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Product 4H56-3-JV
tert-Butyl 2-(aminomethyl)-1,1-difluoro-5-azaspiro[2.3]hexane-5-carboxylate
Product Number
4H56-3-JV
Purity
95 %
CAS
MDL Number
Molecular Formula
C11H18F2N2O2
Molecular Weight
248.274
Pricing
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Price (USD)
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TSCA
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![tert-Butyl 2-(aminomethyl)-1,1-difluoro-5-azaspiro[2.3]hexane-5-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABO+AAATvgH4tXztAAACT3pUWHRtb2xTb3VyY2UAAHichZXrb5swEMD/lZM/L37yjEKqqlWkSe0mrZ20b5MDTooUoAKax3+/M+RFyCCAzne+353ts53Zwz7bwNaUVVrkERGUEzB5XCRpvo7I7/fFJCAP81mMTuiYVxH5qOvPKWO73Y7GHybT+yKncZGRtn+6r9KOz07Rolwzyblgf15f3hpmkuZVrfPYIFWl06oxvhSxrptR/CcFy3S5TXPWurOs3LbR/kpuX073VUIuc3nCvkdEYZVuDKyKMtM1bCWn+PJvsDa5KXVtElge0Kyog3Ofz16fi/grM3mNTRshjfXmrS6/YjRkxcbEXxgMG9+fI5IJBHRdZI9lqQ9gW9asBWgJWoF2QLugPdA+6AB0CFpw/LBfoINAD4EuAn0EOgkf135jbPL3w6fBGUD7/Gy+H/B0fmx7AQtcPhmRgIYceZ8qrydcGshGcPeiKeoKFJI6UnogqFLKP2kTXBz8Wen7KI/qyYrOoeujKpQjCRwwvaSCN3wjFPUcZR1c72I8xpocrRdViSA8qYIGbqOdM9lhTST1PN/BXtdBMwYMeYBZuO/Y1Wfn5Z/PlkWeXDUhTSKyFKSpyy+zquSxNASKMjEl7nYbwLpeA7IL2EIOA6oHOMOA0wPcYcDtAnZLDQNeF7Ab8AzIe4DfA4LhDEEXsJt7GAi7QHMUhgnb3yldc3RGGNEb1ygi76QZ2SPipubtaR5hbsrenv4Rxr2TZ2SzCO/OfMaYm/q3N9IIE9xh/HsMuzqY7HSHYrN3v7Kry5fhX878H8ZU6YCHLAprAAAptElEQVR4Xu3dCZQU5fWwcRdQFiMgsqgIuBzEFSIGFZOgCIobSMCIRqPmRIVIiGKMki9RCYp6RNxijBEUXEAElLiAiGjcMMbIIiKyqogYQRgFBVmG+819+19tz8t0N3Onp6eW53dOHWLfmgDdQz/T3VVv7SQAABjs5N8AAMCOICAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAiAytm3bJhMnTpQePXpI8+bNZbfddpNmzZpJhw4dZNCgQTJnzpxy+++0005uyybfHLlxzwGIhHXr1kn37t3TT/rZtkwV3ZYp3xy5cc8BiAR91aFP9o0aNZLhw4fL4sWLZdOmTbJ69WqZNWuW3HXXXdKuXbtyX5MvEPnmyI17DkDoTZ061T3RN2jQQBYsWOCPs8oXiHxz5MY9ByD0+vbt657ohw0b5o9yyheIfHPkxj0HIPRatWrlnugr8+pD5QtEvjly454DEHp16tRxT/QbN270RzkFgci3wYZ7DkDoEZBw4p4DEHq8hRVO3HMAQi/4EP2WW27