| Product Number | 4H48-1-2N |
| CAS | 792940-20-6 |
| MDL Number | MFCD06617674 |
| Molecular Formula | C12H18N4O |
| Molecular Weight | 234.303 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-2N
CAS: 792940-20-6
Molecule Weight: 234.303
Formula: C12H18N4O
PN: 4H58-1-T1
CAS: 797028-97-8
Molecule Weight: 235.287
Formula: C12H17N3O2
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidine-4-carboxamide](data:image/png;base64,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)
PN: 4H48-3-15
CAS: 465514-29-8
Molecule Weight: 274.247
Formula: C11H13F3N4O
PN: 4H56-1-400
CAS: 685628-03-9
Molecule Weight: 221.264
Formula: C10H15N5O
![1-[4-(Trifluoromethyl)pyrimidin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABxcAAAcXAEyZWDeAAACXHpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/iuXPi68EhyikilpVmtRu0tpJ+zY54KRIAVdAbv9+x5CkQBhwkc3x+9jHnGN78XBKd+hg8iKxWYg5YRiZLLJxkm1D/Pv9eTLDD8tFBCIQZkWIP8ryc07p8Xgk0YdJ9clmJLIprtvnpyJpaY6S2HxLBWOc/nl9eauYSZIVpc4iA1SRzIvK+GIjXVZe/GcImur8kGS0ltM0P9S9/RXMPYycihh/zeUR2laAok2yM2hj81SX6CAYgYd9Q1uTmVyXJkbrM5gl8WDuy8Xrk432qclKqLoekkjv3sp8H4EhtTsT7aEzqHx/CnHKAdClTVd5rs/I1ZxZc6QF0hJpD+kp0j7SCukZ0gHSnMEL7RwEHBQcJBw0HEQcVBxkPIAY7Ixz4v38aUL8Ez0i97r7R0/57G74lSLEMDW4ECdSSoUE8X3ldb7axgvQyw0pJxfr5CKCkjP3zcjUlwqj85c3YFOqgQoiuSslYTNXesQXrpwSGTS/r+0+CaQrFVEVHxDhVS5Ah7xpuApuDVBRVRcz4itfggHc9sC95YLeArdcrG0WN6ooiUO85riK6C+zKcQlqBjZPDY5rBPXgZM2AdEGXArcANEHyDvAGx7BawMuvYaBaRtwyTgM+G3Ape4woNqAS/RhYNYG3LIYBoK7SY8AnN355EyDSDfY1TK9MatephPvelmPMJ2Q19vACNOJer1tjDCdwNfbzAjj9/yDMUb1jDOSYryTAfXWN8IEPcxIognWw/SmDm2sf3rd5KF6dwDQxulA4Uxc/gOWRBMdYYMmDAAAQ99JREFUeF7t3QncTGX/x3E7kVbKo0TaJVpIqURSKpU29aCSNtlbtGnT+minRShLUimiQqEFUZGlSJZkzb7vu9/fb/xnnHPN3HPPfc6cmTNzPu/X67x63Oc6s1znmes7c87vXCefAADgQD7zDwAAJIIAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQJCZ8uU7sCQqr9uMHSvSvr3ImWeKHHWUSOHCIqVLi1StKtKunciYMeYWyATs16RJ8JME+Exew0Alus28eSKXXmpvn9NSt+7+9vA/9mvS5TP/AGQE64c9UYls8+uv+7+NWgeSgQNFli4V2bFDZNkykUGD7AORtp8wwXwk+An71RNxPkmAjyUSBqbcttHB5Oij96/Pn1/kzTfNFnZduuxvp+3LlNk/CMF/2K+eyeGTBPhcbmEQS27bXHfdgfWPPmqujU3bhbe5/npzLfyA/eqZHD5JgM/lFgaxxNtmxowD3zrLlhXZvt1sEZu20/a6nW6vjwP/YL96KsYnCcgA8cIgJ/G2eeqpA+sef9xcG5+2D2/79NPmWqQT+9VTMT5JQAaIFwY5ibdNrVoH1o0aZa6Nb+TIA9vWrm2uRTqxXz0V45MEZABrGDhZTMccc2BdXk+a6kna8LblyplrkU7sV0/F+CQBGcAMhLwupmLFDqxL9Dh52LZtB7Y96CBzLdKJ/eqpGJ8kIAPEC4OcxNvGzUCj7cPbFi9urkU6sV89FeOTBGSAeGGQk3jbcKgjO7FfPRXjkwRkgHhhkJN421hPtn73nbk2Pj05G96Wk63e0yAYMEBk0yZzTTT2q6difJKADBAvDHISb5snnzywrmNHc218lHumhp6TeO45kRIl9vd1gwZmi2jsV0/F+CQBGSBeGOQk3jbTpx+44EwPe+j8SInQdlxw5r3PPhOpUMG+D88912wVjf3qqRifJCADxAuDnOS2zTXXHFif6LdV67dUprxIvt9/F7n4Yvu+0+Wii0RmzTJbx8Z+9UwOnyTA53ILg1hy2+bffw/M2KrfOt9+22xhp+vD3251sj496YrkWLVK5O67RQoWtO+3444T+eQTs3V87FfP5PBJAnwutzCIJZFtfv5Z5MgjD7TT6b2/+GL/idudO0WWLxcZPFikXr0DbUqV2j9dONzTPn79dZHDDrPvLy2jfeYZka1bzS0Sw371RJxPEuBjiYSBKdFt5s4VqVPH3j6n5ZJLRP75x3wEODF8uMgpp0T3cePGIosWma3zjv2adPnMPwAZwfphT1Ret9Fbm7Ztu/9Wp/pttFCh/f+tUkWkTRuR0aPNLeCEnsu44oroQfycc0TGjTNbu8d+TZoEP0kA8uzbb/cfeqlYcf91