| Product Number | 4H56-1-S61 |
| CAS | 1349699-71-3 |
| MDL Number | MFCD20233198 |
| Molecular Formula | C12H22N2O3 |
| Molecular Weight | 242.319 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-S61
CAS: 1349699-71-3
Molecule Weight: 242.319
Formula: C12H22N2O3
PN: 4H56-1-LW
CAS: 199336-83-9
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-NQ
CAS: 454712-26-6
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-S56
CAS: 147081-59-2
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-QY
CAS: 194032-42-3
Molecule Weight: 214.309
Formula: C11H22N2O2
![2-Boc-2,6-diazabicyclo[3.2.0]heptane](data:image/png;base64,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)
PN: 4H56-1-187
CAS: 1204405-68-4
Molecule Weight: 198.266
Formula: C10H18N2O2
![6-Boc-1,6-diazaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-197
CAS: 1158749-79-1
Molecule Weight: 212.293
Formula: C11H20N2O2
![(1S,4S)-2-Boc-2,5-Diazabicyclo[2.2.1]heptane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqeAAAangHw1CMlAAACQXpUWHRtb2xTb3VyY2UAAHicpZRZi9swEMe/yqDnRtZh+QhxlmWXQmF3C82W9q0otpI1xNZiO9e37yjO7dR5KJYZHf/fSBqNNHrYFAtYmarObZkQThkBU6Y2y8t5Qn6+fx1E5GE8SlGEwrJOyEfTfA49b71e0/TDFHpjS5ragrTjw02dX2jWktpq7gnGuPf79WWyYwZ5WTe6TA1SdT6sd50vNtXNbhX/mMIrdLXKS6+Ve0W1ar39EcwVRjd1Rk57ecKxR0Rhli8MzGxV6AZWglEs7AvMTWkq3ZgMplvsltTHvY9Hr882XRambLDqPOSpXkyaapliR2EXJl2iM6x8e05IwQnoaT1pTGVsQlBl0INubPFYVXoLruZ0moMWoCVoH7QCHYAOQUegY9Cc4Y/jHAUcFdzHA1gYt4L37afBbUD7fd/9b/B0/N4weiIhA0mDWEUwEFQGggO2uXSWUxW3lonIP9m9jlHJlDgYTgMZxWiEkvGhJWgcimBvCGxxNp9GAa4TgxWjETRUYQCK+kIxkBTnlQiH0c4wfjIDRpWIQrcKEaPFY/A72r0Ig+gdozgeTW2ZnVUhzxIydaFHyQ8zq8U+wgRslZkKs9g5cNJzQFwC7jz6AdkB/H7A7wCqH1CXgMuMfiC4BFweHQFxCwg7QNQ/Q3QJuBztB+Krc2B3Cc66COcXjBO3t2r8q3Wwb93wdp0I4r+8ia63OxHj8sYC7qQWv0qVw8XvZdSNsN1kvLML4x3eLKx23jPv7LHz8Ikf/wW+2cnSuMXrigAAOuBJREFUeF7t3QeYFFXWxvEl5yRJQAFdzGICFQMKqCAYUGRdcwJXxTUTRDEBBhZd5RMXUUFRQAwjKLKIKIirEgQUUBFFooIsIDmH880ptpuqW90zXXd6uqun/7/nuc/i1Okaptm5b1fVDX8SAAAs/Mn8AgAAiSBAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQJAUW7ZskRdffFEuvfRSadiwoVSsWFHKli0r9evXl8suu0xee+012b59u/kyx5/+9Kdoy0+QWgCFi99CFNjIkSOldu3ans49VqtTp468++675ssDhUKQWgCFi99CFEjfvn2jHXqpUqXktttukylTpsiaNWucK46FCxfKCy+8IEceeWTcjj9IKASpBVC4+C2EtTFjxkQ785o1a8rMmTPNkqgdO3ZIt27dYnb8QUIhSC2AwsVvIazs3LlTDj74YKcjL1asmEycONEsialPnz7mlwKFQpBaAIWL30JYefPNN6MdeevWrc3DgQQJhSC1AAoXv4Wwcv3110c7ch1hVRBBQiFILYDCxW8hrLgfiv/www/m4UCChEKQWgCFi99CWKlWrVq0I9+wYYN5OBB3KARpANKL30JYKVmyZLQj3717t3k4EDMYEm0A0ovfQlgprCuQ/ASpBVC4+C2ElSOOOCLakfMMBMhO/BbCynXXXRftyMMyCmvevHnSs2dPadq0qRxwwAFSpkwZadSokTM7funSpWY5gALy/xYCCXDPA2nTpo15OJC8QsGUV637mNmqVKkis2bNMl8CoAD8v4VAAsyZ6JMmTTJLYtK1s0x5hYIpr9rGjRtL7969nbW4li1bJtu2bXOuSs4991ynvnnz5uZLABSA/7cQSNDo0aOjnbmuxjt79myzJEoDp0ePHjE7/rxCwRSkNmL58uVOfbly5cxDAAog8d9CIAb3arylS5eW22+/XT7//HNZu3atsxrvokWLnH1CjjnmmLgdf5BQCFIbsXLlSqde9yYBkDyJ/xYCcYwYMUJq1arl6dxjtbp160pOTo758kChEKRW56csWLBALrzwQqf+qaeeMksAFED+v4VAAjZv3iyDBg2S9u3bS4MGDaR8+fLRHQk7dOggw4YNc5Z0jyVIKCRa666rV6+eDBgwwCwBUEB5/xYCGcodIDprvlWrVjJ16lSzDEABECAosnbt2uXM/xg4cKAzL6REiRIJ71sCIH8ECLLC+PHjnasRnWQIIDkIEGSFLVu2OAHCUF4geQgQZIUJEyY4AaIP+AEkR6EHSKKjZlSQ2kTpJ0+dh3DppZdKw4YNpWLFitHRQZdddpmzjpPOV0BidOVd3Y2wW7duBV7GPdmaNGkigwcPlrlz58r69eudkWE6jLdfv35StWpV5/9XOpkRQHIkr6eOI0goBKlNxMiRI50Z0u7zxmp16tSRd99913w5Yrjlllui75suGRIm5r+r2XQkln6gAJAcyemp8+D+Bc5PkNr8uGdIlypVylmRVTu8NWvWOFccCxculBdeeMGzNSvyNmfOHGckk75XujihzjYPE/376ZXRSSed5OxXov/u+uGgXbt2Mnz4cNmzZ4/5EgAFUOi9ZpBQCFKblzFjxkTPU7NmTZk5c6ZZEqWT27TTKej3zAYtWrSIvq/PPPOMeRhAlin0XjNIKASpjcdcJTbRcf99+vQxvwQXvcUX+bfRzaT0fQaQ3ex76gQFCYUgtfG496lo3bq1eRgWdFn0Qw45JPq+jhs3ziwBkIXse+oEBQmFILXx6AihyDkKulMe9nE/T2rbtq15GECWsu+pExQkFILUxuN+KF7Qvboh8ttvvzlDn/X91IfS8+fPN0sAZCn7njpB7lAI0mzp6JvIOXTOAgrm2muvjb6fd999t3kYQBaz76kTZAZDos2WrrwaOUfYJrplmmnTpjkDEfS91NFs69atM0sAZDH7njpBQUIhSG08XIEkx969e+XUU0+Nvpc6mx8A3Ox76gQFCYUgtfHoENPIOXgGYk83gIq8j8cffzxXcwB87HvqBAUJhVi18+bNk549ezrLcOueDmXKlJFGjRo5M8t1rwfTddddFz0Ho7DsbNq0ydl+NvI+Tp482SwBgPAHiPtrZtPlNGbNmuU6g3ceSJs2bTzHkJgHHngg+h7qgpMAEEv+vXoBxQqFeGLVNm7cWHr37u2sY7Vs2TJnUptelZx77rlOXfPmzV1n8M9EnzRpkud4PDrXASKLFi1yVivW90//d/HixWYJADjy79ULKFYoxBOkdvny5U5drA2CRo8eHT2PrsY7e/ZssyRKA0eX+E7ke2aDDh06RN+7Bx980DwMAFGF3msGCYUgtStXrnTqdF+PWNyzp0uXLi233367fP75584Ksroar37S1pFFxxxzTJ7fUxdbjPWspSjSq7XIe1GvXj1nPw0AiCd2r5lEQUIhkVodDaSbBF144YVO3VNPPWWWRI0YMUJq1arlOW+spg+Mc3JyzJc79OG91rRs2dLZqKio0vf1uOOOi74nr7/+ulkCAB7xe+okSSQUIvKrdR/XT8gDBgwwS3z0U/SgQYOkffv2znam5cuXj+5IqLdrdLiqXmXEop1qpUqVot9TJyneeuutzp4iRY2+R5Gfs1mzZs48EADIS+yeOqTcAaKdue4wN3XqVLMsqfS2zmGHHeb53jpZUcNr165dZnlG0hnmNWrUcH624sWLOzPQASA/GRUgSjttfSYxcOBAZ16I7pCX6J4ftvRBe//+/Z1hw+4gOeqoo2TChAlmeca56667oj+TzqMBgERkXIC4jR8/3un09DlFKqxatUo6derkfEp3B4k+j/npp5/M8oygs/V1lV39OXTVXV19FwASkdEBsmXLFqfjizWUtzDpsGCdf+IOER3p1bVrV1m/fr1ZHmrnn39+9Gd4/PHHzcMAEFdGB4jePtKOTx+Op8OoUaOc7+0OEh319corr8iePXvM8tD58MMPo39v3XFQhzcDQKJCHyBNmjSRwYMHO0No9dO9jqrSYbz9+vWTqlWrOp2fTgRMl61bt8pjjz3mjO5yB8lJJ53kzDsJK32uc/jhh0f/vvGGMQNAPKEPEHenHKvpSCy9lZVuuszKVVdd5fv7/fWvfw3lRMSnn346+nfUOS4AEFToA2TOnDnSrVs35xO9Dp/VB7516tSRdu3ayfDhw0N3q+iLL76ITj6MNH1G8/DDD4ci6JQOBoiMKNNRbPoeA0BQoQ+QTKST8IYOHSoHHnigJ0h0kUedHZ9uN998c/TvpBMjAcAGAVKINm7c6Dyf0RFa7iA544wz5OuvvzbLU0JHkEWGIesV3erVq80SAEgIAZICCxcudJZScYeIduI33nij/P7772Z5oTrrrLOif4fnnnvOPAwACSNAUkhnzLtX/9VWuXJlZ0HIeOtxJdNbb70V/b46i15HYgGALQIkxXQplsgyLO4g0W16x4wZY5YnjQ43ds9Z0Vn8AFAQBEia6L4kukeJLgrpDhLdafG7774zywtMd3WMfI8LLrjAPAwAgREgaaZhEdmeN9I0VP7+9787IZMMuntjhQoVnHPrA32diAkABUWAhITevtLbWO4g0dtceruroMvGuyc43nfffeZhALBCgISIPkjXB+r6YN0dJPrg/ZNPPjHLE/Lll19KsWLFnPPoOl2ZttgjgPAiQEJI93vXIb7msvE6FFiHBCdKJzS6Z8W//PLLZgkAWCNAQkwnG+qkQ3eI6DMMnZyokxTz8+qrr0Zfd+KJJ4Zu2RcAmY0AyQC6/Ikug+IOEl0mRZdLibd3uQZMZCkVvYUV5pWBAWQmAiRD6EKMuiCjLszoDhK9RaXPOUx6lRKpufzyy83DAFBgBEiG0aXhdYl4d4ho05FWOlxX6XOSMmXKOF/XwFmyZIlxFgAoOAIkQ+ktKV3i3h0iuqmVbm6le7RHvqZXLQBQGAiQDKYPxXX7XB2ea16RaDvooINCswcJgKKHACkCdG5H165dfcvGH3HEEc7y7QBQGAiQIuSRRx7xXYXoXJLOnTs7uxACQDIRIEWErptVvXp1JzR02O4hhxziCRLdwrZ///4s4Q4gaQiQIkIXX4yEhc5i1/WzdMMo3XXQHSSHHXaYjB071nw5AARGgBQBuqJvZFn4SpUqOUuhRKxZs8bZ97xEiRKeIGnTpo3Mnz/fdRYACIYAKQLOO++8aDDoYoyxzJ07V1q2bOkJkVKlSsldd90lf/zxh1kOAPkiQDLc+++/Hw2EP//5z/lujZuTkyOHHnqoJ0hq1KghgwYNkt27d5vlABAXAZLBNCzce4gkuiXu9u3b5fHHH5eKFSt6gqRx48YyadIksxwAYiJAMli/fv2inb/uahjUihUr5Prrr4/uFxJpHTp0kEWLFpnlAOBBgGSo33//PbrxlD5AnzdvnlmSsOnTp0uzZs08IaJraT3wwAOyadMmsxwAHARIhrrpppuinf3tt99uHrby+uuvS7169TxBUrduXRk2bFjcZeMBZC8CJAPNnDkzuluh7puukwiTZfPmzdKrVy8pW7asJ0hOPfVUmTp1qlkOIIsRIBnIvUvh888/bx5OisWLF0vHjh09IaLPSu6/9lpZ/+uvZjmALESAZJiRI0dGO/RjjjnGmXFemCZPnizHH3+88/0q5LaOue2NihVlc58+OpzLLAeQRQiQDKJLs7u3tv3444/NkkKh80MGDx4s59WoIY/kft9puU20NWwo8s47ZjmALEGAZBD3arsXX3yxebjQbVm3Tr655x7ZVKrUvgCJtBYtRL791iwHUMQRIBlCt7LVHQc1PHSI7c8//2yWpM6PP4q0besNkRIlRP72N5HVq81qAEUUAZIh3Pugd+/e3TycHv/+t8gRR3iDpGpVkX/+U4Rl44EijwDJALr/eWS2+IEHHigbN240S9JHg+KZZ/YFhztINFg0YAAUWQRIyOm+5yeddFL06mPIkCFmSTjoraubb953K8sdJO3aiSxYYFYDKAIIkJB75ZVXouHRpEkTJ1BC7ZtvRM4+2xsi+tD93nt183azGkAGI0BCbMOGDVK7dm0nPPQW1hdffGGWhNfbb+8b5usOkpo1RV56SS+rzGoAGYgACbGuXbtGrz6uvPJK83D4bdsmohMOK1TwBskJJ4h89plZDSDDECAh9dNPP0np0qWd8NDhu8uWLTNLMocufXLNNZJ7GeUNkr/8RddMMasBZAgCJKQuuuii6NXHo48+ah7OTF99JXLKKd4QKVtWpHdvkfxW+9WrmVdeEenQYd+tMb2qyQ1W58+XXLLv1pjWAEgZAiSEJkyYEA2P+vXry9atW82SzKVB8dprInXqeINk8mSzcj/dabFePW99rKY1Ce7KCKDgCJCQ0cURjz766GiAjBo1yiwpGnSjqp49RcqUEalRQ2T5crNiH11tOHLrS0dz3XOPyNdfi+hcGD3HrFn6sEikdOl9NcWL73sNgEJHgITMgAEDouHRvHlz83DRs2HDviCI5ZNP9gWCBoNOVJw+3azYb+ZMkWrV9ofIp5+aFQCSjAAJkTVr1uT2gdWc8NANo2bpp+tspUN9GzXaf3tq9Gizwu+DD/bXH3YYw4WBQkaAhEiXLl2iVx+dOnUyD2eXnJz9YXDmmebR+M46a//r9BwACg0BEhJz586VkiVLOuFRuXJlWbVqlVmSXW66aX8Q6AirRGlt5HWdO5tHASQRARISrVq1il599O/f3zycfY4+en8Q5IZrwrQ28rpjjjGPAkgiAiQE3nvvvWh4HHbYYbJjxw6zJPsccMD+IAiyhta6dftfV726eRRAEhEgabZ9+3Y59NBDowEyduxYsyQ7lSy5Pwh27zaPxqd7xEdep+cAUGgIkDR74oknouHRpk0b83D24goECD0CJI1WrFghlSpVcsKjVKlS8v3335sl2YtnIEDoESBpdP3110evPu68807zcHZLxiisbB8KDRQyAiRNpk+f7kwW1PCoUaOG/PHHH2ZJdmMeCBB6BEga7N27V0477bTo1ce//vUvswT64Nw9Ez2RRRJ1AEKknpnoQKEjQNLgjTfeiIZH48aNc/vKAKOMssnEid61sGbMMCv202VfIg/e9TW6jhaAQkWApNjmzZvloIMOigbIpyz6l7f/+7/9q/Hqiru6Gq8unKgLMOa+lzJ7tnc1Xq3V1wAodARIivXq1SsaHpdeeql5GLEkuh9I3bqJLboIICkIkBTS1XbLlSvnhEeZMmXkl19+MUsQj+42+PLL+3YfbNBg326Eue+l8+f27UUGDxYpShtvARmAAEmhlStXOvM9NEAefPBB8zAAZBQCJMVmzJghb7/9Ng/OAWQ8AgQAYIUAAQBYIUAAAFYyPkAiQ2K15SdIbaK2bNkiL774ojMkt2HDhlKxYkUpW7as1K9fXy677DJ57bXXnCXbAaCoSV5PmiZBQiFIbSJGjhwptWvX9pw3VqtTp468++675ssBIKMlpydNoyChEKQ2P3379o2eS4fm3nbbbTJlyhRnrodecSxcuFBeeOEFOfLII5P2PQEgTDK+VwsSCkFq8zJmzJjoeWrWrCkzdWmNOHR72m7duhX4e8KQG+DOKr1Tp5pHAKRIxvdqQUIhSG08O3fulIMPPtg5R7FixWSiLviXgD59+phfgq0tW/avj9Wxo3kUQIrY96QhESQUgtTG8+abb0bP0bp1a/MwUkH3TtF/Q20XXWQeBZAi9j1pSAQJhSC18bh3EdQRVkgDAgQIBfueNCSChEKQ2njcD8V/+OEH8zBSgQABQsG+Jw0JdygEabaqVasWPceGDRvMw0gFAgQIBfueNCTMYEi02SpZsmT0HCyImCYECBAK9j1pSAQJhSC18XAFEgIECBAK9j1pSAQJhSC18RxxxBHRc/AMJE0IECAU7HvSkAgSCrFq582bJz179pSmTZvKAQcc4OwU2KhRI2dm+dKlS12v3ue6666LnoNRWGlCgAChkH+vG3KxQiGeWLXur5mtSpUqMmvWLNcZvPNA2rRp4zmGFCFAgFDIv9cNuVihEE+s2saNG0vv3r2ddayWLVsm27Ztc65Kzj33XKeuefPmrjP4Z6JPmjTJczweXTsLSUKAAKGQf68bcrFCIZ4gtcuXL3fqypUrZx6S0aNHR8+jq/HOnj3bLInSwOnRo0dC3xMJIkCAUMj4Xi1IKASpXblypVOn+3rE4l6Nt3Tp0nL77bfL559/LmvXrnVW4120aJGzT8gxxxyT8PdEgggQIBQyvlcLEgqJ1OrcjgULFsiFF17o1D311FNmSdSIESOkVq1anvPGanXr1pWcnBzz5bBFgAChEL8nzRCJhEJEfrXu4/Xq1ZMBAwaYJT6bN2+WQYMGSfv27aVBgwZSvnz56I6EHTp0kGHDhjlLuiOJCBAgFGL3pFnKHSA647xVq1Yylf0mwocAAUKBADHs2rXLmf8xcOBAZ15IiRIlEt7zAylCgAChQIDkYfz48c7ViE4yRIgQIEAoECB52LJlixMgsYbyIo0IECAUCJA8TJgwwQkQfTiOECFAgFDI+gBp0qSJDB48WObOnSvr1693RlXpMN5+/fpJ1apVnQDRiYAIEQIECIWsDxD3yKtYTUdi6a0shAgBAoRC1gfInDlzpFu3bnLSSSc5e32UKlVK6tSpI+3atZPhw4fLnj17zJcg3QgQIBSyPkCQgQgQIBQIEGQeAgQIBQIEGWdnboB8mBse2r4mQIC0IUCQcTbnBsjVueGh7RkCBEgbAgQZ54/cACmRGx7a2hMgQNoQIMg4GiCRYdYXESBA2hAgyDgECBAOBAgyDgEChAMBgoxDgADhQIAg4xAgQDgQIMg4BAgQDgQIMg4BAoQDAYKMQ4AA4UCAIOMQIEA4ECDIOAQIEA4ECDIOAQKEAwGCjEOAAOFAgCDjuAPkvPPOMw8DSBECBBll+vTpcvLJJ0cD5OCDDzZLAKQIAYKMsGLFCrn++uulWLFi0fDQ1rhxY7MUQIoQIAi1HTt2yBNPPCGVKlXyBAfPQID0I0AQWu+9954ceuihnsCoXr26PP300wQIEAIECEJn7ty50qpVK09wlCpVSu68807nATqjsIBwIEAQGmvWrJHbbrtNSpYs6QmP1q1byw8//BCtI0CAcCBAkHa7du2SAQMGSLVq1TzBcdhhh8nYsWPNck+AnHHGGeZhZJj3339fjjrqKLnyyiudZ17IHAQI0mrChAlO5+EOjipVqkj//v1l586dZrlj9erVnvqrr75ali9fbpYh5FauXCk33HCD59/yz3/+s3zwwQdmKUKKAEFa/PTTT3LhhRd6Oo/ixYtLp06dZNWqVWa5T40aNTyvrVChgvTu3Vu2bdtmliJk9CrjySefjDuyTptOEHXftkQ4ESBIqQ0bNki3bt2kdOnSng6jefPmMmvWLLM8rj179sjgwYOlZs2anvPUr19f/vGPf5jlCInRo0c7VxlmYGgrV66c57/1Wdgdd9zh3LJEOBEgSAnt8F955RWpVauWr8N/8803zfKErV+/Xu677z5fIB1yyCEye/ZssxxpMm/ePDnnnHN8AVGnTp3of+vIu1gBo0O3X3jhBdm9e7d5WqQZAYJC95///EdOOukkT6dQvnx5efTRR2Xr1q1meWBTpkzxPUfRVqJECencubP897//NV+CFFm7dq106dLFN7JOb1H9+9//9qwsoP9WKt7k0WOPPVY+/fRT4zsgnQgQFJqlS5fKFVdc4evYr7rqKlm2bJlZHtiSJUvk8ssv952/cuXKnv/Wh/I6+TDeQ3kkn46s+7//+z854IADPP8WjRo1ckZdqYceeshz7PHHH/ecQ5ev0Yfs5vI1l156qfzyyy+eWqQHAYKk27Fli/R/5BHfPe2mTZvKF198YZYHtnnzZqfzKVu2rOf8usjiV1995XRezz33nG9Y8OGHHy4ffviheTok2cSJE+Xoo4/2vPca6v369YsO0927d69zm9FdE+9W5owZM+S0007z1JYpU0Z69uwpGzduNMuRQgQIkmrDiBEy+OCDpZXrl7127doydOhQ5zlIQQ0fPlwOOuggT2ei99FfffVVp1Ny0+G+t956q3Mry13fpk0bmT9/vqcWBffzzz/LxRdf7HmvdWTdTTfdJL///runVm87uuu0TZs2zVNjeuONN2L+27/22mu+f3ukBgGC5Jg5U0Qn9eX+Uo/PbX/PbUeULi3du3d3Rl4VlH4KPf300z2dh34Kvf/++/P9FDpnzhxp2bKl57W6NMrdd98t69atM8sRkP776r+zOZDhzDPPzP2/xUyz3KHDtc0ASeRZVX5Xn0gtAgQFo58scz9h5n7UdMJD29LcNj73k+iK3E+kBRWZbKafZN0dxiWXXBL4Pvi7777ru22i80lefPFFRvhY0CvKIUOGOFeY7vdUR9aNHDnSLI/SgRP6XMr9mooVK5pleYr3/Ouaa65hUmkKESCwo/ey+/UTqVw5GhxOO/povQluVgcWb7JZQUfibN++Xfr27et0WO7zHnfccTJ58mSzHHHos6wmTZp43kMdWffII4/kO7JOn3WYHb++/zb0VtgJJ5zgOReTSlOHAEFwOoqmUSNvcBxwgMjzz+vwG7M6sFTMBfjtt9/kuuuu843wueyyy2TRokVmOf5HR8/pmlVmAOjXdNRdItq2bet7ffv27c2yhOmV0EsvveSbVNqwYUN5++23zXIkEQGCxH3/vci553qDo2RJkdtv1wH/ZnVg8SabFeZsZH1w26xZM8/31GcrDz74oGzevMUsz1rbtukV4QvOVYb7vdL5PTrPJ1F6S9KcE6LtnnvuMUsD00ml9957r/N8y33us88+W7755huzHElAgCB/Gg5///u+sPiTKzxyO3v57juzOrC8JpulYj0kHcHz+uuvS926daPfu2zZ2nLccR3lvfemS7YP8Jkw4efcTvgRqVXrnNz3Zd/McX3uoc8/go6se+aZZ3zhoU3njCTLggULpF27dp7z60i8m2++OaEH9UgcAYL49HbUwIEi1at7g+PPfxYZM8asDizeZDNdxj0dK7Ju2rTJufIoV66iVK16vNSvf5Uce+zjcv31o3OvjvJf4LGomT9/tXTq9L40aTJYGjd+Qho0uCY3RE6R7t17Wo+sO/74433hoa0w5ueMHz9ejjzySM/3qVq1qhNiTCpNDgIEsX3yicgxx3iDo1IlkSef3PcAvYA+/vjjmJPNdCHEdO8JsXjxstyOs68cfvh9TueprWnTwfLww5NzP8EW/dtaa9duld69p8jJJ78U/fm13Xrr0Nz35jezPGHffvutLzgi7Xu9PVoINCieffZZJzjc308nlY4bN84sR0AECLwWLhS55BJvcOgQ3Rtv1BvYZnVgC3/+2dlF0P3LHG+yWbp9/fUyueKKdzydaPPmQ2XIkNm5IZech/lhsnPnHhk27Fs566xXPT9zx45vybRpBR8aq4temsGhTQcy5Ddyq6B0Uuktt9zim1R6/vnny48//miWI0EECPbRyXj33y9Spow3PE4/XXtSszqw3Rs2yEfdu8spASabhcGePXslJ+cHOeecYZ5O9aKLRsqnnxad0VpTpiyRSy8d5fkZW7Z8TUaNmie7dwd7zhGLjp478MADfeGhTWeTp4pOKm3RooXn+zOp1B4Bku30CfGrr0rub7c3OA46SNcNMauD04esQ4bIhtq1ZWTuea/JbdX+lP9ks7DZuHGHPPPMV3LqqS97Otm//W2s/PRTwUegpcuiReukS5dxnp/plFNelqee+o+sX5+8eRS68q4ZHJGWjm2J33nnHSaVJgEBku10/L07OMqVE3n4YZEtSbjXr8M7mzSJnntObutfvrwMTdIy7umwePE6ueOOf3s6XH1W8Pjjn+d+gk1eh1vYNmzYLv/4x5dOWLh/lltvHSsLFyY/EGOtyhxpOns8HeJNKtUH/UwqTQwBku0qVNgfHn/9q64RYVYEp0u1X3mlN5hy257cr21NcLJZ2H3xxdKYt3xGjJgru3YV/JZPYdFbcu+88720auW9JXfxxW/KpEmLzfKk0BFb5srM7vawfmBJI51Ueu211/omlXbs2DH3A8NisxwuBEi2y8kR0Y18pkwxjwSnVxW5VxeSe5XhCQ+9Cgkw2SxTaFAMHz5Hzj7b+9D5ssveki+/LPh+J8k2Y8Zvcvnl/kEBQ4d+4zxALyy6E6UZGu6mKymHwdSpU+XUU0/1/N100cZevXo5izjCjwBBcujzjPr1vcFRu7bz/MN5DlKE/fHHNunb1z/s9c47x8vSpevN8pT79dcN0rXrBM/fTYclP/roZFm9Ogm3KvNx1lln+ULD3XQ9q7DQSaXDhg3zTCrVVq9ePWeyKbwIEBSMjqA680xvcJQuLdKtm967MKuLtAUL1sjNN3/g6aibNXtZnn12qmzalPq5LVu27JSBA6fLaae94vk73XjjGPn++9TMyNZbQOatIbMlY3fKZItMKtVlbdx/V132Jr99S7IJAVIU6Kqjr7wi0qGDSMOG+55r6G0k/bPO6XjppX01yRRjGXenXXSR7ixkVmeVjz/+RS68cISn0z733GEyevR85xlELO5a7fBXrtxklkS5a2PRgXVjxy6QNm3e8NS2bTtcxo37ySwvVLoqrhkY7qYddNDlUFJJF9bUBTbdf2cNRF2IU5+dZDsCJNPpkiK5l9eeTjxW05okLD/izEL/xz9iL+P+8cdmddbSiYYvvzwr9+JsiKcTv/rqHFmzxn/byF2jTW8vxZNXgOjQ2xtuGO2p0UAaNOhr2bq14CslB6XL0pih4W46IzwTTJo0yVly3v1319Fbuo+7jubKVgRIJtPl03M/DTkdeKlSIrqiqU7600mBuZfgMmuWSNeu+24paY1eLehrbOn6VLkdgic4dBl3XQgvCcu4F0WrVm2WXr0+9XTob73lX4DSDBB9nvLLL7FXIM4rQN5//0fP8R49JuZ+Us57x8bC8uWXX/oCw2w6EzxT6PyQQYMGOfNF3D+DzifJ0cEoWYgAyVS6VlXk9lHVqiLTp5sV++lzimrV9odI0A2ZdEXc887zBoeuzNuli+R+nDarEcOcOb87kw6vuSYn5u0pM0C06YPvWPIKEH0oros/du78fu7nhxXm4ZTS/ejNwDDbbbfdZr4s9HTG+l133eVbNl63TdaZ7tmEAMlEes/YvaHT6NFmhZ9ePUTq9SoikfvOugfHHXf4l3Fv1Uo37zCrUQDuUNARUpE/f/edfxXgvAIkLPS2TrXcDy1mYJitf//+5kszxvz586VNmzaen0fX2tLgXJMlH6wIkEykl8uRzlxHQCXqrLP2vy6/S+4334y9jHsiYYXA3KHQvfvE6J91ZrgpEwJElwoxwyJW033qM50uRa/Pctw/l4bnc88952xZUJQRIJlIRz9FOnUdYZUorY28TicP5kWXNInU6jLuTzyRlGXcEZs7FPTZh3tOibkSbiYEyMUXX+wLi1ht9uzZ5kszki4b//TTT0uVKlU8P5/uR/LRRx+Z5UUGAZKJdMRTpHOfO9c8Gp/WRl6ne33k5bLL9t26uuEGkRXpvZeeDcxQ6Nnzk+h/X3vte55dEc3asNFd/8znA/FaUVsBV3/2zrkfzsxl4y+44AJnp8SihgDJRDryKRIE6wPMdNZf1sjr9PYUQsMMBV200X0VMnHiL3Frw2bAgAG+oIjVdCfKokqvrMwZ+KVLl3b2wlm1yv9cK1MRIJnI/VA7yNLTej828jo9B0IjVii4h/926PBWdBJirNowadq0qS8sYrUmukZaETdq1Chp0KCB5+fWrQyKCgIkE3EFUuTECgVdR8t9FaIz2ePVhoVuTWsGRbz2l7/8xXx5kaRbFzz22GPRn1u31y0qCJBMlIpnIEipeKGg+7BHvq5LkegM93i1YdCjRw9fUMRr3bt3N19epJUvX975uXVGe1FBgGSiZIzC6tTJPIo0ihcKy5dv8Gz69MYbc+LWppuuaXXQQQf5giJe093/skmFChWcn/uEE04wD2UsAiQTpWIeCFIqr1B47LHPosfMjaDCZOLEib6QyKtNmDDBPEWRRoAgHPTBuXsmeiKLJI4du78+0ZnoSJm8QkHXsjL3Yo9Xm066q58ZEnm1n7Ns1WYCBOGR+2nPsxbWjBlmxX66qGLkwbu+RtfRQqjkFwq6YZUZHvFq00H3zzD3Fs+r6TyJHVk2MZUAQbjoKriR1Xh1xV1djVcXTtSVeHULTp3l616NV2v1NQid/EJBF2DUzanCGiC6i58ZEnk1HdqabQgQhE+i+4HUrcs6ViGWSCg88cR/Qhsg55xzji8k8motWrQwT1HkESAIJ91t8OWX9+0+qJ/sdDdCXctK/9y+vcjgwToY3XwVQiSRUNC9RcztacNAt6QtXry4LyTyajfpSMIsQ4AAgOHJJ5/0BUR+rU+fPuZpijwCBAAMRx11lC8g8msjRowwT1PkESAA4DJjxgxfOCTSvvrqK/NURR4BAgAud9xxhy8cEmm///67eaoijwABgP/RTZRq1KjhC4f8mnak2YgAAYD/GTNmjC8cEmnHHnuseaqsQIAAwP906NDBFw6JNN1UKRsRIABS6oMPFjj7gLi3tA2DtWvXSpkyZXzhkEi76667zNNlBQIEQMpMm7Y8OmHws88Wm4fT6l//+pcvGBJtzz33nHm6rECAAEiZceN+igZITs4P5uG0Ou2003zBkGj74IMPzNNlBQIEQMqENUAWLFggxYoV8wVDom3evHnmKbMCAQIgZcIaIL169fKFQqJNg2ezrhSdhQgQACkTxgDZu3evNGzY0BcMibbatWubp8waBAiAlAljgHz22We+UAjS9NlJtiJAAKRMGANEl2E3QyFIu+qqq8xTZg0CBEDKhC1Atm7dKpUrV/aFQpCmz0+yVcWKVaRYsZJy4olNzEMZiwABQipsATJy5EhfIARtQ4YMMU+bNQ4+uKVUr95Mzj77WvNQxiJAgJAKW4Ccf/75vkAI2iZPnmyeNms0bnyfNGp0h1x00VPmoYxFgAAhFaYAWbFihZQoUcIXCEHbkiVLzFNnjTPPHOL8W1555bvmoYxFgAAhFaYA6d+/vy8MgrbSpUvL7t27zVNnDQIEQMqEKUCOO+44XyAEbY0aNTJPm1UIEAApE5YA+eabb3xhYNNat25tnjqrECAAUiYsAXLPPff4wsCm3XLLLeapswoBAiBlwhAgu3btkgMPPNAXBjatX79+5umzCgECIGXCECBLly7N7fjOTEobPny4efqsQoAASJkwBIg6+eSTfVcTNu2hhx4yT51VCBAAKROWAHn++ed9YWDTrr76avPUWYUAAZAyYQmQ1atXO3M4zEAI2k4//XTz1FmFAAGQMmEJENW+fXtfIARt+jA+mxEgAFImTAGSk5PjC4SgTXcj3LJli3nqrEGAAEiZMAXIjh075IADDvCFQtD23XffmafOGgQIgJQJU4Co2267zRcIQdvYsWPN02YNAgRAyoQtQKZOneoLhKBtwIAB5mmzBgECIGU+/PAHOf74p5327rtzzMNpcfjhh/tCIUi7++67zVNmDQIEQMrk5PxHDj74CqeNGPGJeTgt+vTp4wuFIO3iiy82T5k1CBAAKfPmm2OkYsVGThs69E3zcFrohlDFixf3BUOirXHjxuYpswYBAiBl3njjjWjHO3jwYPNw2rRo0cIXDIm2ihUrmqfLGgQIgJQJa4AMGTLEFwxB2qpVq8xTZgUCBEDKhDVANmzYIOXLl/cFQ6JNR3NlIwIEQMqENUDUVVdd5QuGRNvIkSPN02WF5s2HOgFy1VU55qGMRYAAIRXmAPnoo498wZBo69u3r3m6rHDvvROcABkwYJp5KGMRIEBIhTlAdu/eLXXq1PGFQyKtU6dO5umywu7de2TFik3mlzMaAQKEVJgDRHXt2tUXDom0li1bmqdChiJAgJAKe4DMnTvXFw6JtIYNG5qnQoYiQICQCnuAqBNOOMEXEPm1EiVKyM6dO81TIQMRIEBIZUKA/POf//QFRCJt4cKF5qmQgQgQIKQyIUB+//13KVmypC8g8msff/yxeSpkIAIECKlMCBDVrl07X0Dk18L88yBxBAgQUpkSIKNGjfIFRH6tR48e5mmKjMgeLtpOO+0VWbky/tBdd20s+R13C1KbLAQIEFKZEiDbtm2TKlWq+EIir3b55Zebpyky3B25tkcfnWyWROXX6ed33C1IbbIQIEBIZUqAqM6dO/tCIq/WtGlT8xRFhhkgJ5/8kvzyyx9mmSO/Tj+/425BapOFAAFCKpMC5PPPP/eFRF6tevXq5imKDDNAtHXtOsEsc+TX6ed33C1IbbIQIEBIZVKA7N27Vw499FBfUOTV1q9fb56mSHB35E2b7v/zd9/5l7HPr9PP77hbkNpkIUCAkMqkAFGPPPKILyTyat988415iiLB3ZF37z4x+udbbx1rlubb6ed33C1IbbIQIEBIZVqA6OTAYsWK+YIiXsvJKTrLmru5O3J99qHPQCL/PW3a8ri1seR33C1IbbIQIEBIZVqAqDPOOMMXFPHa008/bb68SDA78p49P4n+97XXvid798avNeV33C1IbbIQIEBIvfrqq9HO9vHHHzcPh5IGnRkU8VqXLl3MlxcJZke+ePE6z1XIxIm/xK01uY8HaalCgAAhdd9990U7W10upGfPnrJx40azLFTWrVsnZcuW9YVFrNa2bVvz5UVCrI68V69Po1/r0OEt2bNn32VIrFo3MxgSbalCgAAhNWfOHN86U7qJ02uvveaMegqrv/zlL76wiNWOOOII86VFQqyOfOnS9Z6rkNGj58etdcvvuFuQ2mQhQIAQ27x5szz00EO+T/WnnHKKfPXVV2Z5KIwdO9YXFrGa/kx79uwxX57x4nXkDz88Ofr1tm2Hy44du+PWRuR33C1IbbIQIEAGWLJkie+TvY54uuaaa+TXX381y9Nq165dUqtWLV9gxGrLl3tHJRUF8Try5cs35Ab/y9Fjb7wxJ25tRH7H3YLUJgsBAmSQKVOm+DZxqlChgvTu3dtZkyos7rrrLl9YxGo6g72oyasjf+yxz6LHWrUalmetyu+4W5DaZCFAgAyjt31eeuklqVmzpqcz1q1i3377bbM8LWbNmuULi1hNn+cUNXl15L/9tlFOPXX/VUhetSq/425BapOFAAEylC4Fcu+990qpUqU8nfLZZ58dilnexx57rC8wzKaz1zORPr/49tuVsnOn/xlOfh15375TfOERrza/425BapOFAAEy3IIFC3ybOum+4zfffLP897//NctTpl+/fr7AMNu1115rviz0JkxYKBdcMMLpqLt18++smF9HrvuDNGvmvwqJJb/jbkFqk4UAAYqI8ePHy5FHHunpoKtWrSrPPPNM7iflnWZ5odOH+xpkZmi425lnnmm+LLTmz18tnTq97+mo9b9NiXTkTzzxHwIEQLhoUDz77LNOcLg7ap1zMW7cOLO80LVu3doXGu5Wt25d8yWhs3btVunde4pnHoe2e+75KOZug4l05KtWbXZ2K8yvNr/jbkFqk4UAAYqg1atXyy233OK7Ajj//PPlxx9/NMsLjXs9r1hNhyKHafSYmz7fGDbsWzn77Fc9nXPHjm/5FkXMVgQIUIR9++230qJFC0+nrQ/d7777bmfZkcKmEyErVarkCw53++GHH8yXpd2UKUvk0ktHeYKjZcvXZNSoebJ7t//BebYiQIAs8M4778ghhxzi6bhr1KjhLH64e/duszypbrjhBl9ouFs6bq3Fs2jROunSZZwnOHTy35NP/kfWrw/nlVI6ESBAlti+fbv07dtXKlas6OnAjz/+eJk8ebJZnjSTJk3yhYa7Pf/88+ZLUm7Dhu3Sv/+XvjkaugnUwoVrzXL8DwECZJnffvvNGT5rbv7UsWNHWbx4sVleYLrwY/369X3BEWk6lyVddFXcd9753jcr/OKL38wNvsVmOQwECJClpk6dmvuJ+1RPZ64LHPbq1ct5dpFMDzzwgC84Iu2SSy4xy1Nixozf5PLL3/EER/PmQ2Xo0G9iThCEHwECZDG9Ohg2bJgznNbdqderV09ef/11s9za/PnzfcERaXoLLZV+/XWDdO06wRMcTZsOlkcemSyrV28xy5EHAgSAbNq0SR588EEpU6aMp3Nv1qyZTJs2zSy3okvQm+GhrXLlymZpodiyZacMHDjdN//ixhvHyPffp2/GfiYjQABELVq0SDp06ODp4PVZyXXXXec8OymIgQMH+sIj0nTeSmHRq6z3358nbdq84QkO3ZNj3LifzHIEQIAA8NGRU8cdd5ynk9fRW7o3u47msrFmzRopXbq0Lzy0TZ8+3SxPimnTZuYGxZ1y+OH3RINDr0AGDfpatm7dZZYjIAIEQEw6P2TQoEHOfBF3Z3/ooYdKTk6OWZ4QfWBuhoe2UaNGmaUFoutw6WZbxYuXlCpVjpP69a+UY4/tIz16THSWVEdyECAA8vTHH384G0SZy8a3bNlS5s6da5bn6b333vOFh7YnnnjCLLWiy6Lo5lq6yVbk3GXK1Mz9u3bOvcrhdlWyESAAEqIjqdq0aePp+HWtrVtvvdW5PZWIHTt2SPXq1X0BokvPF5RupqWbarnPq5tu6eZbRXHv9TAgQAAE8uGHH8rhhx/u6airVasmzz33nLMfen66dOniC5BzzjnHLEuYbp6lm2i5z6dXSzpBUTfdQuEhQAAEpsvGP/3001KlShVPx637kXz00UdmuYcOCzYDRJ+rBKUjt/TKxVxxWDfX0k22UPgIEADWdMfDzp07+zrxCy64QH76Kf4zB92fxF1fsmTJhK5elIaXbpIVa88T3VQLqUOAACiw2bNny1lnneXp0HXIbteuXWPeRtJFHd212nQOSn505V4zfDRIdBOtdOy6mO0IEABJo8NxGzRo4Onga9WqJS+//LLnQfbSpUulePHinrpPPvnEdSYv3QSrbdu2nnq96vnb3/5WqJMQkTcCBEBSbd26VR577DEpX768p8M/8cQT5fPPP4/W6TBg93ENGZNuenXPPff4hhDrJlm6WRbSiwABUCiWL18uV199tafj1/bXv/5VlixZIq+++qrn6z179oy+Vicx6mZX5iRG3RRLN8dCOBAgAArVl19+KU2bNvUEQbly5eT+++/3XKVcccUVTr1ubqUr9LrrdRmVPn36WC+jgsJBgAAodLqg4dChQ+XAAw/0BIM7QDQ0dFMr93FdyFE3v9KlSRA+BAiAlNm4caP06NEj5qKK5g6JutmVbnqF8CJAAKTcwoULpX379r4Q0aabW+kmV3rVgnAjQACkjQ7djayNpVcgenWim1shMxAgANJKH4z3799fZs6caR5CyBEgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCw8v8TUYpuBB1H8QAAAABJRU5ErkJggg==)
PN: 4H56-1-9J
CAS: 113451-59-5
Molecule Weight: 198.266
Formula: C10H18N2O2
TSCA: Not listed on TSCA inventory