xRznlC0S+OXLjngMQesFhvA0bNpSFCxf646zyBaKi+cyZM+Xcc8+VFi1aSL169aRNmzYyePBg+eqrr8rtBwICICKCEwn32msvGTFihCxdutSdSPjll1/K7Nmz5e6775b27duX+5qKApGponmnTp1k9OjRLlTfffedfPTRR9KvXz/p0qVLuf1AQABERE0uZVJSUiJ169b1b068/PccAISELqY4YcIEOeuss9xiirVr15amTZu6xRSvvvpqmTt3brn98wUi37y0tFSWL18uAwcOlD59+vjjxMt+zwFAgmW+qmnbtq2sWbPG3yXxCAgAZLF582aZN2+edOvWTS688EJ/nHgEBADyWLlypfzgBz/wb048AgIAeeiRWI0bN/ZvTjwCAgAZunbtKtOnT3fXGVm/fr07L0QP7b3uuuv8XROPgGR44LKdcm4A4m/GjBlyyimnuJMW9ZyTjh07ysiRI90RYCiPZ8UMfjD8DUA4vPvuu/Lyyy/7N6PIeFbMQCiAaNhnn31k1113dSf4oebwbJmBgADRoEdE6fkZn332mT9CEfFsmYGAANFAQMKBZ8sMBASIBgISDjxbZvA/NOcDdCCcCEg48MyYwY8GAQHCiYCEA8+MGYgFEA0EJBx4tsxAQIBoICDhwLNlBgICRAMBCQeeLTMQECAaCEg48GyZgYAA0UBAwoFnywwEBIgGAhIOPFsCiBwCEg4EBEDkEJBwICAAIoeAhAMBARA5BCQcCAiAyCEg4UBAKvCv0ZfIa49d7t8MICQISDgQEM/G9avdobwjf7O7PwIQEgQkHAiIZ+3K+S4gj/1hP38EICQISDgQEM9nH77sAjJp6A/9EYCQICDhQEA8S955wgVkyt3d/RGAkCAg4UBAPPNevscF5JWHfumPAIQEAQkHAuL5z+T/5wLy1sTf+yMAIUFAwoGAeF599FIXkLnTbvdHAEKCgIQDAfFMu6+nC8jCt8b4IwAhQUDCoWABCZZCz7ZFxdO3Huf+vMvfn+qPAIQEAQmHgj2z+8Hwt6gY98cD3Z939Sfv+iMAIUFAwqFgz+xRC0U2D/12D/f3+KZkhT8CEBIEJBwK9owfh4Bs2fRt6u9x+c5SumWTPwaiads2kSefFDn9dJGmTUVq1079etppIk88kZpHTJQDsq3s/p44caL06NFDmjdvLrvttps0a9ZMOnToIIMGDZI5c+aU21//nrplk29enQr2u8YhIOtWL3N/h9FXNvJHQDStX58Khz7BZNs0JLpfhEQ1IOvWrZPu3bunn/SzbZkqui1Tvnl1KtjvGoeAfLHs3+7vMP76tv4IiKbevVORaNhQ5K67RJYvF9m8WeTTT0XuvlukUaPUXPeLkKgGRF916J+7Udn9Pnz4cFm8eLFs2rRJVq9eLbNmzSp7iO6Sdu3alfuafIHIN69OBftdMz8w97eo+HjuM+7P+8ztP/VHQPRMn56KQ/36IvPm+dMUvV3nut9LL/nT0IpiQKZOner+zA0aNJAFCxb446zyBSLfvDoV7Hf1oxHFgCx4Y6T7807/ex9/BETP+eenwnDjjf6kPJ3rfr/4hT8JrSgGpG/fvu7PPGzYMH+UU75A5JtXp4L9rlGLRUVmTbnZ/R3eGHuFPwKip3XrVBjef9+flKevQnS/Aw/0J6EVxYC0atXK/Zkr8+pD5QtEvnl1KtjvGoeATPz772TQmTvJjPFD/BEQPXXqpMKwcaM/KW/DhtR+deuWv33hQpFevUROPLHK2/qybUzZ1qNsO7EA28477+yeNI8//vjtZmHYevbsKfPnzy93d9Ypezz0z7wx3+PhCQKRb6sJBftdKxOQLz+dI+8+9xdZ81mW92VryKDfnCdHtNxJJjx+vz8CoqeyAalXr/ztd9yRur0AW0nZNqRsa7zT9k98cd38t6oISA6VCYi+RRTsP/WvZ8rni