+eYJ599l3z4otz07bNmfOz+7QLBYQmC+q/O3YclTgLIUCQywiQCJgwYYINhhYtWrilBDVVVHNFXcJSs8WoufDCC+33mK5thx32NU2a9EwcwNOxHXvsE+7TTtREZyFduwZnIaNHf/KnOpBrCJAIuOCCC+xB8Q61Z09Cbd21z5FHHumWQk+BV61aNfv8jznmGNO9e/cyb1dc8Q9z002jTO/e09K2Pfdc6mG6L78cnIV06PDv2Jnj5j/VgVxCgITcr7/+amrVqmUPrp988olZvXq1GTRokA2KuXPnJvY74YQT7D5Dhgwp8NHRcNFFF9nnXlx34bByA0JnIaee+rR97IknZv+pDuQSAiTkJk2aZA+uu+yyi+nUqZOdIBi/TNOsWTOzZcsWGyrxGeqLFi1yP0WozZo1y2yzzTZ25NicOXPccugVFRATJ86zjx1zzBNF1oFcQYCElC7raFTV7rvv/qfr+61atUpc8undu7cZPXq0/e82bdq4nybUfv/9d9O2bVv73K+++mq3HAlFBUTBs5Ci6kCuIEBCRGcPgwcPtpen9K68YGi0bt3ajlCK98CaOHGiPePQTfP45MF7773X+YzhFg++2rVrmxUrVrjlSEgWEBq1RYAg1xEgWfb111+be+65xxxyyCGFAkMjqjp06GCGDRuWdN2P6667zu6rING/+lxRsX79elO/fn37vB988EG3HBnJAkJnIaec8lTSOpALCJAs0Kp0gwc/a1q1OrJQaOg+hm6Ga0RVSd6Ra+5EkyZN7MfWrFnTLYfa7bffbp93y5Yt7X0cANFDgJSTuXOXmYcempWYrdykydWmevXmdtGnrl272k67a9eudT8spenTp9vLWDoY655JFCxcuND29dJzfvXVV90ygIggQDLo00+XmKFD37NrRRS8Hn7EEY+Zm2+eYF588XV7KaesHnvsMXsw1kE5CiOZzjzzTPt8TznlFLcEIEIIkDT6/XdjPvxwsbnvvhmmS5fRhULj6KNH2slob765sFCzvXQ5++yzE5eE1PokrN58883EeiVRumdTVt9+u9IsWcLywsgtkQ+QVDcpk9Xjj5d1JTndLJ058wfTr990c/zxowqFhmYj33nnG+a9977/0zoR6aa5II0aNbIhcuWVV7rlUPjtt9/MgQceaJ9jr1693HLO0u/IUUc9bluhrFoV3nAHSivvA0RbaVeS+/XX38zbby8yffq8XmiymLZOnZ4099zzlnn//R/sgaM8vfvuu3b0lg7Q6p8VNo8++qh9brvuuqtZs2aNW85pl1zygv396N9/ulsCIosAObh0K8mpI6suR7kfP3jwO2b27Ow3MezXr589SGtuhZa3DQudIdWpU8c+N3XLzTdffrnUtGo1zLRu/aj56qvlbhmIpLwPkNKuJDd9+kL7uGYaP/jgTPP550vdXbJKl4nUkFAHak0w1P+HgVq16zlpFr1moOejvn3fsL87V1zxklsCIinvA8RnJbmwH/9++OEHs/POO9sD9j//+U+3XO7mzZtnKlWqZG+ez5gxwy3njeXLN9h7Ifq9mjZtgVsGIifvAyRXV5J76aWX7AFbTQrfeustt1yu4p2Czz33XLeUd/7974/t75UGb2RiNB5QnnImQFJtroKP5+pKctdee609cDdo0MCsXLnSLZeLV155xT6H7bffPlT3ZLJFAzDijRYff/wjtwxECgFicncluU2bNpkDDjjAHsBPP/10t5xxmzdvNnvvvbf9+n379nXLeUtzgfS7pQmlS5eWfSIpkC05EyDJJKu7j+fqSnJffPGFffevg7gaM5YndRbW123YsKHZsGGDW85rPXtOtL9fmlwKRBUB8j+5vJLc8OHD7YFcfbc+/7zwaLNMWbp0aWIlxbFjx7rlvPfNNytNmzaP2qG9GhoORBEBUkAuryQX7z+13377lUurkyuuuCIxlBhFGzjwbfs7dtFFE0I/sg8oCgFSQC6vJLdq1Sp7KUkH9Z49e7rltPr4449th2BtH33EjeJkVq/elHizokuoQNQQII5cXklOczA0rFfDe59//nm3nDZHH320DapLL73ULcExbtwc+3umFjgbNmx2y0CoESCOXF9J7s4777QH95122imxPG46Pfvss/bz16hRw/z8M9f2U9Hv21lnjbO/a1ovBoiSyAcISketTeJnCPo3na1ONGx4zz33tJ/7vvvuc8tIYtasH2yAtG07wvz4Y+kXFQOyhQDJQzrz0BmIDvQ6I0mXeCPHZs2amV9//dUtoxg33jjFhsjNN091S0BoESB56oUXXki0OklHfyr136pWrZoNkIkTJ7plpPDDD2vMoYcONwce+ICZOfMrtwyEEgGSxzQaKz7RT6O0yuKCCy6wn6tTp05uCSU0aNBkU7/+mebII89O66VFIFMIkDym+SCaF6IDv+aJ+HrvvffMNttsYxez0sx3+Fm3boPZc8+g9Ux5dw0AfOR1gMyfv9xeOshnmpmuGeo6aGnGemlpbY9DDjnEfvzf/vY3t4xSeuKJJ+xrqcW3ynpWCGRa3gaIxtzrmnOXLqPdUt7Ru10dtNQzq7RnEKNGjbIfq/VHstXxN5cokFu3bm1f0+uvv94tA6GStwGyYsVGO+pFHVFhbLdeHbTUvVfDcUti3bp1Zvfdd7cf9/DDD7tleHrnnXfsAActwvXll1+6ZSA0CBACxNLZg9YNURhcc801brlI//jHP+z++++/v9myhcWR0um8886zr22XLl3cEhAaBAgBkqCVC+OtTl588UW3XMiCBQtMlSpV7EFu2rRpbhllpLk68WHRkyZNcstAKBAgBEghWkM9fk9DczuSiV/y6tq1q1tCmsTbzjRv3pyJmQglAoQAKUTzD9SCXQeu9u3bFzkfQWccqusMRGciyAwNs453UL7//vvdMpB1BAgB8idau7x27dr2wKX2JAXpXofueaimeyDIrHHjxtnXumbNmnaRLiBMCBACpEgTJkywBy5NDtSooDiNttLjGn2lUVjIvHbt2tnX/PLLL3dLQFYRIARIUldeeaU9cKnDria1aaSW7o3osX//+9/u7siQ2bNnJxbo0mJdQFgQIARIUroG37JlSxsY3bp1M9ddd539b80814Q3lJ/LLrvMvvY6GwHCggAhQIo1Z84cs91229mDl94Bq+fVu+++6+6GDNPiXLoPop/D+PHj3TKQFQQIAZLSQw89ZA9c2jp27OiWUU7uvfde+zPQ6DcgDAgQAiSlAQMGJAKkQ4cObhnlpE+fPvZnsMMOO7glICsIEAKkWLNmzbI9meIjsvQvM8/LX8GZ6S+//LJbBrKCACFAklqzZo1p2rSpPWhdcsklhXpfFTXBEJlz/vnn29e+c+fObgnIGgKEAEkqvsrg3nvvbdavX2/Wrl1L990soDsvwooAIUCKFF/nQzdsC8490PwPPc76H+VDw6XbtGljX3PWB0HY5HGArDctW/Y3hxwyyC3lva+++sreqNVB64EHHihUK7gCoeaFILPiKxQqsFmhEGGTtwGybNlKU6fO0aZRI9ZbKEhdX1u1amUPWieeeKJbtjQPhDXQM0+XDHfbbTf7s3jkkUfcMpB1eRsgmpilP8zq1au7pbx200032ddF9zqWLVvmlhPi90c6derklpAmf//73+1rrFUiGbSAMCJACJCEKVOm2DMLbf/973/dciFaKyQ+rHTixIluGWX0zTffJBbsev31190yEAoECAFiLVmyxOyyyy72NSlpm/a77rrL7t+sWTMWPEqz0047zb62Z5xxhlsCQoMAIUDsjXFditLrceihh5rNmze7uxRp06ZNtlOvPm7QIAYjpIvO/vSaqgfZAhbsQogRIASIue++++xroWZ9pT1gPfvss4mP1WuKstGCXfvtt599TW+99Va3DIQKAZLnAfLBBx+YypUr29fimWeeccslcvTRR9uPv/TSS90SSineuLJevXos2IXQI0DyOEA0THSvvfayr0OPHj3ccolpomF8waOPPvrILaOEVqxYYXbaaSf783jyySfdMhA6BEgeB0j37t3ta9C8efMyv9vVcqv6XEcddZRbQglde+219jXUfSgW7EIUECB5GiCjR4+2378uX6XjrGHp0qWmVq1a9nOOGzfOLSOFzz//3E7M1BDqmTNnumUglAiQPAyQr7/+OtGqZMiQIW7Z2+DBg+3nbNiwoV0OFyWnhbr02l144YVuCQgtAiTPAkTzNeLN+U444QS3XCb63Orcq8/dt29ft4wkXnrppcTv4o8//uiWgdDK2wCZMGGC/aOtUKGCW8ppvXr1st+3eizpslO6TZo0yX7+7bff3i6ChOL98ssviYEMd999t1sGQi3vAkTj7G+77TY7YijfAuTVV19NtCp57bXX3HLadOnSxb625513nluCY+DAgfa1atSokZ2YCURJXgXIwoULzWGHHWb/YLVATz5dwtIlu1133dV+z7fccotbTqu5c+faxY/0Gs+YMcMt43/UPqZGjRr2Z/Lcc8+5ZSD08iZAxo8fb2dL64+1bt26dtJcvgSIhoTGzwq0lkdJW5WUxQ033GC/XuvWrRmSmsTFF19sX6P27du7JSAScj5AtBSr1vPWH6q2448/3vz00095dRM9PjpK73bV5bU8aPGjOnXq2K87cuRIt5z3PvzwQ3spUZdQP/nkE7cMREJOB4hmSO+zzz72IKYx9rreHH83HA8QzYPQCny5SnM84q1KnnrqKbecUcOGDbNfV5fONOsdfzjyyCPta3PllVe6JSAycjZAtBRrfD2FJk2amFmzZhWq6x1y/KxE2/7772/69OljJ3TlCs0uV6t1fX8XXXSRW844LYJ04IEH2q+v0V8IxC+f7rjjjsUu2gWEXc4FiP4gtRRrPBi0ct6aNWvc3SwNmzzmmGNM1apVC4WJ/l+dUHWZIcr++te/2u9HIVLWViW+3njjDXszXWdBmsCY7zZs2GAaNGhgfy7pnMQJZENOBci0adPsUqz649S9jVGjRrm7FEl/1HfccYddf6FgkGjT8Eot8/rOO++4HxZqTz/9tH3+OnBnOwjPPPNM+1xOPfVUt5R3dJar10KXVstjMAOQSTkRIPpD1Cp68bkdrVq1KvF9Dc2eVkDohqY+VqOGHnvsMXvJR5cYCoZJ/fr1zTXXXGPfVYd5ZJFulMeHh95///1uudx9++23iXDO5PyTsPvuu+/sBEu9DpMnT3bLQOREPkC0AJK6l+qPUiFw4403lnh5VV1SUWDEP/bvf/97oXeF+m9NvtM6Fxr6WzBMtPzrZZddZutheiep56KhunqOnTt3Dk3QafKmnlPLli3tZM58dM4559jXQJdYgVwQ6QDRzcj4O20d0KdMmeLukpS60cYbCqqtR6p3xroh/Prrr9szEC32UzBMateubc9YJk6caFtTZJNCUM9JI5/CtEKghlPHX7cHH3zQLee8t99+294L0gTLefPmuWUgkiIZIL+sW2f+1qNH4gCuTqaa1VsSGk6qjqfxj1VDQZ+eUJphrbOd+Jrg8U2hpBYemlmseyvlSSEYb1UydepUt5x18RbyWjRJiyflC50F/uUvf7Hfu35ngFwRvQD56CMzo3lzc17sj1Hv5gYNGlTiyzTvv/++adq0qf1D1s3loUOHurt40bKwGrUVHzIb33S9WzeQx4wZk/FRUApBnUnp6958881uORT0c2rbtq19jjqTyxe6p6bvWZdBV69e7ZaByIpWgGjYY+zAH/trNP/Zay8zL3bgLgkduO677z4bOPpDVsvx2bNnu7ulxZw5c+xIm/32269QmGhOykknnWSeeOIJs3LlSvfDyiw+dFn3dEp6DygbNB9HZ0ia2KnXKtdpCLkur+pnM3z4cLcMRFo0AkSXmLR2ReyP0G4XXmh+L+HMZrUtiS/Wo039h3Q9vjxoJFi/fv0SN+rjm4JMLVV0QEnHfQqdSenz6vJZFOZaxJfSPe6449xSztHZoL7Xgw46yN5HA3JJ+ANEN7d32y0IjtgB0owZ4+6RlIZKxt/9qZHi2LFj3V3KjToB63Lb4YcfnugErE1Dj48++mh7Y/mHH35wPywlnUnFZ9zrHkMULF682M7T0XN+4YUX3HLO0BsIXSrVz3v69OluGYi88AaIhsaq7fg22wThEXsXb0r47lqXcHSzMj63Q9fdNRchLLTqnAJDwRGfu6JNBxoFjIKmJM9XZ1LxFQCjthRq//797fPWPalsj1zLlJNPPtl+j926dXNLQE4IZ4CoY2ybNkFwKEB0U7iEcy3mz5+fGPGig7NubodpnoZLN791KUuXtOL3aOKbJkTqEliySZHxduA6CEetWaEWT2rcuLF9/gMGDHDLkadRcPre1BZHZ59ALgpfgKhjbI0aQXjsuqv+Et09knpu1KjEpRHNOVBrkyhRg0fdZNfN9vhlqfimm/K6OR+/8azLcXpcoaPRZVEUX1ZY925KOgw7CvSGpUWLFvZ7U4scIFeFJ0A0zFUdYxUc2jp3Vs91d6+irVlj5p1/vrk49nEVYpsOwFHvcqphv2q/rmHA8fYX8U1zT+IBo9FlUXbsscfa76NHjx5uKbL+9a9/2e9JrW/Ka8AGkA3hCBA1+2vWLAgODdMtTf8mtWlv0sR+7PjYQfWFBx5w94g8TUjUxMTzYyEZnz2vTW1BSjoHJqw+/fRTu6iS7ldpPk3ULV++3HYm0M+nvNdfAcpb9gNEYVGpUhAeCpGSdo7VgVPXzitWDD52n33Mlo8/dvfKObrhrMtcumeS7N5I1Fx11VX2gHvEEUe4pcjp2bOn/V40GALIddkNEC0ypIO/Nl2+Kuls7cWLTewI+sfHXnqphiS5eyEidLmxVq1a9sCrNuft2rWL5Kb5PhpJp7OpqN6XAkojuwEycKAxDRoEN85LatIkY+rWDYKjZk1jxo9390AEXXHFFYlLc1HfDj74YPfbA3JSdgOkNNSe4/rrTewtXhAehx2m2XnuXogo3cvR2iUPP/ywGTlyZCQ39bzSSLlMtKoBwigaAaL213pXp+DYdltjbr/dmDxdUwIAwiL8ARJ7Z2eqVQvCo359LbLt7gEAyIL0B4hGR6nnlOZx1KkTjJLSv506aaHuoF4Sa9YYc+65f9woP+UUjZF09wIAZEl6A0TtNBQc8YN+UZuCJFXbjffeM6ZRo2D/7bYzJg9XsAOAsEtvgHTtGhz0NTpq8GBjFi0Kbn5/912wlketWkFd+yXz0kt/zO1o0UIzzdw9AAAhkL4AUc8qHfS33z75QV+Pq679Xn3VrQZGjQoaKF5xhaZgu1UAQEikL0DOOScIht693Uphqms/3d9IJkfbewNALklfgDRsGATDZ5+5lcJ0FqL9dI8DABBZ6QuQKlWCYNi40a0UpstS8ZvjAIDIyl6AVK3qVgAAEZK+AOESFgDklfQFyNlnB8HQp49bKawkN9EBAKGXvgCZPDkIBrUdKcswXgBAJKQvQOTkk4Nw0IRBTRzUBEJNJPz+e2OGDi3ZREIAQCSkN0DUv6rgQk9FbR07pm5lAgAIvfQGiKhZopomKih23tmYChWCf/X/WjiqpM0UAQChlv4AAQDkBQIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAODl/wGF/I8FOeusnQAAAABJRU5ErkJggg==)
PN: 4H56-1-850
CAS: 1160246-76-3
Molecule Weight: 268.313
Formula: C13H20N2O4
![tert-Butyl 1-oxo-2,6-diazaspiro[3.5]nonane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-852
CAS: 1160246-71-8
Molecule Weight: 240.303
Formula: C12H20N2O3
![7-Boc-10,10-Difluoro-2,7-diazaspiro[4.5]decan-1-one](data:image/png;base64,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)
PN: 4H56-3-9Q
CAS: 1228630-96-3
Molecule Weight: 290.311
Formula: C13H20F2N2O3
![2-Boc-2,7-diazaspiro[4.5]decane oxalate](data:image/png;base64,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)
PN: 4H22-1-36
CAS: 1706436-59-0
Molecule Weight: 330.381
Formula: C15H26N2O6
![tert-Butyl 2,7-diazaspiro[4.5]decane-2-carboxylate hemioxalate](data:image/png;base64,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)
PN: 4H22-1-79
CAS: 1523606-54-3
Molecule Weight: 570.728
Formula: C28H50N4O8
![9-Boc-1-oxo-2,9-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-230
CAS: 1198284-94-4
Molecule Weight: 268.357
Formula: C14H24N2O3
![8-Boc-3-oxo-2,8-diazaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H56-1-007
CAS: 169206-67-1
Molecule Weight: 254.33
Formula: C13H22N2O3
TSCA: Not listed on TSCA inventory