![1,7-Diazaspiro[4.5]decane-7-carboxylic acid, tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-1-160 |
| Synonyms | tert-Butyl 1,7-diazaspiro[4.5]decane-7-carboxylate |
| CAS | 939793-21-2 |
| MDL Number | MFCD08752633 |
| Molecular Formula | C13H24N2O2 |
| Molecular Weight | 240.347 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-160
CAS: 939793-21-2
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 1,8-diazaspiro[5.5]undecane-8-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTmAAAU5gGq4gkgAAACVHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjU8cE4VUVauVVmp3pW0r7d3KASdFCrgCmsPb79g0B0gWBGjMeD4z9u8x87t9sYGtrurclAkRlBPQZWqyvFwn5O31+yQmd4t5ikEYWNYJeW+ajxlju92Opu+6UHtT0tQUpO2f7eu8E7PzqKnWTHIu2J/npxfHTPKyblSZaqTqfFY755NJVeOy+M8nWKGqbV6yNpwV1bYd7a/k9uZ0X2fkPJcH7LtHFFb5RsPKVIVqYCs5xZt/g7UudaUancHygG6P+jj3xfz50aSfhS4bbNoR8lRtXprqM0VHYTY6/cTBsPHjMSGFQEA1privKnUA27JuJUBJUB4oH1QAKgQVgYpBTUEJjg/2CwwQGCEwRGCMwCCBUSLG9d9om8Dr4UPjLKC9frnnJzz0LvTgIsqETDwq49CDiaSBsFZQEcsQ0B8HnNv3yLd+uwBoOQ1CLzqanldSwZ2JIzQeDX00AQ7ozDQ4v331tQCBg83Ex0H8yH5ZejhhfEf1uc3MD4XLJJ5G/tke404pRREmfMrBmSHn5DyJS4visJM6i/nSlNlFE/IsIUtBnGy/9aqWX8oRMFWmKywGO4ANvQRkF7A6DwPeFeAPA/4VEAwDQRewO24YCLuA3Z8nQN4CoisgHv5C3AXs3h8Gpl3AVcowYfs70rnKGmH6crtKHGF6ireVO8L0RG8rfYTp6d6eDCNMT/r2JBlheuq3J88IE91YgzEmvsGMbBsxvdo3txF2UczseCxj8+rIZhfnOcO/2OIfV83++HlzkEwAADIZSURBVHhe7d0JvE313sdxmTJWxopEhFSuIkNK4oqnkp5SF6HyGOLWlS560iClRKVIM5KxwVXS7RKVh6SrkoSEZJ4iMhP6P+f333dv5/zPOfus8zt7Wnt/3q/XflXn9z+cvVbr/z1rr/+QzwAAoJDP/QIAAF4QIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAf5jzZo1pkKFCuaCCy4wV199dVK8zjvvPHP++eebQ4cOuW/Xlx577DFTtmxZ06BBg0zv1Y+vxo0bm3Llypnu3bu7b9UXCBDgP66//nqTL1++pHwNGjTIfbu+s3fvXlOkSJFM7y0ZXgUKFDAbNmxw33LCI0CANN9++63Jnz+/vZjvuece8+abbybF6+abb7bv6YwzzjC//PKL+7Z9pV+/fva9nHbaaebVV1/N9F79+Bo7dqy965X31a5dO/ctJzwCBEhz1VVX2YtYPlZIJvLRVZUqVex769Gjh1v2jdWrV5vChQvb9yGdbjL5+OOP7fs65ZRTzPz5891yQiNAkPLeeeed0McIS5cudcu+9+6774be33fffeeWfaF169b2PdSrV8+cOHHCLfveDTfcYN9f3bp1ffX+CBCkNPkNvXLlyvbi7dmzp1tOGk2bNrXvUf7pN7NmzQr9hv7555+75aQgAziCd1hjxoxxywmLAEFKk1E9wWcEO3fudMtJY8mSJfYORN7r1KlT3XLCOnbsmKlVq5b9udu3b++Wk0r//v3t+zzzzDPtgAE/IECQsjZt2mSKFy9uL9rnn3/eLScdeQYi71WeiRw+fNgtJ6SRI0fan7lYsWJm48aNbjmpSGhIeMj7lQEDfkCAIGXddttt9mKVeR+///67W046Mgrr9NNPt+958ODBbjnhyB1hqVKl7M+bDMOQvZCPr+T9ysdZMnAg0REgSElffPGF/UxdLtaZM2e65aQ1fPhw+57lzmvz5s1uOaH06tXL/qznnnuuOXjwoFtOSvIAXQYKyPuWB+uJjgBByvnjjz/MZZddZi9SmTyYSuROq2bNmva9d+rUyS0njO+//z70zOatt95yy0lNBgoEf7mRIb6JjABBynnjjTdCHxP8+OOPbjnpffTRR/b9Sye1cOFCt5wQmjdvbn/GK6+80i2lBBkwIO//wgsvtAMJEhUBgpSyb98+c9ZZZ9mL8+9//7tbThnXXnutPQayppTckSWS9957z/5ssjLA4sWL3XJKkGVNZOCAHAcZSJCoCBCklP/93/+1F2X58uXNb7/95pZTxsqVK02hQoXssZAlNRLFkSNHTNWqVe3P1bVrV7ecUmTggBwHGUiwa9cut5wQCBCkjJ9++smceuqp9qJ8/fXX3XLK6dOnjz0WZ599ttm/f79bjoshQ4bYn0nWu9q+fbtbTikycEAGEMjxkAEFiYgAQcq48cYb7cV4ySWX+Gq5iGjZs2ePXUpcjsmAAQPccsxt3brVlChRwv48Tz/9tFtOSTKAQI5HwYIF7cCCREOAICXMmTPHXojymjdvnltOWbKqrRwTuTNbu3atW46pO+64w/4s1atXN0ePHnXLKUsGEshxkYEFiYYAQdKTUSwXX3yxvQhvvfVWt5zSjh8/burUqWOPzU033eSWY2bRokWh5fRnzJjhllPaN998Ezo2MsAgkRAgSHovvviivfiKFi1q1q9f75ZT3ty5c0N3Z59++qlbjjoZBdaoUSP797ds2dItI40MKJDjIwMMZKBBoiBAkNR+/fVXU6ZMGXvxPfLII24Z/9G2bVt7jGrXrm3vSmJp4sSJ9u+WUWErVqxwy0gjAwpkYIEcJxlokCgIECQ12V1QLrpzzjnHHDhwwC3jP9atWxfaLvbll192y1Ej56RixYr27+3du7dbRjoysECOU8mSJe2Ag0RAgCBpLV++3I5ekYtu0qRJbhmOhx56yB6rsmXLmt27d7vlqAj+nXKXGKu/069kYMH5559vj5cMOEgEBAiS1jXXXGMvtsaNGyfcbOtEFOu7AbnrkedS8ve99NJLbhlZkAEGcrzkoboMPIg3AgRJ6YMPPghdaF999ZVbRjYmTJgQs+cRt9xyi/274vHcxc9koIEct8svvzzuvxgRIEg66W/177zzTreMMNKPiGrVqpVbjpj/+7//s3+HvOIx8svPJNiDH83KAIR4IkCQdIYNG2YvrkR62Ogn6edkfPjhh245z2QVgESYe+Jnf/vb3+zxi/fgEAIESWXbtm2h4Y5PPfWUW4ZHt99+uz2G0ZgVnkiz3/0q/fD0hx9+2C3HDAGCpPI///M/9qKqVq1aQk248pstW7aE1qV65pln3LJa+vW3HnjgAbeMXJCBB3IcZSCCDEiIBwIESSP9kg/vv/++W0YuPfnkk/ZYyh3djh073LLKfffdZ/9MWQFY9maBngw8kAEIcjxlQEI8ECBIGldccYW9mP785z+7JSjIHdx5551nj2m3bt3ccq7J7o+JuAeJn33yySf2eMpLBibEGgGCpDBlyhR7EcnolGXLlrllKE2bNs0e10jsDhjcBbF+/fpxH36aTP77v//bHtd4bFNAgMD3ZOOdSpUq2Yvor3/9q1tGHjVr1swe2yZNmrglz/ywD7tfyUCE4EZpr732mluOKgIEvvfoo4/ai6d06dIJu/Wnny1dutQUKFDAHuO3337bLefo999/NzVr1rTf37FjR7eMCJABCXJ8ZYBCLLdqJkDgaxs2bDDFihWzF88LL7zglhEhPXv2tMdYtlg9dOiQWw7rueees99bvHhxs2nTJreMCJABCTIwQY6zDFSIFQIEvtauXTt70Vx44YV24yhEx86dO02pUqXssR40aJBbztYvv/xizjjjDPt9gwcPdsuIoHHjxtnjLAMVZMBCLBAg8K358+fbz9Tlopk9e7ZbRoSNGDHCHmu549u4caNbzlKPHj3s91SpUsUcPnzYLSOCZGCCDFCQ433ddde55aggQOBLMtqkbt269mK54YYb3DKiQJ5l1KpVyx7zDh06uOVMvvvuu9Czk3fffdctIwpkgELwl6p//etfbjniCBD40pgxY+xFUrhwYbNmzRq3jCiZNWuWPe7SSS1YsMAtZ9C0aVPbVv6J2JGBCnLcL7jgAhv60USAwHf27t1rzjzzTHuR9O/f3y0jylq3bm2Pfb169bKddzB16lTbRu5AlixZ4pYRRTJQQQYsyPGXAQzRRIDAd/r162cvDgkRCRPE1qpVq+ydn5yDsWPHumX7rEOeeUhdnoEg9h5//HF7/GUAgwxkiBYCBL6yevXqsJ0XYqNv3772HJx11lmZ1rSS0VZSO/3006PaeSF7MtQ6GOJ33XWXW44YAgS+4uXjE0SfTFYrX768PRf3339/6OubN28OfXwyfPjwdN+BWJOBC8GPEWVAQzQQIPCN9A9wP//8c7eMGBs9erQ9H7KMRnAgQ6dOnezXZOZ5tB/gImdXXXWVPR/RGshAgMAXZJKgTBaUi6F9+/ZuGXEgd4CXXnqpPSdt2rTJMIRU1r5C/MkAhuAWBzKwIdIIEPjCyJEj7UUgk9hk+RIkhvSTOYPrXcmqu0gc3bt3t+clGpM5CRAkPJn1HPxcPTfLaCA2/vKXv9hzIy9ZRmPlypVuE8SRDGSQAQ1yfmRNs0giQJDwgvtzy2ftBw4ccMuIsxUrVoQCpEaNGm4ZCaBLly6hgI8kAgQJ79NPPw19jjthwgS3jDgbMGBAKEDkN91ff/3VbYI4kp0lq1atas+P7NoZSQQIfKF37972AqhYsaLZv3+/W0acpN/MKLha79133+02QxwNHTrUnpeSJUuabdu2ueU8IUDgC7t37zZly5a1F8JDDz3klhEnN910kz0nderUMRMnTrT/zrbCiUMCQ4JDzsuwYcPccp4RIPCNl19+2V4IRYoUMT///LNbRozJR4vBj67mzp1rlxNv3Lix/e8WLVq4zREHd955pz0f1apVM0ePHnXLeUaAwDeOHz9uateubS+Itm3bumXEUHbn4uuvvw49r5o+fXq670CsxeJcECDwlc8++yzDb72Ij/R3g+vWrctQC474idZvvchZrO4GCRD4zs0332wvDPncXX4TRmzl9Dwq/efu8gAXsTd58mR7/OV51PLly91yxBAg8B15/iG/+coF8sorr7hlRFn6EXHZzcuJ5sgfhHfw4EFzzjnn2ON/zz33uOWIIkDgS8G5B+XKlTN79uxxy4gSmTQok9Hk2IebkyMfXclHWNJOPtJC7DzyyCP2uJcuXTrqc3IIEPiSzAWpUKGCvVD69OnjlhElLVu2tMe8UaNG9nP2cOTBrbSVB7nyQBfRt379elO0aFF73EeNGuWWI44AgW+NHz/eXiisvxQbH374YSgQFi1a5JazJA9w5XvkgW5OgYO8C65LdvHFF9sVrKONAIFvSYfUoEEDe8H813/9l1tGBMlHUtWrV7fHWtYm80omFMqDXPk+ebCL6Jk3b15oZeQ5c+a45aggQOBrX375Zeii+ec//+mWESHPPPOMPcYlSpQwW7ZsccthydIm8r3yYFce8CLy0u/NcuONN7rlqCFA4HvsghddO3bsMKeddpo9xkOGDHHLOZIHufJAV75/4MCBbhkR8Prrr9vjK+uS/fTTT245aggQ+J7swy2/GcsFxD7ckde1a1d7bM877zy7squGPNCVP0Me8MqDXkROdvvTxwIBgqTwxBNPmFNOKWgqVKhrdu36zS1DafHixaHlMKZNm+aWPZMHuhdddJH9czp37uWWkQd9+/a1x/Wss84y+/btc8tRRYAgKRw+fMRceumtpnLl283AgTPcMpSaNGliO6dmzZq5pVz75JO5pnTphmnnqKP55hvuQiJh1apVpnDhwvYcvfHGG2456ggQJI1Zs743deu+YurXfz3twtrllpFLb7/9tu2YChQoYJYuXeqWVXr1GmfP0W23TTMnTjCsN6+uv/56e44uu+wy+yA91ggQJJUePT409eq9Zrp35y4kLw4dOmTOPfdc2zn16hW5j5w2btxrLr98jD1H77/P3J28mDlzpj0/MgpxwYIFbjkmCBAkFbnzkDsQ6aDmzFnrluHRoEGDbOckuwzu3LnTLefJyJH/tufnmmsmmP37Wa1XQ0Yb1qpVy56jDh06uOWYIUCQdJ58cr7toG64YYo5ciT6s3GTzcaNG02xYsVs5zRixAi3nGcHD/5uWracaM/R889/6ZbhgZwXOT/Fixe35yteCBAknd27D5urrx5nO6jRoxe7ZeRAfqOVzkl+w43WchgffPCjPT+NGo02GzYwai435I4wuP/8Y4895pZjigBBUpo8+XvbQV155VizY0fWS44jM/ksPTizf9asWW45YuQBeqdO0+w5uvfemW4ZYfTs2dOen8qVK9tnVfFEgCApHTt2wrRt+47toB5++FO3jCzIKJ569erZzql169ZuOeK++26bueyy1+w5Wrhwk1tGFmQ0nIyKk3Mko+TijQBB0vrii422c5JOaunS7W4ZjrFjx9qOSeYVyPyCWHjwwU/tObrllnds6CM8mY8j50jm5yQCAgRJrXfvmbaD6tz5PcNq4tmTGcwyk1k6J5nZHCvbt+83V1wx1p6jKVOWuWWkIysByPmRlQG+/fZbtxwXBAiS2vr1e0zDhqNtBzVjRmx+q/YjWUNJOidZU2nv3r1uOapef32xPT/Nmr1p9uw57JZhZKWFw3YtMjlH3bp1c8txQ4Ag6Q0fvtB2UK1aTbRDSJHRmjVr7Cqu0jmNHj3aLUedDLW+/vrJ9hwNGfK5W4aRoelP2vNz+umn29WREwUBgqQnk9VatBhvO6hRo7ztpJdK2rRpYzsn2U8iHsthiI8//smeH5kEunp1dPfx9hvZfyW42rTsy5JICBCkhGnTfrAdlCyjsXlzbD+iSWSzZ8+2HZMM3Z0/f75bjqlu3T6w5+iuuz50SylNdoCUc1SjRg27M2QiIUCQEmTeQYcO/7AdVN++H7vllJR+iXXZSzveVq7cGVqGZtGizW45Jf373/8OLacve9InGgIEKWPx4q22c6KDCkjETZ6GDVtgh10vWLDBLaWcP/74wzRs2NCeo1atWrnlhECAIKXcf/8cGyDt2091SyklkbeZPXw4Osun+M2ECRPs+SlUqJD54Ycf3HJCIECQUrZs2WeXN5FXKu9Hcffdd9vOqVKlSubgwYNuGXG2f/9+U7FiRXuO7r33XrecMAgQpBzZk0KCJFUtW7bMFCxY0HZOkydPdstIAA8++KA9P2XLljW7d+92ywmDAAFSTIsWLWzn1LhxY/s5OxLLzz//bIoUKWLP0csvv+yWEwoBAqSQ6dOn245JRvZ8/fXXbhkJoG3btvYc1a5d2xw/ftwtJxQCBCkrOCKrefPx5sCBrMfXB9skA5lDUK1aNds5denSxS3HjJdjml2bZD9nc+fOtedHXp999plbTjgECFJWsKOR16uvZv3buJ87I9fQoUNtx1SyZEmzbds2txwzXo5pdm2S+ZzJ3UadOnXsObr55pvdckIiQJCy0ndGTZq8keVCfn7tjFwSGBIc0jlJkMSTl2OaXZtkPmevvPKKPT/y/EOeg/gBAYKUFexo+vQJLPkuiy66/NoZueQjK+mc5COseC+H4eWYZtcmWc/Znj17TLly5ew5GjBggFtOWAQIUlawo1m1aped/SzrZLnb3/qxM3LJw/LgchjyED3evBzT7Nok6znr06ePPT8VKlSwc0D8ggBBykrf0TzwQGCG+uDB87Jt40cyTFeG60rnJMN3E4GXY5pdm2Q8ZytXrrSzzeUcjR8/3i0nNAIEKSt9RyMbT8lCfg0ajDYbNvyWZZv09u49YicjRvq1efMes3HjNrNu3fq017o8v0aMGGE7Jpk4uHz5cvdtxEXwmHp5uRLjnO1NO0c77Pph7vHWvJo2bWrPUYMGDXw3L4cAQcpyO5pBg+ba/x4w4JNs24jduw/bB7huZxeJ14UXPmrKl/+zyZ+/cGg4ZyReibSLnfuew71c7te9njP5mCu4dW5eX5de+oKpUOHGtFAunuk45+X15ZdfZviZ/YAAQcoKdghBW7fuN40ajbafrctn7Fm1ETL/4IYbpmTqWCLxikaAyMcjmzZtyvAe4in4XsPJro37da/n7LffDptrr52U6XhrXtEIkLp162b4ef2CAEHKCnYI6cly4vK13r1nZtsGeePlmGbXJquvc87ihwBBysqqo9m586Bp3DjwUceSJduybIO88XJMs2uT1dc5Z/FDgCBlZdfRjBz5b/v14BarWbWBnpdjml2b7L7OOYsPAgQpK7uORj4vv+qqcaF6Vm2g5+WYZtcmu69zzuKDAEHKCtfRvPbaN3RGUeLlmGbXJruvC85Z7BEgSFnhOhoZaSUrvoZrAx0vxzS7Ntl9XXDOYo8AAQCoECAAABUCBACgQoAg5XzzzRbz1Vdb3C8DyCUCBClFlruQBfgaNhxtTpzw18J1QKIhQJBSunefYUfo9OjxoVsCkEsECFLGJ5+steEhdyDBhfcA6BEgSAlHjx4PraD75JPz3TIABQIEKWHMmMU2PK6+epzdzwNA3hEgSHqymdCVVwZWa508+Xu3DECJAEHSe/jhT2143HzzO+bYsRNuGYASAYKktnTpdrtbnQTIggUb3DKAPCBAkLT++MOY229/34bH3/72L7cMII8IECStDz9cZcNDJg2uW7fHLQPIIwIESengwd9Nq1YTbYAMH77QLQOIAAIESWnUqEU2PFq0GG/27TvqlgFEAAGCpLN5815z+eVjbIBMm/aDWwYQIQQIkk6/fh/b8OjQ4R8smAhEEQGCpCLLtAe3NJVl2wFEDwGCpHH8+AnTrt1UGx733z/HLQOIMAIESeONN6abKlW6mLp1h5gtW/a5ZQARRoAgKezevduUL1/BlCx5gXnqqfFuGUAUECBICr179zb58uUzFStWNAcOHHTLAKKAAIHvrVixwhQqVMgGyMSJE90ygCghQOB7LVu2tOHRqFEj84csgAUgJggQ+NqMGTNseOTPn98sWrTILQOIIgIEvnX06FFTvXp1GyC33367WwYQZQQIfOuZZ56x4VGiRAmzZQuTBoFYI0DgSzt27DCnnXaaDZAhQ4a4ZQAxQIDAl7p27WrDo2rVqubIkSNuGUAMECDJ4ocfjOnVy5iaNY0pXtyYYsWMqVHDmJ49A7UksnjxYvvQXAJk2rRpbhlAjBAgyWDoUGMKFEg7m/myfklt2DD3u3yrSZMmNjyaNWvmlgDEEAHidyNGBELilFPkcx1jZCjr/v2yJZ8sTWtMt26BmrQZOdL9bt95+umnbXgUSAvF77//3i0DiCECxM82bjSmcOFAOLzxhls9SWrSRtpu2uRWfePQoUOmWLFiNkDq1KnjlgHEGAHiZw8+GAiGW25xK5m1bRto+9BDbsU3Bg0aZMNDXrJ0ycqVK90mAGKIAPGz+vUDofDxx24ls1mzAm0bNnQrvrAx7W4rePdx7rnn2n9ee+21bjMAMUSA+FmpUoFQ+PVXt5LZzp2BtmXKuBVf6NChgw2NWrVqmc8//9yccsop9r8/+ugjtymAGCFA/KxgwUAoHDvmVjL7/fdAW/me9OQ5SoMGxlSpEtHX9rTXc2mvemmvKrl4nXHGGfZOQ+4ygl87++yzQx9dzZI7qTQdO3a0/12zZs20t/Z7xvcEICbyuV+Aj0TiDiT40VaEX1vSXgPTXuXzBTr+SLwkTII2b95sihcvbr/+3HPPpXtDAGIln/sF+EjwGcjs2W4lM3lOIm3lbsP16afGvPlmRF8H015L0l5vp73ezMWrR48eNhRkmK4sUSJfGzdunBk8eLDZvn17hh9bviZt5a7ll19+yVADEH353C/ARwYMCITCrbe6lcxkpJa0lZFbCUz285B9PSQYZJ+PcA4fPmzvSqStBA+A2CJA/GzDBmMKFQoEw4QJbvWk8eMDbWQeiDzzSHCyr0dwqRLZ7yOcd999N3THsmTJErcMIIoIEL979tlAOMhs8+7dA7PPZRb6oUPGfP21MfKbeXAmuo+eFdxxxx02GGS/D9n3I5ymTZvatvJPALFDgCSDJ54wab+yB0Iiq5fUnnzS/a6EtnXrVrvPhwSDLF8Sjtx5yB2ItJ06dapbBhAlBEiyWL48sPJu2m/sdiXeokUD/37XXYGaD8lDdAkF2ffDfYDuCj58l2ci8mwEQPQRIEhYss+H7PchwSD7f4Qjo7BkNJa0ldFZAKKPAEFCe++992woyEN12QckHJkPIm1lfojMEwEQXQQIEl7z5s1tMFx55ZVuKQOZkS4z06WtzFQHEF0ECBKe7PsRfEj+1ltvueUMZG0saSdrZS1cuNAtA4igiAaIXLjyCsdLm3DWrl1r7rvvPvOnP/3JfuZ96qmnmsqVK5vGjRubgQMHmuU+fWCca9u2eVvCJEn06tXL/n8ja2QdlGHKYcgqvdK2QYMGdmIigOjQ9+RZ8BIOXtpkZ/jw4aZgwYKhPyO7V9LbssWkpWfgdfy4W01Ku3btMqVKlbLnV/YFCUf2CZH9QqStLIUCIDoi2tt66cC9tMnK888/b79PPpqQSWbz5s0ze/bssSN11q9fbz+uePzxx81FF13kfmvyuf32wPyOCy5wK0lt5MiR9v8BWa1X9gcJR+5Spa2s5LtftvgFEHG578nD8BIOXtq4NmzYEPqNctKkSW45tcie58FJgzks85Fsjh07Zi688EL7/0H79u3dcgbyy0W5cuVs2xcfeMAtA4iA3PXkOfASDl7auB5I6wDke1J+ZI18nt+oUSA8clhoMFnJfiDBO1HZWCqct1991dye1va1U081R9audcsA8ih3PXkOvISDlzau+vXr2+/5VJYdT2UTJwbCQxZQXLHCraaM1q1b2/8f6tWrZ06cOOGWQ/5Iq31dp445LMfsppvcMoA8yl1PnoNgOHh55Ubp0qXt9/yaQqOOMjlwwJiKFQMB0ru3W00pq1evNoULF7b/T4wdO9YtZzR3buCYySvVfwEBIix3PXkO3JAI98qN4Mgr+Qw8ZT30UKATLFvWmN273WrK6devn/1/4swzzzT79u1zyxkF90KpXTtlRq0BsZC7njwHXsLBSxtXyt+BrFtnTJEigU7w5Zfdakrau3evDY9qacdkSv/+bjmj9MfvpZfcKgCl3PXkOfASDl7auFL+GUjbtvwGnYVZo0ebwfL/ReHC5sSaNW45I+7ggIjLXU+eAy/h4LaZPn16Wv/Y1pxzzjl2/4c6deqYUaNGpfWTJzvK4CisTp06hb6WMvgMP1vykHxH3bqBY9OmjVvOiGdIQMSF7+1zyQ2HrLhtrrvuOjN+/HizatUqc+jQIbNs2TLTokULc++994baBOeByNDNnNZCSioSommBajs9RhFlbf78kzsuzp7tVjNiFBsQUeF7+1xywyErXtps2rTJbiKU3rPPPmu/T0KkS5cuaf3GfPs5uGx3KgEjM9FlH4iLL744w/f52quvBjq8U0+VRcDcKoLatQscJ1mFINxAC+bRABEVvifPJS/h4KXNtm3b7INz19ChQ0OrsoZ7pSfPTfr372+HfvrKnj3GlCsX6OwGDHCrSC/tFwi7C6McqxdecKsZpfBMfiDSwvfkuZRVB+4K10aee8hHWTJRrG/fvm7ZWrNmjenTp4+pXbu2vUuR1XhlhdYrrrjCPProo2aF89FEmzZt7N8n8wZk6KfctfhC2nu0ndzZZxvDWk45GzgwcLzkF49du9xqRsG1xGTL37Q7WAA6WffkcZD+DkLCIVId/ZIlS+yM5eCfXb58eTNmzJiwM5jjbuXKwOf00smxmqw3ssR7pUqBY3b33W41I1nNuESJQNtnnnGrADxKmAARsqOcPES/5pprTOfOnd2ymoSFzFiWeQPBIKlbt659jpKIdlx7baBza9Ag8Lk9vJkyJXDcChY0af8judWMhgwJtJVnbTt2uFUAHiRUgARt3brVlCxZ0v1ynsldjTwPCS6DIS9Z1VUewieKRR99ZB5N+7lmnnKKOcaOerkjYXvFFYFg+POf3WpGR44YU7VqoG3Xrm4VgAcJGSDr1q0zZcqUcb8cMfIc5YYbbgiFSNGiRe3zk5x2uou24J7eldJ+plGpOOclEr755uRD8vffd6sZTZsWaCftFy92qwByEPcAkTkfc+bMMTt37rQb/8hwXNmeViYPRtvs2bND+0vIq1KlSmby5Mlus5iRHRfl5yhevLjZvHmzW4ZXXboEgqFatcCdRjjNmgXa3nabWwGQg7gHiAyzbdmypd3fXIbuyj7W8pA7VntZywKNL7zwQmi9LXnJiK5v5DfZGPrll1/sMZC/X+azIA9kv3h5tiHBMHSoW83ohx+MueQS2e7QrQDIQdwDJFHIntt//etfQyv/5s+f305Y3L59u9s0Knr06GH/3ipVqpjDhw+7ZeTWsGGBAJFnaVu3ulUAEUCAOGQUWPPmzUN3IzLXZFhaZyQz3qNFhhoHJ0hOnTrVLUNDztf55wdC5M473SqACCBAsvH++++batWqhYLk/LTO6IMPPnCbRUTTpk3t3yH/RATJ+ZIAkYfkX33lVgHkEQEShtx1PPXUU3ZIcTBI5KG/O9s9L959913758odiNyJIMLSzpcNkfvvdysA8ogA8UDW5rrzzjvtQo7S2ctzknvuuSfPG1zJsw555iF/pjwDQRRs3BjYC0Rm9wOIKAIkF7766itz+eWXh+5GZOTWiy++qN5qV0ZbyZ8jo69kFBYA+AkBojBp0iS7AVYwSC666CLzySefuM3CkiXrZb6HfP9zzz3nlhFLMpS3Vy9jatY0aSclsLJvjRrG9OwZqAHIEgGidODAAfPII4+YIkWKhILkxhtvND/99JPbNEsdO3a03yMzz2UGOuJE5okUKBB4TpLVS2oyJBhAJgRIHq1fv9785S9/CYWILC8vs+j37dvnNg2R2fbB5ykfffSRW0asjBgRCAnZ0VDWw5K9QmTpfFnSRkZtdet2crdDJhoCmRAgETJv3jxzySWXhILkrLPOMuPGjcs0o17+W2bbS5trZdVdxIc8XC9cOBAOb7zhVk+SmrSRtps2uVUgpREgESTLxr/++uumXLlyoSC57LLLzBdffBFq8+abb9qvyx7vP/74Y7rvRkw9+GAgGG65xa1k1rZtoK2M5gIQQoBEwW+//Wb+/ve/25AIBok885DAOPvss+1/33fffe63IZbq1w+Ewscfu5XMZs0KtG3Y0K0AKY0AiSLZnve6664LhUhwuZKyZcuaPbLnOeKnVKlAKHiZy7NzZ6BtFLcYAPyIAImBmTNnZlgWRdbXevvtt91miCXZtVBCwcscHhklJ23lewCEECAxIkN8JTyCo6/kddVVV5lvv/3WbYpY4A4EyDMCJAZkz5NgaMiCjHfddVfo4yz5Z7du3ZiJHmvBZyCzZ7uVzOQ5ibSVPeoBhBAgUXb8+HFTu3ZtGxa3pBvxs3TpUnP11VeHguX00083zz77LJMKY2XAgEAo3HqrW8lMzpu0lZFbAEIIkCh76aWXbEDIvuuy17vrH//4hznvvPNCQVKjRg3zz3/+022GSNuwwZhChQLBMGGCWz1p/PhAG5kHInNHAIQQIFG0e/duU6ZMGRsMD4WZQ3DkyBHzxBNPmBIlSoSCpFWrVmYlK8hGV9odnw0HmW3evXtg9rnMQj90yJivv5ZtIk/ORGe9MiATAiSKevfubcOgYsWKdu2snGzZssV07tw59KBd5pHce++9DPmNprTgthtOSUhk9ZLak0+63wXAECBRI5tOBScSTpw40S2H9eWXX5qGDRuG7kZk3sgrr7xin6cgCpYvD6y8W716YCXeokUD/37XXYEagCwRIFHSsmVL2/k3atQo03pYXsj3jB8/3lSoUCEUJH/605/MZ5995jYFgLggQKJgxowZtsPPnz+/WSQrvObB/v377fMTWeU3GCRt27Y1P//8s9sUAGKKAIkw2Ue9evXqtqO/44473LKaBIYERzBEJFAkWCRgACAeCJAIe/rpp20HLyOqtm7d6pbzTD7Cko+ygkEiH3HJR12aj8kAIC8IkAjavn27XedKOvYhQ4a45YiRh+nyUF0ergeDRB66y8N3AIgVAiSCunbtajvzqlWr2rkd0SbDe2WYb3C0lwz/lWHAMhwYAKKNAImQxYsX24fm0pG/9957bjmqZMKhTDwM3o3Ix2cyMTEWIQYgdREgEXLllVfazrt58+ZuKWZkCRRZCiUYJLJEytSpU91mABARBEgEvPXWW7bDlpV1v//+e7ccU7IYoyzKKIszBoNEFm2UxRsBIJIIkDw6ePCgOffcc21H3atXL7ccN7I8vCwTn37ZeFlGfqfsbQEAEUCA5NGgQYNsB12qVKmE7JxlwyrZuCp4N3LGGWeY559/nmXjAeQZAZIHGzduNMWKFbMd88iRI91yQnnnnXdM5cqVQ0FywQUX2I2uwlm7dq2577777LwTCR6ZvCh/RuPGjc3AgQPNcmedqOCfHY6XNgD8gSs5D9q3b287w1q1apljXvbWjrPDhw+bxx57zBQvXjx015Sd4cOHm4IFC4Y6/Oxe6WX1NZeXNgD8gStZacGCBaFl12fNmuWWE9qmTZvs/BEZ6psV+YhL3pe8P1mOZd68eXbOiQwLXr9+vVm4cKF5/PHHzUUXXZTh+7yEg5c2APyBK1nhxIkTpl69erYjbN26tVv2tQ0bNoQmJk6aNMkth+UlHLy0AeAPXMkKY8eOtZ1g4cKFzerVq92yrz3wwAP2vXXs2NEt5chLOHhpA8AfuJJzad++febMM8+0nWC/fv3csu/Vr1/fvrecHrBnxUs4eGkDwB+4knOpf//+tgMsX7682bt3r1v2vdKlS9v39+uvv7qlHAXDwcsLgP9xJefCmjVr7MdW0gGOHj3aLSeF4MgrzagyNyTCvQD4H1dyLrRp08Z2fnXr1rUP0pNRJO5AwvHSBoA/cCV7NHv2bNvxydDW+fPnu+WkwTMQAF5xJXsgH+fInAfp+Nq1a+eWk0pwFFanTp3cUo68hIPbZvr06Xar3nPOOccuQ1+nTh0zatQou2kWgMQW/mqH9cILL9hOr2jRonaeRDILzgOROy1ZZTg33HDIitvmuuuus1vyrlq1yhw6dMgsW7bMtGjRwk50BJDYwl/tMLt27Qo9F5D1n1KBLAcv71dCpEuXLvYjOxlxdvToURswMhN98ODB5uKLL87wfW44ZMVLG5kpL1sDA0hs4a9kmLvvvtt2eJUqVbJLt6eKoUOHhpaCD/dKL6uvuby02bZtmw1tAIkt/JWc4mT9p+Cw1ilTprjlpCfDlvv06WNq165t7whkNV7Z++SKK64wjz76qFmxYkWG9l7CIVwbee4hH2XJ8jB9+/Z1ywASTNZXMiy542jSpInp0KGD+eOPP9wyIij9XY0EVjJO0gSSDQGChCGbXMlD9GuuucZ07tzZLQNIMAQIEs7WrVtNyZIl3S8DSDAECBLOunXrTJkyZdwvA0gwCR0g4R64Bnlpk53cbtmKyJM5H3PmzLH7ye/fv98OEZbjLxMaASQ2Xc8bI17CwUubrGi2bEXkyZIpLVu2tAEuQ3cbNGhgxowZw6AFwAcSuof00ol7aePSbtkKADgpdz1vjHkJBy9t0svLlq0AgJO897xx4CUcvLRJLy9btgIATvLe88aBl3Dw0ia9vCxXDgA4yXvPGwfBcPDy8iovGyYBAE7y3vPGgRsS4V5e5WXLVgDASd573jjwEg5e2qTHHQgARIb3njcOvISDlzbp8QwEACLDe88bB17CIX0bL9uj5mXLVgDASeF75zjLbYB42R41L1u2AgBOCt87x1luAyQrWW2Pqt2yFQBwUvY9bwLIKRxETm2y2x5Vs2UrAOCkhO4hvXTi2bXxsj1qbrdsBQCclLnnTQLp7yDYHhUAoiMpA0SwPSoARFfSBkgQ26MCQHQkfYCwPSoAREdSBQjbowJA7CRVgLA9KgDETlIFCAAgdggQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqPw/pWROztKxaw4AAAAASUVORK5CYII=)
