| Product Number | 3H32-7-9T |
| Purity | 95.0 % |
| CAS | 55687-33-7 |
| MDL Number | MFCD09999192 |
| Molecular Formula | C8H4ClFN2 |
| Molecular Weight | 182.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-9T
CAS: 55687-33-7
Molecule Weight: 182.58
Formula: C8H4ClFN2
PN: 3H32-7-8V
CAS: 143007-15-2
Molecule Weight: 200.57
Formula: C8H3ClF2N2
![4-Chloro-7-fluoropyrrolo[1,2-a]quinoxaline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABj5AAAY+QFbgiTgAAACYHpUWHRtb2xTb3VyY2UAAHichZVfb6MwDMC/ipXna4iTEJKp7TRtmnTSdg+3nXRvp4ymHVKBCVj/fPtz2ttW2h4VUBvHP5vYSTq+3pRLWIWmLepqwpALBqHK61lRLSbs1/P9yLLr6TgnJ3Ks2gl77bq3qyRZr9c8fw2l39QVz+uS7cevNm3R81krXjeLRAqBye/Hh6cdMyqqtvNVHohqi6t2Z3yoc9/tvuI/KZLSN6uiSvbuSdms9tH+SBFvwTftjH3N5ZbGbgiFebEMMK+b0newkoLTLb7BIlSh8V2YwcuWzIprmvt0/HhX5+9lqDpSY4Qi98unrnnPyVDWy5C/UzBSvt9NWIkE+K4ub5rGbyFq0ewRvASvwGvwKXgDPgNvwTvwKOihcSQHJA8kF0yp5ssQkz5v38KE3cPtwfUj/i6/XqlmkjqFHJ0w4LhJKYjlTioNGVdWSzA8zaSLb0I4GrNaIBm1dQY0d6lQJFA5JCGl1CB5Jo0lYVBlZBTKaUhJKMNgS+kEN5myIMgPHfmJzAkSKDMko0WLMBI8VWSN0pJ5hJTXiigz5xyMFEdhXRzXWtooRZZmgFwb+jyKqaWMwYyRVNfks7DT8UtdzQ5UKGYT9oJsV/GfYd7Kf0VnUDez0FB1YoDoegjIPhBb9AncnANUH4gNHQZ0H4jtHwbSPhAXyzBg+kBcWsNAdjLpC4A9yWCHAdcH4jofBlD0id22GG4d4imCF7IctXu/6y4wRx3f79ILzFHT97v6AnPU949TYJAxJ2vlIpKdKcFZJjnYYcnHMUfqyRGYHJyPCf0rTP8Czd/TyVujW5AAAEK+SURBVHhe7d0HtBXV2cZxEjUWjDWK0Yi9oUQjmmDBBqKxAbZPohFbsHdNFEuwIhFjR7HQFFARGygKRsSugIodJYIoNqSDgEr2d59h7XHuvu3Me8o95f9baxZl5vRz5pndmzgAAAyahP8BAEAmCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQEC5FGPHj3cL37xi2jbeOON422zzTZze+21V7zts88+7rjjjou3E044wXXv3j3errzySte/f/94GzhwoBszZky8vfDCC27KlCnxNm3atPCpADlHgAB5MnfuXLfqqqu6Jk2aNPr2y1/+slqAbbrppnkNsM8++yx8O1CGCBAgT84666z4BP6HP/zBHXXUUdVO2q1bt652Ul9vvfVqnPhLfVPJa/DgweFbgzJBgGTpq6++ckceeaS78MILw12oYOPHj3fLLbdcdBLdZptt3JIlS8JDGrRo0aJqV/Uffvhhtav+kSNHVisV3HnnndVKDRdddFG1UkVjBdjmm28evjSUCQLEaOzYsdEPcvnll49/KP/617/Cw1CBli5d6lq1ahV9J3QFrpN9KQoD7KOPPqoWYE8//XS9AbbtttvGv40nnngivHuUAQIkhTlz5rhbbrnFtWjRosZVlrZf/epX7vnnnw9vhgqj74j/TnTp0iXcXTE+/fTT6Deh92G77baLghXlhQDJgKojTjrpJLfKKqvUCA01Pp577rnRlab+vfbaa7tPPvkkvAtUiOnTp7vVVlst/i7MmDEjPKSiJNuB+vXrF+5GiSNA6vD999+7e+65x+200041QmPNNdd055xzTlSk96666qp4/1ZbbeVmzZqVuDdUiiOOOCL+Huj7U+m+/fZb9+tf/zp6P5o3bx5Vi6F8ECCB999/P7pqWmONNWoExx//+MfoKqquH8Ff//rX+FiVTH744YfwEJSxp556Kv7827Rp4/73v/+Fh1QktYf49+WGG24Id6OEESBV1EPmgQcecHvuuWeN0GjatKnr2rWre/PNN8Ob1bB48WK3++67x7dVtRcqg0qsm2yySfS5q97/vffeCw+pWPPnz3frrrtu9N6oWk9tiSgPFR0g6lmiro7+y53cWrZs6W677bZoMFgaqvPWIC1/P7169QoPQRnS98h/5hdffHG4u+Ldeuut8fvTrVu3cDdKVMUFyE8//eQef/xxd8ABB0Sjc5OhseKKK7q//OUv7qWXXgpvlsoHH3wQV4HpMfR4KF8qbfjeRiqFqDSC6lSd6y+sVKr/8ssvw0NQgiomQPSFvfrqq92GG25Yo7SheYk0hiOXPWaeeeaZeIyIprN46623wkNQBtTOofYO/11SOwhqN2jQoPh9Ovnkk8PdKEFlHyDPPvusO/zww90KK6xQLTR0cu/YsWM0GCpfjZ29e/eOH0/BxVVX+VFPK/8ZqwcW6qbfmaZ00Xul3+OkSZPCQ1BiyjJAZs6c6f7973+7LbfcslpoaNtggw3cP//5T/fFF1+EN8uLZD94dQmmeqN8qIuqGoX12Wrsh8aAFNLChQvd22+/7YYOHequueaaeMqS/fffv9qUJfq333fttddGx0+cOLFRvou6YCNwy0dZBcirr74ajfxdaaWVqoWGBvntt99+7pFHHnE//vhjeLO8UpuL2lv8c1FpKF8lHhSWvmv+c9Xo83z7+uuvo96Cp5xySjTWKLw4smyaVeH00093Dz/8cHThVQjq4q7H1u/yjTfeCHejhJR8gKiL4B133OF22GGHGj+O3/zmN+6CCy5wkydPDm9WUPPmzYt6dfnnRS+d0qe5oPzsAypZ5muaDpVq1JNvxx13rPH9rm1beeWV48kRVV3k/67/D4+tbdttt92iqtd8holCw793ChOUrpINEBXBTzvttHiUa3Lbdddd3f333x+NyygWU6dOdc2aNYuf44ABA8JDUCI0bmjrrbeOPkfNuKupbnJJpdYHH3wwOrmGPQX9prmlTj31VHfTTTe5J5980n388cfh3dRK7Q4jRoxwN954YzS+yb+OcFOvMrURjh49OryLnFBJ3D+WqrVQmkoqQBQI9913XxQQ4RdeddAKlHfeeSe8WdF47bXX4itBdRnWIjwoPclpa9TGlSv6fqs0rV6B4fdbpWmd8NV+kcvegqLOHeohpTaS2i7INAPDY489Ft4sKwoy37FFJSWqdUtTSQSIJidUVZR+ROGXW18+TSO9YMGC8GZFaciQIXHxXa+nsavXkI4+L9/Gpg4ZaQea1kbVX3fddVeN9Tj0OFoyYPjw4QWbFkcN61oASu12fj0Tv6kaNpdT06srr79vFp0qTUUbIGrsHjZsmGvfvn2N0NBVvBowdUVfiq644or4tagKYfbs2eEhKFLJ76NKA9l65ZVX4rVD/KbJOjVa+5tvvgkPLyhduGk6Hj9I0m8abJuLLulq3/EzXKvUVaiQRO4UXYCoe+3ll1/u1l9//RrBoZ4n6p6bzwa+QtGP0L+udu3aFbx3GNJT6dF/ZrpCz4Y6f5x44olxaVSbZi/o2bNn1OmimHz++edR9XBy8TRVGavUlC0Fpb9PTXeC0lIUAaL6Ty3PqUa75JdUm+pJ1V9cAwLLiWb0TbblnHHGP8JDUEQ0AaCvYtJVsxZLsho3bly0zKv/7NVQrjDJddtGrmnMSdj+2Llz56wCT++rH0ujTiYKVpSORg0QDcTSFCLJyQf9ppHbmnpEa47ng770Gjdy7733ur///e9RA6KuKpMDsPRv/b/26zgdn82PJaTXry6WTZtuWvXjaef69i2vkCwnugL3380ePXqEuzN2/fXXV5sVYfvtty+psRC62NPoe79olrYtttgiChcrdVP296XqXZSORgmQF198MbpyUU+kZGjoSuzAAw+M1k/OR796NQBqDEbr1q1rNBBmuul2ur3uJxcNih988Inbcssjqn6EZ7kdd7zFvfDCZ+EhaGSvv/563J1W3WctdfW6zbHHHlvtu6QeXMXU1TwNdRv205Jo03xv1i6/Ko1rsSndj3qB6cIKpaFgAaLeKqrj1A8wPCmr6KrpsDVWItfUEHjJJZfEX9C6NoVZbQOwwpALN92v7j+bZWxffPEjt9NOd7pWrfq4Nm36Vv04S7+Np1xoTIYfpKr2Cl38pKVSq9q5/HdGve/Us6rUKfw0FsW/LjW2q53IQgu1+fvJZddo5FfeA2TChAlR//Xa1hNXNZGmZtDArFzTQMMjjzyy1oFY6n6p1QPV515jMRrq7aL9Ok7H63a6fXifehw9nh7X4sEH34sCRNuBBw5y3323MDwEjUCdNvxnrHaKtHQ1/fvf/z6+D7V9ZHOxUYw0KNH/zvSnRrKnpaDedttto/tQEGXTxoTCyVuAqEFwrbXWqnGiVU+Ts88+O1ozIx+mTZtWbV1qv6k0cdlll7kPP/wwvImJ7kf3p/sNH0uPr+eRVs+eL8Uhcuyxj1Zd4dEzqzHpM/QD69ZZZ53Uvf/UQJys5vnTn/5UttUzGojo23YUIpaSiNbN8e/VMcccE+5GEcpbgOhqPXlS3XnnnaOG6HzNAKpusOoCqbrY5OOq6sBaN5sp3X+yikKbnoeeT5ruuUuX/s+deeZTcYhcdNFoxwDdxtOpU6f48+zfv3+4u16aKVfzSvnb77vvvtH/lTNNqeLHjOjPUaNGhYc0yL9nCqFsGuZRGHkLEM0P5H88+Z488LPPPnO77LJLtRO4qscKPdBQj6fHTT4PPS89v0wtWLCkqgTzUBwivXuPCw9BAagjR/K7lIaqYzSFur+9TorlHh6eSiK+Okult7QhoNVA/fv25z//OdyNIpO3AFGDuP8iqDtuvqgxMllVpr76mi+rMenxk9NS6PmlaTSdPn1e1RXrwDhEnnwys4nykBuaFmejjTaKPjt1okhb7akLJv/Zqwqr0mYaUJuIf/3q4pu26/shhxwS3z4XPR2RP3kLEA0I8l+Cc889N9ydE7fffnu17rj64s2aNSs8rFHoeSR/CHqeer6Zmjjx66rSyz1RgOjPt9/Oz3gY1KR51/znpnauNFSP70eXq7OF1vCoRMlxM+qyn4bWmPe/a7UboXjlLUDEd4FV//dc03Qn/guq0evqLVOM9LySo+v1vDM1cuQnbqedlpVC2rUbEJVMkF/qRecbg9VjSmMUMvXf//436iSi26oN4OWXXw4PqRjq4pvsQJB22hMN4PW31Zx4KE55DRA/n5UGB+ZSMjyaNm0aNd4VMz0/PU9LiNx557i4KkttI/Pn577LM5bRKOtkW1raRmC/0p62m2++OdxdcTTY0I9Y159pJmBUu6Gf9VgTjqbpjILCyWuA+EGD+lHmiqqB/I9UbQuazbQU6Hkm22oyrc5SL6yLL342DpHTT38y6q2F3NOyAP7zSVvtkhwId/DBB4e7K5Z6Xvr3RROIpnH++efHt01bgkFh5DVA9txzz+jD33LLLcNdJmqI9nWjGpioualKiZ6vH1Cp15Fpw/qSJT9VFekfjUOkR4/0o6FRPw0W1TTq+mxUDZVmDjaN7fBr1ajnkWUMULlSqc5PwKi2oeeeey48pE7fffedW3311aPbqj0pX0MAYJfXADn00EOjD1+zbWZLRVp/Ba866mKvtqqLnrevY9frybSL78yZ37uDDhoUh8iQIe+GhyALRx99dHy1m3YktWZa8LfVErOoTl15fTugRuWnWX3wmmuuid/bbCaxRH7kNUD+9re/xVfb2UyOqPrPZN10sTaYZyo5PYZeV6b1u598MtPtsUe/KEB23vku99JLmYUP6qelAvznoV4/ab6rU6ZMqbY0a5rbVpJkr6w0y+Nq/IxvS1XJMO1sAMivvAaIJkj0X5psPnhN+e7vR11jy0Gyi69eX6YUGgoPhYjCRKECO/UWUhWrPgddJb/11lvhIfXyF0naMq2SrERalMqPUtca62kk26YuvPDCcDcaUV4DJHniV48MC9Un++lJNDgvmyAqJnodfrChXl+aenNVX/mqLFVrqXoLNv/85z/j7+h5550X7q5XsvSx0047hbsR0PK4/r1OM72QSug+5LWctcIIxSGvAZLsgWFt8D788MPj+7j//vvD3SVNr8e/Nr3ONNSQ7kOkT5/x4W5kYNKkSfFYJS1glnY1PC005j8/Sh8N0yzEvhOMVh9N46GHHorf6xNOOCHcjUaS1wBRXaf/0EeMGBHubpAa3/yo3rTzEZUKP3eWXmeaeYN++mlp1L1XAwzfeivzHkP4Wdu2bePv56OPPhrurpeuin/7299Gt9V0HWkahiuZVvnUe6bqrDS1CXp/NSGrbqsQev/998ND0AjyGiBafMf/QAcMGBDubpDW1/C3t5Zgip1el3+Ner0oDM1X5t93S7uaShz+9uophMwMHjw4ft/S9nb7z3/+E982bQkG+ZHXANFVgv/ANcFaGiru+lk9daVYzvyVsF5vuS02VIw0T9m6664bveeaISDTrtRJvou6roapk8+cxnL40ekaH5LWfvvtF59TKnmqmGKR1wDRRHL+w7700kvD3fXSMrH+tupmWc6S3Uj1uq18m4i2MWOmhLtr8MdWmuS4jeuvvz7c3SD13PIDQtu3bx/uRgO6dOkSXzBpsGAab775Znxh2aZNm3A3CiyvAfLDDz/EbRhaOzlTqu/002lvsskmZV+/rNen16nXq9dtfb3JAOnYcUjV+1//mIRKDBBdtfoTkAa1ZToGJ0lTjPsAYuBgelozxL9/Dz/8cLi7QZpmxt+ezguNK68BIn4qgjT1+88//3z8BUk7nXap0uv0r1mv38IHgl+Q6v7761+fvdICRGHh1ydXiFjnUevWrVv8WdGYm54mVfQXlqeffnq4u0Ga9diPKWnZsiWDNxtR3gPEX1lryddMJRfkydfa6cVGr9O/ZusKjj4QXn55WvTnXnv1c3Pm1D0deaUFSHJc0sknnxzuzpgGwuk+NEIaNpphV+9hixYtwl0ZOeOMM+LP0tJBB7mR9wDRACt9yJrmIVOaTkK30QRqlUSvV6/buohOMhD82uo9e74UHPWzSgoQrZDpp9Rv1qyZeeExlWL81W/a2WXxMz+CXyVByySJmvzSDzBWta/apVB4eQ8Q32uiefPm4a5azZ07N5547Zhjjgl3lzW9Xr1uvX69D2klA+HTT2dXXSnfHW36e20qKUA0xbq/Ys1mQKoGH/r7ofuuXXI+OC3iZZGcRaDU58crVXkPEF2l6QPW1V8m1MjpvxSaA6eSJOf8sXRRDANBpQ/9W6WR2oTHl6tHHnkkfl/TVKXWJjk4VvcLG81K7d9HjTK30Frr66yzTnQfmk7fctGF7OQ9QM4888z4i5JJMbNv377x8WPHjg13lzW9Xv/a9T6kFQbC3LmL3d5794/+75VXao5VCI/3Zs9e5IYPnxRv6hI8fvz0ePvooxnR8rp+0+MUK01P8rvf/S56T7XCnXVONu+6666LP6MPP/ww3I0MabyTfx+vvvrqcHfGtPKjv5+0QwVKXZ+uTTLa8im/9+6qFzOnT58e7q7hH//4R3y8xpFUkuS4Gb0PadUWCIMGvRP9n3pmhSsZ1na8nHXWyHifZdtzz37u4IMHx1vnzg+7rl2Hx9t55z1T9foGuTPOuMadcMLf3Nlnn+26d+8eb6qO6N+/f7zpSl9dZ/2msQCayNBv9bVnnHvuufF7qvvOlrqj677Ui0jd1GHz008/xd2ps+nQsGTJkrijjmo50iwEVurCoKhry6f83nuVW265Jf4Bv/POO+HuGvzCPplWeZUb39Cr9yEtfwJP+vHHpa5Tpwei/x86tHqX09qOl6uvHlsjFHK9bb75GW7ttXepOoksm8wwl5u6jm+88cbxaHNtms01kxJwQ3w7VaV+P3NJqzfqvcy2M0JyUtI0481KXSECoiF5f/TkoCFdPTbEN3ZWahdJv3iOZV1tf3IOjR07Nfr/tm0HuPnzl8T/X9fxKql8+OGMatVWzz7732rVWgMHToxmAfab2lu6dx8Tb2efPbJaqUMloGSppGXLc6sCpHVVgCybDj3fW69evcKXaeLXcdFEishONt/1JI0D2X777aP70vT62VZTloqKCJCnn346/hFnMurUz06bq3XUS41f98Ay+3BdgSCnnfZktO+mm36elLK+4wttxowZ1aqlxo0bV63aaujQodWqtTQFSbLaSwPSjjvuuHg76KCD4kGD2lq3bh0+pMnee+9d0d/PXNpqq63M3/XQU089FX/WaQYtl7KKCJA33ngj/mDvuuuucHcNfgzIDjvsEO6qCHrdev2WsSD1BcLkyTOjlQxbt77bff75st4q9R1fLvy8S9py0Wuq0r+fuZTNd702yaURdAFS7ioiQDTtgP8B9+jRI9xdAyWQ/JRA5JprXoj2X3jhqOjfDR1fDjTTrl80aptttokab7NBCSR3clkCkddeey2eIkVjqdQOpk0lUT2G31QNmSytqqdosjR7ww03VCvtDhs2rFppeMKECe6LaVPct19OcXNmTHGLF2S+rkkuVUSAzJkzJw6QCy64INxdA20g9nrhhgJh1qxFUQ8pHTNhwpcNHl8utFSt/w7efffd4e5UaAPJnWy+67VRJwk/S0C+t202aOL+snsTd/1fa/Z66nfWam7wxRvH29Arf++G99or3p6+7WA3pv9x8fbykDPd+OHd423i6BvcpFf6x9unbw5zC+fW7F0WPm5tW77l/RE0s6xfN/r4448Pd9dAL6zc9sIKqfFbxxx99LCMji8HmjLcT+qpMSGWqTM8emHlTq56YXnJIQPqgZcsdWjSRV8i0eYf27pt+7sm7pg2TVyvY2uetPOxDbqouU6m1V5veExtW77l/xGqaO4hvekdOnQId9XAOJBlrz1X40BCmuK9Q4ch8bENHV8uNFjNv7c9e/YMd2eMcSC5katxIF5yfXtNm5R2fXtdZCQ7cYwfP75atZU6ACWrtfr36eUe6dfdvfroslKDShHJUoVKGclSx9ArWlYrlfQ969c1Tvb1bbpNXQHSmAry6Kp71ge7++67h7tqYCT6steei5HodXnuuSkVFyALFiyI1zBfc8016x18WB9GoudGrkaie/vss098f5puptQsWvCdm/fdlHibMXW8mz5pTLwtmvdteJPKCRAFhz5YBUlDmAtr2Wu3zIWF+t1xxx3x+/v3v/893J0R5sLKjVzMheUNHDgwvq9MajnKRcUEiD5Ufbiql2wIs/HaZ+NF/VTltMUWW0Tv8corr2xay5zZeHMjF7PxSnJ9e03vblnfvlRVTICccMIJ0QesxvRMlmtlPZB0/eI1ujyDtxVVHnzwwfjEdeKJJ4a7G8R6ILmR7Xognr8fbbmabaBUVEyAqPuu/5DVrbchrEh4cbi7Tlp9cJdd7nHHHfdowUNEP3xdPWqU+LXXXhv3q99///2r9YDRv/0+XbXr+LffftstXLgwvMu80wWMX+RMJT3L94sVCbOX7YqEklzfXlOZWNa3L2UVEyAaQOhPjhpY2BDWRH8+3F2rhQt/cAceOChqCN9113vdkiXZDZJryMyZM6PeKJo2RD98/3yz2TSY7JRTTnEPPPBAwXrdPfvss/Hjd+rUKdzdINZEz062a6KLwkJdc3UfCpFXX/15ip5KUTEBoilM/A9OU5s0RFeJWqZSx2uq5kyqvUqZXp+fklqvO9PX++9/vxr3pNKEhvmg0Ojdu7fbbbfdapz8a9vUtuD72msZY/93/X94bG3bjjvuGFVFZDL1fzbat28fPZ5OZK+88kq4u17q1umf70033RTuRgOSE6xmMj9ebdQV29+HLkAqUcUEiKYC8B/2yJEjw921uuSSS+Lb6IqxnCWviPW6MzFp0nfRcrUKD03XnuvSx+jRo13Hjh3rHNmrKoiuXbu6G2+80Y0YMSJqXM6EZkpVDxydeDWmYrvttqtx39p0VamumWqzyHb6kdpoOgpf/bHHHnuEu+ulEc+rrLJKdFsFEdLx85Pp/df4i7TC9e1nz659yeZyVzEBkrxi09VHJtRP3P/A27ZtG+4uK3p9/gel190QTbfepcujcenj9de/CA8xUzdVX8ef3DRyV20Y+vxUBZFLmolX7SIKJC1NGj72ZpttFnXBzcV6HklHHXVU/BgKwTQOPfTQ6HbLLbecqTdXpVK72WqrrRa9d7vuumu4OyOaaTnt+QT5UZAA0UJS/gPXAlOZ0rTM/nblWsep1+VfY6bTUGthKB8el176n3C3iULe1yn7TSfHAw44wA0ePDirnjJpqKvt8OHDo5O7lqBNPp/11lsvqg7V+g+5MHny5LiEpQn30tyvnqN/XnTnzZy+S/59U9VoWsnajGzXt0f2ChIgqs/2H7rmq8mUeur4xrZczdhZbJJTUOv1NuS77xZW3WbZhIha73zmzOxO7CpNqDtq8kStk+pJJ52UUWkon7755puowVojx5PPr1WrVqnbLeqiRlx/vxqQlik14vqR7Rpbkmm7VaXTBYn/jql9LY158+bldH17ZK8gAaKqB/8jPeOMM8Ld9Tr88MPj22rpynKSXIpTrzMT3br9Jy59DBuWvgtqkq7mfXWCNnVrPe2004quSkYnDjWarrHGGvFzVeBqHEfaOY9C6vmlAWi6TzX2a43tTGk0u38+KpGgfrogUalW75fa19I655xz4vf7iiuuCHejERQkQMT/SNMOvpo2bVp8W1VhpL1qKVZ6HXo9el16fXqdDXnttc/j8Dj++MeithALnZA7d+4c/xi1qT