C7Bbt07k/vv335PcGhx63qFXL5E9e8wt4DMECOCVFi3sA6Ne1DZ1qtkqeHbvFuneff+3fmv/FCki8vDDIhs2mFvApwgQwCvTpomUL28fJLWq6K67RFauNFsHgx4e0kNH5uEqLbX9+2+zNXyOAAG8pFVDnTrtP5RlHTAPPVTk1Vf3VwAFwfz5IjfeGB0clSrl/T4d8UycKLJ4sflXeIQAAVJBB7UmTaIH0JNPFhk61GydNfZs3izyxBP2WXF1OeIIkbfeEtm1y9zEmUmTRC64YP9jlyy5/9oPeI4AAVJp/HiRatWig6R+fZGZM83WGe3XDz+Ub445RjZb36dWPLVqJbJmjdncGb1+o3lzkQIF7P05ebLZEh4gQIBU27tXpHdvkTJl7IOeViO1b7+/OimDTZgwQc477zyps+89vbhv+S38/urWFfnzT7O5MzpXVefOIoccYu/Dgw/ef2gQKUGAAOmycaPII4+IFC1qHwS1Oum99/ZXK2WQpUuXyu233y758+ff9zbyyX/2LbftW4accIJsHzLEbO7cl1+KnHiivc906pHbbhNZssRsDQ8RIEC66RXS115rHxB10QvbfvzRbO0727dvlxdeeGHfl/+DQ8ERXkqWLCl9XnpJdic6A25udEZcnYLE7KcaNZhyJE0IEMAv9IZHp58ePUDecIPIvHlma18YNGiQVKxY0RYcBQoUkGbNmsmyvN4BMCd6vqR16/3nT6z9otOt9+27/5Ag0oIAAfxEq5J0NlitUrIOlnqYS6ciT+QufCkwbdo0qVOnji04dKlZs6b89ttvZnNnwn1hnQTRh30RZAQI4Ec+/da9evVqadGixb6XVcgWHMcee6x89NFHZnPnMvDXWBARIICfxTnuvyuFx/137fs10KVLFzn88MNtwXHQQQfJU089JVu2bDE3cUbPBzVsGP1+M+R8UNAQIEAmiFF5NDp/fvn0tttkhceVRyNGjJDTTjvNFhy63HzzzbJgwQKzuTNakfboo1lTkRYUBAiQKSzXPszfN7i+s2+5ct+i1U/PP/98qBoqmebMmSMNGjSICo6zzjpLxuiU6MkQ75qYdu0y/pqYbEeAAJlm+XL54447pFWBAlLBMrAff/zxMnDgQLN1nq1fv14eeughKVKkiC04SpcuLT179pQ9yZpmXa/Kr149+nDV5Zdn3VX52YoAATLU7EmT5IILLoj6hVC7dm35448/zOa50mB4//335aijjrI9ngbJgw8+GAqWZFi9eLGMatJE/jaDI8vnBctGBAiQ4fr37y/lypWzDfoFCxaUe++9V1atWmU2j2ns2LFy9tlnR4XRVVddJbNnzzabO7Jt2zbp1KmTnFWihLTd99hf71t2aHAEbWbiLEKAAFlAq6CefvrpUFWUNQC0auqNN97YNzbHHpwXLlwYOhluBsepp54q3+odFZNkwIABUr58+cjjX7ZveXVfyC0K8r1RsgABAmQRDYRbbrkl10CIFzhvvvlmqGw3GaZMmSK1atWKej037fvbwn3rkNkIECALxTsk9eqrr8Y85KUXCOqFgsmwct+virv2/brQx7U+j/4K0V8jyA4ECJClcjopbi46JYmTk+6x6KEyDahDDz3U9hwlSpQInf/Q8yDIHgQIkOU2bNgQKsstXLhw1K+O++67L2lluUOHDpWTTz45KqCaNGkii7nNbFYiQICA0AsDzUNXuri9MHDmzJly+eWXRz1u9erVZbxe64GsRYAAAZPT1CR6/UheZtJdt26dtGvXLuqXTZkyZaR3796yN00TPiJ1CBAggHKaHFHv5bFixQqzuc3u3bulW7duUqpUKdu2RYsWlUcffVQ26rxWCAQCBAgwrbrS8yDh29DqEu9w1o8//ihVqlSJ+vXSsGFDmasz6SJQCBAAUrVq1UgYTJ8+3Vwt8+bNkxtuuCEqOCpXrizf6b07EEgECAA5//zzYwbIpk2bpGPHjqHDU9bgOPLII+Xtt99O2gWHyEwECICoANET4H379pWyZcvagkPvRNi6dWtZo3dMROARIABsAaKTM9aoUSPqcNWll14qM/QOicD/I0AA2ALEekJdlxNPPFG+1DsiAgYCBEBoskXzF8chhxwinTt3lh16J0QgBgIEgG3uKr0WpHnz5rJ8+XKzGWBDgACQk046KRIgzJaLRBEgAKKqsIBEECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAAgSOECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAAgSOECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAAgSOECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAAgSOECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAqVGjBgGCPCNAgID79ttvpVChQpEAufPOO2Xz5s1mMyAKAQIE1OzZs+Wqq66KBId1OfbYY+Wjjz4yNwFsCBAgYNavXy8PPvigFClSxBYaBQoUiAqSmjVrysSJE82HAEIIECAg9uzZIz179pTSpUvbQkKD5KGHHpINGzbIF198IRUrVowKlmbNmsmyZcvMh0TAESBAAIwZM0bOOuusqF8YDRo0kDlz5tja7tixQ1588UUpWbKkra3++6WXXgqtBxQBAmSxBQsWSKNGjaKC47TTTpMRI0aYzW2WLl0qt99+u+TPn9+27QknnCCDBw82myOACBAgC23ZskWeeuopOeigg2yD/+GHHy5dunSRXbt2mZvkaMKECbbrRMJL3bp1KfkNOAIEyDJaPaVVVNbBXst077vvPlm9erXZPGH9+vWTY445JupxW7Zs6epxkbkIECBLaLWUVk2ZvxQuueQSmTZtmtncEb0+5Mknn5RixYrZnuOII46Qrl