![3-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]pentan-1-amine](data:image/png;base64,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)
| Product Number | 3H30-3-9C |
| CAS | 1006320-16-6 |
| MDL Number | MFCD06805065 |
| Molecular Formula | C9H14F3N3 |
| Molecular Weight | 221.227 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-3-9C
CAS: 1006320-16-6
Molecule Weight: 221.227
Formula: C9H14F3N3
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]pentan-1-amine](data:image/png;base64,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)
PN: 3H30-3-8W
CAS: 1006340-62-0
Molecule Weight: 235.254
Formula: C10H16F3N3
![3-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]butanenitrile](data:image/png;base64,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)
PN: 3H37-3-1U
CAS: 1006319-93-2
Molecule Weight: 203.168
Formula: C8H8F3N3
![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
PN: 3H32-3-7X
CAS: 1426958-36-2
Molecule Weight: 192.185
Formula: C8H11F3N2
PN: 3H32-3-B8
CAS: 915377-59-2
Molecule Weight: 178.158
Formula: C7H9F3N2
PN: 3H32-3-7W
CAS: 1437795-15-7
Molecule Weight: 192.185
Formula: C8H11F3N2
TSCA: Not listed on TSCA inventory