1/3d6kRXbp0cQ/EU0895Y+A6KnqW1j6RKfniYweXeVtU9k2p2wbV7aNLsCm507ov1U9asmfhWEbN25cWZc3lLs7eQsrh8oE5Ju1n8orD18kD/avnf66ybd1ko/n/NPftaiOOOII90C88cYb/giInvPOS4VhSJ63ZPkQvSiCD9FvueUWf5RTvkBUNJ85c6ace+650qJFi7IXlvWkTZs2MnjwYPnqq6/K7VdV2f9UlVSZgATWr10uM8dfKaN+Wz/99U/ecJgsnDlaSrdu9nevdk2bNnUPxKJFi/wRED3TpqXCsMceHMYbAsFhvA0bNpSF+vnSDqooEJkqmnfq1Mm9EtLf57vvvpOPPvpI+vXr595lKaTsf6oi+u6bNfLus0NkzKC90yF5/Nr95b2X7pQt333j714ttm7dKrvssot7IApdaaDG9OyZioOeMKgnDuoJhHoi4YoVIvfcw4mERRacSLjXXnvJiBEjZOnSpe5Ewi+//FJmz55d9hDdLe3bty/3NRUFIlO+eaCkpETq+gdKVFH+37WItmze4C4pO3Zw63RIxlzVWN555nrZuH61v3tB/e9//3MPgn7QBcTGunUip56aikS2rXt3ljIpkppYyqS0tFSWL18uAwcOlD59CnuOW/bftQaVlm6Rxf9+TCYMOTIdklFX1JU3x/1W1n35kb97Qbz33nvuQWjZsqU/AqJNF0vUD8M1FE2aiNSqlfpV/3vcOBZTLDJdTHHChAly1llnucUUa9eu7d4+18UUr776apk7d265/fMFItc8M0pt27aVNWvW+LtUScW/a4h88t5zbmmRICQP9qslM0b9QtaseM/ftUqmT5/u7uRjjjnGHyGLxx9/XBo3blzpDwWBqopyQIpt8+bNMm/ePOnWrZtceOGF/rhKQh+QwP+WzkxdbvbyndMxmXrvGbJk3qv+rib6ZKjfkGeccYY/QgVeffVV2X333d19pp8djR8/3t8FqDYEpPJWrlzp7rdCikxAAiUrP5BXRl8sD/5mN7njlztJ7+N2krNOPV4mT57sXhpa3Xnnne4b8pJLLvFH8Gg86tev7+6vAw880P1aq1YtIoKiISCVp0di6TsGhRS5gAT0XJLJD14lXdrvkX6P79BDD5WHH37YvWSrrOuuu879f1x77bX+CBky49GrVy93X19xxRVEBEVFQHLr2rWre1tel4lfv369Oy9ED+3V57lCimxAAiVr18jQoUOlSZMm6ZDoyTN6iJzecTvqV7/6lfta/TpUrKJ4BIhIiHz9tUj//iJPP+1PYoOA5DZjxgw55ZRT3Dkneshwx44dZeTIkVV6l6YikQ9IQNeXuffee+WAAw5Ih0TvuD/96U+yatUqf/ftnHnmme5rHnvsMX8EyR2PABEJiauuSh2e+/Of+5PYICDhEJuABLZs2eI+ED/qqKPSIdGTZwYMGCDLli3zd0/70Y9+5PZ98cUX/VHi7Ug8AkSkhuk6S3rN8513FnntNX8aGwQkHGIXkExTpkyRzp07p0OiT2rnn3/+dsdZq2Chs4pmSVaZeASISA3S65vrq49zz/UnsUJAwiHWAQn8+9//lrPPPjt9DQHdTiv7h/avf/0rvY++StHbP//884yvTDZLPAJEpAY8/3wqHros+yef+NNYISDhkIiABHQZZf2wPFgKWrdjjz02fQ6Ins+gb4GhavEIEJEi0sfnkENSAbnhBn8aOwQkHBIVkIB+0w0aNCj9TRhsemIcChOPABEpEj16UOOx//4i337rT2OHgIRDIgMSWLt2rdx0002yxx7fn0uil8h8++23/V0To5DxCBCRaqZHGTZsmArI2LH+NJYISDgkOiABfdIM3sLSX/Wzkosuusid+p8k1RGPABGpRpddlorHCSf4k9giIOFAQMq89dZb7pvxkEMOcRdd2XXXXd1/6zepXtdY1+uPu