| Product Number | 4H23-1-C4 |
| Purity | 95 % |
| CAS | 886360-68-5 |
| MDL Number | MFCD04973727 |
| Molecular Formula | C14H18N2O3 |
| Molecular Weight | 262.309 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-C4
CAS: 886360-68-5
Molecule Weight: 262.309
Formula: C14H18N2O3
PN: 4H23-1-Z2
CAS: 886361-48-4
Molecule Weight: 262.309
Formula: C14H18N2O3
PN: 4H15-1-4S
CAS: 241816-11-5
Molecule Weight: 190.246
Formula: C11H14N2O
![1-[5-(Trifluoromethyl)pyridin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-26
CAS: 406476-31-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
![Ethyl 1-[4-(aminomethyl)pyridin-2-yl]piperidine-4-carboxylate](data:image/png;base64,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)
PN: 4H58-1-0L
CAS: 912569-46-1
Molecule Weight: 263.341
Formula: C14H21N3O2
PN: 4H58-7-74
CAS: 874814-41-2
Molecule Weight: 336.74
Formula: C14H16ClF3N2O2
![Ethyl 1-[3-(trifluoromethyl)pyridin-2-yl]piperidine-4-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABrVAAAa1QGGxk9EAAACeHpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/iuXPw1euUUgVtao0qd2ktZP2bXLASZECroDc/v2OIUmBZMBFto/fx9ic4+P5wzHfor0uq8wUMeaEYaSLxKRZsYnx7/dnJ8QPi3kCIhAWVYw/6vpzRunhcCDJh87V0RQkMTlu+2fHKutpDpKYckMFY5z+eX15axgnK6paFYkGqspmVWN8MYmqm1n85xM0V+U+K2grp3m5b0f7K5h9GDlWKf5ayyP0LQFF62yr0dqUuarRXjACD/uGNrrQpap1ilYnMEviwtoX89cnk+xyXdRQtSNkidq+1eUuAUNutjrZwWBQ+f4U45wDoGqTL8tSnZCtWbPiSAmkJFIuUh5SPlIBUiFSEVKcwQv9HAQcFBwkHDQcRBxUHGQcdAJ0goMvttpO5v30qWFF6BH9PL/2/jEo7f1sb/itIsYOJ1LKAMFy4boUZ6Mgvh+4g1bfOMaNKS/fdc4ihxHPb9ucyQCjE0xOEMmbUT23QzISBJ3mWeRIwkJbusQXtvSIjLrtS79PImnLgAQNHxHhNhOCAXnXcBFcAJ9wvx3Yi3yJnJAImDF4l17du5ivTJF2qihLY7wCH1nJL72uxNn1GJky1SXsJjuAlXYB0QdsoIwDsg/YsBoH3D5gg/AKiHuAdwP441/w+4AN8HEg6AN2O4wDYR+wm2cciPpAs9XGCdvfc12zNScYfrPySUTczmwiRPjA5W2yuDLLu8zA621ymWAGjm+T0QQz8H2bvCaYgfvbZDfBhHf+wRQzCII2oU5sx2EUNAl4ghlu+tAm7AlG3GHuhg7t5Bl6OXKgenMc0c5ZReGEXvwDuRM5C88vA2sAAEgVSURBVHhe7d0J/A1l//9xO1nKUrayRki6719EIonizq2QFi20aaHSJiUVou72+67oTgjJ2iLRIslNqVRkJ9l32bJl9/n7jP85Zq7v4pwzZ77fOTOv5+Mxj9+duc6cM9f5fa/3mZlrySEAACQgh/kPAADEggABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAAEAJIQAAQAkhAABACSEAPG5HDlyRLeTiadsrPbu3Stvv/22tGnTRipWrCiFCxeWAgUKSPny5aVt27YydOhQ2b9/v/kyACGQvJYGnognFOIpG4uRI0dKqVKlHMdNbytTpox8+OGH5ssBBFxyWhp4Jp5QiKfsyfTt2zd6rLx580qnTp1k2rRpsnXrVuuKY9myZdK/f3+pXr160t4TQGrhr97n4gmFeMpm5pNPPoke54wzzpBffvnFLBJ14MABeeyxx1y/J4DUw1+9z8UTCvGUzcjBgwelXLly1jFy5swpkydPNoukq0+fPuY/AQi4xFsaZIl4QiGeshkZNWpU9BjNmjUzdwNAVOItDbJEPKEQT9mM3HrrrdFjaA8rAMhI4i0NskQ8oRBP2YzYH4ovWrTI3A0AUYm3NMgS9lCIZ0tUsWLFosfYuXOnuRsAohJvaZAlzGCIdUtUnjx5osc4fPiwuRsAohJvaZAl4gmFeMpmhCsQALFKvKVBlognFOIpm5Fq1apFj8EzEACZSbylQZaIJxTSKzt//nzp3r271KlTR4oXLy758+eXKlWqWCPLV69ebXv1cR06dIgeg15YADJz8lYJ2Sq9UMhIemXt/2Zup512msyaNct2BOc4kObNmzv2AYDdyVslZKv0QiEj6ZWtVauWPPvss9Y8VmvWrJF9+/ZZVyWXX365Ve6SSy6xHSHtSPRvvvnGsT8jOncWgHA5eauEbJVeKGQknrJr1661yp1yyinmLhk3blz0ODob7+zZs80iURo4jz/+eEzvCSBY+Kv3uXhCIZ6yGzdutMrpuh7psc/Gmy9fPrnvvvtk+vTpsm3bNms23hUrVljrhNSsWTPT99S5tJo2bSovvviiNfEigOBI/68evhFPKMRSVsd2/Pbbb9KyZUur3AsvvGAWiRoxYoSULFnScdz0trJly8pHH31kvtzSoEGDaLnKlSvLxx9/bBYBkKIybmngC7GEQsTJytr3n3nmmfL666+bRdLYs2eP/Pe//5VWrVpJhQoVpGDBgtEVCa+55hoZNmxYplcWumZI7ty5He/dpEkTmTdvnlkUQIpJv6VBINkbcR1xrg35Dz/8YBZLurlz50rjxo3TvL92JdYFqgCkJgIkZA4dOmSN/+jXr581LkSvDmJd88OtDz74QCpVquQIEh35rldC+rkApBYCJMS++OILqxHXQYZZRR/A6wP6woULO4KkRo0aMmnSJLM4AB8jQEJs7969VuOdXlder61fv17at29vjTWxB8lVV10lS5cuNYsD8CECJMT0F7822vpwPLvoM5h69eo5QkS7Des660zmCPgbARJwtWvXlgEDBli9nv7880+rV5V249VxGUWLFrUabB0ImJ2OHj1q9ebS7sD2INEuxIMGDZIjR46YLwHgAwRIwNkb5PQ27Ymlt7L8YPfu3dKjRw9rwkf7Z7zgggvk22+/NYsDyGYESMBpF1q9HaSNsPZ4yps3r5QpU0ZatGgh77//vi9/3eso97Zt26YJu3bt2qU7gzCA7EGAwLd0Isfzzz/fESL6wL9nz56+uWoCwowAga/p1Cs6Ev700093BInOGKxTrQDIPgQIUsKOHTvkwQcftG7B2YNE59r65ZdfzOIAsgABgpSyePFia6Ere4jkypVL7rjjDtm0aZNZHICHCBCkpIkTJ8o555zjCJJTTz2VaeOBLESAIGXpYlavvPKKtTSvPUh0zffx48ebxQEkGQGClPfHH39Ix44d00wbr8v2Lly40CwOIEkIEASGLr3bqFEjR4jotPH333+/tZIigOQiQBA4o0ePtub3sgdJiRIlrCnsmTYeSB4CBIH0119/Se/evaVQoUKOINE13L/++muzOIAEECAItLVr18rNN9/sCBHdWrduLcuWLTOLA4gDAYJQmDFjhrVwlj1EdNLGJ554Qnbt2mUWBxADAgShodPGDxkyREqXLu0IEv1v/XfdDyB2BAhCR6849MrDnDb+wgsvtK5UAMSGAEFo6TOQVq1apXk+os9M9NkJgMwRIAg97ZWlvbPsIaJrtfft29csCsCGAAGO0fEhOk4kssyvbpUrVzaLAbAhQACbOXPmRAOkWbNm5m4ANgQIYLNq1apogFx33XXmbgA2BAhgQ4AAsSNAABsCBIgdAQLYECBA7AgQwIYAAWJHgAA2BAgQOwIEsCFAgNgRIIANAQLEjgABbAgQIHYECGBDgACxI0AAGwIEiB0BAtgQIEDsCBDAhgABYkeAADYECBA7AgSwIUCA2BEggA0BAsSOAAFsCBAgdgQIYEOAALEjQAAbAgSIHQEC2BAgQOwIEMCGAAFiR4AANgQIEDsCBLAhQIDYESCAzYZjAfJ/x8JDt24ECJApAgSw2XksQF44Fh66fUKAAJkiQACbQ8cCZOWx8NDtDwIEyBQBAtgdCxA5Fh7WRoAAmSJAADsCBIgZAQLYESBAzAgQwI4AAWJGgAB2BAgQMwIEsCNAgJgRIIAdAQLEjAAB7AgQIGYECGBHgAAxI0AAOwIEiBkBAtgRIEDMCBDAjgABYkaAAHYECBAzAgSwI0CAmBEggB0BAsSMAAHsCBAgZgQIYEeAADEjQAA7AgSIGQEC2BEgQMwIEMCOAAFiRoAAdgQIEDMCBLDbvPlEgLRvb+4FYEOAAKaePUUuv1xk7lxzDwAbAgQAkBACBACQEAIEAJAQAgQAkBACBACQEAIEAJAQAgQAkBACBNi3T2TQIJFrrhGpWFGkUCGRggWP/+/WrUXeeed4GaQOvtMsQYAg3D75ROTMM0+MPs9o0zJaFv7Hd5plcpj/AITGm2+K5Mx5vDHJm1fk4YdFfv5ZZNcukd27RWbNEunaVSRfvuNlcuU6/hr4F99pliJAEE5ff3288dBGpGhRkZkzzRIn/PKLSLFiJxqcKVPMEvADvtMsR4AgfI4cEalS5cStjHHjzBJpffrpifJVqx4/BvyD7zRbECAIn48+OtFwNGxo7s1Yo0YnXqfHgH/wnWYLAgThc8cdJxoN7Y0TKy0beV3HjuZeZCe+02xBgCB8zj33RKMxb565N2NaNvK6mjXNvchOfKfZggBB+BQvfqLR+PNPc2/Gduw48boSJcy9yE58p9mCAEH45MlzotE4fNjcm7FDh068To8B/+A7zRYECMKHX6vBw3eaLQgQhA/3y1ODNu7vvy+yeLG5Jy2+02xBgCB8ktFj5847zb1IFr0FpXV9xhnH6/r004/fasoM32m2IEAQPowZ8K///U/k738/Uc+6lSt38ucafKfZggBB+GhjZB+1HMuEehMmnCjPqOXkW7lS5LrrnMGh2/XXi6xZY5ZOi+80WxAgCKfJk53zJv30k1niBJ2AL/KQVl+jcy4hOfbsEXnqKZECBZzBoVch06aZpTPHd5rlCBCE1xtvnJi5VWdn1ZlbdZI9nbVVG7bZs50zt2pZfU1G9Ffwhx9mPokfThg+PO206/rcQ59LJHo1kOzvFJkiQBBusa4dUbbsySfo+/e/T5TXWy+rVpkloDRg69d31q9Ovf7II/F1wc1IMr9TZCqH+Q9A6OjKdAMHHl+prkKF4yvXnXLK8f/dqpXIgAEif/1lviqtfv2cDZQe45lnRPbuNUuG04YNIrfeeuIKIbK1aCHy229maXeS9Z0iUwQIkEzaMGm3U3sDedZZx8czhNWBAyLPPy9SpIizXqpXF/niC7M0UggBAiSbDoDTe+96W8beYF58ceYPdoPo449FKld21oM+4NbbfQcPmqWRYggQwCtLlohceaWz8dQeP7fdJrJxo1k6WHSEd5MmznPPnVvknntEtmwxSyNFESCA1z7/XKRaNWdjqrdz/vWv47d3gmTrVpFOnZyTG+rWuLHI3Llm6fjt3y/Sp49IyZIiN91k7kUWI0CArKC3a1577fjtG3vDevbZgegJdPjQIZn9+uvye2Sd8chWqdLxrs3J8MEHx49nP/727WYpZCECBMhKevvmrruO386xN4RNm4osWGCWTgmTJk2SS2vUkI7HzuOjY9s+PZ/ChUX69j1+xeDWnDnHr2Ds9aVXOD16mCWRxQgQIDv8+qvIpZembRQ7dxbZts0s7UtLly6Vli1bHvvoOayt/rGtT86csrJ9e5H1683i8dOwvfvutGGrz1bmzzdLIxsQIEB2GjtWpGJFZwOpU2y8+ebJZ6DNJjt37pSuXbtKvnz5ouGhW9N69WTpDz+YxeOnt/u0l5Z5u097c2mvLvgGAQJkNx30pg+GCxVyNpi6xoXO7+QTR44ckUGDBknJkiUdwVG2bFkZNmyYHD161HxJ/HRciI4PsdeDdjjQcSRB63AQAAQI4Bfr1oncckvakdpXXy3y++9m6Sw1ffp0ueCCCxzBkT9/funRo4fs1nmm3NKR6Doi3X7eWg86cl1HsMOXCBDAb77/XqRuXWdjmi+fHOnWTQ7t3GmW9tTq1aulXbt2juDQrW3btrJixQqzePx07iudA8scdKlzZYVt0GUKIkAAP9LbQUOHipQpE21U5x3b+pUqJZ8PHmzdTvLS3r17pWfPnnLKKac4guP888+XqVOnmsXjp5/fvupgZNNpX3SWXqQEAgTwM7091L277MyfX0Yfa2BvPbaVPLbVrl1bvvvuO7N0UowYMULKlSvnCI7TTz9d/vvf/8rhk60MGIv0Vh3U9UCefvr4lOtIGQQIkAL2L18uI9u0kTq2Rl23G2+8UdbEsmJfDH755Rdp0KCB4/h58+aVBx98UHbo/F5uZbTqoP6b7kPKIUCAFPK/KVOkVq1ajka+YMGC0qtXL/krwenJN23aJLfffrvkypXLcdzmzZvL4sWLzeJxO3TsqmKPXl2kt+qgXo0gZREgQIrR20hvvfWWlChRwtHgly9fXkaNGmUWz9CBAwfkxRdflFNPPdVxnHPOOUcmTpxoFk/IhOHDpc9ZZ8k39uBwu+ogfIMAAVLU9u3bpUuXLtZtJnsANGzYUGbpmt+ZGD9+vFSpUsXxutNOO01eeeUVOZiEadZ/+uknqV+/vnXcFse2fse2FclcdRC+QIAAKW7RokXSrFkzRxjo7ag777xTNm/e7Ci7cOFCufzyyx1lc+fOLR07dpQ//vjDUTYRGzZskNtuu01y5swZPX6FY1v/Fi1kT7JXHUS2I0CAgJgwYYJUrVrVEQ56e+qll16SjRs3yv333y958uRx7G/UqJHMnj3bPFTc9HbY888/L0WKFHEcv1q1avIFqw4GFgECBIg25BoYejvKvMqw/3eFChVkzJgx5ssT8vHHH0vlypUdxy9atKi89tprSbkdBv8iQIAA0ltXegvL7FmlQaJXIvt0/i2X5s+fL02aNElz/Lvvvlu2sOpgKBAgQIDpw3Rz8kN96K4P3/UhfCK2bt0qnTt3TnM7rHHjxjJH1+5AaBAgQAho917t5mtv8LUbsE6GGOttpkOHDskbb7whxYoVcxynUqVK8oGuFojQIUCAkNCBhjrgUAce2gOguk6ffhJfffWV1KhRw/G6woULS58+fWR/MlYdREoiQICQ0alPbrrppmgQFNJ1SDKgqw5eddVVjuDQLrrt27eXdTr9PEKNAAFCKjLTrg4oNOmqg4899liaVQfr1asnPyRj1UEEAgEChJTegtJQ0FtTETpN/ODBg6VUqVKO4EjqqoMIDAIECCkzQL799tt0Vx188sknk7PqIAKHAAFCKhIgegsrvVUHr7nmmuSsOojAIkCAkIoEiDnYUKeL/+abb8ziQBoECBBS5vQmSV11EKFAgAAhFbny0G65uupgoiPTEV4ECBBSkQGFZ599trkLiAkBAoSU2QsLiBcBAoQUAQK3CBAgpAgQuEWAACFFgMAtAgQIKQIEbhEgQEgRIHCLAAFCigCBWwQIEFIECNwiQICQIkDgFgEChBQBArcIECCkCBC4RYAAIUWAwC0CBAgpAgRuESBASBEgcIsAAUKKAIFbBAgQUgQI3CJAgJAiQOAWAQKEFAECtwgQIKQIELhFgAAhRYDALQIECCkCBG4RIEBIESBwiwABQooAgVsECBBSBAjcIkCAkCJA4BYBAoQUAQK3CBAgpAgQuEWAACFFgMAtAgQIKQIEbhEgQEgRIHCLAAFCigCBWwQIEFIECNwiQICQIkDgFgEChBQBArcIECCkCBC4RYAAIUWAwC0CBAgpAgRuESBASBEgcIsAAUKKAIFbBAgQUgQI3CJAgJAiQOAWAQKEFAECtwgQIKQIELhFgAAhRYDALQIECCkCBG4RIEBIESBwiwABQooAgVsECBBSBAjcIkCAkCJA4BYBAoQUAQK3CBAgpAgQuEWAACFFgMAtAgQIKQIEbhEgQEgRIHCLAAFCigCBWwQIEFIECNwiQICQIkDgFgEChND8+fMlZ86cVoDkz59fVq5caRYBTooAAUJk27Zt0rlzZ8mTJ48VHpGtQIEC8tRTT8mePXvMlwAZIkCAEDh06JC88cYbUrx4cUdwRK5CItuZZ54pw4cPN18OpIsAAQLuq6++knPPPdcRFIUKFZI+ffrIpk2b5NFHH5V8+fI59tevX19mzpxpHgpwIECAgPr999/l6quvTnPFccstt8i6descZX/77Tdp0aJFmrK33nqrbNiwwVEWiCBAgIDZuXOndOvWLc1VRd26deWHH34wizt88cUXUr16dcfrihQpIs8995zs37/fLI6QI0CAgDhy5IgMHjxYSpUq5QiAMmXKyNChQ+Xo0aPmS9J18OBB+fe//y3FihVzHKdy5cry8ccfm8URYgQIEADffvut1K5d29Hga/fcJ598Unbv3m0Wj8mWLVvknnvukdy5czuO26RJE5k3b55ZHCFEgAApbM2aNXLjjTc6GnjdrrnmGlm+fLlZPCFz586Vxo0bO46v3YA7deokW7duNYsjRAgQIAX99ddf0qtXLylYsKCjYa9Vq5Z88803ZvGk+PDDD6VSpUqO99PbXK+//rrVTRjhQ4AAKWbkyJFSvnx5R0NeokQJeeutt+Tw4cNm8aTSB+l9+/aNToMS2XQ6lEmTJpnFEXAECJAiZs2aJQ0bNnQ03Hnz5pUuXbrI9u3bzeKeWr9+vXTo0CHNQMSWLVvK0qVLzeIIKAIE8LnNmzfLHXfcIbly5XI01s2aNZNFixaZxbPUjz/+KPXq1XN8Lu0+3LVrV6s7MYKNAAF86sCBA/LSSy/Jqaee6migq1atKhMmTDCLZxvtHjxs2DApW7as43OWLFlSBg0aZHUvRjARIIAPffrpp1ZQ2Bvk0047TV5++WVrnIYfaXfhHj16WN2H7Z/7ggsukOnTp5vFEQAECOAjekvqiiuucDTAeuvqzjvvtG5lpYIVK1ZI27ZtHeegW7t27WT16tVmcaQwAgTwAX0I/sADD6SZZv2SSy6xHp6noqlTp8r555/vOJ9TTjlFevbsKXv37jWLIwURIEA20m63/fv3t7rh2hta7aY7atQos3jK0fN7++235fTTT3ecX7ly5WTEiBFmcaQYAgTIJlOmTJHzzjvP0bDqwEAdIKgDBYNkx44d8tBDD1ndju3n26BBA/n555/N4kgRBAiQxXSKkTZt2jgaUt1uuukma2qSIFu8eLE0b97ccd76jOf222+31iZBaiFAgCyya9cu6d69e5peSnXq1JHvvvvOLB5oEydOlHPOOcdRD9pd+YUXXrC6LyM1ECCAx3SchE6nrtOq2xvM0qVLy7vvvhvzNOtBo92RX3nlFat7sr1eqlSpIuPHjzeLw4cIEMBD33//vVx44YWOBlJHaj/++OOM1P7//vjjD+nYsWOaaeMvv/xyWbhwoVkcPkKAAB5Yu3attXSsvUHUTZeY1aVmkdbs2bOlUaNGjvrSbs3333+/bNu2zSwOHyBAgCTat2+fPPvss1KoUCFHQ3juuefK5MmTzeJIx5gxY6RChQqO+itevLj069ePaeN9hgABkmTs2LFSsWLFNA3fm2++ScMXp4yCuGbNmvL111+bxZFNCBDApV9//VUuvfTSNLde7rvvPm69uKS3Am+++WZH3erWqlUrWbZsmVkcWYwAARKkD3/vuuuuNA9/mzZtKgsWLDCLw4UZM2Zk2BlBu0cjexAgQJy0++mrr74qRYsWdTRoZ599tnzyySdmcSSJdnceMmSI1f3ZXu9h7w6dnQgQIA6fffaZVKtWzdGAFSlShAFwWUivOJ544ol0B2TqlQqyDgECxGDJkiXyj3/8w9FgRabg2Lhxo1kcWUCfgbRu3drxneimz0z02Qm8R4AAmchoEsCLL76YSQB9QntlpTcpZe/evQM3KaXfECBAOjKbhvz99983iyObZTQtvo4nGT16tFkcSUKAAAZ9IHvmmWc6GiJdCOmZZ55hISSf027T6S3MpR0c/LSOfFAQIICNTilub3h0u+GGG2TVqlVmUfiYzqGlc2nZv0ftbo3kIkAAm6VLl0YbHO2mO336dLMIUojO6lugQIHod3rkyBGzCFwgQAAbvdKINDbXXnutuRspqG7dugSIRwgQwMYeINddd525GymoXr16BIhHCBDAhgAJHgLEOwQIYEOABA8B4h0CBLAhQIKHAPEOAQLYECDBQ4B4hwABbAiQ4CFAvEOAADYESPAQIN4hQAAbAiR4CBDvECCADQESPASIdwgQwIYACR4CxDsECGBDgAQPAeIdAgSwIUCChwDxDgEC2BAgwUOAeIcAAWwIkOAhQLxDgAA2BEjwECDeIUAAGwIkeAgQ7xAggA0BEjwEiHcIEMCGAAkeAsQ7BAhgQ4AEDwHiHQIEsCFAgocA8Q4BAtgQIMFDgHiHAAFsCJDgIUC8Q4AANgRI8BAg3iFAABsCJHgIEO8QIIANARI8BIh3CBDAhgAJHgLEOwQIYEOABA8B4h0CBLAhQIKHAPEOAQLYECDBQ4B4hwABbAiQ4CFAvEOAADYESPAQIN4hQAAbAiR4CBDvECCADQESPASIdwgQwIYACR4CxDsECGBDgAQPAeIdAgSwIUCChwDxDgEC2BAgwUOAeIcAAWwIkOAhQLxDgAA2BEjwECDeIUAAGwIkeAgQ7xAggA0BEjwEiHcIEMCGAAkeAsQ7BAhgQ4AEDwHiHQIEsCFAgocA8Q4BAtgQIMFDgHiHAAFsCJDgIUC8Q4AANgRI8BAg3iFAABsCJHgIEO8QIIANARI8BIh3CBDAhgAJHgLEOwQIYEOABA8B4h0CBLAhQIKHAPEOAQLYECDBQ4B4hwABbAiQ4CFAvEOAADYESPAQIN4hQAAbAiR4CBDvECCADQESPASIdwgQwIYACR4CxDsECGBDgAQPAeIdAgSwIUCChwDxDgEC2BAgwUOAeIcAAWwIkOAhQLxDgAA2BEjwECDeIUAAG3uAXHvtteZupKC6desSIB4hQACbpUuXRhubokWLyrRp08wiSCGffPKJFChQgADxCAEC2GzevDna2ES266+/3royQepYsGCBNG3a1PE95s6d2ywGlwgQwDBkyBA566yzHI2P/op9+umnZc+ePWZx+Mi2bdvkvvvukzx58ji+vypVqsjEiRPN4nCJAAHSobc63nnnHTnjjDMcDZEGy/Dhw83iyGaHDh2SN998U4oXL+74vipWrChjxowxiyNJCBAgE3/++ac88sgjkjdvXkfDVL9+ffnpp5/M4sgGkydPlpo1azq+n0KFCsmzzz4r+/btM4sjiQgQIAZLliyRFi1aOBqpnDlzym233SYbNmwwiyMLLFu2TFq1auX4TnS75ZZbZO3atWZxeIAAAeLw+eefS7Vq1RwNVpEiReT555+XAwcOmMXhgV27dsnjjz8u+fLlc3wPF154oXz//fdmcXiIAAHidPDgQXnttdesbr72Buzss8+Wjz/+2CyOJDl69Ki8++67Urp0aUe9lylTxur4oPuRtQgQIEFbtmyRu+++2+oeam/QmjRpIvPnzzeLw4XvvvtO6tSp46jn/PnzS/fu3a0rEmQPAgRwac6cOdK4cWNH46bdSDt37ixbt241iyMOa9askZtuuslRt7q1bt1ali9fbhZHFiNAgCT54IMPrG6j9oZOu5W+8cYbVjdTxO6vv/6S3r17S8GCBR31ed5558mUKVPM4sgmBAiQRNpttE+fPlK4cGFHw1ejRg356quvzOJIx+jRo6V8+fKO+itRooT0799fDh8+bBZHNiJAAA+sW7dO2rdvb3X1tTeE119/r6xcudEsjmNmz54jl1xyiaO+9FbgAw88INu3bzeLwwcIEMBDP/zwQ3Q22Pz5z5Azzmgs1at3kf/8Z4bs2UO3X7Vt2x7p2vUtKVrUORjwiiuukEWLFpnF4SMECOAx7V46bNh7Uq1aUylXrp3UrPms1K494FgD+Z6MH79EjhwJZ/fTQ4eOyHvvzZVGjQZKlSr3ScmSl0mBAqWkatWq8umnn5rF4UMECJBF9uz5S159daLUrz/ICpDIdsstH8mvv4brttb06aulTZvR0To477y+cu65d8jrrw9lQGYKIUCALLZu3U557LGvHCGi25NPTpGNG3ebxQNlxYodct99nznO+8IL35Hevf8nW7YwniPVECBANvn55/Vyww0fOBrTBg0Gy4ABv8j+/cHq9rtz5355+eUZUq/eQMf53nnneFm0aItZHCmCAAGykT7/+PDDhdKkyTBHw/rPf46QL7/83SyecvT8PvgguOcXdgQI4AP6C/2VV4L1Cz1MV1hhRYAAPrJyZcbPCLZt+8ss7kuZPePZtCnYz3jChgABfMjspaRbo0ZDZNiwOXLw4BGzuC/s3XtQ+vf/iV5mIUKAAD4VGSdx6aVDHA1y69ajZNq0VWbxbKOzqE+Y8Js0bz7c8TnDPs4lDAgQwOf01tWzz06zbmXZG+jOnT+T5cuzd4qPefM2S4cO4xyf66KLBsrrr//ISPsQIECAFLFkyRbp2HG8o7GuW3egvPTSDOshfFbavHmPPP30N1KnzonPotvDD38pa9bsNIsjoAgQIMVMmrRMWrYc4Wi4tZvs2LEL071dZC+nzycyG6xoL5ueAwcOy6BBs6Rhw8GOstddN1Z+/JF1yMOGAAFSkHaDfeedWVa3WHtDrr21TPb9uvXqNdUsEnWyAOnUaaKjzGWXDZXRo+fL4cP+fLAPbxEgQArTbrE9ekyJNuh33DHeLJImQPRZSkbPTk4WIDoAUPfprbMXXvhW/vxzn1kEIUKAAAGgD7N1gF56zx/MANGta9dJZjHLyQJEBzXqlU9GAYRwIUCAgLOHgv2h94IFm82iJw0QwI4AAQLOHgrduk2O/u97751