| Product Number | 3H31-5-41 |
| Purity | 95 % |
| CAS | 941294-27-5 |
| MDL Number | MFCD09475838 |
| Molecular Formula | C9H8ClN |
| Molecular Weight | 165.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-6C
CAS: 887581-96-6
Molecule Weight: 180.64
Formula: C9H9ClN2
PN: 4H15-5-23
CAS: 1008-07-7
Molecule Weight: 179.6
Formula: C9H6ClNO
![7-Methyl-11H-benzo[a]carbazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABamAAAWpgHB2IkOAAAC4XpUWHRtb2xTb3VyY2UAAHichZbdbpwwEIVfxeK6MR7bGDvKJooSVaqU9KJJpd5VhHUSpAUiYP/evuPdLQusAYkLC/ubGfscj3xzt8tXZGOrOiuLRQCUBcQWabnMio9F8Pv1+5UO7m5vUlyEC4t6EXw2zdd1GG63W5p+2jzZlQVNyzw4zl/v6qy3ZitoWX2EnDEI/zw/vRyYq6yom6RILVJ1dl0ffj6VadIcqhhJEeZJtcmK8Lg8zKvNMdpfztzH6K5eBue9PODcPaLkPVtZ8l5WedKQDWcUP/aNfNjCVkljl+Rtj78Flbj325vnxzJd57ZocOgiZGmyemmqdYo/8nJl0zUGw8GPx0WQAwJJU+b3VZXsj0OSLRdBAniKK+vCvO6/LNaCG+WLIKYghQrIHseMAjcxBggd1oX5GMxiJo/wFVDJtPLRwk9HNGYQn2hOAQvx0XKMVlxHJ1pQFXFv7shPK2q4ZCdaUqkj8NHKT2vKDddt7jg20kfHA/pnQD73y6pEnR/KddGguY/xDI2F4G01gvtPQvurAUaVUeejAM6NDzd+3FDcvGpF1CLybgbYaPZISjjxjMrIeLPDiAGBU6bb/IyKGPz8iAeRN7zdPaAR/GLAiAsB1VetFYBGMfj5ER9CRAUzrLWxjrS//hEnYn4Fbf2SciH9+Ue8CAIvoWEd83A/P3Tj+fwwJWvdw4T01z/iPk2FUuftcwmdmxR2WtFbWSw7w0PUNzSFW/LLvtfcJSGu1ZTV0lbucmAAt7QL8D7AiesuJ+DeB4g+IIhrKFOA7AOSuB4yBUR9ICKubUwBqg8o4jrFFBD3gZi4VjAF6D6gibv8U4DpA4Yc7vsU4eZ70jFyuOOTzFBu1Bv4DDNQHFBymNEcBqIDqg4zssNAd0DhYUZ5GEgPqD3MiA8D9QHlhxn9Ib7QcxbRnmObYzwumDEaZxf3cRaBC/v7kbDTMcL/Dx0cXjyCws4LKcR34e0/1s4KHLpwRgsAAEmQSURBVHhe7d0J3H1zncDxZqaZyFIyaSaEyKDFzj9bZV8b2yhbqMZWhLKUkCIpS/Yl//78UWQnZCzZl7ILw0RkCaUUSU3NHZ+j7+085//c5/md3733ee7yeb9e58X/OXc995zf9/y27+91DUmSMryu+gdJklIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQCRJWQwgkqQsBhBJUhYDiCQpiwFEkpTFACJJymIAkSRlMYBIkrIYQBK98sorjZNPPrmxwQYbNOaZZ57GTDPN1Jh99tkbSy21VGO//fZrPPfcc9WnNF73utcV23hSHydJvcRSK8Gtt97aeMc73tEs6EfbZplllsa0adNGPC81MKQ+TpJ6iaXWOAgeb3jDG4oCfumll25Mnz698dhjjxU1khdeeKFx++23N770pS813vrWt84QBFIDQ+rjJKmXWGqN4Y9//GNj/vnnLwr3HXbYofHnP/+5+pCmF198sbHNNtuM+FtqYEh9nCT1EkutMXz7298uCvYlllhizODRSmpgSH2cJPUSS60xbLjhhkXBXu3bSJUaGFIfJ0m9xFJrDPPOO29RsD/yyCPVXUlSA0Pq4ySpl1hqjYGhuhTsf/jDH6q7kkRgSN0kqZ9Yao3BACJJrVlqjcEmLElqzVJrDJPZiX7HHXc0dtppp8aiiy7amHnmmRv/+q//2lhttdUa55577ojHSdJkGb90G2KTOYx3hRVWaJx66qmNhx56qPHyyy837rvvvsbqq69ePG7//fcf8VhJmgzjl25DjImE8803X1Fo77jjjmMGESYSbrvttiP+NlpgGE3q45544onicW9+85uruyRpwo1fag25ciqTZZZZpnH66ac3Hn/88SK4/Pa3vy2amg488MAJSWXyi1/8ongcfTOSNNnGL7XUuOWWW5od6q22WWedtWhyKksNDOM9jpoPTVnrr79+0R9y/vnnVx8iSROudamlEUieeNJJJzXWW2+9xtxzz13USmabbbYinTt9Et1K514OUmQEvu6666oPkaRJMXqppZ5Ccxm1oPe85z3F3JTLLrus+hBJmnAGkD7y4x//uKiJLLbYYtVdkjThDCB95KWXXioCCM1nkjTZDCB95Prrry8CyOKLL17dJUkTzgDSo5g0eOWVVzZ++ctfFisf0u+x4IILNl7/+tfbByKpJxhAetTNN9/c+MhHPlIMHyZokMpkk002KealSFIvMIDUdPfddzeeeuqp6p8laegYQGq46aabij4IZ4JLkgGkFrLyEkD+8R//sbpLkoaOAaSGo48+ugggb3nLW6q7pJ729NNPN372s581br/99sYPf/jDxsUXX1yk3jnxxBMbX/rSlxo77LBDY8UVV2zcf//91adKLRlAavjqV7/aTCkiTQRWw6TgZ1EzCn42EnpS+B966KFF4f+Zz3ymyAT9H//xH40PfvCDRSCYf/75i+3v/u7vRqTDGW9jpJ+UygBSwxe+8IXiInMmuFI888wzReF/5513FgX/97///aLgP/nkk4uCn42Cn23NNdcsCn/S1VDwU8utFu7d2FgagPf7l3