275umXDTIfAQJkOK2O0iopswxXq6m0qsoL8+fPl5tuuikqrCpVqiQjR440myNLESBAhtJqKK2KilUtpVVU27dvNzdJutGjR8uZZ54ZFSRXX321/P3332ZzZBkCBMhAWgWl1VDWQVurpbRqSqunUkmvL+nRo0fM60s6dOgQur4E2YkAATKIVj1p9ZP5jV+rpLRaKp30CvcHHnhAChcubHttRx99tHzwwQehoEF2IUCADLBmzZpQtZN10kNdtCpKq6P8ROfYuvLKK6NC7pxzzpGffvrJbI4MRoAAPqZVTVrdpFVO1sFYq6CeeOIJX8+aO3z4cDnllFOiguS///2vLFq0yGyODESAAD41atSoUFWTOQBr9ZNWQWWCnTt3yuuvvy6HHXaY7T0UL15cnnnmGdm6dau5CTIIAQL4jFYvXXPNNVHBUbVq1VDVUyZatWqV3HPPPVKwYEHbezruuOPk448/NpsjQxAggE9otdLDDz8cNc26Vjd1795ddu/ebW6ScX7//XepXbt2VDheeOGFMmnSJLM5fI4AAdJMq5O0SkmrlayDqlYz3X///bJu3Tpzk4z3+eefS4UKFWzvVy+EbN68uSxfvtxsDp8iQIA0GjduXKg6yfxGfsUVV8isWbPM5llFL3R87rnn5OCDD7a990MOOURefvllpo3PAAQIkAZahaTVSGZwaNWSVi8Fyb///iu33npr1LTxJ510knz11Vdmc/gIAQKkkFYdafWRViFZB0utUtJqJa1aCqpffvlFatSoERWq9erVk7/++stsDh8gQIAU+eSTT0JVR9bBUauStDpJq5QgsnfvXunbt6+ULVvW1k96AWWbNm1k7dq15iZIIwIE8NjkyZNDVUbmN+uLL744VJWEaJs2bZLHH39cihYtauuzI488Ut55552sqEjLBgQI4JEVK1bInXfeGTXNulYfaRUScjdv3jy5/vrro8K3cuXK8v3335vNkWIECJBkWj2kVURaTWQd9EqUKBGqOtq2bZu5CXLxww8/yBlnnBEVJA0bNpR//vnHbI4UIUCAJNKqIa0esg5yWl2kVUZabQTn9LBVt27dpFSpUrb+1cNcjz32mGzcuNHcBB4jQIAk0CohrRYyvyGfe+65oeoiJI+eSG/Xrl3UtPH/+c9/pHfv3qET8UgNAgRwQQczrQ6KNZj16dOHwcxDM2fOlMsvvzwqtKtXry4///yz2RweIEAAB/RwyrvvvhuqCrIOXno4RauHtIoIqfH1119HHTbUpWnTprJ48WKzOZKIAAHySKt/tArIHLC0WogTuumhF2C+8sorcuihh9r2iRYuPPvssxQueIQAARKk4XDddddFBYdWB2mVENJPS6fvuuuumKXTAwYMMJvDJQIEyIVW92iVT6yL2vQwFhe1+c+UKVPkoosuigr7WrVqydSpU83mcIgAAXKgJ8D1RLieELcOQnrCvG3btkyrkQE+/fRTKV++vG3/6fQxd999t6xcudJsjjwiQIAYtIpHS3DNb7CXXXYZE/tlGJ3AslOnTjEnsHzttdcCPYGlWwQIYKE3dzr99NOjgkOrfLTaB5lLK7IaN24ctW81WIYNG2Y2RwIIEMCiV69etsFFq3q0uodvqdlj/PjxUq1aNdt+1vuwIO8IEMBCpyIJDyp67FyrepB99PxW+/btI/v6ggsuMJsgAQQIYPHdd99FBhWdqA/ZSw9bhff1zTffbK5GAggQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AACwIkOAgQ9wgQwIIACQ4CxD0CBLAgQIKDAHGPAAEsCJDgIEDcI0AAi1GjRkUGlRo1apirkUX69OkT2ddXXHGFuRoJIEAAi27dukUGFV0uvfRS+fPPP81myGBbtmyRp59+WooUKRLZzyeeeKLZDAkgQACLpUuXSuHChW0hUqhQIWnVqpWsWbPGbI4M079/fylXrpxt/+rSoUMHsykSQIAAhg0bNshDDz0kxYoVsw0yRxxxhLz99tuya9cucxP43G+//SYXXHBBVHDUrl1bxo8fbzZHgggQIAfz58+XG2+8MWrQOf3000PnSuB/y5cvlzvuuEMKFChg24fHH3+8DBw40GyOPCJAgFz8+OOPUrVq1aggufbaa2Xu3Llmc/jAjh075H//+58ccsghtn128MEHy/PPPy/bt283N4EDBAiQgN27d8t7770npUqVsg1IeiL2kUcekY0bN5qbIE2+/PLL0Elx637Knz+/3HbbbbJkyRKzOVwgQIA8WLdunbRv3z7qRHuZMmWkV69esnfvXnMTpMiMGTNCVXPmL8XzzjtPfv31V7M5koAAARyYNWuW1K9fP2qwqlatmowbN85sDg9pdVzr1q1D1XLWfVG2bFn58MMPCXUPESCAC3o188knnxwVJI0bN5ZFixaZzZFEWg2nVXFaHWft+6JFi0rHjh1l06ZN5iZIMgIEcGnnzp3y2muvyWGHHWYbyIoXLy6dOnWSrVu3mpvAJZ1yRqvhzOC+4YYbZN68eWZzeIQAAZJk5cqVcvfdd0vBggVtg1r58uXl008/NZvDAa160+o3MziqVKkSqpZDahEgQJJNnTpVLr744qhB7qKLLpIpU6aYzZEArXLTajfr9CO6aFWcVsdplRxSjwABPPLZZ59JhQoVbAOeXtDWosUDsmrVOrM5YtAT4FrdplVu1n7UKjithtOqOKQPAQJ4aNu2bfLss89KiRIl/j9Aisphh1WVSpXu2Dcwjpddu/aYm+D//fbbTKlVK3omAK1+mzlzptkcaUCAACmwePFiadq0qRQvfpwcffRlctJJbeXss9+V6677VMaOXWg2D7QVKzbL449/IxUr3iulS18sxYodHQoOrXbTqjf4BwECpNDEidPkmmuelsqVX5BzzukeWVq1Gibz5wf7cMz27bukR4/JcsEFH4T6pFKlp6RcuUb7lpry+utvhqrd4C