![tert-Butyl 5-oxo-2-azabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABhNAAAYTQFacB4/AAACOnpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvF+MHzEMUUlWtJk1qV2ntpL2bHHBSpIAroHn49jtD04TQgQDdYf9/PvvO9uLmUGxhZ6o6t2VCOGUETJnaLC83Cfn98n0WkZvlIkURCss6Ia9N8zb3vP1+T9NXU+iDLWlqC9L1zw913tPsJbXVxhOMce/P48Nzy8zysm50mRqk6nxet40PNtVNO4v/hPAKXe3y0uvkXlHtutH+CuZeRg91Rs5rucO+W0RhnW8NrG1V6AZ2glF82TfYmNJUujEZrI7YLKmPa18uHu9t+l6YskHXjZCnevvcVO8pNhR2a9J3HAydH/cJKTgCurHFbVXpIzjPNWsOWoCWoH3QCnQAOgQdgY5Bc4Yf9nMUcFRwlHCFOd8aF/Tl+GZw5tA9T+33E+4unidMmUjITNIgVhHMBJWB4ID/XDrLqYo7y0Tkn+2HjlHJlDgZTgMZxWiEkvHpT9A4FMHJ+KgMJIEjBvVpFOCkMVExGkFDFQagqC8UA0kxvMQxwqg1jJ/NjFElotBNRsRosQT+QHslwsx6n6ldLla2zC5cyLOErDhpc/7LrGvxkXYCtspMhTvZDeCkl4DoA65I44AcAP444A8ANQ6oPuC2yzgQ9AG3uT4B8RUQDoBoPELUB9zGHQfiPtBu83HC9fdK1x6LCea63O0xmmDEYC2TyFXNu5M6wVyVvTvZE4z6IgVTzFXxT7fHsPzexYHxTvcWuoM7zbu48Dy85pf/AO/Ww/CvlnFrAAA1yUlEQVR4Xu3dC/xNVf7/8RAlFEJuUS7VFA2Vim4uGZVuUuhOg0wZGaRkUk2pNE3MpMukptFF0T0VpfRXUYNCSEJukVuJkFCf//ns89vH2avv5ez13eecfc5+PR+P/Rid/Tnn+/2e73zX++y19lprHwEAwMI+5gMAAKSCAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAMFvLFiwQAYNGiTHHXecVKtWTcqWLSvVq1eXtm3bysiRI2Xr1q3mUxz77LOPc6TCTy2AcOIvGAk///yz9OnTR0qXLp1o4As6qlSpIuPGjTOf7isU/NQCCCf+guHYvXu3tGvXzmnUK1So4FyBTJ8+Xb777jvZtWuXrFu3TiZPnizXX3+9c76gxt9PKPipBRBO/AXDMXjwYKdBb9SokSxZssQ87bFx40bp2rWr+bCvUPBTCyCc+AuGrFmzRsqVKyf77befM/5hy08o+KkFEE78BUPuuusupzHv0aOHecoXP6HgpxZAOPEXjMTYx8SJE81TvvgJBT+1AMKJv2BInTp1nMb8m2++MU/54icU/NQCCCf+giH777+/05j/9NNP5ilf3FDwcwDIXfwFgwABYIW/YNCFBcAKf8EIzSD6/PnzZciQIXLCCSdI1apVpVKlSnLUUUdJz549Zd68eZ5aANmX2l878lpYbuN1HyvoKFOmjDz33HOeegDZldpfO/Kadl3pgonZnkjYokULGT16tMydO1e2bdsmW7ZskVmzZkmXLl2c2vr163vqAWRXan/tyHsDBw50GmldymTp0qXmaY9NmzZJt27dzIcLDIXC+KnVpVO0tnLlyuYpAFmU2l8w8p4umNi6dWunoa5YsaLceOONMmPGDNm8ebNzbv369fL2229L3759M7aYol6F6NjHFVdc4dTqQo4AwqPov2BEys6dO6VXr17FLud+8MEHFzgekUoouIqqNb9egwYNZMSIEc6KwQDCo+C/YESa3g01YMAAad68uRMWyRtKjRo1Sn788UfzKY6iQsFUVK0ZIHpF1L9/f2e/EgDhUfBfMBACuheJdptpkGmQaKgBCA8CBKG3fPlyJ0Bq1qxpngKQRQQIQm/x4sVOgOjgPYDwIEAiThvnDRs2mA9nRatWrWTChAmybNkyZ7xDvy+dHd+kSRMnQDp06GA+BUAWpSVAihogNfmpLYpOgNN9vI877jipVq2aZ+B35MiRsnXrVvMpkffOO+84d1zVqFFDtm/fbp7OOHPwPPnQwfyFCxeaTwGQRSVvuQvgJxT81BZEP6n26dOn2FtPq1SpIuPGjTOfHlk6t+N3v/ud897oXU465yLbZs+eLb1793bWv9IVgrXLqmnTps4Hg7Vr15rlALLMvuUugp9Q8FNr0nkB7kKA2thoQzN9+nTn7h1tINetWyeTJ092JqAVNvktqvSqzH3vhw8fbp4GgGKlpUX1Ewp+ak2DBw92nqvLbyxZssQ87aHLYXTt2tV8OJL0vdArMn3vDj/88BLvAwIgmuxa7mL4CQU/tcnWrFkj5cqVK/ECgFGkXX7u+/7iiy+apwEgJf5b7hT4CQU/tcmCWoI8anRtKV0aXd87XfsKAGz5b7lT4CcU/NQmC2oTpKhxF0zUEGGTJgAl4b/lToGfUPBTmyyobVijRLur3Pdbu7EAoCT8t9wpcBspP4dfepunPo8B4NTo+6QD5vqe6QC6DqQDQEn4b7lTYIZDKodfBIg/equu+17rLbwAUFL+W+4U+AkFP7XJ6MJKnd6xppMF9f3SyYM6RwYASsp/y50CP6HgpzYZg+ipu/LKKxPv86RJk8zTAGDFf8udAj+hUFCtbmg0ZMgQOeGEE6Rq1apSqVIlZ3mLnj17Ju4c4jbe1HzyySdSqlQp573q2LGjeRoArKXWyvtUUCgUpqBa97GCDr39VLdT1a4rXTCRiYSF+/XXX+Wkk05y3jeddKkr7wJAUFJr5X0qKBQKU1BtixYtZPTo0TJ37lxnkb8tW7bIrFmzpEuXLk5t/fr1nbqBAwc6/61LmSxdutTzGqZNmzZJt27dzIfz2lNPPZV4f9nND0DQUmvlfSooFArjp1ZvPdXaypUrO/+tg8HuxDgdJL7xxhtlxowZsnnzZufc+vXrnS1R+/btW+hiijrArIGke07owov5Qvctr127tvMz63LtP/zwg1kCACXy2xY1AH5CIZVavQrRsY8rrrjCqdXVdV07d+6UXr16Fbucu+4noV1fJt0TI7lOxwnyoavnlltuSfxMjz32mHkaAEqs6JbbUiqh4Cqq1gyBBg0ayIgRI5xl3E068K7dNM2bN3fCInlDqVGjRjmfyAui4wT33ntv4jZXPXS8QLvHcvVT+9dff52YJ9OsWTP55ZdfzBIAKLGCW+6QMANEG/n+/fs7m0gFTbuy9HZX944lPTSAxowZk3MNcOfOnZ3vX3+WadOmmacBIBChDhCXbhClYxl6daENYzoHhD/++OPEnUvuoV83Vxri999/P/F9600HAJAuOREgruXLlzsNY82aNc1TgdJurbFjxyYGoZMb5BUrVpjlobFnzx459thjne+1fPnyof5eAeS+nAoQHdzWxlHvqMoEHTcZOnSoM9fEDRFtmIcNGybbt283y7PukUceSXyft956q3kaAAIVygBp1aqVTJgwQZYtW+aMd2zYsMFZskRvtdXGsUOHDuZT0koHpd1xBfeoW7euPPPMM2Zp1uity9WqVUt8b3rnGgCkUygDJLmhNg+9w2rhwoXmUzJi6tSpiS4i99Cw00mO2aY3F7jf07PPPmueBoDAhTJAZs+eLb1793bWv9LbUbXLqmnTpjJo0CBZu3atWZ5ROs6gXUXup309dA5K9+7d5dtvvzXLM2LRokXObctuoOkYDgCkWygDJBdol9ENN9yQaLj10EUf77nnnrTcZlyUs846KxFkM2fONE8DQFoQICWkn/51TCa5W6thw4byyiuvmKVp8cYbbyS+rl4FAUCmECAB0Yb8iCOO8ASJ7lmSzpWCdb0v92vq1U+2u/cARAsBEiBt0O+//3456KCDEiGy7777Omt36WTIoOnXcr+OLscCAJlEgKSB