| Product Number | 7H66-3-69 |
| CAS | 650592-31-7 |
| MDL Number | MFCD01570518 |
| Molecular Formula | C12H8F3NS |
| Molecular Weight | 255.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-3-69
CAS: 650592-31-7
Molecule Weight: 255.26
Formula: C12H8F3NS
![4-{[5-(Trifluoromethyl)pyridin-2-yl]thio}aniline](data:image/png;base64,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)
PN: 7H66-3-X2
CAS: 1019391-05-9
Molecule Weight: 270.27
Formula: C12H9F3N2S
PN: 7H66-3-64
CAS: 650592-47-5
Molecule Weight: 193.19
Formula: C7H6F3NS
![4-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}aniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqDAAAagwGw8F58AAACdHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL1xicIhyikilJVWqndi00r7d3KASdFAlwBOb39jjmkcZKFABlj/5899ozN/OmUZ+igyirVRYQ5YRipItZJWuwi/PH+Mgnw02IegwiERRXhz7r+mlF6PB5J/KlyedIFiXWO2/bZqUotzdEhutxRwRinf95e1w0zSYuqlkWsgKrSWdVUvupY1o0X/xmC5rI8pAVt5TQvD21vfwUzNyOnKsHfc1lB2xJQtE0zhba6zGWNDoIRuNkPtFOFKmWtErQ5Q7VDXJj7Yv72rON9rooaiqaHNJbZui73MVTkOlPxHjqDws/nCOccAFnrfFmW8oxMyVRLjqRA0kHSRXKKpIekj2SAZIgkZ/BAOwcBBwUHCQcNBxEHFQcZDyEGmTJOvJ+/VIR/oVV3reH5fltl8PfSXPACaykiDLNgMEhnpsRxXL83dpsgnue7veEgcXw0gbWBH+pMV9s39rZjwHLWQlMPrNUjRmdwB5p8HzoCqcONdQgLjHWJJ4wF10JjPRI6xvrENwNPQiJcYzl4wq8rekEP9B1chFDwmyEC4vmeAxXgtmvc7MdsfYDY0UvwFvONLpKrIkqTCG84bqL6W20r0QUWI10mqoS9Yjow0mtA2IBJgwuwfAQ4NmCSZhhwbcCk2DAwtQGTkMNz8GzApO8w4NuASfZhlwIbMFtjGAhtoNlIw4Rpt0LXbLwR5jbczUYdYcTd5EeRm5i3Z8HwEnP3wXTcEeYm8u1ZM8J4D5iRfOH+A2YkZXhwl5V8JGn4TRL0R+UQI9jdfnyM0KvtT/tzHop33wB69YGg8Flc/AMnpBRURE3ItAAASnhJREFUeF7t3QeYFEXex3EUCRIUUFFRRMAAwnkqIoiHEUE5BREMpyJwBqIoURFQkSQKLwqnBIElI0kBI0kko2RFyVkEJOdMvfzbm77u2t2ZnZru2Qnfz/P0I27VpN596jfdlbIoAAAMZNF/AABARhAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgABJOmTL97OPOOweo7dsP6VVszrppCVXuFE7dRECAAEg4zoZcjnfemaFXsYVq9EOVO4VTNxEQIAASjh4gZcv2V+vX79WrWUI1+qHKncKpmwgIEAAJRw8QOVq2nKxXs4Rq9EOVO4VTNxEQIAASjrMhv/32//17xYqdetWQjX6ocqdw6iYCAgRAwnE25K1bT7X/3aDBl3rVkI1+qHKncOomAgIEQMJxNuTS9yF9IIH/X7Bga7p10xKq3CmcuomAAAGQcPSGvE2bafb/1679uTp7Nv26ulDlTuHUTQQECICEozfkGzfuc12FTJ26Pt26Omd5OEcyIEAAJJy0GvJ27abbP3v88dHqzJm/LkPSquukB0NGj2RAgABIOGk15Js373ddhXzxxcp06zqFKncKp24iIEAAJJz0GvK33pph//zhh4erEydOp1s3IFS5Uzh1EwEBAiDhpNeQb916QN1xx6d22bBhy9OtGxCq3CmtujIKrE+fhapOnS/U/fcPsdbmqlHjM9Wz53y1f/8xx6PjDwECIOGk1ZAHdOjwg10mDXqwuiJUuVNadZ0/04+qVUeoHTvSX+gx1hEgABJOWg15wLZtB1W5cv+7CglWV4Qqd0qr7hNPjFEDBiy2ZsHv23dMHTp0Qk2fvkFVqTLMqidDjOMVAQIg4aTVkDt16jQzVXikVzdUuVM4dWVCo9S7994UvShuECAAEk6ohlz2BylfPvVVSFpClTuFU/fo0VNWPekTiVcECICEk5GGvEuX2ZkaIMuX77Dq1as3QS+KGwQIgISTkYZ8587D1rf/UHVDlTtltK5MYnzhhYlWvW+/XasXxw0CBACi7P3351rh0bDhV3pRXCFAACCK+vZdaIXHo4+OVHv3Mg8EAJAB/fotssJDRl6lt8VuPCFAACAKAuFRocJAtXTpdr04LhEgAOCzwG0rGTo8b557Q6t4RoAAgI8C4SGz32fO3KQXxzUCBAB85Bzam94hS5zEIwIEQNL46adt1hFNelikdRAgABDDFi/+w26wlyxJjE7szEaAAEgKEyeusgNk0qTVejEMECAAkgIB4j0CBEBSIEC8R4AASAoEiPcIEABJgQDxHgECICkQIN4jQAAkBQLEewQIgKRAgHiPAAGQFAgQ7xEgAJICAeI9AgRAUiBAvEeAAEgKBIj3CBAASYEA8R4BAiApECDeI0AAJAUCxHsECICkQIB4jwABkBQIEO8RIACSAgHiPQIEQFIgQLxHgABICgSI9wgQAEmBAPEeAQIgKRAg3iNAACQFAsR7BAiApECAeI8AAZAUJkz4Rf39792tY+LEFXoxDBAgAJLC6NEzVOHCT1vHmDE/6MUwQIAASArDho1VefIUt47hw8fpxTBAgABICoMGDVJZsmSxjpSUFL0YBggQAEmBAPEeAQIgKRAg3iNAACQFAsR7BAiApECAeI8AAZAUCBDvESAAkgIB4j0CBEBSIEC8R4AASAoEiPcIEABJgQDxHgECICkQIN4jQAAkBQLEewQIgKRAgHiPAAGQFAgQ7xEgAJICAeI9AgRAUiBAvEeAAEgKBIj3CBAASYEA8R4BAiApECDeI0AAJAUCxHsECICk0KpVKztAWrdurRfDAAECIKH