PN: 4H56-1-731
CAS: 1086394-59-3
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4H51-1-S0
CAS: 1027346-21-9
Molecule Weight: 256.39
Formula: C14H28N2O2
![tert-Butyl 1,8-diazaspiro[5.5]undecane-1-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACGBAAAhgQFNVGYsAAACU3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF2ODCRCFVFWrSZPaTVo7ad8mB5wUKeAKyNu/39nkBUgKgujs8z3H2ee7zB8O+QZ2qqwyXcSEU0ZAFYlOs2Idkz/v3ycheVjMEzRCw6KKyUddf84cZ7/f0+RD5fKgC5ronDTrs0OVdWz2HtXl2nEZ487f15c3y0yyoqplkSikqmxWWeWLTmRto/jiE04uy11WOI25k5e7xts/l5mX0UOVkutennDtEVFYZRsFK13msoadyyi+7BusVaFKWasUlkdUe1Tg3hfz12edbHNV1Dg0HrJEbt7qcpugItcblWzRGQ5+PMck5wjIWuePZSmPYEZGLTlIF6QHUoD0QU5BBiBDkBFIzvCH6xwNOFpwNOFow9GIoxUP8fw3ygTwfvxUuAtonl/29xOeeg9q8BDdmHh0KrwAXBoGKATuMhDAqS8YQyVn7TXB7cwqGfWnKCbmXKbeedolTr59ykMrIv86a9YIHDGGiU/DKBQwEehFoFOPBpGRPvW8Zu56eAQTjnYY3kVeg7CS0SBoh30K9GtlzwGmxbnkZTFf6iJtDSFLY7LkxCbst1pV7ilnBHSZqhLLwDgwpm3A7QImw8OAdwOIYUDcAP4w4HcBc9eGgWkXMDfzArj3gOAGCIe/EHYBc+uHgagL2BoZJsx6J3W2pkaYfrptDY4wvYw3NTvCeDf7H0V6aW/awgjTy3zTRkaYXvKbtjPC9PLftKkRpncFzm1tkInunMFdxmkVs3NuyDi8adZOq5M7+P+1+A/o+/4x8eB7NAAASfBJREFUeF7t3QeYFFX293Gi5CBRUYIkEyKKiCIqkjGAixGB18QCiqira8CIiaAoYkIRVFT0jygYYUUBFUFFERAliOQclByG4H3nNHZN1ZnUU93TXeH7eZ561p0+t+iurrq/ru6qewsYAABcKKD/AABALAgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwiQGEydOtU88sgj5vXXXzdvvPEGS5zLgAEDzOjRo/VmhkuyLWWb6u3MkvdFjnE51uWYR+4IkFwMHTrUFChQgCUfltatW+vNjTySbai3K0tiFjn2kTMCJAf79+83FStWzLRjsSRmKViwoFmyZIne7IiRbDvZhnq7siRmkWNf+gBkjwDJwdNPP51pp2JJ7NKxY0e92REj2XZ6e7IkdpE+ANkjQLKxadMmU65cOWtHOvLII82cOXPM8uXLWeJczjrrLMdBOnnyZL35kQvZZvZtKNtUb2eWvC9yjMuxHt2u0gdIX4CsESDZ6Nmzp+MAff7553UJXJo7d64pXLiwtW1PPvlkc+DAAV2GbMi2km0W3X6yLWWbIjHkWLcf+9IXIGsESBbkU4i9g2vQoAEdXIL16tXLcZA+99xzugTZkG1l33ayLZE4cqzLMW8PaOkTkBkBkoXzzz/fcYB+8cUXugRxkq8Fypcvb23jChUqmC1btugyKLKNZFtFt5tsQ75iSTw55u19gPQJyIwAUd577z3HjtOpUyddggR55plnHNu6T58+ugSKbCP7NpNtiPwhx759W0vfACcCxGbv3r2mVq1a1g5TrFgx88cff+gyJIhcInnCCSdY27tIkSJm/vz5ugz/kG0j2yi6vWTbcZlp/pFjX/qA6PaWvkH6CGQgQGwee+wxxyeOu+++W5cgwSZOnOjY5q1atdIl+IdsG/u2km2H/CV9gH2bSx+BDATIP1avXm1KlSpl7ShHHXWU2bFjhy5DPrjwwgsdB+mECRN0SejJNrFvI9lmyH/SB0hfEN3u0kdIX4HDCJB/dO3a1XGAvvbaa7oE+WTRokXmiCOOsLZ9nTp1zL59+3RZaMm2kG0S3T6yrWSbITmkL7D3DdJX4DACJN3MmTMdQ0KcccYZ5tChQ7oM+eiOO+5wHKSDBg3SJaEl28K+bWRbIXmkL5A+Ibr9pa+QPgMEiPn7779NkyZNHDvHjBkzdBny2bZt20zlypWt96FMmTJm3bp1uix0ZBvItohuF9lGsq2QXNIn2D9kSp8hfUfYhT5AZAhn+6e7a665RpcgSV555RXHe3HdddfpktCRbWDfJrKNkBrSN9jfC+k7wi7UASI/kB199NHWDiE/kK1atUqXIUnkq4JGjRpZ70ehQoXMrFmzdFloyGuXbRDdHrJt+Go1daRvsF9oI31H2C+0CXWA3HvvvY5PFDKRDFLrq6++crwnzZo1C+VXBfKa5bXbt4VsG6SW9BH290T6kDALbYAsXbrUcZNQzZo1zZ49e3QZUuCKK65wHKRvv/22Lgk8ec32bSDbBKknfYT0FdH3RfoQ6UvCKrQB8q9//ctxgI4dO1aXIEVkWO0SJUpY782xxx5rdu3apcsCS16rvObo65dtIdsE3iB9hb3vkL4krEIZIFOmTHHsAOeee64uQYo98MADjvfowQcf1CWBJa/V/tplW8BbpM+wv0fSp4RR6ALk4MGD5pRTTrHeePmR8ueff9ZlSLGsPoWvWLFClwWOvMYwn335hfQZ9gscpE+RviVsQhcgL774ouOTQ48ePXQJPCKMvwPw+49/SN9hf6+kbwmbUAXIX3/9ZSpWrGi94TJd5caNG3UZPEKuRDr77LMdB+nXX3+tywJDXpv9tcprD+MVaH4hfYd92mvpW6SPCZNQBUjfvn0dB+iQIUN0CTzmhx9+CMW9EFndAyOvHd4mfYi9T5E+JkxCEyC//fabKVq0qPVG169f36SlpekyeNC1117rOEhHjBihS3xPXpP9NcprhvdJHyJ9SfR9kz5G+pqwCE2AtG3b1nGAfvLJJ7oEHqXHg6pSpUqgxoOS1yKvKfr6GAfMX6Qvsfct0teERSgC5OOPP3a8we3atdMl8LiBAwc63sMgjUirRyKW1wp/kT7F/h5KnxMGgQ8QOcWsV6+e9cbKKeaCBQt0GTxO5sSoXbu29T7KnBiLFy/WZb4jr8E+F4q8RuZC8R/pU+xfkUufE4avyAMfIE8++aTjk8Ftt92mS+AT48ePd7yXF110kS7xHXkN9tckrxH+JH2L/b2UvifoAh0gGzZsMGXLlrXe0EqVKoXuMrugadmypeMgnTRpki7xDXnu9tcirw3+JX2L9DHR91P6HumDgizQAXLjjTc6DtCXXnpJl8BnfvnlF1OkSBHrPT3xxBPN/v37dZnnyXOW5x59HfKa5LXB36SPsfc50gcFWWADZPbs2Y77Bxo2bBjKoQaC6Oabb3YcpEOHDtUlnifP2f4a5DXB/6SPkb4m+r5KHyR9UVAFNkCaN2/uOECnTp2qS+BTW7ZsMRUqVLDe2yOPPNJs3rxZl3mWPFd5ztHnL69FXhOCQfoae98jfVFQBTJA3n33Xccb2LlzZ10Cnxs2bJjjPe7du7cu8Sx5rvbnLq8FwSJ9jv09lj4piAIXILt37zY1atSw3rjixYubZcuW6TL43IEDB8xJJ51kvc+FCxc28+bN02WeI89Rnmv0ectrkNeCYJE+R/qe6PssfZL0TUETuADp37+/I/n79eunSxAQn3/+ueO9btGihS7xHHmO9ucsrwHBJH2P/b2WviloAhUgMul9yZIlrTesWrVqZufOnboMAXLJJZc4DtL3339fl3iGPDf7c5XnjuCSvkf6oOj7LX2T9FFBEqgAufrqqx0H6OjRo3UJAub333933Ml93HHHmb179+qylJPnJM8t+jzlOctzR7BJH2Tvk6SPCpLABMj06dNNwYIFrTeqadOmzKUQEv/9738dB+kTTzyhS1JOnpP9OcpzRvBJHyR9UfR9lz5K+qqgCESAyFwKjRs3drxJ3333nS5DQG3fvt1UrVrVev9Lly5t1q5dq8tSRp6LPKfo85PnKs8Z4SB9kf3DrfRVQZnTJhABMmrUKMenu27duukSBNzIkSMd+0D37t11ScrIc7E/N3muCBfpk+z7gPRZQeD7ANmxY0emT59r1qzRZQg4+UR3+umnW/uBfOL7/vvvdVnSyXOwf/qU5xiUT5+InfRJ+ixU+i6/832A3HXXXY5kf/zxx3UJQsJrv4MF/ftv5I30Tfa+Svouv/N1gCxZssRxBU6tWrU8eQUOkueqq65yHKRvvvmmLkka+bftz0WeG8JL+ibpo6L7g/Rd0of5ma8DpGPHjo4DdNy4cboEIbNy5UpP3AuU1T0A8twQbtJH2fss6cP8zLcBMnnyZMcb4Ye7kJEcDz/8sGPfuO+++3RJvpN/0/4c5DkBQo9GIH2ZX/kyQGTsoJNPPtl6A2Rsoblz5+oyhJSMOVS9enVr/0j2eGh6HCR5LkEcBwnuSF9lHw9N+jK/jofmywB57rnnHAneq1cvXYKQ0yMyX3bZZbok38i/Zf+3gzoSK9yTPsu+j0if5ke+CxA9F0T58uXNpk2bdBlgzjnnHMdBOm3aNF2ScPJv2P9NeQ6AJn2W9F3R/cSvc8L4LkD69OnjOECfeeYZXQJE/PTTT0mdlTKr2ejkOQBZkb7L3pdJ3+Y3vgqQ+fPnO+bDPuGEE3w5HzaS54YbbnAcpMOHD9clCSPrtv9b8m8D2ZG+S/qw6P4ifZv0cX7iqwBp1aqV4wCdOHGiLgEcNmzYYMqWLWvtM5UqVTJbt27VZXGTdcq6o/+O/JvybwM5kT7M