![N,N-Dimethyl-6-{4-[(1E)-(2-methylhydrazin-1-ylidene)methyl]phenyl}-4-(trifluoromethyl)pyridin-2-amine](data:image/png;base64,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)
| Product Number | 3H39-3-32 |
| CAS | 1300019-70-8 |
| MDL Number | MFCD18384856 |
| Molecular Formula | C16H17F3N4 |
| Molecular Weight | 322.335 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H39-3-32
CAS: 1300019-70-8
Molecule Weight: 322.335
Formula: C16H17F3N4
![1-[4-(6-Dimethylamino-4-trifluoromethylpyridin-2-yl)phenyl]ethanone](data:image/png;base64,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)
PN: 4H56-3-B7
CAS: 1311280-01-9
Molecule Weight: 308.304
Formula: C16H15F3N2O
![4-[6-Dimethylamino-4-(trifluoromethyl)pyridin-2-yl]benzoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJNAAASTQHzl8SnAAACknpUWHRtb2xTb3VyY2UAAHichZXbjpswEIZfZeTrxvhAIEQhqyirlSrttlJ3K/WucoiTRQqwAnJ6+445JEAoBKKxx/9nY8/YXjxdogOcdJqFSewTThkBHQfJNoz3Pvn98TKZkaflIkARCuPMJ595/jW3rPP5TINPHalLEtMgiUjZPr9kYUtzljRJ95ZgjFt/3l7fC2YSxlmu4kAjlYXzrHC+JoHKi6/4zxBWpNJTGFul3IrSU9nbX8HMy+gl25L7XNbYtkIUduFBwy5JI5XDSTCKL/sGex3rVOV6C5sruiW1ce7LxdtzEhwjHedYND2EgTq85+kxQEeUHHRwxM6w8P3ZJxFHQOVJtEpTdQVTMm7FQQlQEpQNagrKAeWCmoHyQHGGf2znKOCo4CjhqOEo4qjiKOOoE6gTph+B8Tho80Ef1y+Ns4IfsG487doafuKzhhfz4OIKnwjqOK4NnEopXcCp46+uVW29kspMKu/NVuIJLhfD2dxs7Z+iznbv1kH/zIZKVnklFRJrNnVdjhl3xe+c1AMydDbGFxSVaCVlM1aM5whjsSevWa/ba79DPWmsS13WrHe5ut2jwu7TOZQ7pXWFmT9OZOpIDLx1i/xysUnibaMI4dYnG06KlPild5mosoJAkm51ihvNdGCkTUC0AZNDw4B8AOxhwG4DJj9vwKoPmLYBk83DgNMGTO4PA24bMDtlGJi1AbOvhgHvYdIjgEnJzhDGNbSwvBvsYp+PDNOJd3kujDCdkJfnyAjTiXp57owwncCX59QI4/SswRjj9nybM7LWnQwoz84Rxuth7okmercje8hl7o3s4G4aFEf5CNNNA8PwEaabBl55VTwyVuNosuoLDIsPl5vVuPksvO+X/wDyPk3PBaxlSQAAOMZJREFUeF7t3QeYFFW6xnFFEEVdFYyYUNEFVwVzuAKK17CmNWdX14RxVUwYEMWcVnBNBEFQEAy4omIWcc0BEyqKAoIkAcmS+e68Z261w6Fnuvt0mOru/+95+lH6VFfX6Zk5b1edUCsZAAABVvKfAAAgHQQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAnhWWmkl96hOqvJkFi9ebI899pgdfPDBtuGGG1q9evXcf3fZZRdr3769ffHFF/5L8P8y/exS/XxSlSN9fIqAJ1UDk6rcN3HiRNt9990Tr6vugRWFfHbJnqsqVTnSx6cIeFI1MKnKq1q0aJH7pqztN910U3vkkUdszJgxtnDhQps6daoNHz7cunTpYi1atPBfWvZCP7tUP59U5UgfnyLgSdXApCqvqnv37m7bJk2a2JQpU/xi1CD0s0v180lVjvTxKQKeVA1MqvKq2rZt67bt27evX4QUQj+7VD+fVOVIH58i4IkamFSPdDRq1MhtO3nyZL8IKYR+dv7PqboHssenCHj8hqa6Rzrq1q3rttVIImQm9LPzf07VPZA9PkXAk6qBSVVeVei3aIR/dql+PqnKkT4+RcCTqoFJVV7Vfvvt57bN9Do+wj+7VD+fVOVIH58i4EnVwKQqr6pbt25u2y233NJ+/fVXvxg1CP3sUv18UpUjfXyKgCdVA+OXv/HGG7b//vvbWmutZRtvvLGdfvrpicsumrOw0047ue0322wz1yiOHTvWzXGYNm2aff7559a1a1dr2bJlYn+oFPrZ+T8fX9Xymn52SK36TxkoU5k0QKJLLc8++6xNmDDBZs+ebTfddJMbghr55ZdfEhPianpExo8f7xrKcjJ37lwbMWKE/3TGn50ke66qquWpfnaoWfWfMlCmMmmAkpkzZ441aNBguef0rblXr1524IEH2gYbbODWc9J/1Thefvnl9uWXXya21XOrrLKKtWvXzs24LmVLlixxZxbrrbee1alTx0aPHu1vktFnJ6l+PjWVJ/vZoXrJP0UAQfRN+vbbb7dDDz3UL0pb7969be2113aN3DrrrGP33Xefa0RLzdChQ90yJKrnyiuvbGeeeaYtXbrU36xgcvGzKzcECJAj0TdbfTseNWqUX5wRdRqfc8457kxE+2zWrJm9/PLL/mZFSetZHXvssYnPS4slfvDBB/5mBZXLn105IUCAHJo1a5Z16tTJWrVq5RcFUUdx69atEw3cIYccYt9//72/WVHQN/zrr7/eVlttNVeXxo0bW58+fWzZsmX+prUi1z+7ckCAADmmhmiNNdbwn87KwIED3aKCanjVB6D7YMycOdPfLLY0l2OTTTZxx1+/fn279tprXX9D3OTjZ1fKCBAgS0cddZRbWnz+/Pk2btw4u+iii/JyHV3779y5s2vg1BCvv/76bsXa2uw3SOXDDz+0PffcM3EGdfTRRyftKK8thfrZlSoCBMjS4MGDbbfddrPVV1/dzVfQ6Knp06f7m+WMhvmeeuqpiUb5wAMvs88+m+hvVqt+/XVexVlSN1tllfruGHfYYQd76623/M1qXaF/dqWGAAGK1Pvvv2/77nuC/eUvnW2XXbpZhw6v28SJtXtZaOHCJfboo8OtVate1rLlfbbttgfbww8/7IbrovQQIEARUwf04MHf20EHPe5CZK+9elY02J/Y779ntoJtLrz55mg74ogn3XHssUcPu+ee92zmzHn+ZighBAhQAubNW2T//vdHLkDUgP/1r0/YSy/94G+WF6NGTbd27V5w76vHhRe+ZGPGzPA3QwkiQIAS8ssvs+zyy19NNOb/+Md/7Jtv0l+IMBMzZ8632277r+22W3f3XkcdNcDeeednfzOUMAIEKEEffzzBjj/+adew77prN7vxxqE2deqKl5OioOna9UO/yInKq1qyZKn17/+17bffY66sTZve1rfvl7Z4cXxHgyE/CBCgRC1dusyeeuoba9u2j2vo1bH9n/98t9w2UUCoz2Ls2BUvO/kBMm7cLDvmmIHuOZ153HzzMJs+/fcqr0A5IUCAEjdr1gK76673bPfde9jZZz+/XFkUEHpcdNFLy5VVLY8MHDjC/Vv7GTmytBd6RGoECFAmdKbgny1EAXHxxUPcf99+e0zS8ohWHUl2poLyRIAAZSwKCI2a0hnK4Yf3d3M5/HIgGQIEKGNVA0LzNvT/PXp8lrQc8BEgQBmrGhDqK1GH+957P2qTJlXOaCdAUBMCBChjfkBo1Jb+fdVVryctB6oiQIAy5geEhv5G80c++kj3IydAUD0CBChjyQIiCo7jjnsqaTkQIUCAMlZdQLRv/2qiLFk5IAQIUMaqCwjNON9zzx7VlgNCgABlrKaA0PpYNZUDBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQLAWbRoqfXs+RnLtSNtBAgAJ5qBrvucA+kgQAA47703zgXITTe97RcBSREgABwCBJkiQAA4BAgyRYAAcAgQZIoAAeAQIMgUAQLAIUCQKQIEgEOAIFMECACHAEGmCBAADgGCTBEgABwCBJkiQAA4BAgyRYAAcAgQZIoAAeAQIMgUAQLAIUCQKQIEgEOAIFMECACHAEGmCBAAzrvvjrWddvq33Xjjm34RkBQBAsB5882PbaONDrLLLvuXXwQkRYAAcIYMGWIrrbSSnXnmmX4RkBQBAsAhQJApAgSAQ4AgUwQIAIcAQaYIEAAOAYJMESAAHAIEmSJAADgECDJFgABwCBBkigAB4BAgyBQBAsAhQJApAgSAQ4AgUwQIAIcAQaYIEAAOAYJMESAAHAIEmSJAADjXX3+9C5BmzZrZwoUL/WJgBQQIUOZ+/PFH+9vf/ubCI3pss802NnjwYH9TYDkECFCmZs+ebVdffbWtuuqqLjQ222wzu/XWW61t27aJIDnggAPs22+/9V8KOAQIUGaWLVtmvXr1so022siFxOqrr2433HCDzZs3L7HNoEGDbKuttnLldevWtYsvvth+++23KnsBCBCgrLz77ru26667Js4wTjjhBBs7dqy/maN+kNtuu83WWmstt22jRo3swQcftCVLlvibokwRIEAZGDdunJ188smJ4Nhpp53snXfe8TdLauLEiXbGGWfYyiuv7F67/fbb25tvvulvhjJEgAAl7Pfff7ebbrrJGjRo4Br/DTbYwHr27GlLly71N03p448/tr322isRQkceeaT99NNP/mYoIwQIUKIGDBhgW2yxhWvs1VF+xRVX2MyZM/3NMvb444/bpptu6vZbv359u+aaa1yHPMoPAQKUmOHDh1urVq0SZwqHHXaY/fDDD/5mWZk7d6517NjRVlttNfceG2+8sfXu3dt10KN8ECBAiZg+fa5dcskdVqdOHdeoN2/e3F555RV/s5xSB/xxxx2XCKvddtvN3n//fX8zlCgCBChyixcvtb59v7Q2bXpbkyZn2Cab7GRdunSpeH6xv2neDBs2zFq2bJkIklNPPdXGjx/vb4YSQ4AAReydd362o44aYLvs0q3i239369x5iP322yx/s4JQx3z37t1t/fXXdyGyxhprVBxPZ5s/f76/KUoEAQIUoTFjZtiFF77kgkOPdu1esFGjpvub1Qp11Ldv397q1avngqRJkyY2cOBAfzOUAAIEKCKzZi2wu+9+z/bYo4cLjiOOeNLefHO0v1ksfP/993bIIYckLmu1bt3aPv/8c38zFDECBCgCS5cus2ee+cbatu3jgqNVq1726KPDbeHC+M8Kf/nll90KvwqRVVZZxc455xz79ddf/c1QhAgQIOY++WSCnXDC0y44dt21m3XqNNSmTv1j3apQCxYssK+//trdB+Sxxx5zj3vvvTfx/3pe5douW4sWLbL77rvP1llnHRck+q/eS8+jeBEgQEz98sssu/LK1xL9HGec8ZyNGDHF3yxtmjWuWeinnHKKNW3aNHFpKZ2Httfr9PpsZp9PnTrV2rVr585EtN9tt93WXnrpJX8zFAkCBMijqPHv2vVDv8iJyquaN2+RPfiglg3p6cr++tcnKhrZsImAkydPdt/8d9lllxVCQavxtmnTxq1zpWXdb7zxxsRD/9bzKo9W7a360P60X+0/xBdffGH77rtvYn8HH3ywjRw50t8MMUeAAHkUBYQ6vceOneEXrxAgs2cvtMMO6+eeU4A89NAn9vvvmc/nGDVqlJ199tmJe33osfXWW7tl2bVU+4wZKx5LTbS9XqfXaz/RPrV/vY/eL8TTTz9tW265pduXRm1deumlGR8bag8BAuRRFBB6XHTRipdqkgXISSc9U3EG8LpNmJD5+lJTpkxxZw7RJSItxX7BBRfkfHa49qf9Rku96/30vnr/TKmP5ZZbbrE111zT7Wu99dazRx55hGXjiwABAuRRFBAXXzzE/fftt8ckLc+W1qB64IEHEp3UDRs2dJeipk/P79wQ7V/vo/fT++r9dRwha2JNmDDBTjvttMSy8S1atLChQ4f6myFGCBAgj6KA0MS/3XfvYYcf3n+5obe5CBANiVUfghpdrYN13nnnFfzugXo/vW+0DpeOJ3So7gcffGB77LFH4jLZsccea6NHx3OuS7kjQIA8qhoQ99zznvv/Hj0+S1oeQpeSGjdu7BpajWjSPTtqk95fx6Hj0XGFXjrTGUyfPn0SddOqv9ddd51bBRjxQYAAeVQ1IDSLXBMB9977UZs0ac4K5ZkaPHhw4kZRutvgnDmV+6xtOo7o7oc6Ph1nKO1LwaH7jmh/6rRnNnt8ECBAHvkB8dRT37h/X3XV60nL06WbOtWtW9f1F9xxxx1+cSzouHR8Ok4dbzZ0CSsardWrVy+/GLWEAAHyyA8ILUly/PGVs8o/+uiXFcrT8cILL7hGWQ/dxCnOdHzRseq4s6HhwgoQJh7GBwEC5FGygIiC47jjnkpaXhP1KeiykL7Zxz08IjpOHa+OO7RPRAiQ+CFAgDyqLiDat381UZasPBmNatpkk01cIxrXy1bV0fHquHX8oaOzCJD4IUCAPKouIMaNm2V77lm5JHuycp9GJUVDddVBXYyijnXVI2SeCAESPwQIkEc1BYTWx6qpvCpNzouG6sZltFWmdNzREF/VJ1MESPwQIEDMaXkQzfDWJL3anueRLR2/6qH6ZLrsCQESPwQIEHNaY0oNp2Z6lwLVQ/VRvTJBgMQPAQLEmFa51UKFWmsq3+taFYrqofqoXpms4kuAxA8BAsRY1GhqwcJSovqoXqpfugiQ+CFAgJjSzZq0dIeWTC+Vs4+I6qN6qX7p3pSKAIkfAgQooM6dh9ntt//Xfzop3fFPDabuu1GKVC/VT/VMBwESPwQIUEBaSHHffXv7TycV3YY2m9nbcaZ6qX6qZzoIkPghQIACSjdAfvrpJ9dYNm3a1C8qKaqf6qn6pkKAxA8BAhRQugHSs2dP11jqHuSlTPVTPVXfVAiQ+CFAgAJKN0BOOeUU11gOGjTILyopqp/qqfqmQoDEDwECFFC6AbLVVlu5FWynTZvmF5UU1U/1VH1TIUDihwABCiidAJk/f76bZLfxxhv7RSVJ9VR9Ve+aECDxQ4AABZROgIwYMcI1lG3atPGLSpLqqfqq3jUhQOKHAAEKKJ0A0Z371FCeddZZflFJUj1V31R3LCRA4ocAAQoonQDp16+faygvv/xyv6gkqZ6qr+pdEwIkfggQoIDSCZBu3bq5hrJTp05+UUlSPVVf1bsmBEj8ECBAAaUTINESJnfeeadfVJJUT9U31ZIm5Rgg3c5dqcZHbav9IwDKSDoBwhlIcgTIio/aVvtHAJSRdAKEPpDkyjlA4iq+RwaUoHQChFFYyREg8RPfIwNKUDoB8vXXX7uGct999/WLSpLqqfqq3jUhQOInvkcGlKB0AkQzsuvUqWONGzf2i0qS6qn6MhN9RX6fR5z6PyQeRwGUiebNz7MWLS7yn15BkyZN3BpRM2bM8ItKiuqneqq+qRAgBAhQ1tZZZ3PbcMNt/KdXcOKJJ6bVL1Dsov4e1TeVcg6QuIrvkQElaPXVV68IkXX8p1fwyCOPlMVIrGgEluqbCgESP/E9MqAEpRsgI0eOdI3l9ttv7xeVFNVP9VR9UyFA4ie+RwaUoHQDRJo3b+4azK+++sovKgmql+qneqaDAImf+B4ZUIIyCZBbbrnFNZgdOnTwi0qC6qX6qZ7pIEDiJ75HBpSgTAJk9OjRbnjrRhttlHKIa7FRfVQv1U/1TAcBEj/xPTKgBGUSIPK3v/3NNZqp1okqNtF6X6pfusoxQOKOAAEKKNMAee+991yj2bRpU1u8eLFfXJRUD9VH9VL90kWAxA8BAhRQpgEi0VIfXbt29YuKkuqh+mS6VEs5BMjSxQtt8k/vmy1b5hfFEgECFFBIgAwfPtxWWWUVW3fdde3XX3/1i4uKjl/1UH1Ur0yUQ4D8t9/5rs9j/IhX/KJYIkCAAgoJEGnXrp1rPE866SS/qKjo+FUP1SdTpR4g08d/ad3PW8V6X7K2zZ9dHF8UCBCggEIDZPr06bbJJpu4BrRPnz5+cVHQcev4VQ/VJ1OlHiAv3LufO/v48rV7/KLYIkCAAgoNEHnzzTfdsNe11lrLvv32W7841nS8Om4dv+oRopQDZPTwZ114DOi4resHKRYECFBA2QSIXHvtta4R3XLLLW3y5Ml+cSzpOHW8Om4df6hSDZAlixdY/2u3dAHy81cv+sWxRoAABZRtgCxdutSOOeYY15DutttuNnv2bH+TWNHx6Th1vDpuHX+oUg2Q4UNudeExpOvBflHsESBAAWUbIPL777/bnnvumQiRkP6EQtBxReGh49VxZ6MUA2TejAnW6+I1rcf59WzGxOK6LCkECNKmm//8/e9/d3/EO+ywg3333Xf+JqjB448/7j473UDpySef9Iszop/FXnvtlfhZjBs3zt+kVul4dFw6Ph1ntjfG+uabb1zwan8HHXSQzZw509+kKA3t9Xd39vHewEv8oqJAgCClJUuW2MMPP2zrrbee+wNWR6j+W69ePbv00kuzbhxK3UcffZRo7Ks+9tlnH/vss8/8zdM2Z84c22+//dy+1l9//eDO6VzTceh4dFw6Ph1nKJ3FXHTRRVa3bt3lPrsNNtjAevTokdUlsdo2ZfSH1r1dHevTfj1bMO83v7goECCo0dChQ23HHXdMfHPWGciYMWPcCqprrrmme17BohsCKWjwh4kTJ9rpp5/uPjd9Trr3hRrXV199NbFUu8L4rLPOsilTpvgvT8uCBQvsnHPOcftSI9uxY0dbuLB2RvHoffX+UWOv49LxhdByJw888IA1bNjQ7UsjuO644w638OIpp5ySCJKddtrJ3nnnHf/l8bdsmT13x57u7OObYQ/7pUWDAEFS+kONOmv12GOPPezDDz9cbpsJEybYaaedlmggFTQKnHKnhvS2225zjZ4+l0aNGtmDDz64XMCqgdSSHpqVrW3+9Kc/2V133RXc+D/66KOuf0X7Ujj997//9TfJK71fFIo6Dh1PqDfeeMP+8pe/JAL2H//4h02aNGm5bbSG1q677pr4/TzhhBNs7Nixy20TZz980NeFx9Odd7RlS4v3ixcBguXocsN1111n9evXd3+YjRs3tr59+1Z8Yap+bZ4PPvjABUz0x6zgSXeJ7lIzaNAg22qrrdznoG/iF198sf32W/WXJ6ZNm2bnn39+4lv7NttsY4MHD/Y3S8sPP/xgbdq0SfwcDj30UPv000/9zXJK+9f7RO+p99dxhPjxxx8Tqw/rsffee9snn3zib5ag38levXq5ZeGj4Lrhhhts3rx5/qaxsmjBHHviqk1cgEwY+ZZfXFQIEDj6Y9RMYQWG/hgVIAqSdK9fZ/v6Yvf1119b27ZtE43fAQcckNFkv2xfX5W+/Uez1vX43//9X9dpH3o5yaf9aH/ab/Qeer/Qsw4N9b366qtt1VVXdfvadNNN7YknnvA3q5b/+s022yyj1xfax/+5zoXHaw8f7RcVHQIEOT2DCDmDKWa5PIOQTM9gqqNG/v77708Euh66XKa1qPStPdNRW9per9Pro8tu0c9X7xMSTrk+g8j0DKY2zJ462npeuJp76P+LHQFSxvLZh+H3oWgegN+HUsxy3YdRVbI+lIceeihokIKO8/nnn7cjjjhihZFMGharn4s6+tu3b2833nhj4qF/63mVR8Nno4f2o/1pv6H3KMlnH0Y6fSi1pectx1jXM1ayj58Ln5EfJwRIGdK3xUKNonrrrbdWGMWl4Cpmr732Ws5GUdWkulFcoWbNmmXPPvusnXfeeW6ORnTJJ9VD22l7vU6v135CjR8/viCjqKobxZWLgA817O2htv3mK9lZhzS2hfNL49IuAVJmnnnmmcS6RIWax+HPI1FwKcBCLnvUJnUOH3744YnGL9t5HOny55EcddRR9tNPP/mbZUyXkNTPom/sjz32mHv861//Svy/nld5Li4/ahb6TTfdZA0aNHB1KNQ8Dn8eydZbb23/+c9//M3yTn8DLVq0cMfwZL/iXE05GQKkTHz55ZeJO9vpcfDBBxd8JrmC6pJLLnHBpWNQkCnQ4k7fuK+88srEN/bNN98865nkITSTPeocVx/TNddcE/u1sGTAgAG2xRZbuOPWZ3j55ZcXfCa5ZrJX7fTff//9bcSIEf5meaMzfL2v+hpzEchxQYCUuKlTp7qb9+gOcPoF3nbbbWt9LSEFl5ajiP6YFWwKuLjRt+OePXu6b8s6Tn17Vv9Atms6ZWPu3Llust5qq63mjmnjjTd2ZwtxbJR0x8FWrVolfs4a7vv999/7mxWUzj6i+7HrrOTCCy/M+1pi+uKkmfm6FKkBK6WEAClRixYtsvvuuy/RAbr22mvbPffc456PixdffNEFmo5PAadr7Aq8ONDEuJ133jnR+Gn0UaYjl/JJqwEcd9xxiePbfffd7f333/c3qxXqD9LCh9GSN82aNbNXXonPLVrVD6L+EA180PGpn+Tf//538ICAVHSZWO+jASulhgApQS+//LL7o40aZi0pEdd7aSvQFGwKOB2vRjV16dIlb3/Mqfz888924oknJhrmXXbZpeCzujPx9ttvW8uWLd2x6hvuqaeear/88ou/WUHoZ3n33XfH5meZiu5TohFaUdBtt9129vrrr/ubZUVn27pkq36/Yh88kgwBUkJ0eeCQQw5JNH6tW7e2zz//3N8slhRw+tYaXWor9LdWzT3o1KlTYjmQDTfc0E2My3cnby7oGLt3755YwHCNNdawzp072/z58/1N8ybZ2aTmyBQDzRX5n//5n8TfjYYojxo1yt8siPoatU8NGilFBEgJUIekxu1HndPqsBw4cKC/WRCNlNIs6SFDhiRG59x7772J/9fzKs/ViCpdN1fwRX/Mhbhu3r9/fzd7We+nTt6rrroqq6GqtcX/PWjSpIk99dRT/mY55fdnafXdOPZnpaNfv37L/R5odns2vwcKVe1Lg0UKGeaFRIAUsXx889TwUHUca6x+1NmY7kPb63V6fbbDTBWA+R65o3Wc8vXNszb5Z6JanyrXZ6KaHe+PqNMckWLnn4lqlrxmy2c6SEGX8/785z+7fRTDSMNQBEiRGjZsWOLatx5quDVJK4SuBavDXdf7/VDQH5AaoDPOOMN9I6s6W1n/1vMqj5ajqPrQ/rTf0Ht3Kwg1d0DBqP0pKHMxd0DHc+aZZ+b12ncc6OwwasRy1ReWbE7PrbfemrMz0Ljw+8I0a/7dd9/1N6uWztL1Oo0wLGUESJHRcg/HH3984hdbtwzVshAh9G1b/Q5VZyRropXWX9KaTJlOMNT2ep1er/1E+9T+9T6h3+6TzV5WgGZKo2/uvPPO5UbfaB2nuHby5oK+CWtyYDQaT/9V4xYyGq8UVxVIRbPkq47GO/nkk1OOxlNIayCBQvuLL77wi0sKAVIkko3/7927d8an1qJhljpziDqstczDBRdckPNhoNqf9hut6aT30/uGLvuhoIzusa2HgjTd9ZO0blPV8f86rnyP/48TDY8+99xzEz9znZmkOx9I65odffTRic+91NY1SyXT+UDRDb40/6rUESBFQEtTa4lr/VJqBnKHDh2CZiArbLQ+UPRtVN/A9YeQ74ZU+9f7ROsS6f11HCHhp9coONNdwTXZDGR1+pcrfSP2VyQYOXKkv5mjlZWvvfbaxMrKmgWvlZXLlTrUr7jiihpXJFBfky6N6nc8LnOa8okAibGPP/7YLUkd/bEfeeSRbsnqEDqtjoYU6hdcwyxDlgnPht5P7xv1Peh4Qq/JK0AVpFHj5t9DItkaSM8991yVPZS3p59+2o3S0mejjvDLLrssccnSv7eLznqvv/56dxaMyjXRDjvssMTfpWbbR2uiRSMI1fdXDgiQGNIsY11fjhparcKqhe1C6VJS1BhorL6CqTbp/aM5AzqubC6dKVAVrNEfsxYd1OggLYGuf+vy2e23316rq7DGlTq+