![3-[4-Chloro-5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
| Product Number | 4H58-7-34 |
| Synonyms | 3-[4-Chloro-5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propionic acid |
| CAS | 1001518-84-8 |
| MDL Number | MFCD03419694 |
| Molecular Formula | C8H8ClF3N2O2 |
| Molecular Weight | 256.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-7-34
CAS: 1001518-84-8
Molecule Weight: 256.61
Formula: C8H8ClF3N2O2
![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
![3-[4-Chloro-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-7-1S
CAS: 1001518-95-1
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
![3-[4-Bromo-5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABiSAAAYkgG/uGkVAAACW3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/yonPw6+YlyhJlbWqNKndpLWT9m1ywEmRAq6A5uXf7wxdExoGMnDmfM/d2Wd7fnMsdrA3VZ3bcuFxwjwwZWqzvNwuvF/P937s3SznKRqhYVkvvJemeZ1RejgcSPpiCn20JUlt4XXjs2Od92wOkthqSwVjnP5+fHhqGT8v60aXqUGqzmd1q3ywqW7aLP4Tgha62ucl7cxpUe07b38Ecw8jxzrzznO5xbEVorDJdwY2tip0A3vBCD7sC2xNaSrdmAzWJ1RLEuDcl/PHO5u+FaZssOs85KnePTXVW4qKwu5M+obOsPPtbuEVHAHd2GJVVfoErufUmoMWoCXoALQCHYKOQMegE9Cc4YvjHA04WnA04WjDQ1z3nXGBn0+vBrMH175W+PmOrfv9ge0W7l3DlRNtvVQSw7sQRDIVgSRRxCQqY4FKnG+MwmeExyEHn5NQscjJJGIJ+DhxqZSTkULYD4iKGUNfkVQMfYUBE+griBOOf0nMEg9OGBpHRGvHnDknPApcIp3zc9BW9kcl4SpqXUuRgCJcJhL9hEwol5aSLg2MH/PQySBwaTK0ZgrXm34s+HK+tmV20YU8W3hr7rWV+Gk2tXgvhge2ykyF6+UcONNLQPQBV7oPYDUEyD7gCj0eIbgC1HgE1QfcJhoHwj7gttw4EF1NegKI+4Db0eOTTvqA2//jAGd9oj0uE8jnYrfHa4IRA8x5i4hBRl4VhMuJMJ+K3p32CUYNMGqCCQeYcIihF8eF/rvLsHt1z9GLS5Di1b/8C/aJyMbKkackAAA9ZklEQVR4Xu3dB5gURfrHcQwIKAbOBIIJMMGpf0UQxJzAgBynHAYExEM4A4InKAIK54mep4I5IIggSRH0SCJZVHJUUQQkSc7gkhZ8//v22M1s7czsTO3MbvfM9/M8/YhbNZtmtn7TXV1vFRMAACwUMz8AAEA8CBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGAlOAFSrFjoiEe8fSdOFGneXOSss0RKlxY56iiRypVDH9M2AEBUcYyyPhFvKKj8+u7cKXL77Qf7RTvuuEPkt9/MRwMAJBMDZPdukRo1Qu1HHinSoYPInDmhUNGwmDdPpFOn0NmI9qlVS2TPHvOzAEDGizLK+lCsUDDF6vvww6G2ChVEfvzRbD1o0SKR004L9W3TxmwFgIwXZZT1oVihYIrWd8UKkcMPFznsMJFp08zWvGbMCPUvXlxk1SqzFQAyWoRR1qeihUIk0fp27Rr6+N/+ZrZEp331Mc8+a7YAQEaLMMr6VLRQiCRa32uvDX186FCzJTrtq4+5/nqzBQAyWoRR1qeihUIk0fqeckro4ytXmi3RaV99TPnyZgsAZLQIo6xPuaGQyGEqWTL0cb0TK17aVx+jjwUAeCKMsj5lhkM8h6kgAVKqlNkCABktwijrU9FCIZJofcuVC33c5hKWXv4CAHgijLI+FS0UIonW95prQh9nEh0ACizCKOtT0UIhkmh9u3QJfTyR23gbNQo9htt4ASCXCKOsT0ULhUii9V2+PLSIUBcH6iLB/MyaFeqrRyKXvQAgA0QYZX0qWihEEqvvgw+G2rRMiZYriWbJEpEzzgj1bd3abAWAjBdllPWhWKFgitV31y6RatVC7VowsWPHUAFFLaSYlSUyf77I00+HyrtrHy28mMhdWwCQIaKMsj4UKxRM+fXdsUOkfv2D/aIdDRqEqvQCAPKIMcr6TH6hEC7evhMmiDRrJlKpUqi0ux76b/2YtgEAoopjlAUAIC8CBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIENeVV4YWEk6ZYrYAACIgQFR2dqjirq5e/8c/zFYAQAQEiOv//i8UIFpoEQCQLwLE9cADoQApXpzquwAQBwLE1atXKED0+PZbsxUAYCBAXN99dzBAunc3WwEABgLEdeCAyNFHhwLkrrvMVgCAgQAJd/XVoQDRPUEAADERIOHatw8FyCGHiGzcaLYCAMIQIOGGDDk4DzJqlNkKAAhDgIRbtepggDzzjNkKAAhDgJhOOSUUIDfdZLYAAMIQIKa//CUUICecYLYAAMIQIKZu3Q5exlqyxGwFAPyBADGNH38wQAYMMFsBAH8gQEzbt4scemgoQB591GwFAPyBAImkSpVQgNSqZbYAAP5AgETSrFkoQEqWFNm3z2wFAAgBEtlbbx2cB5k1y2wFAAgBEpmGhhsgGiYAgDwIkEj0slWpUqEAadrUbAUACAES1bbLLpOFOQEy67zzzCYAgBAgUU1s00aezAmQFoceKlnbtpnNAJDxCJAoRg0YIOVyAqR4zjFu3DizGQAyHgESxdKlS6VYTnjo0U3LmwAAciFAYjjhhBOcAKlfv77ZBAAZjwCJ4eabb3YCpFy5cmYTAGQ8AiSGLl26eJexVq5caTYDQEYjQGIYNWqUFyBDdLtbAICHAIlh06ZNcsghhzgB0r59e7MZADIaAZKPypUrOwFy1VVXmU0AkNEIkHzcfffdToCULl1a9u/fbzYDQMYiQPLRo0cPbx5kwYIFZjMAZCwCJB/ffvutFyDvv/++2QwAGYsAycfu3bvliCOOcAKkRYsWZjMAZCwCJA6XXHKJEyAXXnih2QQEyvfffy+PP/64XHzxxU6lheLFi8uJJ54o1157rXTv3l127NhhPsThnoXHI5G+CDae5Tg8+OCDzh/EYYcdJr/99pvZDPje3r17pVWrVnLooYd6A3yko0yZMjJgwADz4QmFQiJ9EWw8y3G47bbbvD+K3r17m82Ar2VnZ8t1113nvH6POuoo5wzkm2++kc2bN8u+fftk3bp18sUXX8hDDz3ktEca/BMJhUT6Ith4lmPQ23b//ve/53qH9vTTT5vdAF/TRbD62tU1TYsXLzabc9m4caM0atTI/HBCoZBIXwQbz3IUu3btynXm4a5I/9vf/mZ2BXxr9erVzk0gJUqUcOY/bCUSCon0RbDxLEegp/aXXXaZ94dwzjnnSO3atZ1/n3766WZ3wLf+/e9/O6/b++67z2xKSCKhkEhfBBvPskGr7p533nneH8Gll17qnNY/9dRT3sf0mjEQBO7cx/Dhw82mhCQSCon0RbDxLIf57rvvpHz58t4fgO4H4t519dlnn3kf/9///mc8EvAn9/X866+/mk0JSSQUEumLYONZ/sNXX33l3MLovvibNm3q3L3iWrNmjdem/Z544gmZNm1a2GcA/KdkyZLOa1YXxBaE+9pP5ED641nOMXToUO8PTY8nn3zS7OII7+Mep512mjz66KMycOBA+f33382HAEWKAEEqZfyz/PbbbzsLBPUFr4usXnvtNbOLZ/bs2dKwYUOpWrVqnj8WPY4++mhnsdb48eOp3Atf4BIWUimjn2Vd0+G+2PU2x8GDB5tdotL76du1axfxrEQPLRPRvHlzGT16tLMKGCgKTKIjlTLyWdazAy2M6L7QjznmGJkwYYLZLSZzwl3v3KpVq1aeINHj2GOPlXvvvVeGDRtW4EsJQCL8chuv/r106NDBqSv3pz/9yTlbP/fcc52FuvPnz8/VF8ER3ysijZgLBMuVKyfz5s0zu8U0efJkOe6447zP0axZM2/CXS8VvPHGG3L11Vd7l8bCDy0VoSt9Bw0aRF0tpJy+HrVgYlEvJDT/DsIP/TvROUQET3yviDShCwTdBYF6nH322fLLL7+Y3WL69NNPc1220ndV0axfv1569uwpN9xwg/NHbP7hlCpVSurXry99+/aVbdu2mQ8HkuKf//yn83rTUiZLliwxm3PZtGmT3HnnneaHvddsPCL1rV69uvPGSt+s6Run7du3y8yZM53KDtqXBbrBFN8rIg3oAsEqVap4L+4aNWo4CwQT8dZbb+WacH/99dfNLlFt2bJF+vTpI/Xq1Ys4b6LlJurWrSu9evVK+PsCYtGCiXpGrK8z3ZpZ5+50o7StW7c6bfpGZ8yYMfLwww8XejFFfa1rXz2jR/DE9ywHnJ66V6hQwXth33TTTQlfPurUqZP3eL0c8PHHH5td4rZz507p37+/3HHHHXLkkUfmCZPDDz/c2Z9BA0vXnwAFtWfPHmfeL79y7scff3zEy0luezzi6at/fzr30bhxY6evVgJG8MR+ltPAlClTci0QbNKkSa4FgvnRCff777/fe7xOiE+cONHsZk3nZIYMGSL33HOPM7Fo/kFrEccrrrjC2exnxYoV5sOBhOhk9mOPPSYXXXSRExbhG0r16NHDeXMTSTyh4IrV13x9V6xYUf7zn/8k9DcJ/4j8LKcJvetJ5xncF6uuHk+EDu56ycl9vM2EeyL0XeKIESOcSXm9U8X8Y9NDa3M9//zz+V7LBvzIfD3rJbU2bdpwq3tApW2AjHvnHTkpbL5C310lIlJF3mXLlpndUkbfkY0dO9a57HDyySfn+cPTQ7fY/de//iULFy40Hw74mv596byLngnpa1nPihA8aRkgW555Rt7OeVH+Nec4oUQJ55bZROilokgVeYvKgQMHZNKkSfLII4/kmssJP/Se+s6dO8ucOXPMhwO+pW/K9PVbtmxZswkBkF4BouVDHnhAz5NlYc7x9jHHyLzx481eMZkLBMMr8vqFbkeq25KeeeaZeYJED72urLvQTZ061Xwo4CuLFi1yXrN69xeCJ30CZNcukfr1nfBwjpx3NLvmzjV7xaQVeaMtEPQrrc/VsWNHZ02LGSR6nHrqqU6xR138SLFHFBW9HKx3Li5dutSZ79iwYYNTXuXPf/6z8zqtU6eO+RAEQHoEyJYtIpdffjA8cgZTSXCBYLwVef1Mb1fu0qWLnH/++XmCRA+9TNCyZUsZN26c74MR6cV8LYYfejfYDz/8YD4EARD8AFm1SqRKlYPhUaOG5Ly9MXvFlEhF3qDQYo/dunVzVgCbf7DuH63WRxo1ahR3wCDlZs2aJQ888IAzV6dv1PSSlb7R0UuxrHUKrmAHiL5rqVDhYHjUrasrlMxeMenEszuoJlqRNyiWL18uL7/8cs5J2uXOuhIzTLSYpBZ71LMwvXUZ6U9vzNDSIroGCbAV3ACZMkWkTJmD4ZEzAEoCl2V0gaBWAg0fRBOtyBtEq1evdgaOa665JmqxR61PpDW8tC4S0pO7RbOecWuZH8BGMANk2DCRUqUOhkf79iIJTBDvy3mX/UABK/KmA53IfP/99+XGG290anGZYaKrlP12BxqS44MPPvCeZ8qpw1bwAuTddyXnrXMoOHLePUn37maPmH7fvFnG1q4tzXIeX75YqCJvYS4Q9CstrKfFHrXUfXjlYN1dEemHAEEyBCtAunQ5eNaR845ZIhR9i0lP1atUkV9zHv9BztGpRg3ZXIQLBP1qxowZ3uCiNbiQfggQJEMwAkQXCLZseTA8jj5aZNw4s1dsuplO2IT72ptukmwuz0SkE6xuYcdIe0Mg+AgQJIP/A0S3gP3LXw6Gh5Y8SLRcx1df5Z5wb9o0oQn3TKST7Dq46Kp2pB8CBMng7wAxFwiedZbI0qVmr9jMCfcEK/JmKq1crIOL3vark+1ILwQIksG/AaILBKtWPTjwV6+e8AJBeeed3BPur75q9kAUunWvO8CMHDnSbEbAESBIBn8GyOrVIqeeejA8tE5OovMVTz998PElSogkWJE3063KCXB3gHlaf5dIKwQIksGfAdKv38HBv3HjxOYrdML9j4q8znHMMSLcimrFrUqse7UjvRAgSAZ/BkhWlkjbtiKvvJLQAsFIFXklwYq8OKhBgwbOAKN1s5BeCBAkgz8DxIY54W5RkRe56da57iCjxRmRPggQJEN6BEgSKvIiL60N5g4y/fv3N5sRYAQIkiH4AWIsELSpyIvIduzY4RTb00GmdevWZjMCjABBMgQ7QApYkRf5q1q1qjPI1KxZ02xCgBEgSIbCC5CJE0WaNw8tBixdWkT3QK5cOfQxbUuUuUAwwYq8iI9uOqWDjG4CxMZT6YMAQTKkPkB27hS5/faDA32044474r/01Lt37gWCPXqYPZAkulujO9DMnDnTbEZAESBIhtQGiNax0gltHeiPPFKkQ4dQHSsNFQ0L3YOjU6fQ2Yj2qVVLZM8e87PkpcUUtb9NRV4kZPbs2d5A8+abb5rNCCgCBMmQ2gB5+OHQQK+T3D/+aLYetGiRyGmnhfq2aWO25tWuXajMCQsEUy47O1tKlSrlDDRNtQgl0gIBgmRIXYCsWCFy+OGhS03Tppmtec2YEepfvHjotlz4Ru3atZ2B5txzzzWbEFAECJIhdQHStWvojOJvfzNbotO++phnnzVbUITatm3rDDR6S6/uXIjgI0CQDKkLkGuvDYXB0KFmS3TaVx9z/fVmC4rQwIEDvcFm7NixZjMCiABBMqQuQE45JRQGuo1svLSvPqZ8ebMFRWjp0qXeYPPcc8+ZzQggAgTJkLoAKVkyFAZ6J1a8tK8+Rh8LXznxxBOdwea2224zmxBABAiSwZ8BogsE4Su33HKLM9iU1QrHCDwCBMmQugApV87+EpZe/oKvdO3a1RtwVugddgg0AgTJkLoAueaaUBgwiZ4WRo8e7Q04n3zyidmMgCFAkAypC5AuXUJhkMhtvI0ahR7Dbby+s3nzZjnkkEOcAaedLuREoBEgSIbUBcjy5aFFhLo4UBcJ5mfWrFBfPRK57IVCc9ZZZzkDzpVXXmk2IWAIECRD6gJEPfhg6IxCy5RouZJoliwROeOMUF/2nfCte+65xxlwSpcuLfv37zebESAECJIhtQGie5RXqxYKBi2Y2LFjqICiFlLUfc/1hfv006Hy7tpHCy8mctcWCtWrr77KoJMmCBAkQ2oDRO3YIVK/figgYh0NGoSq9MK3pk6d6g06PXv2NJsRIAQIkiH1AeKaMEGkWTORSpVCpd310H/rx7QNvrdnzx454ogjnEGnRYsWZjMChABBMhRegCAtVK9e3Rl0LrjgArMJAUKAIBkIECTkoYcecgadww8/XH6LdwdJ+A4BgmQgQJCQDz/80Bt4Jk+ebDYjIAgQJAMBgoT8+OOP3sDz3//+12xGQBAgSAYCBAn5/fff5bjjjnMGnoYNG5rNCAgCBMlAgCBhN9xwgzPwnKYLRBFIBAiSgQBBwjp27OgNPmvXrjWbEQAECJKBAEHCPv/8c2/w0X8jeAgQJAMBgoTpWYc7+OjZCIKHAEEyECCwcvrppzuDj86HIHgIECQDAQIregeWDj56R5bemYVgIUCQDAQIrOgaEHcA0rUhCJZbb73Ve/66d+9uNgNxIUBgRVehuwOQrk5HMGzcuFHq1avnPXd66E6Tbdu2lb1795rdgZgIEFjROlhaD0sHIK2PBf8bP368nHLKKV5wlCpVynsO9bj44otlUayN3wADAQJrWpFXB55LLrnEbIKPZGdny1NPPSWHHnqoFxZ16tSRdevWOfMfVapU8T6uu03q/AgQDwIE1nRPEB10dI8Q3SsE/rNs2TKpWbOmFxDFixd35q/Cb3zIysqSBx54INdlrbvuuku2b98e9pmAvAgQWNNdCd0BR3crhL8MGjRIjj32WO85qly5ssycOdPs5hkyZIhX50yPihUryvTp081ugIcAgTW9/OEONrpfOvxB56eaN2+e64zi3nvvlR26vXQ+VqxYIbVr1851xvL888/LgQMHzK4AAQJ7+/fvd66Z60Bzzz33mM0oAnPmzJFzzjnHC4Cjjz5a+vXrZ3aLSZ/Xp59+Wg477DDv81x33XWyZs0asysyHAGCArnqqqu8yyMoWj169JASJUp4g77e3LB48WKzW9wmTZokFSpU8D7fiSeeKCNGjDC7IYMRICiQdu3aOYOLriXYvHmz2YxCsGHDBrnlllu8gV7vttLnZd++fWbXhOlz+pe//MX73Po8P/roo6wZSaIHqlWLeLS+4grp1qSJfJlzBpmdhOcyFQgQFMgnn3ziDS6jR482m5FiY8eOzbW2o2zZsjJmzBizW4G9+eabzroR9+tcdNFF8tNPP5ndYMEMjkjH802byp5du8yHFjkCBAWik67uoNK1a1ezGSmiazuefPLJXGs76tat66ztSJUFCxZI1apVva931FFHSa9evcxuSJAbEuH0poVNa9bIxMGD5dGrrnLaP8sJcb8hQFBg+q5XBxS9jILU++WXX+TSSy/1BnJdh/Pyyy8XSlHLXTnvglu1auV9bT0aNWok27ZtM7siTpECJNzUESOc9s4NGphNRY4AQYHVr1/fGUh0khWpNWDAADnmmGO8wfuss86SWbNmmd1SbujQoVKmTBnv+zjjjDNYC2QpvwDZsWWL0/5gzZpmU5EjQFBgzz33nDeQLF261GxGEmRl7ZHWrV+SUqUOznc0bdpUdu7caXYtNCtXrpQrrrjC+360rpa+Flgzkpj8AmTn1q1Oe9trrzWbHOGP/2nmTHnvySfliZtucgKnVfXqRu/kIkBQYDqR6w4iAwcONJtRQD/+uDHnLO9DqVixhRx//GU5R3np37+/2a1I6JqRLl265Fozcm3OQLd69WqzK6LIL0CmjhzptP+3RQuzyeE+/rO33vL+7R4tU1ynjgBBgen1b3cyV8uCIzl0SqN//wVSs2ZPqVbtXfnzn5+T227rJMuWrTK7FrmvvvpKTj31VC9ETjjhBBk+fLjZDRFEChA9i9uybp1MHjJE2lxzjdM+e/z4XH1c4YHxyj/+IYtmz5Y9WVlmt5QgQJAU5cuXdwYOXfmsxfq0iB/sbd68Sx55ZJQTHHpUr/6evPbadMnO3m929Y0tW7ZIgwYNvBDR45FHHqHQZj7MswbzePKWW5yJ9Gi88GjVSn4v5MuHBAiSIrwkuHvo/hL//ve/2WMiQdOmrZI6dfp54aH/nj79V7Obb7399tu51oxceOGFsnDhQrMb/mAGhnm0rF5dejz0kKxbvtx8qMPtt6gIbqYgQJAU33//vVM2XO/EMoNED10/8MwzzzhrCRBZdvYBefXVac7ZhhserVuPznlnv9vs6nv6ejj//PO951/XjGj1ZuTlBoBpX86Z25qlS2X4e+/Jg7VqOZey1q9caXbzHl9Yl63CESBIKl2LMGXKFGcu5PTTT88TJHpo3awOHTrIjBkzzIdnrFWrtsu99w71gkPnPXT+I8h2794tDz74YK7nvmHDhqwZMUQLkHBff/650+f9jh3NprgenyoECFJK95PQFdOVKlXKEyR6aMg89thjTuhkqlGjFsuVV37ghcdf/zpYfvppo9nNipZ21+fgo48+cnYlbNasmTOIX3311d6h/68f1/a+ffvKtGnTknp78GeffSZ/+tOfcj3n33zzjdktY8UTALtznkft88TNN5tNcT0+VQgQFBrdP0TLhEeaL9FDazrpO9YJEyY4t4emu6ysfTm/j4lecOjRtesk2bUr2+yakK+//lo65rxT1X09dD8P8/ccz6FrOnS1e/v27Z291Au6tmPVqlVe5Wb38z/77LMF/rxBoJeifvnuOzkQ5TUdTwC4AfJQrVpmU1yPTxUCBEVCC/HpAKJF+czBSw+dS/n73//uFAZMRlVZv1m4cKM0aDDIC46rrvog52ddYnaL2/Lly51wPvPMM/P8LsMPvb1WV42fffbZztmH/lf/P9rclXtouOtlSX0TYEvfFGi9NA0P9/Pq9/Drr8G5QSBeOh8x44sv5N0nnpCHc4JcB/iPnnvO7OaIJwC+zjmL0z7P5JwtmuJ5fKoQIChyWtvpxRdflFo5767MgUuP448vKw8//O+cd8Lfyd69kd/FBYWu7ejXb763tkOPpk2HyerV+e8WGIne3dSkSZOIZxp62fD++++X3r17O5ex9DbbWLZu3erMS3344YfSsmVLOffcc/N8Tj20aKOeJdrSM6Tw+bHjjz9ePv/8c7Nb4GTt2CHfDh8ub+QErZ4puAO7e/Tp0sV8iCNaAGTv3Strcv42RvTs6Uyia58xffua3aI+vjAQIPAVvdSh2+Pq5Q53cWLJkuWkXLmb5bzzOskVV/SWp54aL2PHLpXduwt2qaew6dqOhx8e6QWH3m31xhvTc96ZJ34ZZ+PGjc62tbo/R/jgrrsR6pmdhnIy6NlB9+7dc77X6nmCRJ+jefPmmQ+Ji4bV7bffnuvzPfzww87Ee5Bonaopw4Y5t9n+49JL84SGBsmbjz3mrCaPtqeH+ZhoR