![1-Benzyl-1,6-diazaspiro[3.3]heptane hemioxalate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA3CAAANwgEmhu5EAAADWHpUWHRtb2xTb3VyY2UAAHicjZZrT9swFIb/ipXPq+NL4iSIghBo0iS2SYNJ+zaZNECkJkFp6OXf73WclNYt8UTD8eV9jm/Hl8vrbbUk66JdlU09DzhlASnqvFmU9cs8+P34dZYG11eXOUQQ1qt58Np1bxdhuNlsaP5aVHrb1DRvqsDWX2xX5ZFmI2nTvoSCMR7++X7/0DOzsl51us4LUKvyYtUX3je57vpefNJEWOl2XdahlYdVu7be/gpmfoxuV4vgYyy3qLsBSp7LZUGem7bSHVkLRvFjX8hLURet7ooFedqhWNIIY7+6/H7X5O9VUXdIGg9lrpcPXfueo6BqlkX+DmdIfLubBxUHoLumumlbvSMmZYo1J1oQLYmOiI6JVkQnRKdEZ0Rzhg/1HAIOBYeEQ8Mh4lBxyDh0Ajph/EAnoBPQCegEdAI6AZ2ATkInoZOmQehkhPVbFmYAj7u3Yh78JLfEfub/D3z27yN1WuLUYZHEPJgxKtOYkcFwmgkYp3Q2FGc0itTepFTGCR9znNFYGg+cKiEzwgVNOMYy5lPKOYY7GEWTJE1IDBbMYIZCOMo+DLoSZUyOWXhLE0XgPFGKSJqqOB5zkCbS9t5aQZkyLhAFDI3urS0PyA4TgDRjMdwrpdLRzEY71M4OyuPIqNMU7WJaEuQk3MnofG5QYgYjgSwcZspYiS4e5sf6oYFZP52mrynNMmMTilmAVTTlRvBZftRj3mU/WCxEGvUJSRU/LtlrbGuI+3Af+FeXT029OEiScjEPnnjQ74hfxfNKDJsiIE27KFqcM8aBkR4C4hgwEb0HxDlAngDRdAvRMWC25zQQnwBqukvqGDD7frqF5Bgwp8Q0kB4D/ZkyTWTOQvRH0DRiXDrd8iLuevennIdxltyeih7GWXV7inqY6EzffEx8spTcEy3cWX17sO+Zm7OMEwD2IvAwTgzYi8PDuFHQXzTTjHCiwF5MHsYNg/g/GHfn9xef57BwN39/UXoYJwzsxephnDCwF7GHUWf65mOcOLCXvYdx4sA+DjyMEwf2MTHNSHambz6Gn1lTz9Em3TjoHzjTsSOdOLAPIg/jxIF9QHkYJw7sg8vDOHEwPtAmGTcOss+Y8ODWDcenKZInz9bw4E0b4iV/9Q++QlgzlLJ16wAAMwtJREFUeF7t3QmYFNW58HE2BQSj7Cgoi1FBUHEBBYMgXC+DiSIXFHRAcF8ibkGjaCQRRe+9gkAkCuIHKOEKKO6IEVn0yiZhdWERBNkioOz78n7znrmFw6Gnp/vQXX1q5v97nn6EPjXDkIfUv6vOqapiAgCAg2L2GwAAJIKAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAImPs2LGyZ88e++3I2Lp1q7z99tv225FFQABEwuOPPy7FihWT1q1by/79++1h7+3cuVMaNmxo/g4vv/yyPRxJBASA93r37m12vO3atZOSJUtKx44dIxURjUfLli2lbNmykpWVJcWLFy8UESEgALwWxKNXr17m96NHj45URPLG45NPPpGDBw/KLbfcUigiQkAAeMuORyAqEbHjESgsESEgALyUXzwCvkckv3gECkNECAgA7xQUj4CvESkoHoGoR4SAAPBKovEI+BaRROMRiHJECAgAbyQbj4AvEUk2HoGoRoSAAPCCazwCmY6IazwCUYwIAQGQcccaj0CmInKs8QjkjcjQoa/aw94hIAAyKlXxCIQdkVTFI6ARue22e6RmzQ7y5ptf28NeISAAMibV8QiEFZFUxyNw8OAh+ctfpsjFFw+Rt976xh72BgEBkBHpikcg3RFJVzwCuRGZ6nVECAiA0KU7HoF0RSTd8Qj4HhECAiBUYcUjkOqIhBWPgM8RISAAQhN2PAKpikjY8Qj4GhECAiAUmYpH4Fgjkql4BHyMCAEBkHaZjkfANSKZjkfAt4gQEABp5Us8AslGxJd4BPJGZPr01fZwqAgIgLTxLR6BRCPiWzwCGpHRoxfJqlVb7KFQEZBYisX5n8UeW7RIpG1bkfLlc1/664ULj9wGKIJ8jUegoIj4Go9YLrpoiPToMUEOHbJHcsdi/doWbyw/cfaURZgdibzyji1bJlKliki/fiLr1+e++vfPfU/HgCLK93gE8otIlOKhdOffq9enMmbMV/YQAQldogHJztb/p/zy+8CTT4p06WK/CxQJUYlHwI5I1OKhdOe/bdtead/+DVmxYvNRY7F+bYs3lp84e8oiLNGAVKsm8t13v/w+oO9Vr26/CxR6UYtHIIhI+/btpUWLFpGKhwp2/nPmrJWuXcfnhPDgUWP2r23xxvITZ09ZhGkk4r0COf/gZPfuX34f2LVLpFQp+12gUHvsscdMPO699157KBKGDx9ufn69lfrEiRPtYa/l3fkPGDBDXnxxVswx/XW8V7IISCyJHoFUrcoRCPB/ZsyYIRUrVpQzzjhDfvjhB3vYa8FpKz0K0YDYcyK+y7vz37fvoGRnvyXz5q0/aixeJOKN5SfOnrIISzQgN9yQ/xyIzo8ARczSpUulRo0akYqIPedhz4lEgb3zX77855yff4zs2LGXgIQu0YAsXixSuXLuyqu8q7D0vSVLftkOKEKiFBE7HoGoRSTWzl+vE+ndewoBCV2iAVELFohkZYmUK5f7atNGZP78I7cBipgoRCS/eASiFJFYO3+9JuTeez8kIACix+eIFBSPQJQikgkEBEDa+BiRROMR8DEiOseRlfV6zs+/3B4KFQEBkFY+RSTZeAR8iojG48orX5MOHcbITz/tsodDRUDSQdeQz55tvwsUWT5EZNeu3U7xCPgQkbzx2LRppz0cOgKSDp06iZx2mn7csUeAIiuISIMGTWXdup/s4bTavXu/ZGcPkqpVGznFI5DJiPgWD0VA0uHrr3OvRO/d2x4BirRly1bIpZc+IO3a/Y/861/b7eG00Hjcccf70qzZq/LFF4vt4aRlIiI+xkMRkHTp0UPkhBNEVq2yR4AiTZ9h0bbtqFAikjces2atsYedhRkRX+OhCEi6/JRziF6pkkjnzvYIUOSFEZF0xSMQRkR8jociIOk0eLBI8eIin39ujwBFXjojku54BNIZEd/joQhIOh04IHLuuSIXXqjPoLRHgSIvHREJKx6BdEQkCvFQBCTdJk3Kvf3JsGH2CABJbUTCjkcglRFZsuSHSMRDEZAwXHtt7sOntm61RwBIaiKSqXgEUhGRr776SmrU+LW0bHm/9/FQBCQMy5eLlC4t0rOnPQLg/xxLRDIdj8CxRETjUbVqValXr56sX/8ve9hLBCQsjz4qcvzxejWVPQLg/+SNSKKfwPXxrT7EI+ASkSPjkfsgqCggIGHZtk3klFNErr7aHgGQh0bkxhvfkn/+c509FNOGDTvluuvGehGPQDIRiWo8FAEJ0e7hw2VQsWIy6+OP7SEAhUwiEYlyPBQBCdGhQ4ekcePGcs455+T7DwrAkfRBRz16TDAPSLK5PAQpTPEiEvV4KAISsunTp0vx4sVl4MCB9hCAGDQSvXp9KmPGfGUPeR8QFSsihSEeioBkQHZ2tlSsWFE2bdpkDwGwaCS2bdsr7du/IStWbD5qLAryRmTBggWFIh6KgGTA6tWrpVy5cnLPPffYQwAsQSTmzFkrXbuON6uu7LEoCCJSpkyZQhEPRUAy5KmnnpJSpUrJwoUL7SEAeeSNxIABM+TFF2fFHIuCvn37SvXq1QtFPBQByZBdu3aZw9gKFSqYp6S5vsbmvCTZl/1AnUWLRNq2FSlfPvelvyZs8ETeSOzbd1Cys9+SefNyd8BRC0hhQ0Ay6Nlnn5VixYpJq1atpHv37k6vj3Nekszr5ptFFiz45YdYtkykShWRfv1E9FORvvr3z31Px4AMsyOhNxrs2HGM7Nix96gxhIuAZNjll18udevWlT179thD4cjOjv3kxCefFOnSxX4XCF2sSIwevSjnn+2UmGMIDwHJsHnz5pllvTfrkUEm6E0ev/vOfjf3verV7XeB0MWKhF4Tcu+9H8YcQ3gISIbpJHqJEiWka9eu9lA4SpbUO9HZ7+okTe5z3QEgHwQkw3T+o1atWmZSPSOqVuUIBIATApJB/fr1M5PouprKnhxP9JX0JPqtt+plsL/8EDfckP8ciM6PAEA+CEiG6KR5tWrVpGzZslK7dm3n17CclyTzOvNMkYkTf/lBFi8WqVw5d+VV3lVY+t6SJb9sB3hg7tz1cuAAj4f2BQHJEF3Cq3MfOomecbqsNytLpFy53FebNiLz59tbARmlzwfRSfPp01fbQ8gQApIB69atkxNPPFFuv/12ewhAPtat224CMm3aSnsIGUJAMqBbt25y0kknyYYNG+whAPkgIP4hICGbPXu2OXWlE+gAEkdA/ENAQqQPlGratKmcffbZsm/fPnsYQBwExD8EJESjRo0yy3Y/+OADewhAAQiIfwhISHbs2CE1a9aULF3tBCBpBMQ/BCQkTzzxhBx33HHy7bff2kMAEkBA/ENAQrBy5UpzweADDzxgDwFIEAHxDwEJwXXXXSdVqlSRzZuPfJ4zgMQREP8QkDSbOnWqmTh/6aWX7CEASSAg/iEgaXTw4EFp1KiRnH/++XLgwAF7GEASCIh/CEgaDRkyxBx9TJkyxR4CkKS1azdL/fqPy+TJLETxBQFJky1btkjVqlWlQ4cO9hAAB6tWrZbSpavK++/nuZs0MoqApMlDDz0kZcqUkRUrVthDABzoakY9on/33XftIWQIAUmDxYsXy/HHHy+9evWyhwA4IiD+ISBpcNVVV0mNGjVk+/bt9hAARwTEPwQkxSZMmGD+kb/22mv2EIBjQED8Q0BSSO+wW69ePbnkkkvMnXcBpA4B8Q8BSaEXXnjBPOtj5syZ9hCAY0RA/ENAUkSfLnjyySfLTTfdZA8BSAEC4p9oBWTRIpG2bUXKl8996a8XLrS3yog777wz50cqL2vXrrWHAKQAAfFPdAKybJlIlSoi+ijY9etzX/37576nY3l16pTzNyuW1Gt3zuuGnJf+A3V9/fGPfzzy5wCQMgTEP9EJSHa2SO/e9rsiTz4p0qXLke9Nnizy5z8n9dqf83oz5/Vnh1ft2rWlUqVKLNsF0oiA+Cc6AalWTeS77+x3c9+rXt1+NzRvvvmm+Uf91ltv2UNA2unc27Zt2+y3CyUC4p/oBKRkSZHdu+13RXbtEilVyn43NDrvcd5559lvA2m1f/9+GTRokLnjwYknniivv/66vUmhsm7dOunUqZMJyN/+9jd7GBkSnYBUrerlEUjDhg3llFNOkZ07d9pDQFr84x//kPr165ud6TXXXCNXXHGF+XXTpk1l9uzZ9uaRtnfvXunbt6+JpK5yfPjhh0084YfoBOSGG/KfA9H5kQz5+uuvzbPOn9SfA0ijZcuWydVXX21i0bhxY/niiy8Oj33wwQdy1llnSfHixaV79+7mE3vUjR8/XurWrSslS5aU22+/3Zyug1+iE5DFi0UqV85deZV3FZa+t2TJkdtqaFq2TOq1N+fVJ+fV0uFVs2ZN8498/vz5R/4cQAps3brVfPLW01XVc462hw8fHvNOB3onhOeff15OOukk84ldP7nrJ/ioWbhwobRq1cqEskWLFjJv3jx7E3giOgFRCxaIZGWJlCuX+2rTRiTWTvvllyXnY1hSr305r5dyXvrpLdnXjTfeaG7dzrM/kEr6RMtXX31VqlWrJqVLl5ZHH300oQlz/aR+2223mQ81Z5xxhvkkHwWbNm2Su+++W0qVKmVWNo4dO9beBJ6JVkA8NnjwYHP64LPPPrOHgKR9/vnnctFFF5lP4ddee618F2v+rwD6yf3yyy8330M/0S/SC3E9pHMaAwcOlAoVKuR8LiwnTz31lOyOtWAG3iEgKaLPPD/33HPlwgsvNJ8cARerVq2SG264wez0dYHGpEmT7E2SNmbMGKlVq5b5ZH/PPfeYT/q++Pjjj82CAP3w1aVLF1mzZo29CTxGQFLo008/Nf/Hf+WVV+whIK5du3aZi1JPOOEEc1GqHtHqh5JU0U/0+sleP+FXrFjRLAHO5GqmpUuXyu9+9zvz/5cmTZrI9OnT7U0QAQQkxdq3b2+eha4Tn0AiRo8eLaeffro5QujRo4f8/PPP9iYps3r1asnOzjY7bv3kr0uCw5R3QYAufx8xYkTMBQGIBgKSYsuXLzcTnj179rSHgCPMmTNHfvOb35id+ZVXXmmWhIdFlwDrUmD9s3VpsC4RTic9rTts2DDz4Ur///HYY48ltCAAfiMgaaCrZfQTlh6mA7Z//etfcsstt5hnx/z617/O2K059JO/LgnWpcH671WPDNJx5KwLS3RuUGOlR+j6IQuFAwFJA72poh6e6zleIKDXZPzXf/2X/OpXvzKv//zP/3S6TkM/zX///feyYsUKmTJlivmv/t518YYeCeiHHj0y0CXDunTY9XvlpQsCOnfufHhBgM4RonAhIGkyasQIuTnn/zgbJ060h1AEvffee+ZoQ4869OhDj0ISpc+Y0SMFnbto0KCBmSvRnbL90vfPOeccs9MeOnSoiUoydKmwLhnW76VLiHUpsQu9rU/v3r2lbNmyaVkQAH8QkHQ5dEh2NWkiUr++LnS3R1FE6LyGzm/oTlnnO3TeIxF6eknv8JyVlWWio1+vcdALBPv16yfjxo0zRx/BS3+v7+uDzfTmnkFU9M/UuYc9e/bYf0S+dOmwHjHo1+uSYj2SSNTf//53Oe2000JZEIDMIyDppEsTixcXGTjQHkEhpztO3YHqjlRXWOlKq0S98847h3fgjRo1MhfZJfukS70aXcMRXEh46qmnmu+jtztJhB4x6JGDHkHo0mI9otClxvnRMF522WXmz9JgfvPNN/YmKIQISLrpw64qVBDZuNEeQSEUa8eb6J2aNRLt2rUzO+FmzZql5CJCpfeWuv76682RjB7FTJs2zd4kXwWFMO+CgDPPPNOcqkPRQUDSTa+s1ft23X23PYJCRieJgyMHnYdI5tTP5MmTpUqVKiY8I0eOtIdTYubMmWY1lO7se/XqldS8hH0qbsaMGWYRQLAgQBcHuCwIQLQRkDD06ZP7QKycT4IonPQTvu5cdQed7OSznmrST/h6Cijdt2HXaDzxxBMmIq1bt0562a4uOdbFAPp31duP3HrrrfLjjz/am6GIICBh0BvD1a4t0qqVPYJComPHjuYUT7LLX4ObcHbt2jXh+YlUmDBhgnma5gUXXJB0APRIQ68b0TtRo2gjIGEZNy7nf+1i+pQcewSFgD7wSG+mmQxdOaVHAvq1yYYnFfTphZUrVzYRSfZIRJ838swzz9hvo4ghIGFq0UKkbl2RJJZUIhqSDcjcuXPNdRI6aZ6JeAS+/PJLcySip7OSmRMhIFAEJEz6ZDWdC+nb1x5BxCUTEF0Oqzcy1BVRO3bssIdDp6ezgon1RBEQKAISNl2Ndf759ruIuGQCojfa1DkEnx7VGkysT5061R6KiYBAEZCw6WmCn36y30XEJRoQveutxiOZT/th0NNXuoJMj4oSmcwnIFAEBEiBRAPSqVMnc6NNveGmb/Q6ET0KGTBggD10FAICRUCAFEgkIHpzQ73e4/nnn7eHvKHXs9SoUaPAe2cRECgCkkmLFom0bStSvnzuS39tX2yoS3/zE28MoUokII888oi5anvLli32kDcWLFhgrkvRW7rHQ0Cg2ANlij4BrkoVkX79RNavz33175/7Xt6nw8WLRLwxhKqggOjddWvVqhWJi++aN29ublcSDwGBYg+UKdnZIr172++KPPlk7g0YA/EiEW8MoSooIDq/oLf/+Oijj+wh7+itVfQoJN7zRAgIFHugTKlWTZ/gY7+b+1716r/8Pl4k4o0hVAUF5LnnnpMyZcoUOLfgA70VvAZEH0qVHwICxR4oU/SCQr1Hlk2fuVCq1C+/10jEe8ELBQVEH2+sp4aiQh9KpXcUzg8BgWIPlClVq3IEUogUFJDatWvLfffdZ7/tLf376NXy+SEgUOyBMuWGG/KfA9H5kUC8SMQbQ6jiBURPW5XMOeL861//ag95Sx+Pe9xxx8n+fB7HTECg2ANlyuLFIpUr5668yrsKS99bsuSX7eJFIt4YQhUvICtXrhSdQNdH1UaFPo9df+bVq1fbQwYBgWIPlEkLFohkZeU+sVBfbdqIzJ9/5DbxIhFvDKGKF5CvvvrK7Iz1iYVR8cknn5ifWZ9EGAsBgWIPBKRAvIDoLdN1Z/zFF1/YQ97Sn1V/5jlz5thDBgGBIiBACsQLSHAEMmnSJHvIW8ERyDfffGMPGQQEioAAKRAvIMEcyNtvv20PeYs5ECSCgAApEC8g+gxxXYU1aNAge8hbesNHve08q7AQDwEBUiBeQFSdOnWkR48e9tveuvXWW82zQfJDQKAICJACBQXkmmuukaZNm9pve0vjkZ33eiQLAYEiIEAKFBQQPSWkF+bt3LnTHvLO2rVrzb2whg8fbg8dRkCgCAiQAgUFZP78+WZSevz48faQdwYOHGjmbDQk+SEgUAQESIGCAqLq1asnHTt2tN/2TqNGjSRLL3CNg4BAERAgBRIJiO5wdWXTmjVr7CFvBNd/6DLeeAgIFAEBUiCRgPz0009Svnx5eeihh+whbzRr1kwaNmxonqAYDwGBIiBACiQSEPXwww+bB0stX77cHsq4kSNHJnzTRwICRUCAFEg0IFu3bpXq1avLVVddZQ9l1Lp166RSpUrSrl07eygmAgJFQIAUSDQg6o033jCf9H15Psi+ffvksssukypVqsRdeZUXAYEiIEAKJBMQdcstt5hTWdOmTbOHQnXw4EG56aabpFSpUjJ58mR7OF8EBIqAACmQbEB27dplJqxPPvlkc41IJmg89OfWiwaHDRtmD8dFQKAICJACen1HrVq1Cly9lJeuytIVTxqRsI9EduzYYeY7SpQoIYMHD7aH49JTXnr09Mc//tEeQhFDQIAU0IDovEaTJk1kxowZ9nC+NCJ6JFK6dOnQ5kTmzZsnDRo0kLJly8q4cePs4bgmTJggZ599tvm7PvbYY/YwihgCAqTIxIkTzdXmekqoa9euCV8wqKez9O63ulP+7W9/m7Ylvtu3b5fHH3/cXMxYv359mTt3rr1JvhYvXixt27Y1P+Oll14qM2fOtDdBEURAgBTS52cMGDBAKlSoIOXKlZM+ffrI7t277c1i0tVZusRXj0b0YsNEA1QQXTqsN3PU763x6Nmzp4lWIjZv3mx+Fr0RZI0aNeS1116zN0ERRkCANNi0aZPcdddd5qaEtWvXTvhUke7s9WJDvWJdd/Z6akxvK5LsXXz37Nljjoi6d+9uJrx1lVWnTp1k2bJl9qYx6QT70KFDzdJene944oknzLwJkBcBAdJo4cKFcsUVV5hTPy1atEh4xZXOjfTt2/fwfIMeAejzRPShVHq33HfffVemTJly+PXee++ZJx7ef//90rx5c7PT1687/fTT5ZFHHpHvv//e/iPyNXXqVHNDRf16DVgyX4uihYAAIdCjiLp165ojkjvuuEM2btxob5KvBQsWSL9+/cyqKf0eumPP76VHO1dffbU899xzSc9TaCiuu+46833OP/98EyYgHgIChERPK+m1E3p6Spfu9u/f3yyJTZZ+je7sv/vuO7OT1//q712+l9JTU3qKSo9aKleuLEOGDJEDBw7YmwFHISBAyPR2IXr1t67W0lNUujQ2U15//XUzOa6nyB544AEzaQ4kioAAGaKnmHRJrJ4y0iWyulQ2LLNmzTJzKvpn68OjwvyzUXgQECDDdGlscBTw4IMPpvUoQO+6261bt8NHPx9++KG9CZAwAgJ4IO88hC6d1SW0qZyH2Lt3r1nVpUt6df5FJ+Vd50yAAAEBPKKT4cFtUXQprS6pPVbjx48/vAJMb564YcMGexPACQEBPKSrq3QprYZEl9a6XIuh16C0atXq8DUoeg8sIJUICOApPYWlS2p1aW0yV4PrVfB33323ufpcrwsZO3asvQmQEgQE8JxOqusS2+B+VLr0Nha9D5depR7ch+upp55K+D5cgAsCAkSELrXVJbd6SkqX4OpS3MDHH39s7rCrY126dJHVq1fn+UogPQgIEDG69FaX4OpS3A4dOsiVV15pwtG4cWOZPn26vTmQNgQEiCBdgqtLcfW0lp6uGjFiRFJPQwRSgYAAEbZ+/Xr5+eef7beBUBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkA89eKLL8rKlSvttyNj+/bt8swzz8ihQ4fsIQCFBAHx0PPPPy/FihWTWrVqycaNG+1h7+3Zs0eaN29u/g7du3cnIkAhRUA8E8Sjc+fOUrFiRTnvvPMiFRGNR9u2beX444+Xu+66S4oXLy633347EQEKIQLikSAe9913n/n9P//5z0hFJG883nvvPfPe4MGDiQhQSBEQT9jxCEQlIrHiESAiQOFEQDyQXzwCvkckXjwCRAQofAhIhhUUj4CvEUkkHgEiAhQuBCSDEo1HwLeIJBOPABEBCg8CkiHJxiPgS0Rc4hEgIkDhQEAywDUegUxH5FjiESAiQPQRkJAdazwCmYpIKuIRCCJy552/JyJABBGQEKUqHoGwI5LKeAT+9rchUqPGtdKnz2ShIUC0EJCQpDoegbAiko54BMaMWSQXXzxEnn56GhEBIoSAhCBd8QikOyLpjEdg7NiviQgQMQQkzdIdj0C6IhJGPAJEBIgWApJGYcUjkOqIhBmPABEBooOApEnY8QikKiKZiEeAiADRQEDSIFPxCBxrRDIZjwARAfxHQFIs0/EIuEbEh3gEiAjgNwKSQr7EI5BsRHyKRyCIyN//vtAeApBhBCRFfItHINGI+BiPwLRpK2X58p/ttwFkGAFJAV/jESgoIj7Hw3bRRUOkR48JMU9p6VisX9vijQFIHAE5Rr7HI5BfRKIUD6U7/169PpUxY76yhwgIEDICcgyiEo+AHZGoxUPpzn/btr3Svv0bsmLF5qPGYv3aFm8MQOIIiKOoxSMQROTcc8+V1q1bRyoeKtj5z5mzVrp2HS/79x88asz+tS3eGIDEERAHr7zyiolHx44d7aFImDFjhpQoUcL8HUaNGmUPey3vzn/AgBny4ouzYo7pr+O9ABw7AuJgw4YNUq9ePSlfvrx8/vnn9rDXgtNWJUuWlDJlyhw1J+K7vDv/ffsOSnb2WzJv3vqjxuJFIt4YgMQREEdbt26Vpk2bRioi9pyHPScSBfbOX5f3duw4Rnbs2EtAgJARkGMQpYjY8QhELSKxdv6jRy+S3r2nEBAgZATkGEUhIvnFIxCliMTa+es1Iffe+yEBAUJGQFLA54gUFI+AzxHZu/dAzAsHAWQWAUkRHyOSaDwCPkZk1aotOX+HUTJ06D/tIQAZRkBSyKeIJBuPgE8RCeJxzTX/I+vXb7eHAWQYAUkxHyKyZ89ep3gEfIgI8QD8R0DSIIhI5cp1ZfbsJfZwWul8wR13jJTq1S9zikcgkxEhHkA0EJA02bp1m7Rv/2dp3vz/Hb7QLd00Hnqn2ksvfUUmT/7WHk5aJiJCPIDoICBppBe33XzzO6FEJG889PkZqRJmRIgHEC0EJM3CiEi64hEIIyLEA4geAhKCdEYk3fEIpDMixAOIJgISknREJKx4BNIREeIBRBcBCVEqIxJ2PAKpjMjy5Wvk3/7tJeIBRBQBCVkqIpKpeARSEZGlS5dKjRo1pUmTbrJu3VZ7GEAEEJAMOJaIZDoegWOJSG48akjdunVl1apV9jCAiCAgGZI3It98k/gO+P77P8p4PAIuESEeQOFBQDJII/KHP3wskyd/bw/FpM//vuuu9+Xzz/3Z8SYTEeIBFC4EBMcskYgQD6DwISAe0Qcd6fxGrGdf+P4QpHgRIR5A4URAPKKR6NXrUxkz5it7yPuAqFgRIR5A4UVAPKKR2LZtr7Rv/4asWLH5qLEoyBuRWbNmEQ+gECMgHgkiMWfOWunadbyZNLfHokAjUqFCBTnuuOOkTp06xAMopAiIR/JGYsCAGfLii7NijkXBxIkT5fTTTzensAAUTgTEI3kjsW/fQcnOfuvwhYZRCwiAwo+AeMSOxPLlP0vHjmPM9SL2GABkGgHxSKxIjB69SHr3nhJzDAAyiYB4JFYk9JqQe+/9MOYYAGQSAQEAOCEgAAAnBAQA4ISAeGrGjNWydese+20A8AYB8ZQ+8yPWPbEAwBcExFONGw81S3gBwFcExFMEBIDvCIinCAgA3xEQTxEQAL4jIJ4iIAB8R0A8RUAA+I6AeIqAAPAdAfEUAQHgOwLiKQICwHcExFMEBIDvCIinCAgA3xEQT9Wr11NGjvzMfhsAvEFAPHX88SfJoEF/s98GAG8QEE+VKFFCBgwYYL8NAN4gIJ4iIAB8R0A8RUAA+I6AeIqAAPAdAfEUAQHgOwLiKQICwHcExFMEBIDvCIinCAgA3xEQTxEQAL4jIJ4iIAB8F5mArF27VpYtW2a/XWhpQPr372+/DQDe8D4g+/fvN5/Ey5QpIyVLlpQ//elPsmPHDnuzQkNDedNNN0mxYsXk7rvvtocBwBteB2TixIlSr149KV68uHTu3Fluv/12Oe6446RmzZry+uuv25tH2p49e+Tpp5+W8uXLy8knnyx9+vSRffv22ZsBgDe8DMiSJUvkt7/9rfkU3qRJE5kxY8bhscWLF0tWVpYZa9q0qcyaNSvPV0bTm2++KXXq1DFHWHfeeads3LjR3gQAvONVQLZs2SJ/+MMf5Pjjj5dTTz1VRowYIYcOHbI3Mz788EM566yzzNFJt27dZN26dfYm3luwYIG0bNnSxFD/q78HgKjwIiAHDx6UV155RapWrSqlS5eWXr16yfbt2+3NjqKnePr162dO+Zx44onSt29f2bt3r72Zd/QIQ4809IhDjzz0CAQAoibjAfnss8/kggsuMJ/C/+M//kOWL19ub1KgDRs2mPkR3SHXrVtXxo8fb2/iBQ3eCy+8IBUqVDBzHTrnoXMfABBFGQvIypUrpVOnTiYc5557rkyePNneJGnz5s2Tyy+/3HzPVq1ayaJF/jxT/KOPPjq8IKBr165mtRUARFnoAdm5c6c8+eSTUrZsWalUqZK89NJLcuDAAXuzYzJmzBipXbu2lCpVyiyF3bRpk71JaHRBwFVXXWWidskllxyxIAAAoizUgIwaNUpOO+00sxT3vvvuk59//tneJGV2794tTz31lJQrV86cMho4cKC5piQs9oKAkSNH5rsgAACiKJSAfPnll9KsWTPzKfzf//3f5dtvv7U3SZvVq1dLly5dzJ9dv359+cc//mFvklLBgoAqVaqYBQGPP/54QgsCACBq0hqQ9evXy80332xuy3HmmWfK+++/b28SmunTp0vjxo1NSK6++mpZunSpvckxmzZt2uEFAR06dJAVK1bYmwBAoZGWgOhS2ueee84srT3ppJPkv//7v52vqtav+/777+W7776TKVOmmP/q712+n55CGj58uJxyyinm1NLDDz8sW7dutTdLmi4IuP766004