b7755uVWZdbACM1qjz7PY4891v0+YkX+ve2jZVs0hymkj6kYESAxFJ0iJ7uXdqZ0c6NoBVR1AMblDoE6Dh2PjkvHl81NmKTqPSCiP2j1t8TlPhBxppnrVe8Lo4dWjs3VvWFKWXRfmKr3TNHy/gQIao3+kDV0NdtLTFq9VZdwtD+t/RNHOi4dn45Tx5sN/TFH3wjL5RJCLimENdBAc26y+dJSjnQ5NQoQPXRnyhdeeMHfrOQQIDGkBlWdxNnQL68aZT3U6RxnOr7oWLP9o9NaUPoDzubGS0AmNMxcX/h05UBn0pqNHwXJgQceGHxv+2JAgMRQtgGiPgVdFtJ+4h4eER2njlfHnU2fCAGCQovmKGkZmYhm5Uf3ttcghX/+859ZX1GIIwIkhrIJEI1qim46FNfLVtXR8eq4dfyho7MIEBSSvuzo71VzRPyldjRIQbP0c3Fv+7giQGIoNEA0/DIaqqsO6mIUdayrHiHzRAgQFIp+P6OJrd26dfOLE/x72+v+8prVXwoIkBgKDRBNztMvqIbIxmW0VaZ03NEQX9UnUwQICkWXXfW7pjXp0lmfTfe21yx+vUaPXN3bvjYRIDEUEiBaHkRDCTV8tbbneWRLxx/N5s102RMCBIWgiaxaTki/a5muy+bf216z/Yv1Cx8BEkMhAaI5D/qF1EzvUqB6qD6qVyYIEBRCNGxXtxUOoVn9mt1fDPe2rwkBEkOZBohWudUieVprKt/rWhWK6qH6qF6ZrOJLgCDfdNlJZw5ahy3dxTyro1n+mu0fXdbSKgBffBo+CrHQCJAYyjRAtFS6fvm0YGEpUX1UL9UvXQQI8i1aOkerY+eK7m2v2f8N11zJjthtZXvxoVNt7ozaubd9JgiQGMokQHRzJE1g0lDBUjn7iKg+qpfql+5NqQgQ5JNm6+v3S4t35npxSQ3vHfRkN7vuxPWs27kr2aMXr2GfvXSzLVkUfofRfCNAYiiTANGSHfqF1v0tSpHqpfqluzQJAYJ8UQOvhU31+1V15edcWzBvhr3/1GXW4/x6Lkj6X9PEfvo0v/e2D0WAxFAmARLdhjab2dtxpnqpfqpnOggQ5IsWNtXvllZ8LkRn94zJI23I/X91IaLH4Hva2LTx8brDIQESQ+kGiDrz9AutBfBKWXQnwXTGzBMgyAddTtVM8toYJj/u6yE2sOOfXYh0P28Ve+fxc23+nHjcrIoAiaF0A0S32VRjqXuQlzLVT/VUfVMhQJAPHa6o/B3MdFh5rixdssi+ev1f1vvSdVyQ6L/6t56vTQRIDKUbINEiboMGDfKLSorqp3qqvqkQIMi1KeO+seP2rmt7NV/LJk2a6BcXlM48dAaiMxEFic5MdIZSWwiQGEo3QLTap7adNm2aX1RSVD/VU/VNhQBBrr3U5UC7/x8r2WsDb/eLao36QtQnEvWPqK9EfSbJRNtU98hGdq9GXqQTIPPnz3eT7DSDtRyonqqv6l0TAgS5NPbLwa6RffLarWzJ4gV+ca3T6CyN0tIxatTWR4M6+JusEBj+IxvZvRp5kU6AjBgxwjWUbdq08YtKkuqp+qreNSFAkCtLFy+0J69v6hrZMZ8/5xfHhuaJaL6I5o0oRHTcVeUiKKqTn70iK+kEiO7cp4ZS918uB6qn6pvqjoUECHLli1fvcg3vi//a3y+KJfWPzJi44t0PCZAyk06A9OvXzzWUun91OVA9VV/VuyYECHLh91mTrfc//2Q9zqtr03/5yi8uKgRImUknQHQDGzWUnTp18otKkuqp+tZ04x4hQJALw/qc5Rrd//Yv/hUe/D6PXPV/SPZ7QM6lEyDREiZ33nmnX1SSVE/VN9WSJgQIsjV17KfWvV0de+yyhjZ/bvGPcPRDgwApcekECGcgyREgyNbzd+3jGtev37rfLypKuQqLZPKzV2QlnQChDyQ5AgTZ+PHjJ11j+1Sn7Wzp0sV+cVEiQMpMOgHCKKzkCBCEWrxwnvXrsLlrbMd/86pfXLQIkDKTToAwDyQ5AgShPn3hRtfQvvLA4X5RUSNAykw6AcJM9OQIEISYM/1ne/SiBtbjglVt1pT0b6FcDAiQMpNOgAhrYa2IAEGIN3qc6BrZD5+50i8qegRImUk3QFiNd0UECDL124QR1q3dytb3ig1t4fxZfjFqQIDEULoBwv1AVkSAIFOzpv5kz92+h43+7Bm/CCkQIDGUboBwR8IVESBA4RAgMZRugAj3RF8eAYJkon6A6h4IwycXQ5kESLSkyQUXFP+aPcmoXqpfqiVMIgQIkvEDw38gDJ9cDGUSIJMnT7ZVV13V1lprLZs+fbpfXNRUH9VL9VM900GAIBmCIj/4RGMokwCRs88+2zWaN954o19U1FQf1Uv1SxcBgmQIkPzgE42hTANk1KhRbpJdw4YNS+YsRPVQfVQv1S9dBAiSIUDyg080hjINEDnjjDNcw3neeef5RUVJ9VB9VK9MECBIxu/zoP8jN/j0YigkQKZMmWLrrLOO1alTxz7++GO/uKjo+FUP1Uf1ygQBgmT80CBAciO3n97Mmbpxg9mOO5qtsUblY4cdzDp2NJsxw98a1QgJEHnggQdc47ntttvanDlz/OKioOPW8aseqk+mCBAkQ1jkR+4+0W+/Ndt884o9rpT8oTJtg5RCA2TZsmV28MEHuwb05JNP9ouLgo5bx696qD6ZIkCQDAGSH7n5ROfNM9tmm8qgaNHC7OWX9VXSbO5cs1dfNWvZsrJM22hb1Cg0QOTXX3+1TTbZxDWid9xxh18cazpeHbeOX/UIQYAgGQIkP3LziXbpUhkQzZtXBodPzzVrVrlN165+KTzZBIho9naDBg3cfnr37u0Xx5KOU8er485mVj0BgmQIkPzIzSfaunVlOAwY4Jf84cknK7cpkxsgZSPbABHdua9u3bruEfcQ0fFFx5rqjoOpECBIhgDJj9x8og0bVoZDTSNmJk2q3KZRI78EHgWI5kBk6/HHH3eNsvYX18tZOi4dn45Tx5utY489lgDBCgiQ/MjNJ1rxx+/CYXENN6FftKhyG22LpMaNG2cnnXSSawD1OOecc4L7AiKDBw92l4WijvW4jM7ScUQd5jo+HWc2FlX8ft1zzz1u2RPts1+/fv4mAHIsNwGSzhmI1jKq6QykjDvXf//9d7dsR9TQr7766rbaaqu5/9dciHvvvdc1kKHUp9C4cWO3Pw2Rre15Inr/aKiujiubPg958cUXE/vTzPVWrVpl9XkBSE9uAiTbPpDRo62i1dTa5GbvvuuXlrT+/fvb5ptv7ho/fXu+8sorbdasWTZ16lQ799xzXYMYNfwvvfSS//K06UwmGuKrSXqa6f3bb7/5m+WV3k/vq/fXceh4sjnD+u677xJ10mPfffe1L7/80t8MQJ7kJkCiUVjbbVc5dNen51SmbZKNwpo922z33SvL9TjpJF3P8bcqKZ999pnts88+icbv8MMPtx9++MHfzL744gvXMEbbqcEcOXKkv1laNK9Ck/N0VqN9qZ9FZz75Xj9L+9f76P2isyodR8g8D5kxY4ZdeumlVq9ePbe/Lbfc0p55hrvJAYWWmwBRQOiueGr8d965cu6HntNlqddfr3xOZTXNA1m6VPdoNdtgg8ptGzTQcqy6vuNvWdS0NMeZZ56Z+BbevHlze+211/zNVvD000+7hlKvUcOpBlQNaQgdg9aYis5utGS67ruR7aUkn/an/Wr/eh+9n9430+VJIkuWLLFHHnnE1ltvPbe/Nddc02655RZbsGCBvymAAshNgIhmmW+22R9nEf5DZenMRJ81y+yKK8xWXbXydZrBrstfRW7hwoV211132Z/+9CfX+K277rp2//332+KaBh541FDefPPNruHUPtSQqkFVwxpCq9xqqfSo41mPrbfe2t2DfNCgQRkHlLbX6/R67Sfap/av98lkVV3f0KFDbccdd3T706itv//97zZhwgR/MwAFlLsAETU4N9xQuf6VziD02H77sLWwdDnnsMP+CKBWrXTdx9+qKGiE0TYVZ19q/DRc9fzzz7dp06b5m6Xtl19+sdNOO801pNpnixYtXAMbSjdr0h3/otvjVn1oPkqbNm3cmcPVV1/tLkVFD/1bz6tc2/mv1f6033RvBpXM6NGj7Zhjjknsc4899rAPP/zQ3wxALchtgOSDLodphrtCpE4ds7POqnm0V4x8W3HGdcABByQav7Zt29rXX3/tbxbsgw8+cA1qtH/NgRgzZoy/WUZ++ukn69mzp51yyinWtGnTFUKhpoe21+v0eu0nGxrme91111n9+vXdvjVaq0+fPsH9JgByL/4BIrrMo873ddetDJK11za76y5dF/K3jAWNNtJlHJ1tqPHbaqut3KWdfFCDqoY1Gqar4b/XX3+9zU02mCGALpsp9IYMGWKPPfaYe2hYcfT/el7lueqH8OujAFGQxGX+CoA/1E6AaKil+jbatTObOtUvrZ4u+5x//h8TF9Upn+UEtFxSX8SDDz5ojRo1co2fOo9vu+021/+Rb2pgr7322sQ3di1I2LdvX3+zWNOlqapnVLp0pUtYAOKpdgLku+/M1lmnMgT03/vuq5ypnq6vvjJr2zbRP/LJgQfauHQ66PNIS2dsv/32ruFT38Tpp59uEydO9DfLOzW4Rx99dKIR3nPPPWPfZ6DOcHWKR3066izPpk8HQGHUToCIJpCdfbbZKqtUBoFW69Uy8JkYNMgmb7WVXVPx+ob16tk///nPgk+O07X+o446KtFg77XXXrU+01veeust22GHHRKBFsdRS7rspWG4uRpVBqCwai9AIp9//sdMdj0OOcTs++/9raq1dOFC63vbbYm5Brp89NBDD+W9EZo9e7Zdc801iUtGm266aU4WA8wlfQYPP/