88OHSJeBiNAgAi0NPm7774r9erdJxUrNpELL3wp13zBZZf1knbtvpSRI3925hP87NtvV8kNN/T1vve6dfvlvNu3K/ehv5PwSWn3rGDy5Mlm16TSW3O1/pZW/3W/rpYw0eq8tndW6c9y5JFHep/vggsukB9++MHs5itbN2xwyqy/nHOWprWmzIH+kcsvd+pRzRgzJq49PMzHu4fWstJJ87fbtZP5MZ5bAgTIx7ZtWfL55z856yJq1Xo/V5DooR/TNu2zfbt/Vj7r2o7u3afKJZcc/F7btBmd8w488Xfa+q7dXOmtxQwLuxqvniXqpbHwvUh0HsX2zioNDA0O93NpoGiw+InuzTH2o4/kxZyf2xzo9Wh95ZXSu3NnmTNhgjNpnikIEASOnm3oWYeefehZiBkmNWr0lH/8Y4R8+ulC57KRLffz6eC/aNEmszkXt6/pnXdm5gq5gQO/M7vEZe7cuc4g7Q6yJ510kjNXUZRmzpzpLB51vyedHNfKAzb00pVewgoPR73EpaFZVNauWCGjevWSbvfemycw9NDquB927Srf5QRntMtT6Y4AQaDpPIjOh+i8iM6PmGGi8wwtWvzPGbjXr//NfHhM4Z9HzxpiiRYguhhQP3777YPzDaFodMI6fA8QrXa7JucdsR/onVU65xJ+Z5VO6tveOaeT6Tqp7n6u0047rVDXCOllOq0ufFPt2lK3cuU8ofH4jTc6d1P9OH16xPmITEOAIG3oHVqTJy+XZ56ZKFdffXBhXvhx332f5bxznxfXXU/uY9xgmj8/+nax0QJELVu2NWdATXyiXA0bNkxKlCjhDaidOnXy5doJ3UwqfG/26667zlnEaEMn7vX23vAzG739N1Vrg/QSoK6b0Vua3a950lFHyeU54XXfRRc58xCDX3pJfp49u1B2fQwSAgRpSecepk5dlfPueLJcf/2HeYJEj7vv/lTef3+2LF8e+TKJ2++tt0KXoVq2HG528cQKEFt65uGGh05Wv/POO2YXX9ENpsLrX11//fXWd1VpSJpnNldeeaXzNZJB52sef/zxXJcFw4+qOWHSPefr/2x5l1mmIECQ9g4c+F1mzlwtL7wwxbn7yQwSPfTMxFwB7rbt3LlXrrmmj/PvaFVxkx0gOufhXrbS8Bg8eLDZxZe2b9/urIB3B+J69erlhLn97dbffvttrkFe7z7Ts7JEaSBNmjTJKS9foUKFPIGhh6576dy5s/O7R3wIEGScuXPXyiuvTJVbb+2fK0TM+lPhodCnz1zn302aRB68khkgOnEcPmj6/czDpCFSrVo17/sv6CZjeouw1usKH+y15E1+ZzcaXLpbZosWLeTkk0/OExh6aKn5f/3rX5Sbt0SAIKP98MMGefPNGfLRR3lLdISHgk7Wu3t06DyLKZkBEn6rrl6bD6JNmzblmlMYNGiQ2SVhWg5ey8K7n/PPf/6zfPdd7rvadPOqESNGOMUhzbUy7qE1vl544QVZssS+dAxCCBAgCjMUBg/+3vn/Ro0+cUqShDP72tL1D+5Ap3db+XHCPF56R1Pp0qWdn0X/u3TpUrNLwn788Uf5v//7P+93pBtXvfbaazJkyBC55557nB0xzcDQ1fq6XkZX1K9YscL8lCgAAgSIwgwFnZivV2+A87Evvlgc1jNvXxsbNmzw3jXrOg+/3KpbEHrm4Q7kOqmeDHqW0bp16zxBEX7o5LsGsO6OmA6/R78iQIAoIoXC8OGLnI9pJd3wGlaR+iZKa1u5A6Duy5EuGjVq5P1cyVz8OHz48Fyr4bXEipZ06dWrl1MrDKlHgABRRAoFvaOrYcOPnY8PG/aj9/FIfROhk7juYKiXW9JpvYHWNCtTpozzs5UrV052xVEfKh56xub+zvSylm09LtgjQIAoooXC+PG/OB+/+eb+Xnn5aH3jpau3dSDU6/WFXduqMLz++uvemcIrr7xiNlt57733vM85cuRIsxmFgAABoogVCo0bf+q0DRgQugsoVt/8LFu2zNvPQy/BpCOdt3DXX5QtWzYpZyF16tRxPt+xxx6bE+R7zWYUAgIEiCJWKGh5dm3TEu26ADFW3/zo4jX3nXSqS7IXpTfffNP7OQs6F6KbY7ll5Rs3bmw2o5AQIEAU+YWCFmnU9l695uTbNxqd66hYsaIzEOpK6HSWlZXlra7XWlcFoQHkhtHQoUPNZhQSAgSIIr9QmDdvrdMeXrgxUVqTyR0IbUuhB4muCtefVed6CrIu5LbbbnM+j64vScblMNghQIAo4gkF3cTK7Zdf30h0pbkbIAUZUINC90N3f94ePXqYzXHZsWOHlCxZ0vkcWuIERYcAAaKIJxR0j4/w3QYT5RYerFSpktmUlnRlvbtY8pZbbjGb4zJw4EAvhJJRIgX2CBCgiOh+Ge5EsG4RmynuuOMO7/KTzcZT7uP1LGTnzp1mMwoRAQIUkWnTpnnvpPv06WM2p6033njD+7kXLFhgNsek8x1uQcX69eubzShkBAhQRLRciTuQaphkCt2Xw/25E93nRO+4ch+bTuVegooAAYqIbk/rDoa6riFTrF+/3vu5df/xRGjFXX2cXvrTfVNQtAgQoIg0bdrUGQy1TlSmcdeD3HfffWZTVLqaXVed6+PSdcV+0BAgQBLoJlNa1kRLvsfrr3/9qzMY6u6Dmea0005zfnadEI+XbhTlnrno5lIoegQIUEDbt++R6tXfc27jHTLkB7M5qhtuuMEZDHVnvUxTtWpV52e