46kxJQY1JbiULDt41p23zzzbNePOjyyy+P70+dAjKlSff8TNMaW4L6qVTr32d10kjjzTffjMNHXb9z3R4Gm4IFiGbI1Ie/3377hbsa9K9//Sv+4mk9hnLg15XQptfXEPWy6thx2Sy66n318ce2IFVI+Ok8tKkEcs8995RUFYy6gvs1sLXpJK4lbq0UqOuss050X2rETzONTHIkNKWQuqlU69ub1EkjDbVN7bzzztFtVfJ87rnnwkPQSAoWIBoToC+A5UpN9c277LJL/EPVPDqlLDkPkF5XJiNo77hjXFz6SK5rnoau+nxpTps+k1KtR9YV6FlnnRW/Fm3HHnuseYp1dSv295Nm8GqyFKL3M01DfCVR1ah/f9POlnvbbbfFt/3rX/8a7kYjKliAqMeEvgAaMGehSdLWWmut6D70g9VYglKk5+1POHo9mUz+NnXq7Gi6EoXHQQcNct9/33DghIYMGVJtTIfGYJRDNYCu+pNdf/U9U4kiLbV9qA1E96GQ/eqrmivA1UXdj/3jM7CwJpV6/QSp6u2WprSrTh5+MTD9XtSxAsWjYAHyf//3f9GXQFUmVjpZ+HpQDeQqta69er5+AJpeR6ZVHiefPDwufYwdOzXc3SB1l/TtBvozTT1/KVDjrNpC/ElcJ6lvv625fkJD7rvvvvg+dMWcKT2WDzGNl8mkPatSKCzUvqb3xlL95M8b2tTpA8WlYAGSq5Xcbr/99vgLpSuSXHXnzDc9T1+C0qbXkYkRIybF4XH++c+EuxukkocPD5V8ynXglU7ifhZnbapOymTiziRVPyl8/HuVphtzv3794sfO1Rrf5eDee++N35e0HWiefvrp+LaaSidNyQWFUbAAufTSS+MvQ7aT5iV7zWhKg2KvztLz81MvaNPzz8TcuYtdu3YDovBo06Zv1fuWrsvqqFGj4mor/Vns71O2NLvvvvvuW+2kk3bG3+RCRxrMmEZyVbybb7453F1x1L7mu4nrzzQzGGjgqmYg0G0V5hqMjOJTsABRtYn/ceViBtNkiKh+tVgb1vW8fP1vmvCQq64aG5c+7r8/3aI7qndWdYoeUyWQci15hBQYyYkfNZV82rm09txzz+i2Ki1rbexMaaZpP1ZFgV3Jq0qqfc13nNGWtvopOReedfVI5F/BAiS57OQLL7wQ7jZRNZBvE9GmrrHWta5zTc8j2VVXzzPTait5662v3M473xWFR+fOD6ca86FG5GRX3XJr82iIJtdLnrzSrK8iaqvyMyCoRJPG448/Ht9WC4RlW9ouVcleVxpzlIbWaPElZ3VsSFuKROEULECSVQNpu/HVRw3RybYFDc5TY2hj0uP7QYLa9PwybTCXH39c6o48cmgUHgqRd99N1/MkOUgwTWNwOdGJ26/wqBO6Tuxp+MkStaUd9JZcEE1BVmmzxSZrG3Qhk6ZXnNo5fAlQW5rfDQqvYAGSnDRQDWu5pK6wyXEi2jTH1GuvvRYemld6PD+3ld/0vDLpqpvUr9/4uOqqR48Xw931Sq69opNXOXTVtVIVkr+SVdVSJouZeR9++GFc9aixS2kacFVlpqoz/zlY2mJKlapKfacNVaGmnd0g2RlBIY7iVrAAUYOa/2JkMvI6LQ3G03xJyYFy2jQuIO0VZFq6fz/OxW96Hno+mQwSTJo27WvXosWpbtttu7v27e+L1jvPlBopk42WpTpIMJfUmO0/EzVyp5GcekPrkqQRtsWoKqzcQ0S1DMlOG+rEkYbWBkl2hy62OdlQU8ECRHM/+R/TP/7xj3B3zqgP/hFHHFHtZK5NdakaYawry1zQ/ej+/OCz5KbHt44F6NTpaLfmmju5DTY4tKr4nnkDriRn1c11Ka+UqVutf190hZupL774Il5JUVUxabufqxtxsi1G3Ywt41NKgUoefoCsSiDqPp7W8ccfH79XldZuV6oKFiDqY+8bvDV/UL5NnDgxWl8jOfGe31Q3rikRtEiRGvQbGt2q/TpOx+t2vm49uelx9Hh6XCst77nsvn7lDjmkS7i7Xhqg5RtvNXArTZVLuVOY+x5pusJNcxLXxY7/jC3rV+ix/NgSbRrwmGZ8SSnQyT45UNXyPo0dOzb+/mpZ47Q959A4ChYgsvbaa0dfkELWberHqi6BfjLHurYVV1yx1rW89f/hsclN96v7z/akoIZGH0xa6yDN/Sks/ElK9fZp650rQXKuK009kin1pvPrkahjxIIFC8JDGqTPNlnFqRArh8Zhta/5AcLaVG1lKXmoZNeiRYvoPnSRqckyURoKGiBbbrll9CVRL4vGoFX31EOmdevW1br/ptl0O91e96P7y5XkxIBXXnlluLte6tXmb1upva4aohKwr05SVYsmQcyU2rL8+3vVVVeFuzOik6Qme0x+l/SZl2onB7WvJavn1OZnbWvUio7+ftKuF4TGVdAAUW8WfUm0qliaH3A+6KpQPcPUVqCBSlrvW6ulqReV3/Rv/b/26zgdn6ZLYqYmTJgQB9rWW2+dalEj8WuY6wqQhse6JZehTVONqlHRfiU8dU7QuiRWmnbetxVo07T0pXTFrdKupv9PLkSm9iFrqVc943w7k1Z4TDOVPhpfQQMkrEbSv9WmcPfdWt+iMnsM6crYB6vqgNOWanTV599P9RpC/fx7nbYUopOmf5/PPffccHcqWgArOfmj2g20UFY2wVQICgk/MaLfNOYom4uqZHfntD3d0PgKGiDJaa9r29Zff/1o/iE1VudiupNScMstt8Svv0uXLuHuBmlpUN1WJZg07SaVKlkKSTNFhhp1t9lmm+h2ahebOjX9rMhJWopXoeEbjrVprIqqy7I5IeeDSrWqGk1OyaMSSNrpSUIKDH9/ChKUnoIGiKhr4xNPPOHOP//8aJWx+toitErcYYcdFp1krUXkYjZ9+vS4KkAdDNL0DhJ1jfb97lXdhoapCsZP86IqkzTjdB555JH4u6n2jFzQLM2tWrWq9r1Xo323bt0a7B2Yb7ogUak2uY6MNnUXTzMxYm1UVaULRt2fqrDSDPJE8Sh4gIR0tTVy5Eh30UUXRcXjZP1wuOkKrUOHDtEEhZrkrtRXf0uOV1EVSVrqLulvP3jw4HA36pBstE3bG8rPeKBqp1zNEKvvsa7mk9PfaFNvPJXI9RzTjkGxUnuPvku6IAkv7lq2bJm6irUuaiz396vPA6Wp0QMkpNG6qtfXIL099tgj+hElv8TJTVfv+qKr2K9pRNJcTTa2p556Kn4du+++u2nchq+P1vugHz4yoyoZf3JM26Vc4xX853bQQQeFu7OiHlmqvvXTmCc3df1VFfDQoUNz3lai0oQGAqrDiB8vk9zUSSOX89epDci//+q+m7bTCIpH0QVIaNGiRe7555+Pura2bds2XtGvtk1rbrRv395dffXV7sUXXyzaL6ZO9ptuumn0nFXieu+998JDGqRpH/zgLUvbSaXT90Tvnb5PabvSHnjggfF3LlczSyepvUXtA5p6pbaBsNq22267aAyGxrdoCpFMO6FMmjTJjRgxIhr8p0BSr7/wvrWp2krta9auuXXRa9NAQT2G2n8UyChdRR8gIRXlNUnetddeGzW81XbF5DfVre69996ue/fu0UjtYrlKT87Wqqo7Cz9qXVulrPWRS8mBhWmrZVR15U/sqtLKJ7WT9erVKz7pNrTpO1/bgFjfVbahTfN3qWpU7Wv5kHzfNXUJSlvJBUhIVzTqR6/+9ZrzaPXVV6/xo/Cbes+oukgjx5955hnTqOJsqXeZb5TcZJNNzBPsnX766dF96Cou2wbNSqTPwX8v1GCdlrqf+9s/+uij4e680BT1DzzwgDvllFPcVlttVeP7bdlUhaTvki5I8hUanuYWS04pk+uqOBReyQdISG0Jb775ZnSl06lTp2prhYSbuiVqgjt151Q1QL4HMem5tWnTJn78bJaY9VM/qAoCNr4XkOr409IYEj/NjT6Lxpi7SRcf6p2odhE1RKsNQ5tK5skBsfq336eSu47XnG2FLpGrR6X/7vft2zfcjRJUdgFSm3fffdfddtttUa+nZs2a1QgSv6laQl0qNVBMjYa5XghIo9n9Yx1++OHh7ozph++rUNKMqEZ1fvZilQgtHTDOOeec+PNk9uP6qd3Fv1fqHGPpNILiUxEBEtJU7H369IlOIH6Kiro2TTVx5plnRkX8tOM0klRc95NJqteUivNWunr0z69Y14IvBcnuvGpcTkufqR/Hs+GGG0YdPlCTSkp+2QOFdaUMEq4EFRkgocmTJ0dFavVmqm19j+Sm6grVQWvWUTVwZkrVB/4+tMhRNh566KH4vrKpBqt0yYGB1m6qmlzR30c+FkorB8kp8S3tTSheBEgttATtwIEDo1G4ftRyXZv26zgdX9fSteqG7KesUBVZtgMg1U3ZPz7Tl9ipJOrfx+uuuy7cnRF1xPADANXelutqz1Kn6mM/OFhd1wvd7oL8IkAyoF5OKnGo5OEbr+vaVIJRSUZ14irZaCyKn0NJg6c0gj5bJ598cnR/agdpjMbbcqEu4T7YNabC6vbbb48/f2u37HKkdo7ksr6acQLlhQAxUFuI2kTUNqI2kjBEklty4KOOzwXf+KsukciOBp/qvTzmmGPCXRlTEPnZdfV5Z9O+VU40y7b/7mu1TpQfAiQHVG2hOnT13lIVVW2jh1X6yFU3Yb/Gt7qhIjuaUFHv5SGHHBLuSkXjM/xnTc+4ZRdZvgu9xmYxVqk8ESB5oKBQ47bGlyTn8nr22WfDQ03Ut1/3p8FkyI5fJVMzFmRD1TV+Vl2NL1L7SiVLrr546623hrtRJgiQPPvggw/idRQ0fX0u+r9r8KPub4cddgh3ISW9h3ov9Z5ma9SoUfFJM+0kjeVE0wb5tiV957PtNILiRYAUgBYO8icWdcHNFiWQ3MlVCcRr165d/Flvu+22UXuVHwWuTd1YNTeb3zSNe//+/eNNIaS5ufymSRI16t1vxTpBqKfn56dZUbWtlmtG+SJACkDTh/vJ7HTCsox6TqINJHdy1Qbi3XfffXGAFGLTd8BPmKhNU/wnpzHJNsA0wDJNgF1xxRXxczv77LPD3SgzBEiBqD3E/7C05kM26IWVO7noheUl17fXpgkDGxqYWupbMsA0q4PvQKK/F9vSvMg9AqRAZs2aFS1Vqh+XrnqzmQmYcSC5katxIF6m69snr+i1Ja/4tSVLBNqSJQZtyRKFtmSJQ1uyRNJYAcYKmZWBACkgjXb2P7BslvFkJHpu5GIkupft+vaFNHXq1GoBppkSchFgrVu3jl67lkxAZSBACkjTOGywwQbRSUZ947WqoAVzYeVGLubC8rJd3x4oRQRIgSVH55533nnh7owwG29uZDsbr5dc317rveSiqzZQCgiQAlMPLL8OtQYZ1jUBY31YDyQ3sl0PRPRZaGVJfz+W9e2BUkWANIJhw4bFV6z1NbbWhxUJs5fNioReLta3B0oVAdJI1OCok44GW2nK67RYEz072a6JLiptJNe3Z6pyVBoCpJGo54s/gWlgYFqaDdjfftCgQeFuNOCmm26K3z/1PEorXN9e7SBApSFAGtEBBxwQn4BefPHFcHe91IPLt4NYq8EqWfv27aP3TtOvL168ONzdIPW08p+demABlYgAaUTqTeVDQFNQpKXb6LYaf0D1SeY0tYyqDvXeWSY9DNe3T7O0MVBOCJBGpik0/JVs2rEIvXv3jm/LyN/MJbvvDh8+PNzdIJX4/O01+hyoVARII9NI4BVXXDE6GWn21jRTk8ycOTNuxFV1GBqmtgu/zr2mlEnbfVftJblc3x4oZQRIEdCspf6Ktm/fvuHuenXs2DG6napkmNakYSpx+PdaE1ymkY/17YFSRoAUAc2bpJl1dWLacMMN3aJFi8JD6jR69Oj4hHjSSSeFuxHws+WusMIKUekvjauuuip+r88666xwN1BxCJAikVxH4frrrw9310sD4XQ7VWepgRi1S5Y+0o7gnzx5crymi+Yzy9X69kApI0CKxPz5812zZs2iE9Raa63lZs+eHR5SJzW++xPjaaedFu6GW7ZWxx/+8Adz6cN3+9U2dOjQcDdQkQiQInLbbbfFJylNkZEpNQz//ve/j26n9dfffvvt8JCKlxw42LVr13B3vYYMGRLfls4KwM8IkCKiBY4222yz6ESlAW5pxhc899xzce8gjQ9hRtifTZs2LW5j0iqBadbqmDt3nltvvfXiz+TTTz8NDwEqFgFSZJJXu2mvlP3sstruvffecHfF8mvIa+vXr1+4u14XXXS7W3317dwKK6zmevToEe4GKhoBUmRUcthxxx3j6qiPPvooPKROmlTRr4qnPz/++OPwkIpz8803x+Gxzz77hLvr9e67X7sWLS5yzZsf7Xbf/diqEmK6MSNAuSNAitAzzzwTn/QOP/zwcHe97rrrrvi2ajS2zPNULl5++eV4oOUaa6zh/vvf/4aH1Gnp0v9VleiGuVat+rjtt+/pxo2bHB4CVDwCpEi1bds2OvGpXeP1118Pd9erc+fOcYhUaq+sr7/+Ol4+WO/h448/Hh5Sr0GD3onCQ9uVV44NdwNwBEjRGjduXNwovvfee4e76zVv3rx4ug5tN954Y3hIWVMXaN9lV1uaHm3y9dfzXZs2faPwaNdugJszJ/OBnUAlIUCK2JFHHhmfBEeOHBnurpe68vqeR5rxt1LWDFm4cKHbbbfd4vdt//33TzW/mFxwwTNx6WP4cPta6UC5I0CKmBrBNehNJ8IddtghddfcUaNGxW0A+vPJJ58MDykrCo999903Dg8Fif4vjbFjp8bh0bVr+pl6gUpCgBS5U045JT4hWkoR6hbs1xxRGFnuoxRobMef/vSn+L1SFdacOXPCw+r1/fc/uoMOGhSFxy673OOmTMl8NgCgEhEgRU5dc5s2bRqdFDfddNNoRti0tG6IDxH9WW5tIpqFePPNN4/DQ6Py0wwW9G6++bW49NG797hwN4AAAVICLrnkkvjkaF3ASCURX52l7dRTTy2LLr6aIFGjy/3rateuXdSJIK2PP55ZVYK5OwqPjh2HVAV1unYToBIRICVAVTF+CdV11103mnjRQlO/r7rqqtWqeUp1sKHCT1Oq+9ei7dhjNdjvh/DQBqlp6fjjH4tLH6++yozGQCYIkBJxww03xCfK7t27h7szpt5ZyS6+GrF+zz33pG6gb0xvvPGG23777ePXoLadtFPgJw0b9kEcHhdf/Gy4G0AdCJASoSvujTbaKDphqnvuN998Ex6SMVXxJAcbatMEjMU+i++MGTPciSeeGLfnaFPbh8bMWM2c+b3be+/+UXjstVc/99136XptAZWMACkh/fv3j0+cZ555Zrg7NU174ufO0qa5tzRyvdgWpVLg9ezZM5qOxD9XDbJUmFir87zLLnsuLn089ND74W4A9SBASogWRdpuu+2iE6gaxNPM7VQX9fJKzuLr71vL4zb2GusqZXXr1s2tueaa1Z5fq1at3CuvvBIentrrr38Rh0eXLo9G818ByBwBUmKeeOKJ+ESqE3+ujBkzxrVs2bLaiXq55ZaLFlAaPHiw+/7778Ob5IUawdWz6qijjnIrrbRSteejdTlUalKQZku9rDp1eiAKjz/+8W43adJ34SEAGkCAlKDdd989OqGqLeCtt94Kd2dFy+P6NdaTm9pdjjvuuGggokotuaS2DS0Tq/VPkl1y/aZFtu64446cdjvu02d8XPr4979fDXcDyAABUoI0Tbk/uWqup3xQl9+OHTtWGzuS3LbeeuvohK9BiSNGjKi6gs9szih1G9aUKlpiVmNRfJVcuCkctX7Hgw8+mHouq4Z89tmcaKS5wuOAAwa5hQvTd/0FQICUrA4dOsQnWy1nmy8zZ86MRrInJyisb1t55ZXdxhtvHG0aZ+L/rv8Pj61t02JavXr1SrWcb1qnnjoiLn2MGTMl3A0gQwRIiXr//fejNgqddFXlVIhxHAqThx9+2J1++umuRYsWNU7+lm2rrbaK5vt64IEHojU88u3FFz+Lw+Pcc58OdwNIgQApYccff3x8IlYbQqGpYX3ixInRY1977bVRG4k2Vavttdde8aZ/+33XXHNNdLzGnKSdKTcXNMrcj/n46qvsugADlY4AKWHTpk2LeyrpSv7HH1mzOxOa90qLRgHIDgFS4i644IK4FNKnT59wNwDkDQFS4tQu4Udor7/++o1SLQSgMhEgZaBHjx5xKURtEQBQCARIGVCpQ6UPBYhKIyqVlDvfkyrTrrj+WAC5Q4CUCbV/+FKI2kXKXTJAtADUDz/UP70