+qMRyCISL16zWTy5O8PYEAVzJ4tZd+wUvbTj8h//+tPY4uAhAMBke8Dcthhh7n/1qXdTzrpJHebbrreU5yvk16MeAQGDvyDNG16shx66DXy4otL/TEqq3Pn1KuPX/3Kn8QaAQkHAiLbByQwadKk9GKBuunlIDUucVLMeASGDHlKOnR4QDp2fJCIVMWECal47LmnXhHNn8YaAQkHAiLZA6L0esI333xz+oN2fQ+/f//+7hKUUVcT8QjcdtsbRKQqNm4Uad06FZDbbvOnsUdAwoGASO6ABPQDdf1gPTgZsVGjRu76xVE9b6Qm4xEgIlUwdGgqHgcfLJKAz+h8BCQcCIjsWEACeojvcccdl35bS5eQnzZtmr9bqIUhHgEiYrBihZQ9gKmA/POf/jQRCEg4EBCpXEACjzzyiOy3337pkOj1jRctWuTvFjphikeAiFTSBRek4tGtmz9JDAISDgREbAFR33zzjVsuvk6dOu7rdYmUa665Rr7W6zGEUBjjESAiO2btzJmyVlfarVVL5P33/XFiEJBwICBiD0hALxXZp0+f9KuRpk2buou3lJaW+rvWmDDHI0BEctOLAV3VsaPcUvYYLhkwwB8nCgEJBwIiVQ9IQFf3bdeuXTokRx99tLz++uv+bkUXhXgEiEh2o0ePdo9h+8aNZf2aNf44UQhIOBAQKVxA1NatW+WBBx6QvffeOx2Svn37yic1tLx2lOIRICLb08sz77PPPu5x/Otf/+qPE4eAhAMBkcIGJFBSUiJXXXWV1K5d2/1/6/VGbrjhBvm2iCulRjEeASJS3uDBg93jeMQRR0T20PFCIiDhQECkegIS+PDDD93Fq4JXI/vvv7+7/kh1i3I8AkQkZenSpe5SA/pYvvTSS/44kQhIOBAQqd6ABPTyurpYYxCSE044Qf5bTYvfxSEeASIi7jHUx7Jnz57+KLEISDgQEClOQJQ+kd9xxx3SsGFD9/vp8vF6hcT/FXAdozjFIxBE5Mc/HlX29wnPkW3FMGPGDPdY6iuQJUuW+OPEIiDhQECkeAEJrF69Wi699NL0svF77rln2ZPkbVVeNj6O8Qg88shcuf/+d/ybY00PyDjyyCPd43nttdf640QjIOFAQKT4AQnMnj1bOnfunH5b6+CDD5Z/GpemiHM8KqKvSHTr2XNc2RPt9q9KgnmU3Xfffe7xbN68uaxbt84fJ1qLFi3cASpfffWVP0IRERCpuYAEnnzySWndunU6JF27dpX58+f7u2WVtHioIBC6TZ68wB9HPiBffPGFNGjQwD2mDz/8sD9OPP33MXPmTP9mFBkBkZoPiNq4caMMHTo0HQJdNn7AgAGyJs8JY0mMh8oMyFlnjZUtW8q/Col6QE488UT3mOqqBnoGOhBGBETCEZDAihUr5IILLkgvG9+4cWN34lhFx/4nNR4qCMQ55zzpfp006YMK51GkP13rDxD6uOrnZPPmzfN3AUKBgEi4AhLQl+cdO3ZMv611+OGHlzsHIMnxUEEgpk1b4n49/fTHZdOmrdvNo+iUU05xj+sBBxzgfj355JP9XYBQICASzoAofetC1z8KlrDQ7eyzz5Zx48YlOh4qCERp6Tbp02e8+9/jx3+/Om1UA/LMM8+4x1UfXz1PKLgS5tNPP+3vCtQ4AiLhDUhA10HSpSyCs5GDLanxUJmBeOGFxe5/d+/+aPpVSLaAjBjxlvvMpFDbCSdcKW3bHucOgqjM1rJlS3cZAD0nKPP2YOmbv/zlL+7Pq5dT1v8+6KCD3OWVk05/qJo4caL06NHDHZ2ml1Bo1qxZ2WPdQQYNGiRz5swpt3/wbyWbfHPkxj0n4Q+I0pV+9eqHmQG58847/d0SIzMQ+iqkd+/Uq5DHH39vu3mmSy99Jj0rxNaq1QVSt26Lco9LVTd9UtywYYP78+rBFcFbWbfeeqv3t0kWPZS5e/fu291f/papotsy5ZsjN+45CXdAKrrWSPAeuX7Qfs899/hfkgjBE3hgypTUq5Bu3R4pe9Ldst088N13W+Szz9YVbPv009Xy8cefusepstt5553nHsdjjjkmfdsHH3zgDuHNpD9x63568tznn39ebpYk+qpD74dGjRrJ8OHDZfHixe7kWz0xd9asWXLXXXe5yylkyheIfHPkxj0n4QxIvqsdBm9tJDUifiD0VUivXk+428aMmbPdPIxWrVqVXtZm7Nix/ric4LDeiy++2B8lwtSpU93fX8+NWbBg+/N+sskXiHxz5MY9J+ELyI5ebz3JEakoEM8/v8jddvLJYyqch9GIESPcY6irNOda6n/u3LnukF5dP+2dd5K1pIvSa+ro/TRs2DB/lFO+QOSbIzfuOQlPQN5++2057rjj0t/U+pnHtGnT/N3KSWpEKgpE5quQiuZhpAdBBKs06/VicunXr5/br1OnTok7ubBVq1bu716ZVx8qXyDyzZEb95zUfEBWrlwpF110UfrkQX2P9+67767w5MGKJDEi2QLx7LMLIxUQ9fzzz7vHr169ejmvXKnv9QdveRXjmjJhEryVqwcVVEYQiHwbbLjnpOYCoodl6pN/cKy/nn3cv39/+fLLL/1d80paRLIFQl+FnH32uKzzsAouOnbuuef6o3L0yDvdTxcTzPWWV9wQkHDinpOaCcikSZPkwAMPTH8Dd+nSRd57L3UIqlWcI/Lhh6vl3XdX+jfHhl65Us8B0cfutdde88dp+pZX27Zt3eP85z//2R/HFm9hhRP3nBQ3IBqJk046Kf2NqxF56qmn/N3M4hiRl1/+SI499kE5/viRsb6g1FVXXeUeu6OPPrrslVT2v2dwRFLdunXl448/9sexFHyIfsstt/ijnPIFIt8cuXHPSXECom9L6YegwSJ5eky/HlFS1YtIVSROEQnioW9H6ZUJ46ykpESaNGniHruRI0f643LOOOMMt9/Pf/5zfxRLQTT1M6CFCxf646zyBaKiua5Dp28l6tuE+rlUmzZt3EoQXHtke9nv2QSpzoDoB+H6gbh+MB48qesH5vrBeXWKQ0Qy43Hzza9JEg48+vvf/+4eN12eIzjnpyL6lpeeG6SPry6smQTBiYR77bWXO/x56dKl7gcw/eFML86m/87at29f7msqCkSmiuZ6lJuuQaeh0s8p9QRP/eFP32ZGednv2QSproDoIbiZy48cf/zx7lDdYolyRJIYD6VvXenZ1Pq4/f73v/fH5ejaT7rfD3/4w5xvecVFTS5loq8O9S1DlJf/nkuAQgdET/o788wz09+celLgo48+6u9WFFGMSFLjEdB1z/Qx01cYFZ1AGtC3VHRpG933H//4hz+OJT3/ZcKECe7kWl1MUQ880PtAF1O8+uqr3QmXmfIFIt9cw7x8+XIZOHCgW1II5WW/5xKkUAHRf9D6U6P+w9f/Pz30UI+U0WVJalKUIpL0eASC9c/0B5FcNBy6X+uyJ9FveI++oIK46KZHvuW7OmgSERCpekD0pxT90DP4aVC3c845x713GhZRiAjx+J5+7+hbJvqY5VqNQL/3LmjfXgaV7fde2U/gKCw9bFqvCNmtWze58MIL/XHiERCpWkD0mH097DIIh36Ip29BhFGYI0I8tqeLaQbfl7lWJfj81Vflw7L9yl76ilTiCCXsOD3oRY+cRHkERGwB0SUn9FC/IBx6+KW+nRD2DzPDGBHiUTF96zNYVFOPMMqp7BWvaETOOMOfoAD0FWHjxo39mxOPgEjlAqLLR1x//fXptxf0Qzw9GkaP0oiKMEWEeOSmB1/oY6WHga/JtcSNnlCoRwlpRKZO9aeohK5du8r06dPd2mN6NVA9L0QP7b3uuuv8XROPgMiOB0QXsNNlt4NXHbp+kR6PH0VhiAjxyE+POtIVmo8ue6zG