| Product Number | 2801-3-15 |
| CAS | 94022-96-5 |
| MDL Number | MFCD00003540 |
| Molecular Formula | C9H9F3O |
| Molecular Weight | 190.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2801-3-15
CAS: 94022-96-5
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2701-3-12
CAS: 1365808-64-5
Molecule Weight: 172.175
Formula: C9H10F2O
PN: 2821-3-12
CAS: 3038-48-0
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 2801-3-55
CAS: 2968-93-6
Molecule Weight: 190.165
Formula: C9H9F3O
![2-[2-(Trifluoromethyl)phenyl]ethan-1-amine](data:image/png;base64,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)
PN: 3830-3-58
CAS: 774-18-5
Molecule Weight: 189.181
Formula: C9H10F3N
![(R)-1-[2-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-R2
CAS: 127852-29-3
Molecule Weight: 190.165
Formula: C9H9F3O
![(S)-1-[2-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACIRAAAiEQES3V6xAAACIHpUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrxYc4JIAIFaKqdqVWKy1dae8qkxgaidiVE05vv+MkbUmhgQTZHv/fjD2eeHp3LLaw167MrUmIoJyANqnNcrNJyN/nh8GI3M2mKYpQaMqEvFbV24Sxw+FA01ddqKM1NLUFaeYnxzLvaA6SWrdhAeeC/Xt6XNbMIDdlpUyqkSrzSVkbH22qqnoV34RghXL73LBGzgq3b7y9BNy/nB7LjHzuZYFzc0RhnW81rK0rVAX7gFN8+Q/YaKOdqnQGqxOaJQ1x77Pp071Nd4U2FXa9hzxV22XldikaCrvV6Q6dYefXfUIKQUCtymWlnbYJQZVGD6qyxdw5dQLf8zolQAWgJKgQ1BBUBCoGNQI1BiU4/nFeoEBITP5W++jPpzeNW4AF/IZF53nwD+YtSAjuA38gqJQyhoBGURx+GXWNLdA2g9Y6aEUDTodRMxZcxgROGCOkEZ4dSDoaYtOOAipFHXgYej/v/jiN40/37WyrlZSP6iYK64WM40histhHtmbTlTXZWRfyLCErn2KU/NHrElfj04gW6zLtsFq9Ay89B4ILQHYAr2xObPazodvRpSt54Srsjx12AX/aH8D8GjDsAr42+oGoC/hK6gfiLuDrrh8YdQFfpf3A+GLTNwDBu0T9FfQnVnwpg+arucEEV5jgBiOvMPIaw86qlb1fDNi9uDTY2Y3C8B6d/Qe1rpyVhiLJiwAAQaxJREFUeF7t3Qn8VFPjx/FQKaUoZSdJduWx9tj3eOwKLUS2tNhTKLI/kS2FSpISopDHmkKLLNmeEj1CRRFJqbR3/n2n/0z3nju/fr/O3Lkzd+bzfr3Oi35zzp079/zu+f7mLueWMwAAOChn/wAAgLIgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBBukXLlyqeIi0/YA8gd7MTZIpgGQafuyWrlypXnnnXfMjTfeaBo1amTq1KljqlataipWrGhq1apl9tlnH9O8eXPTs2dP89NPP9nNAWMWLDDmueeMufBCs+YXxpjatY2pUMGs+QVa++8WLYx59llj5s+3W66ffveTxUWm7UOU+zVArGQaAJm2L83q1avN4MGDTf369X3vtb6y0UYbmRNOOMF88MEH9uJQjJYtM+ahh4ypWdM/WJdUatQwpkePte3KwtvWRabtQ5T7NUCsZBoAmbZfn0WLFpmzzjrL9x4bWlDk5s0z5sgjgyFRlnLYYcb88Ye9xCBvGxeZtg9R7tcAsZLpYJtp+5IoPP7xj3/4ll+7du3EIaw333zTzJgxI1Hn77//Nj/++KMZOXKk6dixo9l1112ztk6IGR2K2msv/wC9447GdOtmzIQJxvz6qzHLlxszZ44xH39szB13GFOnjr/+7rsb8+ef9pL9vPVdZNo+RLlfA8RKpoNtpu1L0qxZs9RydUiqa9euZvHixXa1gFWrVpkhQ4akggRF7Jxz/IPzzTcbs2SJXctv6VJjbr3V327Nt+D18tZ1kWn7EOV+DRArmQZApu3Teemll1LLVHg8pxOfG2jhwoWmZcuW9o9RLJ5/3j8wP/GEXWP9nnzS337NHyUl8tZzkWn7EOV+DRArmQZApu3T8R66uuGGG+yXgdI1bLhuUG7d2n61bC65ZN0yGjSwX10n0wDItH2Icr8GiJVMAyDT9rYPP/wwtbxq1aqZBbr0EtgQ48evG5ArVTLm99/tGmWjdmqfXNa4cXaNtTINgEzbhyj3a4BYyTQAMm1vu+OOO1LLu/LKK+2XgdLpZHhyQL7oIvvVDaP2yWVpuelkGgCZtg9R7tcAseINgExLGI4//vjU8l544QX7ZaB0J5ywbkAePNh+dcOofXJZWm46yddd94FM24co92uAWLFDIJMShnr16qWW991339kvA6Vb8ztk9PuoMnWq/eqG+fbbdcvabTf71bWSr4dRciz3a4BYsUMgkxKGGjVqpJb3Z2nX3wPpbLnlugE5098h3UiYXJbuUE8n+XoYJcdyvwaIlUwDINP2tvLly6eWt2LFCvtloHRrfodSA3Kmv0Nqn1yWlpuOHQKZlBzL/RogVjINgEzb27Zc89cj30CQMnGi/ZPS5fIbiItM24co92uAWMk0ADJtb/OeA5k2bZr9MopJ9+7GbLKJMcOH26+s3667rhuQwzwHonMr6WQaAJm2D1Hu1wCxkmkAZNredtxxx6WWN3ToUPtlFIvmzdcNqnXrrp1ipKyOP35d2zCvwtJy00m+7roPZNo+RLlfA8RKpgFQUvtvvvnG3Hvvveboo482O+20k6lQoYKpWbOmOfHEE9d7ee7tt9+eWl7btm3tl1EsLr7YP7Cu+V0qM02WmGyX6X0g3vVY87uZlnc9XWTaPkS5XwPESkkBUFYltff+PF3RZIma+NA2fvz4VJ3q1aubv/76y66CYvDLL8Zsvvm6gVX/P3u2XSu9sWPXtatc2f1O9Llz17ZPLkvLTSf5uoqLTNuHKPdrgFgpKQDKqqT2Bx10kOnVq5f58ssvExMb/vzzz+axxx5bMw5snqr/yCOP+Nok7b///qk6mr4dRUrnQLyDa6tWdo2S7bffunaXXmq/WjaXXbZuGVpeSbzr6CLT9iHK/RogVkoKgLLa0Pb9+vVL1d+vhJ1S5z6SdTQb74svvmhXKZVC60I9uhTxpScCek+Ib7zx2ud2lIVmz/UOzGt+7zbIgAH+9nrUbUm89Vxk2j5EuV8DxMqGBoBtQ9v/+uuvqfqVNFFdCc4999xUvY3XDBzdunVLPDyqNDospnMsyau50lm+fLkZO3as+e233+yXkG9eecU/wDZqpOcc27XSO+MMf9uuXUs/Ga/Q0rmONX+4pNqdfrpdy8/7Hi4ybR+i3K8BYmVDA8C2oe3nzp2bqr+jng5XAn2DaNCggW/522yzjenUqZN5++23zcyZMxMPmFKoTJ8+3bz77rvmpptuMrvvvnup63TkkUcmXttss83KHEwI2ejRxrRpY/80Pe9VVSplvbJKj7PVEwW9bXfaaW1A6JuM/oDQEwl1juTTT4256y5jdtnFX1/Tl5T2WFtvfReZtg9R7tcAsVLaYFuaDW2vpwUm619xxRX2yz46gX76mr/+vO+xocX2+5rBwq6jq8S0XojIQw+tu1v8vffsV4MmT/bfXb7DDnrmsV0rPZ0I17PNk203pBx6aNlOwHvbuMi0fYhyvwaIlfUNtmVR1vZz5swxzzzzTOJSXtXdd999E99GSqNDUgMHDvTdYFha0XmTk046yYwZM8ZeXIJes9uoHH744Waiy53PKLvPP/cPmHpQ08qVdq2g9u397bp0sWuUTIel7r9/7Z3k3mWUVLbYYu0J/NIOdyV527rItH2Icr8GgIc9SCsI7rnnng0+bKR5sXToSk8oPHTNX4Y777yzqVKlSuL+kq222srss88+pnnz5okrv2bNmmU399GyHn74Yd+0Kcmi8y2tW7dOnKtBlpx5pn/QLMvjZnUYyRsAurz2xx/tWuunh5PpZLgedbz33sbUqmXW/AKZNb9Axuy119qbFwcN2vDpTzINgEzbhyj3awB42AO0Tpw3btw48dzzXNM3oDZt2phNNtkksJ56GuJ999235o/XZXYzZOr7743ZdNN1g6YG8rIM2o8+6h9smza1ayBDBAjy0i+//GJGjRrlO3ykK610RVSuffXVV+aYY44JhIjKbrvtZkaMGGE3QaY6d/aHwTXX2DWCNDPumm+avnbvv2/XQgYIEOS9Sy+9NDVA33rrrfbLOaNvRbvssksgRFROOOEEM2XKFLsJXGmGgW23XRcEOpT0zTd2raCRI/0B0rChTpTZteCIAEHe+/7771MDs85l5JOlS5eau+66y1StWjUQInpWSYcOHcw8XR6Kkv30k66asH8aZN+s17ixXSM9+/6OPn3sGnBEgCDv6bxCclCuWLGi/XJe0Il43cmuK7rsINGVZL179zYry3L1ULHRlW9bb1226UN0Q+BBB/nD4PXX7VpBmubfPocyf75dCw4IEOQ9zdSbHIzXdzNhPvjoo48SV33ZIaKiK790Xgf/b+DAtYeiNKhr2hFdsluaDz/03/WtG//Kcl5Mc6R5g+e66+wacECAIO+1bNkyNQjrktk40D0s2223XSBEVM4888zEYbmipznLvIP6EUfYNdJr0cLf7oEH7BpBOoeyzTbr2uibrB7+hIwQIMg53STYvXt388knnyQOBem+Cz2eVtONnHrqqamBV+cZfvjhB7t53tL0KrfccovZdNNNAyGin2kqlaKffv7oo/1h8Pzzdo0gnTOpUmVdm+rV104zUpqnnvK/1ymn2DWwgQgQ5Jw9uKYr22+/vRk3bpzdNBYUeuecc07gM6lsu+22ZsCAAWZ1WSf8KzRffrn2MbTJQV0XSZTlptE77vCHgaZSL42uvjrwwHVt1vzhYrgBNCMECHJu6tSppkePHolLX3XnuSYt1A2ECo2TTz458VwQ/TUfd++9915iSno7RFT0PJQPdXy/GGmOM28YlPQkPy+FTJ0669oohL74wq4VpG18+eVln+Yd60WAABHSlVhPPPFEYjoVO0RUdL7nJx2iKSY6/KT5pJJhoMNTM2fatYKGDvUHz5FH2jWQZQQIkAM6x3PNNdck5uayQ0Rzdt1xxx1myZIldrNYmT17duKCgQWaU6o0Dz7oD4Nmzewa6Sk0vO0UKogMAQLkkC5R1lxfdoio1KlTJ/GwqziaMGFC6iq0jh072i8H6VLcPfZYFwS6VHf8eLtWkA5b6RLgZLu6dcs2Wy9CQYAAeeD111839evXD4SIylFHHbVmnCzD8f08ocN0O+ywQ2r9dfPnd999Z1cLeuMN/7cJnfAuy7QjOoGuk+86sV5sh/9yjAAB8oQminzggQdM9erVAyGiGYAvWzNQxuWxun379vWt/2mnnWZXSU+X1npDRJfelkYn1Iv1KrYcI0CAPKOQUFikmzZ+iy22SIRMPsxKvD56sNf+++/vW3c9n6VUurlPN/klA0Q3/xX7vTJ5jAAB8pQOWyWfx24XHe7SYa98pic8eucG22uvvRI3iZbq2mv930I0DQnyEgEC5DmdSNcJdTtEVHQC/ts8npJDz3Dxrm/Pnj3tKkGa6FATHio8GjVa+9Q/5CUCBIgBXdKrS3t1ia8dIroUWJcE69LgqOibxKRJk+wfB0yfPt1Urlw5ta41atQo07PtEw9++vpr+6fIMwQIECO6ybBFixaBEFHRzYm6STHb08br+e86tFa3bt3E81BKo4eAedezbdu2dhXEFAECxJCmPdH0J3aIqDRo0CAxbUo2fL3mW4H3Et177rnHrhKwePFiXxs9aKss316Q/wgQIKY0AaMmYtSEjHaIqDRp0sT8+OOPdrOM6NtHtWrVUu+hGZI1g3Jpnn322VQbzUSs2ZcRfwQIEHOaEr5z585pp43XpJSaUn7RokV2M2f33Xef7z30JMbSKOwuuOAC8+CDD5rff//dfhkxRYAABWLatGmJuafsEFHRzMZ6yFUY9IhhzZqcXPbGG29sPmZ226JEgAAFRo/N1eNz7RBR0eN29djdTL366quB5RbtM02KGAECFCBdidW7d29Ts2bNQIjo5j4ddirLuYv10fNbvMsdMmSIXQUFjgABCti8efNMhw4dElc+2UGiE+B3332371Jc3d9x7bXXmtGjR3uWkt7kyZMTEyWedNJJZujQoYlDWyguBAhQBHT5rf2NIVl22WUXM2zYsMTJ7WOPPTbxMz05sSz3kyigULwIEKCIjBgxwncC3Fu8l+eqPP7443ZzwIcAQWj6XF7OqSBaOtSkS3HtwLCL7mznGwbWh70XobGDoawFuaGbAlu3bu2bMTdZNOfWJZdckpjLCigJey9CYwdDWQtyq1evXr7wuO6668zChQvtakAAey9CQyjEkx705A2Qd999164CpMWejtAQIPFEgMAVezpCQ4DEEwECV+zpCA0BEk8ECFyxpyM0BEg8ESBwxZ6O0BAg8USAwBV7OkJDgMQTAQJX7OkIjTdAylqQewQIXLEHIzR2OJSlIPcIELhiD0Zo7HAoS0HuESBwxR6M0BAM8USAwBV7OkJDgMQTAQJX7OkIDQESTwQIXLGnIzQESDwRIHDFno7QECDxRIDAFXs6QkOAxBMBAlfs6QgNARJPBAhcsacjNARIPBEgcMWejtAQIPFEgMAVezpCQ4DEEwECV+zpCA0BEk8ECFyxpyM0BEg8ESBwxZ4OFDkCBK4IEKDIESBwRYAARY4AgSsCBM6WLVlgli6eZ/8YMUOAwBUBAiezvh1t+neoYvq22cR8O66//TJihACBKwIEG2zliqXmuZvrpq64Gnbn/nYVxAgBAlc5DRDvZZ8bUpBbX7x5r68/xj57pV0FMUKAwFVOR2M7GMpakDuL5882T121eaov9P+LF/xiV0OMECBwldPR2A6GshbkznsDWvn64ou3/m1XQcwQIHCV09GYUIiX3378xPS9YuNUnz13y65m1YpldjXEDAECVzkduQmQGFm92rzy70a+Pvvxy1fsWoghAgSucjpyEyDx8d1Hg3399Z+HjrerIKYIELjK6chNgMTDiqWLzOBOO6T6ql+b8mberMl2NcQUAQJXOR25CZB4+PSVLr6+GjeknV0FMUaAwFVOR24CJP8tnDvd9G9XOdVPT19bwyxd9IddDTFGgMBVTkduAiT/jezT1NdPk0c/aldBzBEgcJXTkds7MJW1IDqzp77v2/ZDu+1tVq1aYVdDzBEgcJXTEdkOh7IURGP16lXmpTsb+rb9z1NG2tVQAAgQuMrpiGyHQ1kKojFlTB/fdn+r9+l2FRQIAgSucjoiEwz5adnf880z19dO9c2TbTc1C+Z8Z1dDgSBA4CqnIzcBkp8mDL3O1zcfDbvRroICQoDAVU5HbgIk//z567emX9uKqX4ZdMM2ZvmSv+xqKCAECFzldOQmQPLPmz1P8fXLt+OfsqugwBAgcJXTkZsAyS8zJ73h65Nhdx+QuBoLhY0AgaucjtwESP5YtXK5eeHWPdb1yRUbmV+mjbOroQARIHCV05E7zADRhH8fD+9sPhx6rVnw+/f2yyjFf999yNcfo/o1s6ugQBEgcJX5yJ2BMANEwZFcli47/fjlmzj5W0ZL/vrNDLhmi9T2699+M7Nw3ky7GgoUAQJXmY/cGQgzQN5/+mLf8lQGddzWTP3w6cTDkFCyMYOv8G23z1673a6CAkaAwFXmI3cGwgyQv+b+GJh6I1mG33OQ+fX7D+0mWGPuT1+avm02SW2rZzvvZFYs/9uuhgJGgMBV5iN3BsIMEFm9aqWZ8sETZuB1WwVCRGV0/5Zm0byf7GZF7bUeR/u20bRPn7eroMARIHAVzsjtKOwASVq2+E/z4QvXmH5XVgiESP8OVcxn/7nDrFy+xG5WdKZ89JLpfem6bfPq/UfYVVAECBC4CnfkzjN//vKNeeORxoEQURlyUx3z/cShdpOisWzZEnPD+XXM9aeVM/c2L2f6XrGx+X3GZ3Y1FAECBK4KOkCSZkx63TzftX4gRFRG9DjKzJ35hd2k4D3R8y5z