/5l+bfpk6dWv0q0qgMIDXsuuuuxQW23HLLVXdpwB111FGNI488svGNb3yjKPh33333ouBnqDUF/8orr9y86/+Hf/iHGQrqbmzxfiw+xmfYdNNNi8+0yy67FJ/xkEMOKQLWaaed1qy9/M///E8R1H7/+9+P+H5/+ctfipoLr0tQcaShUhhAavj4xz9eXGCrrrpqdZcG2B577DFD4d3O9qY3vako+FmumIKfpYqjJrLffvsVhf8JJ5xQFP4XXXRRUfCTB42Cv5sF+3//938XyTr5jBtssEF1tzQDA0gNm222WXFxffjDH67u0oD63//93xFrwdD/ReE/ZcqUovDfeOONi4L/05/+dFHw009Gwc8Wd/0PP/xwUfiTy6zXfe1rX2t+1zPPPLO6WxrBAFLDOuusU1xYW2yxRXWXBhT9AVGgEgwGHYuXsfIm3/ef//mfG88++2z1IVKTAaSGVVZZpbiwtt9+++ouDaA//elPjXe+853Fb05tY1jce++9jX/6p38qvjcju6RWDCA1LLnkksVF9dnPfra6SwPolFNOadY+rr322urugUZzXHz38847r7pbKhhAanjXu95VXFAHHHBAdZcGDLUP+jr4vYdx0ATf/33ve1/x/Rni+/zzz1cfIhlA6iAjLhcUQzk12JirEXfgrMMyjJi1TiZojsHWW29d3S0ZQOqYbbbZiouJIZYaXNx9zzfffMVvzRDbYbbPPvs0A+mll15a3a0hZwBJ9H//93+Nv//7vy8uJFJJaHCRHyoKzRtvvLG6e6i88sorjUUWWaQ4FvPMM0/jt7/9bfUhGmIGkESxHjnbBRdcUN2tAfHHP/6xmOvB77zGGmtUd3cNNyhM5GPi4Ne//vWiE3unnXZqTjBk49/8nf0XXnhh48EHHyxmkHcbi5vFzdN//ud/VndriBlAEv3iF79oBpCrrrqqulsD4vjjj2/+zhSc3fLyyy83/uu//qux1157NZZeeunmsNm6G30USyyxRDEykCamF198sfpWHUHqFt6P5Iye/woGkETkEIqL9pZbbqnu1gCguSZmna+11lrV3W1jVvsll1xSzF6PlCGjbUzgY/4Jc0/Y1ltvveb/83f2V58TG2vVMOH1rLPOKjL5dgq5sxZaaKHiPRZYYIG+mFWv7jOAJLrrrruaF+lPfvKT6m4NgGOPPbb5G3fyJuGXv/xlkck5RvGVt7nnnrvxsY99rOh3YcXLX/3qV9Wnj4phtXxGRouRoy06/csbSRFp9vrpT39afXoW5sJEUxYJGyUDSKIbbriheWE+9thj1d3qc9Q+6CTm9+UOvhMIHDRRzTLLLCMKdpIoknPqgQceqD6lLdSSyRocqUhio5mLIEUfS7sISLwmgYRrQsPNAJLo8ssvb16QqXeJ6h/HHHNM8/e97bbbqrtrIZ/U4Ycf3ph11lmbr0kfBzWFTtZsxkItmX4RMv/GZyDNPGl4fv3rX1cfnux3v/tds7az8MILd7SZTP3HAJLonHPOaV6I3K1qcFAIvv3tby9+W/ob2nHHHXcUneLlwEGhPVm11t/85jfFyK3yAlVvfetbi2zBua644ormSod77rlndbeGiAEk0bRp04oLhk5KDRaaffhtKRR/9KMfVXcnYRjuwQcf3Jy5HcGINO69gPkb1EjKn2/ttdcumtlybLfdds1aTe4xU/8zgCSKJo455pijukt9jOG00bm9/vrrV3cneeGFF4oFmKJgJnfU2WefXX1YT7jnnnuaKw+y0e+T05dBzSZqbSzDy/wZDR8DSCIWCuJiYZKZBgfL1Ebtg9xPddFxHcNb2Rj+2+t9ZNSW6MSP2gj/Pfroo6sPGxeTHuN7s5Kiho8BJBHDMLlQFltsseou9SlqH9QW+F1zVpm87777ms9nVBJZmidiZninUPOIkWdsn//856sPGdfmm29ePJem3bvvvru6WwPOAJJo1113LS6U5ZZbrrpLfYqRUlH7uPPOO6u7x8RIrTnnnLN4/hve8Ia+XTPjueeeK87pCCKf+MQnilFkqehDmWuuuYrnLrXUUsVkSQ0PA0gihmBykQzj2hCDiJnVb3vb24rfdMMNN6zuHhPzN+gL47nM8SAlST8j/cmaa645IojUQX9PPJeBBBoeBpBEm222WXGB5DR1qPccdthhzdoHWQZSkRMtFpoieDB7fBCQwp7layMQ0GRbx0YbbdSsjXV6gqR6lwEk0brrrltcIFtssUV1l/oMeZyi2YW8VKmotcQcD4avfv/7368+pK8RRMo1kTod6wTWmGsyZcqUvuoLUj4DSKJVVlmluDiYFKb+Rjp0fks6vhnWmopU5lG4krtqEBFcl1122eI7MjqrzhDf0047rXl86F/S4DOAJKKDkAtjjz32qO5SH6GAZCY2v+Umm2xS3d3Sueee2ywcP/3pT1d3DxQ61mN0Fv+tM9mQPGI8741vfGMxxFmDzQCSiLw/XBgM1VT/Yv5D1D7uvffe6u5RPfHEE81O8/e+971Dkf+JmkfME2HGOnNHUnCsZp999uJ5H/jAB5Kfp/5kAEkUs5W/8Y1vVHepTzDaKNbSoMM4VXQuzzzzzI3777+/untgRbBlq5M766STTmo+77jjjqvu1gAxgCSabbbZigvihBNOqO5Sn4hsAtQ+Utd0ueaaa5qF4SGHHFLdPdCoPUTaEwYdpGbx5XkMd+d5XDeTlUhS3WcAScAFEQvpnH766dXd6gOkIY+Jfx/5yEequ0fFpDiarHgO6UqGMd8TgwyiKWuHHXao7m7p0Ucfba6DwsguDSYDSAI6XuMu9IILLqjuVh846KCDmrWP1Gao6dOnN393lqIdVmTx5RgwdLnOolSR5Zht6tSp1d0aAAaQBM8880zzQrjyyiuru9XjSGUecxTI3ZSCWmfUPlZeeeXq7qFSPn6sbJiKuSArrbRS8TyW133qqaeqD1GfM4AkYE3pCCATtaKcOucrX/lK8w76wQcfrO4eFZMErX38DYtScSxozqqzxvpDDz3UmGmmmYrnkvJeg8UAkoBUF1GYkIFV/YO1OmII7pZbblnd3VJ0ArPWhUNRX1v/I5bHZV30Og499NDm9XPmmWdWd6uPGUASXHfddc0LwBEl/eXAAw9s1j5S2++ZyxCDJr71rW9Vdw+tz33uc8UxoTmqzlwYsvvG7HaGUT/77LPVh6hPGUDGwJ3n9773veaaD2zbbLNNcVer3sddM4Udv9tWW21V3d1SpDohMSCvodcw9Dmug7POOqu6e0zU3FkfnufWmYOj3mYAaeHiiy9uLL744s0LpryxlKejsXofWQP4vWi3py0+1RJLLFE8r06ixWGxzDLLFMeGlCV1RW2QrV/XT9FIBpAK1nZYfvnlRwQMLhoCxu677140hcTfyaVEFlL1Hia9Re2jzsihn//8583fl9qnRiJDL8eGFQiZ2V8H2X7jpoxa/fPPP199iPqMAeSvrr/++iJ3Tzlw0IF6/vnnj3gcK9G9733vaz6GDtpTTjllxGM0+Vijm9+H2kedpH5MFOV59IFYwM2IYxnn/qWXXlrdPa477rijOTFx6623ru5Wnxn6AEJAKK+BwPZv//Zvje9+97stR99wJ8XENNrI4zkf+tCHag1vVPdQ+4gRQ9tuu21195hYjY/n0Yyl0c0333zFMcrNTM3a6+0EIfWOoQ0gpGhgdcFy4FhggQUa06ZNS14TmlE9MVGKjWR7dMC6LvTk+uIXv1j8HnXnLICUJTx3t912q+7SX8XyzrlB9pVXXmksuuiixWuQLp6JioOC0Wk/+9nPGo888kjjhz/8YbFRq2UuEjedg2boAggTyVielqVMo+Cfe+65iySJ1CzqopZy/PHHN1NYs7Fq3Z133ll9qCYAzU7xW1DQ1fHyyy83h+9+5zvfqe7WX9FkyzFiVFXuzRITcqM/kYW6egEZJyj8uXYp+JlMShbik08+uZhIyUaNlo1Wiw9+8INFMzdLHMdM/fE2bjAHydAEEO4I6Ewtd4KTYfSII44o7ojaxdwBZtrGa3P3u/fee9caL6/2sZY3x59OXn7zOqiVxu93++23V3frr2688cbmcaozuq2KQSm8BjdzV111VXV3MpJcUvCzxV0/ExYp/Fl+gYKf96LgJ5EmBT/paSj42cplQrc3FjP71a9+Vf0KfWvgAwijaliGlgIlfkTuFkjNTZLETjv77LMbb3vb25rvRZPItddeW32YuoALM9Lu05dRV6w6SIFG9l6NjlpenN8XXXRRdXcy1piPJkNGZV1++eWNyy67rCj4qeXEXT81SQp/Frai8GcQCwV/rO3S7Y0aLe+3yCKLFO9PloKoidBcymekFYLPfeGFFxYB7Ec/+lER0J588sniu5LNIsqgLbbYonIk+tfABhCqo7vuuuuIjm5OBOYGdHsiIBcYJ1e8LwUS1fRuv++w22effYrjzYXKxVtXLKDE4mEaWywL3O4Ca9xcVQvsTm7veMc7isJ/ypQpReHP3B6uTZYlpuBnjRgKfraovVCr4vypO0x5PNE3x8Y8s0EwcAGEu9C99tqrWJM5fiz+n+akia46krmXjvn4HExArA4LVmewbvess85aHOfcNvUIQGTh1dgWW2yx4ljRZNiOctqY8kZNkoKfEZEU/IxyjLv+fffdtyj8We2Qgp85WhT8jKik4Oc1exFNbe9+97ubZcEg3FAOTADhx9h///1HdGZT+/jMZz4zqbl3qKYz3LHczspd0NNPP119qNrATQPHlo7d3Hxln/rUp4rXeP/731/dpQru6DlWu+yyS3VXLSRm5HUYwfjjH/944JsOCXJRFtQd5NGL+j6A0I9BNbQ8CoImDFZP66U7EdpEyxMQmSVtor7OeO6555qr39VZNa+KPGe8hivojW+NNdYojlXdeTZljz/+eDM/Fokah0UkpaRp+4orrqju7it9G0AYOcUIKkZSRaFMZKcQqDv6ZqIwTPjggw+eYQJinZnSmtGee+5ZHEsKIwqlXCT543X+/d//vbpLFRwjjhVD4nMR7HkNgv9kthJMNIaLL7zwwsV3Z1JmP9e6+i6AUAgz4oE2xCiEieQMz0tN1z3Z6KRjGGF8fqrvrJmQO6Z+mFHwRO2j7joVVdZA0rVbA6GZMWofND8OG1InRd9Pu+ftZOqbAELh+u1vf7voWIuCN+4W77333urDex4TEJm8GCk32JZaaiknICaiBnr11Vc33vWudxXHjsKIIdvtsA8kXbt9IAx04PkMfGAAxDBiJBjHgEDSr0P9ez6AsK4ys4KjyhfbWmutVfQr9DvGiZdTqjABkTsyqrka6f777y+aLZkPUB5lx0YfWLschZWunVFYjJSKOREc82HFMOEYpcl8GAbc9JueDiCsGUCqgHJBQcZcqn+DhtTh1QmIDE0cZnSOM6OYZhLSzZTPg9jKgYScQ+2IpVeZ1KaxxSS+ww47rLprXJ/85CeL5zJUd6KH1vcahvpHWiVmy/ebngwgzEYln1S5oKDKzMHuBmo55MhiFim5ahhjTrtkjDtn49/8nf3MvqW/pVW23lxkkd1uu+2a35kTi4ttWFbFo1nqmmuuKbK1Vn//2Ogvov2dCWw0XZL4crnlliv2zTnnnMUE0lzlmeiDlOCv02hyit+j7kz0Rx99tFn7yKm95OJa5Zrl86Zc45QFlAmUDd0WAZVBQOQI6yc9FUAoPFZcccURBQYZPy+55JLqQ9tC1ZE00p/97GeL14/1CeputLtT0NHkxEJUnWp2Ii/QO9/5zub7MDN6UFdwe+CBBxpHHnlkscJddIZXN4Y/M9KKYzxabjGWWo2RbSzylYuAFO/JnASN7oYbbmgep4cffri6e0yRyZf5Wt1cb4VrkfOFa5NrNDrs626UDZQRlBWUGZ2enQ7msJGVmPcjS3EncvNNlJ4IIDfddFORX6b8w9HGes4551Qfmo2Ch3WcKajKebGqG1VzCm9mv7Ktt956zf/n72Pl35lpppmKSYIEvHZHVNEeyklbDm6DMAGRu1f6tKhpxUVT3WhCYrGh6dOnJ6/4+OUvf7n5/NzzhnMkRsacccYZ1d36K7LTcowolFOXPgCp9eN8ZjZ5p3HNce1xnXAtVs+r2Nq5xik7KEMoS0a7mclF5t94D2rg/WJSAwirk6277rojfiDa/mnL7lTVkZOWqmksb1reGIPNHREXBFXH1Dsi2m0JeieeeGKR4Xe09nlqDVTR2x1hwp1weW12vgeft1+QvoG+HI5FrKdd3bjYV1999aLp4O67766+RBKGd8da5vQl5batkzqD12CEjEbHOc8x4s6+jsgPx8jD1GstBdcY5xfXXPXc4trk83Ktcs2mnhd8PsoErjXKiFhEq7xxLVK21F1zppWtttqqeF2CLGVjP5iUAEKTA3cJ5R+DpGfMzG73zj3Q3smJU22eohA76qijOj55j6YYkvHFQjmx0SxDNbqdQMIxYbZ9+a6Ku6VOf4dOoe2YY8zNQatmKQZHMCOXmbidavpjCHTULrfccsvq7iQxuY3Pp9HFDVOd+Rucq3EtstxwJ3BN8Rmq5xjXINci12Qn8R04r6s3Qnwvypp256ERtGIgDTeNOesTTbQJDSC0l5LKuJw8jeaKY445prhT7QQ6oknfXs49xR0PzUEEronAnQt3LeV2V8a7H3744bWq/FVMQFxllVWar0mHMhdKp4JuLu7qWAKY7zzvvPOOuLhi48LgDuu0007rajNcrAfCltN3xvfguXSkD9Ps6FQMpY7jSx9Dqqi1cC1yjbaDa4hrKZJnsnGtcf5NVCc0ZQllSnkeF2UOZU873y8GcrAdeOCB1d09Z0ICCOO++XHLtQHaGRlJ06m7T5CZM9JMszE3gFEVkzWKidm2nFDlQEK1v53qKaNJqI6XT9wll1yyrdesi2DPxCfasZdddtkRqzvGRm1ptdVWK4bGshbCRKEDMuYocKdcN+MpfS7xfeiD0Ugx1JnfN/Xa5cYnrn2WU2gH53l5hB7XFtdYbgLNdlG2UMaUc/FRBlEW5dp0002b3+2+++6r7u4pXQ0g5KSiECkXoLQbsj5wJ/O/UJVlclm8Bycrdwe9MhSTAEpHXfnzkROrnWHATECMfETxmoxUSr2o66J6fvTRRxffo3znV95IVc1x/8EPftC1z5GivFxqzsJSzETnuUxW1UjRREsTdCoGRMS1n3szx7XCNVO+CeVc5NrqBZQ11UEvlEk5TdfUfBmSzmtwg9ZOq0W3dTWAxJ0gG4UOd6y5J1ArDCksj+ZhGDBLk/YiViukyS4+K0vg1r1DrmLEUfk1F1xwwWI4dLtoj2WkCQUw/VPx+uWNRJb0NXC39dRTT1VfYlKRQp/PSG2iTlMLWGeC5xKEutnc1m8IzPHbpzYPcuMRwTy3SYZrpLxcNOc711IvouwpT0WgbKKMqotRgPEa1Pp6VVcDSIweIpDkROLxcEccEZ//0h/Qzl39RKC/gDvbODkYddZuZzhtrjG+PjYK/jrBmg676667rlg1jYl5ozVLMdeC4dYc54lsMstBDSiWSyV/Wp3x+5yrUWtud8W9QRLnGKOdUvvduMHgOXPMMUfWzRLXRvyObFw7qSOpJgtlENdIuWyirKpr/fXXL55Pc2E7a893U1cDSETibmSbZKx0nFS5UX6yMESZtuAYTMAdVSfaOkkuSA0kjgsXOp1yrXBSHnvsscWJ2qpZiuBPigXWq+63XD3008QxJlFiHTFKkHOrUwM8+ll57Y7UGeSMxovaB/N06uKaiNo1vyPXTKeG90+EautI3fkdNFPH9IOVVlqpJ797VwNILKBUZ7jfeGgP5O46fhTulsmZ1I+YXR4zqGnzZLWydlHIMzy23Ba70UYbFU1M1Eio+pM6YbRx7Wx0ADJSbtq0acUJ3O923nnnZgFEDSsVv0UcExf++tvw5jrZczfffPPiOXQw1+2P5PhHPwDXSL9mYqBsilQ7bJRddfo0TjnllOZzGULca7oaQCIdR87dRyvl4MG6DXWaJnoR7fMxjp1qfqfGrt9+++3NiXVsNEm1apZiUatDDjmkeM6g4fyIYEnq9zqd+wwA4Xk0oaQ22QwiOqqj9rH33ntXd4+K4b5R+zvooIOqu8fENcC1wHO5Nur2YfUazkHKqrjm6g7siLVXOBbkEuslXQ0gsVogKbg7oTzGn9Xj+mGiTQpmyEYQob0+NX3HeCj0CAzleTdsjKRhrXiSVk5Us1TM7J06dWox7JE72nIiO/7N39lfJytACgqgCJ6MlElFk2Acs5yss4MiRhDWqX2wwBvPoRZRZ8Ql536s+cM1wbUxCCirYsVLttRmQBDAyVzM8+iD7KV+3q4GkEi13YnUG3RCxcEnmg9K8Ajkwon2Ysa5d7JgjzsY7sAnap14fh8C1K677lqsrxG/XZ2N5/F8Xqfd3zs6gDnGt956a3V3S7FWCxdwr400mwg0ecbvweS9FEyyi5sWMiik4pyPOR78TlwTg4RzuFwTqdOxTl9lPO+kk06q7p40XQsgtPPFXR/J89pBZ1S06TMu+qWXXqo+ZCAwQTBOElZs65QoBNtZvzoVHZ8U+uUJneWNgoFAFsnr6MCP/+fv5QwC5Y3X43VzBxswAiiWQWZgQGrGU+7+mPHP87iDHCaMdopObFbLTG27jzttJgvXaWKOVQrZuBYGEWUXZRjfkTItdfAPtY7IQkEm44m6ERxP1wIInWZxMlx88cXV3cmoMsdIBv7brx3mqWKZS7axRlDVEZmOuQvvFpI+MrGx2s9CPxid9txEMCpnvEKI/TyOx/O8clp7Nl6f98lJt855GK9TJxtsOdMvyyoPA0b8xHBzgnrqsG1S4kftg6GsqcopPAY9kSVlWLlMS20WZEhztOqQEbgXdC2AMIInTojclfWIujHDvE607mekiI4mHzoSO3GnEaNAuIPvNNqsY6x/bNx58l45hfxoeB1er5pmm/et21/ECDOeS9LF1PXnaXpYfvnli+dxAdNBPOgYMhvHuU4zVKThoMaY2lLAOR6d5pz7nUyT3qvKrSqUcan9GvTFxe9CXrnJ1rUAwgzU+KK5a5czwzleo87dTL+jgOpks0k761ePhbbYck4umohYHKqT/TdlvC6vH01RbLx/nTZhmmVicAej1FL7VmjKijH5HM86kzT7DUNmoxZB82dq4cYs7HgeqflTRZMX5/wwBOdAmRbncWruLGqGcTPD8Oi6N1Cd1rUAwpDQODg0SdTF7Oq40JmQmHoSDwpGT8Xxazc1SaQi4TU7gebJGGXDxlBg7lhT+xXaxfvwfjGHho3PkzrXgPXn43nkZUt1/vnnN5voVl555VpDgvsFI9biuDJ8uU6gjMmXXLeptQ/O7fgtOnV+9gvKtJhszTFLzeJLkI3fiDlek6lrAYRZwHFi5DTDxMQlqnm9mtuqm5j9HCkcqNa3Mw8hmgdIm98uxqHHoktszJDt1II6dfG+vH98Fj5X6jj5KOy4EOuk+ac5J96Pvpjx+nT6yY033tgcTk7neZ0UO2RcjuCamv6FczqaaznXh3HGP2VbNGVR5qVibk2ch5OZF6xrAaS8RGOduxiUE7DVGbc/aEhYF8ewndTiscgSs8vbwckeq77RVLHPPvu0Fdg6gffnc0TTCZ8v5YbjmWeeaabgpo+oTiBgDk38LgSRQaiJcL1GOhvmbtQd7bbhhhsWz2Xdl9QmTM7pOI6pyRkHEWUcx4AyL3VRKs57lnHgedReUjviO61rAYRMrnFy1C1kYvGZnBQIg4amEo4Fd2o5zXg098TvkLtWOCiUow+Au/bJvOsZDZ8nqvV8zpQgUi7AUu+awe8QKcrZ+I3q3iT1EobMxl0wtdW6KXUYjBC1j9S5IhzDqH1w/IYZZVzczFD2paLWFzeHpI2ZDF0LIJHDhUySddAsESczM5OHXbkWkjOxik7jeD4JEXPQLBQ1D+5Sr7rqqupDegKfK+6i+bwpzVkxy5oOXFbMTEUBWK6J0LHebx3AjHYqDxtnBnhOKp2YZ0SzV2ptrNxCMcy1j0BZx7Gg7KvTJEz27DiOF110UXV313UtgHzzm98svhRDL+sgcy/PY3RNP9/VdQoFFetzc0yYz1EXK7XFCZYzDJq7o+jz4A6/V4NH4PNFTYTPPV4NluHmMZKMO+G6tTw6fuPum/6DfpknQr9PJDtlYwZ4zogeBsvE92eEXKqYm8S5XfeYDyLKujgP62Qvp9+Ihdx4HqMTJ7rM7FoAYXQLX2qBBRao7mqJO6JoJiGjrF5DNliOCe38dQckUFBEIZGztGyMtuK9e63ZqhU+Z/SJ8PnHE8eXLWegAaOz4rxlY1hqr6Y9ocBhIEAME2djBnhqv0VVLPREjS+19sE5HL+PmY7/hjKPY8K5VGcuDE2O0We83XbbVXd3VdcCCFk7+UK0c6Yq95vUGRkz6LiriLvqOuPrUV5Frs6oGjC/Ip5LR3U/4fPGZ0+ZJ7L66qsXj6UJjDkfdfGcctpucmcx6atu/1830VRUXpyJ/o520qQzwTNqH3VSjXMO8xzO6Ym+Y+5l5Zs9ysI6Ivjwe1xxxRXV3V3TtQDCAj58IdaXTsX0fJ6zzDLLVHcNvRh2yuS3Oq688srmScnIo1Q0Z0SVmqGyvVQQpuDzxhBfvsd4zTMEgOg/IZjkYFIiaU/Kd/cU2NxlT+YQVQJHebgzG7WkurXZqug/oumkzh1zLDNQZ131YUHZx7Gpm6qE2t/CCy9cPJflC+pkQG5H1wLINttsU3wZMsGmIOlajCiok6VyWJQnv/385z+v7m7pggsuaD4vdXIXIj0JgyDqdOr1Ej43n5/vwfcZD81XcazaaVqh8z46lmObe+65i5FeE7XGOnf2ZMGO/rPY+HduaqGy8oJbda5Xzt14Hue0Roqs45SFdRJR4vrrr282DdbpR2lH1wLIJptsUnyR1JmSl156afPEqtvUMgxYHyNOjtNPP726uyUey3N4bmpnJalnommCGd/9jM/P9+D7jJdSh+MTw6aptbS7IiOzrGNRqthoqyalN0OIO50YNFac5M6+PEufjcDBe3aqJhmtBSQDrFP7KJ+PnVzzZVBQ9sVvRplYV4yq4/gymbvbuhZAIpMn4+VT7LHHHsXjqX5pdFH1r7Oi2QknnFA8hzb5VEyO4zncNdcpHHoRn5/vwffhe42HobzRBEUTTSdwt86NVKzqVy3YuejPPPPMYkTTeKPGAk0UZMilrXy33XYbsfpkbARNAlinh8mW+9VYp6KOWFG0blPsMIkVNCkT66LWwsAlnk/zae7giFRdCyCR4yW1KhUXQDdTjvc7Coo4MVLRbMJzGCWTghnIOcMyexnfIwrUlBnWcczY6tT2xsNs4eOOO67oFywX9NWN2dwMQR5tzZRFFlmkuUZHq41riY7qdvs4Wombw3nnnbd2/rPoxOdc1uhi8bPcIEu/Z1zDu+++e3V3R3UtgCy++OLFF9hzzz2ru2ZAtTruzpiAqNGxRgbHiOpp6pDJaMJhsaYUpE3n8czf6fbdy0The0Qq+JSU9qQ1iRFVpPWoM/ggFZ363/3udxvbb799ERSqQaDOxm/LnT3Brk7/WI6bb765+b7HH398dfeYOGejGbbdReYGWUzCpkzMbXJkLR1egyZTaozd0rUAEgsBMSplPA899FDzpCShm0ZXznCckqoDkWeHFeXGwyiiWEkwpaDtJxEY+X4pKdwZUhn9CPTndRtNbSzGxLBa0nwzM5n5GeV14/k3f2fyIgswcQ6k3kh0SiyPTIbnuiPL+Lxx/nIua3SUgXGcKBtzsAJnLFq16KKL1q4ppupaAIlU7EcccUR11wyYgh8HzI611mj3jqpp6mqF3OHyeJbDHE95IEOnFoPqFXyf+G6pnZMxGZatnTxig6JcsOUsORurDnIOT9Qw035EGRjHuZ30JOV0MZ///OeruzuiawEkll5kKOF4os2Zu0ONLXJSpS6wFSvwrbvuutVdM4jcTtQeB1HUivmeKaipRN8c/RLkFRtmMdmSTt6UWlxVLKCU2h83zKIloE6Sz9FstdVWzSDCWi+d1pUAQhty3CmntHWyUh6PJSGdxhYZTFNnhsd8hM0226y6awbx2jSVDCK+F9+vTnYEMs3G/KSUuSSDijkGURCl3BSOJrID1Dn+w6pTq4iWs3uQn7DTuhJAGIoYH/riiy+u7p7BLrvsUjx2ypQp1V2qiBE8zPRPEUnrxhvdxmpodYJ+P4pBCHzP1NXfsO+++zbP504Pie0XcR6RsTen9oGc7BTDirKQY0XZ2I5ll122eB1q3yyH22ldCSAkkosLLmU5VjoIeWzqrPVhxiQ0jhUz/VPEaKLxOsVvuumm5m+WuqhNv+F7xXfk+6aiAzLuCJlTQgflMCmvLtrODP3ITsE5rLHFYAXKxlzlpSC6lQi1KwGkPKpqvNm/oHmFx6ZM9Bp2McmPXEYpUqvCpCHncTTX5A4d7HV8r2iOqpt2/dZbb21mPK0zkXMQMP+E781dbG7tA5yzXudp4jpPaXpuJfJqdTNlflcCSHm4acoCNdZA0tWtgTDckseTwnsssTANCdkGWSSc4/vWFUOiaQLrRodkLyJvVlzLU6dOre6uxRpIunZrIOWRrd3MOdaVAFKu8qbMhrUPJF3dPpBYKnO8dS4ih86g/wbRtsz3rYs5F0za4/n0BdRNdteL6K8kE/GDDz5YBIurr766ceqppxYbw5hjNNCCCy7Yds3UPpB07fSBUNtg3hfPz10KO1VXAkh5/HFKvn9HYaWrOwormmymTZtW3TVC3ezJ/Sru7FJrcFXXXXddczZ1ahDvFmadU/jTvEbhz8JWFPzkp2LCIddVTEKMVCjUwAh+kbo+dRtvEEYKR2GlS216Hs2FF17Y/N1S54vl6koAKQ8dS7lrYeEdHlt3+dthFHmQDj300OquGdD5G7/DeBPhhqV9um4f0mjiTppAQkCpi5oLBT99hRT8bHHXf/DBBxeFP+9BwU8SRgr+5Zdfvij4yT9VLti7tXHjwftFsGTuRsrN4Fg4Z3ktzmGNLVLvUDbWQW0j5i6RTqqbtQ90JYBELhfWYkhRbq8j4ZxGR3NDnZnoTHyL43r55ZdXd49gDSQdAYDCldchVxazsskLRcFP30rc9TP0NRIg8vjZZ599RCHdrY3Ch/djzXPef+211y4+D7UIPiMb1ygB67LLLisC2N13310EtWqKeWbwv/71ry9eN7c9PpRnoqdmHR5GlIHxW9adiU4tNJ7L/3dbVwIIE1biRE5BCu340jfccEN1t/6qnI6DvEnjeeyxx5KPq30g9ZSbaTu1McqLgp+NdUko/FnTnYKbrKoU/MxMpuAn/XvUXij42ermpkq11157NT/jD37wg+ruZJyz8TqDliqnk7hW4zhRNqaithFJbKmFdLv2ga4EkIMOOqj4ElwIKZi5Htl4c2e5DoMzzjijOEY0K6Ss01FeY/muu+6q7h7BUVj1xMjB2BiswPnOkEkKfkYaRU0k7vo5tyn8CT4U/Mxyp+DvRrbfTuJcI70835NRfbl5rHidaBLjXNboOE84RpSJlI2poobHRj/IROhKAMnpLFt66aWL53zsYx+r7tJfRS2BizkFnatxQo23yqPzQNKVl77dcccdq7sHEokUo/Bv5ztHIGq3BjjIKAM5RpSJqahtxAAbRmBNRO0DXQkgOcP1oprMTF+NLta33mGHHaq7RnXVVVc1CzrWnxiLM9HTMEQ9ghCLpnWr2agXRUp8+jCoQeXg3OU1OJc1ulhBkzIxFXM94txOSR/VKV0JIDkdskzMigNw//33V3cPvWeffbbZgc5CRCnKw/leeuml6u4RzIU1PobNxjIFXOTjBeVBwzkUGY2ZF5Kz4BjnbvwGnNMaibIvrtnUyarkuIqbS2afT6SuBBAW4OHLMAQxFZO0GLXF81KGqA6b6dOnNy+81IKLFep4Dk0PKVVas/G2Rvt9NLOy0BTNg8OIiYZxo5GzLC3nbjyfc1ojxVBnysLUxcLIcxVBZ6KTfXYlgMSayVtvvXV115g23njj4nmsoKWR4pjWaRY84YQTiufMNtts1V2jcj2Q1qJdmq3dlB79LhYp48aEJW7rimwKnNMaibKPY0NZmILaR0w6JPPuROtKAKFtmC+00047VXeNqZw9spvr+Pabp59+upnI77jjjqvubikW6kpdwMcVCUcXw9LZdt555+ruocMcjpjQyByXusulcg7zXM5pzm29hjIvzrPUmkQ0Ceac153QlQASY5H33HPP6q4xMUomVtzrROqEQRGBgGF9dSZaHnDAAcXzyN+UwjXRZ0RncUykY25GnecOMiYgRsGVmlYncA7HsP12V9wbJJR5HBPKwJSRkNQ+osZCpoLJ0JUAQgcbX+rAAw+s7hpX5MXiBHv88ceru4cOo3zmmWee4pikVmtDZI9dcsklq7taioKWSaA5naS9iO8RqSHqBEbOvwio/Aa9Pl9jokWzHgGWDNx1RHM1x3WYRrK1wrkWQTU1/xWTSSOIj5dpolu6EkBYP5ovdcQRR1R3jYu7k0j0ljpcdZCxgE+cJLfddlt195hiyOQqq6xS3dXSfffd1+zkPPLII6u7+xLfg+/D9+L7paADMzKa0qGZsq7NsGEkW+RmI21KndoZ53Kc1+0sUjUo4lql7EtpZWCCIc2HPGcys0d0JYC88Y1vLL5Y7qzyvffeu3g+EZmZusOKauxCCy1UHIvVVlutuntcW2yxRfHcddZZp7prTJFwkKGqKTPeexmfP8bV10kUue22OzcLuPEyGQ+zcu4lZtvXwTnN8zjHU5psBhVlXNQ+KPtSxAhLtiuuuKK6e8J0PIDQLtfufIJyLWS99dar7h4akaWYjeGTdX34wx8unlt3VTPutuM3pB+ln0U/EN8ntRYxffrtjXnn/eir5+C7stZjGDaxoiiFYEqOtsA5Hed33ayzg4QyjmNQp/YRKXlWWGGF6u4J1fEAwgiNOCnamRF5+OGHN1+nW+v59jLWlWf4Ld+fQJCDbLA8P2dAwpZbblk8l+abn/70p9XdfYHPHXOL+D4pfvSjpxrLLfetxlJLndD46Ee//uqdcXouomFFBt/oY2IiW538TXGTw7nOOT9synM4KPNSnHbaac3npE427JaOBxBOgvhy11xzTXV3Mk7CaIOmnZXU5MMk1ueYeeaZs5vxlltuueI16nQcByZ8velNbyqev9JKK/VdEwOfl8/N5+d7pEy+fOqp3zVWW+20xtJLn9RYd90zG88/nzaRS3+b5c/2ta99rbq7Jc5tznGe184aLf2IMi36kCjrUgIvj4lVMTm/J1vHAwiL5MSJlNpk0Modd9zRnP/ApCOax4ZBJDZk+/KXv1zdnaydVc1w0kknNT9H3aGaky0SerLxPcbzyiv/29h883OL4LHCClMbDzwwflOCRoraBLU+lshNxTkev1U7SS77CWVZTA6mjKOsS0E25zhW5LqbbB0PIByI+IIPPPBAdXdtX/3qV5uv1+/t8SnIhRODEBjbXWdkSxWpt3kdjmEu1qPgNZh13C9NiXzOyBzL50/xhS9cXQQPtu9//6HqbiVgUuCb3/zm4rjTNp96w8c5zrnO8zj3hyEXXvTN1bk+qVXHFIk6Iyu7qeMBhGylcWBIPtcucjjFnQ2FwnnnnVd9yMBgydCoNXAh5jZdBdao4LWOPvro6q5k9GlFCm5yQPXCXc9Y+Hx8Tj4vnztl5bvp0+9pBo/DDsvL0qvXlGvPdYaBc65H8OEaaHf53F5GGRY3OJRtKXnqUD627XQPdFLHA0g5HUanTgJeJ4azUjhMdsdRNzDvgJnOfEdGDHViOcoYGthus8Cjjz7azBDASJFeDSJ8rhi9x+flc4/nttuebCy77MlF8Nhhh0saf/5z2l2zWoummVlmmaXWAAzO+Rj9x7WQmkywn1B2xQ0OZVpqGUntI3K5feADH6junjQdDyCxmlYnAwhYECk6nDgxWeBmUNAxFnMv2FKrtGMhP1G83jnnnFPdXds999zTvEPkAui15iw+T1yYfE4+73joNF911dc6zddf/8xXz9f+nvPSK5hVHSMIP/ShDyXfYaPcZM01kdKx3C8osyi7+G6UZeMt8lbGGvZxXGjl6RUdDyCRPoNtvvnmK3LmdAqziOecc87itbnTZGnQfsddVjl45GSKHQ0jPOI1O5XmgEI5aiJUwemonuzRWbw/nyOaBPh8KcHjD38Y2Wn+4IN2mnfS8ccf3zz/yApdR2SFjiAyCDURyqqoHVOGpWZEAH1ECyywQPFcAnIv6XgAefHFF4sOtKiKsjEGP2WCTApSIMwxxxzF65KD58QTT6w+pG9QQ4tmKzbS39e5WxvLY4891nzdG264obo7G81C0SfCxlDCOs0UncT7xlBdNj5XSrMVPv/5q5r9Hpddln4nqDScx6wNz+8y++yz18prx3O5FuJ35RrpZGvGRKOMioSclF11UxKVW3Wuu+666u5J1fEAEii0IlcLGxONzjjjjOrDsjC6a/7552++Nusr91vKDUaaRIc5G3ddnQoe+MlPftJ87bvuuqu6uy10TMfoLDaajhhVUjetdy7eh/eLJis2Pk9KhzlOO+3uZvA4/PD661koDQE+RhSuvfba1d1j4loo10S4VvptdBZlEmVTfAfKrLojU6l9RFmXk86o27oWQMCFvu+++zbXkGYjL1Odu5FWmBgWK8SxkcyNQrMf0KkdbaHU1A455JDqQ9rGinlxbOq0tdbB/IqYbMj29re/vRh5060svrwur8/7xHvy/inzPMIttzzR7DTfccdLGn/5S+eCtmZEQtX4rXJyinFtRGsG10y7A0ImCmURZVJ8d8qqlMmsVeW5WJ1sSeiUrgaQQH6cmBXNRgcbQ0tTx4m3QoESy5SyMaOVTrheTQ/NLP2YYc5GZ28nRltVsdY0d3zxPjQh5qwcl4KLItKexEZtk9nvnVqUitfh9SJdRvl71bkon332pcaHPnRqETw22OA7jRde6K9aaz/iGo8VCGm+yVlAimskBnCwcQ31atoTyh7KoJhdz0YZlXNTxWvFXK411lijursnTEgAAaMpuBuJO282TqxO1BoYVx39ImwMj0td0Wsi0NFLsrgYmcJGQG13nkfV888/X3Qol49xeaOPgDQT3bj4KOTp8Cz3fbEx9PCTn/xkkeqC2cnjjaphP4/j8Twvhi7GxuvzPjnB6corHymCx4orTm089NBwpcaZTPyekZOsTkbkMq6V6k0o19RkD+Ioo8yJ6QZslEntzFuLJanZbrqpN+cnTVgACZwIa665ZvPAMFeB9ux2aw1PPPHEiLt7NjpYJzOQ8J1Y66B8UnFnQuqGdmaYV9H2zzGkszLeh/4BFu3h7qfc5MNG6gSaEr/3ve91vN+C0SXUFmIhpurGe5PLhw5WtvXXX7/5//w9UtdUN16P160zeqWK5qqzz/7JqzXiZ6u71GXl4bksw5qDa4Zrp3x3z7XFNdZu+dEOypjyYA42yiLKpFx8n1g2mPKyV014AAlklIyZ0mx0knWimYUlSN/znveM+DH5NyMZJmokB9V0luqMdShiY9Zp6iihFC+99FLRRlw+jvQ3ETTKWQC4q2eC56abbjqi45mN59LRV3dFufFwsTOEm0L/ve9974j3TN14Hs/ndToZcDXxqClEnyU3A2TwzcU1FNkpYuNa45rLaSLLQVlCmTJaWUMZ1K5YN56NtdJ71aQFENBW/9GPfrR5oBjLz/oLDAVuByfr9OnTZ/hx466cSWedDiZcELwndwvVu2hGT3Qy9QC1BjqT55prruZ78J4sMTrekFrmh9D/FJmOyxudfjQztnNxt0LzGhfC1KlTi4WHWIFt2223bW78m7+zn8fxeA0W5udEdoTUHGVj4ZqKRanK1wHXINdip89jygzKDsqQ6o0YZQ3v2YkmNa7vWMa67ui1iTapASRQBYzqGhsdR9wxdwKvzUlWbZtnW2KJJRq77bZb46yzziqSQP7ud7+rPn1UNBlxx86axNy9VwMVGxfKRhttVHvM91i4C2dMeZxcbHwvFvSpk/003H333cX3rzY3UYvZcMMNGxdddFFHLggp7L///s3z7IILLqjuzsI1xrUWwam8cW1yjXKtcs2mDvWmLKBMoGzgGqGsqL421x5lS6ebyY855pjmezCaspf1RAABP9jOO+/cnFHMxpKsnZqASHvk17/+9VFPhPJGigHmr4zWRk8ndKz33mpjYADVz059btAExRDImI0a2wYbbJA063o8BCZGuvB6MeEpNr4v2QXa6XuQAm370aRJ1gDWVe8UrjmuvRj11WrjnOZaHu0a59qPlEmtNsoQypJ2+jhaKS/BvO6661Z395yeCSCBfDHVCYis/9tJ9A/wmp/4xCeai7PkbnzW7bffvugYrDOkNAWTqXjd8sxvNob0dbJmU/bMM88Ubcnvfve7Z/iuyy67bHGB/vrXnW3+03BhBF3cqGyzzTbV3R3Btci1w7VZLk9yNsoIygrKjE5kGB8Lzcu8Z50lmCdTzwUQcJfyxS9+ccQERNoCSc/RDeTa4U7+3HPPLTqlaYunI7rcRs+/+TvDYBmax9yWbs5+p3pf7XxmDYCJTGVAkNppp51GjMFne8tbFnr170c0brrpUSfiKctee+3VPJ86lattLFyrXLNcu1zDY13jlAGUBZQJE5mHi88YIyapFfWDngwggR88FpphIxnZUUcd1fYExF7GxcS60uUCm/Hvk5nCnhObuzk6J2linGOOpRoLLrhjMadinXXOaBx77G2Nxx9/ofo0qSXOqahZ0+eZ2jcxyL75zW8Wx4PaR848p8nQ0wEEBAtGHEUmS7YpU6Z0ZAJiL2HoX3Us+eKLL964+OKLqw+dVE8++dSrJ/p3GmutdUQzn1RsH//4RY0LL3yw8fvfO+RW46O5Ovo8GYU3zKjpRKZr+iL7Rc8HkMAExFioho0RF4zomMwJRJ3AkNXqUMRFF120GC7YyeSK3XDXXb9oHHjgtY2VV/72iEDCTO/99//hq3dRnZ/xrsHCPJ+46+7kUPd+EznDOA6p66P3gr4JIIGx1rEmCBsTEHt1mv9Y7rzzzsZ66603InCw3jETLMdL99FrWFvjkkseamy//SUz1ErIOXXSSbc3nn66vbk9GkxMho10NfyXfw8b8mTFyK/cVC+Tpe8CCJggtPnmmzcLXqrBjPVOnccxmUhJzYzw8rwU5sAwq3UQZluzyt+JJ/741eB45ohAsswyr2W/vfTShxuvvJI2tySe+/73nzJmAIrHVbX6e1Xq49QdV199dfN66NSCav2EnF5R++DGsp/0ZQAJrPJVnYDYq6sUklKd7LHleS6MR2fYXqfzUfUCWt9Yb/yLX7y6WPGvHExWWWVa46CDrmvcc88z1aeNUH7Ofvu1bt5oFQBa/b0q9XHqHobbxs1gP7Yo5KLGFXPLmAzZb/o6gIBax6c+9akRBTO1k06nMcjF0GPGkJcn6NEEd+ihh07oEMHJ9NJLf2ycd94Dje22u3BEUGDbeOOziwWe/vSnGUfWxWOogbCGx8MPj57epFUAaPX3qtTHqXsYhRU3g4zO6uYQ+V7ChMSofZAZot/0fQAJ3LXQ+VwupOkvmSwkdSOwldMrMJ+CbKL90NTWLT/72W9erXXd1lh77dNHBJLzz58xFUvsY9VA/rvLLpdVH1JoFQBa/b0q9XHqLpJmxrWy9957V3f3PSYhMhiI9CSMumTJgljiYZNNNqk+vC8MTAABI7L222+/EYU2I7c6ve7GWEin8LnPfW5EymmGIH/hC1/oaNqGfscExBtvfLyx115XNj760XMajzwy47GJgp2Fn2j24v/vuGPGbKutAkCrv1elPk7dR0JQrhlq7L0yF4LkrpQhDz30UFHws5166qnFdvDBBxeTD7lZZDIizVCkRGH+GkvRlpvYx9qY89aPBiqABPI2MVekXIAzSaebExDJ1MnyveX5Kiyis8cee/RMc1q/KRfsU6feWfz/NtvMmICvVQBo9feq1Mep+7jJihFJZGJod5j+k08+WRT+pAWh4L/wwguLgv/4448vCn4yXsRM9FVXXbWZD4vCv7y+Tjc30tz3q4EMICBYEDTKBTp3BZ1OCkhz1Fe+8pUR6T6oAZECpBsr/w2TcsHOUOG11nqt2evqq0euqdIqALT6e1Xq4zQxSOwZ1xLLO8RdP0PcKfwj3RD7KPhp/qHgJ4kiBf988803QyHdjY3U8bwf28orr1x8BtLU85l233334jOSV47PTDbg+B4ENLZ2g2MvGNgAEujELq8PTn4tmrna/fHoAOfkKK/TTbX74x//+IQ2mQ2yasFORzz/puP9z3/+W22y+rjq31M39Y7q6qKd3lhIjYKfdO8U/KTpiZoIBT8bQ+sp/BnZScHPEFuubRKO6jUDH0ACmTTLExDpcCeVQl0EnmOPPbaZdoCNEWCknn/44YerD1cbqgU7QWOjjc4q/kYwafW46t9TN/UOBqGUR1bGxmiluOtfccUVi8KfYEPBzxwSCn5GOFLwc83HXf8jjzxSFP7DMrprogxNAAF9ERT05YKfzq+UUVEsrMTay8w1KZ/QrE42aHm5esVoBftVVz1S/I1RXDRrtXrcWH+vSn2cJhb9F6Q3oeCfqKVqVc9QBZDAaoflQMBIiVaritGXwp3MQgstNCJwrLPOOn2Vs6YftSrY6Ujn73Sso9XjWv29KvVxkkYaygACah2kPylXk1mfvTxi6pxzzilybZUDByM1hmmm7GRqVbDffvtTxd8/8IFpxRDfVo9r9feq1MdJGmloA0i4+eabRwQJ+kkYQVFd+naFFVYY6myhk2Gsgp1Jhew74ohbWj6u1d+rUh8naaShDyCgY/yAAw4YMQExNsZoM0NWE2+sgp20JqQ3Ic1Jq8e1+ntV6uMkjWQAKaEzPGaOzjXXXMXyl5o84xXsJFiMx4z2uFZ/r0p9nKSRDCAVLOJ07bXXdnXWutKMV7CTOn7KlG+1fFyrv1elPk7SSAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKYsBRJKUxQAiScpiAJEkZTGASJKyGEAkSVkMIJKkLAYQSVIWA4gkKcv/A2SOgmheMZoDAAAAAElFTkSuQmCC)
PN: 3H31-1-4J
CAS: 1607470-18-7
Molecule Weight: 231.298
Formula: C17H13N
TSCA: Not listed on TSCA inventory
