![3-[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-1-amine](data:image/png;base64,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)
| Product Number | 3H30-7-1W |
| CAS | 1006482-40-1 |
| MDL Number | MFCD04970070 |
| Molecular Formula | C7H9ClF3N3 |
| Molecular Weight | 227.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-7-1W
CAS: 1006482-40-1
Molecule Weight: 227.62
Formula: C7H9ClF3N3
![2-[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]ethanamine](data:image/png;base64,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)
PN: 3H30-7-1X
CAS: 1006473-61-5
Molecule Weight: 213.59
Formula: C6H7ClF3N3
![[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetonitrile](data:image/png;base64,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)
PN: 3H37-7-0J
CAS: 1006471-49-3
Molecule Weight: 209.56
Formula: C6H3ClF3N3
![3-[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-7-1C
CAS: 1006470-23-0
Molecule Weight: 242.58
Formula: C7H6ClF3N2O2
![2-Methyl-3-[3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-1-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+7AAAfuwEbtYoLAAACK3pUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzopvvQZwiWFFgQLuHtQP2Nii2khqIpUJ2c/n7UU7cxk3mwDZIkTyiRNGa3e3rDWy1ayprciIoJ6BNYcvKrHPy++VhkpK7+azAIAw0TU5e2/Ztythut6PFq67V3hpa2Joc/dN9Uw1idgG1bs0k54L9eXp87phJZZpWmUIj1VTTpjM+2kK13Sr+k4LVym0rw47hrHbb42x/Jfcvp/umJJ97+Y6+BaKwqjYaVtbVqoWt5BRf/g3W2minWl3C8oDmgIa49/ns6d4W77U2Lap+hqpQm+fWvRdoqO1GF+84GSo/7nNSCwRUa+uFc+oAXvNmJUBJUAGoEFQEKgaVgEpBZaAExw/9AgMERogQ673RPuHL4U3jqsE/P09frz/4B4slcxLQRCYSJA2yIOrFyYjHF2VpL9DHowRHqcQR7jtFMeFUpLHwMhZRCBNBI8ljL9EcYFiMFIFDlyrGc4MQc6CIaBagiGnCUZx8kvIUhaAiCbvJ+ySd7M2YI8CVTCRNUhF3uTGJH4chz7CI7KOK89nSmvJMharMyVKQrry/9KqRpwoTsK7UDpvWT+BDzwE5BPx5jAPBEPCnNw6EFxmicSAaAr4zxoF4CPg++gAW14BkCPiuGwfSIeB7dBzIhkDX0eOE93/ZxU1EXGYR46USX877+I/dYIIrzI0uEeEV5mqjsLM+Zv3NgerFrcLOrhyGF+38H9gEoX1fGZXUAABB6UlEQVR4Xu3dB5gURd7HcUCRJKKCSjByBjwVA0EwAieCAUUUVEx4J0EUzkAQEBEVRERQlOMIkhFQSS8GgkQFRDJIzjnnzAL1+m9v2u7q2d2Z3p7U/f08Tz/idtXsbMPUb7u6QjYFAIAL2fQvAAAQCQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIgMEqV6mE7Ro1aphcJy1onPZGUCcdtvWRAgAAIDD1AHnxwsDpx4pRezCGSRj6SMuG4rZcMCBAAgaEHiBwDBy7UizlE0shHUiYct/WSAQECIDD08JCjUqX+6vDhE3pRm0ga+UjKhOO2XjIgQAAEhrWxrlbtK/PP3bvP1ovaRNLIR1ImHLf1kgEBAiAwrI3199+vNP9899191J49R/Xipkga+UjKhOO2XjIgQAAEhrWxPn36jKpV6xvz/zt2nK4XN0XSyEdSJhy39ZIBAQIgMPTGesqUdeb/lyvXS23ZclCr8Se9XjiRlAnHbb1kQIAACIxwjXWdOiPNr73zzuS/CluEq6eLpEw4buslAwIEQGCEa6xnz95ifq1MmZ5qzZq9lhp/CldPF0mZcNzWSwYECIDASK+xbtjwe/Prr78+1nZOpFfPylrG7ZFqCBAAgZFeY7106S5VuvRf5xYt2mE7n149Kz0M3ByphgABEBgZNdbNmk0wz9Wt+3+2cxnVC9HDwM2RaggQAIGRUWO9bt0+4xlI6Pz06RvNcxnVC4mkTDhu6yUDAgRAYGTWWLdtO8U8X7v2cHXmzJ9fz6yeiKRMOG7rJQMCBEBgZNZYb99+SJUv39ssM27cauPrmdUTkZQJJ1y9TZsOqK+/XqLeeGOceuKJYcZM+Tvu+FI9+ugQI+SWL99leYXEIUAABEa4xlr3ySczzDKPPTZUnTp1OqJ6kZQJJ1w969fCHdLVNmBA5qsIxxoBAiAwwjXWun37jhm/8YfKDR++NKJ6kZQJJ1w9+fPtt/dSrVtPUr/8ssF4T0ePphl3Hm3aTDbLT5u2wfJK8UeAAAiMcI11OD16zDHLVa06MKJ6kZQJJ1w9mYuS3rIq