8ECJBielz/669ny+WX97OFSI0aPeWVV8bLhg3Bm6dpxIi50qBBf1t/VKv2rnTs+ImsXr3ebA6fIECANNmyZae8/fYEOf/8920D5yWX9JWBA2fInj3ZfwX1rFmr5K67vrS9f13uvvsrmT17tdkcPkOAAGn27796/5ERUYPozTd/Lr/9lp2T/61Zs1Wee26MVK/ew/ae9VfIyJH/mM3hUwQI4BMTJy6RRo0+jwqSDh1GhkImG2jV2Ycf/iEXX9zb9h4vvPAD6dlzsuzYwfUcmYQAAXxED1t99tmM0GEs6wCrh7neeWdi6LBXpvrpp4WhqjMzIJ944vtQ5RUyDwEC+JCeSH/55fFy7rk9bYNt/fr9QifgM2mCWa0ua916WFRw3HrrF/LHH8vN5sggBAjgY/PmrZOWLaMH39tuGyzTpq0wm/uKhuCrr44PVZdZX7tWn331VWaFIGIjQIAMMGbMgqjDP9WqdZcnn/zBd4d/9DCcVpHVrRt9GO6ttyZk9GE42BEgQIbYuXOP9O37u9SqFX0C+v33/XECWqvGbrkluhDgwQdHyOLF2VEIgAMIECDDaAlsp06jo0pgr776Y/nuu/SUwC5ZsjFULWYGh1aVaXUZshMBAmSomTNXyZ13Rl+Ed889X+d4EZ61nR4C0wv54rG2j0UPR2l1WKyLIbWaLAgXQwYZAQJkuG+//Vuuuso+DYhWb2nZrMkMGz1BH0+8ANG5q8zzMvq8Wj0WxOlYgogAAbKADubdu0+KTESoS9euE8xmUQGiy4QJ/5rNIuIFyKJFG2zrNYz++Wet2QxZjAABssjy5ZtCU4To1CixqrPM8NCladNBOZbUxgsQpaHVps3wUJUYgocAAQLEGgg1ax74taKz4caSW4Ag2AgQIECsgfDmm79E/nfDhp/EvDsiAYJ4CBAgQKyBsH79Nts1JQMG/Gk2J0AQFwECBIgZCHoHwPC/69X7ULZu3RW3PWBFgAABYgaCXsdx6aUHphzRQInXHrAiQIAAiRUI/ftPi/ztoot6ydq12+K2B8IIECBAYgWCzqF15ZUHLkTU+7LHaw+EESBAgOQUCIMHz4z8/bzzeobmtorXHlAECBAgOQWCzlllnZakY8fv47YHFAECBEi8QNCLCcPrdKJFnZAxXnuAAAECJF4g6HQmjRsPiqw3b0MLmAgQIEByC4Rx4xba2uTWHsFGgAABkkggxLrHSLz2CC4CBAiQRAJh6tRlUeERrz2CiwABAiTRQNAp2gkQ5IYAAQIk0UDQCiytxEq0PYKJAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECQBYt2iDPPz9Ghg6dba4CckSAAJD77/82dLFg9eo9ZOXKLeZqICYCBIDccceQyBXnc+euMVcDMREgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAAgSOECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAACBA4AgBAoAAgSMECAACBI4QIAAIEDhCgAAgQOAIAQKAAIEjBAgAAgSOECAACBA4QoAAIEDgCAECgACBIwQIAAIEjhAgAAgQOEKAAJDGjd+XSpWeDi1z5qwwVwMxESAA5OqrH5ayZa8JLTNnLjBXAzERIACkTp2GUrx4udAyY8YsczUQEwECQM4//3zJly9faJk+fbq5GoiJAAFAgMARAgQAAQJHCBAABAgcIUAAECBwhAABQIDAEQIEAAECRwgQAAQIHCFAABAgcIQAAUCAwBECBAABAkcIEAAECBwhQAAQIHCEAAFAgMARAgQAAQJHCBAABAgcIUAAECBwhAABQIDAEQIEAAECRwgQAAQIHCFAABAgcIQAASA1atQgQJBnBAgQcMOHD5dChQpFAuTOO++UzZs3m82AKAQIEFCzZs2SK664IhIc1uWYY46Rfv36mZsANgQIEDDr1q2TBx54QAoXLmwLjYIFC0YFiZ4bmTBhgvkQQAgBAgTEnj17pEePHlK6dGlbSBQpUkQefvhh2bBhgwwePFhOOOEE2/r8+fPL7bffLkuXLjUfEgFHgAABMHr0aDnzzDOjfmFcc8018vfff9va7tixQ1566SUpWbKkra3++4UXXpDt27fb2iO4CBAgi82fP19uuummqOCoVKmSjBw50mxus2zZMmnWrJkUKFDAtm3FihVl0KBBZnMEEAECZCGtonryySelWLFitsH/iCOOkK5du8quXbvMTXI0ceJEqVmzZlQI1alTR6ZNm2Y2R4AQIECW0eopraKyDvZaptuyZUtZs2aN2TxhH330kRx77LFRj3vffffJ6tWrzeYIAAIEyBJaLWW9ojy81K1bN2kXB27ZskWeeuopOeigg2zPcfjhh0uXLl3y9MsGmY8AATKcVkdplZRWS1kHda2m0qoqLyxYsEAaNWoUFVannXaajBgxwmyOLEWAABlKq6VefPHFmNVSWkWl6702ZswYOeuss6KCpEGDBjJnzhyzObIMAQJkoC+++CJUDWUdtLVaSqumtHoqlfT6kp49e8a8vuShhx4KXV+C7ESAABlEq54uueSSqG/8WiWl1VLptH79ennwwQdDwWF9bUcddZS8//77oaBBdiFAgAywZs16adWqrW3SQ120Kkqro/xk9uzZctVVV0WF3Nlnny1jx441myODESCAj+3evUf69h0jp5xyo5QoUSEyGGsVlF7noVVRfvXtt9/KqaeeaguRIkUOl7vuelKWLKHsNxsQIIBP/fLLYrnxxgFyxhkvSYUKt8sRR9SQwoUPC1U/aRVUJtCy3jfffDNU5qsBUrLkqVK27LVy5plPSPfuk2TbNsp+MxkBAvjMwoXrpX37b+Scc7pHllNOeVguu+x+GTcuvec5nFq1apW0afOwlClTWypWvFeqVn099L6uvLK/fPONfS4uZA4CBPCJzZt