5J7lzFkHlzOXHVfODO99qV0FRYIAgauiCBDRjXJfvdPDDLi6eiBEdBL5g0GXJS5nLQY///yz2WrLqmaHGuVMgzrlzGmHVjPz582xq6FIECBwVTQBkqSQUFh4rzxKFt0L8dXIBxJhU8guuOCC1GCxeeU1Adr7frsKiggBAldFFyBJOmw14v4jAyGiosNdOuxViCZMmGA22mij1GCx2267mWXLltnVUEQIELgq2gBJ+v7TF8yzN+0cCBEVnYDX9OaFYvXq1eaQQw7xDRavvfaaXQ1FhgCBq6IPENElvbq0V5f42iGiS4F1SbAuDY67gQMH+gaKk046ya6CIkSAwBUB4qGbDEf1bxEIERXdnKibFHWzYhwtXLjQbLfddqlBokKFCmbKlCl2NRQhAgSuCJA0fp02PjH9iR0iKi/d0cDMmvqe3STv3Xzzzb5B4qqrrrKroEgRIHBFgJRk9WozdfyAxISMdoiojHyiSWL+rTj44YcfTKVKlVIDxFZbbWXmzZtnV0ORIkDgigAphaaE13NGNEW8HSJPtqtkPnq5i1m2ZJHdLK+cffbZvgHiscces6ugiBEgcEWAlNGC36aZtx87MxAid5xbzlzfdHvzzohn7CZ5YfTo0b7BYd999zUrV8bzPA6ygwCBKwJkA836ZpR5sds+ifB46KJy5ppTypkzDlp7R/fxRx9qPvroI7tJzigo9ttvP9/gMGrUKLsaihwBAlcEiANdifX1e73NvRfVNBccWc4csUc5s2PNtTufbtK78MILzaxZs+xmkdOhKu/AcNZZZ9lVAAIEzgiQDCxeOM88fl8Hs1+d8mazTdftgCpVq1Y1d999t1m6dKndLBI6Sa6T5cn10Ul0nUwHbAQIXBEgIZj67dfmhBNO8O2EybLLLruYYcOG2U2y7uqrr/atx0033WRXARIIELgiQEI0YsQIU69evUCIqBxzzDHmq6++sptkhW4Q1I2CyffWDYS6kRBIhwCBKwIkZJqYsHv37qZatWqBENlkk01MmzZtzNy5c+1modIUJd73ffrpp+0qQAoBAlcESJb8+uuvpnXr1mbjjTcOBMmWW25pHn74YbNixQq7WcY0OaL3vQ4++ODEJIpASQgQuCJAsmzixInm8MMPD4SIyh577GHeeustu4kzffupX79+avm6IkzTtwPrQ4DAFQESkSFDhpiddtopECIq//rXv8zUqVPtJhusR48evuW2bNnSrgIEECBwRYBE6O+//za33Xab2WyzzQIhUrFiRXP99deb+fPn283KZM6cOaZ69eqp5ekyYj26FigNAQJXBEgOzJgxwzRr1iwQIiq1a9c2/fr1M6tWrbKbrdell17qW86dd95pVwHSIkDgigDJobFjx5oDDjggECIq+++/vxkzZozdJK3PP//cd7K+Tp06ZsmSJXY1IC0CBK4IkBzTN43+/fubrbfeOhAiKuedd56ZPn263cznyCOP9LV58cUX7SpAiQgQuCJA8sSCBQtMx44dE+dC7BCpXLmyufXWW83ixYvtZuaFF17w1T3qqKPsKsB6ESBwRYDkme+++86cdtppgRBR2XHHHc3gwYNTdXVSfuedd069rhsVv/zyS8/SgNIRIHBFgOSpd955x+y5556BEFH55z//aT799FNz++23+35++eWX24sBSkWAwBUBksd0p3rPnj1NjRo1AiGik+bly5dP/XuLLbYwv/32m70IoFQECFwRIDGgubPatm3rCwy73H///XYzoEy6dOni+13q1q2bXQVIiwCJkUmTJpljjz02EB4qdevWNa+88ordBCjR5MmTzXHHHRf4XVLR4wm+/vpruwngQ4DEjCZG3HXXXQM7fLJoQNDAAJTkjz/+MO3atVvvN1oVvd6hQ4fEw8mAdAiQmHnqqad8O7muvEq342uA0EABJOmc2qOPPlriObVtt902MQGn/VrNmjVN7969zcqVK+1FosgRIDHy119/mW222Sa1Y+uhUbqb/aKLLkq742ug0ICRjWnjES8jR440e+21V+B3REVX9X3yySeJeh999JE59NBDA3VU9tlnHzNq1ChryShmBEiMdOrUybdDX3vttanXNAA0atQosNOraODQAILio/uKTj/99MDvhMoOO+zgu6/I65lnnjHbb799oI3KmWeeaaZNm2Y3QREiQGJCO+ymm26a2olr1apl/vzzT7uaGTRoUGJgsHd6FQ0kGlBQ+DSzwY033ljizAZdu3Y1ixYtspv56PVbbrnFVKpUKbAM/S527tw58a0YxYsAiYkzzjjDtwP36dPHrpKiHV8DRLodXwOKBhYNMCg8pc2tdu6555Y6t5rtxx9/NE2aNAksS0XnTQYMGMBTL4sUARIDOvzk3WkbNGhQpuneNVA0bdo0sNOr6FyKTsiz4xeOcePGlTi7c8OGDc0HH3xgN9kg7733XuJ3z162ykEHHWQ+/PBDuwkKHAGS53QCXCcvvTvr+++/b1dbLw0cGkDsnV7lwAMPTAw8iK+ZM2eW+HwZHep0eb5MSXQl1hNPPGG22mqrwHuptGjRwvz00092MxQoAiTP9erVy7eD6lCCCw0gffv2TQwo9k6v0rx588RAhPjQZJq6a7ykJ1xed911zk+4LI3Ov11zzTWJKwHt965SpYq54447eCZNESBA8pju49A1+MkdUyc/dTw6ExpQNLCk2/E1EGlA0sCE/Pbcc8+ZnXbaKdCHKqeccoqZOnWq3SQrvv32W9O4cePAOqjowWZ63AAKFwGSx9q3b+/bITVnUVg0wGigsXd6FQ1MGqCQfz777DNz+OGHB/pMZY899jBvvvmm3SQSr7/+uqlfv35gnVT0wLMvvvjCboICQIDkKU1H4p1qQtfkl3bZpQsNOBp47J1e5YgjjkgMWMi9OXPmmEsuucT36OJk0UzMDz30kFm+fLndLFJ6/wceeCCxPvY6asaEyy67jBmjCwwBkqc0mZ13B9T9HdmiHV8DULodXwOWBi4NYIjesmXLzH333WeqV68e6BsNyldccYX5/fff7WY5pZBQWKSbZkefQyGT67BDOAiQPPTqq6/6djrdYR7F5bYaiDQglbTja8p4dvzojBgxwuy2226BvlA5+uijzVdffWU3ySs6bKVHLNvrrqLDXTrshXgjQPKM/uKsV69eakfTN4CPP/7YrpZVeiyuBih7p1fRgPbaa6/ZTRCiKVOmmBNPPDGw7VV22WUX89JLL9lN8ppOpOuEuv1ZVHQC/ptvvrGbICYIkDzTvXt33w7WqlUru0pkXnzxxcSAZe/0KhrgNNAhPJo2/aqrrkp7hVzVqlXNXXfdZZYuXWo3iwVd0qtLe3WJr/3Z9Hl1SXC6qXmQ3wiQPPLLL7+YatWq+QaN2bNn29UipQFLA5fWJd2OrwGP50VkRjfnPfbYY75LtpNFsyxfeOGFZtasWXazWNJNhi1btgx8ThXdnKibFJk2Pj4IkDxy8cUX+3aoe+65x66SMxrALrjggrTTxmvg0wDIjr/hND36vvvuG9imKoccckhievVCpGlPNP2J/ZlV9ttvv8S0Kch/BEiemDhxou8STT2iNh8PV0yYMCExsNk7vYoGwtGjR9tNkMb3339vzjrrrMA2VNluu+3MwIEDI7lwIpf0+TQRoyZktLeByjnnnGN++OEHuxnyCAGSB7QjHXbYYb6dZ/jw4Xa1vKH11QCngc7e6VU0MGqARNDChQvNTTfd5JuaP1n0M02frjrFRFPCs03iiQDJA0OGDPHtNMcee6xdJS9pp9bOXdKOf/PNN7Pj/z+F7tNPP81f2+tR2rcyPeSq0L+VxQ0BkmOLFy82O+64Y2pH0T0Y//3vf+1qeU0D39lnnx3Y6VU0YGrgLOYdX8f7Dz744MC2UeF4f5DOC9kzUCeLHrdbqOeF4ogAybFbb73Vt4NceeWVdpXY0PkPDYj2Tq+iAbTYnhfx888/J644SnfhAVccrZ+2S+/evYviyrQ4I0ByaMaMGb6puLfcckszd+5cu1qsaMd//PHH0z4vQju+BlQNrIWstHserr76au55KCNdIt6hQwffvHDJEvd7YwoBAZJD5513nm+HeOSRR+wqsaUdXwNlupviNLDeeeedBfm8iKFDh5Z41/VJJ53EXdeOdNOqPT9cssTx7vxCQYDkyJgxY3yHNvbaa6/E0wcLjQZMDZz2Tq+igVYDbiEobd6n//znP3YTOFjf/GDHHHNM3s8PVmgIkBzQ0wEPOvAfvl/+t956y65WUDSAlvS8CA28mn8rjjQB5fpmnu3Ro0feTkCpGZb1gDI9G0Yn8pNF/9bP83UG5uQMxd5ZG5JF/dCmTZu8m6G4UBEgOTBiaD9Tf9typkbVtb/0p556ql2lIGkg1YBa0tTkl19+eWx2/NKefXHppZfm/NkXen7Mp59+ap599tnE5dZNmzY1DRs2TPsI3PUV1Vc7tddytDwtNxvPp9kQv/76q2ndunXaZ6TofOLDDz9ckN/q8wkBErElixeYdqdvbRo3LGcO3LWc2W37imbad/+zqxU0DawaYNP91a4B+cEHH8zbv9pF05DvvvvugXVX0dP3Pv/8c7tJJHROSZfA6smVujE13fmnMIuWr/fR++l9c3VOS7M4rO8pjYX+7T6XCJCIjXvhBnNrk3Km7UnlzLn/LGf69LjBrlI0NNBqwLV3ehUN0G+88YbdJKf0/O+TTz45sK4qO++8c06e//3HH38k5iHT9PuVKlUKrFeURe+v9dD6aL2iphtyS3pO/L/+9a/InhNfTAiQCM2f8z/Tr21F0+fycqbHheXM3RdtnfhGUuyef/75xABs7/QqGrA1cOeSLrm99tpr0/5FryvKbr/99kj/+tY5AE11o7u2K1asGFinkoourf7nP/+Z+PbXrVu3ROnbt2/iRk+Fn85/6L/6t36erKP6apfu0uySitZL66f11PpG5e+//06sc7rDdFqn66+/3syfP99uBkcESITe7HVqIjyS5ZtxT9pVipZ2fA3E6XZ8DdwawKO+d0L3tPTp06fEgbNFixaJ6cmjomP+HTt2NDVq1Aisi130l7ieJdOvX7/EA8nCmnJfy9HytFwtv6S/+L1F66v11vpHZebMmaZZs2aBdVGpVatWYv11MQsyQ4BE5KfJb/nCY9hd/zCrV/MLbNOArIHZ3umTO74G9Cju3tZf4w0aNAisg4qmIR8/frzdJGumT59u2rVrt95DVPom1Lx588TAOG3aNHsRWaX30/vq/dPdPJksWn99Dn2eqIwdO9YccMABgXVR2X///c0HH3xgN8EGIEAisGrVCjP0tr3WBcgVG5lf/jfGrgYPDdAHHnhgYKdX0cD+/vvv201CoctXmzRpEnhPlW222SYx/XhU83ppjrGLLroo7aEzFV2EoHtsBg8enJhTLR9oPbQ+Wq90F0mo6PPoc0U1eaS+afTv399svfXWgXVROffccyMNtUJCgERg0qhHfN8+3u17nl0FaSSfF6GB297pVTTQa8APgy5J1dVE6f7K18zCnTt3Tkw7HgWdM9BUKJUrVw6si4om39Tl0HqCZT7T+mk9vZOFeos+nz5nVOdIFixYYG688ca05420LpqXLl+COC4IkCxbsmiuefqaLVPh0b/9ZmbhHzPsalgPDdydOnVKO228BnwN/Jnck6BpwrfffvvAslXOPPPMSA8Jvf322