| Product Number | 7667-1-24 |
| CAS | 103-85-5 |
| MDL Number | MFCD00004933 |
| Molecular Formula | C7H8N2S |
| Molecular Weight | 152.22 |
| Units | Price (USD) | Availability |
|---|
PN: 7667-1-11
CAS: 1519-70-6
Molecule Weight: 226.32
Formula: C8H10N4S2
![1-[4-(Dimethylamino)phenyl]-2-thiourea](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACEUAAAhFAEMyZ+DAAACA3pUWHRtb2xTb3VyY2UAAHicfZRfb6MwDMC/ipXna0ISCqwqnapNk07a9nDdSfd2SiHtkEoyBfrv259DKVfajhZkx/bPSRyT6eOh3MBOu6qwJiWcBgS0yWxemHVKfn+8jBLyOJtmGISBpkrJZ11/TRjb7/c0+9SlOlhDM1uSk39yqIpezF5S69ZMBAFnf95eFw0zKkxVK5NppKpiUjXGV5upulnFN1OwUrldYdgpnJVud8r2VwT+Ceihysn/vTyhb44orIqNhpV1paphJwKKT/AD1tpop2qdw/KIZklD3Pts+vZss22pTY2qz1BkarOo3TZDQ2k3OttiMlR+Pqek5Aio2pZz59QRvObNioMSoCSoENQYVAQqBpWAegDFA3zRzzGAS6z1RvvJPo5fGlcM7/DU/d+bd+F1LJNICS4bf8CplDIGQaMoDq9GfWMrRi3YydbeDk+CwBGnCGmEJwWSJmMU7UhQyZt5x+FlloDGsZeteyRpkHjZUmd7t2pPY71YV7DZdGlNfqFCkadkyUlTyV96VYm2mASsy7XD/vQJfOglIPqAL/0wIG+AcBgI+4A/1g6Y3wPGfcA3wTAQ9QHfMsNA3Ad8gw3vIekDvh2HgYc+0DTvMOH91wjvEHEX4Tf74GJ45/zqvM+f0iAjb07wPsIuWpKdv3dUb+4CdnFRMLweZ/8A4DCNLqzbmD4AAETkSURBVHhe7d0J3Ezl//9xlTYtVGhVkRYt3/hGKyHS8q1okRSVsku/KFmKVktfKpQUoUSWyBaRfU227FIU2cl224nr73O+/5lmrnPmvs99zZm5Z855PR+P61Huc11zzz3L9Z4513JyKQAADOTSfwAAgBsECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoCkmFy5coVLdsXTFgCyi54mxcQTAvG0dWvDhg3q008/VY899pgqVqyYyp8/v8qdO7fKmzevKlKkiKpcubJq166dWrlypd4UAefVayee13k8bWHHo5hi4nmBx9M2K9u2bVMvvviiOvXUU6N+T2aldOnSatKkSfpNIWC8fu1E1suueNrCjkcxxcTzAo+nbWYWLVqkLr30Utub3G1BcCXitZPV8czE0xZ2PIopJp4XeDxtY1m8eLE688wzo25bPh1+/PHHVucgny6PHDmidu7cqVavXq2GDx+uWrZsqa666irP7wvSS6JeO/G8zuNpCzsexRQTzws8nrZOMjIyot7Mcs56zJgxerWYpk+frsqXL6//GAGQyNdOPK/zeNrCjkcxxcTzAo+nrZPXXnstfHvnnnuu+u233/QqgKNEvnbieZ3H0xZ2PIopJp4XeDxtdfIJMl++fOHbGzJkiF4FcJTo1048r/N42sKORzHFxPMCj6et7uuvvw7f1vXXX68fBmJK9Gsnntd5PG1hx6OYYuJ5gcfTVlevXr3wbXXo0EE/DMSU6NdOPK/zeNrCjkcxxUS+wOMp8SpRokT4tmRAE3Ar0a+deF7n8bSFHY9iitGDwLTE6+KLLw7f1saNG/XDQEyJfu3or3XTgvjxKKYY/UVuWuJ12mmnhW/rwIED+mEgpkS/dvTXumlB/HgUU0w8L/B42uoS3QnAvxL92tGDwLQgfjyKKSaeF3g8bXWJPg0B/0r0ayee13k8bWHHo5hi4nmBx9NWl+iBUPhXol878bzO42kLOx7FFBPPCzxW2xUrVqj27durcuXKWRvbnXzyyeq8885TlSpVUoMGDYqqG1K3bt3wbSViKib8K9GvnVivczcya2vyPgk6+6OIHJXZCzwrsdpG/typVK9eXR09ejSqTaIXg8G/Ev3aifU6dyOztvr7Qi9O75Ogsz+KyFGZvcCzEqttqVKlrB1QFy5cqPbs2aPWr1+vPvnkE3XWWWeF63fp0iWqTaK3o4B/Jfq1E+t17kZmbU3eJ0FnfxSRozJ7gWclu2179uwZrv+vf/1LP6xatWoVPu71hnjwt0S+drL7Oo9k0jar90mQuX8UkRQmL/CQ7LbdvHlzuL5MvdTt3r1bXXnlleE6siX3999/r1eLSQZQ77rrLv3HCIBEvnay+zqPZNI2q/dJkLl/FJEUJi/wkOy2/euvv8L1CxUqpB+2xLooULdu3ayLAsltyEWBdu3aZV0UaMSIEdanz6wuCnTs2DHVsGFDa7CyTp06atOmTXoVpKDDhw+rDz/8UF199dXW6yCzabqJeu1k93UeyaStm/dJULl/FJEUJi/wkOy2jRzslA3wYpFzwvLGibz97BQnP//8c1Sds88+25qxc+jQIb0qUoR8g7jmmmuinrc33nhDrxYlEa+drI5nxqSt2/dJELl/FJEUJi/wELdtt2zZovr27WtNUZS6N9xwg/UpKzNbt25VjRs3VqeeemrU78ms3HnnnWrSpEn6TVnkPuifTqUULVrUurQpUsfKlSvV/fffb3uupPTv31+vbuP1ayeyXnZlp63J+yRosn4U4Rv6m1Q663bt2qn9+/frVWPasGGD6t69u3rkkUes0xjy5sqdO7f1DaJIkSKqcuXK1lx6N4Om8un09ttvt90vKRUrVlRLly7VmyCJ5