3qdJH+cnvgmQCRMmODb0hRdeqEuALD355JOOfef222/XJXGTddr/Dfk3gVhIX2bfd6Sv8wtfBMi+fftMnTp1rA0sd3AuWrRIlwFZSktLM3Xr1rX2n6JFi5qFCxfqMtdkXbLO6Prl35J/E4iF9GX2ETWkr5M+zw98ESCDBg1yJPQdd9yhS4AcffTRR459qH379rrENVmXfd3ybwF5IX2afR+SPs8PPB8g69atM2XKlLE2bOXKlc22bdt0GZCrNm3aOA7STz/9VJfkmazDvk75N4C8kj5N+rbofiR9nvR9Xuf5ALnuuuscB+grr7yiS4CY/Prrr46r+OrXrx/XVXzSVtYRXZ+sW/4NwA3p2+x9nfR9XufpAJk1a5bjOv5GjRoxlwLi0rdvX8dBOmTIEF0SM2lrX5esG3BL+jbp46L7k/R90gd6mWcDROZSaNasmeMA/eqrr3QZkCd//vmnqVixorVPlStXzmzcuFGX5UraSNvoemSdsm4gHtLH2fs86QNTOadNbjwbIGPGjHFsyCuuuEKXAK688MILjn3r3//+ty7JlbSxr0PWCSSC9HX2fUv6Qq/yZIDs2rXLHHvssdYGLFGihFm+fLkuA1yRIUcaNGhg7V/yVcGcOXN0Wbak1v7VqqwrP4dIQbhIXyd9XnT/kr5Q+kQv8mSAPPjgg44EfuCBB3QJEJcvv/zSsY+dd955uiRbUmtvK+sCEkn6PPs+Jn2iF3kuQFasWOGb9IW/XXrppY6DdOzYsbokE6mxt5F1AImW1bcw0jd6jecCRH//9/bbb+sSICH++OMPU6xYMWtfq1mzptmzZ48us8hjUhOtl7ayDiA/SN9n7wu9+DuwpwLk66+/dmyws88+29NXIMD/7rnnHsc+9+ijj+oSizxmr5W2QH6Rvk/6QPs+J32kl3gmQLK6BvqHH37QZUBC7dixwxx99NHWfleqVCmzevVqXRb5mzwWrZM20hbIT9IHevleOM8EyIgRIxxJe+211+oSIF+8/vrrjn3vmmuu0SWRv9lrpA2QDNIX2vc96Su9whMBIuPAVKlSxdpAfhkHBsEgXxU0adLE2v8KFixoZsyYYT0u/y1/iz4utXy1imTR4wFKX+mV8QA9ESB6JMqBAwfqEiBfZRcSuYULkAzSJ9r7SK+MSJ7yAFm8eLFjLPzatWv7Zix8BEtWX1PF8vUWkN+kT5S+MbofSp8pfWeqpTxALrroIscBOn78eF0CJIX+ofyoo46KLNH/n90P7EAySN9o7yul70y1lAbIpEmTHBukZcuWugRIKn2prn3J6RJfIBmkj7Tvk9KHplLKAkROyapWrWptCJlL4ZdfftFlQFLpmwWjS243GQLJIH2kfU4b6UNT+ZV/ygKkT58+jgPUzYioQH7Qw5XIEsswJ0Ay6JGgpS9NlZQFiJ5p8M4779QlQErogRZlYcBEeIX0lfZ9M5UzF6YsQGTyndKlS1sbgSHb4QV6qPfowpDt8AI91Lv0oamcyCxlASL8MFgYwkVPNmVfmDQKqea1wWZTGiBMWwsv0dPdli1bNrJE/z/T1iKVvDjdbUoDRMik8V4eLAzh0bdvX8cBOmTIkMhi/5vUAMmW1WCz0nemWsoDROgf1F955RVdAuSrX3/91XF5ZP369c3+/fsji/x39O9SI7VAMkmfaO8jU/nDuZ0nAkQPFla5cmXPDBaGcGjTpo3jAP3000+tx+S/7Y9JLZAs0hdKnxjd/7w02KwnAkQMGjTIcZB6ZbAwBN9HH33k2Pfat2+vSyJ/s9dIGyAZ9GCz0ld6hWcCRO6mrFOnjrWRZLCwRYsW6TIgodLS0kzdunWt/a5o0aJm4cKFuizyN3ksWidtpC2Qn6QPtA82K31kKu881zwTIGLChAmOpL3wwgt1CZBQTz75pGOfu+2223SJRR6z10pbID9JH2jf56SP9BJPBYho1aqVY4NNnDhRlwAJsWHDBsdlupUqVTJbt27VZRZ5TGqi9dJW1gHkB+n77H2h9I1e47kAmT9/vuNqmBNOOCFyJQyQaDfccIPjAB0+fLguyURq7G1kHUCiSZ8nfV90P5M+UfpGr/FcgAg90OLQoUN1CRCXn376yXH/UcOGDWMaqkRqpDbaTtYh6wISSfo8ex+YygETc+LJANmyZYupUKGCtfHKly9vNm3apMsA18455xzHATpt2jRdki2ptbeVdQGJIn2d9HnR/Uv6QukTvciTASKee+45x0Haq1cvXQK48u677zr2rcsuu0yX5Era2Nch6wQSQfo6+74lfaFXeTZADhw4YE466SRrIxYuXNjMnTtXlwF5snv3blO9enVrvypevLhZtmyZLsuVtJG20fXIOmXdQDykj5O+LrpfSR8ofaFXeTZAxOTJkx1J3KJFC10C5MnDDz/s2Kfuu+8+XRIzaWtfl6wbiIf0cfZ9SvpAL/N0gIiOHTs6Nui4ceN0CRCTlStXmpIlS1r7UrVq1czOnTt1Wcykrawjuj5Zt/wbgBvSt9n7Oun7vM7zAbJkyRLHnZi1atUye/fu1WVArq6++mrHAfrmm2/qkjyTddjXKf8GkFfSp0nfFt2PpM+Tvs/rPB8g4q677nIcpI8//rguAXI0ffp0U7BgQWsfatq0aULmUpB1yLqi65V/Q/4tIC+kT7P3cdLn+YEvAmT79u2matWq1saVaRzXrFmjy4AsyVwKp59+uqOT//7773WZa7IuezjJv8WcNoiV9GX26b2lr5M+zw98ESBi1KhRjoTu1q2bLgGyNHLkSMe+0717d10SN1mn/d+QfxOIhfRl9n1H+jq/8E2AyCe6xo0bWxtZPvF99913ugxwyOrsde3atbosbrJOv36KROpIH2Y/e5U+zk9nr74JEJFf32MjuP773/86Pt098cQTuiRhZN32f0v+bSA7Qfj9zFcBIvSVNKNHj9YlQMTSpavMkUfWN0WKHJ7t8rjjjsvXK/hk3fJvRPdNuZLm999/12VAxJgx75vChTNuRvXjFXy+C5BVq1Yl9Fp+BNcNNzxlqlZtbcqXb2RKlDjWfPDBeF2ScO+//77jA84ll1yiSwCza9dec+qpV5ly5Rqa4sWrmlKlSkf6Nr/xXYCI/v37Ow7Sfv366RKE3MyZK81JJz1o6tTpbY499nJz6aXZTxSVaPpu4s8//1yXIOSeffbL9H3z5si+WbnyeWbAgBd0iS/4MkBkzKEaNWpYB6jb8YwQTAcPHjJXXPGeadz4lfRPeUPMySf3MwsXrtZl+WbevHm+Gs8IybV27Q5z9tkjTaNGz5oTT7zPnHPO3WbPHu9MU5sXvgwQoUdU7dy5sy5BSL377vxIeESXAQOS/8Nk7969HfvnsGHDdAlC6q67Jjv2z0mTFuoS3/BtgIjmzZs7DtKpU6fqEoTMtm17zQUXvGEdnC1avG62bs2/H86zs3nzZt/M6YDk+fHHtY7wuPHGj3SJr/g6QGbPnu1qVjkE16BB0x0H6Jgxv+iSpNGzyt188826BCFy6NDf5uqrx1n7ZpMmI8zChZt1ma/4OkDEjTfe6DhIX3rpJV2CkFiy5E9z5pmvWgfo5ZePNQcOpO6mLJnX+sQTT7T2TZnX+pdfUhdoSK1x435zfLh59NGvdYnv+D5ANmzYYMqWLWsdpJUqVTJ//fWXLkMI9O79ieMAnTEj9ZdFTpo0yfEBp2XLlroEIbB9+z7TqtVoa98877zXzZ9/7tFlvuP7ABFPPvmk4yC97bbkXbIJb5g6dbkjPG67bZIuSZmLLrrIsX+OH5//96PAW4YMmeHYP0ePDsbsqoEIkLS0NFOvXj3rAC1atKhZsGCBLkNApaUdNB07vmsdnGed9apZuXKbLkuZxYsXO+a0qV27ttm3z5+XbSLvli3bapo2zfhq9V//+j+zf3/qvlpNpEAEiPj4448dn/LatWunSxBQr78+x/Hp7plnvDfI5h133OHYPwcOHKhLEFC33PKZY//8+usVusS3AhMgom3bto6D9JNPPtElCJjNm3ebc899zTo427R50+zcmabLUm7btm2mSpUq1r5ZpkwZs27dOl2GgPnmm5WO8OjT5zNd4muBCpDffvst8vVV9CCtX79+5OstBNfDD09zHKDjx3v3pqwRI0Y4PuBce+21ugQBIl9TyddV0X1TvsZaujRYF/gEKkBE3759HQfpkCFDdAkC4tdfN0aupY8eoF26vB+51t6rZJ6HRo0aWfum3MP0ww8/6DIExFtvzXN8uHnyyRm6xPcCFyByCW/FihWtg7RcuXJm48aNugw+J9PAXH/9h44DdPZs738l9PXXXzs+4Jx99tnMaRNAconu+ee/bu2bLVuOjlzKGzSBCxDx4osvOg7SHj166BL43MSJSxzhcc89X+gSz7riiisc++fbb7+tS+Bzjz32tWP/fO+933RJIAQyQGQ4k1NOOcXxVcHPP/+sy+BTe/YcMB06vG0dnM2ajTLr1vlnTpgVK1aYEiVKWPvnsccea3bt2qXL4FOLFm12fLV61VXjPP3VajwCGSBiypQpjk955557ri6BT7300o+OT3fDh/+oSzzvwQcfdOyfDzzwgC6BT/Xo8ZFj/5w1a60uCYzABoi49NJLHQfp2LFjdQl8RuZSkDOO6MEpZyJyRuI3csYhZx7RfVPOSJYvX67L4DOTJy91hMeddwZ7MrFAB8jSpUtNsWLFrIO0Zs2a6Z2N/8efCTP5rcN+gMpvIX4lv33YP+DIbyPwr337DpiLLx5j7ZsyadSaNdt1WaAEOkDEvffe6zhIH3nkEV0Cn5CrrOzhIVdh+fkCJrn6qlmzZo7986uvvtJl8IkRI2Y79s/nnw/+JdqBD5AdO3aYo48+2jpAS5Uq5cvJ68NOfoSU+zyiB6f8SPnbb5t0me/MmjXLMaeN3Cci94vAXzZs2GmaN8/4arVdu7fM7t37dVngBD5AxBtvvOH4lHfNNdfoEnjcBx8scHy6699/mi7xreuuu86xf77yyiu6BB53//1THPvnJ58s1iWBFIoAka8KmjRpYh2gBQsWNDNmBO+u0KCSsa1at86YS0HGvpIxsIJCxsSSsbGi+2flypUjY2fBH+bN22DOOCMjPLp3H+/rr1bzIhQBImbOnBkJjuhBesYZZ/BVgU/I6Lr2T3cy+m7QyOi89rMQGb0X/iDzmkf3TQkSCZSwCE2AiK5duzoO0tdee02XwGNWrNgamd8jeoB26vRuZP6PoJH5QerUqWPtmzJ/yKJFi3QZPMg+ZMkDD0zRDwdaqAJk9erVkR/RowfpUUcdFfmRHd51662THGcf06Yt1yWBMWHCBMcHnAsvvFCXwIPGjPklcsnu1VePC8Q0tXkRqgARjz32mOMgveeee3QJPELmNLeHx003fapLAqdVq1aO/XPixIm6BPCM0AWI3EhYq1Yt6wCVGw3/+OMPXQYP+M9//meFx5lnvpr+Pv2pSwJn/vz5pkiRItb+ecIJJ5j9+4N/OSj8KXQBIt577z3Hp7xOnTrpEnjAoEHTrQB56qnwXDXXp08fx/45dOhQXQJ4QigDRJx//vmOg/SLL/wzHHhYyI/l77wzPzIU9oED4blibsuWLaZChQrWvlm+fHmzaZP/b5pE8IQ2QObMmWMKFy5sHaQNGjRI76T8Nygfgum5555zfMDp1auXLgFSLrQBInr27Ok4SJ9//nldAqSEfJg56aSTrH1TPuzMnTtXlwEpFeoAka8FZMrb6EEqU+H++Wfwf6iFP0yePNnxAadFixa6BEipUAeIePrppx0H6S233KJLgJTp2LGjY/8cN26cLgFSJvQBIpdIHn/88dYBKpdQ/vrrr7oMeWC/d0OWV175SZdky94OxixZsiRyV3p0/5RL0Pfu3avLEKNk7Jux1mUlnrapEPoAEZ999pnjU17r1q11CfJAH6Qy+GGsd+j67QBKhrvuusuxfz7++OO6BDFKxr4Za11W4mmbCgTIPzp06OA4SD/88ENdghjpg1QWuacjFn47gJJh+/btpmrVqta+Wbp0abNmzRpdhhjo/TI/9s1Y67IST9tUIED+sXDhQlO0aFHrIK1bt65JS0vTZYiBPkBladr0VbNqVe7Te/rtAEqWUaNGOT7gdOvWTZcgBnq/zI99M9a6rMTTNhUIEJvbb7/dcZAOHjxYlyAG9oOgd+9PrP++997cb9b02wGULDL1QOPGja19U6Ym+O6773QZcpGMfTPWuqzE0zYVCBCbrVu3RibziR6kZcuWNevXr9dlyIX9IJBpZ6OT7cj/5jYNrd8OoGSaPn26Y06bpk2bRiZLQ+ySsW/GWpeVeNqmAgGivPzyy46zkOuvv16XIBf6ILjnni+s/y+f+nKi28Lp6quvduyfo0eP1iXIgd6/8mPfjLUuK/G0TQUCRDl48KA59dRTrQO0UKFC5scff9RlyIE+COT7ZRlNN/q3mTNXqxYZdFs4rVq1ypQsWdLaP6tVq2Z27typy5ANvX/lx74Za11W4mmbCgRIFqZNm+b4lHfOOefwVUEeZHUQDByYMbJuly7vZztndFZt4dS/f3/H/tmvXz9dgmxktX8let+MtS4r8bRNBQIkG5dddpnjIH3nnXd0CbKR1UEg19o3bz7K+vtnn/1ua5Ehq7Zw2r17t6lRo4a1bxYvXtwsW7ZMlyELWe1fid43Y63LSjxtU4EAycby5csjB2b0IK1evXrkwEXusjsIhg//0fr7JZe8Y/bvzzxEe3Zt4fTuu+86PuB07txZlyAL2e1fidw37XXxLH5AgOTg/vvvdxykqVqKFi1vKlQ409Ss2c2cfPKjmXa0VCzdu48327fv05sswl5nt3v3ftO69WjrMZlLWsuuLTJr3rx5pn0lFUuJEtVM5cotTO3a/zYNGz6VaV9J9iJXVD3yyFd6c0XY6+wSuW/q5+N28QMCJAe7du2KXMqrD5hkL14MEFk++GCB3mQR9hrt3XfnW4+1ajU6fRunOR7PqS2cZs+e7bisN1WL1wIkuqxcuU1vMsfjWqL2Tf083C5+QIDk4u677850wCR78WKANGkywvz660a9uSLsdZp8NSBfEUQff/HFWY7Hc2qLzBo1apRpf0n24sUAadPmzchZhWav0RK1b8Zal5V42qYCARKDYcOGmauuuirylZZcAZPs5dFHB5nBg181Q4eOT9+pv46MIJrK5Y035mQbHiK3g2DixCXW4+ecM8ps3pzx21JubeG0b98+c8cdd5iuXbtm2m+StTz++NPmySffSD9OPjbDh8/ItL8ke5FpkNevz/rS5tz2r0Tsm7HWZSWetqlAgCDhcjsI5DJJuVwyWvPEE99Yj+XWFohHbvtXIvbNWOuyEk/bVCBAkHCxHARyw1a0Rm7kWrFia+TvsbQF3Ipl/4p334y1LivxtE0FAgQJF+tBcNNNn1p1d901OfK3WNsCbsS6f8Wzb8Zal5V42qYCAYKEi/UgsA9mJ8v8+Rtjbgu4Eev+Fc++GWtdVuJpmwoECBIuLweBDKMdrf33vz/OU1sgr/Kyf7ndN2Oty0o8bVOBAEHC5eUgkMHsZEIfe5tY2wJ5lZf9y+2+GWtdVuJpmwoECBIurweBTCmqD9BY2wJ5kdf9y82+GWtdVuJpmwoECBIurweBDGZ37rmv5ekgBdzI6/7lZt+MtS4r8bRNBQIECefmIHj55YzB7PLaFoiVm/0rr/tmrHVZiadtKhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAgaft2JFmdu5M038G4AEECDzriy+WRkZDPfvskWbGjFX6YQApRoDAs+wjol544Rizd+8BXQIghQgQeNaIEbMdN1bJDV0AvIMAgWft2XPAdOjwthUgzZqNynaqUgDJR4DA0z777HfHWUi/fl/qEgApQoDA02SO6uuum2AFiEzy8/PP63UZgBQgQOB5MhtckyYjrBDp2vUDc+jQ37oMQJIRIPCFhx6a5vgqa8KEhboEQJIRIPCFTZt2O+ZlaNPmTbNrFzcYAqlEgMA3Ro362XEW8uyz3+kSAElEgMA30tIOmksueccKkLPOetWsXLlNlwFIEgIEvjJlyjLHWcjtt0/SJQCShACB7/Tq9YkjRGbOXK1LACQBAQLf+f33Px2X9V5++Vhz8OAhXQYgnxEg8KUBA6Y7zkLefXe+LgGQzwgQ+NLWrXvNBRe8YQWI/Lf8DUDyECDwrXfeme84Cxk4cLouAZCPCBD41oEDhyK/f0QDRH4XWbLkT10GIJ8QIPA1uQLLfhbSu/cnugRAPiFA4HtyL4g9RKZOXa5LAOQDAgS+J3ejy13p0QDp2PHdyF3rAPIXAYJAGDr0O8dZyGuvzdElABKMAEEg7NyZFhmhNxogMnLv5s27dRmABCJAEBgyR4j9LETmEAGQfwgQBIbMUnjNNR9YASKX9f7660ZdBiBBCBAEisyXLvOmR0NE5lOXedUBJB4BgsC5994vIuHRqNFQc+KJ95kJE77XJQASgABB4Kxbt8Ocfvrjpm7dPqZ69avMqadeZXbv3qPLAMSJAEEgPfPMB+aoo9qbI488w5QsWdM8+GB/XQIgTgQIAmnPnr3m+OPPNUWLljcFChQwJUqUMMuXL9dlAOJAgCCwxowZEwmP6HL55ZfrEgBxIEAQWH///bdp1qyZI0S++uorXQbAJQIEgfbjjz+aQoUKWQFy6qmnmkOHmP4WSAQCBIF3/fXXO85CXn75ZV0CwAUCBIG3fv16U6ZMGStAKleubLZu3arLAOQRAYJQGDRokOMs5D//+Y8uAZBHBAhCIS0tzdSpU8cKkKJFi5pFixbpMgB5QIAgND788EPHWUiHDh10CYA8IEAQKq1bt3aEyGeffaZLAMSIAEGozJ8/3xQpUsQKkOOPP97s379flwGIAQGC0OnTp4/jLOSZZ57RJQBiQIAgdP78809ToUIFK0DKly9vNm3apMsA5IIAQSg9//zzjrOQnj176hIAuSBAEEoHDhwwJ598shUghQsXNnPmzNFliMfChXIDjjEtWxpz3HHGlCp1eJH/vuACYwYONGbBAt0KPkKAILQmT57sOAs5//zzdQncWL3amO7djSlYML2HKZDzIjVduxqzapVeC3yAAEGodezY0REi48aN0yXIix9+MKZKlcxBkdtSufLhtvAVAgShtmTJElOsWDFHiHhtOTd9eSh9mVogi443GUv58sY89JDedJn99JMxJUs627Zubczrrxvzxx/G7NxpzO7dxixdaszo0ca0a+eslbayDvhGAf0HIGxkXCzdaXtpSXmARJd16/Smy7B9uzF16mTUlitnTCw3aU6adDigou1kHbIu+EIB/QcgbLZt2xb5EV133F5ZPBEglSodPnvIzr33ZtSWLm3MvHm6IntSKz+uR9v366cr4FEF9B+AMBo8eLCxd9oNGzY0/fv398TyWvoyLX1Znr6YVCyPPWZMTgNP7tjhPIsYOVJX5G7EiIz2si75ugueV0D/AQgjmaWwcePGVoAULFjQzJw5U5chK2PGZHT+tWvLxtQVuZM2cnlvdD2yTngeAQL849tvv40ERzREzjzzzMi86siF3IQZ7fgffVQ/GrtHHslYT69e+lF4EAEC2HTp0sUKEFneeOMNXQLttNMyOv5p0/SjsZsyJWM9sk54HgEC2KxatcqULFnSChAZM2sn38fnrFq1jI4/pyu1crN2bcZ6jjlGPwoPIkAARX64tp+FtGnTRpfArnjxjI5/7179aOz27MlYT4kS+lF4EAECKL/99pvjt5Cjjz5al8AuUQEibQkQXyFAAOVf//qX4wzkoVjuwg4zvsIKLQIEsJkyZYojPJo3b65LoPEjemgRIMA/Dh48aE455RQrPAoVKmRmz56ty6BxGW9oESDAP1566SXH2UePHj10CbJiv5FQxrJyeyOh3IQYXQ83EvoCAQKk++uvv0ylSpWs8ChbtqzZuHGjLkNWZCgTGTwx2vmPGqUrcifDn0Tby1Amsk54HgECpGvbtq3j7OPII480tWrV8sRyRfryTPoyM30xqVgaNJDTM73JnO6+OyMAypQxZv58XZE9qZUBGKPtZWBG+EIB/QcgbOR3Dnt4eG3xxGi8hQoZk9MZ2bZtzrGs0gPY/O9/uiqzzz8/XBttJ19jybrgCwX0H4CwkRsFdaftpcUTASJnFbl9rTRr1uH7N+zt0s/sIpNHySRSu3YdHhJ+2TJj3nrLmPbtnbVyP4msA75RQP8BCJOPP/7Y2DvrY445xlx33XWeWgakLxPSlwXpi0nFIldEzZihN13WZARjmTtEB1Bui7Rh9GPfKaD/AIRFWlqaqVevnhUeRYsWjdyFjjitXGnMNdcYU7Bg5qDQi9RcfbUxK1botcAHCBCE1lNPPWWFhyy33nqrLkE8FiwwZsAAY1q0OPxjvMx5LkvNmof/9sQTMm6MbgUfIUAQSnKJrlyqGw0PuYRXLuUFEDsCBKF04403Os4+5CZCAHlDgCB05LJdGaYkGh4yfIkMYwIgbwgQhM65557rOPuQARQB5B0BglD5v//7P0d4yNDtANwhQBAae/bsMTVq1LDCo1ixYmap3OAGwBUCBKGhp6rt16+fLgGQBwQIQmHVqlWmZMmSVnhUq1bN7Ny5U5cByAMCBKHQpUsXx9nHG2+8oUsA5BEBgsD79ttvTcGCBa3wOPPMM83ff/+tywDkEQGCQDt06JBp3LixFR4SJDMZtA9ICAIEgfb2qFGOr666deumSwC4RIAgsPbt2GGuO+oo0yA9OEqkL6VKlTJr1qzRZQBcIkAQWPPvvts8lR4cvdOXNunLC489pksAxIEAQTAtWWK2FCtmvk8PjjHpy3O1apn9e/fqKgBxIEAQTB07pu/dBSLLyvRl07hxugJAnAgQBM/kyVZ4RJbzz9cVABKAAEGwHDhgzMknZ4RH4cLGzJ2rqwAkAAGCYHn+eefZR8+eugJAghAgCI4tW4ypUCEjPMqXN2bTJl0FIEEIEARHnz7Os49nntEVABKIAEEwzJ9vTJEiGeFx/PHG7N+vqwAkEAGCYGjd2nn28dlnugJAghEg8L8PP3SGR4cOugJAPiBA4G9pacbUqZMRHkWLGrNoka4CkA8IEPjboEHOs4///EdXAMgnBAj8a/16Y8qUyQiPypWN2bpVVwHIJwQI/Ov6651nH6+8oisA5CMCBP7044/GFCqUER6nnirTD+oqAPmIAIH/yHzmzZo5zz6++kpXAchnBAj8Z8wYZ3hcfrmuAJAEBAj8ZfduY449NiM8SpQwZvlyXQUgCQgQ+MtDDznPPh54QFcASBICBP6xYsXhM45oeBxzjDG7dukqAElCgMA/rrzSefbx1lu6AkASESDwh2++MaZgwYzwOOusw1djAUgZAgTeJ/d3nHZaRnjI/R8//KCrACQZAQLvGzHC+dXVtdfqCgApQIDA27ZtM6ZKlYzwKF3amHXrdBWAFCBA4G133uk8+xgwQFcASBECBN61fbsxxYplhEft2sbs26erAKQIAQLvkq+v7AEyfryuAJBCBAi8TUKjXTtjnntOPwIgxQgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAIP8tXGjMoEHGtGxpzHHHGVOq1OFF/vuCC4wZONCYBQt0KwAeR4Ag/6xebUz37s5RdLNbpKZrV2NWrdJrAeBRBAjyh4yWax/DKtalcmVG2gV8ggBB4v30kzElSzqDoXVrY15/3Zg//jBm587Dc5svXWrM6NGHbxS010pbWQcATyNAkFgyflWdOhlhUK6cMZ99pqsymzTJmPLlM9rJOmRdADyLAEFi3XtvRgjI0Ovz5umK7Emt/Lgebd+vn64A4CEECBJnxw7nWcTIkboid/bJo2Rd8nUXAE8iQJA4Y8ZkdP4y9LpMRZtX0kYu742uR9YJwJMIECROz54ZHf+jj+pHY/fIIxnr6dVLPwrAIwgQJM5pp2V0/NOm6UdjN2VKxnpknQA8iQBB4lSrltHxxzNv+dq1Ges55hj9KACPIECQOMWLZ3T8e/fqR2O3Z0/GekqU0I8C8AgCBImTqACRtgQI4HkECBKHr7CAUCFAkDj8iA6ECgGCxOEyXiBUCBAkjv1GQhnLyu2NhHITYnQ93EgIeBYBgsSRoUxk8MRo5z9qlK7InQx/Em0vQ5nIOgF4EgGCxLr77owAKFPGmPnzdUX2pFYGYIy2l4EZAXgWAYLE2rbNOZbVkUca87//6arMPv/8cG20nXyNJesC4FkECBJv1qzD929Ew0CWtm0PTx4lk0jt2nV4Qqlly4x56y1j2rd31sr9JLIOAJ5GgCB/zJxpTKVKzmCIZZE20haA5xEgyD8rVxpzzTXGFCyYOSj0IjVXX23MihV6LQA8igBB/luwwJgBA4xp0cKYWrUOz3kuS82ah//2xBPG/PabbgXA4wgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIPC2ffuMGTeOu9M9ZO3atebll182l19+uTnxxBNNpUqVTJEiRUy5cuVM7dq1TadOncyAAQPM4sWLdVOHAgUKWEtexdMWicPWh7fJ3enRO9XHj9ePIok2b95sbr31VlOsWDFHB57T0rx5czN16lS9qoh4QiCetkgctj68zT6yb40ahwdhRNLNmzcvffPXyBQQsS5Zye3xnMTTFonD1oe33X9/RoDI0r+/rkA+++WXX0zp0qUdnbacWbzwwguRYJEzkwMHDpitW7eapUuXmg8//ND069fP1K9fP8dOPp4QiKctEoetD2/budOYatUyAkTG0JJBGpEUO3bscASB/N4xceJEXZat6dOnmwsuuED/OSKeEIinLRKHrQ/vk3lEogEii/wugqS4P/0MMNpRV6hQwSxZskSXuBZPCMTTFonD1of3/f23MU2bZgSI/KCe/skW+UvOPsqXL2911O+//74uiUs8IRBPWyQOWx/+8N13znlFGjc25tAhXYUEeuedd6xOukGDBvrhuMUTAvG0ReKw9eEf3bs7v8oaNUpXIIF69eplddKDBg3SD8ctnhCIpy0Sh60P/1izxpjSpTMCpGpVY7Zv11VIkNNOO83qpOXH8ESLJwTiaYvEYevDXx5/3HkWctddugIJcswxx1id9Lp16/TDcbOHQDwLUoetD3/Zu/fwtLjScchyxBHGJPDKIGQoXry41Unvle2eYDoI3C5IHbY+/EeuBpKOI7pccomuQAIQIMgNWx/+1KKFM0Q+/1xXIE7J/Aorr+Jpi8Rh68Of5s41pnDhjAA56SRjDhzQVYgDP6IjN2x9+FevXs6zkOee0xWIQ8+ePa1Omst4kRW2Pvxr0yZjypfPCJAKFYzZskVXwSW/3ki4cOFCM3DgQNOiRYvICMJFixY1FStWNG3btjVjx47V5YhD5q0P+MnQoc6zkJtv1hVwya9Dmdgfy2rp0qWLOcQoBgmReesDfrJ/vzEnnJARIEWKGDN/vq6CS/fdd5/V8fplMMUmTZpEhpqfO3eu2blzp1mzZo156aWXTJkyZaw2w4YN083gQuatD/iNDC8eDRBZWrXSFXBp+/btpl69elbHK8O5T5o0SZdlS358b9mypf5zRE4hkBs3bV999VWrTcOGDfXDcCH2rQ942YUXOkNkwgRdAZv96WduM2fONKtXr9YPZZLdhFIvvvhiZEKpLVu2RCaU2rZtW2RCqY8++ihy5uK1CaU2bNhgtZF7XBC/2Lc+4GWLFh2+Kz0aIHXqGLNvn65COjmDOOGEEyIdaYkSJcz8GL7yk6+Dqlev7ui487JkJbfHc+KmrQRdtI28FsQv9q0PeN0ddzjPQgYO1BWhtnjx4vQTtQszde7PPvusLs3Spk2bTN++fU2xYsUyrSO75bzzzjNTp07Vq4qw1+WVm7b2q8pkpGHEL/atD3jdtm3GVKmSESBlyhiTD3dQ+418tXRHergekX6Gpjv4qlWrmuXLl+smOVq7dq0ZPny46dy5szn++OMjl8gWKVLElC1b1tSuXdt06tQpchltbj+4uwmBqLy03bhxo3nzzTcjz1PqTznllMjZCOKX+9YH/OSVV5xnIdddpytCQy5VlR+OK1eunCk4pMO/6aabAt2R6tdct25dM2DAALNnzx5dCpcIEASLXN/fqFFGgBQqZP6eNUtXBd7XX3+dvhkaZepEZZGromL53cPv9OuWH87bt2+f8PtZwowAQfB89ZUVICvTl9nNmh2eVz0EVqxYYa688spMnacs8vXS+PHjdZPAW79+vZkyZYpp166dtS1kG8mVaIgPAYJA2n7FFea79I7i7fTlkfRlxttv65JA2bVrl3nwwQcjV1Xp4JAb6OSrm7S0NN0sdHr06GFtl4ceekg/jDwiQBBIu9M/iT+T3pn2Su8oWqcvZx17bKSTDaK308Px2PTXp4OjYMGC5tprr82Xodj9Su5TiW6fmjVr6oeRRwQIAuvtBx4wJ6V3FMX+6TDkE3qQzJo1yzRr1ixTcMhy9tlnRx6Hk5yFRbeRXJWG+BAgCKzd6Wcc9k/m8vWO/Ebgd/Kd/nXXXWcKFSqUKTjk9b711lu6Cf4hI/VGtxU3E8aPAEGgydc79g72iiuu0CW+IZ+e5f4K+6CA0UWuMJIzrKB+TZco3bp1s7bZDTfcoB9GHhEgCLS///478nWOvbOVS1z9ZsKECaZOnTqZgiMainm9GTCo5CbBwYMHR76+kxseZYyurVu3mi+//NJcfPHF1jaTsb2WLVummyOPCBAEnnQm9q975P4Iv8wHIfdrtGrVKlNoRF/HV3LJMix6G2W1yFzv3377rW4KFwgQhIJcjWTvREaMGKFLPOXPP/80N998c+SOcd0Byp3l8vz9EoLJJON9DRkyxLRp0yZy53nJkiUjX+9JaHTo0CEyL4jMEYLEIEAQCnIpq/23gypVqkTGiPIa+crlueeei0zepINDpmaVMa28+LwRTgQIQkN+gLZ3yNIZe8nkyZPNSSedlCk4ZJFRdOXTNeAlBAhCY9++fZHhPKKdstwHsEjmEUkxGbW2Y8eOmUJDFhntNi8zAALJRIAgVGQsKHsHfdFFF+mSpJHpYu++++4sh1kvX768eeaZZxivCZ5GgCB0ZDRae2ed7E/48uP3qFGjInNx6OAoXLiw6dmzp9m8ebNuBngOAYLQkTm+7Vc3yfSuyfqkP336dNO4ceNMwSFLixYtIlPHAn5BgCCU5BJZe+c9dOhQXZJQq1atMl26dMkUGrIcd9xxZty4cboJ4HkECEJJZuKzXyorvznkx9dGMvtd//79I/cj6OCQu6Efe+yxyI/7gB8RIAgtud/C3qH37t1bl8TlnXfeMTVq1MgUHDLMevfu3c2aNWt0E8BXCBCElty0Z7/vQn7Anjdvni7Ls9mzZ5vmzZtnCg5ZmjZtar777jvdBPAlAgSh9vnnnzs6ePkh262NGzdGRnjNapj1atWqmdGjR0cGdwSCggBB6F1yySWOzv7999/XJTmSYdaffPJJU7Zs2UzBUaxYMXPfffcx/hICiQBB6P3++++Om/nkqqi9e/fqsix9/PHHpl69epmCQ5bOnTszZDgCjQAB0t11112Ozv/xxx/XJQ4LFiyIjPiqQ0MWmZNi6tSpugkQOAQIYA4PK2K/M1wusZUJibS//vrL9O3bN8th1itVqmSGDx9uDh48qJsBgUSAAP8YOXKkIxDkUtsoCYUXX3zRVKxYMVNwyDDrt912WyRcgDAhQIB/yBhVp59+uhUMcr/G999/b6ZMmWIaNGiQKThkadeunVm4cKFeFRAKBAhgI2NVSXBEA0LuUNehIUv9+vXNJ598opsDoUKAAMrll1+eKTCiS7ly5cxTTz2VtMEXAS8jQIB/yE1+b7zxRmS6Wx0ccnNgjx49IjcLAjiMAAHSzZw50zRp0iRTcESXG2+8UTcBQo8AQaitXr3adOvWLVNgRM86ov9dvHhxbgoEFAIEoSR3mj/66KOmVKlSmYJDhl5/5JFHImNX2f8ud5YDyECAIHTGjh1ratWqlSk4ZOnatWvkrCRKj6rLHeZABgIEoTFnzhxz/vnnZwoNWc444wwzY8YM3cT89NNPjq+yGjZsyJ3mwD8IEATepk2bzL///e/IfB86OI466ijz2muv5TjMugzRbm8jw5UAIEAQYHKvxtNPP53lzYAy+u4999xjduzYoZtlsmHDBsdQ7TLm1datW3UZEDoECALps88+i9wtroNDlk6dOpk//vhDN8mRzPdhX4eMfQWEHQGCQFm0aJFp3759ptCQ5eSTTzZffvmlbhITmTSqbt261rpkAEUZ0h0IMwIEgSBfKd1+++2Rjl0HR4UKFcwLL7wQmQM9Hh999JFjvRJUQJgRIPA1uSLq5ZdfjvwuoYND5uy45ZZbzJ9//qmbuaYnkfr00091CRAaBAh8a9q0aebUU0/NFByytG7d2vz222+6SdxknfbJpOR3FgZWRFgRIPCd5cuXZztirvxO8eGHH+omCSUzEtr/zSFDhugSIBQIEPjGrl27zAMPPBAZl0oHh1xmO2jQoMiP3flNvhKzz0woQ7wzSi/CiACBL7z55pvmmGOOyRQccpf49ddfH7lXI5nkR3n785AbFYGwIUDgaTKl7FlnnZUpOGQ555xzzI8//qibJIX8eG+f5laC7Oeff9ZlQKARIPCktWvXmv/3//6fY3rZ6FK9enUzZswY3STp5J4S+/M677zzdAkQaAQIPGXfvn3miSeeMKVLl84UHCVKlDAPP/yw2b17t26WMpdeeqnjOcpIv0BYECDwjA8++MAcd9xxmYJDlquuusqsXLlSN0m5pUuXmmLFilnPs2bNmmbPnj26DAgkAgQpN2/ePHPBBRdkCg1ZTj/9dPPNN9/oJp4igzLan7NMVAWEAQGClNmyZYvp3bt3lsOsV6lSxYwcOdIcOnRIN/McGdH36KOPtp67zHJon5QKCCoCBEknY1I9++yz5sgjj8wUHDLM+n//+1+zfft23czTXn/9dcfruOaaa3QJEDgECJLqf//7nznhhBMyBYcsF198sfn99991E1+QCamaNGlivRa5eiyrGQ6BICFAkBSLFy82F110UabQkOXEE080n3/+uW7iOxIY9suOZZrcnGY6BPyOAEG+2rZtm7nzzjsjX03p4JCvsIYNGxb3MOte0rVrV8drlK+2gKAiQJAv5MfvV199NfJjuA4OGc32pptuivyIHjTy47n8iB59rTLneizT5gJ+RIAg4eSy29NOOy1TcMgil+v+8ssvukmgyGW89tcsl/kCQUSAIGFWrFgRueFPh4YstWvXjtwoGAZyI6HcUBh97XKjYV7nYAf8gABB3GRokYceeigy1IgOjjJlykSGJpEhSsLkvffec2wHGfIECBoCJEHsnUVexdM2r2SQQpkCViZkkqufZCpY+U1C5rSQs4ROnTqZAQMGRK6aisXbb79tjj322EzBIVcjXXvttWbdunW6SWjI4Ir2bSKDLwJBkv89VkjEEwLxtI3V5s2bza233uoYtym3pXnz5mbq1Kl6VRFyo1+LFi0ytZFFhl//4YcfdJPQmTNnTmSY9+h2keHfg3TFGZB/PVbI2DvQvIqnbSxkrKkaNWpk6uhjXbIiZzG6TiZ8komfkEEmmrJvI5mICgiKrHsH5FluHW5O4mmbG7niSQ+NLmcW0pFJsMiZiXwq3rp1a2RkWZlPvF+/fqZ+/fo5PqfJkydbj8sUszLVrEw5CyeZ6la+HoxuK5kKV6bEBYIg694BeRZPCMTTNidy/4E9COT3jokTJ+qybE2fPj1y2W12JGxkHvLly5frh2Dz9NNPO97jW265RZcAvpTYHivE4gmBeNrm5P7777fWW6FCBbNkyRJdgiTYv3+/I8jlooVff/1VlwG+k9geK8TiCYF42mZHzj7Kly9vrff999/XJUiiTz/91PE+t2nTRpcAvpO4Hivk4gmBeNpm55133rHWKVf/IPXat2/veK8/+ugjXQL4SuJ6rJCLJwTiaZudXr16WeuU3ymQegsXLjRFixa13pe6deuatLQ0XQb4RuJ6rJCLJwTiaZsd+1hU8mM4vOH22293vN+DBw/WJYBvJK7HCjl7pxDPkihyT0Z0nWG+G9xr5HJpuRou+t6ULVvWbNiwQZcBvpC4HivkdBC4XRJF7s2IrnPv3r36YaTQ8OHDHe/5DTfcoEsAX0hcjxVyOgjcLolCgHjXwYMHzamnnmq9PzLcyU8//aTLAM9LXI8VcvGEQDxts8NXWN42bdo0x/t+zjnn6BLA8xLXY4VcPCEQT9vs8CO691122WWO914uvQb8JHE9VsjFEwLxtM1Oz549rXVyGa83LVu2zPFVY/Xq1SNzqwB+kbgeK+TiCYGc2sq9AwMHDowMnS4j6sp9BDIgX9u2bc3YsWN1uYUbCf3hvvvuc7z/Dz/8sC4BPCtzjwVXcgqB3OTU1v5YVkuXLl3MoUOHdDOGMvGJnTt3On6vKlmypFm5cqUuAzwpc48FV3IKgdzk1LZJkyaRodfnzp0b6WzWrFljXnrppchUsdE2w4YN080i7J9uGUzRu2QOFfs+IPPKA36QuceCKzmFQG7ctH311VetNg0bNtQPR8isgfXq1bPq5Aa2SZMm6bJsyY/vLVu21H9Ggv3999+madOm1vsk0wF/8803ugzwnNh7LOTITQhEuWkrdy9H28gPsdnJbkKpF198MTKh1JYtWyITSm3bti0yoZQM8CdnLrlNKIXE+v777yPBEd3mp59+epZfTQJeQu+QIG5CIMpNW+n4o23k6p2cyNdfUmP/d/KyIDm6d+/u2O4jR47UJYCn0DskSDwdrpu29qusZOTd3GzatMn07dvXFCtWLFNAZLecd955ZurUqXpVyCdr1651nC1WrVo18jUk4FWx91jIkb3jzau8tJU5tuVHV7mUV+pPOeWUyNlIrKSTkrGYOnfubI4//vjIemSGPBnUr3bt2qZTp06Ry4b5wT01nnjiCcf+8PLLL+sSwDNy77HgCfrsQOaSGDBggNmzZ48uhY/JuGV16tSx3uf33ntPlwCeQYD4hA4Q+eFcZrjj/o7gkYsZbr75ZjNixAj9EOApBIjPrF+/3kyZMsW0a9fOCpMrr7zS7N+/X5cCQL4iQHysR48eVog89NBD+mEAyFcEiI/JVx3RAKlZs6Z+GADyFQHiY2lpaVaAHHHEEfphAMhXBIiPyUi90QDJ7WZCAEg0AsTHunXrZgUI82qHi9zPI/eIXH755ebEE0+MjHMm9/OUK1fOup9HLvNevHixbupgv7Ivr+Jpi2DgnfcwuUlw8ODBZtasWZEOQ8as2rp1q/nyyy/NxRdfbB28cveyTE6E4Nu8ebO59dZb8zSigIx9lt2IAvGEQDxtEQy88x6mO4KsFplL4ttvv9VNEUAy+KVMKqb3gViXrOT2eE7iaYtg4J33MPn6YciQIaZNmzaRO89lsiG5gVBCo0OHDpF5QWSOEARfdqMqy1wxEixyZhI9Q5Wr8z788EPTr1+/XEdVjicE4mmLYOCdBzxOZpe0B4H83jFx4kRdli2Z1+WCCy7Qf46IJwTiaYtg4J0HPO7++++3OupEzywZTwjE0xbBwDsPeFh+z20fTwjE0xbBwDsPeJh93pcGDRroh+MWTwjE0xbBwDsPeJhMFhbtpAcNGqQfjls8IRBPWwQD7zzgYaeddprVScuP4YkWTwjE0xbBwDsPeJhcsh3tpNetW6cfjps9BOJZEE6884CHyX0/0U5aZitMNB0EbheEE+884GEECLyMdx7wsGR+hZVX8bRFMPDOAx7Gj+jwMt55wMN69uxpddJ+u4xX5qsZOHCgadGiRWQQyKJFi5qKFSuatm3bmrFjx+py+FDW7zwAT/DzjYT2x7NaunTpYg4dOqSbwUeyfucBeIKfhzJp0qRJZLTguXPnRkaNXrNmTWQE6TJlyljthg0bppvBR7J+5wF4xn333Wd1uEEYTPHVV1+12jVs2FA/DB/J2zsPIOm2b99u6tWrZ3W6Mpz7pEmTdFm25Mf3li1b6j9HuA0B4bbthg0brHZymTL8K2/vPICUyG5CqRdffDEyodSWLVsiE0pt27YtMqHURx99FDlz8eKEUvJco+2qV6+uH4aP5O2dB5Ay8luCdLj2jjsvS1ZyezwnbtvaLwyQwSLhX3l75wGk1KZNm0zfvn1NsWLFMgVEdst5551npk6dqlcV4TYERF7bbty40bz55puRS3mlzSmnnBI5G4F/xfbOA/CUtWvXmuHDh5vOnTub448/PtIpFylSxJQtW9bUrl3bdOrUKXIPRm4/uOc1BOxibWuvk6Vu3bpmwIABZs+ePboUPpPzOw8AcdIBIj+ct2/fPuGXJCP5CBAASbF+/XozZcoU065dOytMrrzySrN//35dCp8gQAAkXY8ePawQeeihh/TD8AkCBEDSyaXG0QCpWbOmfhg+QYAASLq0tDQrQI444gj9MHyCAAGQdDJSbzRAuJnQvwgQAEnXrVs3K0BuuOEG/TB8ggABkHByk+DgwYPNrFmzIvesyDArW7duNV9++aW5+OKLrfCQ4VmWLVumm8MnCBAACRcNiJwWma7322+/1U3hIwQIgIRbvHixGTJkiGnTpk3kzvOSJUtGbiCU0OjQoUNkXhCZIwT+RoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArvx/8u44Qqn8SRsAAAAASUVORK5CYII=)
PN: 4H56-1-733
CAS: 960294-18-2
Molecule Weight: 254.374
Formula: C14H26N2O2
![tert-Butyl octahydro-1H-pyrrolo[2,3-c]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-720
CAS: 1286755-20-1
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 1,6-diazaspiro[3.5]nonane-6-carboxylate hemioxalate](data:image/png;base64,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)
PN: 4H22-1-82
CAS: 1630906-45-4
Molecule Weight: 542.674
Formula: C26H46N4O8
PN: 4H56-1-172
CAS: 1000931-58-7
Molecule Weight: 240.347
Formula: C13H24N2O2
PN: 4H51-1-S9
CAS: 1163286-38-1
Molecule Weight: 242.363
Formula: C13H26N2O2
TSCA: Not listed on TSCA inventory