zjvvvJQsCAAA36U8IO+8846cccYZ5qjj1ltvlR9//NHeJK6ZM2ea+OhRgk6E6045v5cu2W3Xrp25FiSZi/C2bdsmjz76qDnFVK1aNRk2bJg59ZQsXRCg9+bSBQGVK1dOy4IAAPBVygLy1VdfSevWrc2OvXnz5jJ37lx7k3zpEcUjjzwip59+uvl6vXGifo/7779fBg0aJO+99545+ghe7777rpkU79Gjh7mdiU7K69edffbZ5mLCn376yf4jYtJrTq699lrztRdeeKF8/vnn9ib50gUBek8u/bP159y8ebO9CQAUasccEN1Z//73vzdLZmvVqiVvvPGGvUm+9Pbsei2Ifq2e7urevbu5gWKyF9fpkcBbb70lHTt2NKem9CK9ZE5Pffrpp9KwYUMTEr1p46pVq+xNDps9e/bhBQFt2rQJdUEAAPjEOSC6JPavf/2rVKxYUU444QT5y1/+Irt27bI3i0m369mzp9nZV69eXZ5//vmEd/YFWbNmjTz00EPm9JR+70SDpqeeBg8ebK5N0VNSvXv3NmEK6IIADZyemtN7cH3wwQd5vhoAih6ngHzyySdyzjnnmE/hN954o/zwww/2JvnSU1u6nFbjkc4lrnp6Krijr87FJBo3vTZFT43pUZFes/Laa6/Js88+e3hBgMbOZQIfAAqbpAPy4IMPmp3yxRdfLP/7v/9rD8c1btw48+m+QYMG5rYjYdCjJD0a0dNOic6NqG+++UauvPJK83fV24/cdttt5p5bAIBcSQdEjxp0kjvZq6r19JCe/tFVU2E/UVCvz9A79uo8RzIRUTVq1DBzHQCAIyUdEF3lpLcHSYYuk9VP8XrHXJflsqkwf/58ExE9Ekn0dJbS6zr06AMAcKS0B0QvqtP5BH3Od6biEdAjET16uuWWW+yhfBEQAIgtrQHRW5brPaEuu+wybyaedU5E5zUSXZ1FQAAgtrQGROc7dFmsb4+b1dur6xLfRJYOExAAiC1tAdFbmugnfb2NuW90ia+eytKLDQtCQAAgtrQERFdo6YonnbD2lV5sqFesF7Qqi4AAQGxpCYjeVkSPPvSCQ1/pFet6MeMzzzxjDx2BgABAbGkJSFZWljRq1Mh+2zt67yx9Tnk8BAQAYkt5QHTlVcmSJc3dcn03fvx4c6Sk14jkh4AAQGwpD4g+sEkvGtSQ+E5vlqi3Y9f7W+WHgABAbCkPSHZ2trnRYlTo80SuueYa++3DCAgAxJbygGg89O63UaF33q1Tp4799mEEBABiS2lA9BkhurIp3ikh3+gTD3XORp/jHgsBAYDYUhqQ1atXm0lpXcYbFW+//bb5mVeuXGkPGQQEAGJLaUD0GRq+X/9hmzRpkvmZ9ZnusRAQAIgtpQGZM2eO2Rl/8cUX9pC39GfVn/nLL7+0hwwCAgCxpTQgX3/9deSOQD799FOOQADAQUoDEsU5kOCmj8yBAEByUhoQXYWlF+b169fPHvKWPh9EV2Ht2bPHHjIICADEltKAqPr165tH10bFfffdJ7Vr17bfPoyAAEBsKQ9I586dzU43Kpo3by6/+93v7LcPIyAAEFvKAzJ06FBzL6wNGzbYQ97R01b6YKnnnnvOHjqMgABAbCkPyPfff28CMmzYMHvIOx999JGZQJ85c6Y9dBgBAYDYUh4Q9Zvf/MacGvJd9+7dpVatWuYJivkhIAAQW1oC8uqrr5qjkAULFthD3tiyZYv86le/kkceecQeOgIBAYDY0hIQnVuoUaOGXH/99faQN/SGj6VKlTKn3OIhIAAQW1oCogYMGCAlSpSIO7+QKdu3b5dTTjlFOnXqZA8dhYAAQGxpC8i+ffvMs0EuvPBCOXDggD2cUb169TK3nV+2bJk9dBQCAgCxpS0gaurUqeYo5IknnrCHMmbevHkmHj179rSHYiIgABBbWgOi9NO+RmTChAn2UOh27Nhhjor0avldu3bZwzEREACILe0B0dNXrVu3lvLly+d7y/QwHDx4UNq1aydly5aVuXPn2sP5IiAAEFvaA6K2bt0qF1xwgVSuXFlmz55tD6edxkPvz6VHQuPGjbOH4yIgABBb0gHRuQOdQ9CVTMn48ccfTUT0SCTM01k6md+1a1dzXcrgwYPt4bj0a2vWrCnXXnutPQQARV7SAXn22WfNJ3ldBjtixIi4V3Hb9EhET2cFE+vpXp21bt06ueyyy8z1HsneWuWDDz6Qs846y9zq5Oabb7aHAaDISzogaunSpeYOtrpzbdKkiUyfPt3eJF8ajWBiXZf4pus6kZEjR