![3-Chloro-N-[2-(dimethylamino)ethyl]-5-(trifluoromethyl)pyridin-2-amine](data:image/png;base64,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)
| Product Number | 3H32-7-AS |
| CAS | 338406-27-2 |
| MDL Number | MFCD00142008 |
| Molecular Formula | C10H13ClF3N3 |
| Molecular Weight | 267.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-AS
CAS: 338406-27-2
Molecule Weight: 267.68
Formula: C10H13ClF3N3
![N1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethane-1,2-diamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2gAAAdoAFPiXaOAAACI3pUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXPR0IIL21VOlWbJp207cNtJ923UwpphwRkCvTt359D6dZ0HCWAI9uPQ2yT+d2hKmGnTFPoOiWc+gRUnem8qDcp+f326E3I3WKeoRM61k1K3tv2Y8bYfr+n2buq5EHXNNMVOdlnh6ZwfPaCarNhge9z9uf56bVjvKJuWllnCqmmmDWd8klnsu2+4j9LsEqaXVGzkzurzO4U7W/g29unhyYnX3u5R9sSUVgXpYK1NpVsYRf4FG//B2xUrYxsVQ6rI6oFDXHvi/nzg862lapbnNoIRSbL19ZsM1RUulTZFoPh5OdDSiqOgGx1tTRGHsHOrFpykAFIATIEGYGMQSYgJyCnILmPD9o5OnD04OjCI8x5qeyib8cPlZIXuMfx0j/9KPH1aAfmLEiJx6kQIgHcC15n0St7EdA4TsKzGAQ8l+iFZ5MUCyQniUgIHHHBmE4FAjHlMYqQxlhSEHQSoQio4N3qUWhjnmP7NEkuv62z9r7eWfYhPFePiWWfmV3MV7rOL6ZQ5ClZcdKl/JdaN0GfdQLa5MpgI9sA1vUSCFzA1mgcEC5gKzoOhC5g6z8ORC5gu+UTWA4BsQvY3hoHEhewnTgOTFzA9u04MHWBrsvHCWu/2vZN5Lra3Y80nlwefNsKv9Ei/Krkp//0BhMOMDcahUcDzGCvsIveZ+cTCKffTid2cXQxPLAX/wB3JrQiiBe1/gAANn1JREFUeF7t3Qe4FEW+93EUEAQVFwFFMeEq5rCAigQDgrDGFb1mDKiPcdVVrq4LiHK9S9IXX/EqIh4RUREDrAJyFQmCioKEBYl6AMlwyPHA8f/yn31ndqb6hJme7qmpme/Hp55HTlf1zNTMqd/p6a7qSgIAgA+VzB8AAJAMAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgPjQuPGAWEmWnzam+H1omThxiVnFI4jHBYDSECA++BmU/bQxmQFy/fUfSEnJb2a1BEE8LgCUhgDxwc+g7KeNyQwQLR9/PM+sliCIxwWA0hAgPvgZlP20MZnhoeWyy4bIzp17zKoxQTwuAJSGAPHBz6Dsp43JDI7o/w8cON2sGhPE4wJAaQgQH/wMyn7amOL38dFHP8X+v2XLN2XDhp1m9YggHhcASkOA+OBnUPbTxhS/j717S+Taa4fF/t2r12SzekQQjwsApSFAfPAzKPtpYzL3MW7cL7F/n3feQFm6dJPRwtsGAIJCgPjgZ1D208ZU2j7uuOOT2M86d/7fuNr/UlobAAgCAeJD/KDsp/hV2j6mT1+Z8PPZs9fEtSi9DQAEgQDxwQyEVItfZe3jkUfGxH7eqdPIhG1ltQGAdBEgPpiBkGrxq6x9LF5cJE2bvh7bNmFCYWxbWW0AIF0EiA9+BmU/bUzl7aN79/GxbR06DIstcVJeGwBIBwHig59B2U8bU3n7WL16qzRr9kZsu84TUeW1AYB0ECA++BmUzTa//rpZPvhgrvzlL2PluuuGRSYDagBceeW70rXrVzJr1mpjD959mPr1+za2vW3bIbJjx54K2wCAXwSID34GZbNN/L/LKhoI5e3DtHnzLrnoooJYnQEDplXYBgD8IkB88DMom22uuuo9ef75SfLllz/LwoVFsnHjzsiiiIsWFUnPnl/HTop/8sm/V9s191GawYNnxuroUU0ybQDADwLEBz+DcqptokFw000fxn6WzD52794r7du/k1C3ojYA4AcB4oOfQTnVNlu27I7U1fMiUcnuY+TI+Z7wKKvNG29Ml/vv/yzSpqKbUwFAPALEh4oG5dKk2kZX19W6l146OPazZPehQaB3K6woQFas2JKw/ZZbPpIZM1aZ1QCgVASID+UNymVJtc0778yK1H366XGxn6WyD71fenz90troOZcrrhjqqffXv34pq1ZtNasDQAICJAv9/PMGadFiUGSFXf3/MOnJez2ZHz+TXUvz5oMiV3GVd7dDAPmNAMky+rVS9CT40KGzzc2h0SvB7r33U8/RyOWXD5XPP19kVgcAAiSb6P08dMDWgfuFF74xN2eE3mNEJzOaQaKLNP700zqzOoA8RoBkiQUL1kubNm9HBmudB2KTXgo8aNCPnnkk+jXXs89OkKKiHWYTAHmIAMkCek+PVq3+NYP873//Wn7Lkqtp167dLt26jZcmTRKPRvS56jyV4uISswmAPEKAWPbVV4WxRRD79p1ibs4K//znmoQ7H0bLNde8F7naC0B+IkAsGjFiXuzqp/79p5qbs4oeFY0atVDatRviCZIHHhgV+tViALIPAWJJ/JpVBQUzzM1Za/v2Ynnlle8Tlo7Xcu65A6V37ymRBR0B5AcCxBLzr/jyyvr1283m1unlxp07/6/nuV5yyeDIMvUsiwLkPgLEEnPgLa9kY4BETZu2Qm68cbjnOf/HfwyXqVOXm9UB5BACBGnTow29A2Lr1oM9QfL442MjN88CkHsIEARGVxDWCZC6BEt8iOj5kpdfnirbtu02mwBwGAGCwBUWbpSHHx7tORpp2bKnfPDBePktWya6AEgLAYLQTJ68VP70p/cj4XHWWX2lYcN7pW7di6R58/YyZUp2znkBkDwCBKHas6dEhgyZJU2adJOjjrpGDjnkFNlvv8pSqVIlueWWW+TXX381mwBwBAGCjCgq2iKPPtpTDjywXiQ8oqVmzZry3HPPyc6dO80mALIcAYKMmjFjhrRq1SohRLQce+yxMmzYMLM6gCxGgMAKDQsNDTNINFw0ZABkPwIE1ujXVvr1lX6NFR8ilStXlrvvvlvWrl1rNgGQRQgQWKcn0vWEunk0UqtWLenbt68UFxebTQBkAQIEWUMv7W3atKknSE466ST57LPPzOoALCNAkFV0kmFBQYHUr1/fEyTt2rWTefPmmU0AWEKAICtt2bJFnnrqKalWrVpCiFStWlUeffRR2bhxo9kEQIYRIMhqixcvlmuuucZzNFKnTh157bXXZO/evWYTABlCgMAJ48aNk9NPP90TJGeeeaaMHz/erA4gAwgQOEOPNl555RU57LDDPEHSoUMH+eWXX8wmAEJEgMA5GzZskIcffliqVKniCZKuXbua1QGEhACBs+bOnStt2rRJCJAjjjjCrAYgJAQInPf444/HAuScc84xNwMICQEC5w0dOjQWIG3btjU3AwgJAQLnESCAHQQInEeAAHYQIHAeAQLYQYDAeQQIYAcBAucRIIAdBAicR4AAdhAgcB4BAthBgMB5BAhgBwEC5xEggB0ECJxHgAB2ECBwHgEC2EGAwHkECGAHAQLnESCAHQQInEeAAHYQIHAeAQLYQYDAeQQIYAcBAucRIIAdBAicR4AAdhAgcB4BAthBgMB5BAhgBwEC5xEggB0ECJxHgAB2ECBwHgEC2EGAwHkECGAHAQLnESCAHQQInEeAAHYQIHAeAQLYQYDAeQQIYAcBAucRIIAdBAicR4AAdhAgcB4BAthBgMB5BAhgBwEC5xEggB0ECJxHgAB2ECBwHgEC2EGAwHkECGAHAQLnESCAHQQInEeAAHYQIHAeAQLYQYDAeQQIYAcBAucRIIAdBAicR4AAdhAgcB4BAthBgMB5BAhgBwEC5xEggB0ECJxHgAB2ECBwHgEC2EGAwHkECGAHAQLnESCAHQQInEeAAHYQIHAeAQLYQYDAeQQIYAcBAucRIIAdBAicR4AAdhAgcB4BAthBgMB5BAhgBwEC5xEggB0ECJxHgAB2ECBwHgEC2EGAwHkECGAHAQLnESCAHQQInEeAAHYQIHAeAQLYQYDAeQQIYAcBAucRIIAdBAicR4AAdhAgcB4BAthBgMB5BAhgBwEC5xEggB0ECJxHgAB2ECBw3ltvvRULkDPOOMPcDCAkBAic95//+Z+xANFywQUXyPfff29WAxAwAgTOmzp1quy3334JIbL//vvLHXfcIatWrTKrAwgIAYKcsGDBAunQoYMnSA4++GD5+9//Lrt37zabAEgTAYKcol9dNWvWLCFEtJxwwgnyySefmNUBpIEAQU4aMmSINGjQwBMkrVu3ljlz5pjVAfhAgCBnbdu2Tbp27SrVq1dPCJEqVarIgw8+KEVFRWYTACkgQJDzCgsL5frrr/ccjdSuXVtefvll2bNnj9kEQBIIEOSNCRMmyNlnn+0JklNPPVW++OILszqAChAgyCslJSXy+uuvS926dT1BctVVV8miRYvMJgDKQIAgL23atEn+8pe/SNWqVRNC5IADDohMTNy8ebPZBICBAEFe0/kjf/zjHz1HI4cffrgMGjQocsQCoHQECLDPmDFjpFGjRp4gady4sUyePNmsDkAIECCmuLhYXnzxRTn00EM9QXLTTTfJsmXLzCZAXiNAAMO6devk3nvvlcqVKyeESI0aNaR79+6yY8cOswmQlwgQoAwzZ86Uiy66yHM0csoprWTEiIlmdSDvECBABYYPHy7HH398JDyqVasjhx12gRx33J1y++3vyLx568zqQN4gQIAk7Nq1S3r0eF7q128iRx11jZx88pPSuPEAadr0dXnuuYlSVMTXWsg/BAiQgpUr18njj78pZ5/9QiRAouXCCwtk8OCZUlzMZb/IHwQI4MPs2Wvk9ts/SQgRLX/60/syceISszqQkwgQwKfffhP57LMF0q7dEE+QPPjgKPnll41mEyCnECBAmrZvL5ZXXtEbWb2RECLnnTdQ+vSZIps37zKbADmBAAECsmLFFunc+X89RyOXXDJYhg+fKyUlv5lNAKcRIEDAfvhhhdxww3BPkOjPvv9+hVkdcBYBAoRAjzY+/HCutG492BMkTzwxVpYvZ7VfuI8AAUKk5z/69p0SOR8SHyJ6vqR//6mR8yeAqwgQIAMKCzfKQw+N8hyNXHbZEPn00wWRK7oA1xAgQAZNmrQ0MlfEDJKOHT+RWbNWm9WBrEaAABm2Z0+JvP32rMjs9fgQadJkgHTt+pWsWbPNbBJjBk8ykxbj65clmTomP22QWwgQwBJdP6tHj4mR9bTiB+OWLd+UOXPWmNUjzAC5/voPKrw8OJmBPpk6Jj9tkFsIEMCy+fPXyd13j0wYkHViYmnMANHy8cfzzGoJkhnok6lj8tMGuYUAAbLE2LGLI+dHrr76vchJ99KY4aFFT8Tv3LnHrBqTzECfTB2TnzbILQQI4BAzOKL/P3DgdLNqTDIDfTJ1TH7aILcQIIBD4gftjz76Kfb/et5kw4adZvWIZAb6ZOqY/LRBbiFAAIfED9p795bItdcOi/27V6/JZvWIZAb6ZOqY/LRBbiFAAIeYg/a4cb/E/q2z3Zcu3WS08LYpTTJ1TH7aILcQIIBDShu077jj3ze20tWATaW1MSVTx+SnDXILAQI4pLRBe/r0lQk/17slxiutjSm+jp+C/ESAAA4pa9B+5JExsZ936jQyYVtZbeKZgZBqQX4iQACHlDVoL15clDCjfcKEwti2strEMwMh1YL8RIAADilv0O7efXxsW4cOw2JLnJTXJiqZOiY/bZBbCBDAIeUN2qtXb024L7vOE1HltYlKpo7JTxvkFgIEcEhFg3a/ft/GtrdtO0R27NhTYRuVTB2TnzbILQQI4JCKBm29A+JFFxXE6gwYMK3CNiqZOiY/bZBbCBDAIckM2oMHz4zV0SVOkmmTTB2TnzbILQQI4JBkBu3du/dK+/bvJNStqE0ydUx+2iC3ECCAQ5IdtEeOnO8Jj/LaJFPH5KcNcgsBAjgk2UFbL+HVuxUSIAgTAQI4JJVBW++XToAgTAQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIkAN6954SWf9q2LA55iYgNAQI4Liioh2xGeGtWw82NwOhIUAAx61YsSUWIC1aDDI3A6EhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHDc8uUbpFGjJyLl7LOfNjcDoSFAAMctW7ZaDj+8TaQcf/yV5mYgNAQI4LglS5ZJtWr1IqV27ePMzUBoCBDAcYWFhVKpUqVIqVmzprkZCA0BAjiOAIEtBAjgOAIEthAggOMIENhCgACOI0BgCwECOI4AgS0ECOA4AgS2ECCA4wgQ2EKAAI4jQGALAQI4jgCBLQQI4DgCBLYQIIDjCBDYQoDkmUoDKsUKcgMBAlsYRRyzdudaeXnOy3LN2GvkhPdOkFoFtaTqwKpSd3BdafpxU3lo8kMyfsV4+W3ff6UhQHIPAQJbGEUcsWvvLnly6pNSc1DNhBAoq5wy7BQZvWy0uRsCJAcRILCFUcQBa3askWYjmnlCIpliKm8b3ESAwBZGkSxXXFIszUc2Txj4Tx52svT7Zz+ZsX6GFO0qkj0le2T9zvWRf78691VpM6qN7Ddgv1JDggDJPQQIbGEUyXJdf+gaG/D3f31/ef7H58s8vxFvwaYF8scxfzR/TIDkIAIEtjCKZLFNuzfJIQWHxAZ8DY90ESC5hwCBLYwiWWzATwMSvrZK5sijIgRI7iFAYAujSBa74csbYoO9nvMIAgGSewgQ2MIoksVOev+k2GCvJ8iDQIDkHgIEtjCKZLHab9WODfYbdm0wN/tCgOSe+ACpVq2auRkIDaNIFqsysEpssNdLdYNAgOSWGTNmSNOmTWMBouXGG2+UpUuXmlWBwDGKZDGOQFCWtWvXyj333COVK1dOCI9oOfDAA+WZZ56R7du3m02BwDCKZDHOgcBUXFwsL7zwghx66KGe0DjkkEM8Pzv66KNl6NCh5m6AQDCKZDGuwkK8UaNGSaNGjTwh0aRJE5kyZUqkzkcffSQNGzb01GnevLn88MMPxh6B9DCKZLH4eSC6OCLzQPLT/PnzpV27dp5QOOKII6SgoEB++y3xc7Fr1y55/vnn5aCDDkqov//++8udd94pq1evTqgP+MUoksU27t6YMBO954yeZpWUESDu2Lhxozz66KNStWrVhCDQK62eeuop2bJli9kkwcqVK+X222+X/fbbL6G9ftXVs2dP2b17t9kESAmjSJYz18LqNbNXUkciuhbW5WMuN39MgDhg7969MmDAAKlTp47nqOPqq6+WxYsXm03KNXXqVDn//PM9+/r9738vI0aMMKsDSWMUyXK6Gu8FIy5IGPhP++A0eemfL8nM9TMjRyl6ia+uyqv/fu2n16TtqLasxuuo8ePHy1lnneUZ7E877TT58ssvzeopefvtt+Woo47y7PvSSy+VuXPnmtWBCjGKOID7geQ+nQx43XXXeQb32rVrS//+/WXPnmDmAW3btk26dOki1atXT3icKlWqyEMPPSRFRUVmE6BMjCKOiN6RsMagGp6QKK3oUcqYZWPM3VQYIBpWK7avMH+MkNga0DMVWMhtpY8iyFp6T/T/+8//K1ePvTpyT3Q9ya4z1usMrhO5J/rDUx6WiSsnms1iyguQcSvGRfal5cHJD0a+FkN4suErpTC/MkPu844iyFvdp3VPCBidCf/ynJcDW0YF//Ldd9+VeVJ75MiRZvXQBX3SHvmDAEGMfnV1zkfnlPp12BfLvzCrI0UrVqyQjh07lnpZba9evaxfVquXDT/22GOey4YPOOAAefLJJyu8bBj5hwBBgr2/7Y1MYKw7uK4nSPRrs8Wb+Ws0Va5N7NOJi+3bt/ccjejExTfffNMzcRH5iwBBqfTy4Me+2ffX6MCqCSFywMADIifztxTz12gyyltaZNq0aWb1rFLW0ikXXNBWvv/+n2Z15CECBOWav3HfX6Oj23uORo4Ysu+v0flvJjWpMR/Nnj1bLr74Ys/g69rihubijfvvX1Vq1TpdjjrqWunceZisWbPNbII8QoAgKaOXjZZGwxp5gqTJx01k8qrJZvW8tX79ernvvvs8y6y7vrz6unXrIsvHH3TQsVKv3iVywgn3ydln/599R1KD5PXXp8uuXVxokY8IECRNZ8W/OPtFObTgUE+Q3DzuZlm2dZnZJG/ovIl+/frJ7373O89RRy7d4Gn27Ply/fXPyqmnPiONGw+IlSuuGCpjx3J+LN8QIEjZup3r5N5J90rl1ysnhIhOcnx2+rOyY88Os0lO+/zzz+Xkk0/2BMcf/vAHmTRpklk9J3zxxWK58sp3E0JEy913j5T589eZ1ZGjCBD4pmtvXfiPCz1HI8cMPUbeX/y+WT3nLFy4UC6//HJPcNSrV0/eeOMNKSkpMZvklN2798rAgdOlRYtBCSHStOnr0qPHRCkqyq8/JPIRAYK0ffDzB3Lcu8d5gqTlyJYyfd10s7rzNm3aJI8//nhkfkR8cOi/n3jiCdm8ebPZJKfpifSuXb+SJk0Sj0YuvLBA3n57luzZk9tBms8IEARi596d0mN6D6k5qGZCiOgS9J0mdoqsseU6PaIYOHBg5AjDPOq44oorIkck+WzWrNXSseMnnq+1/vSn9+Xrr3PjHBASESAI1PJty+W2r26LLScfLbUKakmf7/pI8d5is4kT9FzGOeec4wmOU045RcaOHWtWz1s6x/DTTxfIZZcN8QTJQw+NksLCjWYTOIwAQSi+XfOtnPvJuf8OkVf3lT9XkhNvP1E+/eJTs3rWWrJkidxwww2e4NCrrV566SVWrS3D9u3F0r//VGnW7I2EEDnvvIHSt+8U2bx5l9kEDiJAEBqdZPjWgrek/pD6UumZfQPvf+wrp+8rlStJ27Zt5aeffjKbZA2dr9GtW7fI/I344NBl1u+///7IfA9UbPnyzfLEE2M9RyOtWw+WDz+cKyUlTER1GQGC0G0t3ipPj3haqrWuJpXq/Hsw1kX7/vznP8uGDRvMJla98847kRnj5lHHJZdcEplhnml6z5Aff/xRhg0bJt27d48cEV144YVy3HHHRUqtWrUSnqf+O7pN62l9baftdT+6v0z7/vsV+57HcE+Q6M9++IH7z7iKAEHG/LzsZ7n22ms9A/Nhhx0m//M//xNZVtymH374QS644ALP89O1rD7++GOzemi2bt0qY8aMkc6dO+8bZBt7Vu9Nt+j+dL+6f30cfbxM0KON4cPn7gviwZ4g6dz5f2XFCtZXcw0Bgoz76quv5IwzzvAMbPoz3ZZpq1atiqyKq6vjxj+fgw8+WP77v/87I8us61HYa6+9Jq1atfIspx520cfTx9XHz8TRoJ7/6NNnSuR8SHyI6PmSV175PnL+pCxm8EycuMSs4hFfH8EiQGCFHm3oUYcefZgDmh6l/Pzzz2aTwGkw9OzZMxIU8Y+vf6HffvvtsnLlSrNJoHShQr2BVIcOHaRatWqefogverOnZs2ayd133y29e/eWESNGRO4mqCv66u1ptej+ov+vP9ftWk/razttX9pNo+KLPg99Pvq8dH9h+uWXjfLAA6M8odCu3RCZOXOVWT3CrHv99R9UeB6FAAkPAQKr9C9ePQ9i/tWtA9nTTz8d2tcrOrCecMIJngFUB9mpU6ea1QOl9wfR+44fc8wxnsePlgYNGshtt90mBQUFkSvBgqT70/3q/vVxzMeOFn1++jz1+YZJjyJ0rkj8QH///Z+Z1SLMANHy8cfzzGoJCJDwECDICnpFll6ZZQ5i9evXl7feeiuwmxjNmTNHWrdu7XkcvTf5kCFDzOqB0jDs06dP5MZM5uNr0ZPeumKv3tApk/Tx9HH18c3npEWfrz7vsMJcFReXyODBMyOz13WgHzCg9HulmOGhReec7NxZ9uXUBEh4CBBklU8//VROPPFEzyB27rnnyrfffmtWT1pRUZE8+OCDkctw4/dbvXp16dKlS+hXJmkI1q1b1/O6atasGVkmPVsWXdTnoc9Hn5f5XPX56+sI07Ztu2XhwiLzxzFmcET/X9fkKgsBEh4CBFlHv3vXv3jNy1P13IR+7bJ8+XKzSZl0ot/LL78stWvX9gyI119/feR8QZj0st8WLVp4Hltv0PS3v/0tcp+NbKTPS59f9EZS8UVfj43LmVV8GHz00U+x/2/Z8k3ZsGGnWT2CAAkPAYKstWbNGunUqZPn6ij967hHjx6yc2fpA0bUF198IaeeeqpnADz77LNlwoQJZvVA6XkDXVjRPOLRINP7o+uCjC7Q56nP1wxgfV36+sI+P2KKD4O9e0vk2muHxf7dq1fpNzYjQMJDgCDrTZ8+fd9fmC09QaDf2Q8fPtysLosWLZKrrrrKU1+/gnn99ddDn2+ij2+um6VHT3qpcLYecVREn7c+f3NOir5Ofb2ZYobBuHG/xP6tlwUvXeoNZrMNgkOAwBnvvfdeqVcu6WzrmTNnypYtW+TJJ5/0LLOuV3g99thjsnFj+Av5vf/++3LIIYckPP6ZZ54pkyeX/texa/R16OuJf336evV1Z0JpYXDHHf9eAVgnJJpKa4NgECBwyo4dOyLLctSoUSNhENO/jM1LgbW0b98+I1c16VGNnqSPf2z96q1r1645t+Civh59XeZXi/r6wz66Ky0Mpk9fmfDz2bMTbx1QWhsEgwCBk5YtWyY333yzJzCipVGjRjJ69GizWSg01K6++uqExz/88MMj52Bymb4+fZ3xr1v7QfsjLGWFwSOPjIn9vFOnkQnbymqD9BEgcJp+pXLkkUfGBjD9q/jFF18MfRZ1lH4tZp6fufjiiyPLo+QDfZ36euNfv/ZHWF8XlhUGixcXRW6lG902YUJhbFtZbZA+AgTO09Vzo4OXrumUKbrUibmmV8eOHXPuK6uK6OvV1x3fD9ovYSwFU14YdO8+PratQ4dhsSVOymuD9BAgcN7QoUNjA5fOZs8E/QvbDA+9rDWoGfOu0detr98MkaCPRMoLg9WrtybcwErniajy2iA9BAicl+kA0e/447+20hP4ffv2NavlJe2H+Et9tZ+CPCdSURj06/dtbHvbtkP2PfaeCtvAPwIEzstkgOhVRuYcE8IjkfZHfP9ofwV1dVZFYaBLxV90UUGsjq6pVVEb+EeAwHmZDJAHHnggYXDUr23gZX6dpf0WhGTCQBdljNbRJU6SaQN/CBA4L1MBopPl4gdFPXGcr+c8KqL9Yp5YD2KyYTJhsHv3Xmnf/p2EuhW1gT8ECJyXiQDR5TriZ5jrpav5drVVqrR/4i/x1f5Ld9mTZMNg5Mj5nvCoqA1SR4DAeWEHiC4YGL+2lU6eC+MS1Vyk/RQ/2VD7MZ0FGJMNA72EV+9WSICEiwCB88IOkPjv83WiYq7PMA+a9lf8sifpnDdKJQz0TocESLgIEDgvzADR+17Er7Gla0Ahddpv0T7U/rR1PxEEiwCB88IKED0RHD/fQ1eh5byHP9pv8av4ar9yAYL7CBA4L6wA0du3Rverk+NyZUl2W7T/4icZhn17XISPAIHzwgiQrVu3Sr169WL71ZspIX3aj9E+1f7Vfoa7CBA4L4wA0XuyR/ept3Ndu3atWQU+aD/G3x5X+xnuIkDgvKADRO+1Xr9+/dg+9Z7gCI72Z7RvtZ8rurc9shcBAucFHSD9+/eP7e/QQw+VTZu899mGf9qf2q/RPtb+hpsIEDgvyADRG1Ede+yxsf116dLFrIIAaL9G+1j7O1M3AEOwCBA4L8gAGTlyZGxfNWvWlHXr1plVEADtV+3faF9rv6dj1qzV8thjn8uHH841NyFEBAicF2SAdOjQIbave+65x9yMAGn/Rvta+z0dN944PDLTvEmTAbJqFVd2ZQoBAucFFSAbNmyQatWqxfY1adIkswoCpP0b7Wvtd+1/v+JX312wYL25GSEhQOC8oALk1Vdfje2nYcOGzJQOmfav9nO0z7X//SJA7CBA4LygAqRVq1ax/XTr1s3cjBBoP0f7XPvfLwLEDgIEzgsiQHRGdPyiifPmzTOrIATaz9E+1/73OzOdALGDAIHzggiQ0aNHx/bRoEEDczNCpP0d7Xt9H/wgQOwgQOC8IAKkc+fOsX3cdttt5maESPs72vf6PvhBgNhBgMB5QQRI48aNY/soKCgwNyNE2t/Rvtf3wQ8CxA4CBM5LN0C2bdsmlStXju1jyZIlZhWESPs72vf6Puj7kSoCxA4CBM5LN0B+/PHHWPs6deqYm5EB2u/R90Dfj1QRIHYQIHBeugHy3nvvxdo3b97c3IwM0H6Pvgf6fqSKALGDAIHz0g2Q7t27x9rfdddd5mZkgPZ79D3Q9yNVBIgdBAicl26A3HTTTbH2vXr1MjcjA7Tfo++Bvh+pIkDsIEDgvHQD5Pzzz4+1/+STT8zNyADt9+h7oO9HqggQOwgQOC/dADnllFNi7SdOnGhuRgZov0ffA30/UkWA2EGAwHnpBsjRRx8da+/nCiCkL/5KOH0/UkWA2EGAwHnpBkj87VUXLVpkbkYGaL9H3wN9P1JFgNhBgMB56QZI/CTC1atXm5uRAdrv0fdA349UESB2ECBwXjoBsmvXrlhbLVu2bDGrIAO03+PfB31fUkGA2EGAwHnpBIjiCMQ+jkDcRIDAeekGCOdA7OMciJsIEDgv3QDhKiz7uArLTQQInJdugDAPxD7mgbiJAIHz0g0QZqLbx0x0NxEgcF66AcJaWPaxFpabCBA4L90AYTVe+1iN100ECJyXboBwPxD7uB+ImwgQOC/dAOGOhPZxR0I3ESBwXroBwj3R7QrinugXX/yCnHrqM5Eyb94qczNCQoDAeekGiGrcuHFsHwUFBeZmhEj7O9r3+j740bhxJznqqGsiZc6cX8zNCAkBAucFESCdO3eO7eO2224zNyNE2t/Rvtf3wY8TT2wmNWseHymzZs01NyMkBAicF0SAjB49OraPBg0amJsRIu3vaN/r++DHUUcdFdvHjBkzzM0ICQEC5wURIFu3bpWqVavG9jNv3jyzCkKg/Rztc+1/fR/8IEDsIEDgvCACRLVq1Sq2n27dupmbEQLt52ifa//7RYDYQYDAeUEFyKuvvhrbT8OGDeW3334zqyBA2r/az9E+1/73iwCxgwCB84IKkA0bNki1atVi+5o0aZJZBQHS/o32tfa79r9fBIgdBAicF1SAqA4dOsT2dc8995ibESDt32hfa7+ngwCxgwCB84IMkJEjR8b2VbNmTVm3bp1ZBQHQftX+jfa19ns6CBA7CBA4L8gAKS4ulmOPPTa2vy5duphVEADt12gfa39rv6eDALGDAIHzggwQ1b9//9j+9PaqmzZtMqsgDdqf8bcR1v5OFwFiBwEC5wUdIDt37pT69evH9vn888+bVZAG7c9o32o/a3+niwCxgwCB84IOENWnT5/YPmvXri1r1641q8AH7Uftz2jfaj8HgQCxgwCB88IIEJ0RXa9evdh+77zzTrMKfNB+jPap9q/fmecmAsQOAgTOCyNA1FtvvRXb73777SeTJ082qyAF2n/aj9E+1f4NCgFiBwEC54UVIDpTumXLlrF9n3nmmbJnzx6zGpKg/ab9F+1L7dcgZ/oTIHYQIHBeWAGiZs+enbDIYteuXc0qSIL2W7QPtT+1X4NEgNhBgMB5YQaIeuKJJ2L733///eWLL74wq6Ac2l/ab9E+1P4MGgFiBwEC54UdILt27ZJzzjkn9hiHH364rFy50qyGUmg/aX9F+077UfszaASIHQQInBd2gKhFixbJIYccEnuciy++mPMhFdD+0X6K9pn2n/ZjGAgQOwgQOC8TAaLef//92ONo6dixY6AngnOJ9ov2T3x/af+FhQCxgwCB8zIVIOqBBx5IGBTD+D4/F8SfN9Ki/RYmAsQOAgTOy2SA7N27V6666qqEwbFv375mtbym/RHfP9pf2m9hIkDsIEDgvEwGiNqxY0fC/BCdHEeI/Iv2Q/xkQe0n7a+wESB2ECBwXnyAtGnTxtwcio0bN8oZZ5yR8Je2fm2Tr+dE9HWbX1tp/2g/ZcKRRx5JgFhAgMB5vXv3jg0eepOisWPHmlVCoZeomiGiJ47z7eosfb3mCXPtl0xc6qzBpUuiVK5cOfbYLDmTOQQInNezZ8+EwUvLlVdeKQsXLjSrBk7/wo7/OkuLXrq6atUqs2pO0tcZf6muFu2PTBx5fPPNN3Luued63vsffvjBrIqQECBwnp6gvfDCCxNmO2s54IADpHPnzrJ582azSaD0O/6rr7464bF18lyuz1jX1xc/SVCL9kPY5zyWL18ut956a8K5Fi26RMrtt99uVkeICBDkjAULFsjll1/u+YtUlw1/4403pKSkxGwSGA2xBx98MOFxNdB0Dahc+0pLX4++LjOw9fWHebWV3niqR48eCfdSj/Zzp06dZM2aNWYThIwAQc75/PPP5eSTT/YEyR/+8Af5+uuvzeqB0sly8TPWtegqtLnyvby+jvhVdbXo6w1zkqD64IMP5LjjjvO8p/p12Y8//mhWR4YQIMhJ+ldyv3795He/+51n0Lnxxhtl6dKlZpPA6HId8WtnadGvW/RmSuvWrTOrO0Gftz5/82sjfZ1hLU+iZs6cGfl60nwPjz322NBDCxUjQJDT1q9fL/fdd1/CVTpaDjzwQHnmmWdk+/btZpNA6IKBellrlSpVEh5Xb+eq9wTftGmT2SQr6fPU5xt/G1ot+rr09YWxMKLSwLr33ns971uNGjXk2WefDf08C5JDgCAvzJo1y3O1kJajjz5a3n33XbN6YPS+Fy1atPA87qGHHip/+9vfsvaIRJ+XPj99nuZz19cT9P08ooqLi+XFF18s9XFvvvlmWbZsmdkEFhEgyCsffvihHH/88Z7BqXnz5jJt2jSzemB0rkLdunU9j6snhO+55x6ZNGmS2cQKfR76fMwT1Vr0+Qd5G1rT6NGjpVGjRp7HbdKkSc6cQ8o1BAjyjn7t8l//9V9y0EEHJQxUejXPXXfdJatXrzabBGLr1q3Sp08fOeKIIzyDpBY9Saxfq82fP99sGip9PH3c0k5Sa9Hnq89bn38Y9PHbt29f6uO++eabeTu73wUECPLWihUrIjOozRPDelVRr169ZPfu3WaTQGiA9e/fX4455hjPoBktDRo0kNtuu00KCgpkyZIl5i7SovvT/er+9XHMx44WfX76PMM6z6GTDR977LGEWwZr0fk7Tz75pGzZssVsgixDgCDvfffdd3L++ed7BtDf//73MnLkSLN6YPT7ft1/hw4dpFq1ap7Hjy916tSRZs2ayd133x1ZumXEiBEyfvz4yNduhYWFkaL7i/6//ly3az2tr+20ve7H3Hd80eehz0efl+4vDDpXZMCAAaU+F52IuHjxYrMJshQBAvx/b7/9dsKqrtFy6aWXyty5c83qgdqwYYO89tpr0qpVK89f5GEXfTx9XH18fR5hmjBhgpx11lme53Daaafl/Mz9XESAAHG2bdsWufqoevXqCQOcXrb60EMPSVFRkdkkcHquYcyYMZFlWBo3buz5ii3dovvT/er+9XHCOrcRT4+KrrvuOs9z0cuD9WuyXJutny8IEKAUv/zyS6kD3mGHHZbxAU9DTWdbDxs2TLp37y433HBDZHKdnvTWUqtWrYTnqP+ObtN6Wl/baXvdj+4vU/SxunTpUmog69InmQhkhIcAAcqh5xHK+srlyy+/NKsjTnlfCc6ZM8esDgcRIEAF9KSvnh8o7aTvNddcw0lfw9SpU8u8KEFP6iN3ECBAkvSy00cffdRzkluvXHrqqafy/rJTvYGULqdunrPRy6L1ni1hXRYNewgQIEU68a1du3aev7B14pvOr8i3iW86T0TXyzr44IMT+kMnZuoCjPlyc618RIAAPo0aNUpOOukkT5A0bdpUpkyZYlbPSR999JE0bNjQ0we6NAx3Bsx9BAiQBp1s98ILL5S6+N8tt9wiv/76q9kkJ+hiimUtTjl06FCzOnIUAQIEYO3atZFFCM3lx3VRQl1+XO+mlwt0efz777/fs0y9Lo/frVu30JbHR3YiQIAAzZgxIzKr2/zLXG+ApPMwXKXzXl566aVSb9Cl80zCvEEXshcBAoRAw6K01W01XFy7BevYsWPllFNO8bwWvUVwtixDDzsIECAk+rXVc88957m3hn7NpYsb6tde2WzhwoVyxRVXeIKjXr168sYbb0hJSYnZBHmGAAFCpifSb731Vs9ArEuO9O3bN7RVb/3avHlz5Ha1uqx6/PPVf+vPXbkdL8JHgAAZ8s0330Qu8TWDRC8F/uyzz8zqGadHFHpkoUcY5nPUIxE9IgHiESBABukkQ51sWL9+fc8gfdlll8m8efPMJhmh5zL0nIb5nPTch54DAUpDgAAW6LInf/3rXz03ktJlUh555JHIsimZoFdP6VVUZnDo1Vb9+vXL6KrDcA8BAlj0888/RxZkNAdwXbhRF3DUhRzDoPM19D7oOn8j/nH1BP99990Xme8BVIQAAbLAuHHj5PTTT/cEyZlnnhlZUj5IOlNcZ4ybj6Uzy3WGOZAsAgTIEnq08corr0RuWmUO7nqfcr3JVTp0bSpdo8rct65lpWtaAakiQIAso/clf/jhhz3Lhej5Er3dbqq3oF29enVkVVxdHTd+fwcddFBkFV1dTRfwgwABstRPP/0kbdq08RwxHHnkkTJ48OAKl43X+2/ofTj0fhzx7fV+HXrfDr1/B5AOAgTIcv/4xz/kxBNP9ATJeeedJ999951ZPULv/Kd3ADTb6J0C9Y6BQBAIEMABejTRu3fvUo8mOnbsKCtWrIjUmzt3buSe42Zw6L3J9R7lQJAIEMAhej7jrrvu8pzPqFGjhpx22mme8ybVq1eXLl26yLZt28xdAWkjQAAHTZs2TVq0aOE50ogv1113nRQWFppNgcAQIIDD3n33Xc+yKGeddVbgc0eA0hAggON0/axoeOhSKGHNXgdMBAjgOP2aKhogeu8RIFMIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEGSVAfdWSqmAACmP+XmpqCA19BiyivkLXVEBAVIe8/NSUUFq6DFkFfMXuqICAqQ85uelooLU0GPIKvwyp44AKRufp3DRq8gq/MKnjgApG5+ncNGryCr8wqeOACkbn6dw0avIKvzCp44AKRufp3DRq8gq/MKnjgApG5+ncNGryCrxv/AVFfwLAVI28zNTXkHq6DVkFfOXurxSlp3b1suW9YUZLRvXFsraVYWy4tdCWbKkMDKoZ6p8/fXXsQCpUaOGZ3smytJ9r3nl8kJZt68PNq3z9k+YZffOzeZHIMb8zJRXkDp6DVnF/KUur5Rm1tg+nnqZKD1uqCQ3tagk5xxXSapV/ddgnk/lkAMryXknVpI7L6okvW/19k+YZeADB8iSmSPNj0KEWbe8gtTRa8gq6f5Cf/L38zwDQyYKAWIvQLRMeOtO86