3nasm1/p3iVuA68bYz344IMFruNlQ1cadoNKu8x0UUkAyCQCJI0+++wzOf300z3dWkcffbRMmTLFLPVNVyB2XzNT4y0AkIwAyYDnn3/e2XMkOUjOP/98WbJkiVmakjlz5iSWr9dxFgDIBgIkQ3766Se54447Ehtb6aHLxg8ePNjZcdEP96pGx1d0GXsAyAYCJMNWr14tl19+uedq5JBDDpEnnngipWXjx48fn3he8sZaAJBpBEiWTJ8+3dn7PTlIjj/+ePnoo4/M0oQdO3YkusJ0UF73eQeAbCFAskiXHHnyySed5emTg+Syyy6TVatWmeXyt7/9LVHzr3/9yzwNABlFgITA1q1b5eabb/YsG3/AAQfI7bff7lx1KO36csdPjjnmmMBuBwYAWwRIiCxdulQuvPBCz9VIvXr15LnnnnOuStzH3nnnHfOpAJBxBEgIvfvuu85VRnKQuIfe/gsAYUCAhJR2UY0ePdrZ/yQ5QC655BJnFjoAZBsBEnIaIuZViC5hct9992V82XgASEaAhJgOrteqVcsJDb0SadOmjSdIGjdu7Gz1CwDZQICE2E033ZQIC51oqF577TVp1KiRJ0j+8Ic/yBdffGE8GwDSiwAJKb0jy72tVycYJs9S166rESNGyIEHHpgIEd0ZsV+/fvL9998nvQoApA8BElLu7bylSpUqdHb6unXr5JprrkksrOh2dT388MPO3u0AkE4ESAjpbbxuIHTr1s08/RuzZ8+WU045xdOt1bRpU3nvvffMUgAIDAESMnrl0KRJEycEdDZ6QUuaFObZZ5+VQw891BMknTp1kmXLlpmlAFBiBEjIJN+2q0uZ+LV9+3a57bbbpHz58onX0bGUIUOGyI8//miWA4A1AiREdN90d+KgLmGiYWBr5cqVTvdX8tWI3hL83//+11nEEQBKigAJkT//+c+Jxl7XvwrChx9+KMcdd5wnSE488USZMWOGWQoAvhAgIbFgwQJnh0Ft4E899VTzdInoLcCPP/641KhRIxEienfXX664Qn745huzHABSQoCERPv27Z2GXW/J/fTTT83TgdCtc2+88UZnK139WhfEjqcrVJCf7rxT99w1ywGgSARICOjscvfK4I9//KN5OnBfffWV9D33XLk19vU+jR2ix2GHiUyYYJYCQKEIkCzTWeXu0iQ6s1wnB2bKurfflj2/+108QNzjjDNE5swxSwHgNwiQLNNVdd2rD/13xunOhv/8p0iVKntDpEwZkV69RDZuNKsBIIEAySK92nDXs9KVdbO6PPumTSJ/+pPIvvvuDZLKlUX+8Q+RXbvMagAgQLJJ17Fyrz5ef/1183R2fP65SNu23m6tI48UeestsxJAxBEgWaLrV7mLIOpy7KHz8ssiDRp4g+Tss0W+/NKsBBBRBEiWuIsf6jLsCxcuNE+Hg3ap3X23SKVKe0Mk9v3KX/4isnmzWQ0gYgiQLNBZ5m7Xle7hEXpr14pcfbVIqVJ7g6RaNZF//1tXfzSrAUQEAZJhur6Vu2KurnuVUxtA/e9/Ii1beru1fv97kf/3/8xKABFAgGSYrpTrXn089NBD5unc8PTTInXqeIPk4ovjd3IV5f339c4BkcaNRSpWFKlQQaRRo/hjeg5ATiFAMkhXyNU9PjQ8dMOnnN41cNs2kb/+VWT//feGiP53QXQZ+c6dvYFT0KEhpK8LICcQIBmUvLx63uwWuHy5SNeuIkccIfLBB+bZ+BpbJ54YD4hYeMqQISKffRYPFQ2LuXPjwaNXI1qjXWQ7d5qvAiCECJAM0WXVdQVcDQ/dJTAy+vaNB0PduiKLFpln91q8WKRevXht//7mWQAhRIBkgC6n7u7JobsDRmaL2ZUr4zPbdWmUTz4xz/7WzJnxer1VePVq8yyAkCFAMkD34nC7rm6++WbzdP664474FUWXLuaZwmmtPkeXmAcQagRImukeHIcccogTHrqlbKT2JXeXRNFZ7anSWn3OmWeaZwCEDAGSZoMGDUpcfeh+5JFSu3Y8DFatMs8UTmv1OXqbMIBQI0DSSDducnf/033If/31V7Mkv7m3+PrZ7VBr9Tn6XAChRoCk0XnnneeEh959NWPGDPN0/itJgJQvb54BEDIESJq8/fbbia6ryy+/3DwdDbVq2XdhafcXgFAjQNJg9+7dcvTRRzvhUaFCBfnmm2/Mkmho04ZBdCCPESBp8M9//jNx9XFnlG9Hvf32eBj4uY1XZ7Xrc6L8vgE5ggAJ2KZNm6Rq1apOeBx22GHyk5/+/3yzYkV8EqFODtRJgsWZPTteq4efbi8AWUGABOy6665LXH1MmDDBPB09sffDuaLQZUp0uZLCLF0qscSN1+bCHikACJAgff7557EPz/s64XHGGWeYp6Npxw6R44+PB4MumDh0aHwBRV1Icft2kXnzRIYNiy/vrjW68GKUr9qAHEKABKht27ZOeJQpU0bmzJljno6urVtFLrggHhBFHbrIZJRm6gM5jgAJyNdff53ouurdu7d5GmrqVJHu3UUaNowv7a6H/lsf03MAcgoBEhBdcbdr167SunVrZyAdAPIdAQIAsEKAAACsECAAACs5FyDuQHUq/NQWZcGCBc6y7LqrYLVq1aRs2bJSvXp1566rkSNHyla9ywgAIqbkrWuG+QkFP7UF+fnnn6VPnz5SunTpxGsVdFSpUkXGjRtnPh0A8pp965olfkLBT61JF0Rs166d83xdEFGvQKZPny7fffed7Nq1S9atWyeTJ0+W66+/3jlv+3UiK/beyX33xScTAshJOdfq+QkFP7WmwYMHO89t1KiRLFmyxDztsXHjRucWXqQoFsDOfh/6uxk92jwLIEfYta5Z5CcU/NQmW7NmjbOT4H777eeMfyBgOttcfy96DB9ungWQI/y3rlnmJxT81Ca76667nOf16NHDPIUgECBAXvDfumaZn1DwU5vMHfuYOHGieQpBIECAvOC/dc0yP6HgpzZZnTp1nOdFdifBdCNAgLzgv3XNMjcU/Bx+7b///s7zIr0ZVDoRIEBe8N+6ZpkZDqkcfhEgaUaAAHnBf+uaZX5CwU9tMrqw0owAAfKC/9Y1y/yEgp/aZAyipxkBAuQF/61rlvkJBbN2/vz5MmTIEDnhhBOkatWqUqlSJTnqqKOkZ8+eMk+3Vv0/3MabZgQIkBdSa4lDxAyFopi17n8XdOg2tM8995xTp11XumAiEwnThAAB8kJqLXGImKFQFLO2RYsWMnr0aJk7d65s27ZNtmzZIrNmzZIuXbo4dfXr10/UDhw40HlMlzJZunRp4vGC6A6E3bp1Mx9GYQgQIC+k1hKHiBkKRUm1Vtey0rrKlSsnHtMFE3V7Wn28YsWKcuONN8qMGTNk8+bNzrn169fL22+/LX379mUxRb8IECAv5Fyrl2ooqOJq9SpExz6uuOIKp05X1k22c+dO6dWrV7HLuR988MGJ7i+kgAAB8kLhrWtIFRcKyQqrNQOgQYMGMmLECGcJ94Lo4PuAAQOkefPmTlgkbyg1atSoWHv4o/kUFIUAAfLCb1vXCDADRLuo+vfv72wghQwgQIC8EMkAcenmUDqOoVcWGiR6lYEMIECAvBDpAHEtX77cCZCaNWuap5AOBAiQFwiQmMWLFzsBondTIQMIECAvRCpAWrVqJRMmTJBly5Y54x0bNmxwlitp0qSJEyAdOnQwn4J0IECAvBCpADEHz5MPvbtq4cKF5lOQDgQIkBciFSCzZ8+W3r17O+tf6ZLt2mXVtGlTGTRokKxdu9YsR7oQIEBeiFSAICQIECAvECDIuD2xAJkeCw89VhMgQM4iQJBxO2MB0isWHnq8SYAAOYsAQcbp0i9lY+Ghxz0ECJCzCBBknAaIe/fbcAIEyFkECDKOAAHyAwGCjCNAgPxAgCDjCBAgPxAgyDgCBMgPBAgyjgAB8gMBgowjQID8QIAg4wgQID8QIMg4AgTIDwQIMo4AAfIDAYKMI0CA/ECAION++OGHRIAMGzbMPA0gRxAgyKj333/f2cTLDZDzzjvPLAGQIwgQZMTy5cvl4osvTgSHe/zlL38xSwHkCAIEabVt2zYZOnSos4WwGxrJ/2YMBMhdBAjS5qmnnpI6dep4rjguueQSWbhwIQEC5AECBIH75JNP5OSTT/YER7NmzWTatGnOee7CAvIDAYLArFmzRq666iopVapUIiCqV68ujz32mPzyyy+JOgIkN2zZskUGDBggX3/9tXkKcBAgKLGdO3fKXXfdJRUrVkwEQ9myZZ3GR2/ZNWnD5NYddthhMmfOHLMEWfbGG28kxqpKly4tjz/+uOdDAKAIEJTISy+9JIcffrinu+qcc86RxYsXm6UJ2hBpwLj1ZcqUkV69esmGDRvMUmTYokWLpEOHDp7fp3scd9xx8uGHH5pPQYQRILAyb948adOmjaeBOeqoo2TSpElmaYFWrVoll19+uey7776J51euXFnuuOMO+emnn8xypNn3338vN9xwgyfY3SP5ylKPbt26ycqVK82XQAQRIPBl06ZN0qdPH+eqIbnhHzlypOzatcssL9b8+fOlbdu2ngaqQoUK8uabb5qlSIM9e/bII488ItWqVUu8/9pldfrppyf++6233pIhQ4bIfvvtl3isfPnyctttt8n27dvNl0SEECBIye7du2XUqFFSpUqVRCOiIXLttdfKxo0bzfKU7dixw7nqSG6c3OOss86SL7/80nwKAjJ16lQ59thjPe95q1atZNasWdKzZ0/nv3UcxL0iXLZsmXTq1MlTf+ihh8q4ceOMV0ZUECAo1uTJk53uqeSGo3Xr1jJ37lyz1Jfnn39e6tev73ndo48+2rkCcf9bu1T69+8vmzdvNp8OS3pX1UUXXeR53+vWrSvPPPNMoqZRo0aJ37PpvffekyZNmnief8opp8js2bPNUuQ5AgSFWr94sVzdsaOnodAB8xdeeMEs9eWzzz6T0047zfO6xxxzjEyZMsU5v3btWunevbvndmDtYnn00UedLhfY0dunb7nllt90RemClsldUatXr06cv/3225NeYS/9PTz88MNy8MEHJ2q16+uaa66RdevWmeXIUwQIfuuHH2T7wIHyn3LlpOP/NQ46kKq36uotu7bWr1/vdI1oQ+M2OlWrVpUHH3zQ6SIzzZw5U1q2bOkJGu1y0QUZkbpff/1Vxo4dK7Vr1/a8l127dpUVK1aY5c6ViFtT3Hutg+/9+vXzDL4feOCBMmLECPn555/NcuQZAgR76X3+Y8aI1KgR+3/GPjIzdtwSuwq46cornUmCtnRw/e9//7scdNBBiUZG7766/vrr5bvvvjPLf+Ppp592uliSGz9dmJEJbsX7+OOP5aSTTvK8d82bN5cPPvjALE0oaPyjOF988YW0b9/e83W0G+y1114zS5FHCBDE6TIjsYZFg8M9dsUank2xBqgkJk6cKI0bN/Y0LGeeeaYsWLDALC2SLsp46623/mZRRl2oUc/BSwP/yljwJ3cD1oh9MBgT+4BQ3ITAosY/ivP6668X+PvW9c+QfwiQqNMujK5dPcEhtWuLjB2rfR9mdcoKmpDWsGFDefXVV81SX7TLpUuXLp7X1QUbdeFG6KoAu2T48Hs9czfKlSsnAwcOLHBVAFMq4x/F0a6r++67z+nKcl9Lrzj79u2b0hUncgcBElU6aKq7AZYvvzc49ttPYh/pdbTVrE5ZQRPStCG59957A+0T14UZdYHG5CDRBRx1IceoevvthdKyZZ9YeDRMvCcdO3YsclUAk5/xj+LomNcf//hHz5iXDrqPHj26wDEv5B4CJIr0ds26db1XHRddpPd3mpUpK2xCWo8ePeTbb781ywOhXTG6UKMu2Oh+zXLlKsv11w+PNV7Ff9rOF4sXb5LevSfK8cf/Wxo1+nPs/ThdmjRp4dx+7ZfN+EdxPv30Uzn11FMTvyM99K67d9991yxFjiFAomTWLJFWrbzBceyxOqPMrPRFJ6Qlb1Orh84L0AlpmaBdM7pwo171HHjg0VKv3qVy0kkPyBNPfBa76snf2343b/5Jhg//QFq0eMwJDz1OOWVU7OeeFPuEb/dzl2T8ozjPPfdc7HdTz/P/kwsvvFCWLl1qliJHECBRoFcAsSuB2CXB3uCIXSnELhn00sGsTllBE9J0ZvKzzz5rlmbEV18tlcsuGypHHjko0aCed944ee89+yurMNq9+5fYe/x5rJF/MvFzaojcffeHsTC1v2oIYvyjOLrygL72AQcckPhaOi/l5ptvlq1bt5rlCDkCJJ/pmMM994hUqrQ3OGKf0uWGG/Tjq1mdsu0pTkjLlunTl0vnzuMTjase1147MRYwuT+AO336qrT9bEGOfxRHF9O89NJLPR8+atasKU8++aQzbwW5gQDJV3q3U8OG3u6qDh309iizMnWxP+wVY8dK39q15YCkP/zCJqRlU7o+pWfLypU/SL9+kzzBEfTVVTrGP4rz0UcfxX6W4z1B0qJFi1hQTjdLEUIESL7R++3btfMGxxFH6A5BZqU/Oh/kpJPkq9jrjYgdLfcpfkJaGBQ0TtCmzX9l3Lj5smdP0fMhwuDHH3+WBx7QyYBjEt//aaf9Jy3jO+kc/yiK3gzxxBNPyCGHHOIJEl3uX7vVEF4ESD7R2eLJt+UedJDI/ffrVHCzMnXffCNy5ZUipUolXndqjRryYQoT0sJEu3jcO5XcQ7uCZswIZwP1yy+/yssvL5Izzxyb+H5POOHfMmzY+7JhQ/DdhJkY/yiO7lQ5ePBgZ96K+73owprsERNeBEg+WbtW5IADRMqU0f4IkZLs8KdrXt15p0jFinsDKfaHLYMGya8pTEgLq3ffXeZ0/SQHyQ03THK6iMLi00/XyqWXvuj5Hrt3f0Xmz19vlgYmk+MfxVmyZImcf/75nqsRXbV5/PjxZimyjADJN7pT3LJl5qP+6Gq7hx3m7QY791z9GG9W5iTt+tEuIO0Kchvok08eIyNHfux0GWXL2rU/yk03TfEEx9lnPyNvvpn+9z0b4x/F0dWZdXn/5CDRja50NWeEAwGCvXR/D+3/Tg6Oo47SDUHMyrygXUG33jrV6RpyG2ztMnrllUVOF1Km7NixWx55ZJa0bPl44vvQfz/88CznXCZka/yjODpjXVdr1lWb3RDRjcw08DaU5AobgSBAwkq7Ea65RqRx43g3UoUK+lcefyzoLgbdUbB373jXlxscVaqIjBqlf8Fmdd75/PP1cvXVr3g++V922UtOV1JB3BoNHp0FXhS3tjB6daFXGclfe/DgKbJmTebmRIRh/KM4uoaWrt6sa2q536uu7nz//fdbbaWMYBAgYaPrUHXu7L0KKOi4+GJdotZ8tj/6h/fAAyKVK+99XQ2RPn1083OzOq/p1IM33lgsZ531tKcxHzLkXdm61dutlXy+f/9JnnOmwgJkxYrN0qPHq57X0nGP2bPtl823Fabxj+LoKs7t2rVLfL96HHHEEbHfXQnvMoQVAiRMtO/5xBPjDbkOhg8Zotv3xUNFw0K7mP761/jViNa0bBkf7Lbx1lsiRx7pDaU2bfTjuFkZKdu375KHHtKNrPZ2J/3nP3M8Ne7j7hjKvHmF78BXWIDceOM7iXPt2o2Vl176IqPdZsnCOP5RnFdeecVZ3Tk5SHT1Z10FGplDgIRJ377xhlwXOizqD0FXV61XL17bv795tmj63HPO8QZHgwYSa8HMykjTLqSbb57i3Oq7aNFGzzm34dcxCv1fnQlemMICZPJkvdPoOWeOh3mFk2lhHf8ojq7ufM8990ilSpUSIaLroelq0JtLsNICUkeAhIXePbXvvvEupFSWJJ85M16vS5OkMtlKb70dMCBe7waHjq0MH25/FRNRbijoHVs6KVH//b//fWOWOQoLkLDIhfGP4uhqz927d/csG6+rQj/66KPOKtFIHwIkLO64I96od+linimc1upzdL5GUaZMEalefW9w6KTAq66KzxuBb8mh8N//znH+fdVVrxhVcWEPkFwa/yjOzNiHqlatWiV+Hj2OPfbYnP+5wowACYu2beON+8svm2cKp7X6nDPPNM94dey4NzxOPlliH5fNCviQHAo//bRbOnSID7xPm7bCqAx/gOTi+EdxNBTr1q3rCZLOnTs7q0cjWARIWOg2strAr1plnimc1upz6tQxz3jpelU6EZBtXwNhhsL48Quc/+7a9YXf7AJs1oZNro5/FEdXhdbVoXWVaDdEdPXooUOHyo8l2HETXgRIWMQ+ATph4OdToNbqc/S5yBgzFHTlX3d5FB0cT2bWhkk+jH8UR1eJ7tKli+dqRAfaX/ZzpY9CESBhUZIA0QUUkTEFhcLEiYudxzp1et6zym9BtWGRT+MfxZk2bZqzerT787bVLmOUGAESFrVq2XdhafcXMqagUNA5HJdcMsF5XJdCcRVUGxb5OP5RFL0jyw2Q/n5vf0eBCJCw0El8GgZ+Lq1THURHoAoLBd3cSR8/55xnE3t1FFYbBvk6/lEY3enQDZAhOkkXJUaAhIX2QWsY+LmNt2vX+HOKu40XgSoqFK644iXnnG5YpYqqzaYojH+YCJDgESBhoVvC6iRCnRyokwSLM3t2vFYPP91eKLGiQkE3qNJz7ds/5aykW1RtNkVp/MNFgASPAAmT666LX1HoMiW65Ehhli7du19Hv37mWaRZcaHQq9frznndc6S42myJ2viHIkCCR4CEyY4d2jrFg0EXTBw6NL6Aoi6kuH27yLx5IsOG7d0lUBdejMgff5gUFwpz537rnG/d+slia7MlauMfigAJHgESNlu3ilxwQTwgijo6dYqv0ouMSyUU+vWblKgrrjbTojj+oQiQ4BEgYTV1qkj37iING8aXdtdD/62P6TlkTSqhoBtNJe90GCZRHP9QBEjwCBAgYqI4/qEIkOARIEDERHH8QxEgwSNAgAiJ6viHIkCCR4AAERLV8Q9FgASPAAEiJKrjH4oACR4BAkRIVMc/FAESPAIECMB33+2QHj1elcGDpzgr84ZRlMc/FAESPAIECMCkSUsScz5WrvzBPB0KUR7/UARI8AgQIABvvvlVIkCWLfvePB0KUR7/UARI8AgQIAC5ECBRHv9QBEjwCBAgAGEPkKiPfygCJHgECBCAsAdI1Mc/FAESPAIECEDYAyTq4x+KAAkeAQIEIOwBEvXxD0WABI8AAQIQ5gBh/COOAAkeAQIEIMwBwvhHHAESPAIECECYA4TxjzgCJHgECBCAMAcI4x9xBEjwCBAgAGENEMY/9iJAgkeAAAEIa4Aw/rEXARI8AgQIQFgDpEuXLox//B8CJHgECBCAsAaIBoc2mHXq1DFPRQ4BEjwCBAhAWAOkdu3aToNZq1Yt81TkECDBI0CAAIQ1QG677bZEo7lmzRrzdKQQIMEjQIAAhDVAdODcbTTHjRtnno4UAiR4BAgQgLAGiA6cu+MgvXv3Nk9HCgESPAIECEBYA0SdccYZTqN5xBFHmKcihQAJHgECBCDMAcI4SBwBEjwCBAhAmAOEcZA4AiR4BAgQgDAHCOMgcQRI8AgQIACvvjpbjjxykHMsWbLOPJ11jIMQIOlAgAABGD9+slSrdopzfPnlcvN01jEOQoCkAwECBOCpp56WUqVKO8fChQvN01nHOAgBkg4ECBCAp556KtE4hTFAGAchQNKBAAECEPYAUVEfByFAgkeAAAHIhQCJ+jgIARI8AgQIQC4ESNTHQQiQ4BEgQAByIUCiPg5CgASPAAECkAsBoqI8DkKABI8AAQKQKwES5XEQAiR4BAgQgFwJkCiPgxAgwSNAgADkSoBEeRyEAAkeAQIEIFcCREV1HIQACR4BAgQglwIkquMgBEjwCBAgALkUIFEdB0kOkJtuusk8DQsECBCAXAqQqI6DJAfIwQcfLJMnTzZL4BMBAgQglwJERXEcJDlA3OPcc8+Vr776yixFiggQIAC5FiBRHAdJDpBy5cp5/j1o0CD54YcfzKegGAQIEIBcC5AojoMkB0jfvn3lyiuvlFKlSiUeq1GjhowZM0Z++eUX86koBAECBCDXAiSK4yAF3YX18ccfy0knnZR4XI/mzZvLBx98YDwbBSFAgADkWoCoqI2DFBQg7uNjx46V2rVre4Kka9eusmLFiqRXgIkAAQJw//33JxqeUaNGmadDKWrjIHpV4f68l19+uXlafvzxR7nllltkv/32S9SVL19ehg0bJtu3bzfLIQQIEIi77rrL8+m1devWMm/ePLMsVKIyDrJy5Urp1q2b5/dz4YUXmmUJX3/9tVx00UWe+kMPPVSeffZZszTyCBAgIFdddZVUqlQp0eiUKVNGrr32Wtm4caNZGgr5Pg6yY8cO5yrrgAMOSPxO9I6rs88+27naKM7UqVOladOmniA55ZRTZNasWWZpZBEgQIA0LPr06eOEh9voVK5cWUaOHCm7du0yy7MuX8dBHnjgAc+tunp06tRJli1bZpYWac+ePfLII49ItWrVEq9TunRp6dGjh3z77bdmeeQQIEAaaPeVdmMlN2BHHXWUTJo0ySzNqnwbB5k9e7aceuqpnvddb9XVMY9UrjoK8/3338sNN9wgZcuWTbzugQceKPfee6/8/PPPZnlkECBAGr344oty+OGHexq0c845RxYvXmyWZkW+jIOsW7dOrrnmGufqwP15zCsQvctK77bSu65sLVq0SDp06OB53YYNG8qrr75qlkYCAQKk2c6dO51B9ooVKyYaHf0kO2DAgKzPfs71cRD99D9ixAjnasB9b/fdd1/585//7Fw1TJs2zZnXkdzg67wPnf9REhMnTpTGjRt7Xrddu3ayYMECszSvESBAhmgXkQ60J89+rl69etZnP+fqOMhrr70mjRo18jTi7du3ly+++MJTp++tvsc609yt09+BzkQvSbedjmn9/e9/l4MOOijxuofGwuv566+XXd99Z5bnJQIEyLBPPvlETj75ZE/D16xZM+fTcjbk2jiITtTUoEh+//Rq4PXXXzdLPfRqb+DAgZ6uLb0q1KtDvUq0tX79eunZs6fTfdYh9pqPxo6NVauKPPigyO7dZnleIUCALNB+eJ29bs5+7tKlS8ZnP+fKOIh2SWnXlHZRud+vdl3dd999vgaydfypY8eOnvddx6leeOEFs9SXhZ99Jo+cdpp8HHs9cY9jjhGZMsUszRsECJBFemfQ0KFDPbOfdUzi1ltvlW3btpnlaRH2cRC9lfahhx5y9vBw3yP9tK+D5vrp35buB6J3xiUHid45N3fuXLPUlz3PPy9Sv/7eENHjggtEli41S3MeAQKEgM5+7ty5s6cxq1u3rjzzzDNmaVqEdRzk3XfflSZNmnjeF71N99NPPzVLrezevdtZeqZKlSqJ1w9kAuiOHSJ33CFywAF7Q6RcORHdCXHrVrM6ZxEgQIhod9Kxxx7raTBbtWolM2fONEsDFbZxkKWxT+u63Ejy+1CvXr20dbFt2rQpPRNAV68Wuewy79VIzZoi//mP9mOa1TmHAAFCRrtsHn300d/Mfu7evXvaZj+HZRxka+zT+c033+zp0tOlSG6//XZnaZJ00wmgbdq08QRXIBNAp08XOeEEb5Dof3/0kVmZUwgQIKQ2b94s/fv398x+1rW27rnnHl+DxqnI9jiI3lTw5JNPxj6c1/Q03pdeeqmsWrXKLE+7l156KfgJoHrFoVceegWSHCR6hZKFnzEIBAgQcjr7+ayzzvI0Zjr7+ZVXXjFLSyRb4yDTY5/OW7Ro4fn5jj/+ePnwww/N0ozSW3uHDx8e/ARQHQPRsRAdE3FDRMdKdMwkA1dZQSJAgBzx5ptvOo17ckOrs5/nz59vllrJ9DjI6tWrnTWqkn+eQw45RJ544omsTqw0FTYBdMJjj8mvJfk+9a4svTvLDRE96tUT0bu4cgQBAuQQHdDVzauSZz/rvIjrrrvOGQguiUyNg2h32d/+9jepUKFC4uvp5L7BgwfLli1bzPLQSJ4AWi52dI0dk5s1k19LOgH03Xfj80