JAQLkHgFSJtQDSz2xFCDqmaUeWuXMB8IRRzwU/Xn//RPDQ6ohQIDcI0DKiAb5+VKIxoiUMx8IL788LfpT4zrmzFkUHhYjQIDcI0DKiEaj+4kQNUr9vffeCw8pG8lAOPPMp6K/9+z5UnDUzwgQIPcIkDKjebF8KUQN61r+Vpt6amlBKr9pinZN4e43ra8xZcqUeMv1jLu5lgyETz+dHU3Jrk1/rw0BAuQeAVKGtG6GD5FcbSuuuGI8MaK2li13cYceeqHr0uVu17XrcHfGGU9WBdWYeLvmmheiKdP91rfvW2748Enx9vTTn7jx46fH28SJX7vp0+fF24wZ9Y9nCQNBpQ/9W6WR2oTHA8geAVJmtIpgXVOw53JbaaVmVUH1Z7fNNpfGJ+d8be3aDXDvvlt9DXi/z5s7d3G8tvkrr9Rckjc8HkD2CJAy065du/gkr8WfktVS7777brVqK638l6zWuvXWW+MqL23nn39+PAmitsMOOyyeILF9+0Pd/vuf4/bd9wZ38MGDo61t2wE1Tv652vr1q75wlv//pEGD3on+Tz2zwuVpazseQHYIkDKiwPDhcdBBB4W7C04LNSWrpSZPnlmt2uqFFz6rVq314IPvVav2uvHGV6PqsJtvfs3Nm7ek2n3XFgg//rg0XqZ26ND3q+2r7XgA2SFAysTs2bNds2bNovBo2rRpVOIoZ3UFwtixU6P/V2lo/vyfQ6eu4wHYESBlQosy+dJHz549w91lp75AOO20J6N9N93081rn9R0PwIYAKQOvvvpqtIa4wqNly5YVsS5IfYGgqrKdd77LtW59t/v887nR/9V3PAAbAqTEKSy23377KDwUIi+//HJ4SFlqKBDUjVj7L7xwVPTvho4HkB4BUuJ69eoVV1397W9/C3eXrYYCYdasRW7PPftFx0yY8GWDxwNIjwApYZ999plbddVVo/BYd911q06as8JDylYmgTBw4MTomKOPHpbR8QDSIUBKWIcOHeLSx8CBA8PdZS2TQNAU7x06DImPbeh4AOkQICXqsccei8Njn332CXeXvUwD4bnnphAgQJ4QICVo/vz5rnnz5lF4aI6qSZMmhYcAQN4RICVIU4z40sfll18e7gaAgiBASszbb7/tll9++Sg8tthiC7d48eLwEAAoCAKkhCxdutS1bt06Ln2MHj06PAQACoYAKSG9e/eOw+Poo48OdwNAQREgJeLrr792a6yxRhQea665ZvRvAGhMBEiJ6Ny5c1z6uPPOO8PdAFBwBEgJGDVulGuycVV4/LKJ22WXXaK2EABobARIkVv04yK3+VWbuyadmrjld17eTXx/YngIADQKAqTIXTbuMtekT1Xp48om7oKhF4S7AaDRECBF7KPZH7kV71kxCpDmg5q7BT8sCA8BgEZDgBSxvYfvvaz0UbU9PvXxcDcANCoCpEgNmDQgDo+Oz3QMdwNAoyNAitDMxTPdOgPWicJj1b6rumnzp4WHAECjI0CK0EljT4pLHzdMvCHcDQBFgQApMi999ZL75V2/jMJjh4d3cD8u/TE8BACKAgFSRH5Y+oPbbuh2UXgoRF775rXwEAAoGgRIEbnureviqqtTXzw13A0ARYUAKRJT5k1xq9y7ShQe6923npu9ZHZ4CAAUFQKkSBw48sC49DH4k8HhbgAoOgRIEXj404fj8Nj3yX3D3QBQlAiQRjbvh3lug/s3iMJjpXtWcp/M/SQ8BACKEgHSyM5++ey49HHlhCvD3QBQtAiQRjRhxgS33F3LReGx9YNbuyVLl4SHAEDRIkAaydL/LXU7PbJTFB6/6PMLN2b6mPAQAChqBEgjue292+Kqqy5juoS7AaDoESCNZJ/h+0ThsfaAtd23i74NdwNA0SNAGsnoL0a7/Z/a3436fFS4CwBKAgECADAhQAAAJgQIAMCEAAEAmBAgjcB33wWAUsZZLAtzlsxxN797szv46YPdRoM2ck3vbRrNZ9V8UHN32KjDXP9J/d3inxaHNyNAAJQFzmJGt7x7i1u93+pxGNS1/fa+30az7SYRIADKAWcxg64vdI0CQMvOHjH6CDfs02Hu8wWfR6WNWYtnufEzxrtub3Rz6w5ct9awqO3/AKDUcBZL6cZ3boxO/r8Z8Bs39sux4e5qFCbHjjm2RlgQIADKAWexFGYunul+3ffXUcnj+S+fD3fX6eLXL672bwIEQDngLJbCDRNviE78aiDPBgECoBxwFktBc1fpxK82j2wQIADKAWexFH53/++iE/+0+dPCXakQIADKAWexFFa+d+XoxL/op0XhrlQIEADlgLNYCgQIAPyMs1gKVGEBwM84i6VAIzoA/IyzWAp04wWAn3EWS8E6kFDTmiQRIADKAWexlHwpRFOZvPDVC+HuamYvme26jOlSIywIEADlgLOYwQnPnxAFgEoiR44+0j065VH3xYIvoskUFRoTZkxwl427zK1333q1hkVt/wcApYazmJEmVVyt32pxGNS1rX/f+jUa3QkQAOWAs1gWNNuuguTAkQe6DQdt6Fa5d5V4QalDRx3qBkwa4JYsXRLejAABUBY4iwEATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8P9jfhc0OCYhsAAAAAElFTkSuQmCC)
PN: 3H32-7-0D
CAS: 136773-69-8
Molecule Weight: 220.63
Formula: C11H6ClFN2
TSCA: Not listed on TSCA inventory
