| Product Number | 3H31-5-3Q |
| CAS | 206446-45-9 |
| MDL Number | MFCD16140331 |
| Molecular Formula | C8H12Cl2N2 |
| Molecular Weight | 207.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-3Q
CAS: 206446-45-9
Molecule Weight: 207.1
Formula: C8H12Cl2N2
PN: 3H31-1-7M
CAS: 1236861-67-8
Molecule Weight: 148.209
Formula: C9H12N2
![2-[2-(Methylamino)ethyl]pyridine](data:image/png;base64,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)
PN: 3H31-1-Q6
CAS: 5638-76-6
Molecule Weight: 136.198
Formula: C8H12N2
PN: 3H31-1-7N
CAS: 1236861-44-1
Molecule Weight: 148.209
Formula: C9H12N2
![2-[2-(Dimethylamino)ethyl]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAChsAAAobAGWF52NAAAB5XpUWHRtb2xTb3VyY2UAAHicfZRfb+MgDMC/isXzFUJIk7ZqOlWbTjpp28NtJ+1tooR2kRKYSPrv259Js65ce0mIbIx/BozJ/O5QV7DTrimtyQmnEQFtlC1Ks8nJn9efowm5W8wVOqGjaXLy0bafM8b2+z1VH7qWB2uosjU5jc8OTRn47AW1bsPiKOLs7enxpWNGpWlaaZRGqilnTWd8tEq23Sr+MwWrpduVhp3cWe12p2jvceRbRA9NQb73co9jS0RhXVYa1tbVsoVdHFFs0Q/YaKOdbHUBqyOaBU1w74v504NV21qbFlUfoVSyemndVqGhtpVWWwyGyq+HnNQcAdnaeumcPILXvFlykDFIATIBOQaZgsxATkBOQfIIP445rrSf5PX4qXGl8Az3/7zPmJo4JyNOhRAZ4JLxgZu9XsQ0TbPkS4SeJ0HgiCFTOhVoSilPO9H1EpriEYGgkzGKmArexR8nKEZ9EJRZdg7Wj2IG2DkFi/nKmuJChbLIyQr3611+63UT9+khYF2hHVacD+BdL4E4BHwyhwFxBSTDQBIC/qCGgXEI+GMdBtIQ8EVwBpa3gCwEfMkMA5MQ8AU2DExDoCvHYcKPB0fXl+8gw692fhthF8XCvu4Wqlf3jl1cSoa/osVfmdtmLIFsqA4AAEItSURBVHhe7d0HuBTl+ffxgCDFQhcFpViRv8GCKCii2COiGBSDIhhBJdhQFCVIAigWhIiFBESCIoIoioJGikYJQpCiQVQgCNKRJk16eV7v9R2ye8/unjlzZqft93Nd95V4mGd2dp6Z+Z0z5ZlfGQAAXPiV/gEAAE4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAPHJzp07zccff2y6detmLrroInPqqaeaKlWqmJIlS5qKFSuaE0880Vx++eWmV69e5tNPPzUHDhzQswB8x3aLbCIRIL/61a9Syi2v5lMYW7ZsMb179zbly5e3fX62kh3zmWeeMdu3b9ezBHIu19utbueWV/OBO5FY415tJF7Nx6m333478Vua/tzCVK1atcx7772nZw3kjB/brZ7eLa/mA3cisca92ki8mo8Tjz32mClWrFjK55UqVcq0atXKDBkyxHz11VdmzZo1Zvfu3WbdunVm7ty5ZtSoUebGG280Rx55pK/LClj82m6dTlcQr+YDdyKxxr3aSLyaT0FkJ9Sf1a5dO7N8+XI9aVo7duwwzz77rKlQoULOlxWw+Lnd6s9xy6v5wJ1IrHGvNhKv5pPNpEmTTPHixQ9+hvz/gQMH6skckd/wfvOb3+RsWQGL39utV/uiV/OBO5FY415tJF7NJxP5Dezoo49O+Yx+/frpyQpF7mp54IEH9I8BzwSx3Xq1L3o1H7gTiTXu1Ubi1Xwyef7551PmL7c9clsjwi6I7darfdGr+cCdSKxxrzYSr+aTzr59+0yNGjVS5i/3xQNhFtR269W+6NV84E4k1rhXG4lX80nn888/T5l33bp19SRA6AS13Xq1L3o1H7gTiTXu1Ubi1XzS6du3b8q8H3zwQT0JEDpBbbde7YtezQfuRGKNe7WReDWfdJo3b54y77feektPAoROUNutV/uiV/OBO5FY415tJF7NJ5169eqlzHv+/Pl6EiB0gtpuvdoXvZoP3InEGtcbiVflperVq6fM+4cfftCTAKET1Har90WvCv6KxBrXG4lX5aUyZcqkzHvXrl16EiB0gtpu9b7oVcFfkVjjeiPxqrxUunTplHn7tSMCRRHUdqv3Ra8K/orEGvdqI/FqPukEdSoAKIqgtluv9kWv5gN3IrHGvdpIvJpPOkFdjASKIqjt1qt90av5wJ1IrHGvNhKv5pPO1VdfnTLvMWPG6EmA0Alqu/VqX/RqPnAnEmvcq40k03yWLl1qhg8fbjp06GDOOeccU7NmzcS54bJly5ratWubli1bJt55sHfv3qS5pXr66adT5v3QQw/pSYDQCWq7zbQvFlZB8/Fi30Zm9jUeQgVtJE5lmo/+eaaSP/cXLlyYNMf/0UNC/N///Z+eBAidoLZbvW+5VdB89L9nqmz7NjKzr/EQ0p3tVqb56J9nKxn2Wt53oKUblG7KlCl6MiBUgtpu9X7lVkHz0f+erTLt28