98ccfqk6dOnZ4yHHeeedZP5MymCNAACSk48ePq86dO6s8efK4wsN55M2bV3Xp0sWqi/ARIAASzvjx41WxYsVcYXHZZZepfv36WYf821kmdT///HP9aRACAQIgYfz888/qvvvuc4VDtmzZVPPmzdX+/fvtevJv+ZmUOevef//91nMgYwgQAHFv9+7dqkGDBipr1qyuQKhatapavXq1Xt22atUqq47zMRdccIFq2LCh9ZwIjgABELdOnTqlPvzwQ5U/f35XCJQoUUJ9++23evV0ffPNN+rGG290PYc850cffWS9BtJGgACIS999950qWbKkq9HPly+f6tmzpzp58qRePSR5zP/93/9Zz+F8TnmNyZMn69WhCBAAcWbNmjXqkUcecTXycuuqfv36ateuXXr1sMlzvPzyy6luh8lrymvjfwgQAHFBOr5btmypsmfP7mrY7733XrV8+XK9esSWLVtmPbfzteS15T0cOHBAr56UCBAAMe3MmTNqwIABqmDBgq7GvGjRomrs2LF6dc/Ja1x77bWu15b3Iu9J3lsyI0AAxKxZs2apW2+91dV4y8TATp06RXXy37Fjx1THjh1TTUq87bbbrPeYrAgQADFn06ZN6qmnnnI11rL8SO3atdW2bdv06lHz+++/W+9B3ovzvT399NNq8+bNevWER4AAiBlHjhxRb731lrrwwgtdDXS5cuXU/Pnz9eqZRt7LHXfc4XqP8p7ffvtt6zMkCwIEQEwYMWKEKly4sKtRLlSokBoyZIg6e/asXj3TyXsaPHiw9R6d71k+g3yWZECAAMhUCxcuVHfddZerEc6RI4dq27atOnTokF495sh7fPPNN6337PwM8pkWLVqkV08oBAiATLF9+3ZVr149df7557sa3po1a6oNGzbo1WPe+vXr1eOPP+76LPLZ5DPu2LFDr54QCBAAUXXixAn13nvvqYsuusjV2N58883q+++/16vHHfkMf/vb31yfTT5rt27drM+eSAgQAFEzYcIEdd1117ka10svvVT16dNHnT59Wq8et+SzyGe65JJLXJ9VPvvEiRP16nGLAAHguxUrVqhKlSq5GlNZSv3VV19V+/bt06snjL1796qmTZumWjZezsWvv/6qV487BAgA3+zZs0c1btzYWiLd2YBWqVJFrVy5Uq+esOSzVq5c2XUO5Jw0adLEOkfxigAB4DlZAr13796qQIECrkbzhhtuUF999ZVePWl8+eWX6vrrr3edEzlH//nPf+Jy2XgCBICnpk6dqkqVKuVqJC+++GLVvXt3o2XWE42cgw8++MA6J85zJOds2rRpevWYRoAA8MS6detU9erVXY2iLIn+4osvqj///FOv7jn5Bi+3iiZNmqR69Ohh7VAow2plRV05pANbFkWU/wZ+VqNGDauehJt0bv/2229RC7mdO3eqF154IdUwZjmHci7jAQECICIHDx5Ur7/+eqpl1u+++261ZMkSvbpnjh49an1jb9++vapYsWKq1zc9pMP7zjvvVG+88Ya1q6HfkxnlHMn7d74HmZQo51TObSwjQAAYkaU8Bg0apK644gpX41ekSBH12Wef6dU9Iavijh49WlWrVi3VzO9Qx+WXX25dgch/9bJgh3R2P/jgg9ayJX426HLO5Nw5X1vObUpKSkwu5SIIEABhmzNnjrr99ttdjV3u3LlVhw4drCsDry1evNia0a1PPnQepUuXVs8//7zq0qWLtYfH0qVLQ84Al9tIsnGU1O/atauqW7euuuWWW1I9d+DImTOnqlWrlm9b3Mq5k3OYK1cu1+vKuZ47d65ePdMRIAAybMuWLeqZZ55J1bA+++yzauvWrXr1iM2YMcMa8qu/nhxyNSHDYMeNG6d2796tPzQiMjdFJj02a9ZMlShRItVryyFBM2rUKF8mQEb7PJsiQACEFO1vxvKc0g+hN6Ays1s6vWfPnq0/xFfST9GqVatUqwXLITsjDh06VH+IJ6J9pRcuAgRAUNG8Ny+jteQ2kr5hk1wFyOtFa4RUMDKXQ+/0lqNChQq+rL6bGX1NGUWAAEhTeqODZHSSH53Jffv2Vfnz53e9nmwZO378eM+DyguyqZQ+bFmG5L700kvqwIEDevWIZdZot2AIEAAu0Z6fIP0NMh/D+VqywOKAAQNiMjh0sie63vEut7X82kExs+fbOBEgACyZMUN6wYIFVmd44LUktKSPQxYhjCeB1XedS7fI8N/OnTurM2fO6NU9EQsz/gkQANa3fX2IrN9rNA0bNsy1Sq3Mz5gyZYpeLa5s27ZNPfDAA67zWLVqVd8mI8rvRn5H+ppj8rscOHCgXt1zBAgA1+iqaKwSK9+SnR3l999/v7VDYSKQKw7ZMMsZjmXKlPH186W16rGM1vIbAQLA7ryWTnI/96mQPo2WLVu6vi23aNHCt9s8mWnevHnqsssusz+n3Krzewl72XclMENfrkr8RoAAsHcJLFSokF7kKWd4yBWI9LkksrVr17p2YJTbdGvWrNGreerKK6+0XkuWjfcbAQIgKgEit60CDancavFr8l2skZFR5cuXtz+7zN+QmeZ+IUAARJXfASId5oE+D/lvsoRHgMzhKFu2rB0iN954o29DbgkQAFHlZ4DIUF3n5LdEv22VHlmvyznsVpZq8WO4LQECIKr8ChCZJOic5yEd5slMhvkWK1bMPh9NmzbVq0SMAAEQVX4FiOwIGGgsZahuIo62CtfPP//sGjYt+5t4iQABEFV+BIisbRVoJGX00R9//KFXSVpDhgyxz03evHk9XSKGAAEQVV4HiKynFZhbIsuT+LUBUzx7+eWX7RCRHQ+9QoAAiCqvA0SWZA80jg0bNtSLof7anrd48eL2eRoxYoRexQgBAiCqvAwQ2QwqMGRXVtX1c0mUeCdrfwUCRG7zebGIJAECIKq8DBDnToKySCOCc25d27x5c704bAQIgKjyKkBkD/NAYygLCMbDfh6ZbceOHSpPnjzWOZPRWdJ/FAkCBEBUeRUglStXtgNEdhJExshOg4HzJnuvR4IAARBVXgSI7AceaARlD3PmfGScLGsiy6/LuZOrkV27dulVMowAARBVXgRIvXr17ABJSUnRixGCzNIPnL+uXbvqxRlGgACIqkgDRIakBnY0vOSSS9SJEyf0Kghh69at1t7mgSs4UwQIgKiKNEDGjBljf3tm3oc5Zx/S/Pnz9eIMIUAARFWkAVKtWjW74ZszZ45ejAwaOXKkfR4bNGigF2cIAQIgqiIJkKNHj9rbqBYtWpShuxGQc3nxxRdb51K2wzU5lwQIgKiKJECmT59uf2tu0qSJXowwPfnkk/b5XLZsmV4cEgECIKoiCZD27dvbDd64ceP0YoSpX79+9vns0aOHXhwSAQIgqiIJkIoVK1qPlfWv/NqmNZnI0u6BAKlatapeHBIBAiCqTANEtmQN9H+ULl1aL4ahwC6OsldIuP0gBAiAqDINkFWrVtnfluvUqaMXw1CtWrXs87p582a9OCgCBEBUmQbIpEmT7IauU6dOejEMtWvXzj6v4W7GRYAAiCrTAJFO3kBDJ5MJ4Y1hw4bZ57VXr156cVAECICoMg2Q+vXr2w3d0qVL9WIYWrhwoX1eGzdurBcHRYAAiCrTAKlRo4bd0O3evVsvhiEZzRY4rzVr1tSLgyJAAESVaYBUqlTJbuhYQNE7sjhl4LzK+ljhIEAARJVpgJQvX956XPbs2fUiRChbtmzWuZUtgsNBgACIKtMAkbkf8jhZwh3eKlCggHVuw51fQ4AAiCrTAClWrJj1uKuvvlovQoTknMq5lXMcDgIEQFSZBkipUqW4AvEJVyAA4oJpgNAH4h/6QADEBdMAYRSWPxiFBSBumAbIY489Zjd0zAPxDvNAAMQN0wBxzkQ32fwIaVu0aJF9Xhs1aqQXB0WAAIgq0wDp3r273dCNHTtWL4ah4cOH2+f1o48+0ouDIkAARJVpgEycONFu6Dp37qwXw5Bzl8fvvvtOLw6KAAEQVaYBsnLlSruhq1u3rl4MQ8590Tdt2qQXB0WAAIgq0wCRkVeB4aa33HKLXgxDxYsXt85p7ty51ZkzZ/TioAgQAFFlGiBC5inIY88//3y1d+9evRhhkiuOwNVHlSpV9OKQCBAAURVJgLRp08Zu8KRPBJEZNGiQfT67deumF4dEgACIqkgCRDp5Aw1e8+bN9WKE6bnnnrPPp2wsFS4CBEBURRIgBw8eVBdccIH1+JIlS+rFCMPJkyfVZZddZp3LfPnyhd3/IQgQAFEVSYAIWW4j8K15yZIlejEyyDksuk6dOnpxhhAgAKIq0gBJSUmxG75WrVrpxcggWbYkcB6nT5+uF2cIAQIgqiINkAMHDqicOXNaz1G4cGF19uxZvQpC2LNnj8qRI4d1Dq+55hqj21eCAAEQVZEGiKhVq5b97fmrr77SixGCjLgKnD8Z2WaKAAEQVV4EyOTJk+0GsGLFinoxgjh69Ki6/PLLrXMnEzM3bNigV8kwAgRAVHkRIOLWW2+1Q2TevHl6MdIhCyYGzptp53kAAQIgqrwKkFGjRtkNYfXq1fVipOH48eP2/ucym3/VqlV6lbAQIACiyqsAOX36tCpWrJj1XOedd56aNWuWXgWad9991w5dWUQxUgQIgKjyKkDE0KFD7QZRFliUUEHa1q9fry688ELrXMkIrNWrV+tVwkaAAIgqLwNEhvBWqFDBDpFPPvlEr4L/qlq1qn2e2rZtqxcbIUAARJWXASJkS1a5ny/PWaBAAbVt2za9StIbMWKEHR5Fixa1RmJ5gQABEFVeB4h46aWX7AbygQceMJ4Yl4jkVlXevHnt8+PlvBkCBEBU+REgMjtdvlkHGsmuXbvqVZLSsWPH1N///nf7vDRo0ECvEhECBEBU+REgYv78+fZKvTJBjrkhSr3wwgt2eMggAwkULxEgAKLKrwARnTp1shtMWap83bp1epWk0aFDB/tcyC0sL0Zd6QgQAFHlZ4BI34dztJG81q5du/RqCa9v3772OciaNasaP368XsUTBAiAqPIzQMShQ4dUmTJl7Aa0XLly1s+SxWeffWaFRuDz9+nTR6/iGQIEQFT5HSBi+/bt6tprr7Ub0TvuuEPt3r1br5Zw5MrDGR7vvPOOXsVTBAiAqCpevLjV6Ejj46eVK1faq87KUapUKfXHH3/o1RKGs89DjldeeUWv4rkrrrjCei35UuA3AgSAypMnj9XoyDflwYMH+7ohlHQcy4ZJgUZV1s76+eef9WpxTUZWOUdbRePKQ35nsjNkYAKn/E79RoAAsGaLOxs7ub3k55DbLVu2qBtvvNF+vVy5cqkhQ4bo1eKSBKRznoeEsp99HkJ+V2XLlnX9DuV36jcCBIBavny5FRrOBkhW033uuefU77//rlf3xM6dO9Wdd97pes2XX37Z83kR0STLkzhnmMu//RptJbZu3Wr9jpznUA75Xcrv1G8ECADb7NmzXaOl5MidO7fq2LGjLw37yZMnVdOmTV2vJ/0xU6ZM0avGNFlV1zlUWQ6ZJLhmzRq9qifkdyHLwMvvxvma8ruT32G0ECAAXGTexsCBA12d3XLICKoxY8bo1T0hw1yd39zleOaZZ9SOHTv0qjHlxIkTVkMeWJI9cMjyJH4Erhg9erRrNJsc8ruS31m01xsjQACkSdayatWqlcqePbursbrnnnvU0qVL9eoRkxnqDz74oOu1pCP49ddfV3/++adePVNJOMg2tIGdBAOHrP3l5cKITnLO5dw7X09+N61bt7Z+V5mBAAEQ1Nq1a9Wjjz7qarikY1hW2/VjRrn0I+hXP3KrpkWLFr71x2TUnj17VLdu3VK9P2nI27Vr59mS7E4SnnKunXNJ5KhWrZr1u8lMBAiADJF+iZIlS7oasXz58qkePXpYfRle2rt3rxUYMjrL+XoyRLVy5cpq5MiRvt0i0slnmzhxoqpZs6a1a6D+fmQbWj/WtJLXlXMr59j5mjfddFPM9BERIAAy7NSpU6pXr16phv3KkNxvvvlGrx4xGaklt9H0zmI5Lr74YvXUU0+pfv36eb5A46ZNm9SgQYOsEU6yAKT+2rKycJ06ddSqVav0h3ri66+/VjfccIPrNeWcy7mX30GsIEAAhE2WIGnUqJG9VHvgePjhh31pVOVWmewnUqJEiVSNeeCQjuVatWqpN99807pCkV0RZb5JMFIu9UaNGmXdgnriiSfsWflpHYULF7aef8OGDfpTeULO3UMPPeR6TTnHcq7l9lmsIUAAGPvll1/U/fff72rw5Nt5s2bN1L59+/TqnpA9RmSU06WXXpqqgQ92yJWEhExaVxTBDrnSkauN6dOn+zZDX87Va6+9Zp0752vLTo5yjmMVAQIgYp9//rm1JImz8ZMGXm4vnT59Wq/umWXLlqnu3btbVz6B5VgiPeR2mfSzvPfee+qnn37yLTSEnBtZbFEPQ7kK+uKLL/TqMYcAAeAJmRPRpUuXVPM5ZFmPH374Qa/uC7kl9d1331lDbBs3bqyefvppde+991qH9CnIFYj8N/AzKZd6Uv/bb7+1+j6iZcaMGa4lT+SQcye36uRcxgMCBICnZHXdunXrWkuhOBtH6Z/YuHGjXj3pyDmQc+E8NzKaS86ZLHkfTwgQAL6Q2z/6Wlc5c+a0OqsPHz6sV0948pnbtm1rnQPnOalQoYJ1ruIRAQLAV8OGDUs1Y/uqq65SQ4cO1asmLPms8pmd50DOyfDhw/WqcYUAAeA7+fbdvn37VN++y5cvr