| Product Number | 4H56-1-QY |
| Synonyms | tert-Butyl 5-methyl-1,4-diazepane-1-carboxylate |
| CAS | 194032-42-3 |
| MDL Number | MFCD11616042 |
| Molecular Formula | C11H22N2O2 |
| Molecular Weight | 214.309 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-QY
CAS: 194032-42-3
Molecule Weight: 214.309
Formula: C11H22N2O2
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
![2-Boc-2,6-diazabicyclo[3.2.0]heptane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABoEAAAaBAHHh3SQAAACNHpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfV7+BsYlCqmrVpEntJq2dtG+TA06KFKAC8vbvd4YmDUlGhNHZ53vO9t3Z0/tdsYKNq5u8KhMiKCfgyrTK8nKZkN+v3+4MuZ9NUzRCw7JJyFvbvk8Y2263NH1zhd1VJU2rgvTzk12TD2y2Aa3qJZOcC/bn+emlY+7ysmltmTqkmnzSdMqnKrVtt4v/LMEKW2/ykvXmrKg3vbe/kvvG6a7JyOdZvuLcA6KwyFcOFlVd2BY2klNs/AssXelq27oM5ntUBzTEs8+mz49Vui5c2WLXe8hTu3pp63WKiqJauXSNzrDz/TEhhUDAtlXxUNd2D77n1VaAlWADsCFYBTYCq8EasDFYwfHHeYEGAi1EiPFeOb/g6/7d4a6h/352/4+PUScxWDIhmmpuDGgqAxmDojoyARgaxVpBRLXSHJVScQ0hlZJLFFqHBpWR4fwwCmggcE7g6FP0SgL7bhnDlfcYhDxGYUSk0YeJlPdhdOQdKxUJvwXOFcI8FiG6MiFynKo41jjiGkcfQtJIHAWGjh1jN5vOqzI76UKeJWQuSBfUX27RyI+4EqjqzNVYqt6BNz0F5BDwWRgHggsgHAfCC0CNA2oI+HoYB6Ih4KvnCMhrgL4AzPgKZgj4yhwH4iHQ1fE44ecHqevq/gZznu7untxgzjLe36sbzFnSD/dwlAkvYnYTUVeOc5VhJ8XPDo8Mdi8eIHbyOjF8k2f/APL1rzSzoIhnAAA0jUlEQVR4Xu3dCbxN9f7/8WSWMl2EUCGVRlRUbpNSUn74V1cDJdV1Nd1cuipUNEi3W6YSriFDGYvKFZEmyRSilCEzIeMx8/mfzzp3r73P95x9zl7fc/aw9n49H4/1SOf7Wds56zjrfdZe6/v5niQAAFg4yfwAAACRIEAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAAkjLS1N3nnnHWnRooWceeaZUrJkSSlWrJhUq1ZNWrVqJcOHD5dDhw6ZuzlOOukkd8uNl1qEx9EDkBDGjBkjFStWzHRyz26rVKmSTJgwwdzdUyh4qUV4HD0AcderVy/3hF64cGHp0KGDzJkzR3bs2OFccaxatUoGDBgg5557btgTv5dQ8FKL8Dh6AOLqww8/dE/m5cuXlwULFpglrsOHD0vnzp2zPfF7CQUvtQiPowcgbo4cOSJVq1Z1TuQFChSQGTNmmCXZ6tmzp/khT6HgpRbhcfQAxM3YsWPdE/lNN91kDnviJRS81CI8jh6AuGnbtq17ItcnrPLCSyh4qUV4HD0AcRN6U3zFihXmsCdeQsFLLcLj6AGImzJlyrgn8j179pjDnoSGgpcN9jh6AOKmUKFC7on82LFj5rAnZjBEusEeRw9A3ETrCiQ3XmoRHkcPQNzUrl3bPZHH+x7IsmXLpGvXrlK/fn0pW7asFC1aVGrWrOlMaly3bl3I3gjI/UgDQJS0adPGPZHH+yms0I+ZW6lSpWThwoUhrwCV+5EGgCgJnQfSpEkTc9iT7EIhnOxqL7zwQnnxxRedFirr16+XgwcPOlcljRs3duoaNWoU8gpQuR9pAIgScyb6rFmzzJJsae8sU3ahEI6X2g0bNjh1xYsXN4dSXu5HDwCiaPLkye7JXLvxLlq0yCxxaeA8/fTT2Z74vYSCl9otW7Y4ddpSHpnlfvQAIMpCu/EWKVJEOnbsKF9++aXs3LnT6ca7Zs0aZ52QOnXqhD3xewmFSGr1seKVK1dKs2bNnLpXX33VLEl54Y8eAMTQ6NGjpUKFCplO7tltlStXlokTJ5q7RxQKAbnVho5XqVJF3nrrLbMEQoAASCD79++Xt99+W5o3by7Vq1eXEiVKuCsStmzZUkaMGOG0dM9ObqEQKrfa0HGd7Hj99dfL3LlzzbKUl/3RA4AUd/ToUWf+R//+/Z15IQULFoy43XyqIEAAIBfTpk1zrkZ0kiGCCBAAyEVaWpoTIDzKmxkBAgC5mD59uhMgel8GQQQIAKSrV6+eDBo0SJYuXSq7d+92bujrY7y9e/eW0qVLOwGic1AQRIAAgGR+8iq7TZ/E0reyEESAAIirvXv3SufOnWXw4MHmUEwtWbLE+Tzq1q3rtJkvXLiwVKpUSZo2bSqjRo2S48ePm7ukPAIEQFx1797d/S2ftun+QoAAiKvAuug6aZC3iPyFAAEQN8uXL3evPnSmOfyFAAEQN7r+RiBAtBcW/IUAARA3F198sRMeunxsXtdER+wRIADi4tdff3WvPrRlOvyHAAEQF7q+RiBAhg0bZg7DBwgQAHFx2WWXOeGh8y104Sj4DwECIOZ0voeuga4BcuONN5rD8AkCBEDMvfHGG+7bV7pULfyJAAEQc1dffbUTHrpI09atW81h+AQBAiCmNm/eLCeffLITINdcc405DB8hQADE1IABA9y3r/r27WsOw0cIEAAxpW3RNTz0JvqGDRvMYfgIAQIgZrZv3y6FChVyAqRhw4bmMHyGAEHSCLwtoltuvNQi/+iaH4Hj3qdPH3MYPsNPD5KGl1DwUhsJbUOuj6O2aNFCzjzzTClZsqQUK1ZMqlWrJq1atZLhw4fLoUOHzN1Szi233OK+fbVmzRpzGD6TPz89QALwEgpeanMzZswYqVixYqbXzG7T1e0mTJhg7p4ydu3aJUWKFHGOha76B//L+08PkCC8hIKX2pz06tXLfR1tydGhQweZM2eO7Nixw7niWLVqlfPUUWDRpLz+fX42cuRI9xi89NJL5jB8KHX/NSPpeAkFL7XhfPjhh+5rlC9fXhYsWGCWuA4fPuyst52Xv8/vmjdv7h6vn3/+2RyGD6Xuv2YkHS+h4KU2O0eOHJGqVas6++v7+TNmzDBLstWzZ0/zQylh3759Urx4ced4XXDBBeYwfMrupwdIQF5CwUttdsaOHevuf9NNN5nDMLz//vvu8erRo4c5DJ+y++kBEpCXUPBSm522bdu6++sTVsjZnXfe6R6vJUuWmMPwKbufHiABhYaCl81G6E3xFStWmMMIceDAAeexZj1WtWrVMofhY3Y/PUACMoMh0s1GmTJl3P1ZyztnkydPdo/VP//5T3MYPmb30wMkIC+h4KU2O4F2HLodO3bMHEaIe++91z1W8+fPN4fhY3Y/PUAC8hIKXmqzwxVIZPTx5VKlSjnHSWfoI7nY/fQACchLKGRXu2zZMunatavUr19fypYtK0WLFpWaNWs6kwN1CdZQtWvXdvfnHkh4n3zyiXucnnrqKXMYPpf7TxrgE9mFQjjZ1YZ+zNz0t+iFCxe6tW3atHHH8uMpLL2K+fzzz+WPP/4wh3ytXbt27nH6+uuvzWH4XO4/aYBPZBcK4WRXe+GFF8qLL77otCJZv369HDx40Lkqady4sVPXqFEjtzZ0HkiTJk3cj9u64YYbnNfSdig33nij07V227ZtZpmvHD16VMqVK+d8XZUrV5YTJ06YJfC53H/SAJ/ILhTC8VKrix5pnc6kDjBnos+aNStkj/C0d1Z2AmuEh266Xvi1114r/fr1k40bN5q7JLyZM2e6X0vHjh3NYSSB3H96AJ/wEgpeards2eLUaWv2UKGPp2o33kWLFmUaD6WB8/TTT4f9+3ShpZdfflkuu+yyLEES2K666ip5/fXXZe3atebuCUnvHQU+90gDFv6S/b9mwIe8hEIktfp47sqVK6VZs2ZO3auvvmqWZOrGq63K9TftL7/8Unbu3Ol049U1L3SdkDp16uT69wX89ttv8q9//cu5KtGrm9DPNbDpjX7taPvLL7+YuyeE48ePy+mnn+58rtpokkedk1Pu/5oBn4gkFAJyqw0dr1Klirz11ltmiWv06NFSoUKFLCd5c9P7ABMnTjR3z9GmTZucdvDXXXed85aW+Zq6aXPC559/3rlfkyg0RAOf30MPPWQOI0lk/9MDpLjQE7ROGrz++utl7ty5Zplr//798vbbbzsty6tXry4lSpRwVyRs2bKljBgxwpkTkRe///67DBkyxGneGFiYydy0Vcizzz4b9wl7TzzxhPs5/fe//zWHkSQIECAMfYpI53/079/fmReiVwCRtm2PNl3dT0Pp9ttvd4LKDBLddOJep06dYv74rD5tFXjAQCdc6v0fJCcCBIjAtGnTnBOi3ntINLrWhi6re8cdd8gpp5ySJUh007fhHn30UZk9e7ZzfyKavvvuO/fv1fkySF4ECBCBtLQ054QY+ihvItLOt3qfRftPnXbaaVmCRDe9X9O+fXv57LPPonJ10KVLF/fv+uijj8xhJBECBIjA9OnTnROi3t/wC30KTFuJPPDAA+6EPnPTt5juv/9+mTp1qlOfH2rUqOG89qmnnupMxkTyIkCA/6lXr54MGjRIli5dKrt373ZujOtjvL1795bSpUs7J0Wdy+FHej9HJ/Y98sgj7uO15qZrdtx9990yfvx454rLxuLFi93X+8tf/mIOI8kQIMD/mCdUc9MnsWxPrIlE74Fou5bHH39czjjjjCxfp276FFmrVq1k1KhRsnfvXvMlwnruuefc19AgQnIjQID/0aVWO3fuLHXr1nXe2tG+VJUqVZKmTZs6J9Jo33yOl2+//db5us8666wsQaKbdiXWyZTDhg3Ltdnjeeed5waQXsEhuREgAFzajkWvIkLb1YduGqraXPLdd9/N0uxx+fLlbp3OfUHyI0AAZEsD4YUXXpCLLrooS5DodvLJJ8s111wjffv2dZo9aifjwJhesSH5ESAAcrVq1Sp55ZVX5PLLL88SJIEtMDte/6sPISD5ESAAPNHZ+W+88YazPkq4Zo/6RJs2mtSn2JC8CBAA1jZv3iwDBw502qaYIRLYtBNxjx49nMejkVwIEAB5FnhrS++L6OPO4Zo96hrzzzzzjHz//ffmS8CHCBAAeaJvaQXeytLleJXeA9Fmj9qdOFyzR53V/9RTT8lXX31lvCL8ggABkCf//ve/3VDQlvYmnQ+ia8jfeeedYZs96lopuhiXNntk8Sn/IEAA5IneTNcQ0Hb3W7duNYcz0WaPkyZNkvvuuy9ss0ddwVCbPWr/sWg0e0T+IUAAWNP14vW+h574//znP5vDOdIFtj799FNp165d2GaP2oOsbdu2MmXKFBozJiACBIA1fQIrcLLPadnf3ETa7LF169Yybty4pOhJlgwIEADWbrjhBufkrjfRN2zYYA5b0RUNtdmjLosbWNnQ3HRdFm2X8t5773lq9oj8RYAAsLJ9+3ZnvXg9oTdo0MAczje6Fr0uUnX22WdnCRLdtNmjNrzUZo87d+40d0cUESAArAwZMsQ9ib/22mvmcFToeiPdunWTc889N0uQ6BZo9qjruuR2Qx95R4AAsHLLLbe4J+7Vq1ebw1G3YsUKp4HjxRdfnCVIdAs0e9R7M/n19prS+y/vvPOOtGjRwpmBr/dmdK5LtWrVnDVUhg8fHnZ1x9DPLzdeauMlcT8zAAlr165d7mzzSy+91ByOOQ2wV199Va644oosQRLYGjZs6FwprVmzxtw9YmPGjJGKFStmeW1z03VkJkyYYO6eqSY3XmrjJXE/MwAJS29eB05u2jQxkejMeJ3cmFOzR100rGfPnvLzzz+bu4elX2dgf32rrEOHDs7N/h07djhXHNqxeMCAAZneXjN5CQUvtfGSuJ8ZgIT1f//3f+7J7aeffjKHE4Y2e9TZ8dqfK3DD39zOP/986d69u7MiZTgffvihW68THRcsWGCWuHR+i67wmN2J30soeKmNl8T9zAAkpH379jmP0eqJTTvt+oU+NTZ06FC5+eabc2z22KdPn0z76Wz4wOPEekUzY8aMTOPh6BWOyUsoeKmNl8T9zAAkpA8++MA9selv7n6kzR5HjhzpXEkFwjB0C70a0T5egY/fdNNNIa/inZdQ8FIbL4n7mQFISNoUMbsTrV9ps8f3339f7rrrLqfZo15V6VVWgLZSCXy9+oRVXngJBS+18ZK4nxn8QfsTDRki0rKlyJlnSvpPoEiJEhl/Tv/tTt59N6MGSUH7Ueljq3pS07d7UkHoTXF9dDgvvISCl9p4SdzPDInvww9FqlTRf+k5b1qjtfC90JvJTz/9tDmclMqUKeN+zXv27DGHPQkNBS9bokrczwyJrV8/kQIFMgKicGGRv/9dZP58Ee1LpJf/CxeK/OMfIkWKZNScfHLGPvA1bcMeOKmlyqqCoU9v5XWtEjMYIt0SVeJ+ZkhcM2dmBIL+wy5dWmTePLMiSB93TP8NzqnVfT7/3KyAT+jjqdpeXU9oupqgNj1MBdG6AsmNl9p4SdzPDInp+HERfe9b/