NTSyy+/rE455RTb83PBBRdYnWt2ePXaibwf2eWmrf63mrxPgiL2owjf0d8YMiB47733ej7NMrv69eunLrnkEtv9k86lUaNGavv27XoTJJCsdZCZRwUKFLA9J/ItokWLFtZUXb/S/+ZUeZ+kIgIkgGTAeuLEieqee+4Jv0kef/xxa4A0p+zbt0+1adNGnX766bY3sEwDlfn5MuCKxJo6daoqXry47TmQIt8QVq1apTfxrVR8n6QaAiTgateuHX5zSAee09asWaOqVatm67ykXHfddWr8+PF6E3hAHnfpHPXHPPS4T5gwQW8SKKn2PkkVBEjAyfTJ0Bvjsssu0w/nGPkkHLkpX2QJ2ifhRJJvfq1bt3b85idjFHzz+59UfZ/kNAIk4GTabOiNIYOlqSR0Lr5gwYK2zk3ua/PmzX19Lj7RMht7euGFFxh7ipDK75OcRIAEnOxAGnpjpOoiqaxmA/Xu3dtamAh35syZk+nst2XLlulNAi8d3ic5gQAJuBo1aoTfGM8995x+OKXIeoT//Oc/tk5PSsmSJdWMGTP0JoiwZctfqlatWurEE0+0PX4yVVVWgsNZOr1PkokA8TlZ/PTee+9ZnzplHr6cz965c6c1KPrAAw+E3xSyqO/333/Xm6eksWPH2lZEh8qTTz6p/vxznd4k0A4fllOB09VVVz2h8uS5LOrxkjUY8voI+g4AfnyfJAMB4nN6B+tU5BKk6fbpXd7gnTt3Vuecc47t7ylY8Eb14YdD1MGDDP5OnvyHqlx5gLrpps+Of8topPLnv0OddFIe61uIfJKWjQLh3/dJohEgPienfTp16qTuvvtu6zRFnjx5rIVR8ma47777rOsdyLUP0pVsLVG/fv3jneJJ1pv8lFPOPR4gFY5/2n75+CfH/mrcuGDO1lq1artq0OA7KzhC5YYbOqhChaodfy08oebNm6c3CTS/v08ShQCBL8juruXLl1d58/5LXX75M6p48Q/DHWft2iPUL79s05v40u7dB1WHDtPVzTf3jAoPKfff31+NHLlAbwIYI0DgK6NHzzz+KbKjrfMsVaqHevvtqWr7dn/uZ/T330fVwIFLjofoF7a//fbbe6nPPpunDhzglB68RYDAdw4d+lv16rVAlSnT29aZli3bR/Xtu0gdOeKfa1vPnr1OVa062Pa3SmnZcoLatIlTL0gMAgS+tXWr7K81WZUsae9YH354oJo2ba3eJK38+edu1aTJWNvfJuWpp4aqBQu4SBcSiwCB7y1ZskU9++wwWycrpVGj0eqPP3bqTVLa3r2HVJcus9Wtt9rHOe6+u68aPnyFOnqUhZVIPAIEgTF69K/qvvv62TrdW27pqTp2nGkNQKcyCYURI36xQkL/GyRMJFQkXIBkIUAQKPv3H1Hdus1Rt932ua0TvuuuL9WQIctS8tP7zz9vUjVqDLXdZykvvfS9Wrt2l94ESDgCBIG0YUOGevXV8bbOWEq1at+ouXM36E2i6G1klpNbke2ysnnzHtWq1UTb75Py2GOD1I8/suoeOYcAQaDNm7dBVa8+xNY5S2nW7Ae1fv1uvYlFryszvtxOEY5sF4usopdQuuOOXrbfJVN1BwxYYk3dBXISAYLAk1NWQ4cuVxUqfGnrrO+8s4/j6SG9nhRZwOdGVgEiGwvXqjXcdvuyOLB9++lq164DehMgRxAgwP+XkXFIvf/+LGtQPbLj/vbbFXpVW+cuRdrJ1NqsZBUg8k1Gv+369Uep337j+hxILQQIoFmzZqdq3HiM1XHL9h9btuzVq9g699D/t2iR9SV3swoQ8cor46zjshHipEl/6IeBlECAADHINwFZ1e4kMgSWLdsaXqwo/5V/Z8ZNgAhZQc51spDKCBDAgB4CzZv/M6NLvpFkRm8LpCsCBDCgh4CMfUTugDtrVuzptXpbIF0RIIABpxCQGVKhn8nU4Finn5zaAumIAAEMOIWAjJmULv3Pug3ZOsWJU1sgHREggIFYIdC9+9zwzx988GvreuS6WG2BdEOAAAZihcC+fYdVxYr/LEjs339x1HERqy2QbggQwEBmISDbjISOyep2fYfczNoC6YQAAQxkFgJy2kpOX4WOy+6/kTJrC6QTAgQwkFUIjBnzW/i4bIi4bdu+8LGs2gLpggABDGQVAjKFN3KX37Ztp4WPZdUWSBcECGDATQjIYsJQHVlkKHtsCTdtgXRAgAAG3IZAgwbfhevJ9UWE27ZAqiNAAANuQyByo0UpS5Zscd0WSHUECGAgOyEgW7yH6tapMzJbbYFURoAABrITArLRon6RKrdtgVRGgAAGshsCcrlbPTzctgVSFQECGMhuCMhGi2XK9CZA4CsECGDAJAQ+/fSfjRaz2xZIRQQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAiQIFu27FVHjhzVfwz4BgECJMBbb02xVppXqTJA7d59UD8M+AIBAnjs4MEjqlSpHuHtSsaNW6VXAXyBAAE8lpFxKGq/q5EjV+pVAF8gQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8BgBgqAgQACPESAICgIE8FhGxgF13XVvhsuwYT/rVQBfIEAAj+3evVcVKvR4uAwePFmvAvgCAQJ4bNeuDJU37/Xh0r//cL0K4AsECOCxnTt3qhNOODFc+vT5Qq8C+AIBAnhMAiRXrlzh0qdPH70K4AsECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOCxAQMGRAXI/fffrw4ePKhXA9IeAQJ4ZPny5eruu++OCo9QKVy4sPrmm2/0JkBaI0CAOO3YsUO9+OKL6uSTT7YFh17KlSunFi5cqN8EkJYIEMDQ33//rT755BN13nnn2YLitNNOs05dXXrppbZjJ510kqpbt67atm2bfpNAWiFAAAMTJ05U119