gFiVAEBcCBAg4eyjorSf7eBKz5xQBgngQIEDAmaHQvfvX0f9u3/5jayR5RmWBzBAgQMCZoaATNtqvQiZPXp5hWSAzBAh8bcDdOWLekL70QuGpp050/b3mmjHRAYjplQUywl8dfM0Micw2pC+9UFi9+k/HVci4cYszLAtkhL86+BoB4V5GofDMM1Oj/37lle9b05RkVBZID3+V8DUCxL2MQmHt2p3WiPLIvuHD52ZYFkgPf5XwNQLEvcxCQefOiuwz1y0HToa/SvgaAeJeZqGwfv2uNOuwZ1QWMPFXCV8jQNw7WSj07TstTXhkVBaw468SvkaAuHeyUND1QXQVQQIE8eKvEr5mD5DMNmQsllB4/vlvCRDEjb88+JoZFBltyFgsoaBL1OpqhbGUBSL4y4OvERKAf/FXCV8jQAD/4q8SvkaAAP7FXyV8jQAB/Iu/SvgaAQL4F3+V8DUCBPAv/irhawQI4F/8VcLXCBDvfPTRIunQYZxMnbrS3AXEhL9K+BoB4p2mTY/PvnvTTR+Zu4CY8FcJhNQll7xrBci1144xdwExIUCAkCJA4BYBAoQUAQK3CBD4yo5NS+SXCb1kx4ZF5i4kGQECtwgQ+Mahg3/JyO4VrQfmH/b5u7kbSUaAwC0CJE72XkEn2xCfWZ/1idbdl/2uMncjyQgQuEUrFyczJDLbELs929fK4AcKWfU28N48sm39fLMIkowAgVu0cnEiILwxZfDN0Xr9buR95m54gACBW7SCcSJAkm/T8u9lwD05rTod+nBx2b9nm1kEHiBA4BatYJwIkCQ7elQ+fv7CaJ0u+OZNswQ8QoDALVrBOBEgyfXb90Oj9Tm2V005cuSQWQQeIUDgFq1gnAiQ5Dm4b5cMf6xMtD7XLvrKLAIPESBwi1YwTgRI8sz8+IloXX7Z/2pzNzxGgMAtWsE42QMksw2Z27lluQzqnN+qK/2/Ozf/bhaBxwgQuEVLFyczKDLakLlJb7WO1tWPH3UzdyMLECBwi5YuToSEe+sXT4nW4fCupa1nIch6BAjcohWMEwHiztEjh+WD3rWidbhkxrtmEWQRAgRu0QrGiQBxZ+HU/tH6++i52nL06BGzCLIIAQK3aAXjRIAkbv/e7TLs4RLH6++enLJx2XdmEWQhAgRu0QrGiQBJ3IxRD0TrbsrAG83dyGIECNyiFYyT2wD59csXZMboLlY31jDZvmGhDOyU16q3wfcXlN3b15hFkMUIELiVWCsYYm4C5I9VP0dfq2MfdCBdWHogffafZtFznzWht7kb2YAAgVvxt4Ih5yZA9BnAiO4VHMfQqTx+mzHEmlQwqFbN/TR6viOeKG+tPIjsR4DArfhbwZBzEyBKrzhmfvS4DOycz3EsnZFWpzUPmiOHDsjop6pGz3PZz6PNIsgmBAjcSqwVhGs7/1gmk/q3coSIbt8MvsVanS8oZox/KXpu41++xNyNbHTRRf+R889/SVq3HmzuAmJCgGSzdYsmW9OY20NEl3adNfFZOXxwn1k8pWzbukk6ND1VulyZQ164OZdsWT3LLIJsVL16BylX7nq57LKHzV1ATAgQH9A1MHQhJV2Nzx4kI7tXlOU/p+7thQc63yk1zsohTc7LIQNf7GjuRjYrWfI8KVSoslxwQTNzFxATAsRHdClXXQ984L15HEHy6cuNZOuaX83ivjZr1izJlSuX5MiRQ6qcdeqxq5HNZhFks8KFC1vfT40aNcxdQEwIEB/avn6BTPz35Y4Qeefe3DJt+F2yb9cfZnFfatiwodU46fbyyy+bu+EDBAjcIkB8bOWcT2RUj7MdQTLkoaIyd/KrcuTwQbO4b4waNSoaHlWrVpUDBw6YReADBAjcIkB8TrvB6uj1IV1OdQTJ6KfPkdXzPzOLZ7u9e/dK+fLlowEyYcIEswh8ggCBWwRIiti7c6P8b+jt8s49uRxB8vnr/5Adm5aYxbNNr169ouHRvHlzczd8hACBWwRIitHpUMa/2MARIjrH1PdjHpIDe3eYxbPUmjVrpGDBglajlDdvXlm4cKFZBD5CgMAtAiRF/T5zhIx4vJwjSAbcf7pMn/i2HDl82CyeJdq1axe9+ujSpYu5Gz5DgMAtAiSFHTqwV37+9BkZfN8pVoB0b51DWl+YQ1o1PV+mTp1qFvfUt99+Kzlz5rQapNNPP122b99uFoHPECBwiwAJgN1bV8mn/W6Q2y/LIRedk0OKFjx+FXDttdfKihUrzOJJd+TIEaldu3b06uOtt94yi8CHCBC4RYAEyILZ06Vl0/+LNuS6FShQQHr06CF79uwxiyfN4MGDo+9Xq1YtOZxNt9AQHwIEbhEgAaNXA4MGDZKSJUs6guTMM8+U9957zyzu2q5du6RUqVLR95kyZYpZBD5FgMAtAiSg/vzzT+natavky5fPESQXXXSR/Pjjj2bxhD322GPRY7dp08bcDR8jQOAWARJwS5culZYtWzpCRB92d+jQQdavX28Wj8vvv/8eDaj8+fPL8uXhWqY31REgcIsACYkvv/xSqlev7ggSbUD69u0r+/fvN4vH5Oqrr44eq3v37uZu+BwBArcIkBA5dOiQ/Oc//5FixYo5gqRSpUry4YcfmsUz9dVXX0VfX7ZsWdm9e7dZBD5HgMAtAiSEtm7dKvfee6/kzp3bESSXXXaZzJ071yyehgZRzZo1o68bOnSoWQQpgACBWwRIiM2bN88KDXuIaKhouGjIZOSNN96Ilq9bt64cPXrULIIUQIDALQIE8tFHH0nlypUdQaK3ufR2l15t2GmwFC9e3CqjD+N/+OEHx36kDgIEbhEgsOiD9Oeeey7aqEQ2ffCuD+Aj7rvvvui+W265xXYEpBoCBG4RIHDYsGGD1cU3Mq9VZPvnP/8pEydOlDx58lj/rY3PunXrzJcjhRAgcIsAQbpmzpxpDTq0h4g9VPr06WO+BClGp7nR77JcuXLmLiAmBAgypdOf6DQoZpDohIk6bQpSz+rVqx1T7+t2so4TQHoIEJzUtm3bpEiRIo4GR7f/+7//k2nTppnF4VO63HDPnj3llFNOSfNd6pZRxwkgIwQITuqFF16INjJFixZN0/DccMMNsmrVKvNl8JGRI0dat6rs31uJEiWsbtwn6zgBZIQAQab0oXrk6kPHiMyZM8darOpvf/ubo9HRX7XPPPOM9SsX/vHLL79Iw4YNHd+VLjf84IMPRhf90jnRMuo4oXOpARkhQJCp2267Ldqg3H333dF/1zU/BgwYYK0+aG90zjrrLHn//fdtR0B22LRpk9xxxx2SK1cux/fTvHlzWbx4sVncorM0mx0ndLLMRx991JrdGTARIMjQTz/9FG2A9NbVH3/8YRaRHTt2yMMPP2z9qrU3PBdffLH8/PPPZnF47MCBA/Liiy/Kqaee6vg+zjnnHKsbdizS6zih68sMHDiQjhNwIECQLp2eREMg0oC89tprZhGHJUuWyJVXXulodDR89Apm48aNZnF4YPz48VKlShXHd3DaaafJyy+/LAcPHjSLZ0pXsHzqqaeiXX0jm3acmD59ulkcIUWAIF16GyrSaFSrVi3mBuizzz6zytsbHX2G8q9//cv6dYzkW7hwoVxxxRVpwrtjx46yefNms3hcVq5cKddee63j2LrRcQKKAEEa+utTn2VEGovPP//cLJIpDZtXX301TY+ts88+W8aNG2cWR4K0e/UDDzwQnR0gsl1yySUye/Zss7grdJxAeggQpPH0009HGwm9LZWoLVu2yF133ZVm2vimTZvKggULzOKIkXZg6N+/v9UN116vFSpUkNGjR5vFk0bf9+23307TcUK7B9NxIpwIEDjobYnIQDN9MK7PNtz69ddf5dJLL3U0OvqrWSdm1F/RiN3XX38t5513nqMuCxYsKL1795a//vrLLO4J7Tjx0EMP0XECBAicrrvuumiDoL2rkmns2LFSsWJFR6OjU8O/+eabjH4+iWXLlknr1q0ddafbzTffLGvXrjWLZwn9cfGPf/zD8Xn02cvtt99Ox4mQIEAQpdOSRBqCM844w/qlmWz79u2TZ599VgoVKuRoeM4991yZPHmyWTz0du3aJU888YTkz5/fUV916tSRGTNmmMWzhXac0G7C9s+n3Yh1BgM6TgQbAQKL9u//+9//Hm0AdJCgl3QqeF1PxBz9fPXVV8vvv/9uFg8d7UY9ZMgQKV26tKN+9L/fffdd360CmV7HiZw5cx37/6krZdIkbmsFFQECyzvvvBP9w9feNlk1YOz777+3lsW1N5I6+rlbt26yc+dOs3go6JXFhRdemKZOHn/8ceuKxM90sGmk48Qpp5SVUqWukKpVH5ROnSbK8uXHp05BcBAgsKap0JHGkcbqf//7n1nEU/preujQoVKmTBlHo1mqVCnr13ZWhVl202cZ+kzDXge6tWrVynoGkkrmzJkrLVveJRUqdJBatV6Q2rUHHPuhMFBefPG7Yz8M9pvFkaIIEMgjjzwSbax00Fh20V/X3bt3T3O/v3bt2vLdd9+ZxQMjo+dCNWvWtHpdpbIvvpgrV1010gqQyHbZZUNlzJgFcvhwOH4YBBkBEnK//fabdXtEGyztvqsjj7Pb8uXLpU2bNml+id90002yZs0as3hKGzNmjDV+w36e2jOtX79+gemZduDAYRk4cJY0bDjYESTXXTdWZs5kWeRURoCEnE7ZHWm4dO4jP5kyZUq6Yx569eqVZWMevKIjxRs1auQ4Nx0bc//99wd2bMzmzXvk6ae/cYSIbo88MunYD4NwPu9KdQRIiH3xxRfRxktnX9UpTPxGRz/r8rnmqOvy5cvLqFGjzOK+pw+ZdY4qc3T+5Zdfbs1pFQZz526S9u0/doTIRRcNlDfemCl798Y25xr8gQAJKe12WaNGjWgDNnz4cLOIr+jiR126dEkz+lnnfZo1a5ZZ3He0vl955RVrdlz759fZc3UW3bDRXsgTJvwmzZsPdwRJs2bDj9XHEms//I8ACal///vf0Uasfv36vhtXkJFFixalO/PsnXfe6XrmWa/oOhwMtEufXnH06zfz2P8PDnIEiV6hzJnDaHa/I0BCaMf2LXJOheMDvrTxnTlzplnE9z799FOpWrWqo1HWX/cvvfSSbxplXflPVwA0w06n+tAVA7PCihUrrJHi+oPh3nvvtaZDady4sXXlptPKRDb9b/133a/ltLy+Tl+fFdat2yldu05K83ykR48px+pqt1kcPkGAhNCQV++Vy2vlkJpn5ZDO99xq7k4ZGhQaGObqexosEyZMMItnmYwmG2zQoIHnkw3q7TxdkVCv0rTDgf39E930OHo8Pa7Xtwt/+mm9XH/9B44QadBgsAwY8Ivs3x+MXmlBQoCEzLa1c+XF9rnlwRY5pEOTwrL1jw1mkZSjt670Fpa5/nezZs2sW15ZJbPpzkeMGGEWT5pvv/3WWv/c7Ghwsk2DQa8+4g0afR99P31fLxw5clTGjl0oTZoMcwTJP/85QiZNynhApb2s3hLbuDHjKxd7WSSOAAmZCa80lgF357C278Y9b+5OafrruGHDho7GTq8C9OG7PoT3ki64dP755zveW8fV9OzZ05MFlzZs2CDPPfdcmiVs7ZsuCqZziz322GPWiP4ff/zRGueTURdo/Xfdr+W0vL5OX29fXMzc9P31c+jnSTYdsf7SSzOsEez2Br9jx/HpTotiL6Nbr15TzSJRBEhyECAhsmLWh9HwGPVkZTl8KJhTSmj3Xu3ma2/o9FezdgfWq4Rk0mcEbdu2TdOwtmvXTlavXm0Wd00nodSxIuZofd0KFy5sNfg6Pb4+f0kmPZ4eV4+v72O+t34e/Vz6+ZJtxYod0rnzZ45G/4or3jOLpQmQCy98J92gUQRIchAgIXH44D4Z+WSlaICsnP2xWSRQ9Ne0Djg0b8/UqlXLGqDo1u7du6VHjx5pGvILLrhApk+fbhZ3TX/h6wJc5vvpdtlll8mwYcM8udJJj76Pvp++r/lZ9PPp5/TiimTatFXSps1oq9G/9tox5u40AaKbPphPDwGSHARISMz+/LloeEx4rYm5O7B06pMbb7wxTUOnU6XolCnx0u7O2niWLVvWcTydjHLQoEFJn/hRj6fTmpjjRzQYH3300WyfekbfXz+HGdT6efVzJ7s+Dh48Ir/+ulH+/HOfucsRCnXqnPjfCxak7d5NgCQHARICe3esl3cfKGyFxzv35pZt6+aZRQJPJ2PUSRnNX8s6eaNeTcRCnw3Uq1fPcQydR6xr166eTD0/d+7cNO+nEy7qswkd0e4n+nn0c5kTQurn1/PICvZQ6NZtcvR/33tv2h55BEhyECAh8M277aNXH9+O6GTuDg39NTx48GBrmnh7I6fTyOt08hkNply/fr106NAhzeJXLVu2lKVLl5rFk0K7zJrdgHX8iN+Cw6SfTz+n/XPreej5eM0eCvrsQ5+BRP77xx+dy/4SIMlBgATc5hU/yoB7clrhMfShYrJvz1azSOjo1YIuWBWZhTiy6cJWusBVxP79+6Vv375pHhrrFDCTJqV/b90t/Wzm2ufVqlXL8jVa3NLPq5/bfh56Xl5cqUWYodC9+9fR/9aR7fbfB2ZZJIYACbJjfzHj/lUvevUxf8rrZolQ06VztVeRvZHTqwxdaldXaKxUqZJjX7FixeT111/3bJr1efPmOUbX67gWXQ/dLyPr46WfWz+/fXyOnp+epxfMUFi5cofjKmTy5BPPvMyySAwBEmBLf3gvGh5je54rR4540/ClusmTJ8u5557rCAv7ptOsd+rUSbZu9e7qTXtu2R+Ua1jpHFpBoOeh5xM5Nz1PL3qqpRcKTz01Jfpv11wzxhqkmFFZxI8ACaiD+3fL8G5lowGydsGXZhHY6FWFjnMweztpV1WvfjFH6LT69l5M2hU4q+agyip6PnpekXPU89XzTqb0QmH16j8dVyHjxh0fH5NeWcSPAAmon8Y9GQ2PL/q1NHcjA3PmzIk2cn/729/M3Un3wQcfOJ7F6OSLWTWeI6vpedknl9Tz1vNPloxC4Zlnpkb//cor37dWSMyoLOJDgATQri0rZNB9BazwGNg5n/y52ZueQkG0atWqaAN33XXXmbuTSh/E23ta6Xr0qfq8I1Z6fnqekXPW809Wh4SMQmHt2p2O6VCGD5+bYVnEhwAJoK/ebhu9+vjhw67mbmQiqwLk119/lSJFikTfS7u+JnuaFb/S87R39dV60PpwK7NQ6N37f9F95iSNSBwBEjDrf5saDY/3upaSA/u86zYZRFkRIPoe9pHsOio+2SO2/U7PV887UgdaH1ovbmQWCuvX75J69ZyTMmZUFrEjQALk6JHD8sGz50cDZPG3A80iOAmvA2Tfvn3Ws5XIe+hqkBnNjht0et56/pG60HrR+knUyUKhb99pacIjo7KIDQESIAun/TcaHh/1vUCOHg3Xr9pk8DpAHnjggejxdUzEli1bzCKhoudvH/ui9ZOok4WCrg9y0UVpr0KQOAIkIA7s3SHDHjn9eIDck1M2Lk1+P/sw8DJAdBneyHQoulbI/PnzzSKhpPWg9aH1ovWj9ZSIWELh+ee/JUCSiAAJiBljHoxefXz9zg3mbsTIqwDR6c3tKxX279/fLBJqWh+RutF6SmQ6+FhCYfPmPdZqhbGUxckRIAGwY+NiGdgprxUeg+8vKLu3JX8ho7DwKkDsU8rrnFBIyz4HmNYX/I8ACYBpw++KXn38/Okz5m7EwYsAmTZtWvTWlf669nJKlFSm9RK5StP60nqDvxEgATBn0ktWeIx+qqocOhDMUcxZJdkBomMe7L2u3n77bbMIbLR+InWl9RaWsTGpigAJiK1rfiU8kiDZAaLrsEeOp3NBhW28R7y0fuxzZmn9wb8IEMAmmQFy8OBBqVChQvSWzIwZM8wiSIfWU+SWn9af1iP8iQABbJIZILp2euRYLVq0MHcjE1pfkbrTeoQ/ESA+FHkgHsuG5EpWgOjyuDVr1owey4v1L4JM6ytSd1qPGS03jOxFC+RDZkhktiG5khUgEyZMiB6nQYMG5m7EQOstUodan25s2xbO6WK8RgvkQwRE9klWgLRt2zZ6nPHjx5u7EQOtt0gdan0mavDg2daAwYceSu4CViBAfIkAyT7JCJAdO3ZIgQIFrGOUKlXKszXUg07rTetP61HrU+s1Ebff/okVILoyIXfCkosWyocIkOyTjAAZNGhQ9BhdunQxdyMOWn+RutR6TcStt46LTlsSWRMdyUEL5UMESPZJRoDoOuqRY8ycOdPcjTho/UXqUus1EQSId2ihfIgAyT5uA2TXrl2SJ08e6/VVqlQxdyMBWo9an1qvWr/xIkC8QwvlQwRI9nEbIJ9//nn09Z07dzZ3IwFaj5E61fqNFwHiHVooH7IHSGYbks9tgHTr1i36+rFjx5q7kQCtx0idav3GiwDxDq2QD5lBkdGG5HMbIHXr1rVeq1NxbN682dyNBGg9RqY20fqNFwHiHVohHyIkso+bANm/f3/0+YeOnkbyREb1a/1qPceDAPEOLZQPESDZx02ALFy4MPpaFkRKLvuCXFrP8SBAvEML5UMESPZxEyDjxo2LvrZnz57mbrig9RmpW63neBAg3qGF8iECJPu4CZAXXngh+toRI0aYu+GC1mekbrWe40GAeIcWyocIkOzjJkDuvPPO6Gt//vlnczdc0PqM1K3WczwIEO/QQvkQAZJ93ATIVVddFX3txo0bzd1wQeszUrdaz/EgQLxDC+VDBEj2cRMg9ilM9uzZY+6GC1qfkbqNd0oTAsQ7tFA+RIBkHzcBUqdOHet1uXPnZgGkJNP61HrV+tV6jgcB4h1aKB8iQLKPmwCpVq2a9bpTTz3V3IUk0HrV+tV6jgcB4h1aKMDGTYCUL1/eel3p0qXNXUgCrVetX63neBAg3iFAABs3AcIViLe4AvEfAgSwcRMgkWcguXLl4hlIkml9ar3yDMRfCBDAxk2A0AvLO/TC8icCBLBxEyBXX3119LWMA0ku+zgQred4ECDeIUAAGzcBwkh07zAS3Z8IEMDGTYC8+OKL0de+//775m64oPUZqVut53gQIN4hQAAbNwHyySefRF/7zDPPmLvhgtZnpG61nuNBgHiHAAFs3ATIokWLoq9t166duRsuaH1G6lbrOR4EiHcIEMDGTYAcOHBA8ubNa7023rEKyFxkjI3Wr9ZzPG644W2pUeMpayNAkosAAWzcBIiqX7++9Vpdw3v9+vXmbiRA6zGyJrrWb7xatHhQSpf+h7URIMlFgAA2bgPkySefjL6eRaWSw76YlNZvvBo2bC75859ubUeOHDF3wwUCBLBxGyCTJ0+Ovr5jx47mbiRA6zFSp1q/8apXr1709QRIchEggI3bANm7d6/ky5fPen25cuWY0sQlrT+tR61PrVet33gRIN4hQAAbtwGirrzyyugxpk6dau5GHLT+InWp9ZoIAsQ7BAhgk4wAGTlyZPQYd9xxh7kbcdD6i9Sl1msiCBDvECCATTICRG+zFClSxDqGTkH+119/mUUQA623yBTuWp+J3L5SBIh3CBDAJhkBom677bbocd59911zN2Kg9RapQ63PRBEg3iFAAJtkBciMGTOix9FBcDRc8dH6igwe1E3rM1EEiHcIEMAmWQGiLr300uixxowZY+5GJrS+InWn9egGAeIdAgSwSWaATJo0KXqsv//973TpjZHWk9ZXpO60Ht0gQLxDgAA2yQwQFVnmVrdhw4aZu5EOradIncW7fG16CBDvECCATbID5Msvv4wer1SpUrJjxw6zCGy0frSeInWm9ecWAeIdAgSwSXaAqGuuuSZ6zPvuu8/cDRutn0hdab0lAwHiHQIEsPEiQFavXi2FChWyjpk7d2754YcfzCI4RutF60frSetL6y0ZCBDvECCAjRcBov71r39Fj1uxYkXZvn27WSTUtD60XiJ1pPWVLASIdwgQwMarADl06JBcfPHF0WO3bt3aLBJqWh+RutF60vpKFgLEOwQIYONVgKg1a9ZI8eLFo8d/7bXXzCKhpPUQqROtH62nZCJAvEOAADZeBoj69NNPo6vr6f3+Dz/80CwSKnr+keceWi9aP8lGgHiHAAFsvA4Q1b179+h7FChQQKZOnWoWCQU9bz3/SF1ovXiBAPEOAQLYZEWA6EjrDh06RN/ntNNOk1mzZpnFAk3PV887UgdaH16N1CdAvEOAADZZESBKHxK3aNHCESJhuRLR87SHh9ZDMh+amwgQ7xAggI09QLQ3kJd0fYsGDRpE309v5wT9mYien/22lZ5/out8xEIDo3LlygSIRwgQwGbhwoXRxka3Jk2ayLx588xiSaONp/1KRB8oB7V3lp5X5IG5bnreXobHd999J7Vr13Z8n17dJgsrAgSw0QbmrLPOcjQ6efLkkU6dOsnWrVvN4kmht2/sz0R003ERQZk3S8/DPs5DNz1fr25baTfgG2+80fF+uukMv0guAgRIh95qqVSpkqMBKlasmLz++uueNHwaXNoLKdLFV7cKFSqk/LQn+vn1PCLnpOen5+nFlYAugdurVy8pWLCg43urVauWTJkyxSyOJCBAgAzs379f+vbtK4ULF3Y0SDVq1HC9RkVGJkyYICVKlIi+l97y0QkGU+1qRD+vfm77LSs9Lz0/L4waNUrKly/v+J70/d566y05fPiwWRxJQoAAJ7F+/Xpp37694+pAt5YtW8rSpUvN4q7pLRj7tCe6lSxZUoYOHWoW9SX9nPp57Z9fzyfZI8yVdgdu2LCh473y5s0rXbp0Yb6xLECAADHS2zH2LqG65cuXTx577DHZuXOnWdwVvU2mEwpGZvGNbHoff+zYsb7rTaSfRz+XfSVB3fTz63kk+7bf5s2b5c4775RcuXI53q9Zs2ayaNEiszg8QoAAcdB797piXtmyZR0Nl/7iHjRoUNIbdp3S3L6eSGSrVq2avPvuu7Jv3z7zJVlK318/h34e8zPq507WlOwRBw4ckJdeeklOPfVUx3tVrVrVs9tjyBgBAiRg9+7d0qNHD8mfP7+jIbvgggtk+vTpZnHXdGU+s0uqbtqQ3nHHHdbgPC8eTKdH30ffT9/XbMh108+ZjJUETTpPlgaF/b10QOLLL79sBQuyHgECuLBixQpp27Ztmka0Xbt2Sf/1rfTh/aWXXprm/XQrV66cdOzYUUaMGCEbNmwwX+qKHk+Pq8fX9zHfWzf9XF50LtBbUldccYXjvfTWld7C0ltZyD4ECJAE33zzjZx//vmORu6UU06Rnj17ejJY7vvvv5fbbrstTQ8x+1a9enW5/vrr5emnn5aRI0fKzz//LCtXrszweYT+u+7XclpeX6ev1+OYx45s+v76OfTzJJs+BNeH4fpQ3P6el1xySejmDvMrAgRIEu0u+t///ldOP/10R4Onv9j117sXdOyDHvvKK6+0HuibDXxmmz7g1lUAzQf1J9v0ffT99H31/ZNN61G739q7M+um3XS1uy78gwABkkzHQDz44INpfjnrvE+//PKLWTxp9Epn8uTJ8uSTT0r9+vWtEfRm45/IpsfR4+lx9fheXFFF6IC/8847z/H+OjBQBwh6EVZwhwABPLJ48WJp3ry5ozHUe/f68HnTpk1m8aQ7ePCgNbfXJ598YvVcuuuuu6z5pxo3bmyFmV59RDb9b/133a/ltLy+Tl+vx/Ha8uXLpU2bNmnC66abbvJk/AiSgwABPDZx4kQ555xzHA2j9l568cUXQ997aNeuXdbUJmZvNu3JpZMhwt8IECAL6K/4V155xbEOhm5VqlSR8ePHm8UDT7sC64j1MmXKOOqjVKlS1riSZI+ngTcIECAL/fHHH1ZXWPscUbpdfvnl1u2iMNAeW3Xr1nWcvz6Y79atW9JH9MNbBAiQDWbPni2NGjVyNKL6sPr++++Xbdu2mcUDYd26dXLLLbekmVPs6quvlt9//90sjhRAgADZaMyYMY7pznUrXry49OvXL8PxGqlGpzt59tln03QXPvfcc61eXUhdBAiQzbSB7d27d5oGtmbNmvL111+bxVOKTrCovbzMgHzzzTcDE5BhRoAAPrF27Vq5+eabHY2tbq1atZJly5aZxX3t119/TTPlit6i0zVCgnqLLowIEMBnZsyYIRdeeKGj8dVurk888YTV7dXPtmzZYo0jMTsJNG3aVBYsWGAWR4ojQAAf0m6uQ4YMkdKlSzsaYv1v/fesmnk3VtpN+dVXX5WiRYs6Pu/ZZ58t48aNM4sjIAgQwMf0ikOvPMyBdnXq1LGuVPzgs88+S7MeSJEiRayFpMI+UDLoCBAgBegzkNatWzsaad30mYk+O8kOS5YssSZVtH8enapFZ+fduHGjWRwBRIAAKUR7ZWnvLHujrb23tBdXVq1OqJNFPvzww2kmi9R1z3UqeIQHAQKkGO3+quNEzOnOdTzJ6NGjzeJJo9OsDxgwIM109WeddZa8//77ZnGEAAECpCjtDqsj181p23WEu450TyZdwvZvf/ub4310waxnnnnG0+nd4W8ECJDidA4tnUvL3rhrN1qdc0vn3nJDVyi89tprHcfW7YYbbpBVq1aZxREyBAgQEDqrr87ua2/odfZfnQU43jU99uzZI0899ZQUKFDAcbz/+7//k2nTppnFEVIECBAg2m1W1xnR9UbsDb+uR6LrksTivffekzPPPNPx+jPOOEMGDhzINOtwIECAANIVD3XlQ+1Waw8CXSFRV0pMz8yZM+Wiiy5ylNdp1h999FH5888/zeIAAQIEma7BrsvV2kNBu9/qmu3aHVdt2LBBOnTokGaa9X/+85/y22+/GUcETiBAgBAYMWKElCtXzhEQ2g1YJ2osXLiw49+rV68uX375pXkIIA0CBAgJ7W7bs2dPq/utPTAiW7FixeQ///kP06wjZgQIEDKrV6+Wdu3aRYNDb13de++9snXrVrMokCkCBAipYcOGyWWXXSZffPGFuQuICQECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBIyP8Dcs3GoDdzTywAAAAASUVORK5CYII=)
PN: 4H58-3-89
CAS: 801306-50-3
Molecule Weight: 302.297
Formula: C14H17F3N2O2
![Ethyl 1-[3-(difluoromethyl)-2-pyridyl]piperidine-4-carboxylate](data:image/png;base64,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)
PN: 4H58-3-9E
CAS: 2149589-98-8
Molecule Weight: 284.307
Formula: C14H18F2N2O2
TSCA: Not listed on TSCA inventory