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)
| Product Number | 4H22-1-28 |
| Synonyms | tert-Butyl 2,5-diazaspiro[3.5]nonane-5-carboxylate oxalate |
| CAS | 1408076-07-2 |
| MDL Number | MFCD22575224 |
| Molecular Formula | C14H24N2O6 |
| Molecular Weight | 316.354 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-28
CAS: 1408076-07-2
Molecule Weight: 316.354
Formula: C14H24N2O6
![tert-Butyl 2,5-diazaspiro[3.4]octane-5-carboxylate hemioxalate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABAyAAAQMgE1X9vNAAADn3pUWHRtb2xTb3VyY2UAAHicjVbZbts4FP0VQs9jirvIIE5RpCgwQBdg2gJ9KxhZSQ1YUiE729/PoSinMa2KhRdu55D38h6S9/LNU7sjD82w3/bduuCUFaTp6n6z7e7Wxbev71e2eHN1WQMEYLdfFz8Ph18XZfn4+Ejrn03rn/qO1n1bxPGLp/32BPMoaT/clYIxXn7/+OHLyFltu/3Bd3UD1n57sR87P/S1P4xW/GGJsvXDw7YrI7xsh4c42w/BwpfRp/2m+O3LNcbegkput7uG3PZD6w/kQTCKL/uH3DVdM/hDsyE3z+iWVMH3q8uP7/r6vm26A6phhm3td18Ow32NjrbfNfU9JkPl33frouUg+EPfvh0G/0xCLXR7TrwgXhKviNfEG+Ir4i3xjnjO8MM4B4ADwQHhwHCAOFAcMA6cAE6EeYATwAngBHACOAGcAE4AJ4GTwMmwIHASOAmcNIjjrgmOfH3+1ayLz+SaxF/4j5/Y/vTSvj6pz44iYGJdrBiVVjMyFZw6gSLpXU3dlnLJHArDjCUV5QqOccSggvOOMgt/LGUarhqqlbZoaWE5xpzD2FRMnRU1Ao4DKaUjmiqFJaZWmNOEQgMazHEc+yko45WCkUzYKvRCijZYpxnmY1RVigcXpLXHYuoEVklEK2AhYLIS8MG6Y7sgz9gLTM+YBsUYY4/F6lhOo8e2gvVWEkm5kQaWGVtZtIx0Gmsb59hovTIobKUmJ9hoAjbVhQmxqSih19ENQbmObaGU+92Gu6aCyYYqG3AVdcrAEEuVgKDQVhUzZOWo4qOLYV2tx4qQGggO2wUTY0U5EwKKIyKniuY8rIJlzdQj9Rj0lx5YUlXhhJQvR+Tq8qbvNq+qZLtZFze8GM/Of83tXkzHpyD9sGkG3EhhggB9TRCnhKD9F4KYI8gzglpeQZ0SwkFeJugzglk2yZwSwg2xvEJ1Sgj3yTLBnhE4W2a4cwZfZoQZT2I33m0ZThrv8S5c3i0uZjiZGPIk6vGuzXCSwMe7OcNJYh/v8gwnCX+8+zOcasafHCcRQXxfMpxEBvE9ypzIRAfx/cpwUh3Yv+CkR398HzOc9PSP72mGo2Y4Ge0IPcPJaEckOojve4aT6CDmA8vnR9gZTkYHItFBzDeWOTLRQcxPMpxEBzGfyXASHcT8J8NJdeD+gpPoIOZYGU6ig5iTZTiJDo453CKnmrFtllO+enbLYxaL6lmGW75Kf0sk/Vf/A0kvX+VEaMmtAABEm0lEQVR4Xu3dCZxV8//Hce0rQ3si2VKWCvkpFClbfihLzSBpkRBCtvy0CvFLSpZQtKGF6peIROtUaFOWmhptWtSkad8///l87/+Oma+ZuXfO3OWce1/Px+M+as7ne28zzdzznnO+23ECAIADx9kHAAAIBgECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAARNVxxwU+DQXTRiUnJ0vLli2lUqVKUqJECTnzzDMlMTHRHEfoBfddAYAwCSYcgmkzdOhQqVmzpowbN07S0tJk3759JjhuueWWoJ6P/ON/FUBUBXNyD9Tmp59+kho1asi2bdvsktG7d2/7EEIg7+8KAIRZoHBQgdp07NhRhgwZYh9GmOX9XQGAMAsUDipQG+3rSElJsQ8jzPL+rgBAmGk4BPPIS8mSJeXAgQP2YYRZ3t8VAAizQOGgArUhQKIj7+8KAIRZoHBQgdpwCys68v6uAECYBQoH5W8zceJEqVu3rpQuXVrq168vM2fONMe1E/3NN9/M+hREQODvHACEUX4CpE2bNrJy5Uozx2PMmDFStWpVc1yH8Z5xxhmyffv2rE/L1KdPH/sQQiDwdw4Awig/AeKn/R0TJkyQOnXqZB7TiYS1atWS8ePHy44dO0zIzJ8/n4mEYcT/KoCoCubknrWNf1RW+fLlZfny5VlaicybN09atGghFStWlOLFi5u+kaSkJBMkCL3A3zkAcJn09HTp2bOnNGrUyC4hgggQAJ60a9cu05mO6CFAAHhGp06dZN26dbJz507p0aOHNG7c2G6CCCJAAHjGqFGjzGirhIQEad68uaSmptpN/kE70zVwEHoECICYduedd5rO9KNHj9olFBABAiCmPf3002bU1pw5c+wSCogAARDTvv/+exMgXbt2tUsoIAIEQEw7duyYnHbaaVK9enXzd4QOAQIg5unVh16FLFy40C6hAAgQADFP+z80QJ566im7hAIgQADEPB2BpQsvnnXWWXYJBUCAAIgLDz74oLkKWbp0qV2CQwQIgLgwY8YMEyDPP/+8XYJDBAiAuHDkyBGpUKGCnHvuuXYJDhEgAOKG7lyoVyG//PKLXXKd5ORkadmypVSqVElKlChhZtMnJiaa4375XQo/1ML3ygDgMl9++aU5ofbt29cuuYpujlWzZk0ZN26cpKWlmfW8NDjszbGCCYdg2jgVvlcGAJc5ePCgnHjiiVKvXj275Bq6PW+NGjVk27Ztdsno3bt35t+DCYdg2jgVvlcGABfSfdX1pLp69Wq75Ap6m23IkCH24RwFEw7BtHEqfK8MAC40adIkc1J95ZVX7JIraF9HSkqKfThHwYRDMG2cCt8rA4AL7d+/X8qWLSuXXnqpXXKFkiVLyoEDB+zDOdJwCOYRLuF7ZQBwqdatW0uhQoVk/fr1dinq8hsggQTTxqnwvTIAuJSObtIT6+uvv26Xoo5bWADgYnv27JFSpUpJo0aN7FLE6AKPjz/+uNSvX1/mzZuXeVw70d98880sLXMXTDj420ycOFHq1q0rpUuXNv/mzJkzrZb5F/hfB4AY1KJFCylcuLBs3rzZLoWFzoT/9ttvzZpcJ598cmb/hO5Tsnjx4sx2OoxX933fvn17lmf/rU+fPpl/z0+A6OizlStXmjklY8aMMYtLFlTgfx0AYtCoUaPMyfXtt9+2SyFz6NAh+eqrr6RDhw5SsWLFzNDQgNCl5efPn28/xdCJhLVq1ZLx48fLjh07zElf24ZiIqH2r0yYMEHq1KmT7bgTgf91AIhBO3fulOLFi0uzZs3sUoHoKK/JkydL27ZtzaRFf2hoIOhCjkuWLLGfkiO9raVXSRo8+nlq30hSUlK20LHDISd24OijfPnysnz58iytnAn8rwNAjGrevLkULVo019tFwdq7d6/pmNcTvA4R9p+otc9Bbzm5ae2t9PR06dmzZ0j6fwgQAHFr2LBh5kSvf+aXnoj1NpgueKgd8v7Q0PklL7/8sqxZs8Z+imvs2rXLdKYXFAECIG7plYdegeiVSDC0/fDhw017XSFXA0Pnk+hv8wMHDpR169bZT3GNTp06mc9Pb9316NFDGjdubDfJNwIEQFxr2rSpCQM9seZky5Yt8s4775h2GjYaGvrn1VdfbTrgN23aZD/FlfRqSTvvExISTACmpqbaTfKNAAEQ19566y0TCnqC9duwYYMMGjTI/JauQ321rh3Z119/vbndldtKufGGAAEQ13QeiIbEddddJ/3795eGDRtm9mdo34aOhBo5cmSuVyjxjAABELd+++03s7mU/9aUPsqUKWPWyvrkk0/MjHXkjgABEFeWLl1qOpF1b3R/aBQrVsz8+eSTT5p5HAgOAQIg5i1cuFCeeeYZMxnPHxoVKlSQ9u3bm21udcitjqbSKw8EjwABEHOOHTsms2fPlscee8ysNeUPDV3/qXPnzjJjxgyzNlVWOn/j+OOP5wokHwgQADHBv1jhAw88YILCHxoaIF27djWBosGSG+1A1/a6YyGCQ4AA8KyDBw/KtGnTzGKFekvKHxp6q+rpp5+WBQsW2E/Jle6Rrs+955577BJyQYAA8BS9xaRXCXqi10lx/tCoXbu26RzXTnKn6tWrZxZA1GBCYAQIgBzpSTmQYNqo5ORks2ZUpUqVzKxvvUJITEw0x4Ohw2nHjh1rnqPDbP2hoSd8Xazw119/tZ/iiA7p1dfVjnUEFtx3H0DcCSYcgmmje1vUrFnTrFablpZm9rbQ4LD3trDpYoU6gU8n8mVdrLBBgwamvyIcixXqqrn6b+iugAgs9+8egLiW18ndL1Ab3V2vRo0auS790bt372wfa8DoUiE33HCDWTpEX19nieuSIrp/+fr167O1DwedH6J7cNijtPBPeX/3AcStQOGgArXR3+SHDBliH87VWWedZV5TZ4br4oW6iGGktpz1002f9HPQob7IW97ffQBxK1A4qEBttK8jJSXFPpwrXdBQl0sv6AZPBaE7BurXpXuXI295f/cBxC1/n0OgR15Klixp9uD2Gg2+k08+WY4ePWqXkEXe330AcStQOKhAbbwaIE899ZT52ubOnWuXkEXe330AcStQOKhAbfJ7C8stdO0s/dp0KRTkLu/vPoC4FSgclL/NxIkTpW7dumaf7fr168vMmTPNce1Ef/PNN7M+xRN0yZMLqleXO047Lc/lT+Jd4J8QAHEpPwHSpk0bWblypZnjMWbMGLMWldJhvLqNam6d4joJ0K2Su3aV5Iyv78j339sl/L/APyEA4lJ+AsRP+zsmTJggderUyTymEwlr1aol48ePlx07dpiQmT9/fsCJhFE3e7Z+gSJPP21X8P9c/N0DEE3BnNyzttG/66N8+fKyfPnyLK1E5s2bZ2aU6wQ9nSCofSNJSUkmSFxLR2DpldRZZ9kV/L/APyEAECRdfqRnz57SqFEju+RNDzzguwopwAKNsYwAARBSu3btMp3pMeGbb3wB0qOHXYEQIABCoFOnTrJu3TrZuXOnWVJd166KCYcPi1SoIHLeeXYFQoAACAFdgkRHW+n+HM2bN5fU1FS7iXd16OC7CgnRkvGxhAABgLx88YUvQF54wa7EPQIEAPKiuxOeeKLIhRfalbhHgAQSxFDGHNssWyaSlOQbBlismO/PxERGcwBedPfdvvd5GDax8rIcznzIJqdwsNltxo4VqVRJ5PXXRXQDnEOHRDZsEBk0SKRyZV8dgHdMnOh7n7/yil2Ja0GcHeOcHQ45ydpGF46rWFHEmkiVSY/rqA4PLjAHxK19+0TKlhVp0MCuxLUgzo5xLr8BopvQ9Or198c50Tqb1QDe0qqVSKFCIps22ZW4FcTZMc7lN0Bq1hRZseLvj3OiVyHaDoB36LIrN9wg8tdfdiVuBXF2jHMaDsE8/EqWFNm//++Pc6KXw6VK2UcBwFMIkEDyewVCgACIE0GcHeNcfgOEW1gA4kQQZ8c4l98A0dU7e/f+++Oc0IkOeBPzu7IJ4uwY5/IbICtX+obpBhrGu2qVXQHgZszv+ocgzo5xLr8Boj76yPeDpj9Y+gOmP2gbN4oMHuw7rnUA3sH8rhwFcXaMc3Y45CSnNkuWiLRuLVKliu9SV39D0Y8XL7ZbAnA75nflKIczHwAgGwbH5IgAAYBAGJ6fIwIEAAIhQHJEgABAINzCyhEBEkk7d4o0by6SnGxXALgZ87tyRIBE0vbtvkvc2rV9Q3sBeAPzu3JEgERajx6+Yb8DB9oVAG7G/K5/IEAibe9ekVNPFTnpJJFt2+wqADdjflc2BEg0jBnjuwrp3NmuAIBnECDRcOyYyGWXiRQp4lucDYD7HD4ssmiRfRRZECDR8sMPIoULi1x1lV0BEG1Hj/puTemdgtw6zkGARFW7dr4f0AkT7AqAaHrkEd97s0ULX5ggRwRING3eLHL88SKnnx54liuAyHj5ZV94XHEF78sACJBo69/f98Par59dARBpH34oUqiQyHnniezYYVdhIUCi7eBBkTPPFClbVuSPP+wqgEj54gvf0FwdZq/zPBAQAeIGkyb5rkLatLErACJh4UKRMmVEypUT+flnu4pcECBu0ayZ79J5wQK7AiCc/MuU6DJDc+faVeSBAHELXemzaFHZdumlvnkiAMJv0ybfIBadk6V3ApAvBIiLLOvSRToed5yMHznSLgHRpRNek5JEqlb19RPon4mJIkuX2i29Iz1dpF493+3jd9+1qwgCAeIiO9PSpFy5clKtWjXZvXu3XQaiY+xY32KBr78usn69bxFB7WTWRQV1LSite82BAyJNmvjCI9Ay7cgVAeIyb7zxRsbP9HHSvXt3uwREXkqKSMWKuc/G9i9jru28QicGtmrlC4/777eryAcCxGUOHz4s5513npQsWVJSU1PtMhBZukGSbpSUl5w2Ulq9WuTbb0V27cp+3AWmPPywrNLwaNlS5MgRu4x8IEBcaPr06eYq5LbbbrNLQGQ53cq1YUPfb/j6uOAC37I9b73lW/ZcFymMkpdeekkSMj6nwY0ayTFmmRcYAeJSt9xyiwmR7777zi65Syx2ruJvGVfCAZfz2LfPNwQ2K92Z79VXRW69VeSUU/4OE31oW12NumtXkU8+EVmzJvtzw+TDDz+UQoUKyfnnny87mGUeEgSIS6WkpEiJEiWkbt26GVfZLr3MjsXOVWTnNEBsOlx24kSRZ54RadpU5IQTsodK+fIiN91kOrSPfvGF7AvxCX7q1KlStGhRqV69esaPKLPMQ4UAcbHHHnvMXIWUz3hz1ahRo8CPhzIeazMe4uShtyh0CXq/WOxcxT85vYUVDH3dDz4QeeghkYsu8l3BZvy8r854tM54nH322XLnnXdm/H7yuixYsEAO6MgpBxYuXChlypQxIxx/ZpZ5SBEgLpaWlmY604tlvLGuuOIKueqqqwr06JXx+CPjIU4e11/v6xj1c9q5Cm954IHAw1xD9X3WK53kZNkwcKD0SEyUM8880/wC5X8UL15cLr74Ynn44YdlxIgR8ssvv9iv8A8rV67M+D2mQsYFUimZN2+eXUYBHWcfgLsMHz7cvHm66v1iNwnnb6ZwD/8yH4GuNLXPIwz0l6jPP/9cevbsKc2bNzdXEVlDJSEhQa655hoz7H3SpEmyZcuWzOdu2rTJXHkXKVJEJk+enOVVESoEiMsdPXpU6tevb+7fLlmyxC5HT6jujcP9PvrI19elfVvaf6B9XRs3igwe7Duu9ay0UzzQz0YBaP/gRxn/5qOPPioNGjQwV+lZQ0X7OW6++WYzIVc/fu+99+yXQIgQIB4wevRo80bQN4trECDxRX950S1eq1Tx9VXoIAn9WIflZvX1175OcW2j/Rpduvj22Ahj38OhjEBbtGiRDBkyRNq2bSu1a9fODJMHQ3FrDbkiQDzg2muvNcMPp0yZYpeih1tYyMmePSIvvCBy442+pdE1TPyPhATfqtPPPutbuDDL7aZQ0Sv2O+64w4RHog4nR1gRIC73v//9z7wZ7rrrLrsUXZHsXIV36cCLjz/2zfnQyYV6RZo1VHTzJp0r8t//isycKUcKuAZcq1atzPvl1ozX1DBBeBEgLqbDFrXTUPs/9Leqe++9t0CPtzIeWzMe4uShgbF169+fXJQ7V+FROgtdb3sNGeL7udKtY7MEyvuFC0uTunWlY8eOMnToUFm6dGnQQTB//nwTHtpxvj/Q7VWExHH2AbhH3759M+/lhuLR6jjfGHtx8tB72vas+Px2rgI50WXVv/lG1xmRj1u0kKpVq2b7udU5HI0aNZLHH39cJkyYIGvXrrVfwdAJtzoqq1atWnYJYUKAuNTWjN/2TzjhBPPb1D7tjHarYDtXgXzQ2eKfffaZdOvWzcxhKlu2bLZQqZTxC4ou99OvXz/56quvZOfOneZ5euWi9WDmiKDgCBCX6tChg3kjjBs3zi4BcefYsWOybNkyef/99+X++++XevXqmfkdWUNFR181bdrU/P3pp5+2XwJhQIC4kA5JLFy4sFx55ZV2CcD/27t3r8yZM0dee+01uf32283Vuj9M9FYWwo8AcSG936u/Xblq4iDgAX/++ac0adLEhMjqrEvvICwIEJf55JNPzA9/p06d7BKAIOiSJvoeeuWVV+wSQowAcRHtLNdlGPTyW3+TApB/OoRXO90vvfRSu4QQI0BcpFevXuY3pwEDBtglAPnQunVrs3rDet2nBmFDgLiE/qCXLl1azjnnHLO2DwDndPSi/jKme4kgfAgQl0hKSjI/8LpzGoCC2bNnj9kDRAekIHwIEBeYO3euudy+4YYb7BIAh1q0aGGGw2/evNkuIUQIkCjTdX50lzXddfDXX3+1ywAcGjVqlLmqf+utt+wSQoQAibJhw4aZH3LX7TgIeJwub6Lb4DbTJeQRFgRIFO3atUsqV64sFStWlL/++ssuAygg3QZXV7Pevn27XUIIECBR9NRTT5mrj3feeccuAQiB4cM/lDJlTpcxYz63SwgBAiRKdF/nEiVKSN26dc0y1ABCb8eOXVK79hPy0EOf2iWEAAESJTfffLO5+vjO3mMDQEg98MDn0rDh+7J790G7hAIiQKLg66+/NuFx22232SUAITZ+/M9y8cVDZepUdscMNQIkwg4fPiznnXeelCxZUn7//Xe7DCDEtm/fK5dc8q506/aVXUIBESAR9sYbb5irj+eee84uAQiTjh0ny2WXDZN9+w7bJRQAARJBOpSwXLlyUq1aNbPUAoDI+Oij5eY21vTpa+wSCoAAiaCHHnrIXH2MHDnSLgEIoy1bdkv9+kPl2We/sUsoAAIkQpYvX24mNDVo0MDs7wwgstq2nSiNGg2XgwcZNh8qBEiENG3a1CzstmDBArsEIAJGjFhqbmPNnPm7XYJDBEgE+LfYvOeee+wSgAjZsCHdBEiPHt/ZJTjkrQBZtkw3zhCpWlWkWDHfn4mJIkuX2i1d48CBA3LmmWeaLTb/+OMPuwwggpKSJshVV30ghw4dtUtwwDsBMnasSKVKIrrDmG5Tqbv2bdggMmiQSOXKvroLvfzyy+bqo1+/fnYJQIS9//4icxUybx5b3YaCNwIkJUWkYkXtibYrPnq8QgVfO3X0qG6KLBm/ajh+DM94XFXAx2WXXSZFihSRk08+2VyJAIiu1NS/TIC88MIsuwQHvBEgDz4o0quXfTQ7rWs7dfiwyNVXi9So4fjxWsajRgEfettKrz5efPHF7J8rgKjRGelvv/2DfRgOHGcfcKWaNUVWrLCPZqdXIdrOJX744Qcz6qpJkyZ2CQBigjcCpGRJkf377aPZ7dsnUqqUfTQqdJ7HJZdcYm5fLdOOfwCIQQRIGAwfPtzcurpab6MBQIzyRoB47BbWli1bpEyZMma7Wt22FoA7aAd6s2YjTGd6brQNguONAHngAZHeve2j2WXtRHeBt99+21yF6La1ANxBw+Gzz36VDh0mS24rChEgwfNGgKxc6RumG2gY76osG8Z88IEvVBw+vst49CrAo0ePHuYKRNe/+v777//+vABEjT8cOneeYoIkJwRI8LwRIOqjj3wTCXXioE4g1ImEGzeKDB7sO651v4MHRcqUyfjqjnP86JHx0CuIUDzq16//9+cGIGr84aDLmtxww2hJS9tntSBA8sM7AaKWLPFNEKxSxbeUic5A148XL7Zbivz1l4ju+Ofw8VfG4/cQPJo3b25CZPr06fpZAYiirOEwevQy6d59RpaqDwESPG8FiAelpqaa7WvPP/98s50tgOjJGg5Hjx4zS7wnJ2/I0oIAyQ8CJAK6d+9urkJ0O1sA0WOHw+rVaXLrrWNl//6/f7mz2yB3BEgE7N6926yHpdvZpqWl2WUAEZJTOAwd+qMMGvT3Pj1Z2+zde0h27gwwBy2OESARotvY6lVIly5d7BKACMkpQHRpd13mfdUq3y93Wdvoulm6FW7HjpNlzJifZPPm3Zk1ECARo8ubXHrppWZY74pAkyIBF0pPT5dGjRrJlClT7JJn5BQgasWKrdKu3STTL5K1zbJlW+TJJ7+Wyy8fZo7r4557JsoHHywxI7niHQESQbqdbaFChaRZs2Z2CXA1vQ3boEEDcxWtqyzoYqFelFuAqAEDkmXs2BU5ttE+km++WSPPPTfD7KvuD5PExPHy7ruLZM2aHfZT4gIBEmFt2rQxb0Ld5hbwAg2PK664wvzctmjRQkqVKiUnnXSSJ0Mkp3Dw05C4885P82yjDh48IrNmrZWePb+TJk0+zAwT7Yx/660f5Ndft9lPiVkESITptra6T4huc3tIJzwCLpY1PB555BFz7KuvvvJ0iITS4cNHZcGCDdK37yy55pqRmWFy000fmY55vQUWywiQKHi7Xz95JOMNuaZ/f7sEuEZO4eHntRBZt26n/PTTVvtwSGn/yY8//iH9+881s9z9YdKgwePy+OPPZVy1zMpoE1t7sRMgUXBk/35JO/10keOPF9m82S4DUZdXePh5JUR0uZJrrx1lbjFF0tKlm+W11+bKJZe0zVzWSNfH69Spk3zzzTcxMbGYAImWCRN86261a2dXgKgKJjz83B4ix46JPPzwF+ZKYOrULIutRpj+3+iE4rPPPjszTHReWLuM9//UqVPlwIED9lM8gQCJpquuEilcWH+67AoQFfkJDz83h4iud6Xh8fzz39qlqFm+fLn07NnTLG/kD5Pjjz9e7r77bvn0009ln26O5xEESDTpdrdFiohcfrnvVyUgipyEh58bQ0RHQzVs+L60aPGxmVHuRqtWrZIXXnghI+QuzgwTHSZ9xx13yJAhQ2R/oJ1Yo4wAibbOnX23srIuRw9E2O7dexyHh5+bQkQDo2XLT6RBg/fk55//tMuupKt3v/rqqxm/T16eGSbXXXed3cxVCJBo27ZNMt5xIqeeqj/1dhUIOz3Z3n57Xyld+lTH4eHnlhDp1es7c+tq5MhldskTdNKxBsh9991nl1yFAHGDgQN9VyE9etgVIKw0PHR7Vz3Z9uo1yi47Eu0Q+fLLFPP1dOky1bN3hteuXWsCpGvXrnbJVQgQN9DdFWvXlox3nQ5Yt6tAWGQNj1dfnWeXCyRaIbJxY7o0bvyBmdSX026DXkGAIH++/NJ3FaI7LAJhFs7w8It0iOiscN0g6pJL3pV589bbZU8hQJB/N94oUqiQyOzZdgUImUiEh18kQ+SNNxaar2ngwPl2yXMIEOTfypUixYuLXHghw3oRFpEMD79IhMjChRvNlcfdd39q9vfwOgIEzjz7rEjJkiJ//WVXgAKJRnj4hTNEduzYL9ddN8oss65rXsUCAgTO6dBeIISiGR5+4QgR3ajtvvveNV/X55+vtMueRYAAcAU3hIdfqENk4MCBkpBwvjz66Nt2ydMIEBScLnWSlCRStapIsWK+PxMTdZlPu6VvBFcgwbRBTHFTePiFKkQWL14sJUqUMHvrpKfvssueRoCgYMaOFalUSeT110XWr/fNFdmwQWTQIJHKlX31rIIJh2DaIGbo/hT33fc/V4WHX0FDZM+ePXLOOedk/F5VTBYuXGiXPY8AgXMpKSIVK+qynXbFR49XqOBr5xdMOATTBjFj9+6DcvXVI1w7rLUgIdK+fXtzgu0fo5uyESBw7sEHdTEf+2h2Wtd2fsGEQzBtgAhyEiIff/yxOblec801phM9FhEgcK5mTZEVK+yj2elViLbzCyYcgmmDqNDbTIFkbaN/b9ZshKSm5j7cO5jXdIP8hEhqaqokJCRIpUqVZHMM7+ZJgMA5nQcSaB8A3XRG187y03AI5gFXCuZkbwfIZ5/9ajrIc/slPJjXdItgQkS3gG3QoIEUKlRIvvjiC7scUwgQOOc0QAIJpg2iIpiTvR0gqnPnKSZIchLMa7pJoBDRLWH1pPrYY4/ZpZhDgMA5bmHFnWBO9jkFyIYN6XLDDaNzXHk2mNd0m9xCZMaMGVK4cGG56KKL5ODBg1meEZsIEDj3wAMivXvbR7OjEz2mBHOyzylAlO773b37jMyP/YJ5TTeyQ2Tbtm1y8sknS9myZWWlrhcXBwgQOKdvEh2mG2gY76pVfx8LJhyCaYOo0JN9MI+s7f10vocuY56cvCHzmPJqgKisIdKoUSNzMv3ggw/sZjGLAEHB6B7pOpFQJw7qBEKdSLhxo8jgwb7j9h7qwYRDMG0QFcGc7HMLELV6dZrceutY2b//cOYxu43XaIjobSs9kTZr1swuxzQCBAW3ZIlvg6kqVXxLmegMdP148WK7ZXDhEEwbREUwJ/u8AkQNHfpjxu