yXeaa0bMfWXdD5f4pyO1lfrXdKNpPq8+txR+e6778xpp50WWA+VHXbYIfENCmVDgGTZ2Gev9H37mDjiNrsKykgD+RlnnBHY6VUUAIMGDbKbrJdOBmt6cHtZKnvvvbd599137SZZo3tjSjp0pnXRlWpRnPvJJq2/Poc+j/0ZVfT5o7z58p133klMIWSvh4quOvvkk0/sJrAQIFn0x8//NX3bbJIKj2c77WhWLOMrcqY0sJc0CDVq1CgRDOsze/bsxBVE6aZZ1/ThvXr1ivQOZp3ITfcNSFN1PPTQQ5GuSxT0efS50k1Fou0Q5YltrUvPnj3TXtmmO9x1ribfDxXmEgGSRa89eKzv28d3nwyxq8CRdnwN9Ol2fAWDAkJB4aVpv+++++7ENOB2G00X3r59+0hvgNPJXc1KnG6qcl3RZK9/odHn0+e0P7u2h7ZLlJfZqt/btm2bti8233xzc++990Z2riZOCJAs+fHz4b7weLX7YXYVhEA7vgb+knZ8BYaCY9iwYaZu3bqBOirHH3+8+frrr+1FZ5UmKkw3PbluqNSDuYqJPm+6G0m1faKe0HHSpEnmuOOOC6yLyq677mpefvllu0lRI0CyYOWKpea5m+umwqPvFRub36dPtKshRAoABYG906ukCxeVevXqmVdffdVeVNbpJG66MNP5nbBu+Isbfe5057e0nbS9oqagUGDY65NcJ839BQIkK7544x7ft4/3B7a2qyBLFAgKBnun9xYde+/evXtODkl89tlngfsRdFmpzgnAJLaDfZmttpe2W9T0+6FDV/oma/8O6R4XzZ5Q7AiQkC2eP9s81aFqKjwGXFXNLF7ASbgoacdXQNh3RevciKb/jnJKDS+d/LcHI102qqnRsY62h7aLdztpu0V5VZyXTqLrZLp90YUOdxU7AiRk7w1o5fv28eVb3e0qiMiECRN8O7xuIssVnYOx72PZc889E3M2IUjbRdvHu720/bQdc0W/P971Cesm1jgjQEI058ePE+c7kuHxXJd6ZtWK6A+TYC0dO/fu8E888YRdJRL6y9kOD11uHOUVX3Gk7aPtZIdIrr6J9O7dmwCxECBhWb3avPzvQ33fPqZ/Gf0JWqyTDwGiY/f2YatTTjmFKTPKSNtJ28u7/bQ9c3FOhAAJIkBC8r+PBvnC4/WHTrCrIGK5DhC9f+3atQPhUWg3BmabtpcdItquUV+dRYAEESAhWLF0kRl84/ap8OjXpryZN2uyXQ0Ry2WA6P4F+1JdHY7hm4cbbTf7cJa2b5T3iRAgQQRICD59pYvv28e459rbVZADuQoQ3UFt3ySoE8Kc88iMtp99Yl3bOao71gmQIAIkQ3/N/dH0b1c5FR4Dr61pli5ioMgHuQoQTcPhfV9NZ87VVuHQdrSnh9f2jgIBEkSAZGjkE0183z4mv9fLroIcyUWAaCJA74OUdFMcs7qGS9vTe7OhtncUEzASIEEESAZmT33fFx4vdtsn8fRB5IeoA0RTkduz6nKHeXZou3q3s7Z7tqeCJ0CCCBBHep75S3c08AXIz1NG2tWQQ1EHiP08D83thOyx587S9s8mAiSIAHE0ZUwfX3i83ZvBIt9EGSBvvfWW7700u2yxTowYFW1fexZf9UO2ECBBBIiD5UsXmoHX10qFx5NtNzULfovusacom6gCRNPF24+hLbYp2XNF29m73dUP6o9sIECCCBAHP3/zru/bx8fDOtlVkAeiChD7qqtmzZrZVZBF2t7e7Z+tq7IIkCACxMGyxX+mbhx8vstuZvmSv+wqyANRBMgPP/xgKleunHoPTRVf6E8SzDfa3t7H46o/1C9hI0CCCBBHutdj1tT3EoezkJ+iCBBN8+19D666yg37qiz1S9gIkCACBAUr2wEyffp0U6FChdTy99lnH+a5yhFtd23/ZF+oX9Q/YSJAgggQFKxsB0i7du18y3/uuefsKoiQtr+3P9Q/YSJAgoo2QLwnwTekID6yGSB6Sp333Ieu/lm5cqVdDRHS9vdeDaf+UT+FhQAJKtoR0Q6GshbERzYDpGPHjr5l9+/f366CHFA/ePtF/RQWAiSoaEdEOxjKWhAf2QoQPXO9Ro0aqeXutNNOZvny5XY15ID6Qf2R7Bv1k/orDARIUNGOiIRC4ctWgAwfPty33B49ethVkEPqD2//qL/CQIAEFe3oSYAUvmwFyFlnnZVaZvny5bnvI8+oP9QvyT5Sf4WBAAkq2tGTACl82QgQPdTIO5V448aN7SrIA+qXZB+pv8J4mBcBElS0oycBUviyESCPPfaYb5mDBw+2qyAPqF+8/aR+yxQBElS0oycBUviyESDHHHNManmbb745zzjPU+oX9U+yr9RvmSJAgop29CRACl/YAbJkyRJTqVKl1PLOP/98uwryiPon2VfqN/VfJgiQoKIdPQmQwhd2gIwaNcq3vH79+tlVkEfUP97+Uv9lggAJKtrR0xsgZS2Il7ADpEuXLr7lTZvGM2DymfrH21/qv0wQIEFFOyra4VCWgngJO0AOO+yw1LJ0sxryn/emQvVfJgiQoKIdFe1wKEtBvIQZIIsWLfLNvNuqVSu7CvKQ+inZZ+o/9aMrAiSoaEdFgqHwhRkgn3zyiW9ZzH0VD/bcWOpHVwRIUNGOngRI4QszQAYNGuRb1oQJE+wqyEPqJ2+/qR9dESBBRTt6EiCFL8wA6dq1q29Z8+bNs6sgD6mfvP2mfnRFgAQV7ehJgBS+MAPk3HPPTS2nVq1a9svIY+qvZN+pH10RIEFFO3oSIIUvzABp2LBhajmHH364/TLymPor2XfqR1cESFDRjp4ESOELM0CqVKmSWk7r1q3tl5HH1F/JvlM/uiJAgop29CRACl9YAaKHFHmXc/PNN9tVkMfUX97+c334FwESVLSjJwFS+MIKEE0F7l3Ovffea1dBHlN/efvPdWp3AiSoaEdPAqTwhRUg06dP9y2nV69edhXkMfWXt//Uny4IkKCiHT0JkMIXVoBMmjTJt5ynn37aroI8pv7y9p/60wUBElS0oycBUvjCChD7ZrRhw4bZVZDH1F/e/nO9CZQACSra0ZMAKXxhBYg9jfubb75pV0EeU395+891WncCJIjREwUrrADhG0i88Q0kewgQFKywAoRzIPHGOZDsIUBQsMIKEK7CijeuwsoeAgQFK6wA4T6QeOM+kOwhQFCwwgoQ7kSPN+5Ezx4CBAUrrAAR71xYl1xyif0y8pj6K9l3zIUVLgIEBSvMAGnQoEFqOUcccYT9MvKY+ivZd+pHVwRIEAGCghVmgDRt2jS1nNq1a9svI4+pv5J9p350RYAEESAoWGEGSJcuXXzL+vPPP+0qyEPqJ2+/qR9dESBBBAgKVpgB8swzz/iW9fHHH9tVkIfUT95+Uz+6IkCCCBAUrDAD5KOPPvIta8CAAXYV5CH1k7ff1I+uCJAgAgQFK8wAWbhwoSlfvnxqWVyJFQ/eK7DUf+pHVwRIEAGCghVmgMihhx6aWlbdunXtl5GH1E/JPlP/ZYIACSJAULDCDpDOnTv7luc6JQaiYU9Bo/7LBAESRICgYIUdIG+//bZveUyqmN/sSRTVf5kgQIIIEBSssANk0aJFpkKFCqnltWrVyq6CPKL+SfaV+k39lwkCJIgAQcEKO0DksMMOSy2vRo0aZtmyZXYV5AH1i/on2Vfqt0wRIEEECApWNgLkgQce8C3z5ZdftqsgD6hfvP2kfssUARJEgKBgZSNAZs+ebTbZZJPUMs855xy7CvKA+iXZR+ov9VumCJAgAgQFKxsBIieccEJqmZUqVWJakzyj/lC/JPtI/RUGAiSIAEHBylaADBw40Lfcfv362VWQQ+oPb/+ov8JAgAQRIChY2QoQ3c282WabpZa73377mdWrV9vVkAPqB/VHsm/UT5ncfe5FgAQRIChY2QoQ8U6RofKf//zHroIcUD94+yXMKWcIkCACBAUrmwEydepUs/HGG6eWHcZlosic9zJr9Y/6KSwESBABgoKVzQCRJk2a+JY/ZswYuwoipO3v7Q/1T5gIkCACBAUr2wEyceJE3/IbN25sV0GEtP29/aH+CRMBEkSAoGBlO0DkxBNP9L3HG2+8YVdBBLTdvf2gfgkbARJEgKBgRREg48ePNxtttFHqPXbbbTemN4mYtre2e7IP1B/ql7ARIEEECApWFAEiLVu29L3P3XffbVdBFml7e7e/+iMbCJAgAgQFK6oA0TQZ1apVS71PlSpVzMyZM+1qyAJtZ23v5LZXP4QxbUk6BEgQAYKCFVWASI8ePXzvdeqpp9pVkAXazt7trn7IFgIkiABBwYoyQJYvX2722msv3/s9/PDDdjWESNvXu721/dUP2UKABBEgKFhRBojoxG358uVT77fpppuazz//3K6GEGi7avsmt7W2ezZOnHsRIEEECApW1AEid955p+8969evH9pcTFhL21Pb1budtd2zjQAJIkBQsHIRIKtWrTLHHHOM732bN29uV0MGtD2921fbW9s92wiQIAIEBSsXASKzZs0yW221le+9b7nlFrsaHGg7erertrO2dxQIkCACBAUrVwEimhXWO9li1O9fiLT9vNtT2zfKWZAJkCACBAUrlwEiDz30kO/99WjVV1991a6GMtB28z5KWEXbN0oESBABgoKV6wCR66+/3rcOesDRe++9Z1fDemh7eR/gpaLtGjUCJIgAQcHKhwDRE/LOP/9833pUrlzZjBgxwq6KNLSdtL2820/bMxdPgCRAgggQFKx8CBBZunSpOfroo33rovsWBg8ebFeFh7aP974aFW1Hbc9cIECCCBAULDtAzj777JzNlLto0SJz/PHH+9ZHJ4EfffRRuyrW0HaxL0LQ9tN2zAX93pxxxhkEiIUAQcH67LPPfDu8iqb9fu211+yqkdBfzgoxe53atWuXs2DLN9oO2h72NtJ2y9U3j1deecXUq1cvsE6TJ0+2qxYdAgQFSzeXVa9ePbDjq+iBQ1OmTLGbZN3KlStN69atA+tz8MEHmxkzZtjVi4o+v7aDvW20vbTdoqaAsL81JssWW2xhVy9KBAgKmqa9uOyyy3xTfidLhQoVzFVXXWXmzZtnN8sqnQC+4YYbAutTs2ZN8+abb9rVi4I+tz6/vU20naI+Yf7HH3+Y9u3bB86/qFStWtW0adMmZ4fS8g0BgqKgu5UvuOAC39MDvQP3Y489FvlfuUOGDEkMSN510XH/q6++2vz111929YKkz6nPa5/v0HbR9onSihUrTK9evUyNGjUCvyP6vWnVqlXWnjUSVwQIisqECRPMIYccEhggVPbdd18zatQou0lW6TCaPQ28yg477GCGDx9uVy8o+nz6nPZn1/aI+vDiyJEjzd577x1YF5VGjRqZjz/+2G4CQ4CgCOmQyMCBA812220XGCxUzjrrLPP999/bzbJGh9maNWsWWA+V008/veDOjejz6HPZn1VF2yHK2YunTZsWuLoqWbbffnszaNAguwk8CBAULQ1UmpzP+1yJZNHPbrrppkgHMw1WtWrVCqyLbqS75pprYn/4ROuvz2HfGKiizx3lYK1DZ506dTIVK1YMrEulSpVM165dOc9RBgQIit4PP/xgzjnnnMBAorLtttuap59+OrITuTqBe+mll6Y9V6OBrUOHDubnn3+2m+U1ra/WW+tvfyZ9Tn1efe4oqB