0qlSpWkSpUqMnnyZHs4X99++620adPG/N2aNm2akVNuABAFTgEJfPzxx2ZFk54e6tKli6xZs8beJF/Tpk0zK6I0JHrF+sKFC+1NnEyaNEmaNWtmAqCT5mvXrrU3iWnz5s3ywAMPmAdi6WmrUaNG2ZsAAPI4poAofQrhwIEDpUKFCmZyvU+fPrJ79257s5h0jkG/9tRTTzU7/Msvv9ycakr2VvAaCf0+jRo1Mt+nYcOG5lG1idAjopdfftlM8Out3f/0pz+Z5b4AgPiOOSCBTZs2yV133WUeD6tP+Bs7dqy9Sb703lkaDr2LrwZAX7r66c477zSPx9WVU1OmTDn80t/r+7o6So9idHs9ksnKyjLPY090Xka/l/45+vV6FJTfc9EBAEdLWUACeirqiiuuMDvlFi1ayPz58+1N4tKbG+pDqfTJhhoHnQAPopL3pe83aNBAsrOzZfjw4QmfqlIrVqyQDh06mO+jRy16Og0AkJyUBySgRwJ169Y1RyR33HGHbNy40d4kIXoNh0ZFd/p6xKD/1d/r+8nSpcePP/64lC5d2kyua6hcvg8AII0BUXpq6plnnjHXfpx88snSv39/M+8RNj2lpauydK5FJ8kfeugh8zwQAIC7tAYkoNdjdOvWzazWOvvss0O9kFCXCV9yySXmdNVVV10lS5YssTcBADgIJSCBWbNmyaWXXmp25m3btpXFixfbm6SMzoncdNNNJlr16tUzzz8HAKROqAEJvPbaa+aJhXo66cEHHzTXYKSKnjZ7+umnD582e+GFFzJy2gwACruMBETptRZ6OxO99kKvwRgyZMgx39rkzTfflDp16piJe10C7DpxDwAoWMYCEtAVVR07djSntc4//3zzEKpkLViwQFq2bGm+h/5Xfw8ASK+MBySg4dCAaAQ0KBqWgugRhh5p6BGHHnnoEQgAIBzeBETpKSw9lRXcVkRPccW6rYjOaejcht4+Rec6dM5D5z4AAOHxKiABnVTXyXWdZNfJdp10D+hqKl1Vpaur9DkfyVyBDgBIHS8DEtBlvrrcV09r6cOomjdvbn6t13XMmDHD3hwAECKvAxLQCw/12R76PHO9ojzRmyUCANInEgEBAPiHgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4OT/A7xH+NtnTEI9AAAAAElFTkSuQmCC)
| Product Number | 4H22-1-49 |
| CAS | 1223573-43-0 |
| MDL Number | MFCD18782895 |
| Molecular Formula | C26H34N4O4 |
| Molecular Weight | 466.582 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-49
CAS: 1223573-43-0
Molecule Weight: 466.582
Formula: C26H34N4O4
![1-Benzyl-1,6-diazaspiro[3.3]heptane oxalate](data:image/png;base64,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)
PN: 4H22-1-X2
CAS: 1374659-14-9
Molecule Weight: 278.308
Formula: C14H18N2O4
![1-Benzyl-1,6-diazaspiro[3.3]heptane](data:image/png;base64,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)
PN: 3H31-1-2F
CAS: 1223573-42-9
Molecule Weight: 188.274
Formula: C12H16N2
PN: 3H30-1-VR
CAS: 46193-94-6
Molecule Weight: 176.263
Formula: C11H16N2
PN: 3H31-1-16
CAS: 477600-70-7
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-1-5F
CAS: 1354621-59-2
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-1-5G
CAS: 384338-23-2
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H31-5-91
CAS: 477600-68-3
Molecule Weight: 291.26
Formula: C14H24Cl2N2
TSCA: Not listed on TSCA inventory