9+/vj8vTpU00IIceqm/e+1PsoBkzZriLtulJi3rOSceOHd1nnElbAXlHEBDJHxC9/sIJJ5yQDocuvz1lyhR/t8ipyYgQjx239O235R+77CLza9XStXD88ff0aL8WLVIRuesufwoUHAGR7AHRy4decskl7iI+OtefSPQMWD0yIy5qIiLEw+Cii1JhyHc29GOPpfZr1EjXf/enQEERENk+ILo8wq233ip77rmnu12vBHfZZZe590TjqJgRmTr1LWnX7i/Eo7J06Zs99kjFIdfim3qHduqU2q9fP38KFBQBkfIBmTx5shx88MHpt6v0WtRz5szxvyR2ihERXXW4YcODZb/9zpYhQ54lHpWll3PVMBx4oF5Mxp9+7z//kbKXzVL2k49eC9efAgVDQOT7gNSvXz8djtatW7slE5KkOiOi8dAj1vT/f+DAP/KBpIVGQ+OhEcl3bfCLL07td9JJ/gQoGAJS5t57702HQyMydOjQSl/5LC6qIyKZ8bj88suJR1Xo21caBj2pLdeKzjrTfXTfSZP8KVAQBERSyzfrk5ueDLhixQp/nDiFjAjxqAb6QbqGQT9Yz0UvvqT7HXCASEJ/IEL1SnxAJk6c6J7cdJkCPeoKKYWICPGoJnoor36+oZ9z5Lo8gL7lddBBqYiUPZ5AoSU6IPo2lX7WoU9wetQVyqtKRIhHNdOTCjUMxx+fOvIqm6efTu2nR3B99pk/Baok0QG56aab3BPcQWU/pVXHpWXjwBIR4lEEeki5nuuhcch3rZmTT07tN3CgPwGqJLEB0c869ij7qUyf5PTQXWRXmYgQjyLSBRY1DHr2ea5rzsyfL9KypciQIf4EqJLEBuSCCy5wT3K6cBry25GIEI8i0yXedd0rjcif/uRPgWqXyIDoeR/6RFirVi15//33/TGyyBUR4lFDXnghFRBdifejj/wpUK0SFxB9Yjv22GPdE92AAQP8MfKoKCLEo4bpZW81InpNEKCIEheQMWPGuCc6XaaZaxzbZEbk17/+NfGoaYsWpa5GqEdaAUWUqIDoxWH23Xdf92SnZ5/DLohIsBGPGvbGGyKvvurfClSrRAVk8ODB7snu8MMPz3mNaewYXepe788uXboQjzDTx+bJJ0VOP12kaVMpe8mY+vW000SeeCL3eSRADokJyLJly6ROnTruCU8vV4nCiNKlfBOp7FW3C4d+RpJt05DofkAlJSYgP/vZz1w8evbs6Y+A+OrdOxWJhg1TVylcvjx1udtPP02dRxKcjKj7AZWUiIC8/PLLLh677767LF682B8D8aSvtDUO9euLzJvnT1P0dp3rfi+95E+BnGIfkK1bt8pRRx3lAvKHP/zBHwPxdf75qTDceKM/KU/nut8vfuFPgJxiH5C//e1vLh7NmzeXdevW+WMgvlq3ToUh38my+ipE99OLVQGVEOuArF27Vvbee28XkIceesgfA/FWp04qDPmuBbJhQ2o/PZsdqIRYB+R3v/udi8cxxxwjpaWl/hiIt8oGpF49fwLkFNuAfPDBB+4MaT1b+g09yQpIGt7CQjWLbUBOPfVU9+rjvPPO80dAMuj3voYh3zLufIgOo1gG5Nlnn3XxqFf2kny5HvcOJNG0aakw6BpZHMaLahC7gOiVBdu0aeMCMiTfT15A3OmJsxoHPWFQTxzUEwj1RMIVK0R0NWVOJEQVxC4gw4cPd/Fo2bKlbNAPB4Ek00PXTz01FYlsW/fuLGUCk1gF5IsvvpAGDRq4gDyhi8QBSC2WqP8eNBRNmojUqpX6Vf973DgWU4RZrAKi16bQePzkJz/xRwCAAotNQGbNmiW77LKL2959911/DAAosNgERF916KsPfRUCAKh+sQjI+PHjXTz08w/9HAQAUP0iHxA90qpVq1YuILfffrs/BgBUk8gHRM/10HjouR96DggAoDgiHRA9y7x