MQEV8HwaNXkVXS/YX/edoH8vbj9TwDTNiFALEXIO893VDWFE41PwoR8fUQPHoVWYVf+NTpOYjoQM5J9ER8nsJFryKr8AufOgKkbHyewkWvIqvwC586AqRsfJ7CRa8iq/ALnzoCpGx8nsJFryKr8AufOgKkbHyewkWvIqvwC586AqRsfJ7CRa8iq/ALnzoCpGx8nsJFryKr8AufOgKkbHyewkWvAo4jQGALAQI4jgCBLQQI4DgCBLYQIIDjCBDYQoAAjiNAYAsBAjiOAIEtBAjgOAIEthAggOMIENhCgACOI0BgCwECOI4AgS0ECOA4AgS2ECCA4wgQ2EKAAI4jQGALAQI4jgCBLQQI4DgCBLYQIIDjCBDYQoAAjiNAYAsBAjiOAIEtBAjguBW/FsoZx1SKlHNPJkCQOQQI4Lh1qwrl1paVIqVTGwIEmUOAAI7btK5Q+txaKVL6dSJAkDkECOC4LesLZcC9lSJl0MMECDKHAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcQQIbCFAAMcRILCFAAEcR4DAFgIEcBwBAlsIEMBxBAhsIUAAxxEgsIUAARxHgMAWAgRwHAECWwgQwHEECGwhQADHESCwhQABHEeAwBYCBHAcAQJbCBDAcVuLlsYC5M0/H2xuBkJDgACO+61krwzr2igSIJ+/cpW5GQgNAQLkgOKdW2TVwklSsrfY3ASEhgABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAjgoOvM82QKEgU8W4CAzICoqQBj4ZAEOMgOiogKEgU8W4CDCAdmATx/gIAIE2YBPH+AgAgTZgE8f4CACBNmATx/gIAIE2YBPH+Cg+ACpqABh4dMFOMgMifIKEBY+XYCDzJAorwBh4dMFOIiAQDbg0wc4iABBNuDTBziIAEE24NMHOIgAQTbg0wc4iABBNuDTBziIAEE24NMHOIgAQTbg0wc4iABBNuDTBziIAEE24NMHOIgAQTbg0wcA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC//D3thtQ5kcwq6AAAAAElFTkSuQmCC)
PN: 3H30-7-03
CAS: 219478-19-0
Molecule Weight: 239.63
Formula: C8H9ClF3N3
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperazine](data:image/png;base64,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)
PN: 3H32-7-Y6
CAS: 132834-59-4
Molecule Weight: 265.66
Formula: C10H11ClF3N3
![2-[(2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]amino}ethyl)amino]benzenaminium chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA9vAAAPbwEMtuuXAAACqXpUWHRtb2xTb3VyY2UAAHicjZZZb6MwEMe/ysjPG+ODcFRJqqpVpZXaPmy70r6tXOIkSBwV0Bzffsc4tECzuCFh7PH/Z3yMhyyuj3kGe13VaVksCaeMgC6Scp0W2yX5/XI/i8j1apGgCIVFvSS7pnm78rzD4UCTnc7VsSxoUubEtl8d63SgOUhaVltPMMa9P48Pzy0zS4u6UUWikarTq7p1PpSJatpR/OcRXq6qfVp4Vu7l1d729lcw82X0WK/J51xuse0GUdikmYZNWeWqgb1gFL/sB2x1oSvV6DW8ntAtqY9zXy0e78rkPddFg0XTQ5qo7Lmp3hN05GWmk3fsDAs/75Yk5wiopsxvqkqdwJSMW3FQApQE5YOagwpAhaAiUDEozvCH7RwFHBUcJRw1HEUcVRxlHHUCdcL0gzohcU8ybQb1cnrTOLMMnuC2dz193Hv+DG/35iJ28tntTlVbxGccOLDvXrhFwjBUShnCFytoEIT+pz37cYnx05mz86zBhWa4DnN0+iEE6Ix8iNCJE47ROY86c3aeJWeAM6zGPnCBrdIgUWyqnPoy9gmczHAj6of44FlAY2kssrGxPg2EsZKyyFhBJe/Xu/ax/rv17nkhDdmleme78cWUtcsYUBkEEsPJ+4in1eK1LNa9IqTrJXnlpA20X3pT40TbQCNQVmtd4fE1HRhpHxBDwITlB3BzCZBDwATxNOAPARPy08B8CJgDMg0EQ8Acp2kg/DJpBxANAXNap5c1HgLt2Z4mTHsfsbnAwYy22+YOBzPacZtrHMxo021uml4yPtp3m8sczGjrbe5zMKPdt7nSwYwCwOZWBxNdWAMXMwoDm78dB3IcB4HJ9w5mfOzb94ODERcYR+wIeYG5GDteLzt53ZsRi1/eml7vlerhH4nVPziNYJabxQulAAAxZ0lEQVR4Xu3dB5iTVb7HcQsiq64Nu669oSIWRF10db2iF1nXBmtBdHUFrIgrFhRUEOxlV1kFAWmCS1GkFykKgiIKIiKCFAFBpFfpnju/4804HGcmyX+SmbzJ9/M8eRhz3mSSmDm/9z11BwcAgMEO4R0AACSCAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYRD5A1q9fH94FACgFkQ2QSZMmuRNPPNHtsMMOrnHjxm7VqlXhIQCANIpcgCxZssTddtttbuedd3a77rqrO+aYY3yIHHDAAa5Dhw5u27Zt4UMAAGkQmQDZvHmze+GFF9xee+3lA6N27dpu7ty5vqxfv37u2GOP9fefccYZbsyYMds/GACQcpEIkIEDB7rjjz/eB0SVKlXcBx98EB7iNm3a5J599lm35557+uOuvfZaN2/evPAwAECKZHSATJ8+3V166aU+EPbbbz/Xrl07t3Xr1vCw7SxevNjdeuutbqeddnK/+93v3GOPPUZHOwCkQUYGyMqVK929997rdtllF3+77777/H3J+Oyzz9x5553nw+cPf/iD6969e3gIAKAEMipAdHXRtm1bf7Whir9mzZrum2++CQ9LSo8ePXyA6PmqV6/uJk6cGB4CADDImAAZPXq0O/XUU31Ff8IJJ7jBgweHh5ipCevxxx/3TVpq2rrlllvcDz/8EB4GAEhCmQfInDlz3DXXXOODY++993YvvfSSH3GVDupUv+666/zvUmf7M8884zvfAQDJK7MAWbt2rXv00Uf9XA7N6WjQoIFbunRpeFhajB071g/3VZBo+O97770XHgIAiKPUA+Tnn392Xbp0cYcccoivwC+44AL3xRdfhIelnSYcduzY0R144IH+dVx88cXuq6++Cg8DABShVAPkk08+cWeffbavsI888kjXq1ev8JBSt3r1avfAAw+48uXLu3Llyrm7777bLV++PDwMABAolQBZuHChu+mmm9yOO+7odt99d/fkk0+6DRs2hIclTM83YcIE3/Eeu+m/Fy1aFB6asJkzZ7rLL7/ch9u+++7r2rRp47Zs2RIeBgD4f2kNkI0bN7pWrVq5PfbYw4fHjTfe6L7//vvwsGKpr2TAgAGuUaNG7swzz3S///3vfSVf1E3lVatWdffff78bMmRI0pMIhw8f7ipVquSf6+STT3bvv/9+eAgAwKUxQPr06eOOOuooXxFXq1bNjR8/PjykWMOGDXPXX3+9H3obCwdV6FoDq1mzZq5z587+1rt37/yfH3nkET+iK7ZKbyxQ6tev769QEqUrj1deecXts88+/jmuuOIKN2vWrPAwAMhpKQ+QKVOmuAsvvNBXvAcffLCv2NVxnggdp0CIzQdRv8SVV17p3nrrraTnbSxYsMB16tTJ1ahRw1/96PnUUT5u3Ljw0CItW7bM3XHHHb5vRK/loYcecmvWrAkPA4CclLIA0RDchg0b5i+z3rRpU9/8lKjPP//cX6moot9///3d008/7ZduTwXN/9CeIRUqVPDPX7du3aSGDE+dOtVddNFF/rEHHXSQe/PNNxMORQDIViUOEE36e/nll/0kQFWwV111lZs9e3Z4WJHUXKRRUAqe3XbbzbVu3dqtW7cuPCwl1Mn+97//3b/OihUruv79+4eHFOvdd991Rx99tH+8+lk++uij8BAAyBklChB1Usf6GypXruxGjhwZHlKs+fPnu3PPPdc/Xutexfb3SLcRI0a4ww8/3C9rotV6k9mESjPXn3rqqfzO/BtuuMG/DwDINeYAUYd27Ez+tddei7vMekh9Jeoj0Wq7zz//fFicdmrCUp+I3kO9evWSfv26mrn55pt9/4r6SFq2bBkeAgBZzRwg6lTWJk8rVqwIi+JS04+avLQe1ahRo8LiUqPQ0N4hCpE6deokHSKi96LHaw4JAOQSc4CoCUe7/iVLVx4KD+1hPmnSpLC41Kkz/M477/QhcNddd4XFcWmuix6rGewAkEtKNUDUV6BmK115ZEJ4xChEdAWiIND8j2QQIAByVakFiEZrqcNcfR5l2WxVFC2tctZZZ/khyJMnTw6Li0SAAMhVpRYgGqqrirYsOswT9e233/r3ddJJJ/lgSAQBAiBXlUqAaJKg5nloqG6mT8Br166dDwRtNpUIAgRArkp7gGiOhWaYaxXe0prnURJ6vZokqPe3ePHisPg3CBAAuSrtAaI9P1TBaoZ5VIwZM8a/ZjW7xUOAAMhVaQ0QNVdVqVLFr22VruVJ0uX88893e+21l99wqjgECIBcldYA0ZLsqly19EfU9OvXz792bSxVHAIEQK5Ka4BoPw8N203VqrqlSbPStV969erVw6LtECAAclXaAkT7ZmgzKO3nEVUKBa11peXgi0KAAMhVaQsQLZWuilWbQUWVtrfVe9DGVEUhQADkqrQFiPYw19l7sjsJZhJ1/KsJTnuIFIUAAZCr0hYgmktRqVKl8O7I0fvQzPSiECAAclVaAkTDd1WuBQqjTnuFaH2sojadIkAA5Kq0BMiCBQt8pdq8efOwKHK0UZTeS1Gz6AkQALkqLQGita9Uqb7++uthUeTE1saaOHFiWOQRIIg588x24V3biVcORE1aAmT06NG+Uu3evXtYFDk9evTw76WoJegJEMTEC4h45UDUpCVABg0a5CvVvn37hkWRo/eg96L3VBgCBDHxAiJeORA1aQmQ2BVIlOeAxHAFgkTFC4h45UDUpCVA6ANBLooXEPHKgahJS4DERmE1a9YsLIqcFi1a+PfCKCzEo4CIdwOySVoCRFReu3bt8O7IqVu3rqtQoQLzQBBXvICIVw5ETdoCRLsQHn/88eHdkXPGGWe4U045Jbw7HwGCmHgBEa8ciJq0Bcg///lPX7GqOSuqtJlUuXLl3G233RYW5SNAEBMvIOKVA1GTtgAZMmSIr1jffPPNsCgyBg4cGHc0GQGCmHgBEa8ciJq0Bcj69evdnnvu6WrUqBEWRcatt97qdt5552JXFCZAEBMvIOKVA1GTtgCR+vXru5122sl99913YVHG27Bhg98TPV4AEiAAclVaA2TChAm+cm3cuHFYlPE6duzoX3vXrl3Dou0QIAByVVoDRC6++GK/te3ChQvDooylIbsnnHCCO+yww9ymTZvC4u0QIAByVdoDZNy4cb6CLW5Xv0zTuXNn/5pfeumlsOg3CBAAuSrtASKajKftbUeMGBEWZZxVq1a5Aw880B199NG+HyQeAgRAriqVAFmyZInbb7/93OGHH+6WLVsWFmcUXSkpEAYMGBAWFYoAQYxGWT3wwPDw7ny5NAqLzyI3lEqASP/+/f2ILPWJbN26NSzOCN26dfNhcNNNN4VFRSJAEBOrNIcPnx0WeblUafJZ5IZSCxDRFreqbDW/QvumZ5Lx48e73XbbzZ144olu7dq1YXGRCBDEqFJcvvwnd/XVPd2KFb9t/sylSpPPIjeUaoBodFO9evV8hXvnnXdmTIhMnTrVVaxY0TezzZgxIywuFgGCmFilOHDgDPfQQ+8HpblVafJZ5AZzgOyxxx7ub3/7W3h3XGq+qlOnjq909W8iHdXppCsPhYfez6effhoWxxULkLvuuissyklz5swJ78oZBSvFe+4Z7EaM2L75JpcqTT6L3GAOEC3xoUq3T58+YVFcChFVuKp4zzrrLDdr1qzwkFKhPg81W+2///5+0mOytNhikyZN/PvQ8wwdOjQ8JGdocETDhg39Z3HEEUe4sWPHhodkvYKV4uLFa90VV7ztVq789QQplypNPovcYA4QbbR0wAEH+ArjwgsvdFOmTAkPievVV1915cuX981h2vmvtJq0NFQ3NtpKfR7JNlupKU6LRGq4r55Do8u07Il+rlWrlps5c2b4kKy1ZcsW98orr7h9993Xv//KlSv7/5/6+brrrnPz5s0LH5K1wkqxd+9prmnTX4euh+XZLHyvufxZZDNzgIg6m5s2bep23XVXf0WiM9ClS5eGhxVr8uTJ7qSTTvIVTtWqVd2YMWPCQ1JGFb8mCcYqfo22SqbDXD766KO8L/+Z/vHHHHOM69u3r79/xYoVeZfq9/jl3xWKujJRUGWz4cOHu0qVKvnP4uSTT3bvv/9LW/fixYvdLbfc4kfdaRWCxx9/3C+ume3CSlHnQ/Xr93ejRs0ttDybhe81lz+LbFaiAImZPXu2u+qqq3xFsvfee7uXX37Zbd68OTysSFou5JlnnvGr9+o5zj//fNevX7+UDfdVP4vWttLyJHp+TRLUUu3JmD9/vrvhhhv843WG/fTTTxe6zMm0adP8Aow6Tldo7du3L3I3w6j69ttv3eWXX+7fo648dCWpK5GQ9pGvXr26P+4Pf/iD69GjR3hIVimsUpw/f3XeZ9XDrV69sdDybFXYe83VzyKbpSRAYkaOHOmbMGJNQ9oTJBk6c9WZe6w5SFcKGt2kM91169aFhxdrzZo1PiR0JhwLpkMPPdQvT6KO70T99NNP7oknnvB9HDqjVtNXccu7x2jey7HHHut/7+mnn57WK6vSoj6fBx54wF9h6UpL/VjLly8PD/uN7t27+wDRZ6FA+eyzz8JDImfVqg3uqafG5l3F9s07Qfil6bWoSrFbtynu0UdHblfeuvUY16jREDdnzsoCR0bTkiXr3Ysvjs/7+/91AEUyn8XDD7/vHnzwfbdw4ZoCRyIKUhogoquG1157zY9sUoVx2WWXJd3HoIqqTZs2+Wevuu2yyy6+iUvLojz55JO+KUo3deLHfm7ZsqW/StA2tGpS0+P0r64I1GFe2BVDcd5++23fv6Hn+eMf/5j0KC39vmeffTY/wDTsOYpL2+sKSldwsaY/TQb96quvwsOKpSYsNWWpSUtBrLlAOmGImq1bt+V9L6a6P/+5s68E1a4fL0BUfvPNfbcrf+utKe6cc9q7s89u7557bpw/K4+aTZu25n0vJrnzz38z72+znfvvf6fmlyXzWfznP5+6s856w517bgf/8/r1ibdeoGylPEBi1CfQqFEjX/Hrpi1uLX0C6oTt1KmTP/NXO7vOfmOhUthN/THaw1zb0Co0ErlaCH3++ee+GU3PpxV5i9uRMBGqKFVhxvoEHnvsscj0CXz00ThXsM/nvffeCw9Jiv5/qnNdz6dgVcAmG+xl5eOPF7jatXv6yu9vf+vtJkz4PjwkKfPmrXL33jvEP99FF3XxHc2xMMp0utpQc5Reu67Cpkwp2cnAjBnLXIMGA/zz/e//dvPzR0ppTA1KIG0BEvP111+7Sy65xFcYGi6bij4BVUIaJjp69Oj8m/5b/RQl8eOPP7p//OMf+RW9Zs4n23RWHDXdnHfeef6zUJOOmnYy1Q8/rHVNmvR0++xzhq/o1UeVyopeTXq6UtRnoaY+9XllKlX0jRv/WtH36jXNX4mkyvjxC9w11/waTJ9+mrlbH8ycuTy/or/00m5uwIDUVvSaLxILJl2pfPnlj+EhyCBpD5AYLU543HHH+QrjtNNOcx9++GF4SJlRxfj888/n971ogmQ6m5rUmaymsd/97rC8M9pn3LRpS8JDyszGjVtcu3afuerVO/pmhSZN3si7gkrPH7FOJDp06JA/HFxNYxqEkCnWrt3k/vWvj31TU7Vq7fOulj5KW1OTAqlHj1+bxpo0Gea+/351eFiZ0RwO9dvEmpratJmQtqYmNY116KBWgF+axpo3H5V3cpe6EzmkTqkFiGhkVmlW1Ikoq2BT5/zzz3fLq5xe9X+ULVp84JYtK9tmraFDv3W1anX3Fditt/YrtWCLTciMdc5r4EQinfPpomak996b7mrU6Oo/izvuGOhmz14RHpYWpVlRJ2LLlrILNoWGwkMhojBRqChckDlKNUBiCjYVVahQIeVNRYlIR9OahZqKHnnkl1Epf/pTJ9e58+S8oC3d1/H110vz/n/086/hssu6uyFDvg0PKRWagPmXv/zF/z/RIAwNpChseHA6TZr0g6tb9x3/WVx55dt5JxRlc4KT7qaiRGRK05qasWId72reCpdFQdkpkwCJSXVndSIKdu7rjNfauZ9qkyf/4G688ZeKS8s+fPDB3PCQlNNqqbry0dnuH//Y0bVtO9Ft2FC6FXZhhg0btt0ExdLYiEz9ag0atHJVqrzkg7xLly9KPcgLk+rO6kTMnDnL3XLLC/l9PpnQua/wVMe6Otj1uhSu6nhH2SrTAIkp6XDZRKRieHG66Y+0X79v0t50oopRFaQqSv0eDUVdtCi5GfnppiuPf//7326fffbx/7+uvPLKtKyZVnB48e67H+YefLCzD9ZMUnC47BlnvOLuuut59/33JRsBVhidSN1///3+xGr//c9yrVsPLFGfz6JFi/wacwUHu+i/Fy60X8moOU9DfdW8d/rpL7omTV5OevULpE5GBIhYJ+wloqQTHEvbunWb8irPT9LSeasmGTXNKDhuuOEd32STybRI4x133OH7RjRE++GHH/aTRFMhahMcNWGvSZPOeUF3ZN5tdz/vKRWrWavpVk24asrVZ6F5U19/PT08rFgKYv1dKYA0Xyu2HlpRN5VreLhaA9QPmeySQpp0ePvtbVyFCgf71S80QTiZ1S+QGhkTIDGJLhmSiJIusVLWtPTDffcN9ZW9OjF79vxqu+Gjuj/RbUN1JXPnnYP8fbrCUSdxWTdLJOPLL7/M+wz+7P9fHnTQQX5ukHXxzagvsfLJJzq5OMe//iOPPNL16tUrPCRhGjSilRL0XBpMohUUkqErivr1628XGDpJu+aaa9wjjzySP8m3d+/e+T83a9bM1a5d2zdPxh6jK8Drr7/eN18mY9SoUfknh1qqaPDgweEhSKOMC5AYLVqoMxl9MQouWpiIVCzymEk++eTXCWwvvDAu//5YgMTbNlQd9bqa0U3DUjU8Nareeecdv5aZvhfaCmDcuF8/j3iyaZFHhWfXrl3dIYcc4j+LCy64wC9MmiiNftQoSD1WoyKfe+65pE7U9Llr2LUev+OOO/qrFoX6ggULwkOLpVYG9X2qiTI2SfjUU0/1gZPoCYKap19//XW/IZwen4nN09kqYwNEwmXT/+d//sfvHlgUfeF0hnPwwQf7463LzGciXXnoqqFgJ6oCIpFtQ9WGrjWINCEuG2gts9atW+ef9Wp5m+IqrnCxzmxaZl4nS48++mj+yZKuBoo7WVJgaiWE2JIyGg2pUZGJ0nPr89bnqBGUjRs3TtlnuWTJEt/iEGtKq1atmh9okygNkLn33ntLvPoFEpfRARKjeQIPPvhg/jwBbYertvGCtLOgvnD64h111FGmja6iJhYQubptqDppb775Zn8GrD4B7VET9glo6ZXYopaa+Z6tG11pJ0g1G+l9qrn2xRdf/E1zrc70NdpRx2hFhGQqZ1HzVmwQivoo9fmng4b06wRB/aEKRS3gmcxw7unTp7tLL73Uv06F0RtvvFEmQ/RzQSQCJEbLiP/1r3/1XwwtI66NjHQpfuONN/pKRDsktmrVKqnVdqOsYEDk8rahaoeP9QloN8SePXv6xR5jTSya6a4Z77lQiWikk5qA9L7VJzBo0CA/qlGjG3WfRjtq1GMy9LnpqkVXLHp8aQyrlrlz57qaNWv6133uuecmvVRROEn4gw8+CA9BCUUqQGK0cVFsEyoFh27aHKokwwOjqGBAsG2o830CWrI/9r3QFavOXnUFm0vUJ9C2bdv8PgHddDavUY4a7ZgMPVe9evX8cyiQi2seSxetXqEmKTVNJ9skHa5+oYEYSJ1IBojokjY2CfHdd98Ni3NCGBBsG/pL84eWzdcJRi5tLVyYlStX+iYcBWmyZ++i8KhTp47/G9Nq0qna4M1Co63Uh6XmOQ2wSZb6efRZaNQdUieyASLaF0Rf7lR14kVNGBBsG4qQ+gLU7GShDcP096U+x0RHRKXTpEmTfHOkQiTZKxFRH5jmniB1CJAIKywg2DYUBVkDRP2L+tvSFUgmhEeMQkRXImrOSvaqigBJPQIkwooKiMK2DUVusgSI5pNoWLDm2YSj2jKBmrPUJ6KO9XCkWXEIkNQjQCKsqIAobNtQ5KZkA0QjGNV/pDk2GvWYqdQxrr99DZJIFAGSegQIkMWSDRBNuNTfVLt2mX3yoWY1DfHVPJFE57MQIKlHgABZLJkA0VIvuvLQEkJRmDOjeSKaQKoJxIm8XgIk9QgQIIslEyBqDtLfk/arjwrNWNdrTmRBSQIk9QgQIIslGiCabKnJdppbFSWa96P5HVWqVIk7WowAST0CJMLidZLHK0f2SzRAtH2w/pb69esXFmW8p556yr/2eEvBEyCpR4BEWLyAiFeO7JdogGh/FK16XZazza20iq+G9Wo/keIQIKlHgERYvICIV47sl0iA6O9Ha4fdfffdYVFkaD8RLVFf3G6VBEjqESARFi8g4pUj+yUSINoISn9Hw4cXvbtlptNS9XoPxe2oSICkXqQDpHXr5/IuXfdy8+cXvZlQNosXEPHKkf0SCRDt7aEmIHVIR5V2NtRVlPZYLwoBknqRDpA2bQa7Y4653S1cuDwsygkKiHg35LZEAkQzzzX3I+oqVapU7PsgQFIv0gHSocPnvpLUnt+5KF5AxCtH9osXIJqAp3WvtOdH1GnhR02ELGo4LwGSegRIhMULiHjlyH7xAkSzudV30LJly7Aocpo3b+7fy4IFhTdpEyCpR4BEWLyAiFeO7BcvQCZOnBiJta8S8frrr/v3UtTaWARI6hEgERYvIOKVI/vFCxAtja5Kt0ePHmFR5HTv3t2/F+0LX5hsCZB2DXYo9FYWyua3pggBUnxAxCtH9osXIIMGDfKVbt++fcOiyNF70HvReypMNgVIpsicV2KQ6wECxBMvQLLpCiQ2FyQXrkAyRea8EgMCBChevAChDyR6CJAUIUCA4sULkNgorBYtWoRFkdOsWbOcGIVFgKQIAQIUL16AaB5IhQoVXN26dcOiyKldu7afB1KUbAqQwm5loWx+a4oQIEDx4gWInHLKKb5yjbrjjz/e705YlGwKkEyROa/EgAABipdIgNx2222uXLlyflOpqFKzlZqv/vnPf4ZF+QiQ1MucV2JAgADFSyRAYqOXBg4cGBZFxptvvunfw5AhQ8KifARI6mXOKzEgQIDiJRIgWsl25513drfeemtYFBk1atRwe+65p1u/fn1YlI8ASb3MeSUGb701xVWt2s6tWLEhLALgEgsQUQWsPdE3bIje39J3333ndtppJ1e/fv2waDsESOplzisxWL9+s5s8+YfwbgD/L9EA6dq1q28C6tixY1iU8Ro3buxf+4QJE8Ki7WRLgGSSSAdIOm3duo0rG0ReogGyadMmd9hhh7kTTjjBD+2NioULF/qtbC+++OKw6DcIkNQjQIqwcOEa17TpiPBuIFISDRB56aWX/Jl8586dw6KMpd0U9ZrHjRsXFv1G1ANkw5olbvnCqeHdZYoAKQIBgmyQTICo/+Poo492Bx54oFu1alVYnHFGjBjht7FNdBJkpAPk559d32fOcd2bHhGWlKnIBYhGXT3wwPDw7nwFV6CNtxptYeX9+n3jGjQYkHdm09fVqNHV/6zb5s3RuawHYpIJEBkwYIA/o9eZfSZbtmyZf1/77befW7JkSVhcqCgHyMyPu/rO888HPRkWlanIBsjw4bPDIq+kARLDFQiyQbIBIjfddJMPkW7duoVFGWHr1q2+z0Mjr/r37x8WFymqAbJl4zr31oOHuh5Nj3RbNv8UFpepSAbI8uU/uauv7lloJzcBAvzKEiBr1651J554otttt93c+PHjw+Iypf3ONV9FAactbJMR1QD59L1H/dXH7M96hUVlLpIBIgMHznAPPfR+UJq6ANEQ4c8/XxTeDUSKJUBkxowZvnmoYsWKburUzOi4VXjceeedPjzq1auX9GixKAbImqVzXIe7Krj+z/8pLMoIkQ0QueeewW7EiO2bslIVIEA2uOiii9yhhx4a3p2QTz/91O2xxx4+RMr6SkQd/HXq1PHhoX/VjJWsypUru1NPPTW8O6MNb3uNe+P2nd2y+ZPDoowQ6QBZvHitu+KKt93Klb82ZYUBEu8GZCNVsG3btvX9BKp0n3jiCffTT8m3n2ty3v777++bs8qqT2TWrFnurLPO8u/jrrvuSjo8Nm/e7J5//nk/Yks3/az7Mt3CGaN909WYbg3CoowR6QCR3r2nbddXEQZIceKVA1GkLV11pq0KV5MDjznmGP+zmrIsW9eqOUt9IrHRWaU1xFdNVtopUXt8lC9f3r366qvhIXFpVNlxxx3nX/uRRx7pb/pZ96ksU/28bavr07KK63TvXn7+R6aKfIDkfcdc/fr93ahRc39THh4bipWPHj3XXX99H1e9ekdXr9679H0gkubMmeOuueYaX0HuvffefmJg7ExbK+4qTFR23nnnFbnta1HUsR4bnaV5IppsmGwfRDLGjBnjqlat6n/fSSed5CZPTq4J5+uvv3aXXHKJf7yuoN544w3/enXTz7pPZTpGx2aarz9s668+prz/YliUUSIfIDJ//mp3+eU93OrVG00B0rz5KDdv3iq3ceMWN2TIt+7SS8vmUh2wUOX+6KOPul133dWvqtugQQO3dOnS8DC/Uu1jjz3ml/5Q05ZGM/3444/hYcXSku+abKjKV8ueaO2sVC3AqKapfv36ufPPP98/v1bXfeaZZ/wyK4lasWKFa9Sokdtll138TfuDFHbFpPtUFjtOj9FjM8Gm9Stdl/v3dz2bn+C2bc3sprasCBDp1m1K3h/RSFOAxGzatNWNHDnHXXdd7+3uBzKRmni6dOniDjnkEF/hXnDBBe6LL74ID/sNrV577bXX5lfSzz33XFKV9MaNG/3VjTrnY89xyy23+HBZs2ZNeHix1q1b54YPH+7uvvtuf2Wj59OqwE2aNHGLFy8ODy+Swue1117zHf56jssuu8w3vcWjY3SsHqPH6jmS7WNJtfE9G/urj3lTB4VFGSdrAmTbtp/dzTf3NQeIftbtoou6uFmzlhc4Csg8n3zyiTv77LPz2/Z79Up+jsCHH37oTj/99Pw+gWQm5YlCRx3rWgpeVz56Hv2r4bI33HCDa9mypW/q0q1Pnz75Pz/55JN++RE1UensX4/TrXr16q5NmzZJ74w4atQoP8JKz6G+muI2lSqKHhPr59Fz6TnLwsofprv2d+ziBr9SMyzKSJELkHRat26Ta9fuM3fbbf3CIiAjLFy00PdFaDTR7rvv7ivjkjQhqU+gffv27oADDvCVp8LA0iegTakUJtoeV3usqzktFgyF3dQpfvLJJ/tO+U6dOrl58+aFTxnX7Nmz3dVXX+2fT30+L7/8colGV+mxeg49l55Tz63fUZpa3FvTNa+ziw+SKCBAAppAqM50IJNs3LrRtRrbyu1xwR4+PG688Ub3/fffh4eZqU/g/vvv9xW79ke/5557StwnMH/+fDd27Fg/Kix2039bwqIg9fk88sgj+X0+DRs2LLTPx0rPpefUc+t36Hfpd6bboEGDXLmddnDPtWwcFmUsAiRP69Zj/La4a9ducm3bTvSjuoBM0WdOH3dUj6PcDu12cNVaVXPjJ6ZvUp/6BGrVquXPwNUn8J///KfM+wRi1OejJrCDDz7Yv74LL7zQTZkyJTwsZdSfpN+h36Xfqd+t15AOuvrRoASNDlu5cmVYnLEIEKfkn+n++te33QUXdHKNGg3x62ABZW3K8inuwgEX+uA4uFteBTYjrwJz6anAQkOHDs3vE1CT1MiRI8NDStXHH3/sqlWr5l/PUUcd5Xr3Lr2BLvpd+p363XoNei2p9uKLL/rn1+TPKCFAgAyzdMNS13BMQ7fzGzu7XTvs6ppOaOrWbk5/E0poy5Yt7l//+pfbZ599fOV21VVXlXqfgJrptO6Vmu20rEqrVq38KLDSpt+p363XoNei15SqJkQtR6+RZ1WqVMmYq71EESBAhti8bbN7+cuX3d6d9vZXHVcNy6uwV5duhV0Y7b1x++235/cJNG3aNOnhusnSwAANENBAgViFre1ry5peQyzQUjGIQerXr+8DWn1EUUOAABlgyPwh7sSeJ/rgqNy7shu5sGybjAqj/oY///nP+X0CGj2Vjj4BNRnFlhzRUOV0NBmVlF5TwWHU1iY1zbBXMGsFgSgiQIAyNGPVDHfZkMt8cFTsUtG9Nu01t/XnzG7GeOedd/L7BLTIYapW6lWntSZD6nk1OVKTJNMRUKlinchZ0J/+9CdXoUIFN3fu3LAoEggQIIWGLhjqag2p5fbrsp/vvzjm7WPcdSOuc+MX/1LJKihipq2Y5sq3L+92ab+LazSukVuxsWTDZkuT+gRat27t+wRUeWpY8YIFC8LDEqJhs1p+JdZEpmVZSmPYbKokupRMSJM/9dnpsVFFgAAp0nxic3fGO2e4AfMG+DD4actPPjiuGHZFfnAUDBAd02xiM/f1yuQn7mUK9QkUnNio2eeJ9glo6KqWRCk4cU8LQkaVXnvBiY0FF7MMaWl9NX1pORgt5xJVBAiQAsMWDHNV+lTxoVGYFp+38P8WDJBsoqVVzjnnnPw+gZ49e4aHbGfw4MF+3oOO19LzZbV0SDrovcSW09d71HsNKWhV3rVr17AoUrLz2wyUsr8M+Yt7Z8474d2/ka0BEqMKMbbIovoEwmXYv/nmG1ezZk1fri1zX3/99cgNXU2E3pPem96j3qves967qKlPV2sK3Ezu40lEdn+bgVKiPo8lG+Jv/JPtASJqklG7vjqH1SegYarffvutu++++/KXT7/33nsjNePaSsvB6L3G3rc+A23Jq+X0ddUWddn/bQZKQbn25dyWbVvCu38jFwIkRiOLateu7c/A1Ueify+99FI3fXo0FgpMJb1nvXd9BrFmu2y48sqdbzOQRroC0QzyeHIpQGK0TLyWi9eQ11ym5qojjjgiP0ROO+0098EHH4SHRUrufZuBNNDQXfpAUBxNvFRwqAP9hRde8MuX6L/VpMU8ECCHaf7HaX1Ocxu2Fj6EteXnLf2/BEhu0tIvmr2vCZixtby0Bpb2T1E/kfqLmjVrFrkhvXybgRR55NNH3JnvnOkGzhvoVm1a5cPk4x8/LnIeCHLHww8/7K82NIs/NGnSJD8jXeUawaaNuaKCbzOQQoPnD3Y1B9f0y5Jolrlmol8/8nofJEKA5B6tYKxZ6lpHrDj//e9/8/tIzj33XDdhwoTwkIzDtxkA0ujKK6/0zVSJbH6lGeotWrRwu+22mx+5dvPNN7tFixaFh2UMAgQA0mTEiBH+ikLL4SdDkw3r1q3rH/v73//ePfXUU27Tpk3hYWWOAAGANNA8j8qVK/sNuRJZXLEw48aNc1WrVvVBcvTRR7sx778bHlKmCBAASAPtJ6+KX7s6loTmj2gIcLVTDnINa+zgBrx0kVv+/ZfhYWWCAAGAFNMSJhUrVnSVKlUqckXeZP20bo37qNdDrv2d5V3728u5sd3vcBvWLQsPK1UECACk2D333OOvPoYOHRoWldjqJbPcsP9c4do12MF1bryPmzry325bAsvopAMBAgApNG3aNFeuXDlXq1atsCilvp8+wvV64mQfJD0fr+QWTBsWHpJ2BAgApNC1V1/iypcv72bMmBEWpZyuPL4a3cZ1vm9fHyRD2vzFrfpxZnhY2kQyQBLZNnTZhmVu7pq5293mrZ0XPBMApM7sSf3drRft4P799P1hUVptXLfcffT23b5vRH0kH/dp4jZtWL3dMQqYwm4lUbJHl4FEtw3tMqOL+/vov293u31scmOxASBR27Zscv9tdpzrev8BbuP6VWFxqVixaJob+PLFPhj0OqZ/1EHDuHxZScOiMKl/xjTK9W1DAWSuL4Y95yvp6WPbh0Wl7rsv+rm3mx3rX8+8qYP8fTkfIGwbCiAT/bR6sevUaE/3zpOn553wbwuLy4SuiOZ+8Z7buuWX1X9zPkDYNhRAJvqwyz9cu4Y7uh9mjgmLMkbOBwjbhgLINEu/+8y90XAn9/4bfwuLMkrYeZ5znehsGwog0/R77jzX8a7fubXLvguLMkpJw6IwqX/GNGLbUACZZNanb/uKeWL/x8KijJPzAcK2oQAyxZZN6133hw93bz10mP850+V8gAjbhgLIBJ8NeMJXyt9O6B4WZSQC5P+xbSiAsrR2+TzX8e7d3HvP/jF/ol6mI0AAIAOMaH+dH3m15LuJYVFOIUAAIEmdGu/tPux6W3h3ziFAACBJG9YscT9v2xrenXMIEAAoRDjhLhUT77INnwYAFIKwiI9PCAAKQYDExycEAIUgQOLjEwKAQhAg8fEJAUAhws5zOtF/i08DAApBWMTHJwQAhSBA4uMTAoBCECDx8QkBQCEIkPj4hACgEARIfHxCAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8H2NZB5n+UXIAAAAAASUVORK5CYII=)
PN: 3H31-7-41
CAS: 317822-53-0
Molecule Weight: 367.2
Formula: C14H15Cl2F3N4
PN: 3H31-7-2M
CAS: 1042499-48-8
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![2-{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperazin-1-yl}ethanol](data:image/png;base64,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)
PN: 4H01-7-0A
CAS: 215434-40-5
Molecule Weight: 309.72
Formula: C12H15ClF3N3O
![{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperazin-1-yl}acetonitrile](data:image/png;base64,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)
PN: 3H37-7-Y0
CAS: 338979-38-7
Molecule Weight: 304.7
Formula: C12H12ClF3N4
![2-Chloro-N-(2-{[3-chloro-5-(trifluoromethyl)pyridin-2-yl]amino}ethyl)acetamide](data:image/png;base64,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)
PN: 4H48-7-20
CAS: 339096-66-1
Molecule Weight: 316.11
Formula: C10H10Cl2F3N3O
TSCA: Not listed on TSCA inventory