3788Ue9esJYsGCB9Rmdn1nWzZJzceTIEb163CFAAESN3P+XuRbOBlX6SmSYbCLtTLht2zb1/PPPp+oHklnr0eyo9xsBAiDqZFSWLHfubFxlGG7nzp3V8ePH9epxQ967fAZ9SPGtt96qZs6cqVePewQIgEwhS4/3798/1cQ+mU/i5yZMfpH3LKvxOj+LfLZPP/006susRwsBAiBT7d+/XzVv3jzVLOz77rsvLvZKl53/5L0637usziuLQcpnS2QECICYICva6rv6yTpQsmyJrL0Va+Q9yXvTl1n/5z//6cvqvLGIAAEQU2RGuL5oYv78+a3Z4rGwEq28hw8//NB6T873KO9Z3nsyIUCACGXpl8U+4A3ZC6Nnz56p9sKQ/UgmT56sV48aWSYlrXCT9+r1nijxgL944Jwjp46ovr/1VTUm11DXjrxW5RmUR+UckFNdM+IaVXNKTTV49WB1/HTao4MIEP/IMu7169dPdZvokUceUWvWrNGr+0ZuScmtKed7kPck782PXRnjBX/xSHoj145Ulw+93BUEaR1XDrtSjdswTn84ARIFsuquLH7obMClo7ply5a+dlTLc0tnuL4vvLwX6TxPdvzFI6l1WtLJbvyzfZpNNZzdUM38Y6bafWy3dcWx7sA69fGvH6sSo0ukGxIESPSMHTs21VDZggULqgEDBng6VFaeS4bfynM7X0tee9y41F8ikhV/8UhaEzZOsBv+y4ZcphbtWqRXsZ04c0K1WtAqzZAgQKJLJut16tQp1WS92267Tc2aNUuvHjZ5Dpn453xueS15zXie5OgH/uKRlE6eOakKjyhsNfrn9TtPTf19ql4lTR0Xd9R/RIBkElkupHbt2qmWC5F90jdv3qxXD0mWGJHHOp9LnluWJJHXQmr8xSMpjVo3ym70K39dWS8OCwGSuWSL23Llyrkaflmw8K233srQgoVSR+rKY5zPIc8piyEiffzFIynVmVHHbvRlhFUkCJDMJ9vODhkyRBUqVMgVAoULF1YjRozQq9tkOXV9qXl5DnkuP7eyTRT8xSMpOTvFf9v3m14cFgIkdhw6dEi9+eabKkeOHK5QuOuuu9TChQvtevJv2cjJWUceIxs+yXMgY/iLR1LKPzi/3egfOHFALw4LARJ7NmzYoB5//HFXQMi2sbKUvBzyb2dZzZo1rccgPPzFIyld8OkFdqN/+uxpvTgsBEjs+v7779XNN9/sCgvnIWUzZszQH4YM4i8eSYkrkORx+vRp1adPH1cnufy7b9++VhnM8RePpHTj6BvtRp8+kOTQq1cvO0B69+6tF8MAf/FISs/PeN5u9BmFlRwGDRpkB0hKSopeDAP8xSMpOeeBVPm6il4cFgIkPhAg3uMvHklJn4n+/bbv9SppkrWzdARIfCBAvMdfPJLWFxu/sBt+WY13ya4lehWbBM7rP76eZkgQIPGBAPEef/FIas7VeLN/ml01ntNYzdo+S+05vsdajXfDwQ3WPiGlxpRKNyQIkPhAgHiPv3gkvRFrR6iCQwu6giCto9CwQmr8hvH6wwmQOEGAeI+/eOCcw6cOqz6/9lHVJ1dXRUYUUbkG5rJ3JHx8yuNqyOoh1pLuaSFA4gMB4j3+4gEkBQLEewQIgKRAgHiPAAGQFAgQ7xEgAJICAeI9AgRAUiBAvEeAAEgKBIj3CBAASYEA8R4BAiApECDeI0CAEGSNrHk75uk/RpwhQLxHgABBLNu9TJ3f/3xrlvn0bdP1YsQRAsR7BAgQxOj1o+1lSj7+9WO9GHGEAPEeAQIEQYAkDgLEewQIEAQBkjgIEO8RIEAQBEjiIEC8R4AAQRAgiYMA8R4BAgRBgCSOlJRBKmvWLNYxeHCKXgwDBAgQBAGSOMaNG6RuuCGLdYwfn6IXwwABAgRBgCSOKVMGqYcfzmIdU6ak6MUwQIAAQRAgiWPu3EHq5ZezWMfcuSl6MQwQIEAQBEjiIEC8R4AAQRAgiYMA8R4BAgRBgCQOAsR7BAgQBAGSOAgQ7xEgQBAESOIgQLxHgABBECCJgwDxHgECBEGAJA4CxHsECBAEAZI4CBDvESBAEARI4iBAvEeAAEEQIImDAPEeAQIEQYAkDgLEewQIEAQBkjgIEO8RIEAQBEjiIEC8R4AAQYz++VyAtM1iHR8vIEDiGQHiPQIECGL0zHMBUjmLdXw8iQCJZwSI9wgQIIjRn58LkHxZrOPjAQRIPCNAvEeAAEGMHn0uQLJksY6PPyZA4hkB4j0CBAiCAEkcBIj3CBAgCAIkcRAg3iNAgCAIkMRBgHiPAAGCIEASx4IFw+wAWbBguF4MAwQIEAQBkjgOH96tunW7S73//j+sfyNyBAgQBAECpI8AAYIgQID0ESBAEAQIkD4CBAiCAAHSR4AAQRAgQPoIECAIAgRIHwECBEGAAOkjQIAgCJD4t3fvVjVhQlvVtWs59dpr+VSDBheoFi0KqnffvVn17VtLzZzZV+3atV5/GDKAAAGCIEDi28KFn6lXXsljz0APdiB8nDUgCAIkfq1fP//c1UZWKxzq1z9PDR5cT23c+KM6fHiPOn78kNqwYYEaM6a5HTAIH2cNCIIAiV//+c+j9tXF11931IttBw/utG5lIXwECBAEARK/mjUrYAfIwYN/6sXwAAECBEGAxK+GDbPZAXLgwA69GB4gQIAgCJD41a7ddXaA9Ov3hDpyZJ9eBREiQIAgCJD4NWnSW65RVo0b51Q9e1ZSEya0U0uXfqEOHdqlPwRhIkCAIHr37m0HSNu2bfVixLCTJ4+dC4wHXSHiPGRkVvfu96rffpuqPxQZRIAAaTh69Kjq0KGDypYtmx0g559/vmrdurU6cOCAXh0x6uzZM2rOnIGqY8dbUgWI85CrFYSPAAE0n332mSpSpIgdHPpx+eWXq4EDB6ozZ87oD0UM27t3i/rpp1Fq7NgW6p13SqUKkRUrvtUfghAIEOC/lixZoipWrOgKi+zZs6sWLVpYt69y587tKitTpoyaPXu2/jSIE2vWzDx3RXmVHSAfffSQXgUhECBIejt37lQvvviidYvKGRDVq1dX69ats+tt3bpVPffcc6muSP71r3+pLVu2OJ4R8WL58kl2gDRrdolejBAIECStkydPqg8++EBdfPHFrkAoVaqUmjZtml7dNm/ePFW2bFnXY3LlyqXeeecdq+8E8ePYsQN2gMiyJwgPAYKk9OWXX6obbrjBFQIFChRQ//nPf9SpU6f06qmcPXtWpaSkqCuvvNL1HNdcc40aNWqUXh0xSiYY/u8KpIBejBAIECSVlStXqipVqrga/QsuuEA1adJE7dmzR68e0sGDB1WbNm1Ujhw5XM/5j3/8Qy1evFivDg9t2/aLGj++tVq/fp5eZJG1sEIt0y7LvAcCpFevqnoxQiBAkBT27t2rXn31VdewXDkqVaqkfv31V7162NavX69q1Kjhem7pU/n3v/9t9bHAO4cP71bDhzewV9pt3bqQXsUSuC0ls9AXLRpj7Qty6tQJ66pDOtD793/KDg+ZE7J69Q/6UyAEAgQJ7fTp06pPnz7q0ksvdTXu11133blvnxP06hGbPn26Kl26tOu1LrroIvX++++rEydO6NURhjNnTqlp0z5Ur72W3274g105OOsEO5o0yaXmzRusPxwZQIAgYX3//ffqb3/7W6rG/L333vO1MZfQkmVPLrnkEtdrX3/99WrSpEl6dWTAihXfqbfeKuFq+GV3wWnTep473yf16pbduzep+fOHqCFDXlBdutyh2rQpYi1n0qhRDtWy5RXWLHRZ5n3fvt/1hyKDCBAknA0bNqjHH3881e2kevXqqR07orcqq9w2e+WVV6w+Fud7efDBB9Vvv/2mV0cadu5co3r3/qcrOOS21PDh9VnLKgYQIEgYhw4dUm+++WaqDu277rpLLVy4UK8eNRIWEhrO9yShIuEiIYPUjh7db80Yb9Qouys85Kph69blenVkEgIEcU+G1A4ZMkQVKlTI1UgXLlxYjRgxQq+eaeT2ldzGcr5Huc0lt7vkthf+Wrtq9uxPVYsWBV3B8eabRdXixeP06shkBAji2vz581W5cuVcjfKFF16o3n77bXXkyBG9eqaTvhfpUJe+GOd7lo536YBPZmvWzFIdO97qCg7Zr/zrrzupU6eO69URAwgQxKXff/9d1a5dW5133nmuhvipp55Smzdv1qvHHBnaK0N89eVTZCiwDAlOJtLZ7RxSK4cMqx006Hm1b982vTpiCAGCuHL8+PFz31I7qjx58rga3ttuu03NmjVLrx7zZLKhTDp0fhbpw5HJiTJJMZGdOHHEWka9ceMLXeHRtWs5tWHDAr06YhABgrgxduxYVbRoUVdjW7BgQTVgwIC4X1p95MiR1jIozs8my6QMHjzY6uNJNAsWDFevv17YFRwyIVCG3Sbi501UBAhi3rJly9S9997ralxlmfWWLVsm1OZOshCjLMgoCzM6P6ss3CgLOCaCTZsWqm7dKriCQ+ZlyJIix48f0qsjxhEgiFm7du0618C8rLJmzepqUB955BG1Zs0avXrCkKXhZYl452eWQ5aSlyXl49GBA9vPXU3VU/Xrn+8Kj759a577PW/QqyNOECCIObLMes+ePVW+fPlcDWjJkiXV5MmT9eoJSzarkk2rnOdANrV699131bFjx/TqMenkyRPnri7eU02b5nUFx7vv3qxWr56hV0ecIUAQU7799lt14403uhrN/Pnzq48++ihDy6wnGunbke1zZRtd5zm59tpr1ZgxY/TqMeWrryaoypWLq0qVsqi6df8KjubNL1UzZ/Y997mY95IICBDEhNWrV6uqVau6GkmZrd2wYUO1e/duvXrSkb6e1q1bW30/znN0zz33qKVLl+rVM9WKFSvUAw88YL2/K67Iom6/PYuqWTObGj36VXXkyD69OuIYAYJMtX///nPfSpunWmb9vvvuUz///LNe3TebNm2yrn7kSqdx48bq6aeftjru5ZCNp+Qbv/w38DMpl3pS/7vvvovalrZr165Vjz76qOtcSR/RSy+9pP7880+9elTJfipyTpxrf+XIkUXVq1dFbd68Uq+OBECAIFPIrZn+/furyy67zNUYFitWTI0fP16v7ikZJvrTTz9Zq/JWrlzZ6ldwvgfTQ+amPPzww6p79+7WyDE/TZkyRd10002u15c+ox49elh9SNEktxZ79+5t7ejofD8SuF999ZVeHQmEAEHU/fDDD+qWW25xNTZ58+ZVnTt3tiYK+kFCQ5YKqVOnTqo90EMdEnJyBaKHXahD9iBp0KCBtdyKH6Th7tWrV6qGW/qQvv76a726L6ZOnZoqyOT8SohGO8gQfQQIombjxo3qiSeecDU2shSJNOp//PGHXt0TsrS7rNArCyvqDXzgKF68uPW+2rVrZ+1nvmjRopC3pKRc6skEQHn+WrVqWSGjP3fgKFGihOratas1NNlrcuuoUaNGqZaNf+ihh9SqVav06p6QW2nVqlVzvZ7cSnvxxRcz/VYaoocAge8OHz6s2rdvr3LmzOlqcMqXL69+/PFHvbonpOGUYNL7VuSQKwmZUzFo0CCr78NL69atU/369bPW5ErrSkdul7Vq1cqXbW5/+eUXu/M6cMjnf+2119S+fd50XsvyKq+//nqqzvy7775bLVmyRK+OBEeAwFfDhg1TV199tauxueqqq9TQoUP1qp6Q0VxPPvlkqkUKZX2pmjVrqokTJ0bt1orM1ZArFOln0d+PzDZv0aKFL/uBfPHFF9ZVlfP15HaaBJvpsvFyC1AC94orrnA9b5EiRdTo0aP16kgSBAh8IZ3Ud955p6uxkSsQuU0kVyRek2VA5Ln1b8Yyf6Jbt27WbZ7MJKsHS2DoHfby/vzYs0SWjZdbZtK35Hy9v//972rGjBl69aDmzJmjbr/9dtfzyOfo0KFD3ExohD8IEHhK+jLk1pG+zLr0EUgfiB9kpI++yKJc9cgQ21hr4KR/QG4B6asJy46FcvvLa9u3b1d169ZNdQWUkd+H9PM888wzrsfJ8eyzz8btkirwFgECT8g33i5duqT5jVdGXflBwkFGOTlfTzaTkqU+5P3EMtmbXW+c5dx99tlnelVPyBVhhQoVXK+X3hVhsEUd586d66qL5EaAIGKff/65NX/D2dhEes89FFlMUR8KLDPZ420zJpnPofdXNG3a1Ld+muHDhwftk5JRaPqy8tLvkZKSwjLrSIUAgbGZM2emunUko36aNWvm2aiftMhEQ+eVjvzbj36EaJErKVl12Hkepf/Ij5FaIjAqTq7WnK8pAw30/3/jjTcSfmMrmCNAYEyfwCazsP2adxDQp08f1/LucotMRl4lgiFDhrhuG8mEwFDzUSIhQ5hlxJrzdxg4HnvsMV/6ZJBYCBAYk9tU0thIB+0333yjF3tO7ss7G7kXXngh5jrJIyXrfzlvB8rtJL8DUq4kA6Esgx+mTZumVwHSRIDAmHz7l0ZHJsz57ZVXXnGFhwwhTVQykq1UqVL2Z5WhvitX+rsY4XXXXWe9VqFChfQiIF0ECIxFK0CcVx7yTblv3756lYQjS9jfcccd9ueWZVJkSK5fCBCYIEBgLBoBIn0ezvDwa5hrLDp06JAqV66c/flld0L5mR8IEJggQGDM7wCR0VbODvNkuPLQyeKLgcZdDhmqLEvhe40AgQkCBMb8DBDpOHYO1U3kPo9QZDSUcyn5Tp066VUiRoDABAECY34FiIysck4SlNFWyW7evHn2ysKybLvXe4wQIDBBgMCYXwHiXJ5EXiPRhuqaksURA+dFJnDKPuleIUBgggCBMT8CRBZGDDSScgvL7zkQ8UT6Ppz7fcg+6F4hQGCCAIExrwNEFvFzLo0Sz8uT+GXbtm32CgAygVN2RfQCAQITBAiMeR0gbdu2tcNDRhshbZ988ol9nmSFXS8WOSRAYIIAgTEvA0RuVQUW85NF/uJtVd1okhWOnYMMvNjdkQCBCQIExrwMEOeifrKfB4KbNWuWvWmXrJ0V6bL5BAhMECAw5lWAyAq+gR3zZK+K48eP61WQhurVq9uhK/t4RIIAgQkCBMa8ChDZAjfQEMo2tMgYmRsSOG+33nqrXhwWAgQmCBAY8yJANmzYYE+Qk1VnZSQWMq5ixYp2iEyePFkvzjACBCYIEBjzIkDatGljN4DdunXTixGCc95MrVq19OIMI0BgggCBsUgDRCbGBfbflhFYe/bs0asgBBnCW7hwYesc5syZ03h2OgECEwQIjEUaINOnT7e/PdesWVMvRga1atXKPo8pKSl6cYYQIDBBgMBYpAHi7DyfOHGiXowMWrJkiX0eK1eurBdnCAECEwQIjEUSIHL7Kl++fNbjZanykydP6lUQhpIlS1rnUlbqPXjwoF4cEgECEwQIjEUSIAsXLrS/NT/33HN6McLUvHlz+3x+9913enFIBAhMECAwFkmAyIirQIM3aNAgvRhhkluAgfMpI9vCRYDABAECY5EESJUqVewGb9OmTXoxwrR37157Nv+dd96pF4dEgMAEAQJjpgEi/R+5c+e2Hlu8eHG9GIYCCyzKxMwTJ07oxUGVLHm7yp79ElWkSCm9CEgXAQJjpgEiVxyBqw9ZRBHeqFu3rn1eV65cqRcHdeed/1ZXXPHQuRB6Vi8C0kWAwJhpgEgnb6Cha9++vV4MQ507d7bPa7jDoqtU+b9zVyHt1D33sBoAMo4AgTHTAJEFEwMN3fDhw/ViGBo7dqx9Xrt3764XB/XYY6NUmTL91EMPDdOLgHQRIDBmGiCNGjWyGzqvtmSFUsuWLbPPa/369fXioAgQmCBAYMw0QGTZkkBD9+eff+rFMLR79277vD722GN6cVAECEwQIDBmGiCy3EagoTt27JheDEMy8ipwXitVqqQXB0WAwAQBAmOmASLzFORxMtwU3sqePbt1bsuXL68XBUWAwETcB0i/l7Nk+IC3TAOkdOnS1uMKFCigFyFCl1xyiXVuS5UKbz4HAQITcd+q6iER7IC3TAOkWLFi1uNk/3N4S86pnFs5x+EgQGAi7ltVAiLzmAYIVyD+CVyByDkOBwECE3Hf6hIgmcc0QOgD8Q99IIimuG91CZDMYxogjMLyB6OwEG1x3+oSIJnHNECYB+IP5zyQGjVq6MVBESAwEfetLgGSeUwDpHHjxnZDJxtLwRtLly61zysz0RENcd/qEiCZxzRAevXqZTd0w4bRYHllzJgx9nnt0aOHXhwUAQITcd/qOgMk2AHvmQbI5MmT7YauXbt2ejEMderUyT6vkyZN0ouDIkBgIu5bVj0o0jvgPdMA2bx5s93Q1apVSy+GoTp16tjnddWqVXpxUAQITMR9y0pIZB7TADl79qzKmzev9dhrr71WL4ahwPyaHDlyqJMnT+rFQREgMBH3rS4BknlMA0RUrVrV/ra8bt06vRhhktFs5513nnU+K1asqBeHRIDARNy3ugRI5okkQKSTNxAg/fr104sRpnHjxtnn02SXRwIEJuK+1SVAMk8kAeLc/Ih90SPXpEkT+3xOnz5dLw6JAIGJuG91CZDME0mASD/IZZddZj/+6NGjehVkkJzLokWLWudS+j9MziUBAhNx3+oSIJknkgARDRo0sL81jxw5Ui9GBs2ZM8c+j9WqVdOLM4QAgYm4b3UJkMwTaYDMnz/fbvhkfSyYadiwoX0eZTKhiaeeGmsFSPXqo/QiIF1x3+oSIJkn0gARJUqUsJ4ja9asauvWrXoxQpAFFANLuF900UXGi1POnbvl3BXhl+qHHzbqRUC64r7VJUAyjxcB0rVrV/vbc4sWLfRihJCSkmKfv3r16unFgK9odWHMiwDZtWuXypMnj/U8uXPnZnXeMJw5c8a+gpNj0aJFehXAVwQIjHkRIKJVq1Z2I/j666/rxUjH+PHj7fNGHxIyAwECY14FyM6dO1WuXLms55KrkR07duhVoJGhu2XKlLEDZMaMGXoVwHdJGSA71s9T21aGP9kKbl4FiGjevLndGD7zzDN6MTQDBgywz5dsEQxkhqQLkF2bFqn+9c+3Ot3XLx6rFyMMXgbI3r171eWXX243ilOmTNGr4L/27NmjLr30Uus8yfpXc+fO1asAUZGUARIYtTXijWvUqRNH9CrIIC8DRIwYMcIOkOLFixsPSU10znkfdevW1YuDkrkegePOOweo7dsP6VVszrpAWpIuQMTkPjXsEFn05Tt6MTLI6wARDz74oN04vvzyy3px0pPNuM4//3zr/OTPn9/qPwqHMxTkeOedGXoVGwGCUJIyQA7sWq8GNMphBcjAJrnUoT2b9SrIAD8CRJZ2D+wVIseQIUP0Kknrjz/+cN3m69u3r14lJD1Aypbtr9av36tXsxAgCCUpA0T8+Pkb9lXItE+f1ouRAX4EiBg9erTdSMrorJ9//lmvknRkzsf9999vn5fHH39cr5IheoDI0bLlZL2ahQBBKEkbICePHVTDWl35V4jUP09tXztbr4IQ/AoQ0bRpU7uxLFasmNq2bZteJanILP3A+ZBdHPft26dXyRBnKNx++//+vWJF6lthBAhCSdoAEavnDbavQsZ3LqPOnj2jV0EQfgaIbMkqw1MDjWapUqXU7t279WpJ4YMPPrDPQ/bs2dWCBQv0KhnmDIXWrafa/5Z1sHQECEJJ6gA5lxjq8y5l7RBZNWegXgNB+BkgQpY1ufHGG+3Gs2zZsurgwYN6tYQ2dOhQe6ta+e+wYZEtt+4MBen7kD6QwP8vWOBezJIAQSjJHSDqr0mFcgtLAmRoy8vViWMH9CpIh98BIrZs2aKKFClih0j58uWTZr0sCY8LLrjA/uzdu3fXq4RND4U2babZ/1+79ufynSrduoAu6QNETB/4rH0VsmBcK70Y6YhGgIg1a9a4Rh9dd911au3atXq1hCK3rQJXHnK0bNlSr2JED4WNG/e5rkKmTl2fbl1AR4Ccc3jvVjXwldxWgHzaKLs6sDOxGycvyGZQ2bJls2+tfPvtt3oVT61cudLqPA40qLId7rx58/RqcU9GWzk7zAPhIWtfeSGtUGjXbrr9s8cfH33uPfz1WmnVBZwIkP9a/HVH+yrku4/NtgVNBjIaqnbt2q5vx4GjatWqavXq1fpDPLN9+3blXEBQAuy9996zGt1EIJ/POVRXzrEXt62c0gqFzZv3u65CvvhiZbp1AScC5L9OnzymRra51g6Rrb+xFpPT8ePHVadOney9OwKHjApy/r806rIw4v79+/Wn8MShQ4esoHK+5gMPPBD3w3xl7S/nbTo5j5F2mKclvVB4660Z9s8ffni4OnHidLp1gQACxGH9ojF2gIx5+6Zz32xP6VWS0tixY1XRokVdjXbBggWtFWHl27/sSyFzNZzlcoupf//+vlwdyHN27tzZ1cFcoEAB1adPH3X69Gm9ekyTRSQbNGhgL08ih9yqi2SobjDphcLWrQfUHXd8apcNG7Y83bpAAAGimdT9HjtEfvm+l16cVJYtW6buvfdeVzDIFYfck9evMOQKRRp1/QrllltuUTNnznTV9Yr0w+jBJq83a9YsvWrMkT4NCeDAqrqBo0aNGsaTBDMiWCh06PCDXXb//UOC1gUEAaLZvWWp6t8gqxUgg5sVUMcOJ9/kNdlmtn79+ipr1qyuxu2RRx6xRkQFI+s11alTJ1UfyZNPPqk2bdqkV4/YgQMH1EsvveT6Bi9H9erVrYCJNRIccsV22223ud6vLIxosrZVuIKFwrZtB1W5cv+7CglWFxAESBpmDXvZvgqZPbKRXpywZPZ3z549Vb58+VyNW8mSJa1VYMPx448/WnM2nM+TM2dO1b59e3X48GG9esRkP/AKFSq4Xk+OihUrqi+/TD3LOtrk3KakpLj2MJdDglaWZI/W3JZQodCp08xU4ZFeXYAAScOxg3+qlFcv/mtYb4ML1J5tv+hVEo4Mw9UbN/lW/NFHH6lTp8z7gmQy3FVXXeV63quvvtqXDmIhr6ff1pKjcOHC1t7rS5Ys0R/iq9mzZ1t9HJdcckmq9yRLtfixGdSiRdvOfc7t+o8toUJB9gcpXz71VQiQFgIkHcun9rCvQr76vwf04oQhw271UU1y60oaPa/WnpIrjnbt2llXIHoD+tNPP+nVIyYd6aNGjbL6Q/RGWw4JymbNmqkJEyZ43t8g52zcuHGqSZMmrnkrzqNKlSq+7GEuS5M0bPiV1eDLQonLl6feWz4jodCly2wCBBlCgKTjzOmTanT7G+0Q2bj0C71KXJNOcBluG5gMGDjuu+8+35ZP37hxo6pVq5br9QK3cKTvxA9y601eUw8v5yFBI++ha9eu1ogzGTwQaqOmHTt2qKVLl1r1u3Tpop5//nlVunTpVM8dOC666CJVr149tXjxYv2pInbgwHHVrdsc1yiqSAJk587D1m6FGamL5EaABLH5l6/tABnVtrg6ffK4XiXuyBBYGV4rw2ydDZwMw5XO3WiQb9+BZVACh2wiJQ3xiRMn9OqekEUYBw8ebO146Bz+m5FD5mfI1YRznkZGjhw5cqhq1apZ+5v4sT3v6dNnzj33inOhP9jV2Neo8ZmaO3eLXh3wHAESwje9HlYf1M6imj2SRU0Y1lUvjisynFa/rSPDbmX4rQzDjSa5zdSvX79Uw1hlL/TPP/9cr+4pmYwofT5vvPGGdRtNvwozPWSIs3Tay0CBadOmqaNHj+ov7Zkff/xdPfHEGFdw3HNPijV/49Qp7+feAGkhQEL48/eV6t8PZFOVb86iypXMq3Zs9+dWi59k+OwTTzzhauzk1pEMt/Xr1lFGSR+E9Efojbgs6fHLL9EZvCAjpH777Tc1ceJEa+kQ6f+R+RgyB0YOWbxRrkDkv4GfyY6AUq9Hjx5q0qRJ1lpdkQw2yCiZ8Ne8+WRXcMgyJB07zlR793p/lQMEQ4BkQI+Or6kr8//VsMm98nghndfybVi//y/Da2WYbSxZtWqVevjhh13vU241NWrUyLPO/Hh25MhJ1auXDI12j5B66aVJ587dLr06EBUESAbIt+RAn4FMWPNj5JDXZJisDJd1NsgynFaGucayr7/+2rWJlByyTEmvXr2i8g0/1sgivBMnrlKVKw9zBccjj4xQkyev06sDUUWAZJDMEg40aDJhzavltb0m4ebcClYOuQKRYbR+TODzg9xSkltDaU1olEUHk8WyZdutTZ6cwfGPfwxU/fsvthY7BDIbAZJB0unrHDk0fPhwvUqmkr4Mub2mLyEiQ1hl+Gw8kiVVZJkSfUmVRx99NKE3lNqx45Bq2/Z/e3QEDtm3Q4bYArGCAAmDDD8NNGJyeygWvtHLsFcZ/irDYJ2NrITdDz/8oFePSzLf4p577nF9PhnxJDPLZS2sRHH8+Cnr6uKuuwa6gkOuQtKa0wFkNgIkTDVr1rQbMemgzkwy3FVfRl2Gxcrw2Hhb1jwjxowZk2p2t8zNGDhwoC/LxkeT9GdIv4YzOKTfY9Kk1a59yoFYQoCESW4HBUY1XXjhhb6sMBuKDG917lwnhwyDleGwXi/NEWtkQt67776rcufO7fr8slOhrDsVb1au3KVefHGiKzhkFnjv3j9aI6+AWEaAGGjbtq3dcMn8imiR4awyrFWfSS3DX2UYbDL5/fff1XPPPZeqz+df//qX2rx5s1495uzatf/cFewE11aycrRoMdma6wHEAwLEgPR9OFeY9WvDpAAZvirDWGU4q7OxlOGu33zzjV49qcybN0/dcccdrvOSK1cu9c477/g6E9zUXyPMPlJFiz6oihV7Sd1yy4dWcMiscpldDsQTAsSQzKcINFiyPIhf9+Bl2KoMX3U2kDK8VYa5SmOEvzZpknWurrzyStd5uuaaa9TIkSP16plG9iW5/vrrrfeWO/e1597vI6p8+Q7WelayrhUQbwgQQ9JoOTdMkgUKvSTDVGW4qrNBlOGsMqxVhrciNVnjqk2bNtYihs7z9o9//MPacCqzyDIplStXdr2n7Nlzq9atu6l9+zJ/JB9gigCJgCwHEthKtWDBgqn2CTchw1JleKoMU3U2ODKMVYazIrT169dba1k5z5/8nv79739by7BHy969e1XTpk1TrfNVqVIl9euvv+rVgbhDgERI9oEINAyyv4YpuQUmw1H1JcNl2KoMX0X4pk+frv72t7+5zqfsy9GtWzfflo0XMoT6k08+SbULoSzGKAs2AomCAInQtm3brCXRpYGQqwbZ4S9cMvxUhqE6GxsZptqxY0df9pFIJsEac1lF12vff/99poQWkBkIEA/IfhqBxuKf//ynXpwuGW4qw06djY0MS5XhqTJMFd5J73aSbDDlxe0kuW0mS7w7nzszbpsB0USAeEA2YypatKjdcMhmRcHI8NK3337bGm7qbHBkOKoMS4V/pENbQsN53mVezSuvvGKFTLik4/7NN99M1XF/1113ZWrHPRANBIhHZDvYQONRokSJdIfYyrBSGV7qbGxk+KkMQ43VFX4Tkdy+CgypDRxym+vjjz/O0DIw6Q0dLly4sBoxYoReHUhIBIiH7rvvPrsh6dmzp6tMvo3KcFJnYyPfWmXYqXyLRfRJn8T777+vLr74YtfvpXTp0lYHfHrmz5+favKiLGsjV5VHjhzRqwMJiwDx0PLly+2lx2Wyn8zXkPvfch88MNw3cMgwU7lvjsy3c+dO9cILL6T6HT322GNq3br/bdok/VK1a9dOtXzK008/HRfLpwBeI0A81rBhQ7thkYmGMgLH2djICJ1g326ReRYvXpzmVWLLli2tDbn0BRxvu+22uFzAEfAKAeIxuerQO8flkPvrMpw0I/fXkblGjRqVqp/Kecik0QEDBvi2fA0QLwgQD8lwUH2Ej9zukOGjJiN8kHlkpJwsyOgcXSWjtRJtEysgEgSIByQcZBiovsx64Bg3bpz+EMQJ6ae66aabVPHixdWyZcv0YiCpESARkNtRMuxTn+Usw0M7dOhg/7/MEWFGOYBEQ4AYmjZtmjXc0xkcMhxUhoUGlqx45JFH7DKZrQ4AiYQACZMM65Thnc7gkOGfMgxUhoM6ybpYgVV1Zb0sWTcLABIFAZJBBw8eVG+88UaqJSsqVqxoDf9MT4sWLey6MocAABIFARKCLFmRkpKirrjiCldwyDBPGe4ZiuwRIsM+5TEyImvBggV6FQCISwRIEHPnzlVly5Z1BYfJftuffvqp/fhy5cqx5hWAhECApGHr1q3q2WefdQWHHM8884zasmWLXj0kmXB266232s8j+6kDQLwjQBxkqO27776baskK2expzpw5evWwzJo1y15DqVChQiygCCDuESD/NXr0aFWkSBFXcMj2srLNrFdLVjz55JP2c8seEgAQz5I+QJYuXaruvvtuV3DI0NvWrVt7vmTFpk2brGW/5TVy5sypNmzYoFcBgLiRtAGyb8+fqtkrL9rLrweOatWqqbVr1+rVPfPWW2/ZryVboAJAvEq6ADlz+qSaO6m7qvvgxar0NVnUBef/1ZjLekdTp07Vq3tONhySXesCITJjxgy9CgDEhaQKkM2/fK0+a3+D6vNiFtX04Syq0s1ZVKniBVTv3r3VqVOn9Oq+kS1PAwFy8803s8Q7gLiUFAGyb/tK9c1HD6l+L2exj67PXaAG92ysDuzbo1f3ncwDqVChgh0iffr00asAQMxL6AA5cWSfmjf6NfVpw2yu8Pjq/x5Qe7et0KtH1cKFC+0tVC+99FK1b98+vQoAxLSEDJCzZ06r32b2VUOaX+oKjlFti6uNS7/Qq2eaevXq2Vchr776ql4MADEt4QJk2+oZauy7N7uCY1DTvGrpt13VmVN/LbMeK7Zv367y5s1rBUi2bNnUypUr9SoAELMSJkAO7tqgpvSt6QqO/vXPVzMG11VHDmzXq8eM9957z74Keeihh/RiAIhZcR8gJ48fUj9NaKsGNMrhCo8J3SqoPzct1KvHHNl8SrZLDYTIV199pVcBgJgUvwFy9qxaM3+oGta6kCs4hr9+tVq7YLheO6ZNmDDBDpAbbrhBnTx5Uq8CADEnLgNk54YF6ouu5VzBMbDxhWrhpLfUqRNH9OpxoVKlSipHtizq2oJZ1MiB3fViAIg5cRUgR/ZtUzMGPa/61T/PFR5T+z+pDu3epFePK6tWrlB3XH+BerRMFvVq9YvV4f3u7XEBINb4HiDOhj7UkZ7Tp46rJV93UoNeyeOqP77jreqPNTP16nFr6IeNVZvHsqhe9bKomcNe0osBIKak32p7RA+JYEdaNiwep0a+WdRVb0iLy9TK2Z+qs2e9WWY9Vhw7vEcNblbA+owygmzXliV6FQCIGWm32h4KFRDB/PJ9L9fjP22UXc0f20KdOLpfr5owVnzf2/68kz64Wy8GgJgRfqsepkgCRMIi8Nhve/9T7d+xWq+ScM6cOaXGvFPK/tzrF47WqwBATAi/VQ9TJAFy8thBtXzyB2rbyul6UULb+tsU+5yNaFNEnTp5VK8CAJku/FY9TJEESDL77uNq9nlb/NW7ejEAZDrfW3UCxMyBnWvt2fUDX8mtDu/dqlcBgEzle6tOgJhbML61fe6mD3hGLwaATOV7q+4MkGAHUpM+oGEtr/jrHNU/T+1YN1evAgCZxveWWw+K9A6kbdXcQfY5+rxLWWsNMACIBb633IREZGSy5PjOZexzuHpuil4FADKF7606ARK57evm2Ot/yS0tubUFAJnN91adAPHG9E//ZZ/HH8e/rhcDQNT53qoTIN44tHeLGtgkl3UeZXjvgT/X6VUAIKp8b9UJEO8s/rKDfS4nf/KYXgwAUeV7q06AeEeWNBnxxjX2+fx95TS9CgBEje+tOgHirXULP7PP59h3SquzZ07rVQAgKnxv1QkQ7038oKJ9TlfM+I9eDABR4XurToB4b9fmxdaGU3JOhzS7RB0/vEevAgC+o1WPUzOHvmgH8y/TPtSLAcB3BEicOnpwp9WhLkN6t6+drRcDgO8IkDh2+uSxhN7eF0BsI0AAAEYIEACAEQIkgThHvIU6ACBStCQJRA+JYAcARIqWJIEQEACiiZYmgRAgAKKJliaBECAAoomWJoEQIACiiZYmgRAgAKKJliaBECAAoomWJoE4AyTYAQBeoDVJIHpQpHcAgBdoTRIIIQEgmmhpEggBAiCaaGkSCAECIJpoaRIIAQIgmmhpEggBAiCaaGkSCAECIJpoaRIIAQIgmmhpEggBAiCaaGkSCAECIJpoaQAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYOT/AQlHZNw+DZCcAAAAAElFTkSuQmCC)
PN: 7H66-3-X3
CAS: 581792-83-8
Molecule Weight: 304.72
Formula: C12H8ClF3N2S
![2-{[5-(Trifluoromethyl)-2-pyridyl]thio}ethan-1-ol](data:image/png;base64,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)
PN: 8H66-3-64
CAS: 173729-52-7
Molecule Weight: 223.21
Formula: C8H8F3NOS
![{[5-(Trifluoromethyl)pyridin-2-yl]thio}acetic acid](data:image/png;base64,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)
PN: 8H66-3-53
CAS: 244006-15-3
Molecule Weight: 237.2
Formula: C8H6F3NO2S
PN: 8H66-1-X0
CAS: 259683-21-1
Molecule Weight: 212.27
Formula: C12H8N2S
TSCA: Not listed on TSCA inventory