+feuops8022wTWRaVp06bc37EBCBDg/2nOpf322y8wqKjo8tIPP/zQbpI1Y8eOTXtuREXfjjToRrk+LrR+Ws903/BU9Pn0OaMybtw4c+CBBwbWQ6Vhw4bm/ffft5ugFAQI4KErsR5//PHA8zxU9Ndyy5YtI/sGoOd79+nTx9SpUyewLsmy++67m3vuuSeydSqN1kPro/Wy1zVZ9Hn0ubL5/HKvmTNnBh5ClSw6dNa3b99IHkhViAgQII0///wzcXmp7hWxBx3dU6JHqC5ZssRulhUaaJ988klTt27dwLoki6Y615P5NHjriqGoBkS9j95P76v3t6dc9xatvz5HVMHx999/m9tvvz0wk6+K+vW6664z8+fPt5thAxAgwHp888035qSTTgoMQCr6S3ro0KF2k6zRfQo6fr///vsH1sUuugNf03/07NkzcWnyr7/+ai/OiZaj5Wm5Wn5Jd/p7i9ZX6631j8rzzz9vdt5558C6qJx88snm22+/tZvAAQEClIGefFe/fv3AYKRy1FFHmS+++MJuklVffvmlufbaa03t2rUD61NS0WB/0EEHmQsvvNB069YtUXQDpS4S0ICrc0D6r/6tnyfrqL7alSUskkXrpfXTekbp888/N0cccURgfVR0WO2NN96wmyADBAhQRjr00qNHj7QDqQ7daMqU33//3W6WVVonTfan+yfSnbeJsuj9tR5an6gOUyXNmTMnccLevqNdRfNWPfjgg5GvUzEgQIAN9NtvvyUGq3TH+zVYPfDAAzkbrPRN6P777zeNGzdOO/9XmEXL1/vo/aL+Bpak7az3LynUL7/88shDvZgQIIAjHS458sgjAwOXSj4cLtHU6JMmTTLDhg1LnOTWt4MDDjjAbL755oH1XV9RfbVTey1Hy9Nycz0Fvabl1/T89vqq6MFTUR8+K0YECJChF154IZYnbDULsW6a04O3dP4jWfRv/TzqWYrLShc2aDp+e1ur6MKGF1980W6CLCFAgBDokl5dMprusJEuGdUJZV0aDHcKtJIurdbsvVFeWo21CBAgRD/99JNp0aJFYIBT0Ulm3UAX9bTxcVfazZ2apj9fbqQsNgQIkAXjx49PXPpqD3gqDRo0YNqMMho9enRimn17G6poehlNz4/cIUCALNHEfQMGDChx4r4mTZowcV8JNMFluufHq2ga/ignuETJCBAgyzR1eOfOndNOKqgZart06cLU4f9P0+fffPPNabeVfqbXopxiH+tHgAAR0cOLzjzzzMDAqKKHFz3zzDN2k6JR2kO+9G0kyod8oWwIECBi7777bomPTz300EOL7vGpOo+h8xn2tlDR+Q+dB0F+IkCAHNDEgr169TI1a9YMDJq6sqhVq1axfwJhaXTllK6gSvfwLG0XXXnFFWv5jQABckhP4mvfvr0pX758YBDVvQ133323Wbp0qd0s1vR5dM+GPp/9mXWPx1VXXZW3NzHCjwAB8sDXX39tjj/++MCAqqLnaGj6kEKgu8RLekCW7i7XXeaIDwIEyCOvvvqqqVevXmBwVdEDm/773//aTWJB81Jpfir7M6loPivNa4X4IUCAPKNJCrt3726qVasWGGx1qKtNmzZm7ty5drO8pJlwNSNuupmLNYOuZtLN1czFyBwBAuQpPf2vdevWaZ9xseWWW5pHHnkk0qf8bQiFgp7Boent7XXX57nkkksSz/BAvBEgQJ6bOHGiOeywwwIDscqee+5p3n77bbtJTmkae01nb6+rip4WqGnwURgIECAmnn32WbPjjjsGBmWVU0891fzvf/+zm0Rq6tSp5pRTTgmsm4qmu9fjclFYCBAgRhYvXmxuu+02U7ly5cAgXbFiRXPDDTeY+fPn282ySu933XXXpZ1mfbPNNktMc//333/bzVAACBAghmbMmGHOP//8wICtUrt2bfPkk0+aVatW2c1CpeX37dvX1KpVK7AOKs2bNzczZ860m6GAECBAjI0dO9b84x//CAzeKvr5mDFj7Cah0HT0DRs2DLynyoEHHmjGjRtnN0EBIkCAmNM3AX3j0DcPezBXOe+88xLfWMKg6eebNm0aeA8VTVv/1FNPMc16ESFAgAKxYMEC07Fjx8S5EHtw1zmTW2+9NXEOxYWmm+/atWti+nl72Xq/Tp06JaatR3EhQIACo6uxTjvttMBAr6KruHQ114YYNGhQYrp5e1kqZ5xxRmKaehQnAgQoULo/RPeJ2IO+iu4r+fTTT+0mPppWvlGjRoG2KpqOfuTIkXYTFBkCBChgulNdd6zrznU7BHRH+MUXX5y4491L08hrOvl006zXqFEjMQ19vt4Bj2gRIEAR0NxZV155Zdpp4zXn1r///e/Eo2Lvueces/nmmwfqqF27du0S088DSQQIUEQ0m++xxx4bCAiVdDcCqmia+cmTJ9uLAggQoBgNHz488ZwROyy8RdPKv/LKK3ZTIIUAAYqUpo3XIStNN+INjipVqiQOael1YH0IEKDI6aT5vvvumzjP0aBBA/PLL7/YVYC0CBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAODk/wBtOxFqPHRCaAAAAABJRU5ErkJggg==)
PN: 2802-3-S2
CAS: 127852-27-1
Molecule Weight: 190.165
Formula: C9H9F3O
Melting Point: -3 to -2 ℃
Boiling Point: 184-186 ℃
Density: 1.2
Flash Point: 103 ℃
TSCA: Not listed on TSCA inventory
HTN: 2906.29.6000
EINECS: 301-591-0