3SJcuv8p55/W0hcell/aVQYOmy549e81NMs5ffy2UZs162d6fLs2bfykzZqw0m8PnCBAgzTQYhgyZKfXqfWgbVDVI3njjF9m0yfvrOVLt++/nydVXf2x7v9Wr95BOnUbLmjVbzebwKQIESKOpU5dJkyaDor6Rt237TehQVjbbsWO3fPDBFLnoIvsvklq1ekufPlNl507Kfv2OAAHSYNmyTfLYY99FBccNNwyQ8eMXmc2z2sqVOr/Wj1Ktmr0vGjb8RMaMyYxigaAiQIAU0qojrT6qWfMD22BZp04f6d9/muzaFdxv3dOnr5BmzQZHhep99w2Vf/5ZazaHDxAgQIpotZFWHVkHRz3u/8ILY2Xdum1m80Dau1dk2LA5Ur9+P1s/nXtuT+nceZxs2MDdEP2EAAE89tdfq0JVRuY363vu+VrmzHF+f45stmXLTnnnnYly/vnv2/pMf6kNGPBn6AJLpB8BAnhEq4m0qkh/ZVgHQa0+0iqkVNIJFr///nt59913pX379vt+CV0ptWvXDt3atkKFClKmTJnQhX76X/23/l3Xazttr9vp9qmeqHHJko3SocPIqPC96abPZMKEf83mSDECBEgyrR7q2/f3UDWRddDTaiOtOtLqI6/pVOrvvfde6Kp1c5Zct4s+nj6uPn6qpmyfNGmJ3HLL51FB8sADI2TxYmb7TRcCBIFkHYS0+mfWrFVmExtr+3i0akirh8zH1yojrTby0uTJk6Vdu3ZSrly5qEHfy0WfT59Xn99Ler3MoEF/Sd26fW39q9fLdO06IXTYKxZzXyRrX4MAQUBZBwldWrYcZjaxyW1QWbVqS+gxzMe9/fbBoeoir+ghpc6dO0vlypWjBnbrovdIr1+/vrRt21beeuut0F0DZ8yYIfPnzw/d0dBK/61/1/XaTtvrdrq9ea91c9HXoa/Hy0NdGzfukNde+1lq1LBfsX/ZZf3khx/mm82j9onbfY0DCBAEkjmo6BLvmHpug8pzz42xtdEqoqFDZ4eqirygA3yLFi2kaNGiUYN4ODCaNm0qvXr1SvrEi/p4+rj6+DkFir4ufX36Or0yf/46adNmuK3f9aS7eYjQ3M9u9zUOIEAQSOaAokvTpoNyHPBzG1T69fsjtE4HMK0eyulwilt6rw2962DhwoWjBu1SpUpJ69atU35jKX0+fV59fvM16evU16uv2yvjxi2U6677NNT/OnuxOWeYuZ/d7mscQIAgkKyDhPWivhEj5ppNQxIZVHQyQD2U5YVNmzZJhw4dYgbHFVdcIUOGDJGdO70JrUTp8+vr0NdjvkZ93fr69X14QS/A/OOP5TGD24t9jf0IEASSdZB4881fIv9bT4DHuho8nYPKwIEDo06M58+ff9+37us8P3HtlL4ufX36Oq2vW9+Hvp9UyqR9nWkIEASSdZBYv36breRWL1QzpWNQWblyZcxbw1577bXy55/Rr9GP9HXq6zXfg74vfX+pkAn7OlMRIAgkc5Do0WNy5N86rfrWrfY75ZntvTZmzJioE9THH3+8fP3112bTjKCvW1+/9f3o+9P36TVz3/ltX2cyAgSBZA4Seuxcb9wU/psOMvHae2XPnj3y/PPPS6FChSIDrZ4/eOKJJ/YNdJl9nwx9/fo+rOdx9H3q+9X37RVz3/llX2cDAgSBFGuQ0Nlww3/Tq8bXrj0wwWGs9sm2bds2adiwoe1b+nHHHSc///yz2TSj6fvR92V9n/q+9f17Ida+S/e+zhYECAIp1iCh1w9YZ8t95ZXxcdsn0/r166VWrVq2QfXqq6+WNWuyc7JFfV/6/qzvV9+/9kOyxdp36dzX2YQAQSDlNEgMHjwz8nedIkMn84vXPhn0yu8qVapEBlKtXHrhhRfMZllJ36e1Ukv7wbwy3q2c9l069nW2IUAQSDkNEnoRWviiNF06dvw+bnu3dLCsWLFiZADVcwJ9+vQxm2U1fb/Wcz7aH8kMkZz2Xar3dTYiQBBI8QYJvcAsvE4n35s9e3Xc9k6tW7fO9sujePHiGVtl5Za+b33/1l8i2j/JEG/fpWpfZysCBIEUb5DQKS4aNx4UWd+6tX2SxGTQE8bWcx46eI4dO9ZsFij6/q0hov2TjBPr8fZdKvZ1NiNAEEi5DRI6v5K1TW7t80JLVq3VVnr4Jqi/PEzaD9bDWdpPbkt8c9t3Xu7rbEeAIJASGSTuvDP6NrTx2idKTxyHB0g9gdy7d2+zSaBpf1hPrLstKEhk33m1r7MdAYJASmSQmDp1WdSAEq99IvTK64IFCyZtcMxW1pDV/nJzxXoi+86LfR0EBAgCKdFBwrzfRG7t49G5n6zTk+h1EHtzmlM84LRfrNeJaL85nTsr0X2XzH0dFAQIAinRQUKrcrQ6J9H28TRo0CAyIOqV2Nl6kWCyaP9Yr1jX/nMi0X2XzH0dFAQIkAI6hXl4INS5oLJtehKvaD9Z585K9VTwiI8AATymN1Gy3s9DJxRE4rS/wn2n/ejVTamQdwQI4DG9E194ANQpzTN9Vt1U0/6yTgWv/Ql/IEAAD+m9wK2HYLjewxntN+shQC/vsY7EESCAh5o1axYZ+PTOfHDOemdD7VekHwECeGT+/PmRXx8FChTImNvQ+pX2n/Zj+FeI9i/SiwABPNKiRYvIN+brr7/eXA0HtB/Dfar9i/QiQADD5s07ZMECdzPB6nTkRYsWDQ10Oi3HpEmTzCZwQPsxPM2J9q/bad83bdohCxcm/yZWQUGAABbr12+TevU+DF1E9vnnM8zVCevcuXPkm3L9+vXN1XBB+zPct9rPTq1Zs1UuuWT/vdG//HKWuRoJIEAAi4kTl0SuQu7QYaS5OmGVK1eODHJDhgwxV8MF7c9w32o/OzV+/KLIvn788f03k0LeECCAxYQJ/0YGlQcfHGGuTsjkyZMjA1ypUqVk586dZhO4oP2p/RruY+1vJ6zTuD/22HfmaiSAAAEskhEg7du3jwxurVu