jMvsZDSHe0W5nmc+KJJ5q7777bjBw50syZM8esXr068crOlStXmo8++sjccMMNKe3uvffepLn+jx4W++KLL875sNhAUQWx3WbaFwuroPl4tW8jPfsaD6GCNhKnijKfXr16HWxXq1Yt/c8J8mKeqlWrpnyGvOKzKGRH7tKli/4x4Jkgttui7IvJvJiPk30b6blb4z7zYiMRRZnPhg0bDrY79NBD9T8fNHHixJRXgx5yyCFm8ODBejJH5M/pq666qtDLChSW39ttUfbFZF7Mx+m+DTt3a9xnXmwkoijz2bx588F28ttaNo899pjts2677TazYsUKPWlaO3fuNC+88IKpWLGio2WVFwDJAYA7SaB99tln5oMPPnC0bfi53erPccuL+RRm30Yqd2vcZ15sJKIo85E/6a12bdu21f9sI38WFytWLOXz5PbBG2+80QwdOtTMmzcv8dTvnj17zPr1681XX31lRo8ebW6++WZToUIFx8vasWPHg9PIy4AmT56sJ0Ee+vLLL82FF154cNtw+ppav7Zbp9MVxIv5FHbfxv+4W+M+82IjEYWZj+xsa9euNdOmTUvcQ279eX/UUUcl7i13Qh7KSrdTFabkXvVx48bpWSfITlyyZElbm2uuucYsWrRIT448IKePbr/99sQpKL1dfPvtt3rytHK93Qo9vVtu5uPFvo1fOFvjAXOzkaTjZD56muRq0qSJWbZsmW6S1ZYtWxK/1ZUvX942v2x1yimnmL/85S+JC5zZHH/88ba2UnIut2vXronPR/zJLxP9+/fPuJ0ddthh5scff9TNMsr1dqvbuVWY+ehpk8vNvg0CxEZPY1Xr1q3NggUL9OSOyflhOb308MMPJzZW2dEqVapkSpQokfhtT243vPLKKxPnoeW8tVNz5841p556qm15rZJzunLqYf/+/bopYkKucZx88sm2vreqWrVqZsKECbqZI7nabvUyulWY+ehprSrqvp3Psq/xPKQ3ruSSc8NyjvSnn37SzQIlF0jlXv7ki5e66tevX6gdHOEnBz05eOu+tqpUqVKme/fuZtu2bbppXtLrJ7nCum+HHQGSgfzGLndnyFAPshMeeeSRBze2Cy64wNFdLX6T2xE7deqU+O1Q7yBW3XTTTWb58uW6KSJk06ZNpnPnzmmvf1klYzwtWbJEN4WJ5r4dVgSIQ3JxTS4MWhvagAED9CShIXfKyNPE+qBilQwk17NnzwLPUyNcZNiRQYMGmcqVK9v61CoZ0+mTTz7RTZFFlPbtsCFACkHuKrE2MjklFHbvvPOOOeGEE2wHGatkDCQZiRThJ6Fw+umn2/rQKgkVCRcJGRRe1PbtsCBACkHOj1obmfwWHwUy7s8TTzxhjjjiCNtBxyr5s13GCUL4fP/99+b666+39ZlVchpLTmfJaS24F8V9OwwIkEKQndTayA4//HD9z6Emg8jdeuuttofErJJ74du3b5+4Px7BkwOanJ/X7yxPLrmA7tcbBOMuyvt2kAiQQnjjjTcObmRy62wUzZw50zRq1Mh2MLKqXLlypm/fvom/XBAMeQGSfld5csktu++//75uhiKIw74dBALEIXnZTPJOLacNouy1114zxx57rO3gZNVJJ51kxo8fr5shh2bMmGEaNmxo6wurJNz79euXeGgQ3onbvu2nvA8QeZL7jjvuMG+++WbiOoA8jbp9+/bETiqnc/75z3+a++67L3Fe1NrAypQpkzg3HXVymqRHjx5ZT5NcfvnljofAgDtr1qwz7drdlvH0ogxLIkNu8LKjwsnnfdsveR8gemctqGRnHjFihJ5NpMltjK1atbJ9V6vkQq28aKcwQ2GgYLt37zN//evEnw901/x8EDvOtt6l5OlvGRgRhafXZUEVx3071wiQNBtSppLfaCZNmqRnERvyKtMzzjjD9r2tOuaYU8ywYe+affsYFqWoPv54iWnefKQ57bTHTM2abUyFCmebEiX+d6dczZo1E6Pcwj29/WaruO/buZL3ASK/fcv1APlTV84/ywNFcheG/NYtY/7IAVXeifDuu+/mxROq8pTuSy+9ZKpUqZKygxUvfqgpV66eOfbYG0yLFi+amTNX6aZw4L//3WjuvHO8qV9/8ME6+eQuP4dzs5+3uxMSgx727t07MQYVioZ9O/fyPkCQngz18MADDxwcLkNOsVSteqk58cS7zZlnvpg48D344ESzciWj/TqxefNO88QTU02DBi+lhIdUvXpP/3xwu+3nYOn58/okmBEdBAiykjtUmjdvmTjFUqPGzYlTLskHv0aNXjYvvvi52b6dO4PSkdN9I0fOM02bvmILDqtuueUd88UXDCWO6CFA4Mg//znbXHnlU7aDn1VXXPGaGT9+oXHw0ru8MX36CtOy5WjburLq8stfM+PGsc4QXQQIHNu7d795/fWvzEUXDbMdDK1q23asmTv3B900ryxbttncd9+HtnVjlfzV9sIL/NWG6CNAUGibNu00ffr8K+35fKmzzx5sevT4p1m7Nr/erbBt227z7LP/Ng0bDrGtE6u6dJloVqzguhHigQCBa3JH0R13pN5RlFyNGw81L788J/G8Q5zt33/AjB0731x22XDbOrCqVau3zOefr9RNgUgjQFBkH320OPFMgz5oWiX/NnnyYt0sFr74Yo256aa3bd/ZqosvftW8+eY3iZAB4oYAgSfkr4yhQ78wF1zwd9tB1Krbbx9nFi7coJtG0urV20y3bh/ZvqNV55wzxPTtO81s2bJLNwVigwCBp9at2564/iHXQfRBVUqumzz++JTEdZQo2rlzrxk0aJY577yhtu9mVadOH5jFixn2BfFHgCAnvvpqrWnXbqzt4GqV3Mk1YsTcxJ1dUfGPfywyv/nNCNt3sapFi1FmypSluhkQWwQIckaeb3j//YXmyitfsx1srfrtb0ebadOW66Zp6bZS9977oZ6sQHoeBfnmm3Xm979/19bOqiZNhplXX/2P2bMnOmEIeIEAQc7J8w4DB8qLrF62HXytuueef5hVq7bqpil0G6tmzy7c8B+6fSZy/aJXr08z3q4sP5d/37hxh24K5AUCBL6RgHjooUm2A7FVchvsTz9lfhOint4qGQqkME9z6/bpyPzatMl8d1X79u+Zb79dr5sBeYUAge9mzVplfve7t2wHZalsz0roaZNr4sTv9OQZ6bbpyEOQejqpZs1eNxMmLNKTA3mJAEEg5LmIMWO+MZdc8urBg7NcWJdRazPRB/PkuvbaUY4vyOu26chfIHJ9xprm/POHmsGDZyfuwgLwCwIEgdq6dXfi+REZGkWebM9GH/jPPTd1yJBRo+bpJmnp+WTyww/bTP/+0xOjDa9Zs03/M5D3CBBEhj7wP/XU1JT/lr9msl1Dsej5AHCHAEFk6AO/3P2kn3yXu70KoucDwB0CBJGR7sAv1yWSfybXKuRp+GzSzQdA4REgiIx0B355xkSPgvvYY1NUy1Tp5gOg8AgQREamA//o0V+n/Fwe8Ms2FlWm+QAoHAIEkZHpwC+378ptvMn/dv/9E5Japso0HwCFQ4AgMrId+OVBQv3v8q6OdPR0ANwhQBAZ2Q786YYekdGA08k2HwDOESCIjIIO/DIMip5G3pao6WkAuEOAIDKcHPjvuuuDlGmuu+4Ns29f6hAnTuYDoGAECCLDyYFfXpmr34Yo7yRP5mQ+AApGgCAynB74u3f/OGU6eU5EnhexOJ0PgOwIEESG0wO/vHekYcPUgRblPeYWp/MBkB0BgsgozIH/mWempUzbuPFQs2HDL0OcFGY+ADIjQBAZhTnwb9q0M/Gu8uTpZch4UZj5AMiMAEFkFPbA//LLc1KmP+ecIWbp0k2Fng+A9AgQREZhD/zy9sDLL38tpU2XLhMLPR8A6REgiAw3B355ba5upwuAOwQIIsPNgV8eIpSHCXXbws4HgB0Bgshwe+CX4Ux0WzfzAZCKAEFkFOXALwMr6vZu5gPgfwgQREZRDvxz5qy2tXczHwD/Q4AgMop64L/33g9t83AzHwC/IEAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQxMp77y1IvDRq2LAvzf79B/Q/A/AQAYLYmD59RcoYV6+//pWeBICHCBDExt/+NislQLp2nawnAeAhAgSxMXDgzJQAefDBiXoSAB4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsUGAAP4iQBAbBAjgLwIEsfHiizPMWWf99WB16fKhngSAhwgQxMZf/vKhOeWUBw/W3Xe/oicB4CECBLHx1FOvm+rVf3uw2rd/Wk8CwEMECGKjd+8XTPnypx+sNm3u15MA8BABgth49NFepkSJIw7W9dffpCcB4CECBLHxxz/+0fzqV786WNddd52eBICHCBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDEBgEC+IsAQWwQIIC/CBDExgMPPJASIGeeeabZv3+/ngyARwgQxMbll1+eEiBWiEyZMkVPCsADBAhio127drYAsapVq1Zm6dKlugmAIiBAEBtbtmwx1atXt4WHVWXKlDE9evQw27dv100BuECAIHbGjRtnTjrpJFuAWHXssceaESNG6GYACokAQSzt3r3b9O3b1xx55JG2ALHqvPPOMzNnztRNAThEgCDW1q5da2677TZTvHhxW4BIyc9vvfVWs2bNGt0UQAEIEOSFOXPmmMaNG9sCxKojjjjCPPnkk4m/XAA4Q4Agr4wcOdLUqFHDFiBWnXDCCWbs2LG6GYA0CBDknR07dpiePXuasmXL2gLEqksuucTMmzdPNwWQhABB3lq+fLlp3bq1LTysKlGihOnUqZPZuHGjbgrAECCAmTp1qqlfv74tQKyqWLGief75583evXt1UyCvESDAz2TMrKFDh5qqVavaAsSqunXrmkmTJummQN4iQIAk8jR7165dzaGHHmoLEKuuueYas2jRIt0UyDsECJCGBIQEhQ4PqyRgJGgkcIB8RYAAWcgpKzl1pQPEKjnlJae+GDYe+YgAAQogF8/lIrpcTNcBYpVchJeL8UA+IUAAh+R2XrmtV27v1QFildwWLLcHA/mAAAEKSR4wlAcNdXhYJQ8oyoOK8sAiEGcECOCSDHkiQ5/oALFKhkwZNWqUbgbEBgECFIEMviiDMMpgjDpArJJBHGUwRyBuCBDAAzIcvAwLn23Y+Pbt2yeGlwfiggABPCQvqJIXVekAsUpecCUvumLYeMQBAQLkgLwyV16dqwPEKnnlrrx6F4gyAgTIke3bt5sePXqYMmXK2ALEqssuu8x8++23uikQCQQIkGNLly41rVq1soWHVfJcyT333GN+/PFH3RQINQIE8MmUKVPMGWecYQsQqypVqmQGDhxo9u3bp5sCoUSAAD6SMbOGDBliqlSpYgsQq0477TTz8ccf66ZA6BAgQAA2b95sunTpknXY+Ouuu84sXrxYNwVCgwABArRw4UJz1VVX2cLDqlKlSplu3bqZrVu36qZA4AgQIAQ+/PBDU6dOHVuAWHXMMceYV155xRw4cEA3BQJDgAAhsWfPHvPss8+a8uXL2wLEqgYNGpjp06frpkAgCBAgZNavX2/uvPNOc8ghh9gCRKpYsWKmTZs2ZuXKlbop4CsCBAipuXPnmosuusgWIFYddthhpnfv3mbnzp26KeALAgQIuTFjxpjatWvbAsSqWrVqmTfffFM3A3KOAAEiYNeuXebxxx83hx9+uC1ArLrwwgvNl19+qZsCOUOAABGyatUq07Zt28R1EB0gUnLd5Pbbbzfr1q3TTQHPESBABM2YMcOce+65tgCxSu7k6t+/f+LOLiBXCBAgouSZkFdffdVUq1bNFiBWnXLKKeaDDz7QTQFPECBAxG3bts1079498dS6DhCrrrzySrNgwQLdFCgSAgSIiSVLlpiWLVvawsOqkiVLms6dO5tNmzbppoArBAgQM5988ompV6+eLUCsqly5shk8eDDDxqPICBAghiQcBg0alAgLHSBWnX766YmwAdwiQIAYk9NVctpKTl/pALHq+uuvN99//71uChSIAAHywPz5880VV1xhCw+rSpcubR599FHz008/6aZARgQIkEfef/99c/LJJ9sCxKrq1aub4cOH62ZAWgQIkGfk4cJ+/fqZcuXK2QLEqoYNGyYeVgSyIUCAPCXDnXTo0CHrsPEybIoMnwKkQ4AAee6LL74wTZo0sQWIVTKAY58+fRIDOgLJCBAACaNHjzY1a9a0BYhVxx9/vHn77bd1M+QxAgTAQfJyql69eiVeVqUDxCoJmUmTJummyEMECACbFStWmJtvvtkWHlbJ9ZHFixfrZsgzBAiAjKZNm2YaNGhgCxApecEV8hsBAiArGTZ+2LBhtru1eF4EBAgAR4499tiUABk7dqyeBHmGAAHgyHHHHUeAIAUBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAsARAgQaAQLAEQIEGgECwBECBBoBAqBA33zzjSlRokRKgNx5551m//79elLkEQIEQEY//vijueeee2zhYdUZZ5xhpkyZopshTxAgAGz27dtnBg4caCpVqmQLjXTVqlUrs3TpUj0bxBwBAiDFRx99ZE477TRbSBRUpUuXNj169DA//fSTniViigABkPDdd9+ZFi1a2ILBqkMPPdR06dLFvPHGG+akk06y/btVxx57rHnttdf07BFDBAiQ57Zu3WoeeeQRU6pUKVsYWNWsWTOzcOHCg212795t+vbta8qVK2eb1qpGjRqZmTNnJn0S4oYAAfLUgQMHzLBhw8zRRx9tO/hbVadOHTNhwgTd9KC1a9ea9u3bm+LFi9vaShUrVszceuutZvXq1bopYoAAAfLQtGnTTIMGDWwHfKsqVKhgBgwYYPbu3aubpjVnzhzTuHFj23ysOuKII8wTTzyR+MsF8UGAAHlkxYoV5uabb7Yd4K065JBDTMeOHc2GDRt0U0dGjRplatSoYZuvVSeccAIPIMYIAQLkgZ07d5revXubww47zHZQt6pp06Zm7ty5ummh7dixw/Ts2dOULVvW9hlWXXzxxWbevHm6KSKGAAFibvTo0aZmzZq2g7hVtWvXNm+//bZuVmTLly83rVu3tn2eVfJwYqdOnVz/tYPgESBATH3xxRemSZMmtgO3VYcffrjp06eP2bVrl27qqc8++8zUr1/f9vlWVaxY0Tz//POOr7cgPAgQIGbWrVtnOnTokLieoQ/WUnJnVNu2bc2qVat005yRMbOGDh1qqlatalseq+rWrWsmTZqkmyLECBAgJvbs2WP69euX9dmMhg0bmhkzZuimvtmyZYvp2rVr4qFEvWxWNW/e3CxatEg3RQgRIEAMvP/+++bkk0+2HYytql69uhk+fLhuFhgJiGuuuca2nFZJwDz00EOJwEF4ESBAhM2fP99ceeWVtgOwVTI+1aOPPhra8akmT56cOHWll9sqOeUlp74YNj6cCBAggjZt2mQ6d+5sSpYsaTvoWnX99deb77//XjcNHbl4/sILLyQupuvvYJVchJ86dapuioARIECEyDDrgwYNMpUrV7YdZK06/fTTzSeffKKbht7GjRvNXXfdlfHdI1JyW/CyZct0UwSEAAEiQkKhXr16toOqVRIqEi4SMlH29ddfm0suucT2/aySBxTlQUV5YBHBIkCAkFu6dKW58ca2tgOpVXIaS05nyWmtOJEhT2ToE/19rZIhU0aOHKmbwUcECBBS27fvNs88M9pUq3axOeywWqZ4cfv1DrmAvmDBAt00NmTwxSeffDIxGKP+7lbJII6zZ8/WTeEDAgQImQMH5Lbchebii5/7+TfwP/wcIM1N+fJnmlKlqhw8aMotux988IFuGltr1qxJDAufadh4+fltt91mfvjhB90UOUSAACEyb95a067dWFO//mBz1lkDTZ063UzNmreYo45qag4//CRTqdLRpn///omHBvORvKDqvPPOswWIVUceeWTiRVcMG+8PAgQIgXXrtps//ekTc/bZgxPhYVW9ek+bE0+8x9So0dJ07tzHrF/PwINixIgRiVfn6gCxSl65O27cON0MHiNAgADt3r3PDB36hbnggr+nBEdytWs31HzzDbeuatu3S+j+yZQpU8YWIFZddtll5ttvv9VN4RECBAjIxx8vMc2bj7QFhlXyb5MnL9bNoCxdutS0atXKFh5WyXMl99xzj/nxxx91UxQRAQL47L//3WjuuGO8LTCsatx4qBkyZE7irxM4N2XKFHPmmWfaAsSqSpUqmYEDB0b+OZkwIUAAn2zatNP06fMv06DBS7bQsKpHj3+atWvDOW5VFMiYWUOGDDFVqvzvjjVdp5122s9//X2sm8IFAgTIsb1795vXX//KNG36ii0wrLrllnfM3LncguqVzZs3my5dumQdNr5FixZm8WJOERYFAQLk0LRpy03LlqNtgWHVFVe8ZsaPX5h49gPeW7