/8cYbzaao9GxFH6N7fWglXhQ9AgQoIN0X5NprP3QCpGXL4WZzVJdffrkzINaoUcNsSnv6M+vPrr+DeOj+5scff7zzGN0oCv5AgABJ0LXrJCdAatToKVu27DabI+IMJP4zkC+//NK7fKVFGeEPBAiQBFOmrPBWo4dvNBULcyDxz4G0atXK6a8bSLFFrX8QIEAS7Nt3QK66KlRU8ZFHRpnNEXEXVnx3YWn5k5NPPtnpr6Vf4B8ECJAknTqNdwKkZs2esmNH/hscsQ4kvnUgukeK2z9ZuxkiOQgQIEkmTFjmXcYaMWKR2ZwHK9HjW4neunVrp6+WgF++fLnZjCJEgABJsmdPtlx+eS8nQNq2/cJszoNaWPnXwtINt9ytcKtXr242o4gRIEASPfHEWCdAatV6X7KyYleapRpv/tV4p06d6oXNCy+8YDajiBEgQBKNGbPEu4yl/84P+4HE9vjjj3sBsnjxYrMZRYwAAZJIzzr07EMDRM9G8sOOhLG5+8VfcMEFZhN8gAABkkznPzRAdD5E50ViYU/06ObMmeP9brp27Wo2wwcIECDJ9A4s9zKW3pkVi04Su++yzz33XLM5rWRlZXnrP66++mqzOY/ws7Pvv//ebIYPECBAkmlxRV0LogGia0Py07lzZ2+g1DUP6UpLkLg/54cffmg256GBmgnBGmQECJACuhpdA0RXp+sq9ViWLVsmxYsXdwbLdN3nQvfycG/HLVu2rLM1bSx6xuGGjZ6JwJ8IECAFtB6Wexnr669XmM15NGnSxJsbmDVrltkceK+//roXCPGsJtc5D7e/zoXAnwgQIAW0Iq+7R4hW6s3PwoULnUKBOmBeccUVztxIuli3bp1T70t/tnLlyuV79qH0rivtr/ND8C8CBEgR3RtEA0T3CtE9Q/LTvHlz7123ljlJF40aNfJ+rnjmPnS9h9tf14HAvwgQIEUGD/7eu4w1ffqvZnMeusueu8jupJNOSouy5YMGDfLC4PrrrzebI9IV5+5jdCU6/IsAAVJkw4Ys7zJWt25TzOaI3n33XW/w1J33dOV2UOlEuJYr0Z9F/5vfug+X1rzSx+ikezpdyktHBAiQQs2bf+4EyI039ssJg/gGwwYNGnghEtQ7kDZt2iRnn32293PomUg8tNqu3kigj9EqvPA3AgRIof79F3iXsWbPju+S1NatW51dCt3B95133jG7+Nr27dtzft5q3vfftm1bs0tUeoeW+7h0XhOTLggQIIXWrNkpl1wSCpCXXvrGbI5q7ty53qrtww47LK59M/xAw8MtEKlHvXr1JDs7djmXcO5jdQfCIF++yxQECJBi99471AmQm2/uL4lc0p8wYYKUKFHCCxG/n4msXLlSzj//fC88dNJ89+7dZreo9KYB91Zm3QMd/keAACn2wQdzvctY33233myOadiwYV6I6KHb4PrxnbneLXXKKad43+d1113n7HeSiPBSJ2PH5l/JGEWPAAFSbMWKbV6AvPpq4lvX6pmIezlLD707yy+3+O7fv1+effZZOfzww73vT1fV57dRVCT6c+njjz/++IQue6HoECBAIbjzzk+cALnttoFmU1x0TiR8Yl3XicSzKC+VZs6cKTVr1vS+Jw0R25L0ugbGDaH77rvPbIZPESBAIXjvvdneWchPP200m+Oid2eF3+Krh5Y9KezaWatWrXK24HXnK/TQcNO9TWz17NnT+1wjRowwm+FTBAhQCJYu3eLdjfXFFwXbmlUXG7or1t1Dq/im+rZXXRjYtGlTbx93PXRyXye8t23bZnZPiH7/+vmOPfZYp3IvgoEAAQrJp58udOZA9u7dbzYlbOPGjU7tLHfRnXucc845zpzEL7/8Yj7Eyq+//irdu3f3VoeHH1dddZXMmzfPfEjC9MzKDaV77rnHbIaPESBAgGkVX520dvcTCT8qVarkXGrq3bu3TJ8+XbZs2WI+PBcdyGfMmOHMrbRs2dLb0Mk89GxBJ/aTRb+e+7mHDh1qNsPHCBAgDWgJkKefflrOPPPMPAN++HHCCSc48xVaZkS3ldX/6v+feOKJefqGH3qLrq4onz9/vvmlC6x+/frO1zjqqKPiKvUO/yBAgDTz9ddfOzW0dFV3pDOTeA69I+rSSy+V9u3by/jx41O29mTnzp1SsmRJ52vecccdZjN8jgAB0pgu5tPLVx999JE89dRT0qxZM2nYsKFz9uEe+v/6cW3XfUimTZvmDOyFIbzc+8CBdrc4o+gQIEAhcG/h1TuxFi3aZDbn4vbNBBpeGh56FrJjxw6zGT5HgACFwA0FPdq0GW0255IpAaLzHe5+IbfddpvZjAAgQIBC4IbCFVf0dv47f/46s4snUwJE77hyL18V9ap62CFAgELghsJbb810/qv7pUeTKQHSuHFjJzx0DUh+txjDnwgQoBC4obBz51655po+zr+j7ZOeCQGyd+9eZ9W5BkidOnXMZgQEAQIUgvBQ6NMnVN69SZNhRq+QTAiQkSNHepev3nvvPbMZAUGAAIUgPBR2787Oedfdz/n/yZOXGz0zI0C0DIuGh9bS0kq8CCYCBCgEZigMHvy98/+NGn2SZ5dCs2+60b0+dM8PDZBrrrnGbEaAECBAITBDITv7gNSrN8D5mFmd1+wbbvbsNfLuu7NSdrzxxgR56aWP5NlnX5QuXbqk5Ljrrru8y1dvvPGG+SMiQAgQoBBECoXhwxc5H2vQYJDs33+wVEikvkon4GvW7Om1p+I477xOUrZsXSlR4gRvkE/lMWfOHPPHRIAQIEAhcAfocAcO/C4NG37sfHzYsB+9j0fqqzRk7rprSJ5BP5lHYQeIbmObqjpbSD0CBCgE7gBtGj/+F+fjN9/c39snJFpf1/r1v8nq1TtScvz661ZZuXKdLF++UpYtW5ay46abbvJCpFu3buaPiIAgQIBCECsUGjf+1GkbMOA75/9j9U0XmzdvllNPPdUJEK0YPHXqVLMLAoAAAQpBrFD49ttVTtsNN/SVXbuyY/ZNJ7oFr97GqyGi+5gUdFtcFD4CBCgE+YVCixb/c9p79ZqTb9908swzz3iXsu68806zGTG8+0CxuI5USu1nB+DILxTmzVvrtF999Qf59k0n+/fvl8svv9wLEd1+F/ExgyLakUqp/ewAHPGEQuvWo71++fVNJytWrJAyZco4AaLl3X/66SezCyIojIDIT9F+dSBDxBMKutGUbjgVT990M2TIEO8s5KKLLpI9e/aYXWAgQADgDy1btvRCpE2bNmYzDAQIAPxBdyisUqWKEyCHHHKIU7EX0REgABBmwYIFzv7oGiInnXSSrFmzxuyCPxAgAGDQAovupazrr7+eUidRECAAEEH9+vW9EHnhhRfMZkh8t/GmWuq/AgAkaNOmTVKhQgUnQLTUyfTp080uGc8Mi0hHqqX+KwCAhUmTJnmlTipVqiTbt283u2S0wgqJWIr2qwNADJ07d/YuZd19991mc0YjQAAgBi11Urt2bS9E+vTpY3bJWAQIAORj+fLlctxxxzkBoqVOfv75Z7NLRiJAACAOH3/8sXcWUq1aNdm7d6/ZJeMQIAAQpxYtWngh8thjj5nNaWvrup9k7ujn5betv+b6OAECAHHKysqS8847zwkQLXUyevRos0vaWfjVu9Lr4SOdoBjXM/d+KQQIACRg/vz5XqmTk08+WdauXWt2SQt7s7bKl+/c7oWEHt9PfCNXHwIEABL02muveZeybrzxRvn999/NLoG2dvEU6d/hdC8gPmx7vCyf97nZzRcIEACBU69ePS9EXnzxRbM5kH4/sF9mD+8qPVsd7oXH8JeuzjP34ScECIDA2bhxo5QvX94JkCOOOEJmzJhhdgmU37askv+9dJUXHBois0c+m3N25e9CkgQIgECaMGGCHHrooU6IVK5cWXbs2GF2CYRlc4dJn7Z/8sJDL1+tW/KN2c2XCBAAgdWxY0fvUlbjxo3NZl/bv2+3TBnwYK6J8rHvNpS9u7aZXX2LAAEQWNnZ2VKrVi0vRPr27Wt28aUtq7+XT7qe7wVHr0eOkh+n9DS7+R4BAiDQli1b5pU6Ofroo2Xx4sVmF1/5YfLb0uuhUl54DPnXhbJ1zUKzWyAQIAACb9CgQd5ZyCWXXOLLUid7srbImLcb5Lpk9c2g1rI/e4/ZNTAIEABp4f777/dC5PHHHzebi9Tan7+S/k+c6gXHh4+dICvmDze7BQ4BAiAt/Pbbb3Luuec6AaJ3Z33xxRdml0Knaztm/e8Zea/VYV54DH/lWsnautrsGkgECIC0MXfuXClRooQTImXLlpV169aZXQrNjk0r5fP/XuEFh67tmDuqm+/XdiSCAAGQVnr06OFdyqpbt26RlDr5auyn0u72MvLm/aHwGNDhDFm/dKrZLfAIEABpRQPj1ltv9ULkpZdeMrukzK5du6Rly5ZS8aRicmu1YtK+fjEZ916jQK3tSAQBAiDtbNiwQU455RQnQLTUyaxZs8wuSbdgwQKpWrWq8zUPP7SYXHruUTJxeC+zW1ohQACkpXHjxnmlTs466yzZuXOn2SVp3nzzTSlVqpR31nPRRRfJzz//ZHZLOwQIgLTVoUMHb1Bv0qSJ2Vxgmzdvlvr163tfQze6evTRR325DiUVCBAAaUtLndSsWdMb4D/66COzi7VJkyZJhQoVvM994oknysiRI81uaY0AAZDWfvnlFzn22GOdQf6YY46RJUuWmF0Ssn//funcubMcdthhXnhcd911smbNGrNr2iNAAKS9AQMGeIN9jRo1ZN++fWaXuKxYsUJq167tfa7ixYvLCy+8IAcOpM/ajkQQIAAywn333ecN/O3btzeb8zVkyBCvaKMeFStWlOnTp5vdMgoBAiAjaKmTc845xxn89e6sL7/80uwSUVZWlrRo0cILDj3uuusu2b59u9k14xAgADLGnDlzvFIn5cqVk/Xr15tdcpk/f75UqVLFC47SpUvLBx98YHbLWAQIgIzyyiuveIFw8803Ry118vrrr0vJkiW9vhdffLEsWrTI7JbRCBAAGUUDQ4PDDQYNlHCbNm2SevXqee26tqNt27YZs7YjEQQIgIyjl670EpYGhF7Smj17tvPxiRMnSvny5b3wOOmkk2TUqFHGo+EiQABkpLFjx+YqddKuXbtcaztuuOEGWbt2rfkwhCFAAGQsvZ3XDQz30LUd//nPf6LOjeAgAgRAxtIFhjrH4YaHliOZMWOG2Q1RECAAMo6uCQnfQ909tNTJ0qVLze6IggABkFF021t373Q9jj76aGnVqpX3/5deeql1qZNMQ4AAyBivvvqqt5BQj0suuUQWL17stGm5d/fjTz75pPFIREKAAEh7GzduzLXNrc57/POf/8x1pqEbTundWNqud2fphlSIjQABkNbGjx/vbW+rx8knnyxffPGF2c2hW9/qFrjaTx+jW+MiOgIEQFrSzaR0R0J3rYcederUkXXr1pldc3nppZe8/rfccgu388