/vS0cpFStWlX98ccfVr0DBw6ot99+W51xxhm2evny5VMffPCBOnz4cPSNA2mCAAGyYfXq1erhhx+2hYGUG2+8UU2ZMkVvYlm3bp166qmnbG2kXH311er777/XmwApjwABXMjIyFAtW7ZUp556qi0AChQooD777DPrlFZWZs2apUqVKmW7DSlyymvlypV6EyBlESBAJo4dO6a++OILdeGFF9o6fBk0b9KkibXuIzvkNmVtSKzbbNq0qdq1a5feDEg5BAgQg3xbuPnmm22dvJT77rtP/fLLL3qTbJFvNS1atIj5raZHjx7q6NGjejMgZRAggGb9+vWqRo0a6oQTTrB17DJeMWbMGL1JXFatWqWqVKli+11SihcvHnNcBchpBAjw/+X0jCm3M7uAVEGAAMcNHjxYXX755baOO9lrNmQgvlu3bjHXlrRu3Vrt3btXbwbkCAIEgfbzzz+rsmXL2jprKfLznFo1LqvbGzdurHLnzm27X5dccon66quv9CZA0hEgCCT5RlGnTh3rG4beQcs3EflGkgqWLVsWc3+t2267Tc2ZM0dvAiQNAYJAkTGM999/3xrT0DtkGft45513rLGQVDNy5EhVtGhR232Wgf5nnnlGbdy4UW8CJBwBgsAYPXq0NYvKqROWWVcy+yqVHTp0SL333nvq7LPPtv0NZ511lmrXrp1VB0gWAgS+J+s1ZN2G3ulKkXUeP/74o94kpW3evFk999xz6sQTT7T9PUWKFFHffvut3gRICAIEviUrxGWluNM267IKXFaYy6rwdDVv3jxVunRp298m5a677lJLlizRmwCeIkDgOzIVVvamyp8/v61jlVXfrVq1Unv27NGbpa2vv/7acdt4mcHVoEED9ddff+lNAE8QIPCVyZMnW7vi6p2pFNlFV3bT9aP9+/erN998U+XJk8f2d59zzjmqa9eu6siRI3ozIC4ECHxBVmk/9thjts5Tyg033KAmTZqkN/GltWvXqurVq9seAynFihVTP/zwg94EMEaAIK3JquzXX3/dWqWtd5iymluuGOhmm3W/mT59urrppptsj4mUBx98UP366696EyDbCBCkrb59+6qLL77Y1kHKoLlco1xWcweZ7OTbq1cvdf7559seo1NOOUU1a9ZM7d69W28GuEaAIO389NNP6tZbb7V1ilIqVaqkli9frjcJNAkJCQsJDf3xknCRkGHbeJggQJA2ZLX1008/7bjN+pVXXqlGjRqlN0GE3377zTp9pT92Uv79739bp72A7CBAkPIOHjyo2rZtq84880xbx5c3b17VsWPHhG6z7jcykC4D6vpjKeWJJ56wBuIBNwgQpLShQ4daq6v1jk5WYT///PNqy5YtehO4IFN6ZWrvueeea3tsTz/9dPXGG2+offv26c2AKAQIUtLixYtV+fLlbZ2blDJlyqj58+frTVLC9u3brSnFcrpI1qTIf+XfqbqYT+5Xw4YNHbeNL1SokLVIEYiFAEFKkQ6tfv36jtusy2rrAQMG6E2SasOGDWrcuHHqo48+sq7Xcc899zheiCqzctlll1mD/S+88IL1LWDs2LHqzz//1H9VUsm2J7L9iX5fpch2KbJtCqAjQJAS5JRK586drVXTegcmq6tllbWstk42CQy5eNOzzz5rfSLX75uX5aKLLlI1a9ZUffr0ybFxCNmI8YorrrDdNzllKBs4ykaOQAgBghwnn8CvueYaW6cl5cknn0z6p3P5NP7qq6/GHGhOVpHrf8i3nGRfNEq2hJet4WWLeP0+yVbysqU828ZDECDIMbIa+oEHHrB1UlJKliypZsyYoTdJGDl1Jqel5Pfq9yVWueCCC6zTPjKGIN+Qunfvbu3wO2jQIGv8I1Tk3/JzOS71GjVqpCpUqGDtCKzfZqwiYda+fXu1bt06/a4njEyblm9eTtOmJdxGjBihN0HAECBIul27dqlXXnnFcWGbdMq9e/dO2jbr8m1Dpq463ZfIItuiVK1aVX366afWNwKvVnBnZGRY4ws9e/a09rByWjUeWeRU0r333msFU7LI3yuXz9XvixS53K5cdhfBRIAgaWS18+eff64KFixo64ikA2/evLlnHXNWFi5cqB599FHHT9ehUrZsWWuNyYIFC/TmCbV06VJrcF0G2p0mE4SKDG5///33evOEkbGgSy65xHY/ZAaXnGqTGWgIFgIESTFt2jRVokQJW+cj5aGHHrKmuyaDfOOoXLmy7T6EisyoktNMMvU2FchpJAkx2VFYv6+hIqfd5HK9ySCbV7Zu3Trm5pXdunUL5OaVQUWAIKHWrFmjqlWrZutspFx77bVq/PjxepOEkI5P9oNyujqhfAuRa4VMmTJFb5ZS5JtQ3bp1Y55ukyBOVvDJ8/r444/b7oOU66+/Xk2YMEFvAh8iQJAQsoq5TZs21qpmvYOR1c8yYJ2sCxzJHlmy9kK/HzKeIOMasmgxnaxfv97abdjpW4BMeZYZVMna2mXq1KmqePHitvshpUqVKmrVqlV6E/gIAQLP9e/f33HNhJwrlxlIyTpXLjOrZJxDvx9S5NNzug/+yjYu8q1KLtOr/30yLfrHH3/UmySEjG316NFDFShQwHY/5L61aNHCmiwA/yFA4Jm5c+eqO+64w9aJSJFpqzI4nCyy5bvTdcJl116/nV6RT/myIl7/W+V0nYyfJIvMrmvatKnjaUKZXScLJJM1uw7JQYAgbps2bVK1atWyTgnpHYesah4+fLjeJKHk9Jg+TiD/llNqsrOvX33zzTeOs6RkrU2yvvWJlStXqvvvv992P6SUKlVKzZw5U2+CNEWAwJisRu7QoYO1OlnvKGQVsxxL5oplGSh3GrCX2V8rVqzQq/vSnj17rL3E9MdAvo0l65RWiEwxjrXDwFNPPZXURZFIDAIERoYNG+Y4iCvfQuTbiHwrSSb5hO10lcLatWurAwcO6NV9b+DAgbZglwkNyf42KIP5H