1HrNnmyWZHVlCnB+lq1Ml4DvqNrdwROaH/XK84UUbt2bffrToR7IMuWLZOuXbtK/fr1pWzZsk4zSb0fpRMbdRJlLOX+VQChJk4MhsHVV5uj4eliQ4H99DXgOy8/+KBUS//+FUzfvv76a3M4abVp08Y9kSfCU1ihHze3UqVKyUJ9+zhGcv8qgFDt2gWDQJ+wipTWBvZr394cRYI7ceyYvPOnP0mn9O9fh8qV0y8iU+cqMnQeSJMmTcxhT8KFQnbC1V544YVOE0lto7J+/XrnyTi9KtEuxFqrLVxiJfevAgh1/vnBIFi61BwNT2sD+/lo9jL+5/PPZWP6925e+rb4b38zR5OaORN91qxZZkm2susRFi4UsuOlVmnHYa3ViZGxEtlnBgSULRsMgt27zdHwdu0K7leunDmKRKehEfj+peCDEJMnT3ZP5tqNd9GiRWaJSwNHH3HO7sTvJRS81Cpdn15rta18rET2mQEBhQoFTyReHmk8ejS4n74G/EPfrqpUKeN7V768t+97Egntxqu9tDp27ChffvmlswqiduPVNvG6TojOZA934vcSCpHW6qPFK1eulGbNmjm12tY+VnL+zAATVyCp56uvgt+7FL9/NXr0aKlQoUKmk3t2W+XKlWViNg+LRBoKKpLa0JoqVao4i2fFUvjPDMgO90BSz5NPBr9306aZoylHe2dpi/jmzZs782FKlCjhrkjYsmVLGTFihDNnJjuRhEJAJLWhNTrhUdvW6xrysRL+MwOykx9PYT34oDmKRKWTBfU9df2+6aTRMCdGxM/Ro0ed+R/9+/d35oUULFgw4pbzeUWAwBvmgaQW7TIQ+L61aWOOIsFMS79C1KsRnWQYCwQIvNEbqKEz0SNpkjh1arCemej+0qWLt+814iotLc0JkFg9ykuAwDu9PA7thZVTUz2dFRu48a77aB8t+Efgl4VTT6Utvw9Mnz7dCRC9NxMLBAjs9O0b7MarHXe1N5I2TtROvPv3i+hz8qHdeLVW94F//PBD8OrjrrvMUcRJvXr1ZNCgQbJ06VJnZUW9qa+P8fbu3dttdhmrVvsECOxFuh5I5cqRNV385ReRxx8X+eYbcwTx0K1b8Hs4bpw5ijgJffIqu02fxNK3smKBAEHe6NsagwdnrD6ol826GqG+/6p/bt5c0n9VEjlwwNwre02bZpys9DW++84cRawFHtnW76deVSIh6DLCnTt3lrp16zqt5gsXLiyVKlVK//FpKqNGjYppnzICBInjxReDv/H+6U8iP/9sViBWtG154HvRooU5CjgIECQO/c3pL38Jnrh0XfVNm8wqxELPnsHvw3vvmaOAgwBBYtGJajfcEDx5XXSRt5YpyB+XXJJx/IsW5fgjLAIEiUeXDb300mCIXHutyKFDZhWiZdWq4LHX+1JAGAQIEtOWLSJnnx08kf2//8cExFh57bXgcR861BwFXAQIEtevv2a0Dw+czDp2NCsQDVdckXG8te3+jh3mKOAiQBAbv/8u0qpVxuRCL+tJzJ8vUrJkMEReesmsQH5avz44QbRxY3MUyIQAQWz8+9/BEPC6psR//ytSuHDGvnpy+89/zArklzffDH6f3n7bHAUyIUAQGzqn47TTgien7t3NipyNHBn8zVjfWvn4Y7MC+SHwBFzBghn3oYAcECCIHV1LWx8Ltf0NN/Tmrs5Wj+HCOSlDH1bQ43vrreYIkAUBgth6//1gJ1/9LXfSJLMiZ9q0MRAiujTuTz+ZFcgLbU0ze7b2BTdHgCwIEMSertscCIFixUS+/NKsCE9XyGvdOri/9txitjoQFwQI4kPbTQdCoEwZkWXLzIrwdLa6PiEU2J/Z6kBcECCID72SaNs2GAJnnCGybp1ZFd7evSJ16wb3v+YaZqsDMUaAIH6OHhW55ZZgCGj78J07zarwtm7NPFtd55kwWx2IGQIE8aXrTFx+eTAErrwy8vVDlM5Wr1DB3f/o3/5mVgCIEgIE8bd9u8g55wRD5LbbrGar70vfd1r69kWvXmYFlD5hNWSISMuWGa3yTzkl43Fo/bMuCPbuu6x7Dk8IECSGtWtFKlUKhojH2epHpk+XqYULS5f0fa9M34bSBDCzSJcf1hqtBSJAgCBx/PCDSKlSwZOZrsntwfz33pPLChQQXRe6UKFCMnXqVLMkNfXrF5zFry1hdC6NXrXpgwj79oksXJjRo6xIkYwanaej+wC5IECQWGbNyjxbfeBAsyJHffr0cQJEtxIlSsi3335rlqSWmTODEzdLlxaZN8+sCFqwIOOR6kCIaOcAIAcECBLPBx9knq0+caJZkaOnnnrKDZFy5crJT6k6W12fSKtZMxjGkyebFVlNmRKsr1WLp9qQIwIEialv3+CJTGerz5ljVoR14sQJufvuu90QqV69umzcuNEsS34avIFjePXV5mh4f/5zcD+P4Y3UQoAgcf3zn8ETmb79snSpWRHW4cOH5cYbb3RD5MILL5Rdu3aZZcmtXbvg8dMnrCKltYH9PD7MgNRCgCCx3X9/8GRWpYoc8jBbfe/evVK3bl03RP6c/pv1wVR6TFUnZgaOnYfwdWoD+9WpY44CLgIEiU1nqzdtKofTT2az0re3zztP9nqYrb5161apUaOGGyItW7aU46nyvn7ZssEg8NIrTK/UAvtpx2MgDAIEiS8tTeZecYU8l35Cu06vJBo2lAMeZquvWrVKKlSo4IZIhw4dzJLkpAtvBYLAy8RMDe3AfvoaQBgECHxh//bt0rp2bTcEmjVrln5OjPykuGDBAjn11FPd/Xv27GmWJB+uQBBlBAh8Y+3atVK5cmU3BB588EGzJEfTp0+XIkWKuPsP0bYefvbHHyKffiryyisZczhM3ANBlBEg8JUffvhBSpUq5YbAc889Z5bkaNSoUXLyySc7++ps9Sk678EPtFW9TgLUxbjuvjtz7zDd9Ck1895OfjyF5TGkkVoIEPjO7NmzpWjRom6IDBgwwCzJ0euvv+7uq7PVv/nmG7Mk/lasEBkxQuSxx0Tq1Qu2GQm3XXqp+QrMA0HUESDwpXHjxrlXEgULFpQJEyaYJTnq1KmTGyI6W32FnrDjZds2kY8+EnnmGZGbbsrcDyzcpi3sb79dRDsPT5+e/WJaeo8odCZ6JE0StX9YoJ6Z6MgFAQLf6tevnxsCxYoVky+++MIsCUtnq99zzz3u/tWqVYvNbHVd/0TXgP/XvzIWwEr/e7OEg7lp2/VGjbRHi8j48SK//Wa+angzZmTuhfX992ZFkDZVDNx41320jxaQAwIEvta1a1c3BEqnnyCXerhZfOTIkUyz1S+44IJ8na2uIbVryRI5pvcUHn5Y5OKLgyfzcJt2zdU13nUG+KBBGR2K83oVoG1hAt149a0w7carN921E68G2qJFmbvxaq3uA+SCAIHvPfDAA24IVKlSJf0X9Mh/Q9+XfhKtV6+eu39eZquvX79eJk6c6Lw9pq9za8mS0j/9NbeYIRG6Va2ascBTnz4iegWlJ/VoiHQ9kMqVI2u6CAgBgiRw9OhRadq0qRsC5557ruzYscMsC2vbtm2eZ6vv3r1bPvvsM3n55ZelefPmUrFiRXf/wHZp+tYzfVseODmfdppI48Z62ZRxQt+yxXzZ6NJgHDw4Y/XB6tUzViMsXjzjz+lfg3PF42GCJkCAICmkpaVJgwYN3JN3w4YNnY9FSmerh4bAX//6V3dM3+pauHChc8+lbdu2cv7552cJC3MrXLiw3Fq3rkzs2FG2DR8u8uOPIX8bkBwIECQNveqonYfZ6hoSobPVNYSuuOIK5wa9GRDmVrNmTWndurW8+eabMnfuXOu3wQA/IUCQVPT+R+hs9XY6mS4HO3fudJa+7dGjh/M2WMmSJbOEg7mVLVtWbr31Vnn++efl448/lj90RjiQgggQJJ0lS5Zkmq3+7LPPmiWOc845J0s4mJtefeiVyJNPPiljx4513uoCkIEAQVLS2eqhbz31798/0/jq1auzhIVuderUkfvvv1+6devmtDnRG/QAskeAIGmNHz/emaWuwaD/1f8PeO2119zQaNWqlcycOVP27NkTsjeA3BAgSGp65RH6dpRemSi9Oa4f04aKXh75BRBEgCDp6T2QQIjobHVt616gQAHn/xvrvAwAVggQpITQ2eqhN9gHDhxolgKIEAGClKDzQfTR29Ab5trNd0usZ4MDSYQAQcrQmemhfa+qah8qANYIEKSU0MWk9G0tAPYIEKQUvWmu4aE30bV7LgB7BAhShj6uq4/taoDoY7wA8oYAQcoYOnSo+/ZV7969zWEAHhEgSBmha4bQ0wrIOwIEKUEXgCpatKgTHpdccok5DMACAYKUMGrUKPfqo2fPnuYwAAsECFJCixYt3ABZsWKFOQzAAgGCpLd//34pXry4Ex66HC2A/EGAIOmNGzfOvfrQdT4A5A8CBEnvrrvucgNk8eLF5jAASwQIktrBgwfl1FNPdcKjRo0a5jCAPCBAkNQ++ugj9+qjS5cu5jCAPCBAkNTatGnjBsi8efPMYQB5QIAgaR05ckTKlCnjhEe1atXkxIkTZgmAPCBAkLSmTZvmXn08+eST5jCAPCJAkLQee6yHFC9+hhQqVFK++uorcxhAHhEgSErHjh2XunUflcqVm8sFF7SQ48ePmyUA8ogAQVKaP3+TXHLJW1KnzgvSo8d4cxhAPiBAkJR69/5a6tUb5Gzz5m00hwHkAwIESef48RNy883vOeFxww0jnLezAOQ/AgRJ54cftrhXHy++OMccBpBPCBAknX/961s3QL75Zr05DCCfECBIOs2ajXbC49prh8mRI7x9BUQLAYKksnz57+7VR7dus8xhAPmIAEFS6ddvnhsgs2evNYcB5CMCBEmlRYv3nfBo1Og/cujQUXMYQD4iQJA0fvllp3v18c9/zjCHAeQzAgRJ45135rsB8tlnq81hAPmMAEHSuOOOcU54XHnlUElLO2IOA8hnBAiSwtq1u9yrj06dppvDAKKAAEFSGDp0kRsgn3zyizkMIAoIECSFu++e6IRHgwaDZe/ew+YwgCggQOB7Gzfukfr1M64+HnvsU3MYQJQQIPC9kSOXuG9fffjhT+YwgCghQOB7998/2QmPyy8fLLt2HTSHAUQJAQJf27Ztv/v2VYcOH5vDAKKIAIGvjR27zH37avz45eYwgCgiQOBrjzwy1QmPyy57V7ZvTzOHAUQRAQJfa9s24/7HX/861RwCEGUECHxt06a9MmbMMq4+gDggQAAAVggQAIAVAgQAYIUAAQBYIUCQcALzOnRr2HCIbNmyzyxxhdYCiC0CBAknNBR0e/752WaJiwAB4ocAQcIxA0QnCa5e/YdZ5iBAgPghQJBwzADR7R//yH6VQQIEiB8CBAknNBQCjRJ1+/HHbWYpAQLEEQGChBMaCl26zHD/nF27EgIEiB8CBAknNBT03ofeAwn8/3ffbQhbCyC2CBAkHDMUunad6f7/ffdNkhMnwtcCiB0CBAnHDIW1a3dlugqZMWN12FoAsUOAIOFkFwrPPfe5+7GWLT+Q48czLkOyqwUQGwQIEk52obBu3e5MVyGTJ/8UthZAbBAgSDjhQqF799nux2+5ZZQcPnwsbC2A6CNAkHDChcKGDXvk8ssHu2PvvbckbC2A6CNAEFP79h2Wjz9eKU89NV1uu22M+1ZUqJxC4YUXvnDHrr9+RI61AKKLAEHU7dp1UD766Gd57LFPpUGD4BWEbg888KFZnmMo6BK2V1yR+TXC1QKILgIEUaFrlI8fv9yZPR76tlPodscd47JMDFS5hUKvXnOyvFa4WgDRQ4Ag3+i6HaNHL5X27T/K1MMqdLvnnokydOgi56mqcHILBf17zCuZcLUAoocAQZ7oje1hwxZLmzaTs5zQA5u+TTVy5BLn7adIRBIKL7/8VZa/B0BsESDwbM2aXfLuuwuldesJWU7iuul8jYcemiLvv79Mtm3bb+6eq0hCQV9XVyuMpBZAdBAgiMjPP2+XgQPnO7PAzcDQTW9sd+jwsUya9JPs3HnA3B1AEiJAENbSpdvkrbe+k9tvH5slMHTTK4AnnpgmU6aslD17Dpm7A0hyBAhcJ06ckC+//Fq6dn1LGjXqliUwdLvqqqHSufNn8umnv0pa2hHzJQCkEAIkxR09elRmzpwpjzzyiJx++uly0kknSalSF0n16vfJxRe/7oRGo0b/kWef/Ty9brUcPHjUfImEoq3ex41b7sxSDzRcBBAdBEgKOnz4sHzyySfywAMPSLly5ZzQCN1KlKgu553XOv1KZKLMmfOb03PKL+bN2+heLQ0atMAcBpCPCJAUceDAAZk0aZLce++9ctppp2UJDd0qVKgg7du3lxkzZsmRI4l9pRGOzhHRt9k0QPRpsMWLt5glAPIJAZLE9u/fL2PGjJE77rhDTjnllCyBoVuVKlWkY8eOMnv2bDl+/Lj5Er6kT4IFrkJuvXU0N/iBKCFAksyuXbtkxIgRcvvtt0uxYsWyBIZuZ555pnTq1Em+/vprc/ek8fTTM9wQ0Zv+APIfAZIEfv/9dxkyZIg0adJEihQpkiUwdKtVq5Y888wzMn/+fHP3pLR372Fp1my0GyITJ64wSwDkEQHiU5s2bZIBAwbIddddJwULFswSGLpdcMEF0qNHD1m2bJm5e0pYsmSr28hR74usXv2HWQIgD3wVIGlpaVK+fPksJ0q24FavXj3p1auX/PLLL+bhS0mDBy90r0Luumu8r54oAxKdrwJk6tSpWU6YbCel/3Z9lfTp00fWrl1rHrKUp3NBtC9XIER6907e+z5ArPkqQBYsWOCeNPVG8LXXXptym4ZF4BhcdNFFsnHjRvMwwaCNF0NXL/zii7VmCQALvg2Q7t27m8MpYceOHe4xaNOmjTmMMDQ0AgGiYWLTJRhAZgSIzxAg9vTtq0CIPPzwVFqdAHlEgPgMAWJPb6DrjfRAiAwZstAsAeABAeIzBEje6KO8gVYn+oivPuoLwA4B4jMESN7ppMLAVYhONtRJhwC8I0B8hgDJH9reJBAi2vYEgHcEiM8QIPlDGyxqo8VAiEye/JNZAiAXBIjPECD5R1u9a8t3DRC9L7JmzS6zBEAOCBCfIUDyly46FbgKad16Aq1OAA8IEJ8hQPKXzgVp3/4jN0Ree+0bswRAGASIzxAg+W/r1n1y3XXDnQCpX3+Qs4wvgNwRID5DgETHrFkZrU7q1n1bGjbsmR4qtH4HckOA+AwBEj09e34mNWs+JpUr3ya33dY+aZb4BaKFAPEZAiR6Dh48LI0atZOSJWtIgQKF5KWXXjJLAIQgQHyGAImuH3/8SYoXL+4c30KFCsm3335rlgD4HwLEZwiQ6Bs4cKB7jHXdmd27d5slAIQA8R0CJDZatGjhHue77rrLHAYgBIjvECCxsXPnTqlatap7rIcOHWqWACmPAPEZAiR25syZIwULFnSO9SmnnCI///yzWQKkNALEZwiQ2NJ/Z4Hjfckll8ihQ4fMEiBl+SxAFjqPV+rWo8fz5nBKIEBi69ixY3L11Ve7x/yJJ54wS4CU5asA+eGHn6RcuYbO9uqrg83hlECAxN66deukTJkyzjEvUKCAfPzxx2YJkJJ8FSDLlq2XWrUed7a33vrUHE4JBEh8TJgwwT3u5cuXl82bN5slQMrxVYCsWLHd7Zr6zjvzzeGUQIDEz8MPP+we+xtuuIFWJ0h5BIjPECDxc+DAATn//PPd4//KK6+YJUBKIUB8hgCJr6VLl0qxYsWc41+4cGH57rvvzBIgZRAgPkOAxF///v3d78HZZ58te/bsMUuAlECA+AwBkhiaN2/ufh9at25tDgMpgQDxGQIkMej34YwzznC/F8OGDTNLgKRHgPgMAZI4Zs+e7bY60fsi8+en5r9JpC4CxGcIkMTStWtX9/uh80OAVEKA+AwBklgeffRR9/tRuXJlcxhIagSIzxAgiWPq1KlOaxP9Xpx66qmycuVKswRIagSIzxAgiWHTpk3OW1aB78XEiRPNEiDpESA+Q4DEn7Yw0VYmge/DI488YpYAKYEA8RkCJP5efvll93ugrU20xQmQiggQnyFA4mvu3LlOCxM9/vrorrY2AVIVAeIzBEj87N69W8466yz3+A8YMMAsAVIKAeIzBEj8aMuSwLHXViZAqiNAfIYAiY///Oc/7nHXFiY7d+40S4CUQ4D4DAESezq/o2TJks4x19YlX3zxhVkCpCQCxGcIkNg6fPiw1K1b1z3m3bp1M0uAlEWA+AwBElt///vf3eN91VVXybFjx8wSIGURID5DgMTOJ5984rYqKV26tPz2229mCZDSCBCfIUBiY/PmzVKhQgX3WI8fP94sAVIeAeIzBEj0aauSG2+80T3ODz30kFkCQHwWIBs37nEDZPTo1JwBTIBE36uvvuoe4/POO0/S0tLMEgDiswBRU6aslP7958mBA0fNoZRAgETXvHnzMrUqWbJkiVkC4H98FyCpjgCJnj179kiNGjXc49uvXz+zBEAIAsRnCJDoueeee9xje9ttt5nDAAwEiM8QINExfPhw97hWqVLFOc4AckaA+AwBkv9++eUXZ0laPaYnn3yyzJo1yywBkA0CxGcIkPylrUrq1avnHtNnn33WLAEQBgHiMwRI/urUqZN7PBs2bChHj6bm032AjagGSGDOhm65iaQ2tKZhwyGyZcs+s8QVyev5EQGSf6ZNm5apVcnatWvNEgA58G2A6Pb887PNElckr+dHBEj+2LJli1SsWNE9lu+//75ZAiAXvg6Qyy57V1av/sMsc0Tyen5EgOTdiRMn5KabbnKP44MPPmiWAIiArwNEt3/8Y7pZ5ojk9fyIAMm71157zT2G5557ruzfv98sARAB3wZI/frBP//44zazNKLX8yMCJG/mz58vRYoUcY5f0aJFZfHixWYJgAj5NkC6dJnh/vmvf51qlkb0en5EgNjbu3ev1KxZ0z1+b775plkCwAPfBoje+9B7IIH//+67DWFrkwkBYu++++5zj12zZs2ceyEA7Pk2QFTXrjPd/7/vvkkSej4wa5MFAWJn5MiR7nGrXLmy/P7772YJAI9iFiBetnDMmrVrd2W6CpkxY3XYWtPgwQulZcsP5LbbxuT71rhxH6lf/x6pUaOOnHnmmfm6VatWzT0RnnPOObJs2TLzS4Ph119/zdSqZObMmWYJAAu+DhD13HOfux/TQDh+POMyJLvagKNHj2cKnvzezjvvGalYsbEUKpRx0or2VqtWLXnmmWecG8TI7MiRI+nf68vcY9W1a1ezBIClmAVIbiKpza5m3brdmcJg8uSfwtaG6tt3XpYrh/zaonkFolvgKaLsNh3X9hxff/21+SWnpM6dO7vHpkGDBrQqAfKR7wNEde8+2/34LbeMksOHj4WtTRY6d2HMmDFyxx13yCmnnJIlSHTTtuSPPvqozJ4921nnO9VMnz7dectKj0WpUqVkzZo1ZgmAPEiKANmwYY9cfvlgd+y995aErU1GBw4ckEmTJsm9994rp512WpYg0a1ChQrSvn17+eyzz5y3dZLd1q1b5fTTT3e/fg1bAPkrKQJEvfDCF+7Y9dePyLE2mWl78k8++UQeeOABKVeuXJYg0a1MmTLStm1bmTJlihw6dMh8Cd/Tx3Nvvvlm9+vVYwEg/yVNgGzatFeuuCJ4FZJTbarQ9/v1iaNHHnkk02/joVvJkiXl7rvvlvHjx0taWpr5Er70+uuvu19f7dq1aVUCREnSBIjq1WtOlvAIV5tq9B7InDlz5PHHH5eqVatmCRLdSpQoIa1atZJRo0Y5s7b9aMGCBZlalSxatMgsAZBPkipAdH2QBg2yXoUgq2+//Va6dOkiZ511VpYgCZx8b731Vhk2bJjs3LnT3D0h7du3z3mkOfA1vPHGG2YJgHyUVAGiXn75KwLEI/0t/bnnnnPe7jGDRLfChQtL48aN5d1333VuTicqva8T+JybNm1KqxIgypIuQLZt2++sVhhJLbJavny5vPDCC3LRRRdlCRLd9LHYa665Rvr27SsbN240d48bfdst8DlWqlQp/d9B1g7NAPJXVAME/rZq1Sp55ZVX5PLLL88SJIHtyiuvlD59+sR1OVj9PAOPL2vAzZgxwywBEAUECCKybt06555Co0aN3HXEza1evXrSq1cvWblypbl71OicltCAe/rpp80SAFFCgMCzzZs3y8CBA+X666+XggULZgkS3erUqSM9evSQpUuXmrvnKw2MwN+pQZIKkySBREGAIE+2b98uQ4YMkSZNmoTt0aWLOGkTw++//97cPU/0rapAqxJ9C0vfygIQOwQI8s3u3btlxIgR0rx5cylWrFiWINGtevXq8tRTT8lXX31l7u6J3iTXm+WB19Wb6ABiiwBBVOjs77Fjx8qdd94ZttmjLuzUsWNHp9njsWPHzJcISx/P1cd0A6+jj+8CiD0CBFGnzR4nT57sLCkbrtlj+fLlnWaP2kE3t/sYejM/sJ9OHNQJhABijwBBTGmzx08//VTatWsXttlj6dKl3WaPBw8ezLS/TnrUWfJap/dctHUJgPggQBA3kTZ7bN26tYwbN85Zxzx0trw2TQQQPwQIEoLe19Bmj0888UTYZo+hjwxru3ZalQDxRYAgIc2dO9dp9nj22WdnCRK9KknknlxAqiBAkPAWL14s3bp1c57m0lnw/fr1M0sAxAEBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALDy/wH9jN6RnmjQIwAAAABJRU5ErkJggg==)
PN: 4H56-1-187
CAS: 1204405-68-4
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-Butyl (1R,5S)-3,6-diazabicyclo[3.2.0]heptane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-634
CAS: 799279-81-5
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-Butyl (1S,5R)-3,6-diazabicyclo[3.2.0]heptane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-637
CAS: 370882-66-9
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-Butyl 3,6-diazabicyclo[3.2.0]heptane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-689
CAS: 122848-57-1
Molecule Weight: 198.266
Formula: C10H18N2O2
TSCA: Not listed on TSCA inventory