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)
| Product Number | 4H22-1-18 |
| CAS | 1408076-09-4 |
| MDL Number | MFCD22422285 |
| Molecular Formula | C16H28N2O6 |
| Molecular Weight | 344.408 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-18
CAS: 1408076-09-4
Molecule Weight: 344.408
Formula: C16H28N2O6
![7-Oxa-2-azaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-6V
CAS: 194157-10-3
Molecule Weight: 127.187
Formula: C7H13NO
![7-Oxa-2-azaspiro[3.5]nonane hydrochloride](data:image/png;base64,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)
PN: 4H44-5-11
CAS: 1417633-09-0
Molecule Weight: 163.65
Formula: C7H14ClNO
![4-[(Methylamino)methyl]tetrahydro-2H-pyran](data:image/png;base64,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)
PN: 4H56-1-XZ
CAS: 439081-52-4
Molecule Weight: 129.203
Formula: C7H15NO
![[4-(Aminomethyl)tetrahydro-2H-pyran-4-yl]methanol oxalate salt](data:image/png;base64,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)
PN: 4H22-1-64
CAS: 959238-22-3
Molecule Weight: 235.236
Formula: C9H17NO6
![6-Oxa-2-azaspiro[3.4]octane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-75
CAS: 1392804-58-8
Molecule Weight: 316.354
Formula: C14H24N2O6
![8-Oxa-2-azaspiro[4.5]decane 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WTtvBw0SKRy5f3fU9VzWhs82K8gINI5QFTbtm3dB6qcTvbT94S26r/99lu/FE6tW0dvZX32mV9JCAIkAHr06OHeLPE4zMN4y5bVnvy9n1iLFiLVq0fnfmho6P3jMWOi57SGwEr3ANGlTnSyn46amj17tl8+KDqyS8OjWbNmfim8dNkZvf2s87cSNJotKwIkxdauXevu+eoGPEEbn+/06iVSs6ZE3snRQ7/u2dN/FAIm3QNEzZ071y3VUTVyMczuhEe9XVWnTh0pUqSI61fJKK++Gv1Q+NprfiXuCJAU29VU1wleQLyEIUCUrq6g7w+dz5Id7777rvu+zp07+6Xw02kAp52mk4H2vasQZwRICuknLJ08dcUVV/glIEfCEiDq5ptvdp3qn+hQ1YOwceNGKVeunJvdrrfCMtK4cdFWSJs2fiWuCJAUuvTSS13H+bx58/wSkCNhChBdOVj3vihZsqT8+uuvfnkfTzzxhGt9JGNtrUC78UaRBL8GCJAUGTFihHuRP/roo34JyLEwBYiaMmWKW3BUt3I90FInixYtcsvTX3jhhX4p8+itrASvakGApIDuA1KxYkU3dFcXkgPiLWwBojp16uQ+dD377LN+aTedO6Iz2WfOnOmXkAAESAp069bNvRF0bwYgEcIYINry0JaFBsRXX33ll4M3GTdIdMuGBOzrQ4Ak2apVq9xe07qdZ+hnxiJlatWqI3XqnOufTns6s1wXHT3uuOPcEPhdNFyqVavmloRfnXVbAiR0Xx8CJMlaRv6H6YiSeC4WB/iaNHlarrrqGf90KOgunvoeyrqvxxtvvOFaH927d8/ySCR6Xx8CJImmT58uuXPndsMSgUS67bZBcscd4V1q5qGHHnKB0bNnz+BPxk2lBO/rQ4AkkW6WU7BgQVm8eLFfAuIq7AGiM9PPOOMM937SpUqYjPs3Yq2qncN9fQiQJBk4cKB7kXfs2NEvAXEX9gBRc+bMkXz58rnbWTqnCvuR4H19CJAk2LJli+v0K1++vGzevNkvA3GXCQGiw+G101w/mN1///1+GSpWCySH+/oQIEmg49b1RT5gwAC/BCREJgRIu3bt3PtKP5zpookrDnShzFQJ3teHAEkwXXpBVxStV6+eXwISJuwBMmrUKLdU+9VXX+1mqevXzZs39x+GBO/rQ4Ak2G233eZe3N99951fAhImzAGiLQ1dxUH3OP9D97+IuP322937bOrUqd6jkch9fQiQBJo8ebLr4Lvrrrv8EpBQYQ0QnXx78cUXu+HwX3zxxe7zu1r6554bvsmTcZGgfX0IkATRF3qtWrWkaNGi3JtF0oU1QLp27er6PZ566im/JM8995yr9T/QPX/EFQGSIO+88457MXfp0sUvAQkXxgDRfc11/xxtZezYzyqzOjdEO9SPPfZYRjsmCQGSABs2bJCjjjpKTj755Mzd0AYpFbYA0feUvp+KFy9+wIm4H3300d+2UBB/BEgCPPbYY+5F/Omnn/olICnCFiBNmzZ176lBOqooBt0zpECBAgcMmozw2WfRzvIEIkDibMGCBW52bCMdfw2kyPPPfyGdO0/yT6el9957z4WHLkR6MHatOXfTTTf5pcyh/a5Fi4pcfrlfiSsCJM50XLrunDZ79my/BCCb5s+f7yYJnnrqqdnq17j33nvdCMhJk8IRotmmw3Mj/375+mu/ElfpESAJ2gwl3j6LNBn1k9KDDz7olwBkky5VUrNmTbdF7YwZM/zyAem+O9pfUqNGjQNugRtKOucsVy69j+lX4i74AZKdzVCGDhW54w7TMSly3B857jAeeo9W1+U54ogjdk9uAmD36KOPug9kPXr08EsH5cUXX9y95HtG0VUvChUSWbrUr8RdsAMku5uhRC7ikVeM6Xg7chwROfQFl5ODRd2QCDVqvO6f2kvWun7drt3oLNW9xfpZQaBLs+vM8iuvvNIvHTTdG6RS5PpRunRpWb9+vV8OJ11vL3IdkmeSs5lYsAMkwZuhxMuaNWukZMmScvrpp+93fDqQU7Eu+vsLkNGj52d5xB6xflaqrVy5UsqWLSvlypXL8fa0I0eOdB/sHnnkEb8UPtpHVL68SIUKugS4X02IYAdIrKWIc7gZSrzcc8897kU6fvx4vwTERayLvh8gq1dvlquvHiB//LHvhSTWz0olXcHhkksucaOoJk6c6JdNLrvsMsmbN6/8/PPPfilcnn462voYONCvJEywAyTBm6HEw6ZNm1x4VNTbaUCCxLro+wGihg6dK48+uu88gFg/K5W6devm3k9PPvmkXzKbO3eum8HepEkTvxQeS5ZEBxjVr+9XEirYARKrBZLDzVDiRUd66CccHXIIJEKsi/7+AkS1ajVcxo7d+3UZ62eliq5Yre+jc845J+63gv/xj3+4YBo9+u/7htLazTdHP3B//71fSahgB0iCN0OJlx9//NHN/bjqqqv8EhAXetGPdWR97C7Ll2+QK67oJ2vW7LmVFcQA2bhxo5xyyilu6O0vv/zil3Ns3bp1UqpUKTefRDvXQ+XLL6NzPu65x68kXLADJLubobzySrQJZzhGRY7LI0d946EdfvoJ56233trzfIA4iXXR/7sAUR9+OEvatx+7+89+PQiaNWvm3j8DE3j//s0333R/xyt6nQiLnTtFzjpLpFgxHX3gVxMu2AGisrMZii6gpiMQDMdHkaNa5KhgPHQFUO34O+GEE+Le/AZiXfQPFCB6jWnR4hMZP37hfuup1q9fP3dhv/vuu/1SXOmEwjPOOMPN1fr999/9cnrSCdXacd6tm19JiuAHiErQZijx9tprr7k3wquvvuqXgByJddE/UICoxYvXyeWXvy/r1m3dq75ixUaZMWNF5OK6M8ujk0fXjtM9cypXrpytpUqsPv/8c7fESRjma21av17eLFNGlugAHh1QlALpESBpQj/hVK1a1c1IZzY64ml/oZBVrABRfftOlw4dxu1Vf+yx6J8bNnxHnn32c5kyZWmkBZ2cpT+0L6J27dpu8dEffvjBLyfM9ddfL3ny5Mn28ihBozP1C0Y+sE4bPtwvJQ0BEme71sNq3bq1XwLM/i4UdjmYANFWRtOmg/eqa4tk4MBZ0rLlp5GG/Zuudv75faRjxwkyadIvsm1b4m7Htm/f3r1Xunfv7pcSSjvpdX2tBg0a+KW0MW/ePDdiTefMpBIBkgDXXnutG5U1a9YsvwQElo7UGjJkjhv6W7t2NEzOPbeXPPHEeBk3boFs3Rq/0Uvjxo1zS5Wkam6GzjPR8BqcdRBOGtElXnRuy5w5c/xSUhEgCbBw4ULXLL/ooov8EpAWNmzYJsOG/ST/+McoqVOnpwuTunV7uomJI0f+LBs37jvD/WDpSrm6Y+fRRx+dss5snQB8zDHHuEEvuhVuOhk7dqwLv7Zt2/qlpCNAEqRDhw7uf/Inn3zil4C0snnznzJq1Dw3FFhD5PTTO0vp0rVc66FPnz5uLbjs0KVFdMSi3u5NpV0bVXXq1MkvBZaO8KxSpYoceeSRsnbtWr+cdARIgujEKP2EddJJJ7EvOkJD+0TGjPlBmjW7z42e0guw3krR1rbOgdKFEA/kpZdect/z+OOP+6Wk03W36tSpI4ULF5Zluq5eGtD+Iv39vf76/vu5ko0ASaC+ffu6/9kvvPCCXwLSnn4wGjFihNx5551uNWp9rWvLQvck16Hsv/76616PnzZtmuv41Yt2UGaD/9///Z/ri9E9fYJOVybWEZ7VqlULzCZZBEgC6SecW2rXlo5Fish2XbcLCCm9taId47qVrC7FrmGi8y3q1q0rXbt2dVs864KjxYoVc32EQaKz4DVENEyCrFWrVu73OmHCBL+UMgRIgq2ZMiW6vWTz5n4JCCX94KQT9h566CG3QoNe9HYdA3TDo4DR21d6G0tbRvrcg2jmzJlu7sp1113nl1KKAEmG22+PhsjUqX4FCL3JkyfLNddcE7iLX1baka4Bpx3rQdSwYUM3d2XRokV+KaUIkGT47bfoHsWR5jyA4NH+HB3Wq8PvzzvvvH0WS03loTudBmXggY8ASZbnnosueqZL0AMIHO34LxT5oFe+fPl9FktN5VGmTBm3FH0Q93UnQJJFJysdf7zIscdGVxQGgDRHgCTTRx9FWyG67DwApDkCJNnOPz+6JP3ixX4FANIKAZJsumy17l18441+BQDSCgGSCvfeG93DeNIkvwIAaYMASYVVq0SKF9eNG3STBr8KAGmBAEmVF1+MdqjTCgGQpgiQVNGWx6ef6iJCfgUA0gIBAgAwIUCCok8fkVq1RAoWjB76de/e/qOit70OJFYdAOKEq00QtGwpUrWqyIgRupeo7kYlMmqUSLVq0VpWsQIiVh0A4oSrTap9/LFIpUrR4PDpuYoVRYYM2XMuVkDEqgNAnHC1SbWLLxbp398/u4cuvti48Z4/xwqIWHUAiBOuNqlWooTIihX+2T10r+aSJff8OVZAxKoDQJxwtUk1XdbkQPtDb98ukifPnj9rQMQ6ACAJuNqkWqwWiO6lTgsEQABxtUm1Ro1i94FoP8kusQIiVh0A4oSrTaoNGiRSuXJ06K5Pz2lt8OA952IFRKw6AMQJV5sgaNFCpHr16NwPDQ3dsXDMmOg5rWUVKyBi1QEgTrjaBEWvXiI1a0Y3m9JDv+7Z039U7ICIVQeAOOFqAwAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKABNSWLVvkwQcflJ49e0qfPn0Cc+jzeeihh2Tbtm3+UwaQYQiQgGrbtq0ccsghgT0ee+wx/ykDyDAZGSC//fabjB071j8dGPr8ChcuLDVr1pQFCxbIwoULA3Po86levboULVpUVqxY4T91ABkkYwJk2bJl8r///U8aNGgguXLlcp+iv/rqK/9hgXDHHXe45/jtt9/6pUD4+uuv5dBDD5UWLVr4JQAZJNQBsnjxYnnxxRelXr16u0OjdOnScuutt0rx4sWlQoUKsnbtWv/bUuqbb75xz7VZs2Z+KVD0d6jPc9q0aX4JQIYIXYDMnz9fOnXqJLVr1959v75cuXLSqlUrmTBhgvz111/uccOGDXOfoq+//nrvJ6TOzp07pU6dOlKkSBHXYgqypUuXSqFChVw4A8hMoQiQH3/8UZ5++mmpVq3a7tA47rjjpF27dvLll1/6D9+tTZs27rFvvfWWX0qJd9991z2fzp07+6VAeuaZZ9zz/eCDD/wSgAyQtgHy/fffyxNPPCGVKlXaHRonn3yyPP744zJ16lT/4fulQ1G1Q7hgwYIuhFJp48aNrqV04oknps0QWR1qrLcBy5cvL5s3b/bLAEIurQJk8uTJ8uijj8oJJ5ywOzROP/106dixo8ycOdN/+EGZO3euuxWjrZetW7f65aTRMNR/z5AhQ/xSoH344YfueWsLEEBmCXSAaJ/A559/7iauHXvssbtD46yzzpLnnntOfv75Z/9bTHr16uV+buvWrf1SUixatEjy588vDRs29EtpoX79+q4Vt2TJEr8EIMQCFyA7duyQcePGScuWLaVs2bLuwq6d3XXr1pWuXbu6i20i3HTTTe7v+fTTT/1Swl133XWSJ08ecysq1fR2Yu7cueWWW27xSwBCLBABovf8R4wYIXfeeaeULFnShYZekM4//3x59dVX5ddff/W/Je7WrVsnxx9/vBx55JFJ+ft2mThxovv3PvDAA34prdxzzz0ugA80aAFAuKQsQLQDdvDgwXLbbbe5Wc16ET388MPloosucqOiVq5c6X9Lwmkfy2GHHSYXXHDB7uG+iaR/h/a9lChRQlavXu2X04r+/ypWrJi7vai3HgGEX1IDREca9e/fX2644QZ3z1xDI1++fNKkSRN5++23Zc2aNf63JJ32rejz0v8m2htvvOH+ru7du/ultPTf//7X/XsG9+7tlwCEUFICZNCgQXLmmWe6jmK9wGh46H3/999/34VKkGirQJc70ZaILtmRKDoDvlSpUlKlShX5888//XJa2r59