WSg+S000QCutMsnQgQIAdt2LBBevXq5blrqGrVqvKvf/3LuTXVRibGQcaPHy/169dPfM96nH/++bJkyRKzNLR0Aug5derI3bHvfZHb4F9yiUhJJoDq72z0aBGdwe6+ZunSImPGmJWhQoAAOWzOnDly+umnexrko48+Wt555x2zNCXpGgcJ+vvMtp3btsmXQ4dKLHH3Nvj671tvFSnJBFBdQ6tvX4ldVsZf8+qrzYpQIUCAPFDQJ/vzzjvP9yf7oMdB9EpJ14kK8kopVJYvF7n4Ym/3U926Ik8/bVb6s3ChyIgRutCWeSZUCBAgTwQxthDUOEhRYzXf5eNKtbH3TX7/e2+QtGwpkuYJoNlGgAB5piR3NwUxDvLGG2+k9W6x0NqzR+TRR0WqVdsbIqVKiXTvLrJ2rVltT8PqmmtEGjcWqVhRYp8YRBo1ij+m5zKIAAHylO38CttxkEzNVwm9zZtF+vcXKVt2b5BUqiRy9926A5ZZnTrdkrdzZ+9VTkGHdqmVZBzGBwIEyGPuDO9atWp5GvaiZnj7HQfJ5Iz5nPLllxJLVG/j3qCByMsvm5XFi10Zyoknxl9DJx0OGSLy2WfxUNGw0BWE//rX+NWI1mj3WQn2OEkVAQJEgJ81plIdB8nGml056c03RfRqLjlI2rYV8dOlp3dm6fN0gD52pVcoXWpFJyNqrV4FpRkBAkRIKqvcpjIOkq1Vg3OWruj7j3+IVK68N0T0Vt3rrtOlgM1qr5Ur47VlyuhsRvPsb+nvQOu1C01XA04jAgSIoPfee6/AfTZmz57tnC9sHCTb+5bkvA0bRHr1ioeBGyQ6eVAH3wuja2RpXZcu5pnCaa0+5847zTOBIkCAiCpqp79BgwYlHtNxkIJ2TixfvnxGd07MK3PmaEp7u7W++MKsitPuLj3vZ+xEa/U5Z55pngkUAQJEXEF7jev4iPvvP/3pT6HYuz0vjR8fvwVX55AUFsSx994Jg0JueiiQ1upz6tQxzwSKAAHgWLhwobRv394TFObRrFkzmVbSxQPhj7tcit6JlSqt1efoc9OIAAHg8frrr8c+FDfyBIcuXz5mzJhiJyIiDUoSIOXLm2cCRYAA+A2dv/GHP/zB2QNDFz0s0QZKKJlatey7sLT7K40IEAAIszZtGEQHAFi4/fZ4GPi5jbdr1/hzuI0XACJM73bTeSM6OTCViZo6l0dr9fDT7WWBAAGAsNMZ63pFocuU6HIlhdF91g87LF7br595NnAECACEna5Xdvzx8WDQBRN1N0RdQFHnjmzfLjJvnsiwYfHl3bVGF170c9eWJQIEAHLB1q0iF1wQD4iijk6d4qv0ZgABAgC5ZOrU+CZVDRvGl3bXQ/+tj+m5DCJAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABg5f8DNScW3HXBz+wAAAAASUVORK5CYII=)
| Product Number | 4H56-1-683 |
| Purity | 97.0 % |
| CAS | 198835-06-2 |
| MDL Number | MFCD09040745 |
| Molecular Formula | C11H17NO3 |
| Molecular Weight | 211.261 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-683
CAS: 198835-06-2
Molecule Weight: 211.261
Formula: C11H17NO3
![6-Boc-1-oxo-6-azaspiro[3.4]octane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTrAAAU6wGj0mSzAAACUHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/ET2EQhVdVq0qR2k9ZO2rvJIU6KFHAFNA/ffmdI25CkEEB2zv/fnfGdzexmX2xga6s6d2UaMEIDsGXmlnm5ToM/z98nOriZzzIUobCs0+ClaV6nYbjb7Uj2YguzdyXJXBF049N9nfc0O0FctQ45pSz8+/jw1DKTvKwbU2YWqTqf1q3xwWWmaWfxRYiwMNU2L8NOHhbVtvP2j1N/U7Kvl8Hnu9zh2C2isMo3FlauKkwDW04J3vQbrG1pK9PYJSwOaBZE4rvPZ4/3LnsrbNlg13vIM7N5aqq3DA2F29jsDZ1h58d9GhQMAdO44raqzAF8z5sNA8PBCDASTAQmBqPAaDAJGEbxwXGGAoYKhhKGGhbjum+sD/x8eLU4e+iuX+3zE+5OLrThwvE0SIhQQoAmjCsJinD8QUKo4DHERGv0HBGpZIyNYEKBRInW7w0nKpYMGNGRToASpSiFCUXp599j00kDOGBUQWKecG/ikoIgSZwk6EQq3fpirWcpI+7HVKzRGMnWFaVdAKmir+IdJyOISLDhhLIowVUOP5Z5Plu4cnnShXyZBgucm5f8tquaH1MQgKuWtsKq9g689BTgfcAnbBgQF4AcBuQFEA0DUR/wpTMMxH3AF9oHwK8B6gLQwxF0H/BFPAwkfaAt+WHCj/dS126REeY83e2WGmHOMt5twRHmLOndlh1h5JW5jTFnqe+OheFcsvhKnJGCYeoin9eR8GSThe/nHnYvzsTw5MAM8TMx/w8gjdYmw3apxwAALAtJREFUeF7t3Qu8lVP+x3FC6UKqqREpIoyoKSrVKFKMTuMWowthxKRmJjEoRleXGuU6I6bUlNwv5ZZCKCk0hlFMId0opBuS+sv679965tlnn9U++zznd/bl2c/+vF+v/Rpz1trty9nn+e7nWWv91m4GAACF3dwfAAAQBAECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEq4sMPjbn8cmOOOMKY6tWNqVbNmMMPN6ZfP68tBHbbbTd7SyVIn9IsX77cDBo0yDRr1szst99+pkqVKqZRo0amXbt2ZujQoWbJkiXuXRARuk8MAGNGjzZmjz3k6Jv8Jm1jxrj3yrog4RCkTzLjxo0ze+65Z/z+pd0QTfxmAY077vBCYvfdjbnkEmPeesuYb781ZutWY95+25i+fb026XPnne69syrIQTxIH9ftt99u77N77HVeeOGFZu7cuWbTpk3mhx9+MCtXrjQLFiwwI0eONE2bNnXviogo3ycGgDGrVxtTubIXDpMmua3FpE36SN81a9zWrAkSDkH6JFq1apXZa6+97H2mTZvmNqNABP/EAPBcd50XDOec47bsqnt3r+/117stWRMkHIL0STR48GDbv3fv3m4TCkjwTwwAT6tWXijMnu227GrWLK9vmzZuS9YECYcgfRK1ir0H0n/OnDluEwpI8E8MAE+tWl4obNjgtuxq/Xqvb506bkvW+OEQ5BZU7dq1bf8NQd4DRFbwTwwAz557eqHwf//ntuxqxw6vr9wnR9yQSHULyp959X9B3gNEVvBPDABPnp6BpBKkTyLOQCCCf2IAePwxkBdfdFt2JeMk0rd1a7cla4KEQ5A+iRgDgQj+iQHgGTLEC4Vzz3VbdiUztaSvzNzKkSDhkNhnxowZpnv37qZBgwamRo0apnnz5ubuu+82P/74Y7y/Pwvr/PPPj/8MhSf1pwrArlatMmavvbxgmDrVbS02ZYrXR9aByNqRHClvgHTt2jX21KeYZcuWme+//94sXrzYdO7c2QwcODDe318HIosIH3744fjPUbrylnwp7+8tF3L3yEA+GzvWCwdZbX7ppd7qc1mFHjvgmkWLjLnssuKV6Lfd5t47q4IcZMrqs2bNGrPvvvuW+NnY2Hsg95EQufjii828efPMli1bzPbt223AyEr0UaNGmaOPPrrE/QqRpuRLsp+5gvTJpNw9MpDvbrzRmEqVvJBIdpO2m25y75V1QQ4yZfVZt26dHTh3jR492uyxxx7x+5d2K2Taki9B3rsgfTIpd48MRIFcdpDKu02aeJV4q1b1/vv