| Product Number | 4754-1-72 |
| CAS | 1817-76-1 |
| MDL Number | MFCD00100046 |
| Molecular Formula | C13H8N4O8 |
| Molecular Weight | 348.227 |
| Units | Price (USD) | Availability |
|---|
PN: 4754-1-72
CAS: 1817-76-1
Molecule Weight: 348.227
Formula: C13H8N4O8
![1-[Di(2,4-dinitrophenyl)methyl]-2,4-dinitrobenzene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABCLAAAQiwE9nYyBAAADaHpUWHRtb2xTb3VyY2UAAHichZdtb5swEMe/isXrxfhsgqFKUlWtJk3qVmntpL2bXEJTpAAVoUn67XfGQIJDcJ/s2P/fnR/OZ3dxe8y3ZJ9Wu6wslh5Q5pG0SMp1VmyW3p+X77PIu10tEhShsNgtvfe6/rjx/cPhQJP3NFfHsqBJmXum/+a4ywaag6BltfE5Y+D//fn43DCzrNjVqkhSpHbZza5pfCwTVTejuOLCz1W1zwrfyP282htr/zjTP4wed2vvNJd77LtDlLxl25S8lVWuarLnjOIP+0Y2aZFWqk7X5PULmwUNcO6rxc+HMvnM06LGqraQJWr7XFefCTbk5TZNPtEYVn48LL0cEFB1md9VlfoiuqabFRDFiRJEBUTNiQqJkkRFRMVEAcNf7AcUACoAJYAaQBGgClAGqOOo49oO6jjqOOo46jjqOOo46jjqBOoE6oR2iDqBOoE6gTohcS+3qZ7My9dHuvSeyC/yRO5Hv3XPU/t3qr2peWY5t/fvqtqg4RkQIOzKN5AZnIrpHlPFqOBolNMwlAG2UCGEJLhr+NV/7Lst2dV+3F+Gyz+bY38gT2XX3pWCCnneHyIfBacyQh1uTTuc1lvrpC2ujjgK57z/3Dpsi9Zdy9jWuYji1rpHvnB1OtuMSnnSowsBrJkEi1gzqZAzM+lYlyGNhS4llY0+pjxohogG4LyhE3RAZ0DQOMKA6w33IACdz6csOF2eTDEKEs5tXvfSjaOb8GmioZjHXT+eU78/qKvFa1msz6okWy+9V/CaE/w7fdvx9hB7pKzWaYV5URvQ0nOADwF9AnuAjwHiAgimPQRDQKeTHrgbA+ZDQCefaSAcAjpVTQNyCOjENj2HaAjoNDgNxEOgSZrTY9L9g61rkqyDsbe7ScoOxtpxk8QdjLXpJuk7mOByCVyItfPmXpleaLA239xDDkaOMHI67CEaWTZH1IAVBeZedJxHOwz0Hcmmx8bhIjw5ONzY5765pqe3h9tHv7nWHYwVBeYZ4GCsMDDPBgdjhYF5ZjgYObIGLsYKA/OUcay1FQbm6TPNCDbCxI7MDJfrJpjDjxUH5inmYMQIwx1jCy5SrnCEjrDCwLwMHUx4cdk4ETnixpF0hBUF5rHqYOIRZjTp+Gc3u98917F68ZT3z975Pv53s/oPpeyWeZSyBq8AAEY/SURBVHhe7d0L3FVj3v/xGYTweBLlfD4MwzAYRRiMwzMOzyOZpDAOjSGHGZPDkJmpHOafc3mckkyRCBFGeCZyGEIqjQyVikp0kqRz+f3v79r23X1f7b322tc+rbX35/163S/Za9373nut33V91/FaPzAAADz8wH0BAIAoCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgSVNX68WceOZltvbdakSeq/p59u9v777py1ieWDGCNAUDlDhpi1bGnWu7fZ9OlmK1aYzZhh1qeP2ZZbpqantWtnttNOa/9MnrxmnmqTz/IBKoAAQWWo42/RwuyDD9wpKXp9iy2qOyDCsHyQAAQIKuOii8x69HBfbUzTNV8tYvkgAQgQVMYee5hNmOC+2pi2sjVfLWL5IAEIEFTGhhuaLV3qvtrYkiVmTZu6r9YGlg8SgABBZdBBhmP5IAEIEFQGh2hSZs0y++4791WWDxKBAEFldOli1rOn+2pj1XySWJfjnnFGXQusa4J33ulOZfkgEQgQVMbEianLUHNdpjppkjsl2XTYScGw0Uap8Pj5z1P3eLhqdfkgUQgQVM7gwakb5XRjnLbIdaPczJmpLXK9rumZrFrlvpIMjz1mtuOOqeDQf/X/YXyXD1AmBAgqa9w4sw4dzLbaKjVUh+6w1v+PHevOmXLDDamtdx2+0dZ8Eui7HH54Kjg23ji1B5LrBHlavssHKCMCBMnyzjupIUzUGe+wg9mjj7pzxMaSuV+b/eY3Zuusk/q8OuehPQmgShAgSB5tvV93XWprXh3zYYeZjRnjzlVUQ4f+2x555F/uyxmtXLnaHnpovP3qkDvsw412NPvZz8zefNOdDUg8AgTJpfMBZ55p9sMfprbyzzvPbPZsd66iiBogr7/+mZ1yymN24IF97bjjHrbxT7ye+TLdTB55xOzXvzZbsMCdAsQSAYLke+sts1atUnsjm25qdvPNZsuXu3N5efDBcda373t22WUv2CWXPB/8+/77197bmTZtQTBdwXHIIQ/Y//7vO7Z48Qp3tsxGjzY79NA1nz/TVVlADBEgqA7ayh8wIPW8DHXEu+9u3z37nDtX3oYPn2zPPTfRuncfad26vRz8++9/n1g/feHCZXbrrW9a69b9gvDo2vUlmzFjYYN3CPHll2bnnpvae9Je1FlnmX3+uTsXEFsECKrLokVm11xjtsEGNnSLw+2ii563qVMLPyTkHsJavfo7e/LJD+3oowcGwdG+/eP2zjszG/xGCO0d9eqV2ttQ2LVubTZqlDsXEHsECKrSqqnTrM8lg4LOvVWrfnbzzW8Gewu+Xnhhsj3zzMfBv+fPX2Knn/5E8N5HHTXAhgyZYKtWrXZ+I4thw8x22y0VHNtsYzZwYPRzJEDMECCoau+++7l16JDq7H/xi4H2+OMfBnsPhfjkk/l27LEP2U03/TNyKE2Z8pU9c3r3VHDU7R3Ztdem9paABCNAUPUUGE888WEQIAqS0057IgiWclDAKGi0F3TMfrfatDMuNps61Z0NSCQCBDVDnfktt6w54X3FFS/Zl1+u2QvQa8ccMzD0nInmiUKHtHRoS4e49Ds65DV6dHlCCygXAgQ1RwGhk+vq2K+++h/1r+v/n3rqI+vc+ZmspyWiBIhOpuukuubVSXadbC/0sBkQRwQIataYMbNs5sw1l9ymw+HCC58LgiSTsADR5bu6jFfzaC9Hl/d+801x7kcB4ogAAb6XDgcFwfHHDwqutnJlCpAlS1banXe+YwcfnDo0phsKdWMhUO0IEOB7DcNh0KDxwY2DrkwBorvT9bqGMHnjjc/cyUDVIkCA7zUMB52zOPvsp+2ttxqPnpspQGbP/tb+7/+mBIMoArWEAAG+54aD7vdo126ILV26sv41dx6glhEgwPcyhYMOT/Xp83b9/2eaB6hVBAjwvUzhsGLFauvY8UmbNGl+8P+Z5gFqFQECfC9bOEyYMNvOPXdYcF4k2zxALSJAgO+FhcNtt70V3FkeNg9QawgQ4Hth4aAT6Z06DQ2dB6g1BAgAwAsBAgDwQoAAALwQIAAALwQIkIUu39UPgMwIECALPQpXPwAyI0CALNq2fTT4AZAZAQJkQYAA4QgQIAsCBAhHgABZECBAOAIEyIIAAcIRIEAWBAgQjgABsiBAgHAECJAFAQKEI0CALAgQIBwBAmRBgADhCBAgCwIECEeAAFkQIEA4AgTIggABwhEgQBYECBCOAAGyIECAcAQIkMXhh/8++AGQGQECZLH77j8KfgBkRoAAWey2227BD4DMCBAgCwIECEeAAFkQIEA4AgTIggABwhEgQBYECBCOAAGyIECAcAQIkAUBAoQjQIAsCBAgHAECZEGAAOEIECALAgQIR4AAWRAgQDgCBMhip512Cn4AZEaAAI4lS5ZYjx497Ac/+EHwo3/rNQCNESBAA48++qjtsMMOQXA0b97cNttss+Dfek3TAKxBgAB1xowZY4cffngQFhtvvLFdd911tnTp0uBH/9ZrmqZ5NC8AAgQ1bvbs2da5c2dbZ511goA444wzbMaMGe5swWuapnk0r35HvwvUMgIENWnFihV2yy232H/+538GoXDQQQfZm2++6c62Fs2jefU7+l29h94LqEUECGrOc889Z7vvvnsQAltvvbX97W9/s++++86dLSvNq9/R7+o99F56T6DWECCoGf/+97/tuOOOCzr9DTbYwK6++mr75ptv3Nki0+/qPfReek+9t/4GUCsIEFS9r776yn73u99ZkyZNgo6+bdu29sknn7izedN76T313vob+lv6m0C1I0BQtVatWmX33HOPbb755kHnvs8++9iIESPc2YpG762/ob+lv6m/rc8AVCsCBFXplVdesZ/85Cf1nfndd99dls5cf0N/Kx1a+gz6LEA1IkBQVaZMmWLt2rULOu/11lvPLr300oocTtLf1N/WZ9Bn0WfSZwOqCQGCqrBo0SLr1q1b/QntY4891j788EN3trLTZ9BnSZ+412fUZwWqAQGCRNMltQMGDKi/pFaj5z7zzDPubBWnz6TPlr50WJ85n0uHgTgiQJBYo0aNslatWgWd8qabbmo33XSTLV++3J0tLxo0cdy4cTZy5Mjg3g519Pqv/l+vFzKooj6bPqM+qz6zPru+A5BUBAgSZ+bMmXbmmWfaD3/4w2BYkfPOO8++/PJLd7ZIJk6cGFwtpXMUO++8c9Cx5/rZddddrX379nb//ffbtGnT3LfMSZ9Vn1mfXd9B30XfCUgaAgSJoYENr7/++vqBDQ877DB777333Nly0hhWt912W/1VWumfXXbZxU488UTr2rVrMIT7gw8+GOyB6L/6f72u6TvuuGOj32vdurX17ds375sS9dn1HfQe+k76bvqOQFIQIEiExx9/PHi4kzpbDa0+ePBgd5acPvvsM7vooovqT7RvtNFGwQCJDz30kM2aNcudPdT06dOtf//+dsopp9j6668fvF+zZs2sZ8+etnDhQnf2UPou6SHk9R31XYEkIEAQa++//74dccQR9R1+9+7d8z4PoauetPeQ7uj33ntv69evX957DNnMmTMn2KPZZpttgvfXc0R0eCsf+k76bvqOeg99Z313IM4IEMTS3Llz7be//a2tu+66QYfasWPHYA8iX88++6xtv/32wXv8+Mc/tieeeKJkVz8tW7bMevfuXX8ToUJg6tSp7myh9B31XfX7+u5aBloWQBwRIIgVDY1+++23B4eD1IkeeOCB9sYbb7iz5aT3ueyyy+r3XHr16lW2Yde1R9KpU6fgb+uJhsOHD3dnyUnfWd89fWhMy6Rcnx+IigBBbAwaNKj+MNCWW24ZnGNYvXq1O1tO2mI/5JBDgvfZf//9bfLkye4sZTFkyBDbZJNNgqutbr31VndyTvruWgZaFvouWjZaRkBcECCIjfSJ5CuvvDLvE9Fpn376qf3oRz8K3uf8888PDitV0oQJE4LLfvV5dI7Dh5aFloneQ8sIiAsCBLFxzDHHBPdF+FJ4pM936JLYuNAVXjr/os+ly4F9adloGQFxQYAgNvRAJt8A0WGr9J6HRsONG50X2WuvvYLPN3DgQHdyJFo2WkZAXBAgiA3fANHJ5fQ5jzjtebh017rOZ+hyYp8hTAgQxA0BgtjwDZD01VY65xF3Cg49tVDnRfK9D4UAQdwQIIgNnwDRfR76HV1tVekT5lHdeOONQeBpPKx8ECCIGwIEsZFvgOgOc5001zhSlbpU14cuz23Tpk3wXfM5lEWAIG4IEMRGvgGi4Um0Ja+bBJNmzJgxwf0hGtI96p3xBAjihgBBbOQTIBryQyejdXlsUu/Q7ty5cxCAUR+ARYAgbggQxEY+AaJRddX5amyrpNIz0vXM9EMPPdSdlBEBgrghQBAbUQNEz/PQkOz77LNP5MM/cdWhQ4cgCN955x130loIEMQNAYLYiBogGlhQne4DDzzgTkqc1157Lfgul156qTtpLQQI4oYAQWxEDRA9SVAj7PqOlxUn2oPSlWS6wXDVqlXu5EYIEMQNAYLYiBIgeoa5ttg1XHq1uPzyy4PvlGvYegIEcUOAIDaiBIjGuVJn+/DDD7uTEkvPC9F30g2GYQgQxA0BgtiIEiDt2rUL5sn3GeZxpiFNdDVWrnAgQBA3BAhiI0qA7LzzzsFPtdFz2rfaaiv35UYIEMQNAYLYyBUgixcvDu7ePuGEE9xJiXfKKacE3z3swgACBHFDgCB/48ebdexotvXWZk2apP57+ulm77/vzpmXXAEyvu7v6lyBhjCpNldddVXw3caOHetOqkeAIG4IEORnyBCzli3Nevc2mz5dD+MwmzHDrE8fsy23TE1Pu+ACsyOPXPtn5sw18zSQK0BeeeWVxI59lcvNN98cfLcRI0a4k+oRIIgbAgTRacTbFi3MPvjAnZKi17fYIjWfh1wBojGj1Mnec8897qTEu/fee4PvNmzYMHdSPQIEcUOAILqLLjLL9UxvTdd8HnIFyKOPPhp0sgMGDHAnJZ6+k77b4MGD3Un1CBDEDQGC6PbYw2zCBPfVxrQXovk85AoQ9kAIEMQLAYLoNtzQbOlS99XGliwxa9rUfTWSXAHCORACBPFCgCC6CgcIV2ERIIgXAgTRVfgQ1pK6cNJ9IMcff7w7KfHatm0bfHfdlZ4NAYK4IUAQXZcuZj17uq82VsKT6LLLLrvYTjvt5L6ceHqy4ta6nyYEAYK4IUAQ3cSJqct0c13GO2mSOyWSKAHSvn374FDPdN2DUiUWLFhg6667rv3yl790JzVCgCBuCBDkR5eZ6kZC3TioGwh1I6FuDLzzztTrIZeh5hIlQPr27RsESP/+/d1JiZW+uuymm25yJzVCgCBuCBDkb9w4PYvVTIP/aSgT3YGu/w85ARxFlACZNm1a0Nlq7KhqcfHFFwffKddjbQkQxA0BgtiIEiDSunVrW3/99W3OnDnupMRZuXKltWjRwnbYYYecz3cnQBA3BAhiI2qA3H///cEW+6233upOSpxnn302+C5XX321O2ktBAjihgBBbEQNEF3q2qxZM9t2221taa77UmLuqKOOCi5N/uijj9xJayFAEDcECGIjaoBIz549gy333hoVOKFGjRqV1/kcAgRxQ4AgOl06qyuFdOVVCeQTIHrwUvPmzW2LLbZI7LmQI444Ivi+7777rjspIwIEcUOAlEOJHsBUdr/6VV3F1JXM1KnulKLIJ0AkfS6kU6dO7qTYGzRoUPDZO6ouIiJAMqiWtpVQBEip5fMApjhTaKy7rtlhh7lTiibfANFVS0ceeWTQEQ9JynKs88UXX9St+i1t0003tVmzZrmTsyJAHNXSthKMACmlEj+Aqawuuyy19zF0qDulaPINEJkyZYptttlmtskmm9iEXON0xcDq1avt6KOPDkKvX79+7uRQBEgD1dS2EowAKaUSP4CpbL7+2uo2lzUQldmqVe7UovEJEBk+fHhwJdOuu+6a1xZ9JVx55ZV5H7pKI0AaqJa2lXAESCmVePTastH9Ftr70KGBEvINENE9IeqYNShhXE+q33bbbcFn3G+//UJH3c2GAGmgWtpWwhEgpVTi52eUxcqVZjvuaNasmdmiRe7Uojr22GO9A0S6d+8edNB77bVXMORJnNx+++3BXtLOO+8cnAPxoWWjZQSrjrZVBQiQUqqGIn/ssdTex5VXulOKbse6oErfYb7C81LhHj16BO+hk9S6z6LSdM4jfdhK4fHJJ5+4s+SkZZHew2rSpIn9/e9/d2epPdXQtqoAAVJK1bCb3bp16vLIMgyfrq10XZmkjnKPumXi21EOHDgwGCtLne2NN94YdOKVoD2N9AlzHbby2fPQMtCy0HtsWNdpath3/fu//uu/It29XrWqoW1VAQKklAp5AJM67D33NPvDH/TACHdqWUx77xMb2eynqevsy0TnBv74xz8GAVBIR/n2228HD5/Se7Rp08bGjBnjzlJSus9De0HpE+b5nvPQd9Z31+9rWWiZ6D20B3PyySfX7438/ve/t6+++sr99eRTzav21QYybbwU0rZQNARIKRXyAKb5881+8pPU4SPN07dvSa+AyuTKK//PDjywr037YIY7qeSK0VGqw+3cuXNw7kDnH/RvXfZbSjpspjvM9bm1N6WbHfOh76jvqu+s99AyyHTYa8SIEbb33nsH8+hu/HvvvbeuPMpbHyWh76BaV82r9tUG1BZchbQtFA0BUmqFPIBJJ7A1X/Pmqca0335mI0e6c5XEzJkL7aCD7rff/OYZd1JZFaOjVKfeqlWr4D10COi0006zV1991Z3Nm85RaFRdDYyov6Ef3R2fzyXF+k76bvqO+n19Z333MBoK/q677gqGdNHv7LvvvvbKK6+4