u3SoWFFGli0rsn69XwYQMkkJkFq1arn747r8hYZJ0OcMaB+I9oXoZMRELXWya7XdMWPG+KW0tnX48MirKvKy+uc//RKAkElKgGjneIECBfzTgTZ06FAXejfeeKNfyrE5c+a4/p4rrrjCL4XDJZeI5M2r68r4FQAhQoAcgG7opK0EnScST5deemnk+ppX5s2b55fCIRKQcthhIlde6VcAhAgBcgA6M11HSelMdW01xIMOV9ZQ0hn1odamTfRWVoD3XQGQMwRIDLpGlnb6n3HGGTle6kQ7mStWrChlypSR9WHvZNa+oyOPFKlSRWeH+lUAIUCAHASdl6KtBl1SJSe6deuWkFtigfX669FWSEiGKQPYGwFykHTuinaq6z4iFqtWrXIT7XQ4c8ZMtNPJmNWqiZQoIZLmEyUB7IsAOUg6nFeXLte5G7pneXbp2l4ZudTHhAnRVkirVn4FQJojQLJB91DXRQ8vvPDCbC11Mn36dLe218033+yXMsO110rkFycya5ZfAZDGCJBs2rULn26be7AyfrnzhQtF8ucXSdPl6gHsHwGSTdry0FWCdamTKVOm+OV9DBw40AWObnqV0XTDqSJFREKybAsAAsRk6dKlbtl53RlRl4H/O7risC6Hwpav/9+mTf4ZAGmMADH65JNPXKf4gfo1nn32Wdf6GDBggF8CgLRHgORAq1atXED06dPHL7kFGXUGe7169fwS9PdVq5ZIwYLRQ79mCXgg7SQlQJo3bxG5mBb1T6c9nZletWpVFxQ//fTTXjXdKCtXrlzy3Xff7XU+47VsKZFfmq7pIrJhg24SIzJqVHS+iNYApI2kBMgjj/SUSpXu9k+HwuzZs13rqkaNGm5rXqU7G+rtrbvuust7dIb7+GOJvBCiweHTcxUrigwZ4lcABFRSAqRjxwlyzjk9/dOhsWtnQd3jQ2eZ6/4nuk3vihUr/IdmtosvFunf3z+7R79+Io0b+2cBBBQBEie6w6K2Oh5++GEXJl26dPEfAl3S5EChumyZSMmS/lkAAUWAxInu516uXDkXIjpsd9ftLGSRO/eB54Fs3x6dsQ4gLRAgcXT22We71sdpp53ml6BitUCWL6cFAqQRAiRO3nvvPRceut+Hjr765ptv/IegUaPYfSDaTwIgLRAgcTB//nwpUqSInHrqqbJo0SL3tbZGMmbZ9oM1aJBI5crRobs+Pae1wYP9CoCAIkBySHcZrFmzpuTPn19mzJjhznXu3Nm1Rt59913v0ZAWLUSqV4/O/dDQ0OVNxoyJntMagLRBgOSQ7m2uYdGjR4/d57QD/cQTT3Sd6hv392k70+mOjJHQFV2dQA/9umc4Xx9AmBEgOTAm8slZ+zuuvPJKvyRDhgxxwfL444/7JQAIBQLEaOXKlVK2bFk55phjZPXfbNfasGFDd2tL+0UAIGwIEAPtHL/kkkvcLoMTJ070y7vNnDnT7WCokwwBIGwIEINu3bq521NPPvmkX9rHAw884B47QfcGz2Rz5oiwrD0QKkkJkP79Z0iLFp/4p9OSrq6bN29eqVu3ruzYscMv70Nvb5UoUUKqVauWrX3UQ0Vnn1epIlK+vF8BkMaSEiBhoSOqTjnlFClevLj88ssvfvlvde/e3bVCXn/9db+UGSL//sgvQCRT//1ASBEg2dCsWTMXBLrPeXb8GfkEXiXyCbxUqVKydu1avxxuOsBAlzDR/T4ytQUGhBQBcpD69evnwuPuu237mowdO3b3ku8Z5YEHoq2PTO8DAkLIFCA1ahz4VkTWun7drt3oLNW9xfpZQbBgwQK3v0flypVl8+bNfvmg6XyRww8/XOZoh3ImmDkzurouo9CAUEpagIwePT/LI/aI9bNSTW8/1a5dW/Llyyc//PCDX86WefPmuQ54HQKcERo2FMmfX4R5MEAoJSVAVq/eLFdfPUD++GNLlkftqQdZ+/bt3a0n7QiPh11LnwwfPtwvhYtuTau3rpiJD4RWUgJEDR06N3LxHLP7/C6xflYqjRs3zi1V0qRJE79ktn79eilTpoxb9l0XYgwl3UzrxBNFypXb/8q7AEIhaQGiWrUaLmPH7n0rK9bPSpVVq1bJUUcdJUcffbT8/vvvfjlHevfu7VohOiExlDp3jrY+WI0YCDVzgMQ6sj52l+XLN8gVV/STNWv23MoKaoBcdtllbqmSzz77zC/lmC6FcuaZZ0qxYsVcUIWK7ipYpIhuz6j/UL8KIETMAXIgfxcg6sMPZ0n79mN3/9mvB8FLL72U8JV0v/zyS7d/+j333OOX0tudd4rkyiXCjoxA6CU9QPRDqS5rMn78wv3WU23atGlupFSdOnXcCKxEuvnmm10r5/vvv/dL6enbb6Ph0bSpXwEQQkkPELV48Tq5/PL3Zd26rXvV16/fJtOnL5ft21MzY1mXKtHObb21lIwl2JcsWSIFCxaU+vXr+6W09PY558jMwoVFfvvNLwEIoZQEiOrbd7p06DBur3rPnt+5P593Xm954onx8tlnC2XbttgLFsZL8+bN3a2rDz74wC8lzNNPP21aHiVo3n//fffv+PD55/0SgJBKWYD89ddOadp08F51DQsd7tumzUg5++y3XK1u3Z6uz2TUqHmyeXPibikNGDDAXQDvuusuv5RQOrO9fPnyUqFCBdmyZd95Mulg06ZNbmOt448/XrZu3eqXAYSUKUCSQcNi5Mif3dwRDRENkzp1ekrbtqNk2LCfZMOGbf63mC1cuNDdtqpUqZK7GCbbrvB65pln/FJa+Ne//uWe/+DBg/0SgBALbIBktXXrn67TXW9r1avX24VJ7dpvunklQ4bMkdWr1/vfctC0o/zss892S5WksjO7Xr16UqhQIVm6dKlfCjRd1r5AgQJywQUX+CUAIZcWAZKVdrBPmvSL2+XwggvedmFy1FEXugtYjx495LdsduB26NDBfXp++eWX/VJS6UZVOuv9tttu80uBdsMNN7hte3O6ThiA9JN2AZLVjh1/yddfz5fWrZ9wy4NoEOjcinPPPdfN8o616dP48ePdRfvyyy/3SynRokUL9/y//vprvxRIX3zxhXu+9913n18CkAHSOkCy0tndEydOjIRJa9ehq2GiR61ataRTp05uJdysdHkSXaZElysJymzwFStWuGXj9TnrvyfIdHve6tWryxFHHBH3pV4ApIfQBIhPP8U/8sgjbmTQrjCpWrWqGzY7e/Zs1+rQ1ocumBgkXbp0cc/17bff9kuB8tZbbwXi1h+A1AltgGSl/Qu6LInuZ74rTPR47LHH/IemnK7Qe/LJJ7uW0YYNG/xyIKxbt05Kly7tNthK9Gx9AMGVEQGS1axZs9y2tLpJVFAvfkOHDg1swKmHH37YPb9Ro0b5JQAZJOMCJF00aNDArZOlQ4x1qZOgHBq8euuvcePG/lMGkGEIkICaNGmSmxdSrlw5N0s9KIc+n8KFC8uUKVP8pwwgwxAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8PwHLnjwqHzekAAAAAElFTkSuQmCC)
PN: 4H22-1-14
CAS: 1408075-68-2
Molecule Weight: 372.462
Formula: C18H32N2O6
TSCA: Not listed on TSCA inventory