374ocqXL5/tuQm9VpC+CBAYkXPaeodw++23W+MgySZrJWTqaOR9kdlIsn1IkMlWMfoMKZnIIIs5k23btm2qXr16jgsjd+7cqVdHmiBAYCRyyw3prPv166dXSYrVq1fbLjglM8DSbWpuosi3L9nPSu+0ZapvTli0aJG1/ifyvsiOx0hPBAiM3HLLLeEOQKbK5gT5hK1vSHjVVVfl2FboqUy2idFDRPYjywlykarI+8EW8emLAIGRyM31ZE1FsskaCP2bhwyWc4nb2GQsQp8plxPfRAgQ/yBAYCQnA0RmW+nbrsvGgrIOAZmTRZ6R6zRkG5dkj4kQIP5BgMBITgWIbNSnrzGQgWJWOrsn41WR30RkYDuZ1/YgQPyDAIGRnAoQfY2D7HEls7CQPXI6K/JxlCm+yVonQoD4BwECIzkRILK2IbLjkU0Zly9frleDS7JHVeTjKYsNk7FinQDxDwIERpIdIL///rvKmzdv+HfK1iRyjRHER5/iK9ueJHq/KgLEPwgQGElmgMi27/oq806dOunVYED2BtMv9JXox5YA8Q8CBEaSGSAtW7aM6nDkmuCJ/pQcJHI1yMhtT2SWViLHQwgQ/yBAYCRZASIrlyO3v5AtVFjr4T19fKlYsWIJ2wiTAPEPAgRGkhUgZcqUCf8eWbMwbtw4vQo8IntVRXbsiVpkSID4BwECI8kIEFn0FtnR1KxZU68CD8lW8JHXE5E9zhJxjXUCxD8IEBhJdIBIZ3bxxReHf4eco2e9R+LJRakiO/eHHnpIrxI3AsQ/CBAYSXSA6APnybw0a9Dpl8f97rvv9CpxIUD8gwCBkUQGiFwfQq5oGLp9GdCVCxMhOWRWVuTFwmTfMS8RIP5BgMBIIgPk3Xffjepgkn0VPSjVrFmzqOdg7NixehVjBIh/ECAwkqgA2b9/vypYsGD4tuXiQ6z5SD7p1GV/rNDzILsde4UA8Q8CBEYSFSAff/xxVOcS9MvS5qQXX3wx6rmYPHmyXsUIAeIfBAiMJCJA5JtG4cKFw7crm/sx9pFz1q1bZ+05Fno+ZAcALxAg/kGAwEgiAmTKlClRHUvnzp31KkiyunXrhp8PuYaIhEq8CBD/IEBgJBEBUqdOnfBtnnrqqWrHjh16FSTZggULojr79u3b61WyjQDxDwIERrwOENl36ZxzzgnfZpUqVfQqyCE33HBD+HmRKdXxIkD8gwCBEa8DZNiwYVGdiqyIRmqQRZyRz82cOXP0KtlCgPgHAQIjXgdI1apVw7cnF446cOCAXgU5RLaQyZ07d/j5ady4sV4lWwgQ/yBAYMTLADl69GjU6Su5Sh5SS+T2JkWLFtUPZwsB4h8ECIx4GSDz58+P6lAGDBigV0EO69KlS9RztHbtWr2KawSIfxAgMOJlgHzwwQfh25JrfrDrbupZsmRJVKffp08fvYprBIh/ECAw4mWAyJbhodu6+uqr9cNIAbLI8/zzzw8/TzVq1NCruEaA+AcBAiNeBYg+/iFXxUNqql69evh5kmu1mCJA/IMAgRGvAmTFihVRnYl0LkhNPXv2jHquTMdBCBD/IEBgxKsAGTFiRFRnsmzZMr0KUsTcuXOjnqsffvhBr+IKAeIfBAiMeBUgkYvUTjrpJHXw4EG9ClJERkaGNckh9Hx17dpVr+IKAeIfBAiMeBUgkftfyU68SG2R16lv1KiRftgVAsQ/CBAY8SpAypYtG74dWayG1HbXXXeFn68KFSroh10hQPyDAIERrwLkoosuCt9OvFtkIPEaNGgQfr4KFSqkH3aFAPEPAgRGvAoQ2bY9dDsdOnTQDyPFtGvXLvx8ySVvTRAg/kGAwIgXASJbuEd2JN26ddOrIMV89NFHUc/ZkSNH9CpZIkD8gwCBES8CZPv27VEdyZdffqlXQYqRa9RHPmcmF/0iQPyDAIERLwJkzZo1UR3Jt99+q1dBihk6dGjUc2aymJAA8Q8CBEa8CJClS5dGdSSmC9OQPPIcRT5n8hxmFwHiHwQIjHgRIHJlu8iOZMaMGXoVpBh5jiKfM5OrExIg/kGAwIgXAcI3kPTDNxBEIkBgxIsAYQwk/TAGgkgECIx4ESDMwko/zMJCJAIERrwIENaBpB/WgSASAQIjXgSIYCV6emnbtm34+WIlOggQGPEqQNgLK73Ur18//Hxdeuml+mFXCBD/IEBgxKsAKVeuXPh2KlWqpB9Giilfvnz4+apYsaJ+2BUCxD8IEBjxKkDq1q0bvp3LL79cP4wUE/mN8YUXXtAPu0KA+AcBAiNeBUinTp3Ct3PiiSeqAwcO6FWQInbt2hV1RUIZUDdBgPgHAQIjXgXIyJEjozqTJUuW6FWQIn766aeo52r8+PF6FVcIEP8gQGDEqwBZuXJlVGfy1Vdf6VWQIrp37x71XK1bt06v4goB4h8ECIx4FSBHjx5V5513Xvi2nn/+eb0KUkTVqlXDz5Pp1QgFAeIfBAiMeBUg4uGHHw7f1hVXXKEfRgqQoM+fP3/4eXr22Wf1Kq4RIP5BgMCIlwHStWvXqA7FZH8lJNaCBQuinqN4TjUSIP5BgMCIlwGyePHiqA6FPbFST8eOHcPPj8zE2rBhg17FNQLEPwgQGPEyQI4dO6YKFCgQvr0nnnhCr4IcVrZs2fDzU6xYMf1wthAg/kGAwIiXASJq1qwZvr08efKojIwMvQpyyOrVq6PWfzRr1kyvki0EiH8QIDDidYCMHTs2qlPp06ePXgU55M0334x6buJdq0OA+AcBAiNeB8jff/+tLrzwwvBtVqhQQa+CHCCnFwsXLhx+XkqWLKlXyTYCxD8IEBjxOkBEkyZNwrd50kknqfXr1+tVkGRTpkyJ6uxNty+JRID4BwECI4kIkPnz50d1LK+//rpeBUkWuUZHrt3y119/6VWyjQDxDwIERhIRIKJEiRLh282XL5/avXu3XgVJsmjRoqjB8+rVq+tVjBAg/kGAwEiiAmTQoEFRnQtXKcw5kVuXyE7J8Q6ehxAg/kGAwEiiAkS2zLjqqqvCt33++eer/fv369WQYMuWLbNCI/Q8PProo3oVYwSIfxAgMJKoABG9evWK6mC6dOmiV0GCyXMaevzlNNbChQv1KsYIEP8gQGAkkQFy+PBha7fX0O2fe+65auvWrXo1JIhc5yOyg69cubJeJS4EiH8QIDCSyAARPXr0iOpknnvuOb0KEkCuCHnllVeGH/eTTz7Z2qvMSwSIfxAgMJLoAJGxkJtvvjn8O+R8/KxZs/Rq8FibNm2iOvd4ty1xQoD4BwECI4kOEDFv3ryogVyZ4isr1pEYK1assNZ6hB7vyy67TO3du1evFjcCxD8IEBhJRoCIBg0aRHU2rVu31qvAA3LqKnINjpRRo0bp1TxBgPgHAQIjyQqQHTt2qIIFC4Z/l3wjmTBhgl4Ncapdu3ZUp+7ltF0dAeIfBAiMJCtAxOjRo6NWRF9wwQV0Oh764osvojr0Sy+91JMtS2IhQPyDAIGRZAaIkMHcyE6nYsWK1kA74iMzrOT6K6HH9ZRTTlGzZ8/Wq3mKAPEPAgRGkh0gsjYk8ndKadiwoV4N2SDXno9cbyPFi912s0KA+AcBAiPJDhCxZs0adc4550R1Pm+//bZeDS5s2bIlassYKdWqVdOrJQQB4h8ECIzkRIAIWSUtp1kiOyBZdAj3du3aZZtxdcsttyRkyq4TAsQ/CBAYyakAEQMHDoxaHyIXnxo8eLBeDQ7kWvOlS5eO6sCvv/56tX37dr1qwhAg/kGAwEhOBojo2rVrVCckIfLZZ5/p1RBh48aNqnjx4lGPW5EiRayfJxMB4h8ECIzkdICIVq1aRXVEUhgTcbZ8+XJrZXnkY3XRRRep1atX61UTjgDxDwIERq655ppwByCfamWWVE5wCpFGjRoxxTfCtGnTrB2NIx+jK664Qv3666961aR47bXXCBCfIEBgRJ8NdfXVV6sxY8bo1ZJCTmdFjolIkXUiQe+Yjh07pjp16mTtqBv52JQqVcqahZVs8m0n8hrrobJu3Tq9KtIEAQIjFSpUsHUEUu6//371yy+/6NUTTgbW9dlZsmI9qNueSHjee++9js9PsmZbhcjAfcuWLaM2agyVM844wwo6pCcCBMZeffVVlT9/flunIJ94mzZtak0XTSYJC/2bkQyuywaMQdrF94cffrDCU39e6tevn9THQYJBtkm58MILbfcld+7c6sEHH0z6AD68RYAgLpl9uixQoIC1RiOZ4xGyuvrWW2+13RdZ9+D364lIZ1yzZk3b3543b141aNAgvXpCyWMtp8r0+yLlvvvuy5FvqfAeAQJPyPntKlWq2DoLKTLIPmXKFL1Jwhw5csTaOytyA0Yp8m+5suG2bdv0JmlNJjB07NhRnX322bbHXsL0jz/+0JskjIxn1KhRw3Y/pOTkOBkSgwCBpyZOnGgtTNM7DylVq1ZNamcmu/hGbgUfKjIjqUuXLtY1MNKZnCIaNmxY1Iy4UJFTRPLNUMI0GeSxlCnUMqah35d8+fKpDz74IMdm6iFxCBB4Ts6zd+vWTZ133nm2zuS0006zxiSSNZAr1xORc/8yFqLfl/PPP1916NBB7d69W2+W0qQjlrGFa6+91vY3SbnzzjvVwoUL9WYJI7sAXH755bb7IY953bp1ffeND/8gQJAw0nk3btzY+jSsdy4XX3yx+uqrr/QmCSOXx428xnpkkU/Ir7/+ulq/fr3eLKXI49m5c2fbDrqRj2m/fv30Zgnz888/q7Jly9ruhxT5eTJDDDmDAEHCySrou+++29bJSJEV7T/99JPeJCFkML9nz57qkksusd0PKbKWRKYn9+nTR+3Zs0dvniPk1JB8wpfxJaeJClLOOuss63RVsu7z1q1bVZ06dRy/1ck3kW+++UZvAp8iQJA0I0eOVFdeeaWt05HB7WeeeSZpUzrlFNDnn39u2848spx++unqiSeeUF9++aX6888/9ZtIqE2bNqkBAwaoWrVqOQ6Mh4qM77Rt21bt3LlTv4mEkMft/ffft76x6fdFxj7eeeedtB9XQvYQIEiqQ4cOqf/+97+OHaN8km7Xrp1VJxnkG4lMb9U3GHQqsvXH888/b50iWrJkiTp48KB+c0bkb126dKkVGPXq1bNmKum/Wy+FCxe2LvyUzM5aJiQ43TcJf5k6nOqn/5AYBAhyhKyUlim1+hYkUmSH2G+//VZvklDz589XTZo0cVz0FqtIRy6rvWWc580331S9evWyBrflFM7kyZPDRf4tP5fjUu/FF1+01kLI36nfZqwiCyTltFEyp0MLWa/htKJdiowp/fjjj3oTBAgBghwlg9v69SlC5a677rI+7SeTzCAbN26c9anaaZV9MossAJSrBMpU3WR9KwuR02IvvfSSbR8tKRKyEohsQQICBClBtvi+9NJLbZ2VzOBq0KCB+uuvv/QmSbF48WJrs0bZBFDfJsXrIoHx0EMPWWsm5BtRTnTQEqByXRWn8JRBfNn9OFmD9Uh9BAhSxv79+61TPHny5LF1XtJ5y+K/ZC2Mi2XFihXWZAAZTJYxi3LlyjnuO5VZkfoyzVXay265I0aMsGaq5URgRJLTbTfeeKPt/kp55JFHcuTaIUhtBAhSjsx6ql69uq0Tk1KsWDHrFFOqkm3SZbW9XGtDOmT5r/w7lbeWl/v32GOP2R5rKTfccIOaNGmS3gSwECBIWdOnT1c33XSTrVOTIju55tQFkfxCdgOQBZSyO4D++MouAp988klSd+9F+iFAkNJkqq3MXpJtR/ROTq7/IZsmpttWJKmgb9++1sp1/TGVQXOZJSar3oGsECBICxISEhb6RaOkyII6WRiYzG3j09Xs2bMdt7uXUqlSJWssBnCLAEFa+e2336zTV3rnJ+Xf//63ddoLdhs2bFBPP/20bYt7KbI7wKhRo/QmQJYIEKQlueperN1oZQsSubAUlLViXrY7OfPMM22Pk0wbluuIsM06TBEgSFsypVfWaMj1PfTOUfayeuONN9S+ffv0ZoExdOhQx9XusvpftmWRGWNAPAgQpD1ZZNiwYUPHbeNl63NZpBgksvixfPnytsdCSpkyZaxFioAXCBD4hmx7Itux652mlDvuuMPaNsXPJEhjXTxLVvkPHDhQbwLEhQCB78jeUbJ7rt6Jyqkb2cAxlRf1mZBTeXKhKaetVmRV/1tvvWWt8ge8RoDAl2Tzwfbt21tbxOudqmwl/9577yV9g8JEGDt2rOM10aU8+eSTSb+WCYKFAIGvycWZnn32Wcdt44sWLWrtQ5WOZBX+f/7zH9vfJKVkyZJqxowZehPAcwQIAmHOnDnq9ttvt3W2UipWrKiWLVumN0lJu3btUi+//LLjgkrZpLF37945vikjgoMAQaDIFQWdrokuM7heeOEFtX37dr1JSghdz11W3ev3XcKkefPmKiMjQ28GJBQBgsCRTQRbt24dcxPBjz/+OMe3jY80bdo0VaJECdt9lVK5cmW1atUqvQmQFAQIAmvNmjXq8ccft3XKUq677jo1YcIEvUlSyf2TKxLq9y10/8aPH683AZKKAEHgTZ06VRUvXtzWSUupUqVK0j/hy+r5Nm3aWKvp9fsjq+4/+uijlPqGhOAiQAD1vzGGHj16qAIFCtg6bbmUa4sWLZIyxiBjNLJ6Xr8PMkbTqFGjlB2jQTARIEAEmeXUtGlT67oYeicus5z69OmTkFlOc+fOzXSW2NKlS/UmQI4jQAAHK1euVPfff7+tM5dSqlQpNXPmTL2JEVmnUqtWLcd1KrKafvjw4XoTIGUQIEAmvv/++5grvZ966im1bt06vYkrsgq+Q4cOMVfKyzE/rJSHvxEgQBbkehkffvihypcvn62zP+OMM6y9pg4cOKA3i0m+VcTaq0u+jci3EiAdECCAS9u2bVP16tVz3O32sssuU4MGDdKbRJFxjMx2C5ZxECCdECBANi1atEiVK1fOFgJS7rzzTrVgwYKo+jJzSmZQxbpeSf/+/aPqA+mCAAEMDRkyRBUuXNgWCvINpXbt2mrjxo3Wmo1YV0yUtR5BvmIi0h8BAsRBrjn+7rvvOl5z/IQTTrD9TIqsLpdV5kC6I0AAD2zYsEHVrFkzZmhIkf2sZF8rwC8IEMBDs2fPVjfddFNUcMhVAWUnXVntDvgJAQJ4bMeOHVEB8sknn+hVAF8gQACP7dy5MypAZPsTwI8IEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPEaAICgIEMBjBAiCggABPCYBcuKJJ4fLF198qVcBfIEAATy2a1eGypfvxnDp33+EXgXwBQIE8Nju3ftUoUJPhMvgwVP0KoAvECCAxzIyDqjrrns7XIYNW6hXAXyBAAE8lpFxSN1002fhMnLkSr0K4AsECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOAxAgRBQYAAHiNAEBQECOCxY8eUqlTpq3CALFq0Wa8C+AIBAiTAihXbVNu209To0b/qhwDfIEAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghACJcOTIITV//hDVp88z6s03r1dNmpyr6tfPrV588WzVsuXl6p13SqiPP35AjRz5hlq0aKTatWujfhMIiMiV5lI++2yeXiWmyHaZcVvPSTxtAbcIkP9v8eLvVIsWl6q6dXNlqyCY9AApU6a32r59v17NkdvO3W09J/G0BdyiBzxu+vSeql69E2zh4KYgmPQAkdKhw3S9miO3nbvbek7iaQu4FfgecOPGZaphw1PCgdCkyXlq+PDX1KpVM1RGxlb199+H1cGDe49/ulyr/vxzgVq0aJQaNepN61RWs2YX6jeHgNDDQ8ott/Q8/hrZrVe1cdu5u63nJJ62gFuBD5C+fWuHw+Odd4ofD40tehXAJrKDrl9/VPj/W7QYr1e1cdu5u63nJJ62gFuBDxAZHA8FyOrVs/TDgKPIDnrZsq2qZMn//b/8V/6dGbedu9t6TuJpC7gV+ABp2PDUcIDILCzADb2Dbt58fPjf8o0kM3rbWNzWcxJPW8CtwAeITNENBcjOnRv0w4AjvYOWsY+bb+4Z/tmsWeu0Fv/Q28bitp6TeNoCbgU+QDp0uC0cIIMHN9EPA46cOuj27aeHf1a9+hDrwlJOnNo6cVvPSTxtAbcCHyCTJ38cNS33k0+qqF9/nXr8zX9UrwqEOXXQsg6kdOle4Z/HupiUU1snbus5iact4FbgA0TGPf7739JRISLlpZfOUV263GtN6V2wYKjauXO93hQBFquD7t59bvjnDz74tTp82P5BJFZbXWS9eAqQKIEPEHHw4B71xRfPZrmYsFWrImro0FfVtm2/6zeBgInVQe/bd1hVrPhl+Fj//oujjotYbXV6EJgWIFEIkAgbNixRAwe+qJo3L2QLj8jSoMHJ6ttvW6ijR4/oN4GAyKyDHjBgSfhYhQpfqr17D0Udz6xtJD0ITAuQKARIDH/99YeaO3eQFRSdO1eyTmnpQdKz5xN6MwREZh20nLaS01eh4926zYk6nlnbSG7rOYmnLeAWAeLS0aN/qxUrJqgPPrgrKkTmzRusV3W0efNK9frrRdXLLxdUY8e+x5qTNJdVBz1mzG/h43fc0Utt27YvfCyrtiFu6zmJpy3gFgGSTceOHVO9ez8dDpAPP6yoV3E0aNBLUcEjYbJw4Qi9GtJEVh20TOGVqbyhOm3bTgsfy6ptiNt6TuJpC7hFgBiQQfRQEMg1Q9yYObOP7RTY/wLobmtDR6QXNx20LCYM1ZFFhmvW7LR+7qatcFvPSTxtAbcIEAOHDx8IB4BsheLWnDlfq+bNL7GFiFy0asCAxmrfvh16E6Qotx10gwbfhes1a/aD9TO3bd3WcxJPW8AtAsSALDQMdf6yGWN2yNbwI0a0Vo0anWYLEtlKfvLkbtZ4C1Kb2w46cqNFKUuWbHHd1m09J/G0BdwiQLJJ9st6441rw52+rB8xIbO8Pvusqi1EpMjldGXAHqkrOx20bPEeqlunzkjXbd3WcxJPW8CtwAfIK6+cr7p0ucdaICinmFav/lFt3vyL2r17szpy5KB1QSn5/5UrJ6shQ5qpl17KF3Hq6SS1Zo37a2E7WblyinUdEj1EpMi2Klu3rtKbIAkWLtxkDXzLmg4n2emgZaNFudhUZBs3bd3WcxJPW8CtwAeI3mlnp/zwQyf95ozIvlvTpvVQL79cwPY7ZIxF1qIcOJChN0MCbN68R7322sSoDnjq1DV6tWx30HK5Wz08smrrtp6TeNoCbhEgDsGQVZGV6vPnf6PfVNz279+lBg9uaq1013/nK69cYM3kkmnE8N7Bg0dUjx7zrTUbeic/fvxqvXq2O2jZaLFMmd62286M23pO4mkLuBX4ANm9e5NauvR79f337Y93INVU+/a3qNdfv9Ia0JbZUY0anW4t/pOff/VVXbVw4XDr1FYiyaLDrl3vt4WIlHbtSqlVq2bqTRCHceNWqQce6G/r3EuV6qE6dZqpjh61h7ZJB/3pp/9stOimrdt6TuJpC7gV+ABJZRJsbdpcYwsRKb16PaV27Ih90SJk7ZdftqnatUfYOnUp9eqNUr/+ul1vAiACAZLiZBB/woQPowbvQ6Vx4zPUd9+9ba1LgXtyOuntt6da3zD04JA9rCZOZLdlwA0CxGOyNXwi7NmzTfXrV8+a+aUHScuWl1kbPyJzR44cVX37LlJly/axBYeMT/TqtUAdOsQaHMAtAsRDof2uZJ3IkiWj9cOeWLduoerUqZwtRKR07Hin+vPPn/UmOG7atLXq4YcH2oJDFvm1aTNZbd36z2aHANwhQDwip5Hq1TsxqkPv2vU+a01JIsgssFatCttCRL6h9O1bW2VkbNWbBNLvv+9UjRqNtgWHlGefHWatDAdghgDx0Hvv3WHr0GVK7uDBTdS+ff/bSM9LMhts9Oh3VOPGZzr83rxq6NBOx+sc1psFwu7dB49/I5vpuIDvvvv6xbxeOQD3CBAPyT5Xw4a1tBb/6R1606b51bRpnyVknyu5Xnvv3jWjLsn76KO5VOnSuVSlSlepceMSczotFcmU2yFDlqm77vrnsrKhctttn6tPPpmr9u/nSpKAFwiQBNi2bbXq3v1hW4hIefvtG61tURJBtmGR9So1a0pw5FI33phLXXBBLnXCCbnUvffeq1asWKE38ZW5czeoatW+sQWHlFdfHa82bGA1P+AlAiSBVqyYqN566wZbiEj59NPHrA0VvSYr1SdN+lI9+OBFqkiRXOqMM3KpXLn+V04++WT10ksvHf/G4v3ptJy0fv1ua6t0PTSkyEWd5s3boDcB4AECJMHklNWUKZ9YK9v1EJEt3YcPf9069eW1ffv2qLZtW6lTTz01HCChkj9//uMB9qn6+2/vT6cl0759h63rjcupKT04KlT4Ug0dutxxFTkAbxAgSSIXixo48EXHfa5effVi9eOPffUmnvj999/VI488YgsRKf/617/U5MmT9SYpT7YDGzVqpbr33q9swSGD5u+/P0tlZBzSmwHwGAGSZBs3LledO1eyhYiUDh1uVX/88ZPexBOTJk2yAkMPESmPPvqoFTTpYPHiLerpp4fZgkNK48ZjwpeNBZB4BEgOWbRolLVpox4iMpOqT59n1K5dG/UmcZNTVt27d7dOYekhIqe6XnvtNbVnT2JW0sdr8+adx+/f91FX9wsVWSA4Y8ZavQmABCNAcpDsczVuXEf1f/+X1xYksrZjzJi2Cdn5d8eOHcd/5/9Zg+p6kFx00UWqb9++KbNt/IEDB1WnTr3U1Vc/o4oVaxUVHOXK9VH9+i2ytigBkHwESArIyNiivvzyedtKdimtWhVRCxYM1Zt4Qqb13nPPPbYQkXLLLbeo2bNn602S6ptvvlGXX365OuOMIur88yuqIkXqqhtu6GBtgvjuu1OPByGbSAI5iQBJIWvXzlcdO5axhYiU998vr9avX6w38cR3332nrrrqKluInHDCCerpp59WGzYkdxrswoULj3+7KBe+HyeffLbKl6+4uvjiR1SNGp9Y27ADyHkESAqaM2eAatHiUluIyD5X/frVV3v3/qU3idvhw4ePh1dHlTdvXluQnHnmmcc/8b+rDh70/nRapG3bth3/O+uqk046yXYfrrnmVjV8+CS9CYAcRICkqMOH96tRo95UL7yQxxYkL710jpowobM6etT7LTm2bNmiateurU488URbJ164cGE1ZMgQvUncJLw++OCD498y8tl+5xlnnKHefvttdeAAp6uAVEOApLgdO/5Un3/+pC1E/hckxY5/WxmnN/HEggULVJkyZWwduhQ5vbRo0SK9iZExY8aoq6++2vY7pNSoUUOtW8dVF4FURYCkiVWrZqi2bUuGw+OZZ2R/q1yqRIlc6umnH1C//pqY3WUHDhyoLrvsMlvnLqeZ6tWrZ512MvHLL7+o++67z3a7UkqVKqVmzZqlNwGQYgiQNHLs2FE1c2Zv9cor56uHH86lbr89lypaVMYocqlTTjnl+M9fUbt27dKbxW3//v3qrbfeUnny5LF19uecc47q3LmzdRrKDdmHq2nTpo5TiC+88EL1xRdfpMwUYgCZI0DS0P79u1XPnq+qf//7FFWwYHQnXLBgQfX555+ro0e9Xxshp5OeeuopW8cv5ZprrlFjx47Vm4TJ/enRo4cqUKCAra0sYmzZsqXKyGC3XCCdECBpbM2a39Rjjz1k65CllChRQk2bNk1v4omZM2eqkiVL2n6nlP/85z9q5cqVUfWnTJmiihcvbqsr5eGHH1arV6+Oqg8gPRAgPjB+/Hh17bXX2jpnKdWqVVNr13q/zYecZurdu7e64IILbL9TTqe