4vPPZxnl9dFi8UaAAPCFbdsOGfM3Qg++wwnXWIdz5MhJ9Y9/9LeVz6xeJGXCcVNv164jRnm5U0okAgRASjtw4Ljq1Gm60eUjjWpWV9UNGTRooSM8MqoXSZlw3NST7iwpf9ddX+qn4ooAAZCSZDn2b79d4rhTeOqpb/Sipmgaa9kr/YEHBtnqZFQvkjLhuKknz0WkvCwEmUgECICUIwsgSlDojbsMwR0/fo1e3BRtYz1y5DLH90hPJGXCibaejAqTOSpSXt5fIhEgAFKGPFhu2nS8o1GXo3nzCRk+ePaLDh1+Nn7e554bYYRJIhEgAJKePNTu1u032yS/0PH009+quXO36lV8qV+/+cbPXLFiP7Vx4wH9dNwRIACSloyo+u67FY6htHLcd19/NWLEMuNZSBCEHurLg3N9teBEIUAAJCVpJF944a/dAkOHjLbq3HmmOnTohF7Ft0LhIXdgs2Zt1k8nDAECIKns2HHYmIFt3Z8jdDRu/KPasGG/XsXX+vdfYAZnomee6wgQAElBhs327j3XtoxI6KhRY5htefWg6NPnz2ceZcv2UhMnrtVPJxwBAiDhfvppjapW7StHcFSo0FcNHrxIpaUldrRRIvTqNdcMjwkT0h+anEgECICEWbFit6pXb4wjOGS12XbtphmLCAZRaC0uuQ4ZzWtJNAIEQNxJMEhAWHcADB0SKBIsQaZfk4yO3buP6NXjhgABEDfSFSVdUtI1pTeE0oUlXVkgQADARh6CP/74MEcDKA/N5eG5PERHaiFAAMTU6tWb1IsvfqZuuqmDLThkmK4M15Vhu0hNBAiAmNi/f79q0qSZKljwZlW06KPq2mvfVLfd1t0ID5kgmCyzqeEeAQLAU6dPn1Y9e/ZUF110kcqWLZvKnfuSP0LkDnXFFc+rihW7GEuTZLTpE1IHAQLAM1OmTFG33HKLERyhI3v2HKpQoRvVhx/2V0eOHNerIIURIACybN26dapmzZq24AgdNWrU+OP8er0KfIAAAeDa4cOyblVrlTt3bkdw3HTTTWrSpEl6FfgIAQLAlYEDB6pLL73UERyFChVS3bt3V6dOMSzX7wgQAFH57TfZ2Km8Izhy5syp/v3vf6u9e/fqVeBTBAiAiGzdulXVqVNHZc+e3REeVapUUcuWJXZ/bsQfAQIgQydOnFDt27dX+fPndwTHNddco8aMGaNXQUAQIADSNWLECFW8eHFHcBQoUEB9/PHH6uTJk3oVBAgBAsBh8eLFqlKlSo7gyJEjh3rppZfUjh3MIgcBAsBi9+7dqmHDhurss892hMfdd9+t5s2bp1dBgBEgAFRaWprq2rWruuCCCxzBccUVV6ihQ4fqVQACBAi68ePHq+uvv94RHHnz5lVt27ZVR48e1asABgIECKhVq1apatWqOYJDjtq1a6tNmzbpVQAbAgQIGHnOUbVqVWPinx4cpUuXVtOnT9erAGERIEDAXHXVVY7gKFy4sOrTp486wzrriAIBAgRMnjx5zOA466yzVPPmzdXBgwf1YkCmCBAgYGRUVShAWrRooZ8GIkaAAAFz3XXXmQHSqVMn/TQQMQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQICAIUDgFQIECBgCBF4hQIAAOXjwoDr33HPNAHn66af1IkDECBAgAM6cOaP69u2rChcubIZH6KhcubJasmSJXgXIFAEC+Nz06dNVmTJlHMFhPc4++2zVqFEjtXfvXr06kC4CBPCpTZs2qWeeecYRFnKUKFFCXXzxxY6vFyxYUHXr1k2dOnVKfznAgQABfObYsWOqbdu2Kl++fI6AuP7669W4ceOMckeOHFFt2rRRefLkcZS78cYb1U8//aS9MmBHgAA+MmzYMHXFFVc4AuGCCy5Qn332mUpLS9OrqA0bNqgnn3zSUUeO6tWrq9WrV+tVAAMBAvjAvHnz1D333OMIAHm28fLLL6vdu3frVRymTZumbrvtNsdr5MqVS7311lvGCC7AigABUtjOnTvVSy+9pM466yxHw1+pUiW1aNEivUqGTp8+rXr37h32+YiM4JKRXDKiCxAECJCCTp48aUwCLFCggKOhL168uBoxYoReJSr79+9XTZo0Ueecc47j9WVEl4zsAggQIMV899136tprr3U07Pnz51ft2rVTx48f16u4tnLlSvXwww87vpccMsJLRnohuAgQIEUsW7ZMValSxdGQZ8+eXb3wwgtq69atehXPyMgtGcGlf28Z6fXee+8ZI78QPAQIkOT27dun/v3vf6ucOXM6GvDy5curWbNm6VViQkZwyUguGdGlvw8Z+SUjwBAsBAiQpGQy33//+19VqFAhR4NdrFgxNXDgQL1KXMiIrgYNGhgjvPT3JSPB5s+fr1eBTxEgQBKaPHmyKlmypKOBzp07t3r77bfV4cOH9SpxJyO8Klas6HiPMiJMRobJCDH4GwECJJG1a9eqxx9/3NEoy1GzZk21bt06vUrCDR8+3Bj5pb9fGSEmI8VkxBj8iQABksChQ4dUq1atjEl7ekN88803qylTpuhVkoqM/JIRYNal4kOHjBiTkWPwHwIESCCZlNe/f39VtGhRR8N70UUXqR49eqTUwoYyEkxGhMnIMP3nqVq1qjGSDP5BgAAJ8uuvv6rbb7/d0dDKaKvXX3/dGH2VqmRkWLly5cL+bK+99lpK/2z4CwECxNmWLVvU888/H/a39AceeEAtX75cr5KyBgwYYIwY039OGVkmI8xS6e4KTgQIECfynOCDDz4I+5xA9in/4Ycf9Cq+ICPGZOSYjCDTf24ZaSYjzpCaCBAgDr799lt11VVXORrQ888/X3Xu3DkQI5VkBNkTTzzhuAZyyMgzGYGG1EKAADG0cOFCVaFCBUeDKXMl6tWrp3bt2qVX8T0ZUSYjy/RrIiPQZCSajEhDaiBAgBiQYKhfv37YZdbvvfdetWDBAr1KoMizDxlhFm6WvYxIk5FpLBuf/AgQwEPSFdWlSxeja0pvGK+88kr19ddf61UCTUZjyYizcOt8yQg1GamG5EWAAB758ccfVYkSJRwNoaxY+/7777NibQZk5JmMQNOvnYxUkxFrMnINyYcAAbJoxYoV6sEHHwzb+D377LNq8+bNehWkQ0aiyYg0/VrKyDUZweblXifIOgIEcEl27XvzzTfD7tpXtmxZNXPmTL0KIiDdgDIyLVw3oIxkkxFtSA4ECBAl2Te8V69exlIjegNXpEgR1a9fPx4Ae0AGItStWzfsQAQZ2SYj3JBYBAgQhalTp6pbbrnF0aDJENSWLVsyBDUGZMSajFzTr7kEi4x0C+JQ6GRBgAARWL9+vapVq5ajEZOjRo0aas2aNXoVeExGsMlINv36yw6JMvLNzWRMmZPSvHlzY92uyy67zJgtnzdvXmP5lUqVKqkWLVqouXPn6tVsrO8lGm7rJZPUfedAHMgyHK1bt1Z58uRxNFw33XSTmjRpkl4FMSQj2WREm4xs0/8+ZARcpH8f06ZNC7uQZXpHqVKl1Pjx4/WXMVjLRcNtvWSSuu8ciLFBgwapSy+91NGYFCxYUP3nP/9hIcAEkpFtMsJNX5BSttnN7G7w888/D/tcJZIjnMzOp8dtvWSSuu8ciJHffvtN3XHHHY7GQya7NW7cWO3du1evggSZMWOGMeLN+vc0e/ZsvZhJgt9aVp5dyYP6UaNGqY0bN6qjR48ah+xrIos8dujQQZUuXTrDht5tELitl0xS950DHtu2bZuqU6eOypEjh+3DLcf999+vli5dqldBEpARbzLyrUqVKqp9+/b6adP8+fNtOz7Kc49NmzbpxcKaN2+eqly5sv5lg9sgcFsvmaTuOwc8cuLECfXhhx+q/PnzO4LjmmuuUWPGjNGrIAVZZ7rLXYVXkxLdBoHbeskkdd854IGRI0eqv/3tb47gKFCggPr4449djexB8lmyZIn5dyvPP1auXKkXcc1tELitl0xS950DWbB48WL1j3/8wxEc0n31r3/9S+3YsUOvghQmzzJCf8eyJ4mX3AaB23rJJHXfOeDCnj17VMOGDY3ROnp43H333ZmO+Udqeuihh8y/Z9lm10tug8BtvWSSuu8ciEJaWprq2rWruvDCCx3Bcfnll6shQ4boVeAj1m5Kr/ecdxsEbuslk9R950CEevbsqYoXL+4IDplx/O677xrDNuFvMls99Pcue5B4Sf935eZIVan7zoEINGrUyPFhlaN27drGuH8Eg7XLUu5GvaT/23JzpKrUfedABPQNnmT45i+//KIXg89xBxIbqfvOgQhUq1bN/JCWKVOGZdYDimcgsZG67xyIwHPPPWd+SGU1XQQTo7BiI3XfORABAgQi1eaBLFu2zFgdQTbOklGCsg6bjCCUoebdunVLmgmuzncO+AgBAqHPRF+1apVexLWMgiAjGdWzngt3SHesbKmcaM53DvgIAYIQ61pY0gAn81pYsuvlRx99pGbOnGmsiiBDzSX0OnbsqM477zyjjkyITTTnOwd8hABBiKyoa12Nt3z58lGtxisrMoeTURBkxG09Wb9N6lxyySX6qbiL7p0DKYYAgVW4/UDq1aunRo8ebYSJ7Hgoh+wHItvdyl2A3K1k1NC7DQK39aTrSurIroyJFt07B1IMAQKdLGmTyjsSjh071qgj+5kkWnTvHEgxBAjCmTp1alR7ossE1AkTJugvY3AbBNHUkz1r1q9fb9xByZbKMrNegiTRMn/nQAojQJAR2ba2adOmxra4xYoVU7lz51Z58uQx/izL/bdq1cp4/pGRaILAKpJ61jKhQ57dTJw4US+aEOm/c8AHCBCkMj085ChUqJBq3LixOnjwoF487ggQ+BoBAj+QiYPykH/YsGFm19v111+vdu3apReNKwIEvkaAwG9OnTqlatSoYfybbtCggX46rggQ+BoBAj+SBSHl33SRIkX0U3FFgMDXCBD4kYzKkn/T55xzjn4qrggQ+BoBAj9avHix8W/6sssu00/FFQECXyNA4DfyDOSRRx4x/k3/85//1E/HFQECXyNAkGpkF82WLVsaS6nIAoqHDh0yR2ENHTrUHIV17rnnqrVr1+rV44oAga8RIEg1oX+vGR0y0TEZtmYmQOBrBAhSzYoVK1SnTp1U5cqV1dVXX63y5s1rzJCX0JAl6WU5E7krSQYECHyNAAFihwCBrxEgQOwQIPA1AgSIHQIEvkaAALFDgMDXCBAgdggQ+BoBAsQOAQJfI0CA2CFA4GsECBA7BAh87fnn66gcOXIax5NPPq2fBpAFBAh8rX79t9X5599qHC++2Ew/DSALCBD42uuvd1dXXPGscbzyyuf6aQBZQIDA11q2HKNuuqmDcTRpMko/DSALCBD4WuvWk1SpUj2M4623JuinAWQBAQJfI0CA2CFA4GsECBA7BAh8jQABYocAga8RIEDsECDwNQIEiB0CBL5GgACxQ4DA1wgQIHYIEPgaAQLEDgECXyNAgNghQOBrBAgQOwQIfI0AAWKHAIGvESBA7BAg8DUCBIgdAgS+RoAAsUOAwNcIECB2CBD4GgECxA4BAl8jQIDYIUDgawQIEDsECHyNAAFihwCBrxEgQOwQIPA1AgSIHQIEvkaAALFDgMDXCBAgdggQ+BoBAsQOAQJfa9t2ihkgrVpN1E8DyAICBL42dep6VbZsL1WmTE81ceJa/TSALCBA4Hvbth1SW7ce0r8MIIsIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFA4AuhyYKhY9SoZXqRsKx1AESHAIEv6AHy4IOD1YkTp/RiDgQI4B4BAl/QA0SOgQMX6sUcCBDAPQIEvqCHhxyVKvVXhw+f0IvaECCAewQIfMEaBNWqfWX+uXv32XpRGwIEcI8AgS9Yg+D771eaf7777j5qz56jenETAQK4R4DAF6xBcPr0GVWr1jfm/3fsOF0vbiJAAPcIEPiCHgRTpqwz/79cuV5qy5aDWo0/6fUARI4AgS+EC4I6dUaaX3vnncl/FbYIVw9AZAgQ+EK4IJg9e4v5NdlQas2avZYafwpXD0BkCBD4QnpB0LDh9+bXX399rO2cSK8egMwRIPCF9IJg6dJdqnTpv84tWrTDdj69egAyR4DAFzIKgmbNJpjn6tb9P9u5jOoByBgBAl/IKAjWrdtnPAMJnZ8+faN5LqN6ADJGgMAXMguCtm2nmOdr1x6uzpz58+uZ1QOQPgIEvpBZEGzffkiVL9/bLDNu3Grj65nVA5A+AgS+EEkQfPLJDLPMY48NVadOnY6oHoDwCBD4QiRBsG/fMWNtrFC54cOXRlQPQHgECHwh0iDo0WOOWa5q1YER1wPgRIDAFyINgiNHTqp//KO/rXwk9QA4ESDwhWiCYNCghY7wiKQeADsCBClB9jf3al8Pea0HHhgUUYDs3Xssor3VgSAiQJD0ZszYZD6v6Nt3vn7akFkQ6EaOXJZpgITuVO6/f6D6+ecN+mkg8AgQJK20tNOqS5eZtrWsatQYpheLmSef/GtTKnkPnTpNVydPntaLAYFFgCApbdx4QD333AjHXcKXX87Ti8bMgAHOZyUyi339+n16USCQCBAkHdnT3DpfQ4577umrxo5dpReNuQkT1qgKFfra3stdd32pRo9erhcFAocAQdKQIbZvvz3R8Vv/88+PVJs3H9CLx83WrYfUiy+OcryvFi1+UocOndCLA4FBgCApLFmyUz366BBbAy0r6HbtOstYciTR5D385z+zbav6ylGt2leOPUaAoCBAkFCyKm7//gvU7bf3sjXMVaoMVLNmbdaLJ9ycOVscQ4DLlu1lPJs5ffp/S/wCAUGAIGF27z5i23I2dDRu/KMx/yJZ7d9/zNgeV3/fDRqMUTt3HtGLA75FgCAhZFOnypUH2BpgWW598OBFetGkNWzY77Yl4uWQZVKmTWPOCIKBAEFcyTwKWVbdOrdDDpnfsXz5Lr140lu5co+qWfNrx91Ix47TmcEO3yNAEDcbNuxXzzwz3NHYym6BR4+m6cVTxrFjaapdu2mOn+vpp79Va9cyZwT+RYAgLsaMWeGY23HvvX3NnQH9YOLEtWHnjMiyKYAfESCIqcOHT6iWLZ1zO+rUGam2bDmoF09527YdUv/852jHz9u8+QTmjMB3CBDEzO+/71CPPOKc2/HFF8kxtyNWZDjvf//rnDPy8MOD1cKF2/XiQMoiQOA5aUD79ZvvmNshK+r+9tsWvbhvzZ27VT344GDbNZA5I717z2XOCHyBAIGndu06ol5++TtHF85rr/1o7EkebydOnFDr1q0zD/n/eDpw4Lh6881xjutRr94YtWPHYb04kFIIEHjml182qPvus28XK/MkhgxZrBf11MqVK//4HkNUq1at1BNPPKFKliypzj33XJUtW7Z0j/z586ubb75Z1axZU7Vu3VoNHTpUrV4duwf6X3+9RN1xx5e2a1OpUn81dep6vSiQMggQZFl6czueeGKYWrFit148y3bt2qUGDBig6tSpoy677DJHOGTluPLKK9VLL71kBNL+/fv1b50lq1fvUbVq/bXHSOj46KNfmDOClESAIEtkbwzZI0NvFN9/f6oxP8Ir0vU0YsQIVb16dXXOOec4Gv5YHHny5PnjZ6utJkyYoM7Iol0eOH48TbVv/7PjetWqNUStWsUDdqQWAgSuyZ4YMs/B2hDKPIjx49foRV3bvXu30TVVqFAhRwNvPXLlyqVuuukm9fjjj6uWLVuqfv36qe+++05NnjxZzZgxw3j+If+V/5ev9+3bV7Vo0ULVqFFD3XjjjZmGktzpfPrpp3+EojfPcSZNWqcqVuxnXrfrr39bXXddHdW//0i9KJC0CBBETeYzyF4Y+m/RsmeG7J3hhe3bt6smTZqk+yzjrLPOUuXKlTPCZeLEiVlu2I8eParGjRunmjVr9sfPUsrx/UJH4cKFVefOnY3yWbV9+yH10kuj/wiwduqqq/6lLr64osqX70ojBPftYwY7kh8BgqjI3heyB4Y1OGS+Q7duv3kyt+PkyZOqffv2Km/evI7GWw65W+jYseMfQbVVr+opuWNp06aNuuKKKxzvQY5LL73U6FLLKhnO27XrD3+83sPqvPOuVzly5DJe//LLL1c///yzXhxIKgQIIiINXZ8+8415DNbwkL0xZI8ML0yZMkVdf/31jsY6R44cqlatWmr27Nl6lbiQO5N7773X8b7kePTRR9XGjRv1KlGbOXO+Kl78Rttrn3322apt27Z/BDMP2JGcCBBkSva4kL0u9C4r2RND9sbIKul+ql+/vqNxlgb0ueeeU8uWJcdaUhJwFStWdLxPGRI8ePBgvXjU9u7dazyT0V//nnvu8SSkAK8RIMiQ7G0he1xYg0PmdsheGF5YsWKFMR9DbzTvuOMOtWDBAr14Uhg+fLgqVqyY4z2/8sorRhdcVnXv3t0YAWZ97QsvvFCNHMkDdiQXAsQH9DuDUaMi+43dWiec7t1nO15b9r6QPTC88PXXXxu/vVsbyoIFC6pevXp5Nmw2Vg4cOKBeffVVo3vN+v5vv/12tWVL1rv0fv/9d2NUmR5SDRs29OQBPuAFAsQH9EZe1l+KZGJaRgEiS3DoEwNlzwuv5nZ06dLF0fhKV40XjW88jR071gg9689RvHhxtWZN1ocyS9eeBIYeIjKQYPHi2M7uByJBgPiAHiByDBy4UC/mkFGAyIiq6tX/XElX5nbIXhdead68ua1BlCCRuRup+rB4w4YNqkyZMrafqWjRomrJkiV6UVdGjRpldGFZX1+6uKSrC0gkAsQH9PCQQ9ZZkr04MpJRgAhZ/HDs2FVqzx7vukzq1atnawhluO7o0aP1YilHZsrLSDHrzyaTHxct8maP902bNoUdCfbYY48ZD9+BRCBAfMAaBNY5GvIMIyOZBYjX3nrrLVvjd8EFF6hffvlFL5ayTp8+bayjZf0ZZb6INP5ekDu09957zxidZv0eMkt+2rRpenEg5ggQH7AGwfffrzT/LFvIZnT3EM8AkWce1kavSJEixoNiP3rttddsP6usDiwP3b0ioatPcJSZ+TLxMVW7AZGaCBAfsAaBTPizrvjaseN0vbgpXgEio62sD8zlzsPvD4FfeOEFWwN///33G3coXpGlTmTpeuv3kOOuu+4ynskA8UCA+IAeBFOmrDP/v1y5XunuPa7XiwWZ52EdqivPPPzUbZUemQ9y33332Rp3WaLFaz179nQs+yIBLXNVgFgjQHwgXBDUqTPS/No770z+q7BFuHpekmGo1kmCchfihwfmkZJuqxtuuMH8+XPmzKl+/fVXvViWyWivcJMxZXY/c0YQSwSID4QLgtmzt5hfk8UO16xxjtQJV89L+vIkMlQ3aKSrLnfu3OY1kDkiBw+GvyPMiuPHj6tGjRo5QkQCzKuRYICOAPGB9IKgYcPvza/LulW69Op5QfbdyJ49u9mQySTBoD7g/eKLL2yNuixTHytyh6dPbJQA++CDD/SiQJYRID6QXhAsXbrLNptclmK3Sq9eVkn/v3VVXWnQUm2Gudceeugh83rI5lXLly/Xi3hm8+bNYRd9LFu2rF4UyBICxAcyCoJmzSaY5+rW/T/buYzqZYU8LLY2XLK2VdCtXbvW1pVVpUoVvYinZMSX3HVYR7/J/BHASwSID2QUBOvW7TOegYTOT5/+17LgGdVza9u2bSpfvnxmoyWr6ib7wojx0rp1a1uwyjpasVaiRAnz+8nijICXCBAfyCwI2radYp6vXXu4CrXnmdVzQ/r3rb/xJuuS7Ilw5MgRY6fB0PWpUKGCXsRTsqui9TnUkCFD9CJAlhAgPpBZEMje27KHR6jMuHGrja9nVi9au3fvtu1hLptBwa5bt262u5BYDOsN+eSTT8zvI91nsRj9hWAjQHwgkiD45JMZZpnHHhtqrLYbSb1otGrVymywpO89WXYSTCYyL+Piiy82r5Mshhgr0n0Y+j6PPPKIfhrIMgLEByIJAllZV9bGCpUbPnxpRPUiJavRyuqzoQZLVqZFeO+//755nWQNq1iMUJORWNYH6P369dOLAFlGgPhApEHQo8ccs1zVqgMjrheJESNGmI2VHLNnZ7wScJBJV58M5Q1dK+lq8trnn39uvr7MgGfJd8QCAeIDkQbBkSMnHfubR1IvEtWrVzcbLNkxDxmTLqXQ9SpVqpR+OsvkAX3o9WM9ZBjBRYD4QDRBMGjQQkd4RFIvI7t27bL9Rt2xY0e9CDTDhg2z3bF5ObFwx44dRtdY6LVlwUUgFggQH4gmCGSv9AceGORpgAwYMMBsrKTh2rp1q14EGnmYbl2l2MtuLAkM69/Hzp079SKAJwgQH4g2CEaOXOZpgNSpU8dssMqVK6efRjqqVatmXjf5s1ekyyr0urKkCRArBAiyTLZUDTVYQVxx1y3rPI3zzz/fkw2n5GG5PDQPva48TAdihQBBlsiGUaHGSo6JEyfqRZCOOXPm2K7d3Llz9SJRk+G6odeTYbyxGCIMhBAgyJLBgwebDVauXLmMTaQQGbnjOO+888zr58Wik9ZuMZlICMQSAYIssS4QyGJ90ZMl1kPXr2nTpvrpqMhSJdYVf718MA+EQ4AgS2rWrGk2WE888YR+Gpl45plnzOv36KOP6qej8tVXX5mvJYsoymKKQCwRIMiSkiVLmo3W22+/rZ9GJtq2bWtev7///e/66ahIgIdeq3Tp0vppwHMECLKkQIECZqPVv39//TQyMWjQIPP6yUrGbslS8dZ9WGRTLyDWCJAAW7Vqj5oyZZ06fdrdhk+yUZR1wT7ZjxvRGTNmjK3bye1Q3uHDh5uvI4eMjgNijQAJqMWLd5g7FX744c/66YgcOnTI1mhNmjRJL4JMTJkyxXYN3e7ZUbt2bfM1GMyAeCFAAsq6nPtdd32pjh1L04tkSpYssTZ+Mq8B0dHngriZt3H8+HHbcOB3331XLwLEBAESUBs27LctZTJx4lq9SKZWr15ta/yWLl2qF0Em5JpZr6Fc02hZu8HkWLx4sV4EiAkCJMCefPIbM0BatYp+Bjl3IFnnxR2IdS2y6667Tj8NxAwBEmDWDabuuaevsVJvNHgGknVZfQaSlpamLrzwQrM+a5EhngiQAFu9eo+tG+vnnzfoRTLEKKysy+oorPHjx9sCyIv1tIBIESABV6PGMDNA2radop/OlHUeCPtuR2/gwIHm9XMzD6R+/fpm/auuuko/DcQUARJwX3wxywyQSpX6q1OnovsN+OabbzYbsFatWumnkQkZMRW6ftHORJe7lUsuucSs/+abb+pFgJgiQAJu6dJdtm6sX3/dpBfJUK1atcwG7PHHH9dPIxPW+Ruyr3w09OcnM2bM0IsAMUWAQFWr9pUZIO3aTdNPZ+idd94xG7AbbrhBP41MyJpVoevXrFkz/XSGGjVqZNYtVqyY8UwKiCcCBKpLl5lmgFSuPCCqpU2sK8Cec845xppMiIyMoJLnHqHr17t3b71IuiQsLr30UrOuhAkQbwQI1MKF223dWHPnbtWLpEufTDhu3Di9CNLx66+/2q7dggUL9CLpmjlzpq2udGcB8UaAQEnPxwMPDDID5OOPp+tFMiSjf0INWVY3RQqSDh06mNetYMGCUXVBNWnSxKwrD9JPnYpuDg/gBQIEho4dp5sBImESRVumXnrpJbMxu+222/TTSEfVqlXN61ajRg39dIasoV2vXj39NBAXBAgMc+ZssXVjLVq0Qy+SrqFDh5qNmUyGW7s2+nW1gubAgQMqT5485nXr2rWrXiRdMlkwVE8Oug2RKAQIDPLgXB6ghwLk009n6kXStX//fltj2KZNG70INH369LGFbjTbz8pyJaG6sozJyZMn9SJAXBAgMMkQ3lCAPPLIEP10hqzzGa688sqo+vODqFKlSub1uvvuu/XTGZIFE0N1ZSFFIFEIEJhmztxk68ZatmyXXiRdEyZMsHWryBpNCG/9+vW2NcR69OihF0nX77//brvOspYWkCgECExpaadVxYr9zADp1u03vUi6ZFmNyy+/3GzY7r33Xr0I/sc6ATBXrlxq7969epF0tW3b1qwrm0jJZlJAohAgsHn33clmgDz++DD9dIY+/fRT22/HkydP1osE3o4dO1TevHnNa1S3bl29SIZKlixp1pVuQyCRCBDYTJu2wdaNtWZN5L8dHz16VBUpUsRs4CpWrKgXCTzrA/CzzjpLrVq1Si+SrpUrV9oC+ttvv9WLAHFFgMBGNpWSzaVCAdKzZ3T7S3Tu3NnWyA0fPlwvElgbN25U+fLlM6/N008/rRfJ0IcffmjWlddh2RgkGgECh5YtJ5oB8tRT3+inMyR3IdY1mmSRP5nzAGWsVmy9+4h273LrwousfIxkQIDAYeLEtbZurA0b9utFMjRixAjbXcirr76qFwkcmexnvSbRLn4oI7dkvkiovixiCSQaAQKHY8fS1J13fmkGSN++8/UimXr00UfNxk6GrI4dO1YvEhj79u0z5saEroesXSWTL6PxySefmPVz584d9d7pQCwQIAiradPxZoA899wI/XSmNm3apPLnz282erJY4IYN0e257heyzpX17qN///56kUzdeeedZv1q1arpp4GEIEAQ1tixq8wAKV26h9q6NfrfeAcPHmxrOMuWLRu4eQuff/657Ro89thjepFMbdmyxTbxkL3nkSwIEIR1+PCJPxr8z9UNN7ynrruuqerT5ye9SEReeeUVWwMqW+DKpMMgkNn4sslW6GeXbizpzorWF198Yb5Gzpw51Z49e/QiQEIQIEjXSy99oS6//GlVpMjD6qGHXtFPR+TEiROqXLlythCR5d/9bs6cObYuPGn4ZQMpN2Q+Teh17r//fv00kDAECNI1ZMgP6vzzb1b58hVXefJcorZsiXynQivpgilevLgtRF577TW9mG8sX75cXXzxxbafN5rtaq127txpDPkNvU4062YBsUaAIF179uxVuXL9NfFNulLcWrNmjSpatKitUX3++ed9txT57NmzHeHxwQcf6MUi1rNnT/N1JEhkKRQgWRAgyJB0mYQasKwuTSIryRYqVMjWuN53332+GZIqzzzOPfdc28+X1Tkw1l0LK1SooJ8GEooAQYakyyTUgJ199tlGl0pWLFq0yDZTXY4bbrjB+Hoqk9FW1gfmcshkwawMGJBVeq2vKd8DSCYECDIkXSbWPvhevXrpRaK2efNm26qycsjkuFRsIGVUlQzNtf4scrRr104vGjWZLxJ6PRnGK9cNSCYECDIlXSehhky6VLwg62NVrlzZ0fA+9NBDKbOnuixPYp1hLoeMtnL7wFz3yCOPmK9bvnx5/TSQcAQIMtW1a1ezIZMuFTdzGcKR7p327dsbja61EZa7kdatWyftarOyqq51YcTQIWHidqiuTp4LyXUIvXanTp30IkDCESDIlHSdWBfyc7MUR0ak0dWH+cpx2WWXGSO/jh07pldJCHn+I/t5WJdkDx3SjeVVsIohQ4aYry3Xft26dXoRIOEIEEREulBCDZp0rXhNfuNu0qSJ425EDhkW+/7776vdu3fr1eJCVsJt3LixypMnj+O9ycKIXgeqqFmzpvk9SpUqpZ8GkgIBgohIF0qoQZOulUOHDulFPCGT8KpUqeJoqOWQ7jMJr6FDhxr7jsSSPKPp06ePMXTZevcVOmREmoyyinZV3UjIz2a9y5FuPiAZESCIiDzYtjak0ojHkiz/bn14rx8y30JWpZVlzmXZkDNnzugvEZVTp04ZXWkdOnQwBgqEu9uQQ0akPfXUU1FvBhUNfT+VFStW6EWApECAIGLSlRJq1KSLJR5mzZplPF+wrkYb7jjvvPNUmTJlVO3atdV7771nrFgro6QmT55sBIM8Q5D/yv/L1+X8u+++a2wrKzv9WdetCnfkypVL1a1bN6o9zN165plnzO9744036qeBpEGAIGIytyHUsEkXS6y7kaxkPS2527CGWDyOe+65x5hMKZP64kGWuy9QoID5/du0aaMXAZIGAYKIyfMJa+MqXS2JIO9DwkS6sKyNrRfHBRdcYGwAJUOX5eF5vH333Xe295PqM/ThbwQIoiJdKqHGTbpaEk2efcydO9e4S5BRXLKVriyNoi8roh9yXspVr15dNW3a1Fi0cMGCBfrLx92LL75ovsdrr71WPw0kFQIEUZEulVADJ7/9y34fyUy62eT5R+iIZ7dbtNLS0oytf0PXt0WLFnoRIKkQIIiKdKlYf5P//vvv9SJwacKECbZrK6PLgGRGgCBq0rUSauT++c9/6qfhUoMGDczrKsuiAMmOAEHUpGsl1NBJl4t0vSBrZF2wwoULm9f1jTfe0IsASYcAQdRk1z1rV4t0vSBrpk6darum06dP14sASYcAgSvWZcyl6wVZI2ttha5nsWLFsjyzHogHAgSuSBdLqMGTrpes7LwXdBIWsvJw6HpmdRtcIF4IELgiXSzWLhfpgoE7M2fOtF1LWW4FSAUECFyR35qlqyXU6EkXDNyRiYyh6yhL18vCjkAqIEDgmnS1hBo+6YKh394d62Za9erV008DSYsAgWvS1WLtevFqO9cgmTdvnu0aykrBQKogQOCadLVIl0uo8bvmmmtUnTp1OKI4SpYsaV6/Cy+8UJ08eVK/zEDSIkCQJbfeeqvtN2gO94dsZAWkEgIErslOebLRkt4Qcrg7Pv74Y/0SA0mNAIErsgrvbbfdZmsA77rrLkcXDUfGh+w9ImuLPfvss/olBpIeAQJXXn/9dVt4tGzZUi8CwOcIEETthx9+UNmzZzfDo3z58iyoCAQQAYKobNu2zTbySjaVko2aAARPQgKkR71sUR9IPJkoWLlyZVvX1dChQ/ViAAIiIS2zHg6RHEi8jz76yBYebCYFBFtCWmY9HCI5kFizZs1SOXPmNMOjRIkS6vDhw3oxAAGSkJaZYEgtBw4cUH/729/M8JC5H/Pnz9eLAQiYhLTgBEhqeeaZZ2xdV59++qleBEAAJaQFJ0BSR//+/W3h8dBDD7HqLgBDQlpwAiQ1rFy5UuXPn98Mj6JFi6qdO3fqxQAEVEJacAIk+clSJaVKlTLDI0eOHOqnn37SiwEIsIS04ARI8nvzzTdtXVdvvfWWXgRAwCWkBSdAktuPP/5o3HGEwuP2229nnwoADglpwa0BEsmB+Nm+fbu65JJLzPCQpUrWrFmjFwMAAgR/kdFVVapUsXVdffXVV3oxADAkpHXWAyKzA/EhGxpZw0P2qwCA9CSkdSYcks/s2bPVOeecY4aHbHJ06NAhvRgAmBLSghMgyeXgwYPq6quvNsNDliqZO3euXgwAbBLSghMgyeW5556zdV117txZLwIADglpwQmQ5DFw4EBbeDzwwAMsVQIgIglpwQmQ5LBq1SrbUiVFihRRO3bs0IsBQFgJacEJkMSTiYFlypQxw0MmDo4fP14vBgDpSkgLToAkXtOmTW1dV82aNdOLAECGEtKCexUg6xeMVj8PaqB2b1qgn0IGxo0bZ1uqpGzZsixVAiBqWWvBXfIiQPZtX6561M9uvEavhueoheM7yVRqvRg08oyjcOHCZnicd955avXq1XoxAMiU+xY8C7wIkD2bF9leR44fPquqjh7YrhfF/8joqqpVq9q6rgYNGqQXA4CIuG/Bk8Dvk78w7j6sITKwSWG16fexelH84ZNPPrGFx/PPP68XAYCIpXSAiF3r56ihb19jvxupn13N/LaJOn2Kfv2QOXPm2JYqueaaa1iqBECWpHyAiJPHD6nJfV9wdGmNaFdaHdixSi8eOBIUsrZVKDwkSCRQACArfBEgIatmDVZ9G59nC5E+jfOrlTMH6EUD5YUXXrB1XXXq1EkvAgBR81WAiAO71qiR7cs67kYmffmsOnnsoF7c9wYPHmwLD9nvg6VKAHjBdwEi5NnHrOHNVc/6OWwhMuTtq9XO9bP14r4lOwnKMN1QeMhOg7LjIAB4wZcBErJ56QQ1sGkRW4j0ejmnWjCuo+/njMjEQJkgGAoPmTg4diyj0wB4x9cBIo4d3Kl+7Pqgo0vr+0/vV0cObNOL+0bz5s1tXVdNmjTRiwBAlvg+QEIW/dTFMWdkQJNL1Mbff9SLprwJEybYliopXbq0OnHihF4MALIkMAEidm2cp4a1vs5+NyJzRr5+wzdzRnbu3Gksyx4KD1muXZZtBwCvBSpARNrxw2pKvxcdXVrD25VS+3es1IunFBld9eCDD9q6rgYMCPYQZgCxE7gACVn92xDV998FbCHSp9G5asWMfnrRlNGlSxdbeDz77LN6EQDwTGADRBzctVaN/PB2x93IxN611YljB/TiSW3evHkqV65cZnhcffXV6uDB4M17ARA/gQ4Qcfp0mpo1soVzzkjL4mrHull68aR0+PBhdd1115nhIUuV/Pbbb3oxAPBU4AMkZMuyiWpgs6K2EJE5I/PHdlBnzpzWiyeVF1980dZ11bFjR70IAHiOALE4dmiX+vGLh20h8t8/jt5t7lP7dm/ViyeFIUOG2MLj/vvvZ6kSAHFBgISxeOJnqnfDXEaAtK2VTdWpkE1Vv+tiNWnC93rRhFq7dq0qUKCAGR4XX3yx2rbNv5MjASQXAiQduzfOV72blVAv359NPXBLNlWiWDaV+5zs6rXXXkuKSXlpaWmqXLlyZnhkz55d/fDDD3oxAIgZAiQDJ44dVt0++Je69cps6vx8f3UT3XrrrWr58uV68bhq0aKFrevqjTfe0IsAQEwRIBEYPXKYratIjnPPPVf16dNHLxoXEydOtC1VcttttyXFXRGAYCFAIrRu3TpVvnx5W4jI8dRTT6kDB+I3Z2TXrl2qaNGitiBbsWKFXgwAYo4AiYI8d2jVqpU666yzbCFy1VVXqV9//VUvHhMPP/yw7Xv365e6M+cBpDYCxIVJkyapYsWK2RrynDlzqvbt26vTp2M3Z+Szzz6zfc/atWvrRQAgbggQl3bv3q2qVatma9DlqFSpktqyZYtePMsWLFigcufObX6f4sWLx7XrDAB0BEgWde3a1dawy1GoUCE1ZswYvahrR44cUSVKlLDd7cyalRrLrADwLwLEAwsXLlR///vfHXcjjRs3VsePH9eLR+1f//qX7XU7dOigFwGAuCNAPCJ3CXXr1nWEyC233KKWLVumF4/YsGHDbK933333xfQ5CwBEigDx2DfffKPOP/98W6OfL18+1bt3b71opmTosPW1LrroIrV1a3KuyQUgeAiQGNiwYYO68847HXcjtWrVUvv379eLhyVDhu+44w6zrixV8v33ybUWF4BgI0Bi5NSpU6p169aOOSNXXnmlmjFjhl7cQeabWOvJGlwAkEwIkBibMmWKuvTSS21hcPbZZ6sPPvgg3WcZkydPtgWPrL3lxcN4APASARIHe/bsUY8++qgtROSoWLGi2rx5s62szC+xTlKU5yeJXrgRAMIhQOLoiy++cMwZKViwoBo9erRZ5pFHHrGdT9SCjQCQGQIkzhYtWqRuuOEGx91Io0aNVJcuXWxfk4UaASBZESAJcPToUVW/fn1HiMhIq9CfZYHGSEdsAUAiECAJNHz4cHXBBRc4gkQeoM+cOVMvDgBJhQBJMJkzUrhwYUeIPPHEE2rfvn16cQBIGgRIgsnMdT08QscVV1yhfvnlF70KACQFAiSB1q9fb+vCkm1zrbsNyiFzRt577z1jYiIAJBMCJEEkEKzLncgDdFkCfu/eveqxxx5z3I3ce++9atOmTfrLAEDCECAJIsucWANCln636t69u8qTJ4+tzIUXXqhGjRplKwcAiUKAJIAsb2JdquTmm28Ou1TJ4sWL1Y033ui4G2nYsKE6duyYXhwA4ooAiTNZ1sS6NpYsVZLRfiESFBIYeojcdNNN6vfff9eLA0DcECBxVr16dVsQRLpPyMiRI40uLGtd6eKSri4ASAQCJI66detmCwDZHyQaGzduVPfcc4/jbqRGjRrGw3cAiCcCJE7keYb1objsC+JmqRIZvdW2bVtjeK81RC6//HI1bdo0vTgAxAwBEgey9pV1AUVp/CPZVCojP//8sxEa1hCRB/Pvvvsuc0YAxAUBEgf6womymZQXZKmTxx9/3Pbactx9991GdxcAxBIBEmOyYKK1ca9QoUK6OxG61aNHD5U3b17b95EZ7iNGjNCLAoBnCJAYkrsA61IlsnmUvgOhV5YsWaJKlizpuBtp0KCB0YUGAF4jQGJEnkNIV1KoIZelSqw7D8aCzBl59dVXHSEikxHlIT4AeIkAiZE2bdrYGnFp2ONFgkrudqzfX0aAyTBiAPAKARIDMpzWulSJdC3Fe+kR6SqT5y363YhMZJTZ8ACQVQSIx2RC32WXXWY22PJwW55PJII8rH///fcdc0bk/U2bNlUvDgBRIUA8pi/FLiOkEm369OnG5lTW93XlJWepLz9/54+QYc4IAHcIEA/JulTWRlq2pU0WMuu9Zs2axvsqdF42VeZv2VSt8tnUf966Ux3as0EvDgCZIkA8IivjWpcqkd/4k3FP8759eqkyJfKpaqWyqUYPZFOdn8+m+r52vlo791u9KABkiADxgDwgt+7bIc8cknkv8w1rlqq29W5W7Z7KpnrU++uYNrCeSjtxRC8OAGERIB54+eWXbV1Xsthhsks7eVxNH9LIFiByfN3m72rPpoV6cQBwIECySPbpsIaH7F3u9VIlsbRh4RjV/41CthDp/Upu9fukz/WiAGBDgGTBjm2b1M3XXqhynf1neMiGT5s2bdKLJb0j+7aoMZ0rOe5GxnZ7RB07vFsvDgAGAsSlM2dOq7av3KMq3pBNlSiWTZ2fN5txN5Kq5OeZ90M71avB2bYQGdT8UrVlxWS9OAAQIG79NrqtalUjm/pnpWzqwVuzqQ9bN9SLpKQda2aqr1pcaQuRng3OUrNHva1On07TiwMIMALEhW2rfzF/U//gqWyqXYMb1ckT8V2qJJZOHN2vfur5pKNLa9RHd6hDu9frxQEEFAESpRNH9qnBb11uNqpfvpJH7d78u17MF5b/8qX6slE+W4jInJE1c77WiwIIIAIkShP++4StQV0ytbtexFf2bV+uhr9/q+NuZOqAl5gzAgQcARKFpdN62BrR8d1r6EV86XTaCTV92L9Vj/rZbT//sDbXq92bFujFAQQEARKhvVuXqC9fzWs2noObX6aOH9mrF/O1DYu+U/3fvMgWIr0b5lKLJ3XViwIIAAIkAqdOHlPfvFfSbDRlVNK2ldP0YoFwZP9W9V3nf9hCRI4fv3hYHTu0Sy8OwMcIkAj8MuRVW2M5Z8y7epFAkTkj83/8UPV6OaftugxsVlRtWTZRLw7ApwiQTKxfMNrW9z/647vVGfbQMOxYN0sNaVncFiI96+dQv41smemcEf0OJpIDQHLhU5mBw/s2q/6vFzQbsH6vXaAO7d2oFwu0E8cOqIm9nnY09iM7lFMHd6/Ti5v08pEcAJILn8p0SDfNmE4VbA3Y2nnD9WL4nxXT+6o+jc61XS8J3H3blulFDXo4RHIASC58KtMx9/v3bY3Xz4Ma6EWg2b99hRr+wW2267ZgXEe9mIFgAFIfn94wtq+ebltU8Ot3b1BpJ4/qxRCGzBmZ8fXrxvWT7r9I7kAApCY+vRpZqsS6mKAsVbJny2K9GDIhQ3ozCl0CBEh9fHo1E3rWsjVuSyZ304vAAwQIkPr49Fos+7mXrWEb95/qehF4hAABUh+f3v+RvnrryrOykdLxw3v0YvAIAQKkPj69fziVdlx9+97NZoMmS5VsXTlVLwYPESBA6uPT+4fpQxvbGrTZ//eOXgQes17vSA4AySfwn8wNC8fYlyr56E6WKokDPSAyOwAkn0B/Mo/s26L6v1HIbKSMpUr2bNCLIQb0gMjsAJB8AvvJNJYq6VzJ1kitmfuNXgwxQjgAqS+wn15ZjtzaiE0bWE8vghgiQIDUF9hPb7/XLzQbsK/b/J39veOMAAFSX2A/vbKvhzResoLsnk0L9dOIMQIESH2B/fTKPharZg1W+3es1E8hDggQIPWl9KfX2ghFeiA58HcCpL6U/vTq4RDJgeTA3wmQ+lL606uHQyQHkgN/J0DqS+lPL41Q6uLvDkh9Kf3ppRFKXfzdAakvpT+9NEIAkDgp3fISIACQOCnd8hIgAJA4Kd3yEiAAkDgp3fISIACQOCnd8loDJJIDAOCdlG5V9YDI7AAAeCelW1U9IDI7AADeSelWlXAAgMRJ6ZaXAAGAxEnplpcAAYDESemWlwABgMRJ6ZaXAAGAxEnplpcAAYDESemWlwABgMRJ6ZaXAAGAxEnplpcAAYDESemWlwABgMSh5QUAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIAr/w9pO6ATZ5tk9wAAAABJRU5ErkJggg==)
PN: 3H30-3-8Z
CAS: 1006334-06-0
Molecule Weight: 207.2
Formula: C8H12F3N3
PN: 3H32-3-B6
CAS: 1033132-02-3
Molecule Weight: 178.158
Formula: C7H9F3N2
![3-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]pentan-1-amine](data:image/png;base64,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)
PN: 3H30-3-9C
CAS: 1006320-16-6
Molecule Weight: 221.227
Formula: C9H14F3N3
PN: 3H32-3-7X
CAS: 1426958-36-2
Molecule Weight: 192.185
Formula: C8H11F3N2
TSCA: Not listed on TSCA inventory