+/fouIHr2OQCgeCIdkPPPP9/FQ9e9AgAUV2QD8uabb7qVdnXFXV15FwBQXJEMyLZt29w1PvTVx8CBA/0xAKAIIhkQvbqgxkOvNqhXHQQAFF/kAqLXNdfrm2tA9HrnAICaEbmAXHvttS4eRx55pGzdutUfAwCKJFIBWbJkiey+++4uIDNmzPDHAIAiilRAevbs6eLRq1cvfwQAKLLIBGT69OkuHnXq1JFly5b5YwBAkUUiIFu2bJEjjjjCBWTw4MH+GABQAyIRkBtvvNHFY99995X1XHoTAEIhEgEJPjjXkAAAwiESAencubMLyI9//GN/BACoIZEIyKpVq9zFojQi48aN88cAgBoQiYCoO+64wwWkZcuW8u233/pjAECRRSYgmzdvlkMOOYTPQgAgJCITEPXcc8+5gNSrV08++eQTfwwAKKJIBUR1797dRaRv377+CABQRJELyIIFC9xFpPRiUq+//ro/BgAUSeQCoq688kr3KqRDhw5SWlrqjwEARRDJgJSUlEiTJk1cREaNGuWPAQBFEMmAqPvvv98FpFmzZvL111/7YwBANYtsQPRiUu3atXMRueaaa/wxAKCaRTYg6pVXXnEB2W233WTx4sX+GABQjSIdENW7d28XkR49evgjAEA1inxA9OJSepEpjciLL77ojwEA1STyAVF//OMfXUAOO+wwd/EpAED1i0VA9CJT++23n4vIffc96I8BANUgFgFRjz46Vho2bCeHH/5LKSlhtV4AqG6xCci2bdukd+/bpV27EXLrrSxxAgDVLTYBUfPmfSE/+tE/pGPHB2XJkjX+GABQQLEKiLr++lekQ4cHpH//5/wRAKCAYheQVau+lZ/85CEXkVde+cgfAwAKJHYBUaNGzXIB6dlznGzatNUfAwAKIJYB0WicddZYF5GHH57tjwEABRDLgKgZM5a5gOjbWatXc1gvABRabAOiLr/8WReRG298xR8BAKoo1gFZtGiNO6xXt/nzV/ljAEAVxDogatiw192rkEsumSzbtvlTAIBV7ANSUrJRTjpptIvIlClcMwQACiX2AVFjx85zATnttMdkwwZW6wWAQkhEQLZsKZU+fca7iNx//zv+GABgkIiAqDffXO4C0qnTKPn88/X+GABQSYkJiLryyqkuInqOCACgahIVkHXrNslbb30qpaUcjgUAVZWogAAACoeAAABMEhsQ/SwkWLF369ZSf5ye+7LdHsg3B4C4SHxAdJs8eYE/zhqCbLcH8s0BIC4ISNmmS7/ruSIVzX3Zbg/kmwNAXCQ+IOec86T7ddKkDyqc+7LdHsg3B4C4SHxApk1b4n49/fTHy129MFsIst0eyDcHgLhIfED0nJBgmZPx49/fbu7Ldnsg3xwA4iLxAVEvvLDY/e/u3R9NvwrJFoLg9nwbAMQdASmjr0J69069Cnn88fe2m2fyQ5FtA4C4IyD/R68Vov/drdsjsnHjlu3mgWy3B/LNASAuCMj/0VchvXo94W4bM2bOdvNAttsD+eYAEBcEJMPzzy9yt5188pgK5yrb7QF//s47n8mAAc/LT3/6sDvS6447ZnJRKwCxQEAyZL4KqWiust0e8Oe//vU/5dVXP3aX1l29+lsZPPglGTLkXxlfAQDRREA8zz67sKAB8X399XfuGu0AEHUExKOvQs4+e1zWebbbA/nmH39cIj16jPNvBoDISWxAaoq+hTVq1Cz/ZgCIHAJSRHqOyRVXPF/h8vEAEDUEpEgefXSu+0BdzzEBgDggIEXw3HML5eKLn5Zvv93sjwAgsghINXv77RXyy18+LevWbfJHABBpBKSade78cLnDgoONoACIOgICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAEwICADAhIAAAk/8PThjOrToJGLEAAAAASUVORK5CYII=)