3NlcjCbRfw32s/e0EAeIeAQJYJCNArNOWTJw40VyNJNB+Dfex9rcTBIh7BAhg4TZA5syZExnYdApyeMc6Nb72e14RIO4RIICF2wB57733IoNa06ZNzdVIIu3fcF9rv+cVAeIeAQJYuA2QRo0aRQa1Xr16mauRRNq/4b7Wfs8rAsQ9AgSwcBsgRx11VGRQW7BggbkaSaT9G+5r7fe8IkDcI0AACzcBsmTJksiA5vTELvLGWrCg/Z8XBIh7BAhg4SZAfvjhh8hgdtlll5mr4QHt53Cfa//nBQHiHgECWLgJkG7dukUGszZt2pir4QHt53Cfa//nBQHiHgECWLgJEOsFhG+//ba5Gh7Qfg73eV4vKCRA3CNAAAs3AXLVVVdFBrNRo0aZq+EB7edwn2v/5wUB4h4BAli4CZCaNWtGBrNp06aZq+EB7edwn2v/5wUB4h4BAli4CZAzzjgjMphxt7zU0H4O97n2f14QIO4RIICFmwCpUKFCZDBbvXq1uRoe0H4O97n2f14QIO4RIGnW/Z58eVrgLTcBYp1ifMeOHeZqeED7Odzn2v95QYC4x4iUZmZA5LbAW24CpHjx4qGBrGDBguYqeEj7W/td+z8vCBD3GJHSjHDwFzcBwi+Q1OMXSHoxaqUZAeIvbgKEcyCpxzmQ9GLUSjMCxF/cBAhVWKlHFVZ6MWqlGQHiL24ChOtAUo/rQNKLUSvNCBB/cRMgXImeelyJnl6MWmlGgPiLmwBhLqzUYy6s9GLUSjNrgOS2wHsTJiySM898M7Tcf//X5uq4mI039ZiNN70YldLMDIl4C7w3btwMqVDh9tByzz1dzNVxcT+Q1ON+IOnFqJRmBIS/jB79qxx2WNXQ0qRJ3g6JcEfC1HN3R8IFcvbZ74SWRx/N2+FK7MeolWYEiL989913kQGpYcOG5upccU/01HF7T/Qff5wmFSveHVratOlhrkYCGLXSjADxF7cB0qhRo8j2vXr1MlcjibR/w32t/Z5XI0eOk8MPrxZamjd/zFyNBDBqpRkB4i9uA+S9996LbN+0aVNzNZJI+zfc19rveTVs2HDJn79QaLnllsbmaiSAUSvNCBB/cRsgc+bMiWx/zDHHmKuRRNq/4b7Wfs+rYcOGRba/+eabzdVIAKNWmhEg/uI2QJT1xO7EiRPN1UgC7ddwHzstWCBA3GPUSjMCxF+SESDWCwpbt25trkYSaL+G+zivFxCGESDuMWqlGQHiL8kIkMmTJ0ceQ6cY37lzp9kELmh/WqfO1/52ggBxj1ErzQgQf0lGgKjKlStHHmfIkCHmarig/RnuW+1npwgQ9xi10owA8ZdkBUjnzp0jj1O/fn1zNVzQ/gz3rfazUwSIe4xagEWyAmTp0qVStGjR0OPkz59fJk2aZDaBA9qP2p/ar9q/2s9OESDuESCARbICRLVo0SLyWNdff725Gg5oP4b7VPvXDQLEPQIEsEhmgOjd8goXLhx6rAIFCsiff/5pNkEeaP9pP2p/ar+6vesjAeIeAQJYJDNAVLNmzSKPd+2115qrkQfaf+G+1H51iwBxjwDJMIumD5febQ+Rr16pJbt2bjVXw6VkB8js2bMjv0J0+frrvN1jBPtpv4X7UPtT+9UtAsQ9AiTDfN/zv5GqrUlfP2OuhkvJDhDVoUOHyGMef/zxsnUrwZ8X2l/ab+E+1P5MBgLEPQIkw8ybPDASIB+0Li6b1i4ym8AFLwJk06ZNtulNnnjiCbMJ4tD+Cved9qP2ZzIQIO4RIBnoq1cvjoSI/iJB8ngRIGrgwIGRx9VDMD///LPZBDFoP1kPAWo/JgsB4h4BkoFWL/5derQouD9E7s0vy+aOM5vAIa8CRDVo0CDy2Mcdd5ysWbPGbAIL7R/tp3Cfaf8lEwHiHgGSocb2uyfyK2TQC+fI3r17zCZwwMsAWblypW0K8quvvnrffttrNsM+2i/aP+G+0n7T/ksmAsQ9AiRDbdu4Unq3PywSIrPGfWA2gQNeBogaM2aMFCxYMPIcL7zwgtkE+2i/hPtI+0v7LdkIEPcIkAw2bdTrkQD58KGjZee2jWYT5JHXAaKsg6NOy9G7d2+zSaBpf4SnK/EyZAkQ9wiQDLZn904Z8OQpkRD5ddDDZhPkUSoCZM+ePaHHDj9PoUKFuD7k/2k/aH9Y94H2lxcIEPcIkAy3cPqwSIC837KobFjxt9kEeZCKAFHbtm2TWrVqRZ6rePHiMnbsWLNZoOj7134I94n2j/aTVwgQ9wiQLDC86xWREPn2nWvM1ciDVAWIWrdunVSpUsUWIkH9JaLv2xoe2i/aP14iQNwjQLLAuuWzpOd9hSMhsvivkWYTJOjjjz+ODCpnnHGGuTrpdDryihUrRp5TD9/06dPHbJbV9P1aD1tpf7iZpj1Req4l/JxXXHGFuRoJIECyxM+f3R8JkM+eOV327NllNkEcOl1Gp06dpEiRIpFBRZe6devK9OnTzeZJpYOl9ZeInkD26sSx3+j7tJ4w137wOjy2bNkiTz31lG1fn3jiiWYzJIAAyRI7tqyTvg+WjoTI9B+6mk2Qg08//VTKly9vCw7rot+OW7Zs6emFf+vXr7edE9FFr4Pw8jnTSd+X9ToPXfT9az946aOPPpJjjz02ah8//DAFKE4QIFnkr7HdIwHS5/4jZNvm1WYTWEyZMkUuuuiiqMHkggsuCE0XXqxYMdvfjzjiCOnatavs2uXNrzs9YWytztJFr8TOtmlP9P1YrzDXRd+3lyfMJ06cKDVr1oza13Xq1Mm6/k0lAiSL6NXoA5+tGgmRcR+3MptgnxUrVshdd90VuTlReKlQoYIMGDAg0k5vWHTTTTdFDTqVKlWSkSO9Oc+kJavPP/+87ZyAzgWlEwpm+iy++vr1fVjnttL3qe/Xq1LdZcuWhb4MmPtaz7N88cUXZnPkEQGSZZbOHh0JkJ4tCsmaJd4ev88kO3fulFdeeUUOPfRQ22BSokQJefbZZ3P8Bjx69Gg588wzo4Lkmmuukb//9qZsWq+8tk57ootOaZ6pVVr6uq1Tsuui78+LK8zVjh075KWXXpKSJUvanlP/reddtm/fbm4CBwiQLDTqvRsjITL09brm6kAaOnSonHzyyVEh0KRJE1m8eLHZPIp+Q+7Ro4eULl3atr2eiNXj5xs2bDA3cU3nfrrqqquiXrPemS9Tbo+rr9N6J8Hwou8r2XNbhQ0ePFhOOOEE2/Ppifrbb7/d8xP0QUOAZKGNq+fLB60OioTI/KmDzSaBMXPmTLn88sujBrDq1as7OvatJ3kfeOAB22EYXY4++mj54IMPPDkUo1OYW+8nEh4Qr7vuOpk8ebLZ3Bf0denrs1ZY6aLvI5lTsltpWGnVnLmvzz//fJkwYYLZHElAgGSp34Y8EQmQTzqeILt3Besn+9q1a6Vdu3ZRA/1//vOfUP2/21lwZ82aJVdeeWXUYHXOOefITz/9ZDZ3TW+ipHfiM9+PLnoNw5AhQ0KH6NJJn19fh74e8zXq69bXn6ybQVlpRVerVq1s54100UNk/fr1M5sjiQiQLLVr+2b56OFjIiEy9dv/mU2y0u7du6Vbt25SqlQp22BStGhRefTRR2XjxuROODl8+HA55ZRTogbM//73v7JoUfLvFqn3AteTwrGCRN9z69atQxVHqaTPp89r9rku+jr19SbjHuYmrYZ76623QtVx1ufU6jk9Wb9582ZzEyQZAZLF5vzaLxIgvdqWlC0blplNssoPP/wQunrcHMS0RHTu3Llm86TRb96vv/66HHbYYbbn1ak5nnnmGU+qp7RCrEWLFqFgNN+vLvrtu2nTptKrVy9ZsGCBubkr+nj6uPr45on+8KKvS1+fvk4vjBo1KlQNZz6vVs159ZyIRoBks717ZfD/zouEyKj3m5ktssK8efPk+uuvjxpMKleuLN9//73Z3DOrVq2Se+65x3a/D130mgedIsULWqbauXPn0Hs137910YG+fv360rZt29C39hEjRsiMGTNCg615Yln/rX/X9dpO2+t2un1OgRFe9HXo69HX5QWtetPqN/N5q1atGqqWQ2oRIFluxfwJ0v3eAvJMo3zS8vICMvev38wmGUuPpz/++ONR38KPPPJIeeedd0KHs9Lh999/l9q1a0cNchdeeKGnJ731sfW8j3nC3etFn0+f18v3plVuWu1mTjWjVXHdu3dP274OOgIkAPq/drvcUjOf1D49n/z32pquTyCnm77+vn37StmyZW2DiZ5EbdOmTegEuh98/vnnoYsTra9RL2hr3rx56GJGL82ZM0fee+89adSoUVTpsdtFH08fVx9fn8dLWtWm1W1a5WZ9DXpu5f777/d8xl7ER4AEwJpVS+X8SgfL0Yfu//D179/fbJIxfvnlF6lRo0bUoFavXr3QIRe/0YsTn3vuOTn44INtr/eQQw6Rl19+OXTBWyroISU9nPfuu+9K+/btQxVk+itJzyNoyJUpUyb0uvS/+m/9u67Xdtpet9PtvTo0Fcu4ceNCVW3mvtYqL62CQ/oRIAHR+X8vRj6AOpmczkiaSf7991+59dZbo64r0FlUv/rqK7O57+T0+k866aSMeP2ppNVrWsVmBodWu2nVG/yDAAkInbrBet+JJ5980mziS/q6/fANPln0F9S5554bNTjqL6i//vrLbB4oWq2mVWvWG0vpotVtWuWW7utcEI0ACRCdPC78oTzooIOSXt6ZbHoOwZw/KXwOYfny5WbzjJEp53BS6ZNPPomaoVer2bSqTavb4E8ESMBccsklkQ+ongj1o3hVTJMmTTKbZyy/VpGlklZu6X419/XFF18c+v8B/I0ACZhp06ZFrlPQ4/FezYbqRDquo/CDf/75xxfXsaSSVqHdeeedUdOs6wn8zz77zGwOnyJAAui+++6LfGDPOussTyYAzAs9tv3GG2+k9EpuP8rpSnqdlFBDJhvoOSs9dxVrSn0915XTlPrwJwIkgFavXi2HH3545MOr05SnyzfffJPjXFILFy40m2e98FxeehjL2h96mOuxxx5L+lxeqaTVZlp1Zn1f+itYp0TRKjVkHgIkoLp06RL5EB911FGe34vapJPrpXI220zj9WzCqaTVZVplZu5rrUbTqjRkLgIkoHQmU+tkdA8++KDZxBPpuJ9GJtP7mVx22WVRg6/T+5mkkoagzqFl7msNwT59+mRUCCI2AiTAvv3228iHWucY8mLK7bB4d/TT+0R4cUe/bKK3hDUP/+iih38SuaNiKulhOL1yPdZhOK068+KeIEgPAiTgGjRoEPmA621GvZDTPcWvvvpqz+4pno2c3tM9lbRqLNbMwFplli2FADiAAAk4nQzPOsOpntROFp0SXO/PYA4mp512mowcOdJsjgTFK4EdMGCA2TwlNBy0Wszc11pVptVlyE4ECOShhx6yDe5up4zQO8HpVCl6ZzjrYKJ3juvatWvo/AvcmzJlilx00UVRg7ZehDd16lSzuSf0cJRWh8W6GFIPYwXhYsggI0AQOv9gnS77zTffNJskTO9BrZM1WgcTnaKjZcuWofJhJN+nn34q5cuXt/W5Xox59913y8qVK83mSaEnwPVEuJ4Qtz6vnjDXE+dBnI4liAgQhPTs2TMyCOg1Inmdf0jvi33++efbBhNddOqU6dOnm82RZHqxZadOnWJORPjaa6+5/lVppdVfsSaE1GqxoE8IGTQECEK0Surss8+ODAZ6P+tE6O1PmzVrFjVN+QknnBCavBGppVOhN27cOGpwP/nkk2XYsGFm8zzRi/206svc11odplViCB4CBBFjx46NDA56COSPP/4wm0TolBQvvviilCxZ0jaY6L/175k2zXq20ZsxVatWLSpI9L7meb0Zk1Z3aZWXVntZH0urwbQqLJm/bpBZCBDY3HzzzZEBok6dOubqEP1lYb23iC4aPPpLRH+RwB/0PEWvXr0idxsML3qeQu8ymMjtYHViw1i35dUqMK9vywv/I0Bgo/NPWY+jDxo0KLJOz2VYp4MPL3ruQ8+BwJ90/qxHHnnEVq6tS6lSpUL3NY9VKaVVXFrNZe5rrfrSKdgBRYAgylNPPRUZMPSGTkuWLAnN4KvVVNbBRKuttOoKmWHu3Lly7bXXRoVC1apV5ccffwy10eIJrd6KNaW+3vQJsCJAEEXvl16uXLnI4GHW+Ov1HXqdh17vgcwzatQoOf3006OCpEqVKqFbBVv/FrQp9ZE3BAhi0ovDzAFGF72Lod9vhYvc6cWcb7/9dujiTnMfhxet5tKqLiAnBAhsdGoTnaPKHEz0m6mf7l6I5FizZo20atXKVpqr85ZpFReQGwIEIXo1us6Ka55oDS9aefPrr7+amyFL6CSIOm+VVmcxzToSRYAEnF5AqPfhsE5loouWeup9O5o0aRL5W40aNRhcAEQQIAGmd/6zXn0eXvROgeF7gyxbtsx2YvXDDz80HgVAUBEgAaTXetxyyy1RwXHqqafGnM69c+fOkTbHHHMMNwQCEEKABIiW5z799NMxJ9x74403cpySQqclOfHEEyPt9a5yAECABMTHH38cuhjMGhx6sdi9996b0My7X375ZWQ7vQ5k3rx5ZhMAAUOAZLlJkybJhRdeGHW4qnbt2nEnS4zl0ksvjWx/ww03mKsBBAwBkqWWL18uzZs3j7rtqU5N8vnnn5vNE/Lnn3/apjMJT38BIJgIkCyj5yv0pLc5JcXBBx8szz//vGzfvt3cJE9at24deUydQynWRHwAgoEAySJ6nsJ6slsXvcL41ltvDU2ImAx65bLe7zr8+N26dTObAAgIAiQLzJgxQ+rVq2cLDl30wr9ffvnFbO6azqEUfo7SpUsndF8JANmHAMlga9eulTZt2kRNs162bFnp27evZ1eN60R8lStXjjyfTn8BIHgIkAy0Z89uGfzxO3JaxQOHknTRadc7duyYkgv9dErw8PPqtCczZ840mwDIcgRIhvl35nfStX1luem8fFKlfD4pVnj/IK5ltam+NsN6cyK91zaAYCFAMsSGlXNlxLsNpfs9+aTLHfmk1eX55NIq+eTyWlXkhx9+MJunhN7hznqzqaFDh5pNAGQxAsTndm7bKBO+eFTeb1k0FB7h5ZU7S8l3g7vJnjSX0eq9tsMBcsopp+Q4HQqA7EOA+NXevTJ7fG/p91AZW3D0vK+wjB/QTrZv8Ufl08aNG6VMmTKREHnttdfMJgCyFAHiQ8vnjpcvXqxuCw5dhnW5XNYt89/J6l69ekUC5NBDD5WVK1eaTQBkIQLERzavXSzff9AkKjg+ffJkWTjNv+cXtFy4WrVqkRC5++67zSYAshAB4gO7d26TyUOflQ/alLAFR+92h8ofI1+VPbv9f15h/Pjxkftq6/xbU6dONZsAyDIESJr989sA6f9YeVtw9GhRUMZ8eJds25hZh4IaN24c+RVSq1YtczWALEOApMnqRVPlq1dqRR2u0r+tWjTFbJ4RFi9eLCVKlIiEyGeffWY2AZBFCJAU018V+utCf2VYg0N/hcz97VOzecbp1KlTKDzy71uqn1Fetm/bajYBkCUIkBTR8xh6PkPPa1iDQ897TP66k+zamR0D7datW6VqpfJy2rH5pE7lfPJF72fNJgCyBAGSA/PQUm5LPFpBpZVU5jZacaWVV9nm++ED5IYa+aTl5fnkpdtKZOV7BECA5Mgc7HNbYtFrNoZ3qR/V9osXqoWu9chm7z9RS95qfiAoAWSf2CMfcg2HePbs2iE/f3Z/6Kpx6+PoVeV6dbleZZ7ttBCgx70F9r/3e/NnfWACQZT30TEg3ATInz++bdte57HS+ax0Xqsg0WKByK+uF6sHIjiBIMn76BgQbgJk3pRBkW1HvHNtaCbdINq6cYWtaCD06wtA1sj76BgQbgJELfv7J1k5f6L558DRyrNwP/br8J/A/QoDspmz0TEA3AYI9tPzQdYKND2UByA7MDrmgABJnoV/fB3pSz0ftGHVP2YTABmI0TEH1gDJbUHudCr6cH/pnRUBZD5GvxyYIRFvQe7WLf3LVtas93YHkNkY/XJAQCSf3kkx3KefP1NZ9u5J7+14AbjD6JgDAiT5tm9ZK30fKBXp1xk/vmM2AZBBGB1zQIB4Y8bodyP92vf+I2X75jVmEwAZgtExBwSIN/Sw1efPVon07fhP2phNAGQIRsccECDeWTLrh0jf9mxRSNYunWE2AZABGB1zQIB4a2S36yP9O+yNeuZqABmA0TEHBIi3Nq6aJ++3Khbp4wV/fGU2AeBzjI45IEC8N3Hw45E+/uSJE0PTngDIHIyOOSBAvLdz+ybp93DZSD//PuJlswkAH2N0zAEBkhqzf+kb6efebQ+RrRuWm00A+BSjI9Jr714Z/FKNSIiM7tvcbAHApwgQpN2Kf34J3fZWA6RHi4KybfNqswkAHyJA4Avh29/2f6Sc7N65zVwNwIcIEPjC3r17ZPnc8fz6ADIIAQIAcIQAAQA4QoDAt6yl1IksAFKLTx18ywyI3BYAqcWnDr5FOAD+xicTvkWAAP7GJxO+RYAA/sYnE75FgAD+xicTvkWAAP7GJxO+RYAA/sYnE75lDZDcFgCpxycPvmWGRLwFQOrxyYNvERCAv/HJhG8RIIC/8cmEbxEggL/xyYRvESCAv/HJhG8RIIC/8cmEbxEggL/xyYRvESCAv/HJhG8RIIC/8cmEbxEggL/xyYRvESCAv/HJBAA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCP/B5z9ihJ89KfvAAAAAElFTkSuQmCC)
PN: 4H21-3-09
CAS: 465514-39-0
Molecule Weight: 275.231
Formula: C11H12F3N3O2
Melting Point: 241-242(dec.) ℃
TSCA: Not listed on TSCA inventory