hwoWnWrJktPKwqVaqUeeSRR8zWrVt1UzhAgAA5sGzZZnPffR/aAsOqRo1eNi+++LnZvj0/n+fw24QJE0ydOnVsAWLVMcccY4YNG/ZzkJPkhUGAAB7atm23efbZf5uGDYfYQsOqBx+caFau5EVJfpNh4wcMGGAqVKhgCxCrGjRoYKZPn66bIgMCBPDA/v0HzNix882ll75qCwyrWrV6y8yc6d97yJHe+vXrTceOHTO+M16qTZs2ZsWKFbopFAIEKKI5c1abm2562xYYVl188avmzTe/SYQMwmPu3LmmadOmtvCw6rDDDjO9e/c2O3fu1E3x/xEggEurV28zjzwy2RYYVp1zzhDTt+80s2XLLt001FauXJl498j48ePNK6+8kqjHH3888Q6Orl27JgY1lP+V/5afW9PI9NJO2kfJmDFjTO3atW0BYlWtWrXM6NGjdTMYAgQotJ0795q//W2WOe+8obbQsKpTpw/MkiXhfT+HPC8xZ84cM3z4cNOtW7fE62/lTYbysiZ9AHVTMh+Zn8xX5i+fI58X1neb79q1KxGGhx9+uO27WNWkSRPz5Zdf6qZ5jQABCuEf/1hkfvObEbbAsOq6694wU6Ys1c0CJwfuWbNmmWeeeSZxW6uMWqsPkH6UfK58viyHLE/YAmXVqlWmbdu2plixYrZll5LrJrfffrtZt26dbpqXCBBEhj5YS91774d6sgLpeTjxzTfrzO9//66trVVNmgwzr776H7NnT3gOiDL200svvWSuvvrqwAKjoJLlkuWT5QzTWFUzZswwDRs2tC2vVeXKlcvrYfUtBAgiQx+0rZo9u3B3Nun22WzYsN307PlJxuFH5Oe9en1qNm4Mx/u55YLvW2+9lXjKWh6S0wc+pyVPcMu5f6lGjRqZiy66yFxxxRWJ6x9WyX/Lz+XfrWmzPfldUMnyynLL8ofhwrU8EyKn3qpVq2ZbVqvy7cVeGgGCyNAHb6tkGJDCPP+l22cyceJ3WYdZb9/+PTN//nrdLBDTpk1LvJFPfjPWB7lsVb169UQQ3H333ea5554z//jHP8x3332nZ18o0l7mI/OT+cr85XP0Z2cr+R7yfeR7BW3btm2me/fuWQNZXi08f/583TT2CBBEhj6AJ5cc7J3SbdPZsWNvYlRcPa1Us2avmwkTFukmgZA7n84//3zbAS1Tyd1Gv//97xN3Tckw6H6Sz5PPlc/PdteTLvl+8j2DtmTJEtOyZUvb8llVsmRJ07lzZ7NpU3hvnvAaAYLI0Afy5Lr22lGJQQud0G3TkVtv9Wmr888fagYPnm127dqrJ/eVPFH9+uuvm1//+te2g5guOajJNYYgAqMgVqDI8sly6mXXJd9Xvrd8/yDJrcr16tWzLZ9VlStXNoMGDcqLYeMJEESGPvCfe27qcCGjRs3TTdLS88lkwIB/H5zmj3/82PzwwzY9ia+socqd/PYuv7XLuy/kqesokOWU5XXy15R8f1kPQd7BJeEgISFhoZfPKgkZCZs4I0AQGfrA/9RTU1P++5JLXjU//bRbN7PR88lG3lUedHCIf//73+bss8+2HaSS6+ijj048Of3999/r5pEiyy/fQ76P/o7JJetD1kuQ5HSVnLbK9heUnPaS019xRIAgMvSBX+580he5Bw6cqZvZ6PmE2dq1axPXDDI9lyB14oknJn4blofh4kS+j3wv+X76O1sl60XWj6ynIMkFdLmQrpfPqtKlSycuxMsF+TghQBAZ6Q78ck0i+WdynUL+asgm3XzCRk6RyF1M5cuXtx2MrDrjjDMSQ2zE/Vy7fD/5nvJ99TqwStaTrK+g14Xc0iu39urls0ruRpNbg+OCAEFkpDvwy/s0LrtseMrPH3tsimqZKt18wmT58uWmcePGtoOPVfIb+Xvvvaeb5QX53tn+IpH1JusvSPJwoTxkmO2WanlIUR5WjDoCBJGR6cA/evTXKT+Xu6cWL878VHOm+YTBO++8k/F9FTI6rIzXtHt3wdd54ky+v6wHWR96HUnJ+pP1GDQZ7kSGPck0bLycfpNhU2T4lKgiQBAZmQ78cvuu3Mab/G/33z8hqWWqTPMJkjx53alTJ9tBxqobbrjBLFu2TDfLa7I+ZL3odWWVrM8wPNEuAzDKQIx6+aySARwlEKN4DYsAQWRkO/DLg4T637/4Yk3KNBY9XdDkAmym5wqOO+44M3nyZN0ESWT9yHrS605K1mtYnhCX6zg1a9a0LaNVcnuyDC0fJQQIIiPbgV+GMmnTJvWlTu3ajU2ZxpJtPn779NNPM14ov/baa83GjRt1E6Qh60nWl16HUrJ+ZT2HgfxFJLcoZzr9JlW1alUze/Zs3TSUCBBERkEH/s8/X2mb5qOPFuvJbNME5c0330zc3qkPIPKzF154QU8OB2S9ZVqnsr7DQl6Xe/PNN9uW06qKFSvqJqFEgCAynBz477rrg5Rp5P0c+/alPrHsZD65NmDAAFO8eHHbgePUU081//nPf/TkKARZf7Ie9bqV9S3rPUymT59uGjRokHZZo4AAQWQ4OfAvXLjBnH126nTyPvJkTuaTKzJEeJcuXWwHDCl5EC1uD5oFRdZjpgf7ZP1LP4SFLMvDDz+csowyLH4UECCIDKcH/u7dP06ZTp4TkedFLE7nkwsdOnSwHdCk5P0aQQ8SGDeyPmW96nUtJf0QJjJmVvLyyZ1ZUUCAIDKcHvhXrdpqGjZMHWhx0KBZB//d6Xy89tBDD9kOZFKPPvqonhQekvWr17mU9EdYECBAjhXmwP/MM9NSppV3e8jbBUVh5uOVp556ynYAkwfMZKwn5J6s53QP9Em/hAEBAuRYYQ78mzbtTLynPHn6