8bCzI/zqmNl7z44ovmJKqPunXrxkXfhx8BAiBowZzsAwWI7oORlDRBVq1KMx/n1MYr/OFxwQUXyMMPP2z+3q1bN7tZzCJAAAQtmJN9oABRK1ZslXbtJpl+kdzauF3W8Pjzzz8zgvGQ/Otf/zK3s6ZNm2Y3j0kECICgBXOyDyZA1IAByTJ27Io827iVHR5+a9askRNOOEEqV64sW7ZsyfKM2ESAAAhaMCf7YANEO9LvvPPTPNu4UW7h4TdmzBhTv+6662J2DSw/AgQAghQoPPzatm1r2r366qt2KaYQIAAQhGDDQ+3evVvOPvtsKV68eI7LncQKAgRA1K1Zs8OMznKr/ISH348//mgCRINk167Y2onQjwABEFXp6Qekfv2hZlfCffv+nmDoFk7Cw2/AgAHmuffcc49digkECICo061stTPdbSFSkPBQ2ol+/fXXm9cYNWqUXfY8AgSAK/TvP9dVIVLQ8PDbunWrVKlSxQzvXb16tV32NAIEgGu4JURCFR5+/vWyLrnkEjPhMFYQIABcJdohEurw8HvyySfN6z711FN2ybMIEACuE60QCVd4KL3y0CsQvRL5+uuv7bInESAAXCnSIRLO8PBLSUmR448/3vSJaN+I1xEgAFwrUiESifDw09FY+m/dcMMNnl/qhAAB4GrhDpFIhodfmzZtzL+p80S8jAAB4HpZQ2Tv3gN22bFohIfSmelnnXWWlChRQhYtWmSXPYMAAeAJGiJnnHG/XH/93bJnzx67nG/RCg8/XSNLlzqpWbOmWTvLiwgQAJ7xxBN9zQmrcePGBQqRaIeHn67Wq5/Hvffea5dcb+/evTJkyBDz+ScmJtplVyFAABhdunQpUIi4JTyUdqJfe+215vPRfUTcLj093QwCaNmypZQqVcp83vro3Lmz3dRVCBAAmZyGiJvCw093LtQdDHWpE93R0G22b98uw4cPN6PGtM9G//8KFSpk/u9ff/11Wb9+vf0U1yFAAGST3xBxY3j4ffnll+akfOmll7piqZPNmzfLO++8I02bNpWiRYua/zf9Uz9+++23Td1LCBAA/xBsiLg5PPyeeOIJ8zk+88wzdiki9EpCryj0/1Jny+vnop38euUxbNgwcyXiVQQIgBwFChEvhIc6ePCgXHzxxebkPX36dLscFnrLrH///tKgQYPM/gzt22jRooWMHDnS9HnEAgIEQK5yCxGvhIffqlWrzFInVatWDdvn++uvv0qfPn3kwgsvzAyNMmXKmJFUY8eOzTGEvY4AAZAnO0S8Fh5+I0aMMJ/3jTfeGLKlTpYuXSo9evSQ2rVrZ4ZGQkKC2Slx0qRJsn//fvspMYUAARCQP0ROP/10T4aH31133WU+/4EDB9qloC1YsMD0p5x55pmZoVGhQgXp0KGDTJs2zdwyixcECICgdOzY0Zwsq1Wr5snwUNr3oCd+HTa7ePFiu5wjvVqZPXu2mRVevXr1zNDQ22EPPPCAfPvtt3LkyBH7aXGBAAEQNL195YX5CXlZuHChFCtWTM4555xc+yU0EGbMmGECQoPCHxoaIBokGiihug3mZQQIgLijI6Q0ENq3b595TG896bwRPaa3pPyhoVcsestKgwfZESAA4o5ePVxzzTUmILp162Y6vbXz2x8a5557rukc105y5I4AARCXdNZ36dKlM0NDh9/27dtXfvvtN7spckGAAIhb48aNMyv2pqam2iUEgQABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgDhw3HGB/9uCaaOSk5OlZcuWUqlSJSlRooSceeaZkpiYaI4DgJsFd5ZDNsGEQzBthg4dKjVr1pRx48ZJWlqa7Nu3zwTHLbfcEtTzASCaOEs5EMzJPVCbn376SWrUqCHbtm2zS0bv3r3tQwDgKnmf5ZCjQOGgArXp2LGjDBkyxD4MAJ6R91kOOQoUDipQG+3rSElJsQ8DgGfkfZZDjjQcgnnkpWTJknLgwAH7MAB4Rt5nOeQoUDioQG0IEABel/dZDjkKFA4qUBtuYQHwurzPcshRoHBQgdpoJ/qbb75pHwYAz8j7LIccBQoH5W8zceJEqVu3rpQuXVrq168vM2fONMd1GO8ZZ5wh27dvz/q0TH369LEPAYCrBD4T4h/yEyBt2rSRlStXmkmCY8aMkapVq2a20YmEtWrVkvHjx8uOHTtMm/nz5zOREIAncJZyIJiTu91GO8wnTJggderUyXZ83rx50qJFC6lYsaIUL17c9I0kJSWZIAEANwt8JkSB+Yf1li9fXpYvX26XAcCTCJAISU9Pl549e0qjRo3sEgB4EgESQbt27TKd6QAQCwiQMOvUqZOsW7dOdu7cKT169JDGjRvbTQDAkwiQMBs1apQZrpuQkCDNmzeX1NRUu8k/6GgtFloE4HYEiAvpMN5ixYqZob0A4FYEiAvp/BAdtfXhhx/aJQBwDQLEhbZu3SpFihSRm266yS4BgGsQIC511VVXmRV7deQWALgRAeJSb7zxhrmN9fHHH9slAHAFAsSlNm7cKIULF5bbb7/dLgGAKxAgLnbZZZdJmTJlZO/evXYJAKKOAHGxAQMGmNtYn376qV0CgKgjQFzs999/l0KFCsmdd95plwAg6ggQl7v44ovlhBNO8MT+6cnJydKyZUupVKmSlChRwixNn5iYaI772cvc5ySYNgCij3eqy7344ovmhPr555/bJVfRyY81a9aUcePGSVpamtkcS4PD3hwrmHAIpg2A6OOd6nK6m6GeUNu1a2eXXEO3561Ro4Zs27bNLhm9e/fO/Hsw4RBMGwDRxzvVAy644AIpV66cHD582C65QseOHYNe/DGYcAimDYDo453qAb169TIn1a+//touuYL2daSkpNiHcxRMOATTBkD08U71AN0GV0+q999/v11yBV1yJdhOfv06gnkAcD/eqR6hHdSVK1eWo0eP2qWoy2+ABBJMGwDRxzvVI5599llzYp05c6ZdijpuYQHxiXeqR/z444/mxPrII4/YpYjasmWLmRm/f//+zGPaif7mm29maZW7YMIhmDYAoo93qoecfvrpcsopp8ixY8fsUlht2LBBBg8eLFdeeaVZ4FFP8J988klmXYfx6ra927dvz/Ksv/Xp0yfz78GEg7/NxIkTpW7dulK6dGmpX7++K6++gHgW+N0M13jiiSfMyXX+/Pl2KeR0GZVXX33VLOjo79jWvo6bb77Z7PNu98XoRMJatWrJ+PHjzVa8OpFQP8+CTCRs06aNmQejr6X7xFetWtVqCSCaAr+b4Ro6s1tPrt26dbNLIaEn6xdeeMEsn+IPDV0NuFWrVmZfkj179thPyWbevHnSokULqVixohQvXtz0jSQlJWULvPwEiJ920E+YMEHq1KmT7TiA6Ar8boZr6K2ratWqmVtZoaK3n3r27CnnnXdeZmjo2lt33323fPbZZ+a3/2jyf07ly5c3w5kBuAcB4jFdunQxJ9RFixbZpaB9//33ZlTXWWedle0ErculTJ06VQ4ePGg/JarS09NNyDVq1MguAYgiAsRjvvvuO3PC7969u13K05w5c+Txxx+X0047LTM0qlSpYiYnfvPNN65dJsVP94bXznQA7kGAeMyRI0fMcunnnHOOXcpG22nYPPTQQ3LyySdnhsapp54qjz76qMyaNSvio7nyq1OnTrJu3TrZuXOn9OjRQxo3bmw3ARBFBIgH6YlVw2DFihXZjh86dEi++uorMy9DO7L9oaFDbJ966qmIjN4KJR3tpZ97QkKCNG/eXFJTU+0mAKKIAPEgDQkNBl0mXSf0/e9//5O2bdvKiSeemBkaOqT2+eefl8WLF9tPB4CQIEA8SG/p6JwM3fWvbNmymaGhk+40VH755Rf7KQAQcgSIR2gnst7SufXWW6VUqVLZQuOll16S1atX208BgLAiQFxMt4YdPny4uf+vVxsaGIUKFTLDWe+9917zsYYHAEQDAeIyulihLgvSrFkzKVq0qAkJ/fPqq6+Wt956SzZt2mTa6exsnfCna0QBQDQQIC6gixUOGjQo22KFuhTI9ddfL8OGDct1r3FdJkSvSNauXWuXACDsCJAo0SGpr7zyijRs2DCzP0P7NnTxwZEjR5qO8kB0fSh93muvvWaXACDsCJAI+u2336Rv375y0UUXZYaGLlbYunVrszx6oMUKbXv37jWzsy+//HK7BABhF1MBoifkQIJpo3Tl25YtW5pZ39qBrSvLJiYmmuP5sWzZMjOL+txzz80MDZ0Yp0uV634XBV2s8LbbbjO3vf744w+7BABhFdzZ1COCCYdg2mgntu5BPm7cODMSSk/yGhz23ha5WbhwoVmsUEPHHxoVKlSQ9u3byxdffBHSxQo/+ugj8/pDhgyxSwAQVoHPhh4SzMk9UBtd3rxGjRq5dlzrRL2c6GKFjz32WLbFCnUDpM6dO8uMGTPCtlihrlSrV0hNmjSxSwAQVnmfTT0mUDioQG10Han8/DavgZJ1scLq1atL165dZfbs2RFbrPDf//63Ger7559/2iUACJu8z6YeEygcVKA2etspJSXFPpyrs88+2yz49/TTT8uCBQvsckR88MEH5ut677337BIAhE3eZ1OP8V8FBHrkRdeY0kl6XqL9NMWKFTPzRgAgUvI+m3pMoHBQgdp4MUDUtddeayYf7tixwy4BQFjkfTb1mEDhoAK1ye8tLLfQkWP6tY0YMcIuAUBY5H029ZhA4aACtdFO9DfffNM+7Hpbt26VIkWKyM0332yXACAs8j6bekygcFD+NjqJT5dC15ncuiDhzJkzzXEdxqud4tu3b8/6tEx9+vSxD7lG7yuvlP4lS8rhXbvsEgCEXOAzrofkJ0B0JvjKlSvNJMExY8aYORt+ejtId/QbP3686VPQNrodbLATCaNl1+DB+gWKfPyxXQKAkHPv2dCBYE7udhvtMNdFCevUqZPt+Lx586RFixZmb3HtnNa+EV391tX7im/cKFKokMgdd9gVAAi5wGfcGOYf1lu+fHlZvny5Xfamhg1FypQRKeAaWwAQSFwHiNKlQHr27Gl2+YsJ//2v7zbWZ5/ZFQAIqbgPEKX7jWtnekxITfXdxrrrLrsCACEVtwHSqVMnWbdundm4SZdbb9y4sd3Euy66SCQhQSSEq/4CgC1uA2TUqFFmuK7uzdG8eXOzQ2DM6NfPdxvr88/tCgCETNwGSEz77TdfgLRrZ1cAIGQIkFh1/vki5cuLhGkfEgAgQGJVz56+q5Dp0+0KAIQEARKrfvrJFyCdO9sVAAgJAiSW1awpUqWKyNGjdgUACowAiWXPP++7Clm/3q4AQIERILFs/36RH3+0jwJASBAgAABHCBAAgCMESKxbtkwkKUlE9zspVsz3Z2KiyNKldksAyBcCJJaNHStSqZLI66/7OtIPHRLZsEFk0CCRypV9dQBwiACJVSkpIhUriuS2z4ker1DB1w4AHCBAYtWDD4r06mUfzU7r2g4AHCBAYpVOIlyxwj6anV6FaDsAcIAAiVUlS/rmgeRFt70tVco+CgBBIUBiFQECIMwIkFjFLSwAYUaAxKoHHhDp3ds+mh2d6AAKgACJVStX+obpBhrGu2qVXQGAoBAgseyjj3wTCXXioE4g1ImEGzeKDB7sO651AHCIAIl1S5aItG7t2xdElzLRGej68eLFdksAyBcCBADgCAECAHCEAIkl33wjcuONIjt22BUACDkCJFb88INI2bIiJ50ksm2bXQWAkCNAYoGuqKujqnRW+ezZdhUAwoIA8botW0TOOEOkSBGRzz6zqwAQNgSIl+3aJXLhhRnfxYxv4zvv2FUACCsCxKsOHhRp2tQXHj162FUACDsCxIuOHfPta67hcd99dhUAIoIA8aKuXX3hcfPNIkeO2FUAiIjYDZBly0SSkkSqVvUt4aF/6m/tS5faLb2lf39feFx+uW8/DwCIktgMkLFjfcNaX39dZP163yKCupigLiqoa0Fp3YtGjhQpVEjk3HNF0tLsKgBEVOwFiM6JqFgx8DLm2s5LvvzSdyV1yim+UASAKIu9ANENknSjpLx4bCOlv77/XqRMGd8s80C7DAJAhMRegDjdyvXRR0WuuELkscdExo0T+f337PUoWbVqlbTKuKIap7PM58yxywAQNbEXICVLiuzfbx/NTjuf9YScVbduIscf7+ug9j/0VpeOdOrbV2TatIxLgb+yPyfMNm/eLKeffroUKVJEZk+caJcBIKoIENtPP4kMG+bbU1xneRctmj1UzjlH5O67fR3yemtJJ/SFQXp6esY/f2HGP3mcDB061C4DQNTFXoA4vYWVGw2buXNFXntNpFUrybgkyB4oJUrItksukTGPPCKjRo2S3377zX6FfDuYEUpNmzY14dGzZ0+7DACuEHsBolcOvXvbR7MraCf69u0i//ufyPPPi1x/vSw+6SRplnGy1xO+Pk488US57rrr5D//+Y9MnjxZ/vzzT/sVcnX06FFp3bq1eZ1OnTrZZQBwjdgLkJUrfX0XgYbxrlplVwrk94x/d/To0fJIxpXIv/71r4wLkxKZgaKPGjVqyB133JFxIfOazJkzR/bu3Wu/hPHoo4+a9rfccoscYZY5ABeLvQBRH33km0io/RQ6gVAnEm7cKDJ4sO+41sNMb0P9+OOPGf/kYGnTpo3UqlUrW6Box3i9evXk/vvvl/fff1+WLVsmL730kqldccUVso9Z5gBcLjYDRC1ZItK6tUiVKr4JeDoDXT9evDh7O51QqEuePPecyOTJIvm43ZRfO3fulK+++kpeeOEFufnmmzOyrFK2UNFHzZo1ZQdb0gLwgNgNkGAlJ4uULp29Y/y000Ruv11kwADfDn979tjPCpm1a9dmZNdzUrhwYSlTpoz88ssvdhMAcCUCROktrkWLfLe47rlHpHbt7IGiu/3VqyeindrvvedbqFGXVA+B77//3gRHuXLlZEWg0WMA4CIESG527hT5+muRfv1EbrnFdwssa6iULSty5ZWyuFs3+fLTT2W9g/WpUlNTpXjx4qbDfa4OFQYADyFA8mPdOpEJE0SeeEKkcWOzPlV/7RD///6LKlWqSIsWLeTFF1+U6dOnm8mAeVm+fLl53lVXXWWXAMD1CJCCOHpUNi5dKu+++67cd999UrduXdOXkbVT/LzzzpO2bdvKkCFDZNGiRXJIb5dlcfHFF8sJJ5wgBw4cyHYcANyOAAmxPXv2yKxZs+S///2v3HbbbVK9evVsgVKyZElp0KCBdO3aVT7++OOMi5knzPHPP//cfikAcDUCJAK2bNkikyZNku7du8s111wjCQkJ2UJFHw0bNrSfBgCuRoBEyc8//ywjRoyQLl26SOnSpc3j8OHDdjMAcC0CxAV69eplrkK+1lFfAOARBIgL+Edj6bImAOAVBIhL6BImlStXNqvxAoAXECAu8eyzz5qrkJkzZ9olAHAlAsQldOVeDRBdDh4AvIAAcRHd//yUU06RYyFaZwsAwokAcRH/pML58+fbJQBwHQLERZKTk02AdOvWzS4BgOsQIC6it66qVatmbmUBgNsRIC6jM9P1KmTx4mV2CQBchQBxmTlzfpCqVW+U//53ol0CAFchQFzm6NFjcs01I+XWW8faJQBwFQLEhfr1my0XXzxU1qzZYZcAwDUIEBeaP3+DCZB3311klwDANQgQFzp8+Kg0afKhJCaOt0sA4BoEiEv16vWduQpZt26nXQIAVyBAXGr27HUmQD74YIldAgBXIEBc6uDBI9K48QfSps1ndgkAXIEAcbHu3WdI/fpDZdOm3XYJAKKOAHGxGTNSzW2sMWN+sksAEHUEiIvt339YLr98mLRvP9kuAUDUESAu9+STX8sll7wrf/651y4BQFQRIC43bVqKuY01duwKuwQAUUWAuNyePQflssuGybPPfmOXACCqCBAPWLJkMxMKAbgOAQIAcIQAAQA4QoC4nHagN2s2QlJT/7JLmbQNAEQaAeJyGg6fffardOgwWY4ds6s+BAiAaCBAXM4fDp07TzFBkhMCBEA0ECAu5w+HDRvS5YYbRkta2j6rBQECIDoIEJfLGg6jRy8zCyzaCBAA0UCAuFzWcDh69Ji0bTtRkpM3ZGlBgACIDgLE5exwWL06TW69daxZaNHPbgMAkUCAuFxO4TB06I8yaNCCzI9zagMA4UaAuFxO4XDo0FFJSpogq1almY+ztpk06Vd55ZV5snDhRjly5GjmcQAItZgPkK1bt9qHPCWnAFErVmyVdu0mmX6RrG369p1lPtZHkyYfSu/eM2Xu3HVmi1wACKWYDpDBgwfLcccdJ1dffXXGidabv43nFiBqwIBks8y73Ub7SfQ2V6tW4zPDpFGj4fL889+aXQ4PHPi7/wQAnIrZABk5cqQUKVJESpYsaUKkQ4cOngwROxyy0o70O+/8NM82uorvsGGL5e67fe30obscPv30dLPXyN69h+ynAEBQYjJA/OFx6qmnys8//yzXXnutp0MkVP74Y5eMGrXMbJHrD5OGDd+Xxx6bJlOmrJRduw7aTwGAXMVcgGQNj9WrV5tj+/fvJ0QsW7fuMbe/OnWaYrbM1TC59NL35KGHpsq4cfNk2zZfBz0A5CamAiSn8PDzWoi89NIc02cRCbo8ysSJv8qDD041IVKt2q1SrFhpadKkiQwZMiTjyuUP+ykAEDsBkld4+HklRHTRRL0ieO65fy5bEm7p6fvl44+/kH//+9+Z/UeFChWSK664QgYMGCBr1661nwIgTsVEgAQTHn5uDxHd90M7uZs3H5NxMj9glyNq9+7dMnr0aLn99tuldOnS5v9MH5dccon069dPUlJS7KcAiCOeD5D8hIefW0NE52okJo43fRKLFm2yy1G1d+9emTBhgtx1111y/PHHZ4bJBRdcIL169ZIVK1bYTwEQ4zwdIE7Cw8+NIdK//1xz6+qdd36wS65y4MABmTJlitx7771Srly5zDBJSEiQDz/80G4OIEZ5NkDGjp3mODz83BQis2atlfr1h5qdB3V2uVccOnRIpk+fLq1atTL/j7fddpvdBECM8mSATJ26Ss4/v4fUrXur4/Dwc0OI6JDapk1HmKVHNm/ebZc94bfffjP/h88884xdAhCjPBcgGh7aR6CdzOvXh2auQjRDRK827r9/irl1pcuMeBUBAsQfTwVI1vDQLV5DKVohosuMaHj06zfbLnkKAQLEH88ESDjDwy/SIbJs2Rb517/ekzvuGOf5BQ4JECD+eCJAIhEefpEKkd27D8pNN31k1qJKSQnNrbhoIkCA+OP6AIlkePhFIkSeeWa6uXWl61HFAgIEiD+uDpBohIdfOENk4sSfTXg8/vhXdsmzCBAg/rg2QKIZHn7hCJGVK1fLWWe1lquvfk127txvlz2LAAHijysDxA3h4RfKENEZ3PXq1ZPixY+XuXMX22VPI0CA+OO6AHFTePiFKkQeeeQR8xr/+c9/7JLnESBA/HFVgOi+FG4LD7+ChoiuHaXLol922WVy+LC3h+zmhAAB4o+rAuTYMV3jaoVs2uTO5TychohuyFSxYkU58cQTY3Y/DQIEiD+uChAvyG+IaL1p06am/bhx4+xyzCBAgPjjOEB0GGogWdvo35s1G2E2TMpNMK/pBvkJkRdffNG069ixo12KKQQIEH8iGiC6VasuV663qnISzGu6RTAhMn/+fClWrJjUrl3bbMgUywgQIP5ENEBU585TTJDkJJjXdJO8QiQ9PV3OOOMMs6/40qVLszwrNhEgQPyJeIDo6KobbhhtRlzZgnlNt8ktRJKSksyxwYMHW8+ITQQIEH8iHiBq9Ohl0r37jMyP/YJ5TTeyQ2TYsGHm7zfddJPdNGYRIED8KVCABPPI2t5PN1Fq23aiJCdvyDymvBogKmuIFC5cWKpVqybbtm2zm8UsAgSIPwUKkEByCxC1enWa3Hrr2IwT79+T6uw2XvPLL7+Yfdr1RNquXTu7HNMIECD+RC1A1NChP8qgQQsyP86pjVesWbNGqlevbgKkXLlyUqJECVmyZIndLGYRIED8iWqAHDp0VJKSJsiqVb4NlXJq4wVZw+PDDz+UhQsXmuG7tWrVkj179tjNYxIBAsSfqAaIWrFiq7RrN8n0i+TWxs3s8PB7+eWXzQm1ffv2WVrHLgIEiD9RDxA1YECyWQMrrzZulFt4KB3O26xZM3NS/eSTT7LVYhEBAsQfVwSIdqTfeeenebZxm7zCw2/Tpk1SqVIlSUhIkN9//90uxxQCBIg/jgMkngUTHn5Tp041y7g3bNgwJpdx9yNAgPhDgORTfsLDr2vXrubk2r17d7sUMwgQIP64KkD0VtaTT34tc+eus0uu4CQ8lG5le+GFF5oJht9++61djgkECBB/XBUgu3cfNEu+N2jwnsyatdYuR5XT8PDTE2zZsmVjdoY6AQLEH1cFiEpJSXNdiBQ0PPyGDx9uTrKxuEYWAQLEH9cFiHJTiIQqPPwSExPNiTbWVuklQID448oAUW4IkVCHh9q5c6ecfvrpMbdPCAECxB/XBoiKZoiEIzz8YnGnQgIEiD+uDhAVjRAJZ3j4xdpe6QQIEH9cHyAqkiESifBQutRJ06ZNzUl33LhxdtlzCBAg/ngiQFQkQiRS4eH3xx9/SMWKFeXEE0+UtWvD8zVFCgECxB/PBIgKZ4hEOjz8pkyZYpY6ueyyyzy91AkBAsQfTwWI8ofIhRe+LNOmJdtlR6IVHn6PPPKIOfn+5z//sUueQYAA8cdzAaJWrdoq5557m5QsWUYmT55sl/Ml2uGhdKmTevXqmc/hu+++s8ue4A+Qp59+2i4BiFGeDBD100/LTf9B8eLFHYeIG8LD79dff5UyZcrIKaecItu3b7fLrvX999/Ls88+K6eddpoJkObNm9tNAMQozwaI+umnnxyHiJvCw+/99983J+FbbrnFLrnKnDlz5LHHHssMDX1UqVLFjCpbtmyZ3RxAjPJ0gCgnIeLG8PBr1aqVOSEPGTLELkXNkSNHzCrCDz74oJx88smZoXHqqafKo48+KrNmzZJjx47ZTwMQ4zwfICo/IeLm8FC61EmNGjXMUif6dUXLoUOHZNq0adKhQwfzf+sPjTPOOEOeeuopM5seQHyLiQBRwYSI28PDLzk5WYoWLSrnnnuu7Nu3zy6Hzf79+83/3T333GPmpvhDo1atWvL888/LkiVL7KcAiGMxEyAqrxDxSnj4vfDCC+bk3alTJ7sUUroW19ixYyUpKcnsV+IPDR0V1qdPH/nll1/spwCAEVMBonIKEa+Fh9KlTpo0aWJO5hMmTLDLBZKeni6jRo2Sli1bSqlSpTJD49JLL5WXX37Z/H8BQCAxFyAqa4gMHTrUc+Hht3HjRqlQoYKcdNJJsm5dwbb51aHBuqGVDrMtUaKECQydAd+oUSMZOHCgrF+/3n4KAOQpJgNEaYjoyVdPkroXudfCw0+vovRruOKKK8xoqPzYvHmzvPPOO2Z4rfapaGjon1dffbW8/fbbsmnTJvspABC0mA0QpZ3RJ5xwgukA9rIuXbqYk3+PHj3s0j/olcSgQYOkcePGJjj1eXoldv3118uwYcNicj92ANER0wESK3R0VJ06dcxtOJ1zYUtNTZX+/ftLgwYNMvsztG+jRYsWMnLkSDM0GABCjQDxCB0NVbp0aTN5Ly0tzaw91bdvX7nwwgszQ0OXQmndurV88sknsmfPHvslACCkCBAPeffdd01Q6G05f2gkJCRImzZtZOLEieZKBQAihQDxGJ2fofupt2/fXr788ks5ePCg3QQAIoIAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABH/g+GQSrpW+Y/kgAAAABJRU5ErkJggg==)
PN: 4H22-1-81
CAS: 1630906-60-3
Molecule Weight: 514.62
Formula: C24H42N4O8
![2-Boc-2,5-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-210
CAS: 1246034-93-4
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-1-RU
CAS: 683233-14-9
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-SU
CAS: 475105-35-2
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-03T
CAS: 370069-31-1
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-838
CAS: 858671-91-7
Molecule Weight: 212.293
Formula: C11H20N2O2
![7-Boc-2,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-691
CAS: 1251004-33-7
Molecule Weight: 212.293
Formula: C11H20N2O2
TSCA: Not listed on TSCA inventory