3v/faQiDIQaa0PjLuIZeyunXrZq666iq32fr444/NFVdcYY455hh7liKXZho2bGjat29vhg0bZj744AP3LgWjIiVfSvudJArSJ5Ny98gAQs0/OMlNwkEuT6F8KlLyJUg4BOmTSbl7ZACht2PHDjuI3qVLF3PBBRe4zShDRaY7BwmHIH0yKXePDCBvrF271uyzzz7uj1GGiiy4TDwDLOuWK7l7ZAB5Y8WKFaZOBVfTf/rpp3ZNyZVXXuk2RVZFSr64IZHqliu5e+RMyoNtRoGwkjUfL730klm/fr359ttv7SwhWasg1/Mr4t///nf8gPfQQw+5zZGUjjOQVIL0yaTcPXKm5Mk2oygQ8s1z6FBjZs50W0JLrtefcsopdrGbHABbt25tJk6caH766Se3a7n97ne/swe8mjVr2jOSqGMMJJ/k0TajiACZnvrHPxrz+eduS7F587zPW4MGbktB+u6778yRRx5pD3rHH3+86tJOPqlIyZcg4eD2CVKGJp1SP7t8kmfbjCIC5EuKfJZS1bl6/32vjywqlNLuMO+++65dKyIHviFSVyzCKlLyxQ2HZNw+QcrQpFPqZ5dP8mybUUSALKyTz1Gqb5dy7Vv6yE1qaMG644477IGvUixYX375Zbc5UrQlX9xwSCZIn2RlaNIl9SPnkzzbZhQRIDWu5HN00kluS0myOl36xQ4U8Mh4SlFRkT34HXDAAearr75yu0SKpuRLsp+5gvQprQxNOqR+5HySZ5v8IAIefdT7HMkMv1QOO8zr98QTbktBk9CQ8JADoJRKSccgfa7I2YQMlMsYT2nKW/IlSDik6hOkDE1FJX/kfJRn24wiAubP9z5HNWq4LSV17Oj1Y+LGLuTylVzGkoOgXNbKR3LglxLt8hpuuOEGtzknEs9qMlmGJjoBwhkIsm3FCu9zJLfNm93WYj17en2uucZtgSmeqSTfyGWAPZ/cd999plq1avb5V69e3bwYZJfKLMlGGZroBEiebTOKCPjhh+Jp4akqzv75z14fRUG9QiAHujZt2tiDsEzxTXUZKCykHLtMl/W/5bdo0cIsXbrU7RYKmSxDE50AybNtRhERdeuW/cXl9tu9Piee6Lbgf2S3PllcKAfjS2R6dIjNnz/f7iQoz1VmVsm4hoyBhFU6ytCUJjoBkmfbjCIifvlL7/P0z3+6LcUee8zrU9Zge4GT8ib+N/pHZYJCyMig9IgRI+L1rerGvjw8//zzbrecylQZmtJEJ0BEHm0ziogoKvI+T6l2HnzjDa+P1GVDShdddJE9OEsZFfnmHBaylqJjx47xgDv55JPtpaGwyWQZmmSiFSAiT7YZRUTIlxL5XPXv77YUSxxs37TJbUUC+dZ8eOxMTQ7Sbdu2DUWpk+nTp8eLIsqqclnTsXPnTrdbQYpegIg82GYUETF8uBcMZ5zhthST6+P+mS+fvzK988478VIn1+ewWsS2bdti3wv6x886GjdubN6S+nqIi2aAANkyYYIXDMcd57aUVK+e1y/VYDvibrvtNnvQljUir7zyituccUtiQS/rJ/zw6NmzZ8bWUuQzAgSoCCnTLsFwwAFuS0ktWnj9Jk92W5CEXLOXwoBy8D7wwAPN119/7XbJmPHjx5uqVavax5aKtv9MNUGiwBEgQEX85z9eMMg+M6mu13fr5vWTMToE8uWXX5r69evbA/lvfvMbtzntNm7caM4666z4WUfLli1tKRCUjgABKkK+GUswyC3V9gD+YLvslInAZGW3X+pE9rXIFKmQe9BBB9nHkbUdgwYNCvXajrAgQICK2ntvLxzefNNtKTZihNfn9NPdFpThmmuusQf2vWPv83/kjC+NZG2HFDL0K+XWq1fPzMyj3SNzjQABKqpxYy8cnnzSbYnbOHGiWRjr89axx7pNKIOUOpH1DHKA/8UvfmG2ytquNFi9erU54YQT4pespGaUlD5HcNEKEPnlT5sm8+/clpJmzPB2igPSYFnsIDQ3dgBacdddblPc4hdeMOfF+vSpX99tQgCffPKJLYEuB/pLZZFwBT311FOmVq1a9t+TtR1//etfM7bYLsqiFSBScVK+Cab4Q7ar06WPrAsB0uDvPXqYs2KfqftTlIt4P/aFRQ5Wcj0/DIvj8tG02JdD/2zh8ccfd5sDkW1e+/XrF/93Dj300Ngh4W23GwKKVoDIYi4Jh1QzXWT7TOnz85+7LYCKbNYjB6NUJbNlGqp/0JJLJ9Dp06ePfQ+lVMfKlSvd5pQkxJs2bRr/PfTu3dt88803bjeUAwECVNC4cePsAalTp05uUwn+2oKFCxe6TQhISp00adLEvo+yk58Mggfx97//Pf7+S2nzKVJUFRVGgAAV9Mgjj9gD0xFHHOE2lSCXS6TfE2xtWyH/+te/TOXKle17WdYOgBs2bIgdFs6In3Ucd9xxdmtZpAcBAlTQ66+/bg9Osmo5lQ4dOth+d6Uao0MgY8eOte+lTL997bXX3GZLft6gQQPbT9Z2yKVGmdGF9CFAgAr69NNP499wU9VLknpK0ufaa691m1BOMmPq17/+tX0/JSTkTMMnl7WGDh0aX9vx89jf+qxZsxLujXQhQIAK+uGHH+w3XDlYffjhh25znD/Yfv7557tNUPjiiy/M/vvvb99TuUwlVq1aZcdG/EA/9dRTbT9kBgECpIHsTicHLNkNrjR+hdmTTjrJbYLS7Nmz46VOZH2IzM6S/5a1HXKZi7UdmUWAAGnQvHlze+BKVblVtmmVPrJhEtJn4MCB8TMOucksLRloR+YRIEAa+KXHb0qx2+X8+fNtn7IG2xGc1MaS8iZ+eMhU3a+++srthgwhQIA0kMsncgAbMGCA2xQne3z7B7rNmze7zSgnqc4rBRbl/axWrVp8au/vZedRZAUBAqTB8OHD7cHrzDPPdJviEgfbP/jgA7cZAcmq/tNPPz0exq1atbK1sqZOnRr/2ZMpClsifQgQIA0mTJgQP5il4g+2yz4XKL9XX33V7lAo76EMnl999dUl1nbIDDdpk0KJMiMLmUWAAGnw/PPP2wPXAWVsbfvLX/7S9pvM1rblIgUor7/++vjaDpm+myyEpbbVYYcdZvv86le/ClzqBDoECJAG7733nj1oyQEuVbXdoqIi2y/VYDtKkrGjtm3b2vdNbqeddprd7rY0Ul3XHw+RzaKQOQQIkAbr16+PH+A+++wztznusssus3369+/vNiEJmfpcs2ZN+55JKMhamiBrO2R/Dz/QZbtaZAYBAqSBHNSqVKliD1pvvfWW2xznD7b7K6eRnOw62Ldv33goy9qZd955x+1WKvl9nHLKKfa+stf5xo0b3S5IAwIESJNDDjnEHrBktzuflA2X0PAHev3BdqkKi+Teffddc+SRR8bD46KLLrJl3MtLtqeVOljyb5x11lluM9IgUgHyZSxAVsQ+LJtTBMi2WIBIn9UECNJMBm3lYCXrEyQwZIaQfxCsX7++vawiO+nJ/y9rsL1Q3XnnnfEzOdnC9qGHHnK7lMsLL7wQnzo9fvx4txkVFKkAmRgLkIGxD8qLKQJkWSxApM9fCBCk2XnnnWcPVLKQTc4w/PDwZw7Jzd/UqKzB9kKzef16061bt/j71KZNG7N8+XK3m8qVV14Zf++XLFniNqMCIhUg/sYxN6YIkJdjASJ95NQWSCf/QCWF/OR/ZZX03/72N1tqfPTo0faswz9Ayk3KkcteIoVu65w5ZlzsvTlyN29tx+DBg9Martu3bzfHHnusfc+PPvpos23bNrcLlAgQIA1k/YF/kJLbUUcdZes0JZLLWg888EB8VpF/k7OVhx9+OK0Hzbwgr3fIEBNLDfNa7H24tn5982qKasYV8dFHH9kaZPJ+X3755W4zlAgQoIIWLVoUX7wmt+OPP958//33brcSZEW1lOPwr8/LTWYL3XrrrYVRJ2vFChN7o7wJLXIrKjI/ZLgIolRK9t/r6dOnu81QIEAAJZkqKgd8/5KV7EVR3v3Oly1bZteE