zwcvMmbr311pz1V2RDE/+qzmu55JJLMh42DKB21X6ARAYONNtii8oQqWhQrH37ylvkpkmXi3TZKLoMom/f+ViRVZ286jzeeOON3fuo07pjx44567TOB52VqYGuOnP72Wef9TcrCC01UnVm/UEHHeSWJAFQfOITIDJ/vlnnzpX3UleQrL++WY8elbPU0/TRRx+5y0hRA6XLS9kOKY1oZvVuu+2W2Pdxxx2X9bDZQlJDrQY7Ov799tuvYGtHaW2vdu3aLbe2lxZBBFC84hUgkfHjzU455Y/LWrol7rBh/lY10uWk6Nauusyky02hQ0HHVxxPdKMiPVpWHM/bb7/tb1Y0/NVrtcBhNhMba6JVcTWZUDPv9X5rr722W3ad1XKB4hfPAIm8955VfOX/I0iOP95s7Fh/q2rpspLmRERLo+uyky4/pTsZbX7FGVHnijOiNSrOiPT69SvOiLp3715xQpT+GVFcqQG/++67XYOuuqmB79KlS0ZLq6TyyiuvWLNmzRJBpeVMsll9F0C8xDtARI29bsmqW7wqRCrCYGTHjjY/gz4HXWbS5aboDGL33XdPuXDgU089ZU2aNHHbq++gffv2NjODPplioYUN1bBHizuqwVfDn43vv//eDj300MTn3bp1axs+fLi/GYAiF/8AiWjJ9w4d7Of69e2Kikap6aab2hNPPOFvVSNddtLlJzVq6mzXZSmtK1XV559/7tZ2ihq/Qw45xDWIpU4NvG7EFNVbAZBpvRWwl19+eWJxxi222MIGanAEgJJUPAHy/2b/+KNdeeSRiYZu7733zmjehYa26jKULkfp9bo8pRVu1c+hW8hGnbx//vOf7eVM56WUgAEDBriGX5+BgkCBkOrMS5f0evTosdxnetNNN7lLgABKV9EFSOSNN95IzPzW5RetCjtp0iR/s2ppzsFll12WGNoaXcLRzY7U6VvOnby6xa4CILrF7gYbbOACIlnfz7Bhw2ynnXZKBLoWU1QYAyh9RRsgkmztqdtvvz3ttad0i9ion0MPrWar4aaopCBQIESfj4LinXfecWVjx461448/PlGm4c3vadADgLJR1AES8Ve/1c2MnnvuOX+zBN1Oduedd040fprYplvHIjkFw6677pr4vHTmF41s031AevfunfbINgCloyQCJPLNN98sd/+N/fffP+n9N3QbWZVrnohuFYvUFBC9evVKnO0prDt06OCWdAFQnkoqQCLPP/984mZIauh0X+6qE+U0skplrPiaOfUdXXTRRSmHQQMofSUZIKJ+kDvvvDNxD/KGDRsm7kEe3SL13Xff9V8GAEhTyQZIRPfjPvPMMxOjrLbbbrvEfAcCBADClXyARD799FPbZ599Ev0jehTzelYAUNvKJkAi/fv3T8xvyNd9ygGgHJRdgMiR/z+TnUtYABCuLAOETnQAyB4BAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhSlgFybEWArEyAAEBWyjJABlYESKeKAPmZAAGAYGUZIMsqAmRZRYAYAQIAwcoyQKwiQIwAAYCsECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCDlGSCdO5uttZbZpEl+CQAgTeUZILJ4sf8MACAD5RsgAICsECAAgCAECAAgSPkEyMyZZp06me24o9kaa1Q+dtjBrGNHsxkz/K0raaSWHtVJVQ4AJaw8Wr9vvzXbfPM/Gnz/oTJt40sVEKnKAaCElX7rN2+e2TbbVDb0LVqYvfyy2Zw5ZnPnmr36qlnLlpVl2kbbVpUqIFKVA0AJK/3Wr0uXyka+efPK4PDpuWbNKrfp2nX5slQBkaocAEpY6bd+rVtXNvIDBvglf3jyycpt2rRZ/vlUAZGqHABKWOm3fg0bVjbyU6b4JX/QjHRt06jR8s9HAZHqAQBlqPRbv7p1Kxv5mmaeL1pUuY22rcoPiuoeAFCGSr/1S+cMZPLkym2qOwOpTqpyAChhpd/60QcCAHlR+q1fNApru+0qh+769JzKtA2jsAAgbaXf+ikgmjatbOh33rly7oee05yP11+vfE5lzAMBgIyUR+unWeabbfZHg+8/VMZMdADISPm0flrv6oYbKte/atCg8rH99qyFBQCBaP0AAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEH+DzXSvmAS5KneAAAAAElFTkSuQmCC)
PN: 4H58-3-AX
CAS: 1208081-55-3
Molecule Weight: 310.276
Formula: C15H13F3N2O2
PN: 4H58-3-3T
CAS: 1299607-60-5
Molecule Weight: 324.303
Formula: C16H15F3N2O2
TSCA: Not listed on TSCA inventory