Pn3+lfi3wszHC/K+bz0YolwkHTVqlJ4UOSTrW9+4IP0i/RM0AgTIscIe+F9+eU7K9OecM8QsXbqp0PMpCrl1NN1vvvzlEQxZ77ovpH+CvsWXAAFyrLAH/p0795rLL38tpU2XLhMLPR+35syZk/aZhD59+uhJ4SNZ/7pPpJ+kv4JCgAA55ubAP2bMN7Z2unJBXjR0/PHH2w5UcgspgpfuVmrpr6DeZ06AADnm5sAvDxHKw4S6bWHnU1gtWrSwHaDatWsXqucP8pn0g/SH7iPptyAQIECOuT3wy3Amuq2b+TjVr18/24Gpfv36kRxtNc6kP6RfdF9J//mNAAFyrCgHfhlYUbd3M5+CfPbZZ7b3Y8tgfosX28fkQvCkX/RgltJ/0o9+IkCAHCvKgX/OnNW29m7mk40Mn1GjRo2UA4HcJvruu+/qSREi0j/6NmvpRz+HlSFAgBwr6oH/3ns/tM3DzXwyeeCBB1IOAlIPPvigngwhJP2k+0760y8ECJDHZATYEiVKpBwEGjVqxPhWESH9JP2V3H/Sn36NjEyAAHlq//79pmHDhikHADmP/vXXX+tJEWLSX/r6lfSr9G+uESBAnvrb3/6WsvNLyfDciB49rLqU9G+uESBAHvrhhx9sd/HUqlXLbN/+y8CNiBbpN+m/5P6U/pV+ziUCBMhD999/v+031vfff19PhgiR/tN9Kv2cSwQIkGfWrl1rypYtm7Lj//a3v9WTIYKkH5P7VfpZ+jtXCBAgz3Tt2jVlp5dRXRcuXKgnQwRJP+pRlKW/c4UAAfLIhg0bEjt58k7funVrPRkiTPpTH9Sl33OBAAHySPfu3VN2eHlREbftxov0p34BlfR7LhAgQJ6QIb/LlSuXssO3bNlST4YYkH5N7mfp91wM+U6AACGwe/c+s3DhBrN9+x79T57561//mrKzyzhKX375pZ4MMSD9qsfJkv73GgECBEzeg269++PSS181ixf/qCfxxLnnnpuys1911VV6EsSI9G9yf0v/e40AAQI2YsTclEESH398ip6kyObPn5+yo0uNGTNGT4YYkf7VfS7bgZcIECBgAwfOTAmQBx+cqCcpsm7duqXs6BUrVuRFUTEn/Sv9nNzvsh14iQABApbrAJFB9Y477riUHb1Tp056MsSQ9HNyv8t24OUgiwQIELBcB8ikSZNSdnKpGTNm6MkQQ9LPuu9le/AKAQIELNcB0rFjx5SdvE6dOnoSxJj0d3L/y/bgFQIECFiuA+Skk05K2cl79eqlJ0GMSX8n979sD14hQICA5TJAli9fnrKDS02bNk1PhhiT/tbbgGwXXiBAgIDlMkBeeeWVlB38iCOO4HW1eUb6W/o9eTuQ7cILBAgQsFwGyC233JKygzdr1kxPgjwg/Z68Hch24QUCBAhYLgOkevXqKTt4//799STIA9LvyduBbBdeIECAgOUqQOTdEMk7t9R//vMfPRnygPS73ha8eAcMAQIELFcBooeyqFChgjlw4ICeDHlA+l36P3l78GIoGwIECFiuAqRPnz4pO/f555+vJ0Eekf5P3h5k+ygqAgQIWK4CpG3btik792233aYnQR6R/k/eHmT7KCoCBAhYrgJED9/+9NNP60mQR6T/k7cHL4Z3J0CAgOUqQPTbB9999109CfKI9H/y9iDbR1ERIEDAchEga9asSdmxpRYsWKAnQx6R/tfbhGwnRUGAAAHLRYBMnTo1ZccuWbKk2bMnd6/LRfhJ/8t2kLxdyHZSFAQIELBcBMj48eNTduyjjz5aT4I8JNtB8nYh20lRECBAwHIRICNHjkzZsb0cgRXRpUdmlu2kKAgQIGC5CJCXXnopZcc+66yz9CTIQ7IdJG8Xsp0UBQECBCwXAaLHPrrwwgv1JMhDsh0kbxdFHRuNAAEClosA6dmzZ8qOffXVV+tJkIdkO0jeLmQ7KQoCBAhYLgKkS5cuKTt269at9STIQ7IdJG8Xsp0UBQECBCwXAfKHP/whZcdmGBMIPZyJbCdFQYAAActFgPAXCNLhL5BfECCIjVwECNdAkA7XQH5BgCA2chEg/fr1S9mxuQsLQt+FJdtJURAgQMByESCDBw9O2bF5DgRCPwci20lRECBAwHIRIDyJjnR4Ev0XBAhiIxcBwlhYSIexsH5BgCA2chEg6Ubj3bt3r54MeUT6n9F4f0GAIDZyESCrV69O2bGlFi5cqCdDHpH+19uEbCdFQYAAActFgAj9RsL33ntPT4I8Iv2fvD3wRkIgBnIVIOecc07Kzt23b189CfKI9H/y9iDbR1ERIEDAnnvuU/PrXz9xsDp3HqMnceWWW25J2bnbt2+vJ0Eekf5P3h5k+ygqAgQI2DPPvGNq1+5wsDp2HKgnceXxxx9P2bkbN26sJ0Eekf5P3h5k+ygqAgQIWJ8+L5ujjmp6sG69tYeexJW33norZeeuVKmSOXDggJ4MeUD6Xfo/eXuQ7aOoCBAgYH/+c19TtmzNg/W7392hJ3Fl/vz5KTu31Lx58/RkyAPS73pbkO2jqAgQIGB//OMfU3bC6667Tk/imn5w7LnnntOTIA9IvydvB149WEqAAAHLZYDcdNNNKfO+9tpr9STIA9LvyduBbBdeIECAgOUyQIYMGZIy7/Lly5t9+/bpyRBj0t/S78nbgWwXXiBAgIDlMkAWL16cMm+pWbNm6ckQY9LfehuQ7cILBAgQsFwGiKhVq1bK/J966ik9CWJM+ju5/2V78AoBAgQs1wGi34PNu0Hyi34HiGwPXiFAgIDlOkDGjRuXMn8pbufND+lu35XtwSsECBCwXAfInj17TJUqVVI+o2vXrnoyxJD0c3K/y3Yg24NXCBAgYLkOEHHvvfemfEb16tW5GyvmpH+ln5P7XbYDLxEgQMD8CJDZs2enfIbUxInejPqLcJL+1X0u24GXCBAgYH4EiKhbt27K53j1MBnCST9EKv3vNQIECJhfAaJv55TXmy5btkxPhhiQftWvr83F7dsECBAwvwJk1apVplSpUimf1alTJz0ZYkD6Nbmfpd+l/71GgAAB8ytAxB133JHyWaVLly7ye7ERLtKf0q/J/Sz9ngsECBAwPwNkyZIlpkSJEimf16VLFz0ZIkz6M7l/pb+l33OBAAEC5meAiLZt29p2+vXr1+vJEEHSj9Kfyf0r/Z0rBAgQML8DRF4kVLx48ZTPfOihh/RkiCDpx+R+lX724sVRmRAgQMD8DhBxww03pHzmoYcear799ls9GSJE+k/6MblfpZ9ziQABAhZEgMgYSfpaSNOmTfVkiBDpv+T+lP7N9ZhnBAgQsCACRHTu3Dnlc6VGjBihJ0MESL/pvpT+zTUCBAhYUAGydetWU61atZTPlndlb968WU+KEJP+kn5L7kfpV+nfXCNAgIAFFSDijTfeSPlsqbvuuktPhhCT/tJ9KP3qBwIECFiQASIuvfTSlM8vVqyYGT9+vJ4MIST9JP2V3H/Sn34hQICABR0gCxcutA1xUqlSJbN8+XI9KUJE+kf6KbnfpB+lP/1CgAABCzpAxDPPPJOyDFLnn3++2bt3r54UISD9Iv2j+0z60U8ECBCwMATIgQMHTLNmzWwHJN5cGE76TYNS0n/Sj34iQICAhSFAxIYNG8xxxx2Xsixyfv3999/XkyJA0h/6uof0m/Sf3wgQIGBhCRAxbdo02wOGclCYNWuWnhQBkH7QY11Jf0m/BYEAAQIWpgARTz/9dMrySFWpUsXXi7Owk/Uv/aD7RvorKAQIELCwBYicR5dl0AeqWrVq5eSlRCiYrHdZ/7pPpJ/8vu6RjAABAha2ABE7d+40TZo0sR2w6tWrZzZt2qQnRw7J+pb1rvtC+kf6KUgECBCwMAaIyHTgOu+88wgRn8h6lvWt+yAsQU6AAAELa4AIeT1q7dq1bQewX//615zOyjFZv7Ke9bqX/gjLa4gJECBgYQ4Q8d///jftxVs5J8+F9dyQ9Zrumof0g/RHWBAgQMB0gLRo0UJPErgvvvjCHHXUUWkPaNzi6y1Zn+kCW9a/9EOYECBAwNq1a5eyE5YrV85MmTJFTxY4+c033eksOWjwsKE3ZD3q5zykZL2H6S8PsXHjRtvdevJMShQQIIiNSy65xHbAkJLXkS5dulRPHig5957uwro8GS3DazB2ljuy3mT96SfMpWR9h+Wah5BlffHFF20DOUrJO9ijgABBbAwZMsS2I1pVunRp06NHD/PTTz/pZoGRFxilu8VXSu4YYhTfwpH1le5OKylZz2F6wddHH31kTjvtNNtyWnX88cfrJqFEgCBWZBTVChUq2HZIq4499ljz2muv6WaBkecP9OkLq+Q3U05pOSPrKd1v8lKyfoN+zsPy3XffJa7N6WW06pBDDkm8kz1MYZcNAYLY2b17dyJI5BqI3kGtatSokZk5c6ZuGgh5AlqG0dBjZ0nJqRh5U15UDih+k/Ui6yfdKStZn7Jeg3zC3CKvxX3kkUds74tJLhkFOGzXZwpCgCC21q5da9q3b584n6x3VuvgfOutt4bmvLgM5KdH8bVK3tU9YsQI3SSvyfrQ7zC3StZjUAMjJpPwGjZsWMbllKpTp46ZMGGCbhoJBAhib86cOeaCCy6w7bhWHXHEEeaJJ55I/OUSNBlKPN37RKy66KKLzPz583WzvCLfX9aDXjdWyfoLYkh2TQKsQYMGtuWzSk61DhgwINI3TBAgyBujRo0yNWrUsO3IVsmFy3feeUc385381iqn4A499FDbMkrJz+VOozAcJP0k31e+d7b1Iust6FNWK1asMDfffLNt+ayS6xwdO3aMRf8RIMgrO3bsMD179jRly5a17dhWXXzxxWbevHm6qe/kKepLL73UtnxWHXbYYaZLly5mzZo1ummsyPeT7ynfV68Dq2Q9Bf00v1yo79WrV9bllAvkX331lW4aWQQI8pLc8nnTTTfZdnCr5AJsp06dQvFb4htvvGGqVatmW0ar5BZluZC8bNky3TTS5PvI95Lvp7+zVbJeZP0EbfTo0aZmzZq25bNK/rp9++23dbPII0CQ1z777DNTv3592w5vVcWKFc3zzz8f+HlquYunc+fOae/UsqpkyZKJUJw0aZLZv3+/nkUkyHLL8sv3kO+jv6NVsh5kfch6CZIMiZLpWR4peRq+T58+ZteuXbppLBAgyHty0Pr73/9uqlatajsAWHXqqacmDmxBk1Nr8mR9pjvLrKpevXriesHXX3+tZxFKspyyvLLc+rskl3xv+f5Bn2Jct26d6dChQ+J6hl5GKbnDr23btrEfaZkAAf6/LVu2ZL1IK9W8eXOzaNEi3dR3cieSHKCy/UVi1VlnnWWefPLJxHMvQV9gtshyyPLIcsny6WXWJd9Tvm/Qd6Dt2bPH9OvXL+szRg0bNjQzZszQTWOJAAEUCYhrrrnGdmCwSgLmoYceSgRO0JYsWWLuvPPOrA+oJZcc+K699trEaTm//zqRz5PPlc/PdgBOLvle8v3kewZNnnY/+eSTbctolfz1NHz4cN0s1ggQIIPJkyebunXr2g4UVskpr6FDh4bieoM8DPnUU09lXd50JcN/yPhRt99+e+IW2Pfeey/xW77b7yTtpL3MR+Yn85X5ZxpmJFPJ95DvE4aHPOX7XHHFFbZltEou8j/66KOhGmfNLwQIkIVcPH/hhRcSF9P1gcMquQg/depU3TQws2fPNvfee2/ad2E4LTm3Ly9ikjr77LMTD+5ddtlliSf3rZL/lp/Lv1vTZrom4KRkeWW5ZfnDQF51e99992W9mH/99deb77//XjfNGwQI4IC8s0FuKc12zaF169ahupVWztePGzfO3HbbbWnfyheGkuWS5ZPllOUNg3379plBgwaZypUr25bXqtNPPz3xEqh8R4AAhSDn8TO9d0RKHlD885//nHhgMWwWL15sXn755cQtstnGZsplyefK58tyyPKEjYRCuve0WCWhMnjw4ETIgAABXBk7dqw54YQTbAcYq2TIlJEjR+pmofLNN9+YMWPGJMYBk6E35FSU04vbBZXMR+Yn85X5y+fI54WVXKRv2bKl7XtYJaex7r///sRpLfwPAQK4JIMvym2oMhijPuBY1bhx49Cc03fqhx9+MP/617/MxIkTzSuvvJIouaAtQ8A8/PDDiesf8r/y3/JzaxqZXtpJ+6jYtm2b6d69e9a72K688kqzYMEC3RSGAAGKTMZqkoNqpof75Odynj9KB9a4k+dQXn311axDxJxyyinmgw8+0E2RhAABPDJr1qyMr1SVOvLIIxMvOArDsPH5TB7yO/fcc239Y1X58uVN//79Q3NRP8wIEMBj8qIjeXWuPjBZdeKJJyaek4C/ZFgReZo93dsLpeQWZHluRYYpgTMECJAD27dvN3/6059MmTJlbAcqq+Q5ijBfWI4LGcjw8ccfTwxsqPvAqgsvvNB8+eWXuikKQIAAObR06VJz44032g5YVslzJffcc4/58ccfdVN4QO7+ql27tm29WyXPobz55pu6GRwiQAAfTJkyxZx55pm2A5hVMtTHwIEDeb7AI3Pnzs362lt56VPv3r0TL4GCewQI4BMZJ2rIkCFZhxg57bTTzEcffaSbwqH169cnBl/MNKSKXP9o06aNWblypW4KFwgQwGebN29OvKI127DxLVq0MN99951uigzkjqlnn302cQeVXpdWnXPOOWb69Om6KYqAAAECIu/wbtasme1AZ5U83PbII48E/ta9sPvwww9NnTp1bOvPqmOOOSbxoGNY3oUSJwQIELAJEyYUeAAcNmwYB0BFAviqq66yrS+rJIC7detGAOcQAQKEgAwbP2DAAFOhQgXbgdCqBg0amGnTpummeUdOAT7wwANZTwFed911oRysMW4IECBENmzYYDp27JjxIrCUDFC4YsUK3TT2nN6E8PHHH+umyBECBAghuQ21adOmtgOkVfl2G6rcBn3GGWfY1oNV3AYdDAIECLGCHoSrWbOmGT16tG4WG/IgZqtWrWzf2yoexAwWAQKEnJOhOJo0aRKroTjk/eI9evQocCiYb7/9VjeFjwgQICKcDAbYoUOHyA8GWNBglCeddFLiFbgIHgECRIwMR96wYUPbgdUqeRtgv379Ijcc+cyZMwscDr9v374Mhx8iBAgQUcOHDzfVq1e3HWitOvnkkyPxQiQnL+Rq3769Wbt2rW6KgBEgQITJtQJ5JWvp0qVtB16r5JWs8+fP100D5/SVwHPmzNFNERIECBADS5YsMddff73tAGxVyZIlTefOnc2mTZt000CMHTvWnHDCCbbltKpGjRpm1KhRuhlChgABYuSTTz4xp59+uu2AbFXlypXNoEGDAnteYt68eeaSSy6xLZdVZcuWNT179jQ7duzQTRFCBAgQMxIOEhISFvoAbVW9evUSYeOXjRs3mk6dOiWe29DLYlXr1q3N8uXLdVOEGAECxJScrpLTVnL6Sh+srWrZsmXi9FeuyBhfzz//vKlYsaLts62qX7+++eyzz3RTRAABAsTcggULEhfS9YHbKhm1Vi7Eb9u2TTctkkmTJpm6devaPs+qqlWrmqFDhybGuEI0ESBAnpBbeuXWXn0gt6patWqJW4OLOmz8okWLTPPmzW3zt0pG0e3atavZsmWLboqIIUCAPCIPF/bv3z/rm/vOPffcxMOKhSWBIMGQbZj1a665JhEwiAcCBMhDMtzJ7bffnnHYeBkuRYZNkeFTCiKnoORUlJyS0vOxSk5lTZ48WTdFxBEgQB6TARhlIEZ9wLdKBnCUgRxlQMd0pk6dmrgIrttZJRfP5SK6XExH/BAgABJDwteqVcsWAFbJkPIytLxFbreV2271dFbJ7bpy267cvov4IkAAJMjLqeQlVfKyKh0IVslfK3/4wx8SD/zpf7NKHhSUBwYRfwQIgBTyutw2bdrYgqGgkqFJZIgS5A8CBEBa06dPNw0aNLAFhS4ZDFEGRWSY9fxDgADISJ4JGTZsmDnmmGNswSHDrMsw7DIcO/ITAQKgQFu3bjU33HDDwfCoVKmSq2dFEC8ECADHVq9ebWbPnq1/jDxFgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAK/8PVMyvYYuzjXQAAAAASUVORK5CYII=)
PN: 3H32-1-N6
CAS: 6304-27-4
Molecule Weight: 150.225
Formula: C9H14N2
![Propyl[2-(pyridin-2-yl)ethyl]amine](data:image/png;base64,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)
PN: 3H31-1-D3
CAS: 55496-57-6
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3H32-1-98
CAS: 25877-30-9
Molecule Weight: 178.279
Formula: C11H18N2
Melting Point: 174-175 ℃
TSCA: Not listed on TSCA inventory