ZAgABIO7qJlE6Gu0Ggazs0GOIJA+1Tt25d77E9evQwu+APBAiAtDJw4EBvB0I9dF5DL00lQs9SypYt6zxeJ931zi3kRYAASAu6tiN80yg99M4qnRy3MWbMGO/yl972q58fuREgAAJP9/lwN4vSQ9d29OvXz+yWsMcff9z7nM2bNzebMx4BAiDQunfv7t05pUf16tVlyZIlZjcrWsJd14q4n3vQoEFml4xGgAAIJL3FNnxfD73cpBV1k72KXBca6hmNfg2dW1m2bJnZJWMRIAACZ/y4sd5+HnrohHe8e5zb6Nu3r/e1atWq5dwiDAIEQIAc2J8tfV9/Qs4tf3Btx0033ZTv3ubJ0LhxY+9rPvXUU2ZzRiJAAATC9o1LZWi3GtL65mJy/QXF5PSTj3C2o41nbUcy7NixQypXruxdLpswYYLZJeMQIAB8b/H0/vJB62Pk3QeKyctNikmHJmfLT9+HtqEtTLpXiDthr1vfao2tTEaAAPCtfXt2ysQPmjrB4R4T+zSTvbvt1nYkw4svvuhdyqpXr57ZnFEIEAC+tHH5LBnU+WwvOPQMZPGMAWa3QqeXzG688UYvRF577TWzS8YgQAD4S84APX/sy9LzwSO88BjWrYYzB+IXa9eudar6aoCUPrKkLPx+ntklIxAgAHxj1471MurVul5wvNfyUJk+9Ek5cMB/t82OHj1ayhx1iFx4RjF5qOF5sndPltkl7REgAHxh1Q9jpN/jZb3w6NeunPy6cKzZzVdef+ExueeKYtLxr8Vkct+/m81pjwABUKQO7N8n04a0c8423PAY/fotsnuH/zdzys7eK707VvO+76WzPja7pDUCBECR2b5hiQztVt0bgN9/sIR8Ny5Y+29sW/+z9H6kdGiiv81xsnPTcrNL2iJAABSJn6f1k96tj/bCY3Dnc2Tjyjlmt0BY9G0f7+f47D+X+XLOJhUIEACFat/uHTKh973egKvHpA+bS/aeYO+3Mf79u72fZ+ZnnczmtESAACg0G5bPlIGdKnsD7QePHitLZqZHifS9u7fLwI6VnJ/rvVaHyepFE80uaYcAARC38LOGWEceurZjzH+l5z+Ke32GvVBTdmxaZvYMtPXLpns/40dPVJDdv20yu6SVCM80AERmBkW0wzTmrb94bXq31YxhT6XtPMHcL17wftYxb9Y3m9NK3mcaAKKIFhCx6KUd9xbdfu1PkdU/jje7pJXffz8gI7pf7/2uvp/4htklbST2SgCQ0WwCRC365gOZ+sk/ZffOzKhem7VtjfT950nO7+r9h0rK5l8XmF3SQuKvBAAZyzZAMtGK70bKuy0PcX5fHz9TRbL37TK7BB6vBABxI0AS8+3gNt7v7Kt+D5jNgccrAUDcCJDE7M/eI58+e5H3e/tl9hCzS6DxSgAQNwIkcVvX/eSVOunTpozs3LzC7BJYvBIAxM0NkFgH8vrpm97e7+fzFy+X3w/sN7sEEs82gLiZYRHpQGTjet7p/Y5m/e8ZszmQeLYBxI2QsLd31zYZ8NSZzu9PS52s+Xmy2SVweCUAiBsBUjDrl071Sp18+lw1szlweCUAiBsBUnALxnV3focT+zQzmwKHVwKAuBEgyZEuRRZ5JQCIGwGSGu7vNb/Db/z3HQHwLb8OZEFnBkW0w2/89x0B8C2/DmRBF9Tfa/C+YwBFJqgDnd8F9fcavO8YANIMAQIAsEKAAACsECAAACsECADAihsgsQ4/8ud3BQAZxAyLSIcf+fO7AoAM4ueQiCV43zEApBkCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAABmFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGDl/wH3IwaIvvEqgwAAAABJRU5ErkJggg==)
PN: 4H21-B-0Y
CAS: 1001518-85-9
Molecule Weight: 301.063
Formula: C8H8BrF3N2O2
![3-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-3-6W
CAS: 1006319-37-4
Molecule Weight: 208.14
Formula: C7H7F3N2O2
![3-[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-1-amine](data:image/png;base64,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)
PN: 3H30-7-1W
CAS: 1006482-40-1
Molecule Weight: 227.62
Formula: C7H9ClF3N3
![3-[4-Amino-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid hydrochloride](data:image/png;base64,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)
PN: 4H33-7-01
CAS:
Molecule Weight: 259.61
Formula: C7H9ClF3N3O2
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
PN: 4H56-3-J1
CAS: 1001518-86-0
Molecule Weight: 236.198
Formula: C8H11F3N4O
TSCA: Not listed on TSCA inventory