+GMjcpNvylKiXHY6jKTY2VbsNMwLjipVjLnjDrdHxvTq1cu+x7Vr1zZr1qxxm1FOBAigILvcyW53/kFfZmBVpPaSFAi8+eab7Wwt/9+Ugfazzz7bvPHGG273/PTdd8ZcfHHxWccRRxjz73+7vTJKthw+9NBD7fsre9Tv3LnT7YJyIECAcpKpof76AjnIy/7b6aq5JAO+snbEr5nl3zq1bm3effRR81O+jpNIUEhg+OHxu995gZIDstDTP2scMWKE24xyIECAgGQQXGZa+eMWMmYxd+5ct1vazJkzx05tlcdrH3u8ibHbTw0bGjNunHyVdruH1+23G1O5shcccunqkUfcHlkns+L8LwDMhNMjQIAAZBZP4iwrWdks03OzYel//2um9etn3q5atfgb/D77GHPFFd5gdFjJoHjXrsXPWQbNQ/J85dJV586d7e+yYSyUKXWiQ4AAZZDZO/4UUBnsvueee9wuWfHT+vVemZ799y8+KMe+QZtzzjFm4UK3e27JdNz69b3nWKmSMddd503bDZG1a9eaevXq2d9r9+7d3WYEQIAApfj2263mggsuip91yCK0xYsXu92yb/t2Y2Q/kWbNioPE/4b/+OPGpGk8RkVC4tprvdCQ5yQlW+bMcXuFhuzj4l+SvO+++9xmlIEAAZJYsuRL07HjNaZmzaPt50UWn5W1tiMn5Jt+UVHJIDn4YGNuu01WN7q9M0tKj7RuXfw8unWTOvdur9C54oor7O9Y9lVnq+HyIUCABLLVxJQp75k2bSbEzjhuMkcd1cc8/fQst1v4fPihbDZizN57Fx/A991X6qsYU4HpxYHJLCt5PHlcWdtx111uj9CSvepbtGhhjwvHHHMMpU7KgQApILLCuUGDBnbV9KRJk7I2CJwvvv56q+nf/3lz7LH32Vvfvk+bdevybFW4DFyPHOltV+AHyZ57GnPuuTJ/1e2dnISRlPuQabfVq5vYV3NjDj/cmH79vLZknnnGe6xf/EK2Z3RbQ2/p0qXxca4BAwa4zSgFAVJA+vTpY1+7f9szdmCRmShy7VcWxhWy+fNXmS5dptrgaN16Quw9+ZfZubPsne9CK/at2tx/v4mdRpW8vNWunTFPPun2LjZ6tDcwn3ifxJu0jRnj3ssjl39kfCZPyZcq/29jxowZbjOSIEAKhGwN6v9xdOnSZZfKsFIFtWPHjnY/hkIq8bBjx04zbtwCc9xx3llHUdGD5t1317nd8tvs2cacdlrJIJgyxe3llRSRtt13N+aSS7wzFtnIaetW2WjcxE7JvDbpE/ucRFGPHj3s30OdOnVSbk0MDwFSAFasWGHrNMnrvvDCC+M/lwVUsjCuUaNGJcJEbm3btrUbIEW2HpORoYHNpnfvJ+OXrK6++kWzZcsPbrfokL0wJASaNNl12u/q1cWL/WLfxEslbdJH+kbwi4Zc5vV3ljzxxBMpdVIGAiTipER4u3bt7GuWfaVL2xr07dg3zCFDhpSoKuvfWrZsaUaNGmWvE0fF008vNSecMMkGR/v295snnyzl2n6hkHUaEgyypqQssmZC+l5/vdsSCQtj4eqXOpHPPUoX+QCRaql95VvX/xRagPzlL3+xr1e2CX3nnXfc5qRkH4thw4aZpk2b7hImss+F1H5y97rIF999tz0WlC/HzzrOO+9xs3w5q5BNq1ZeKMjlrrLMmuX1bdPGbYkMKWwpn3cZJ4xMMcsMiHSAPPjgg/ED30UXXWR/VkgBIntO+NupjpP6SQpSbly+hclZiBsmUtV01Kh7YmGShWmiabB48ZfmN795KB4eY8bMN9u353DRXZjUquWFQpCZebK2Q/rWqeO2RIZcuurUqZP9nB988MFm06ZNbheYCAeIhEfiXtRykwVDhRIgUh78wAMPtK/1tNNOs3tXVJSMh8i4iH9JrHLlWqZ+/SK7XqJbtwftYHQYB6BlNtWkSe/atR0SHJ06TTGvvbbC7VbYZKqvhEKQciM7dnh95T4R9vnnn5u6devaz3rv3r3dZpiIBsi5554bD4+ioiJz3XXXxUNEat4UQoDIbnfyOvfff3/z5Zdfus0VJjO1xo+fYn7725tNq1beN3r/9utfP2BGj37dLFr0ec6nwn711VZz+eXPxZ/bpZc+E3s/clNGPNQ4A0nq2WeftaVOon680IpkgMiUVD88ZJWpuOGGG+IhEvUAufvuu+Pvw+wg17QraMOG7+0gtByo/W/5/q1z5ylm5Mi5ZsGCNbEvt7oZLf6/JWcOMoaRjN8n0XvvrbOPLz+XtR0TJryT80ALLX8M5MUX3ZZdyWdK+krZkgLwyiuvUOKkFJEKkMRy24nh4UsMEal7E0UyuL333nvb13j11Ve7zRkn02CfeWaZGTjwBdO27cQSYXLiiZPN0KGvmrlzV5Zr7CHx37j33kVus5UsQMaOfcP+TC6v/ec/hb1QskxDhnihICvWyyIztaSvzNxCQYtMgMiYh19VU6qmuuHhkxlZfojImEiUSLE/mSUlr61V7BulbICUS1u37jAzZ35s11fIVNnEIJAptDIb6sUXl5tt21Jfd3fvt2nTrrWKkgXI+vVbzXPPLTPffJP8rAUJpF7WXnt5wTB1qttaTBYgSh9ZByJrR1DQIhEgiQPmMluotLUOvl69ekUyRC677DL7mvbdd1/zySefuM05JSHx8svLzfXXz4mvv/Bv7drdb/7859nm+ec/SnqJyu93xRUv2P+VwXpXsgBBOY0d64WDrDa/9FJv9bmsQpcqxIsWecUa/ZXoUu23wC1fvtwMGjTINGvWzC7UlanysihXJpnIVPclsnAzgX/MSSVInzDJn2daisTwSHbZqjSJl7OiECJPPPFE/PU88MADbnOoyOUruYw1bNir5qST/lkiTOSyl4yXJPLbli372pYckT7uQDgBkiYyBd7fyyPZTdpuusm9V8GRafGyRsT/myvtlijZz1xB+oRJ/jzTJLTh4YtKiKxatcrUqlXLvo4LLrjAbQ41GVhfuHCNGTVqbryYoawST5QYDoMHv2T/W/qX1gcVJN+cpfKulDyRsULZSlf++/e/99oK3O23327/1uSSuZQGmjt3rl0nIseflStXxr4ALTAjR460C3ETBQmHIH3CJH+eqaOi4eHL9xD58ccfTfv27e3zbxL7I/8m25sIpZHMkFq3btfLj4nhsHLlJtOq1T/srCqpZZWsD5Ap8mXNL3Mybdo0tzmlIOEQpE+Y5M8zTZCu8PDlc4jItVZ53pUrVzaL5Dp1BLnhMHz4q/b/yyB8aX2ATBg8eLD9e9MsLAwSDkH6hEn+PNP/SXd4+PIxROTU2X8vpOZXVLnhsHbtt+b44yfY8RAZF0nWB8gEmd0of29zFPu8BwmHIH3CJH+eqclcePjyKURkN0HZXVCe66mnnpqWUiVhlSwcpI6V/OxPf3qh1D5AutWuXdv+zWl28/SPLUFu+SJvnmmmw8OXLyFy5pln2ucoK+qjvptgsnCQNR4y/Vd+LvW3kvUB0s2feSXbJJSXGxKpbvkiL55ptsLDF/YQueeee+xzk1Ils6S0dsSVFg533vmm/bnsXV5aHyCd0nEGkkqQPmES+mea7fDwhTVEFi9ebKpWrWqf11VXXeU2R1Jp4bB58zbTocPkeHuyPkA6MQZSUqifaa7Cwxe2EJFSJf4mT8cdd5zZvn272yWSUoXDfff9iwBB1vizsM4//3y3qUxBwsHtM2PGDFtBXMY7a9SoYZo3b26Lpcr0/TBI/WpyKNfh4QtTiPTr188+j3322cd89NFHbnNkpQoHKX0iVXpT9QHSxV8HIosIH374Ybc5JTccknH7dO3a1UyZMsVu7CZfIOUKROfOnc3AgQMT7pU7qV9NjoQlPHxhCJGnnnoq/hzkAwUgN8aOHWv/DiVELr74YjNv3jyzZcsWe0VAAkZWossunlLUNZEbDskE6SN78Ui9uzBI/UxzIGzh4ctliKxevTpeqkSzgAlAeo0ePTp+nEp1S5TsZ64gfdatW2cH88Mg9TPNsrCGhy8XISLXOk844QT7mLIHeT6XKgGi5OOPP7bHgWOOOcaeEUg13oYNG9rSQsOGDdtlE6og4ZCqjxwL5FJWt27dQjOBJvkzzYGwh4cv2yEyfPhw+1hSquRtKa8NoOD4xxy5SWDJJbMwCEWA5Et4+LIVIq+//nr8fRkzZozbDKCAyAZxMojepUuX0FTdznmA5Ft4+DIdIhs3bjQHHXSQ/fflAxPlUiUAglu7dq2diRkGOQ2QfA0PXyZD5Oyzz7b/br169eygGYrJlrayL4jscAgUmhUrVpg6deq4P86JnAVIvoeHLxMhcu+999p/T6YJzpw5020ueC+88LFd83HBBU+5TUCkyJqPl156yaxfv95u1S1ThGXLXFnQGAY5CZCohIcvnSEi+yj7pUpkv2XsSvZOlwDp1etJtwmIFCmZcsopp9g912XqbuvWrc3EiRNDc0k76wEStfDwpSNEtm3bZhcfyb/RsmXLgilVUl4ECBAOWQ2QqIaHr6Ih0r9/f3tfqXkj872RHAEChEPWAiTq4eHThsj06dPj95s8ebLbjAQECBAOWQmQQgkPX3lDRGrb+PsM9OzZ022GgwABwiHjAVJo4eELGiI7d+40HTt2tP0aN24cmhWmYUaAAOGQ0QAp1PDwBQmRkSNH2nYpEf3mm2+6zUiCAAHCIWMBUujh4UsVIvPnz4/vsXzLLbeUaEPpCBAgHDISIIRHSclCZNOmTaZRo0b2ZyeffLK9lIVgCBAgHNIeIIRHcm6InHPOOfa/69ata2vbIDgCBAiHtAbI0KFDTaVKlQiPUiSGiNykVMlzzz3ndkMZCBAgHNIaIHJAlANjkyZNCI9S/Pa3v40HSPPmzd1mBECAAOGQ1gDp1KlT/OAoZyMoacaMGXZjKP89qlat2i67lqFsBAgQDmkNEPGnP/2JEEkiMTw6dOhgzz7kv2V3MamBheAIECAc0h4gghApKTE8TjzxRLN161azdOlSU716dfuzAQMGuHdBCgQIEA4ZCRBBiHiShYdv0qRJ9ucydiT9EAwBAoRDxgJEFHqIpAoPX48ePWy77DD22Wefuc1IggABwiGjASIKNUSChIfYvHmzOeSQQ+L9WFBYNgIECIeMB4gotBAJGh6+hQsX2lpY0n/UqFFuMxwECBAOWQkQUSghUt7w8N188832PlIb64033nCbkeCppxbEztr6mm7dRrpNALIoawEioh4i2vAQcunKX0dz8MEH21pZSO6hh54y1asfYtq16+Y2AciirAaIiGqIVCQ8fJ9//rn52c9+Zv+Nc889123G/0ydOtW+Ry1atHCbAGRR1gNERC1E0hEevmeffTZeEmbChAluMwwBAoRFTgJERCVE0hkePv+9kYWG//3vf93mgkeAAOGQswAR+R4imQgPIYUo/VIn8r8UpiyJAAHCIacBIvI1RDIVHj458/BLnfzxj390mwsaAQKEQ84DRORbiGQ6PHwTJ060jyFjIs8884zbXLAIECAcQhEgIl9CJFvh4fP3D5HZWTJLCwQIEBahCRAR9hDJdngIKXUi60LkMWWdCKVOCBAgLEIVICKsIZKL8PAtWLDArlCXx77pppvc5oJDgADhELoAEWELkVyGh+/GG2+0jy81s6R2ViEjQIBwCGWAiLCESBjCQ8ilK3l8eR5SvVcubRUqAgQIh9AGiMh1iIQlPHyyX4jsGyLP57zzznObCwYBAoRDqANE5CpEwhYevqeffjpe6uT+++93mwsCAQKEQ+gDRGQ7RMIaHr4//OEP9rnJQkPZW73QECBAOORFgIhshUjYw0Ns27bNNGvWLH4QLbRSJwQIEA55EyAi0yGSD+Hh+/DDD021atXscx04cKDbHGmTJ0+2r1vqhAHInbwKEJGpEMmn8PD94x//sM9XxkSee+45tzlS5CxLyrlceOGF8Rph++23n9sNQBblXYCIdIdIPoaH75xzzrHPu27dumbt2rVuc16T38Pjjz9uevXqZWrUqBH/ncutUqVK5owzznDvAiCL8jJARLpCJJ/DQ8jWt40aNbLP/+STT877UifffPONmTZtmunevXv8Ep1/kzOPHj16mEcffdR899137l0BZFneBoioaIjke3j45s+fHy91csstt7jNobdhwwY7rlFUVGSqVKlSIjRq1qxp+vTpY39XMnkAQHjkdYAIbYhEJTx8I0eOtK9FSp28+eabbnPofPHFF3YMp3PnzvY5J4aGVB6+5JJLzKxZs8z27dvduwIIibwPEFHeEIlaeAi5dNWxY0f7mho3bmy2bNnidsk5WUl/11132ecpYxiJoVG/fn1z+eWXm1deecX8+OOP7l0BhFAkAkQEDZEohodvzZo1pnbt2va19ezZ023OiRUrVphbb73VtGvXrkRgyK1hw4Zm0KBBZt68eeann35y7wog5CITIKKsEIlyePimT58efw9kXCEXli1bZqsHH3vssbuExqGHHmoGDx5s3nrrLfduAPJMpAJElBYihRAevv79+9vXKVNf5WCeDe+//74ZNmyYadq06S6hcdRRR9nfxXvvvefeDUAei1yACDdECik8hMxWOvroo+3rbdmyZcYGot9++20zZMgQc9hhh+0SGlJmZNSoUQVZqwsoFJEMEJEYInvssUfBhIdvyZIlpmrVqvZ1yzhDurz++uvmyiuvjK89Sby1bdvWjBkzxnz66afu3QBEUGQDRCSGSJs2bQomPHzjx4+3r11KncycOdNtDkRmRL366qtmwIAB5oADDigRGDKTqkOHDubOO++0A/gACkukA0R07drVXoMP47TWbDj77LPtwb5evXpm3bp1bnNSO3bsMLNnzzZ9+/a1JVISQ0MWLMqK93vvvTfwvwcgmiIfIIVu48aN5qCDDrIH/y5dupQ6XVbGTfxihVKkMDE0ZHW4BPGkSZPM119/7d4VQIEiQAqArLPwx4FkjMInl/Qee+wxu2bELVYo4ydnnXWWeeCBBwr27A1AagRIgRg+fLgNBpmNNmLECHtpyx9k928SIhImEiqFNl4EoPwIkAIhg+Ht27cvERhyk8tVUqxQ9lqnWCGA8iBACoisyZBLWVK80C9WKAPmAKBBgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUPl/FuUPc1SDLpQAAAAASUVORK5CYII=)
PN: 4H56-1-207
CAS: 1251010-17-9
Molecule Weight: 225.288
Formula: C12H19NO3
![tert-Butyl 4-oxohexahydrocyclopenta[c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H56-1-301
CAS: 879686-42-7
Molecule Weight: 225.288
Formula: C12H19NO3
PN: 4H56-1-302
CAS: 879687-92-0
Molecule Weight: 239.315
Formula: C13H21NO3
![3-Boc-8-oxo-3-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-022
CAS: 637301-19-0
Molecule Weight: 225.288
Formula: C12H19NO3
![tert-Butyl 5-oxo-2-azabicyclo[2.2.2]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-147
CAS: 617714-22-4
Molecule Weight: 225.288
Formula: C12H19NO3
PN: 4H56-1-4N
CAS: 313950-41-3
Molecule Weight: 241.331
Formula: C13H23NO3
PN: 4H51-1-R2
CAS: 1217662-38-8
Molecule Weight: 241.331
Formula: C13H23NO3
TSCA: Not listed on TSCA inventory