9/PLLavHixapq1aq241Kuv/56NXHiRP1mAaQRAsQnjhw5oj766CN17rnn2jrr008/XbVp00bt27dPbxY3Oe3UvHlzKzT03ysLEfWfnXfeeapbt25pv5U8AALEd7Zv364aNWqkcufObeu8CxUqpPr376838cSqVatU5cqVbb8zVOT+NG7c2NqHC4A/ECA+tXTpUlWhQgVbRy7ljjvuUHPnztWbxOWnn35St912m+13SZH7sXz5cr0JgDRHgPjc8OHD1RVXXGHr1GWlea1atdSmTZv0JtmyceNG9cwzzzierjr77LNVhw4d9CYAfIIACYBDhw6p9u3bq7POOitmJy91skP2xZIBehlfcbrN//73v9m+TQDphQAJEPm2Id86nPa5Klq0qPVtxa2bb77Zdhtyu88995y1nxYA/yNAAkjGP26//XZbAEipWLGiNX6SFVmBHtmudOnSav78+Xo1AD5GgARYv3791CWXXGILEZkxJTO5ZEZXLLKOI1T/1ltv1Q8DCAACJOBkbYisEXEay5A1JR9//LG1xkQXOePq8ccf1w8DCAACBJY1a9ZYg+J6iEi57rrrrNXukQgQAAQIokydOtXaR0sPESmyUFAWDAoCBAABAhvZObdnz57Wzr56iMiWJbJ1SeQsLAIECCYCBDHJtUVkU0Snfa4ir+dBgADBRIAgS7I9u2zTrodIqDz44IN6EwABQIDANblglFw4Sg8QWYQIIHgIEGSLTOmVS9hG7vYra0IABA8BAiOlSpUKB8hjjz2mHwYQAAQIjDCNFwABAiMECAACBEYIEAAECIwQIAAIEBghQAAQIDBCgAAgQGCEAAFAgMAIAQKAAIERAgQAAQIjBAgAAgRGCBAABAiMECAACBAYIUAAECAwQoAAIEBghAABQIDACAECgACBEQIEAAECIwQIAAIERggQAAQIjBAgAAgQGKlQoZo666yrrPLMM/+nHwYQAAQIjDz0UHN18cVVrFK/fkf9MIAAIEBgpHr1T1WxYq2s0qTJAP0wgAAgQGCkVq3h6qabPrNKixbj9cMAAoAAgRECBAABAiMECAACBEYIEAAECIwQIAAIEBghQAAQIDBCgAAgQGCEAAFAgMAIAQKAAIERAgQAAQIjBAgAAgRGCBAABAiMECAACBAYIUAAECAwQoAAIEBghAABQIDACAECgACBEQIEAAECIwQIAAIERggQAAQIjBAgAAgQGCFAABAgMEKAACBAYIQAAUCAwAgBAoAAgRECBAABAiMECAACBEaaNBkbDpAOHabrhwEEAAECI7//vlPVqTNSNW48Rm3Zslc/DCAACBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEDgKrTIPlc8+m6dXiSmyXWbc1nMST1sA3iBA4EgPkDJleqvt2/fr1Ry57dzd1nMST1sA3iBA4EgPEClu97xy27m7recknrYAvEGAwJEeHlJuuaWn+vPP3XpVG7edu9t6TuJpC8AbBAgcRXbQ9euPCv+/m63b3Xbubus5iactAG8QIHAU2UEvW7ZVlSz5v/+X/8q/M+O2c3dbz0k8bQF4gwCBI72Dbt58fPjf8o0kM3rbWNzWcxJPWwDeIEDgSO+gZezj5pt7hn82a9Y6rcU/9LaxuK3nJJ62ALxBgMCRUwfdvv308M+qVx+ijh2LaBDBqa0Tt/WcxNMWgDcIEDhy6qBlHUjp0r3CPx89+teIFv9wauvEbT0n8bQF4A0CBI5iddDdu88N//zBB79Whw8fjTouYrXVRdaLpwDIGQQIHMXqoPftO6wqVvwyfKx//8VRx0Wstjo9CEwLgJxBgMBRZh30gAFLwscqVPhS7d17KOp4Zm0j6UFgWgDkDAIEjjLroOW0lZy+Ch3v1m1O1PHM2kZyW89JPG0BeIMAgaOsOugxY34LH7/jjl5q27Z94WNZtQ1xW89JPG0BeIMAgaOsOmiZwitTeUN12radFj6WVdsQt/WcOLXdsCFDjRjxi2rdepJ68smhqlKlr6z9u8qX/0I999wI1avXArVr14GIWwEQDwIEjpw6aJ0sJgzVkUWGa9bstH7upq1wW8+JU9vIn8UqMmYze3bsRZAA3CNA4Mipg3bSoMF34XrNmv1g/cxtW7f1nDi1lf+XbxzyDWTGjLVq584Dav/+I9beXa+++s9WLLfd9rlavXpHxK0BMEGAwJFTB+0kcqNFKUuWbHHd1m09J05tmzQZa53GikVOs4XatGw5QT8MIJsIEDhy6qBjkS3eQ3Xr1Bnpuq3bek5M2q5fvzvc5u67++qHAWQTAQJH2emgZaNFOXUU2cZNW7f1nJi0PXTo73CbW2/tqR8GkE0ECBxlt4OWy93q4ZFVW7f1nJi0Xbnyr3CbBx7orx8GkE0ECBxlt4OWjRbLlOmd0gESOQbyzjtT9cMAsokAgSOTDvrTT//ZaNFNW7f1nGS37c8/b1KlSvWw6st/mYUFxI8Age9t3brPWlQYCpz335+lVwFggACBr2VkHFJPPPFNODxkhfrBg0f0agAMECDwrQMHjqhatYaHw+Oee75SW7bs1asBMESAwJdkym7DhqPD4SEbPsqiRwDeIUDgO3//fVQ1bTouHB4yaD5t2lq9GoA4ESDwlaNHj6nXX58YNUtr+PAVejUAHiBA4Cvt2kUvaPzii5/1KgA8QoDAN7p2/SkqPLp0ma1XAeAhAgS+ERkebgozsoD4ECDwDT0gsioECBAfAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAICR/wfUbJhTLwgTHgAAAABJRU5ErkJggg==)
PN: 7667-1-05
CAS: 22283-43-8
Molecule Weight: 195.28
Formula: C9H13N3S
Melting Point: 145-150 ℃
TSCA: Listed on TSCA inventory