syWHals1rlpXzav21QayKaRtoSgIkHIo9AFM2gLTrvh666Ual4YUKfFVRrfc8maw9zFy5DR3UtkVo6PUXevDhg2zQw89tL6T33777a1r167BfST5HmL6+uuvgycJdunSJXieh95PezoaGHH06NHu7KH0XfSd9B76jvqu+s5Rza+rj0suuaSuPNYL3qNdu3Y2tUTDzZSEajk9TI5qXLWeaa8jk0LbFgpCgCSJdsuPPjrV0HQVyp/+ZPbtt+5cBfvmm+V2+OEPWtu2j9rq1eEPOSqnYnWUevKf3id9jiK9Z7LPPvsEAXDVVVfZddddZwMGDKj/0f/raqq2bdsGewcKi4ZBdM0119jHH3/s/qlQ+uz6DnoPfSd9Jn1HXx9++KEdc8wxwfttsMEG1q1bN1tU4kuvC7H628WpGlYtq6ZV29kOSSGWCJAkevpps113TTW6bbe18UP/6c5RkIED3w/2PoYMyXGVS4W4HeW1117r1VHqsNE///nP4Eot3aDXMFDCfraq29o9/vjjrVevXjkfQ5uJPqs+sz673k/fRd+pWLRntNtuuwXvvc022wRXpeV62mGh7rtvtH3+efS9uOefn2R3tP59qoZVy6ppJA4BEifDhpm98Yb7ambLl5v9v/9nr213WNDZn3PO03Ubb7PdufK2atVqO+GER+yoowbYkiXRD6NUQik6Sg0T/95779nIkSODQ17a+9B/9f+6kivfQ10N6bPpM+qz6jPrs+s7lMLyuvq46aab6i+LbtPmyLrPP9GdrWh0wcXkybn3nlSjqlXVrPZyP73jwVQtR6G2oTaC2CBA4mT77VNbZHrAUMSrhRbOWWg9eowMTnj/7Gd97S9/GWlz5y52Z4vsxRcnB437zjvz37KuBHWU2hNId5R6XnocbiB06TPps+kz6rPqM+uzl9qXX35p5557rm2+eSvba69u9uc/v2Jz5vjXR0Pffru8Lmw/D37OP//ZujD8OPj3pElrB4lqUrWpGlWtqmbnzYv4OdQW1CbUNtRGEBsESJzofgcNVaGGssEGZtdcoxMS7lwZffjhnLqOYlj9ll3//mPrOqj8rlaSs856qq6j62ezZxf/3EoppTtKXa6r8xNnnXWWff755+5sZafPoM+SvpRYn1GftdzGj59q5533TMH10dCMGamNF/2cdNIj1rXrS8G/Bw0aXz+P/ob+lv6m/rZqVLUaiWpfbUBtQW1CbcPjniCUDgESR88+a7b77qlGowfkDBig4x/uXBkNHz7Zjj9+UNBY/+d/HrWXX45+knnhwmXBFqK2UpNKV0Clr7TSEO833HCDLVu2zJ2t5PQ39bf1GfRZ9JnyvTqrFF54YXJwiFL18d//PdhGjIi2p5tLpkNYqj3VoP6WalK1GYlqXTWv2lcbUFtQm0DsECBxpcMbN9+cGkZdjahVK7O33nLnymjp0pV2772jrU2b/kHjveCC5+yLL6KdZP7oo7m2eLHfOFRx8sgjjwRXR6nz1hhUTzzxhDtLyehv6W/qb+sz6LPEieqjb9/36uvjt799ziZOnOfOlpeGAaJaU83pvfU3VIv6m5GoxlXrqnnVvtpAGQ71wQ8BEnezZ5t17my2zjoajtXszDNtxefRDoHMmrXIrr76H0FDVofhI/LhhhhavHhxMEJv06ZNg85cTy98v4SPOtV7p5+QqL+pv63PEFfq6K+5ZkRQHzovceONr9uCBTkGKMziq6+W2sqVqTHHVGt6T9WeajCKubMX2ae/uSJV46p11bxqH7FGgCSFxnLS42TrOqfr9+5i/fqNiXwMW8eqV6zIf0BB3QPSvv3j7suJ89lnn9npp58edOy63+OCCy6wuXPnurN503vpPdMDHepv6W8mxdixX9gZZwwNOv0jj/xb3R7Tv+rDwIdqTTUXhWpYtXzYYf3tzzufl6rxMo9bBn8ESMLMGvqSnXjimmPY//hH9GPY+p1jjhloU6dmH5xR86RVS4Ckvf7663bAAQcEnXyzZs3sjjvu8B42XvS7eg+9l95T762/kURa18OGfWTHHvtQUAOnnjrE3nyz8SCG+dZPLqpd1bB+RzX90ktrj/mFeCNAEmjZstQx7EMPTR3D1iWUUY5ha96nnvrIOnd+Jus5ec2jS3l1NU337iODLdL0lTbaUk06De3+wAMPWMuWLYNOf88997QXXnjBnS0n/Y5+V++h99J7VmrY+GLSpbm9e4+ygw/uF9RCww2UqPWTi2pVNat5VcOqZdU0kocASbAvv1xk3bq9HDREHcO+4YbXQo9hpxv3hRc+F3QEmWgeXY2lu4o1oOIppzwW/Fs/1XByPU03DF5xxRX1w8afcMIJdR1b7hvtNI/m1e/od/Ueeq9q89lnX9vtt49qdCgqav1ko9pUjapWNZ9qVzWM5CJAqsC4cV/YmWeuOYat6/AzHcNON251Crqscv78Jc4c1X0IK5NJkybZSSedFASChlDX4IoaKNGl1zQtPcy6fke/W0vyrZ801aJqUrWp6apV1SySjwCpEursdSdw+hj25Ze/5M7SqHGrQWsL0OUGiA5j1YKXXnopeJa6wkGj6+o5HjokpR/9Oz3irubRvLUo3/pJUy3qddWmajROA3SiMARIldExbB1THjr03+6ktcLh7LOftrfeavywqEwdQK3QEOp9+vSxzTbbLAiLnXbaKfjRv/WapuUzzHq18a0f1aJqUrWJ6kKA1BC3cX/yyXxr125Io5u83Hlq0bx584LnfCg49KN/67Va59YG9QMCpIZkatzaMuzT5+36/880T63abrvtbNttt3VfrlmZaoP6qW0ESA3J1Lh101fHjk/Wj6CaaZ5apeHW9YOUTLVB/dQ2AqSGZGvcEybMDkZJ1XHtbPPUIgKksWy1Qf3ULgKkhoQ17ttueyt4AmHYPLWGAGksrDaon9pEgNSQsMatE6GdOqXuJUEKAdJYWG1QP7WJAAGyIECAcAQIkAUBAoQjQIAsCBA/ehKhhoRH9SNAgCwIED/XXpsa4PP552trrLBaRIDUMF12OW9efJ+YV2kEiJ/Zs7+1X/xioB1++IM2fXr1jVSMNQiQGnbffaOD5z58881ydxKMACnEq69OC/ZCzjrrqYwjQ6M6ECA17K9/fSNo5HrWB9ZGgBSmV69UfTUc6gTVhQCpYQRIOAKkMHreeYcOTwQPkBo1qvGovagOBEgNI0DCESCFmzLlK2vTpr8dd9zDGR9AhWQjQGoYARKOACkOPQ9EdXbppcOzPksdyUSA1DACJBwBUjxXXvl/Qa3pSYaoHgRIDSNAwhEgxbNw4TI78cRH7E97XGjLx7zvTkZCESA1jAAJR4AU1+x3Jpitu67Z7rubLVrkTkYCESA1jAAJR4CUQI8edb1OXbdz9tnuFCQQAVLDCJBwBEgJrFpldvjhqRB55BF3KhKGAKlhBEg4AqREpk83a97cbNNNdZ2vOxUJQoDUMAIkHAFSQk89ldoLadVKD1Z3pyIhCJAaRoCEI0BK7MILUyHyxz+6U5AQBEgNI0DCESAltmSJ2d57m62zjtnMme5UJAABUsMIkHAESBlMm2Z2yy16toA7BQlAgNSwbt362w47dLTp0+e4k2AECJALAVLDunS52NZZp4lNnTrNmQIhQCpg/Hizjh3Ntt7arEmT1H9PP93sfe5ejyMCpIZdeOGF9oMf/KAuQKa6k2AESNkNGWLWsqVZ796pS311ddaMGWZ9+phtuWVqelq3bmbnnLP2z1dfrZkHJUeA1DACJBwBUkaTJ5u1aGH2wQfulBS9vsUWqfnk3XfNRo5c+2c5T9csJwKkhhEg4QiQMrrootQwJ2E0XfMhNgiQGkaAhCNAymiPPcwmTHBfbUx7IZoPsUGA1DACJBwBUkYbbmi2dKn7amO6b6RpU/dVVBABUsMIkHAESBkRIIlEgNQwAiQcAVJGHMJKJAKkhhEg4QiQMurSxaxnT/fVxjiJHjsESA0jQMIRIGU0cWLqMt1cl/FOmuROQQURIDWMAAlHgJTZ4MGpGwl146BuINSNhBpk8c47U69rOmKFAKlhBEg4AqQCxo0z69DBbKutUkOZ6A50/f/Yse6ciAECpIYRIOEIECAcAVLDCJBwBAgQjgCpUQqNli1bBgHSs2dPW7VqlTtLTRs5cqStu+66wY/+jTVUK3fddZc1adLEDjroIDZAahgBUmMWLVpk1157rW2wwQZBeKyzzjrBf/fdd186SksF66mnnhoskx/+8IfBj/6t1+goU8GqWtEyUYDov6ol1ZRqC7WFAKkR3333nT300EO2zTbbBI1+1113tWHDhtn8+fPt4osvtvXWW6+mO0o3WI8++mibMGFC8KN/13pH2TBYVSuqGdWOaki1pNdVW6ox1RpqAwFSA95++21r3bp10Mj/4z/+w3r16mXLnWGva7WjzBasrlrtKLMFa0OqJdWUakvzqNZUc6h+BEgV+/zzz+3Xv/51cBhGh6rOPfdc++KLL9zZGqmljlKd3MEHHxwarA25HaV+t1o7yqjB2pBqSzWmWlPNqfZUg6heBEgVWrZsmd1www22ySabBI2/TZs2Nnr0aHe2rKq9o/QJ1oaqvaPMN1hdqjXVnH5fNahaVE2i+hAgVebJJ5+0nXfeOWi822+/vQ0aNMidJbJq6ygLDVZXtXWUhQarS7WnGtTyUU2qNlFdCJAqMX78eDvyyCODxtq0aVP7y1/+YosXL3Zn81INHWUxg9WV9I6y2MHakGpQtaia1HurRlWrqA4ESMLNnTvXLrjgguB+BTXQDh062KeffurOVhRJ7ChLGawNJbWjLGWwNqSaVG3q76hWVbOqXSQbAZJQK1assN69e9tmm20WNMr999/fXn/9dXe2onM7yqOOOiqWHWU5g7WhpHSUWmdad6UOVpdqVLWqv6vaVQ2rlpFMBEgCvfjii7bnnnsGjVB3k/fr189Wr17tzlZSbkepYVHi0FGuXLmyIsHqytRR6rNVmtaR1lW5g7Uh1apqNj0SgmpZNY3kIUASZOLEiXbiiScGjW799de3yy+/3L7++mt3trKKU0cZh2BtKE4dZVyCtSHVrmpYtazPpNpWjSM5CJAEyNTQJsXowTqV7ijjGKwNZVp/5ewo4xasLtVynNcfsiNAYizdMbdo0aJoHfOSJUts3LhxwZhGzz33nA0YMCD4r/5fr2u6r3J3lOX+e4Uqd9AV+++VsnakYdCp5uMWdFgbARJTr732WlEODakTueeee6xdu3b1V9vk+tFdx+3bt7f777/fpk2b5r5lTsXuuFylCNZyKnVHWaxg1bpXDagW0qMT5PpRjanWVHM+fzPToTa1BcQTARIzOqF52mmnBY0nfXJ63rx57myhZs+ebbfddpv95Cc/adS4d9lll6Az6dq1q/Xo0cMefPDBYCtS/9X/63VN33HHHRv9nsY26tu3r33zzTfunwpVio6yWMFaaaXoKIsRrFrHWtfpsdPSP6qJKLWjGmv4e6pB1aJqMh+q+YYn+9Umyn2yH7kRIDGR6fLYf/3rX+5soT777DO76KKL6ge+22ijjeyMM84IxjSaNWuWO3uo6dOnW//+/e2UU06p35Jt1qxZ8OyQhQsXurNnVayOshjBGkfF6igLDVatU61brWO9h9a51r1qQLWQD9Waak61pxrU+6kmVZuq0XyoDVTicmNEQ4DEgG7e2m677YJGoi24oUOHurOE0oip2gJMd/R77713sCWa7x5DNnPmzAm2ItMD6zVv3jw4tJEP346yGMGaBL4dZTGCVetS61TvoXWsda11XgyqQdWiajIdTKrVfEd6VptI792orZTqhkfkhwCpoHfffbfRECE33nhj3kOEPPvss/V3h//4xz+2J554omSj5+qzact28803D/7eEUcckfezQ/K5ga1hsOrYer7BmkT6julzVWEdZaZgzfeGTq07rUP9vtap1m2+9ReValK1qRrV31PNqnbzoc+mNtJwyBW1IVQOAVIBGqDunHPOKWiQQt29e9lllwUNSYcJNGJque7o1dZpp06dgr+twyXDhw93Z8kprKMsRrAmWa6OshjBqnWWPqyodVmsPY5cVKOq1fShLdVwvnXrDvqotlTIoI/wR4CUkToGNZhCh0nX3cSHHHJI8B467j158mR3lrIYMmRI0MmpEd96663u5JzcjvKAAw6wY445pqBgrSZuR6llo2VUaLBqXen99B5ah5Wgmk2fs1Et+4xi4A47r7blszzgjwApo/PPPz8odt3MpZOMPnTM+0c/+lHwPnq/SjcYPZ0ufYln9+7d3cmRpDtKvUchwVqtGnaU+ikkWLWO9B5aZ+6TBctNtZtuE6rpKOfEMlFbSt/EqvdD+RAgZaQhs1Xkzz//vDspEjWw9PmO66+/3p1cMbrqJn1sW5d0+vrpT38abG0jMy0bLSNfWjdaR1pX+V6VV0qqZX0u1bZviKhN6T3UxlA+BEgZ3XLLLUGRv/zyy+6knLSLn97zuPvuu93JFadj6HvttVfw+QYOHOhOjuS4444jQEJo2WgZ+dA60brROirX+Y58qKbTeyI+h7PUpvT7amMoHwKkjHwDRCcZ0+c84rTn4dKdy1tuuWVwqeaoUaPcyTkRIOF8A0TrQutE68ZnZIFySe+JqNbzPbFOgFQGAVJGvgGSvtoqCcd31Vk1adIkOMae730oBEg4nwDROtC60DrxCfVyS58TUc3ngwCpDAKkjHwCRNfKq+PQFSuVPmEela4O0vc877zz3EmhCJBwPgGidaB1oXWSBKpx1bq+az73iRAglUGAlFG+AaK7dXViceONN67Ypbo+NCaT7l1QJ5DPVi8BEi7fANGy1+9oXRQ6Blk5qdZV86r9qHesEyCVQYCUUb4BoiEfNL9uvEqaMWPGBPcatGrVKvKd8QRIuHwCRMtcy17rQOsiaVTzqn21gSgIkMogQMoonwDRoHM68alLLvM9oRgXnTt3Dr7vM888407KiAAJl0+AaJlr2WsdJJFqXrWvNhBlAEYCpDIIkDLKJ0A0cqnm1fhBSTVlyhRbb7317NBDD3UnZUSAhMsnQLTMtey1DpJKta82oLaQCwFSGQRIGUUNED07QcNf77PPPpEP/8RVhw4dgu/8zjvvuJPWQoCEixogWtZa5lr2SabaVxtQW8j1PBECpDIIkDKKGiC33357MN8DDzzgTkocPadC3+XSSy91J62FAAkXNUC0rLXMfZ67EjdqA/ouahNhCJDKIEDKKGqA6CluGq00nwc3xZW2InU1jW5iW7VqlTu5EQIkXJQA0TLWstYyT/req6gNqC2oTYQhQCqDACmjKAGi50hrHg2xXS30fG59pzfeeMOd1AgBEi5KgGgZa1lrmVeL9KMDwp6xToBUBgFSRlECJD0m0MMPP+xOSiw9e0LfKdfNbARIuCgBkr6J0+cZLXGltqDvFDYGHAFSGQRIGUUJkHbt2gUdRZxGSy2UhtPQFUG5Oj8CJFyUANF0Let8h5GJM7UFfXe1jWwIkMogQMooSoDoCXP6qTZ6JvZWW23lvtwIARIuSoBoGWtZV5tc7YIAqQwCpIxyBYiec607h0844QR3UuKdcsopQQcYdmEAARIuV4Bo2WoeLetqozahtqE2kgkBUhkESBnlCpDx48cH06MO35AkV111VfDdxo4d606qR4CEyxUgWrZaxlrW1SY9rI/aSCYESGUQIGWUK0BeeeWVYHoSx77K5eabbw6+24gRI9xJ9QiQcLkCRMtWy1jLutqkx8ZSG8mEAKkMAqSMcgVIevyie+65x52UePfee2/w3YYNG+ZOqkeAhMsVIFq2WsZa1tVGbULfLdu4agRIZRAgZZQrQB599NFg+oABA9xJiafvpO82ePBgd1I9AiRcrgDRsq32+lEbyYQAqQwCpIxyBQh7IARImFwBwh4IAVJuBEgZ5QoQzoEQIGFyBQjnQAiQciNAyihXgHAVFgESJleAcBUWAVJuBEgZ5QqQJUuWBNe6H3/88e6kxGvbtm3QAYbdIU2AhMsVIFq2mkfLutqoTahtqI1kQoBUBgFSRrkCRHbZZRfbaaed3JcTT0+X23rrrd2XGyFAwuUKENEy1rKuNmoTahvZECCVQYCUUZQAad++fTDP9OnT3UmJtWDBAlt33XXtl7/8pTupEQIkXJQA0TLWstYyrxZqC2oTahvZECCVQYCUUZQA6du3bzBP//793UmJlb667KabbnInNUKAhIsSIFrGWtbZrlZKIrUFfSe1jWwIkMogQMooSoBMmzYtmKeaxjO6+OKLg++U67G2BEi4KAGSfpytlnm1UFvQd1LbyIYAqQwCpIyiBIi0bt3a1l9/fZszZ447KXFWrlxpLVq0sB122CHnE/IIkHBRAkTLWMtay1zLPunUBtQW1CbCECCVQYCUUdQAuf/++4P5br31VndS4jz77LPBd7n66qvdSWshQMJFCRDRstYy17JPOrUBfRe1iTAESGUQIGUUNUB0OWazZs1s2223taVLl7qTE+Woo44KLr/86KOP3ElrIUDCRQ0QLWstcy37JFPtqw2oLYRd/i0ESGUQIGUUNUCkZ8+ewby9e/d2JyXGqFGjgu8Q9XwOARIuaoBI+ryB1kFSqfb1HdQWciFAKoMAKaN8AkQPB2revLltscUWiT0XcsQRRwSd3rvvvutOyogACZdPgGiZa36tgyRSzav21QbCHkKWRoBURnECRMMLdOyou5jMmjRJ/ff0083ef9+ds6blEyCSPhfSqVMnd1LsDRo0KPjsHVUXEREg4fIJENGy1zrQukga1XyUcx9pBEgWJe6bCw+QIUPMWrbU/qbu+DFbscJsxgyzPn3MttwyNR2BfANEV9QceeSRwe8MSdBy/OKLL+pW/Za26aab2qxZs9zJWREg4fINEC17rQOtC62TpFCtq+ZV+7mu3EsjQDIoQ99cWIBMnmzWooXZBx+4U1L0et1uaDAf8g4QmTJlim222Wa2ySab2IQJE9zJsbN69Wo7+uijg+/Zr18/d3IoAiRcvgEiWgdaF1onWjdxpxpXravmVftRESCOMvXNhQXIRReZ9ejhvtqYpms+eAWIDB8+PLiqZtddd81ri74SrrzyyrwPXaURIOF8AkTSh7K0buJMta0aV62r5vNBgDjK1DcXFiB77KFNBvfVxpR0mg/eASLp6+E1UF5cT6rfdtttwWfcb7/9cl52mQkBEs43QLQutE60brSO4kg1rdrWZ/S5/4kAcZSpby4sQDbcUBdru682puGXmzZ1X61JhQSIdO/ePfj9vfbaK3RYh0q4/fbbgy3HnXfe2ft4OwESzjdAROtE60brSOsqTlTLqmnVtmrcBwHiKFPfTICUybJly6xNmzZBkf/ud79zJ0fWo263U++hE6NxuMZfx9XTh63UQX3yySfuLJHo8IVuGtP7YG3pMa50U53vYUytG60jvY/WWRzOiaiGVcv6TKptX2pTeg+1MbW1mlemvrmw1lqm3aSkGzp0aPAsAxV4+ufggw/OObhgNgMHDgzGB2rSpIndeOONFesItFWbPmGuQyQ+ex5q7PoOOnGq99luu+3cWWqawuLss88O9j7StaNlpWXm01FqHaUPZ2nd+ayzYlDN6juohlXLqmkfakNqSw3bltqa2lxNK1PfXFiAdOmiW6bdVxsLO1Fz/fU6rmO2fLk7pSr861//CoaTUFE3rUv6P//5zzZ16lQ755xzgkMJ6hTUOfhsUb799tv1oaStrjFjxrizlJTuLUhvOeokrc85j4bBquBI4v0KpeIGq9axbg7UMtKyKqSj1LpKn1jXOiz3cletpvfG9R1Uy/lqGKxqS2pTaltqY2prem+1PbXBqqQ+U32n+tBMCu2bIyosQCZOTF0KlutSsUmT3CkpP/1p3Seo+wi77mr29NPu1MSaN2+eXXjhhcGDfVTIp512mn366aeN5lFnkG5EvluU6gg6d+5c34j073wuffShQw66u1mfW/cYRL3Rq6FMwbp48WJ3tpqVK1i1rIrRUWrdaR3qPbROS31IVLWpGk1vPOnf+W54ZAvWhtTW1OY0XW1QbVFtsmqor1Sfqb5TfWgmhfbNERUWIDJ4cOpmFd2coptUdLPKzJlmd96Zel3Ts/n2W7M//Sl1vE4L4xe/yP6FE0DDZ2v8Hl3DruLdf//97bXXXnNna6QYW5Rq+K1atapvMGo8r776qjubtxV161Qju6Y7ff3oTuF895yiBGstyxSs36qNZFGMjlLrMH3XdzqMtK61zotFtajPmV7vqlWfsMoVrC61PbVBza82qbaZ6CHu1Teqj1RfqT5TfWdIfRTUN0dUeIDIuHFmHTqYbbVV6nZ53eWo/x871p0zM11R9KtfpRbMeuuldqvybAiV9uKLL9ZfSaJnMegGrqjnJtRJFLpFqTt2hw0bZoceemh9Z7D99ttb165dg2vq893S+/rrr4On2nWp2xXW99H7aatRg/SNHj3anT2UG6w/rdtqyhWstaTQYNWy1DItpKPUOtW6TZ9r0TrXulcNqBbyoVpTzan2VIPpelRtqkaj3l2elm+wNqQ2qLaYrmG1UbXVRFFfqD5RfaP6SPWVUa/CLLRvzqE4AVIs2mreb7/UQmrePJWUeTaEcptUtwt40kknBcWpk4GXX3553g0urRhblKITi5dcckn9OYr0++2zzz5BJ3HVVVfZddddZwMGDKj/0f/rypy2bdva3nvv3eikrTqBa665xj7++GP3T+VUSLBWu2IGa7E6Sq1jreuGHb9qQTWh2lCNZKod1ZRqSzWWDkL9qAZViz4XjBQarA2pTaptqo3qvdRm1XZjTX2f+kD1heoT1TcW8chCMcQrQGTVKj0YPHV8Tgvtxz+2+SPzP8mWyZAhOa5KyIMK8oorrqgvyBNOOMEm6rhjERRji1JW1S3Lf/7zn8ExY90/0DBQwn62qttaOf74461Xr15eDV+KGaxx8OGHc+q2hGe7L3t76aWXShKsxewote5VA6oF1YRbJ5l+VGOqNdWcak81mK9iBqtLbVRtNV2XasPlqMt8+563355how7+/qiM+kL1iR7LstTKGyAallnH4qJYsMDsD3+wpRtsbBfv/vu6f75o06fnHtY5TLt2hQ8etnr1d/bYYyNtu+32DIpwzz33tBdeeMGdrWCZtijV6RRKQ2O/9957NnLkyOBwgrYg9V/9v66OyfdQl6uUwVpJQ4f+2x55JL/Dipl8+uk869jxD/UdWKmCtRQdpWpDNZKpdlRTUYZdz6VUwepSm1Xb1d9p2bKl/e1vg4K2XSpR+x71cerrDjywr/1ur662susVqb4wCvWtRVgH+ShvgJx1ltXtj5pdcIHZ3Lnu1IwWTp5ul146PFigBx/cz/r0edu+/dbvst+oKzGbsWO/sE6dhtbtzve03XY7we64446inmzMRI1ex5KLsUVZSmrkDzzwQNAYSxmslVJogCxatLxuq3pUUMM77nimtW3bqSzB6naUWkel6JAL5e6xquYLDbxc1HbVhrWns8UWh9uvftU3aOOlkKvvUZ+mvk31ob5Ofd6nn0YMDvWl6lPVt6qPLaPyBojGpj/ggNRuWbNmVrf2UlcGRPDmm9ODlaCFe+yxD9kzz3wcaYvh+ecn2X//9+Dgp3XrfvX/Hjgw+nj4s2YtsmuuGRH87YMOur9u9/x1++qrRe5sJVWKLcpief311+uvdtGd0uUI1nJp3/7xoF5+8YuBdtRRA4J/n3zyo+5sWalGhw37KKhZ1c+ppw6xN97wu1vfV7qj1LrROtK60jqLgzjssc6bN9+uvfbhoG1rHamtq80X6rHHPsjY9zz11JrHO6s+1Jel60N9nPq6SNTG1IeqL1Wfqr5VfWwZlTdARFs/dVtBwWVk+tJ1W0cWcUt15crVwVbgkUf+LVjYZ5451MaNi77FkGsrwLV06Uq7777R1qZN/+Dv/fa3z9VtKc13ZyurOG1R6oRmhw4dgs+iE50X1G0FzY24Z5k0Pnsg6T1W1Y5qVr+vGq4UrRuto/RJaa0735PShYrjHqvattq41pfavNq++oBiyNT3qO9SH+ZVH1pW6jvVh6ovVZ9agX6g/AGSpq3nui2Puk2P1EKo2/IIbn6JYMGCpXbDDa/VbzF06/ayzZ6d+7K+TCsxmxdemFz3kR4J3l9bDS+/PNWdpWLcLcoD6rY8yrlFqRvZ/vKXv9RfdqwH/4wv85ZPueUTIF98sfYeq2o2LrSu0g8q0zrUuiznjZyqVdVsXPdY1dbV5rX+1AeoLyhUw75HfZX6rHR9qC+LXB/qI9VXqs9U36k+tIJHIioXIGk6nn/SSakFouuUu3aNvEAmTpxn55//bLAi9N9cXnllmvvSWnS1zXnnPRO85+GHP2j9+4+15cvjd/WDZNqi/Oyzz9zZiuqRRx6pv8RTA/M9+eST7ixVScejp0z5yn25kTjusYbRuksPrqh1qnVbSqrNpOyxqs2r7asP0LpUn6C+wVfDvqdhn6U+LIql3yxJ9Y3qI9VXqs+MwbnQygdImq4w2muvYOGM2OO/guOEUc5xyFtvzbDRoz93X87LvHmLrWfPV4Mtgp/9rG/dVtlImzOnfFtlhSjHFqVuNEvfpKhhJG644Ya8h16pZnHeYw2jdah1mR4aROs43xtFc0nyHqv6APUF6hPUN6iPUF9RCPVV6rOiUB+ovvCYYwba8OatU31kEa7GLJb4BIisXGnL77zbfv+zPwUNsWPHJ23MmOjDZeh3tKCnTs1+9YLmaWjFitU2YMA4+/nPU+dVzj77afvgg+Jd719Opdii1Git5557bv34Rb/+9a/t888LC+u48qmfJO2xhtE61bpNj6umdV6MkXqrZY9VfYL6Bq1n9RXqM9R3pPnUTi7q+9QH6vd0AcfLA9+I3Y3V8QqQ73399VL761/fsFatUpe0XX31PyJdFaF5ldadOz9j2UZLaLgSdWll+squX/7yYfv73ydm/b2kKNYW5fLly4ObyNKD7bVu3dpr1NQkybd+Hn54fCL3WMNoHWtda51r3asGVAv5qsY9VtWE+gj1FaoD9R3qQyTf2gmjvk59nuZXH6i+UH1iHMUyQNImT55vF1yQuirikEMesHvvHW1LlmRP4PQKuvDC5xpdKtdQw5W4cOGyui2tYXb33e/W7WbH5yReMRSyRambw3bbbbeg8W+zzTbBsxryHb8oifKtH22FXnzx84ndY81G61rrXOteNaBaUE1EUQt7rOor1Geo71AfIvnWTibq29THqa/TvOr71AfGWawDJE3Hk//nfx4NFurxxw+y4cMzXxWRXkEzZiwM5ps/f4kzR+6VWG3y2aKcMGFC3W74McG8G2ywgV177bV1W1i59/yqBfXTmNa9akC1oJpQbahGMqnFPdaGCq0d9Wn6Pc2jvi4p59ASESDiXhWhdG54DFIarqBBg8YHl8q5wlZitcq1RTl//vy6LemLbb311gumn3rqqcHDeWoN9ZOZakE1odpQjahWVDNptbrH2pBv7agPSx9lSeI5tMQESNrcuYute/eRdsYZQ9da0A1XkK5e0Ekv92qHTCuxVrhblHqkqf6/efPmwf/vu+++wbhGJaMrbzp2NNt669TliPrv6aebvd9gVADt8ehJae7PXXetmadEqJ9wqg3ViGpFNaPaST/SuBb3WBvyrR31YerL1Kepb0uaxAVIGHcFffLJ/OBEV8O7Sd15alHDLUr9bL755nbfffd5jZwa2ZAhqTtme/fWiHGpYRg0+JsedqNnFGi6LFmikwtr/xTxiZUad2jatAX23nufNzr35dYG9bM21YhqRTWTrp9a3WNtyK2LWqmdqg4Q6dv3vWCQsrRM89Sqhx56KHiGw4Koo336mjzZrEWL7E+bTD9eU/MVSFewaNh1HUPWENp33fVOsHWnm/pOOeWx+kOg6Z/bb1/zZLxMtUH9ZKaaUe2ohpC5Lmqhdqo+QHSMUddSp+8IzjQPSkxPU9NhqDCarvmy0egE//632YgRqT2S664z69LF7OSTzQ46yGzbbe29/9jDfv7TPo0CIv2jS211g5/u2bjqqn/YLbe8GVxF1XAInEy1Qf0gikx1UQu1U/UBIhMmzA4uudOxyWzzoIT22EMrwX21Me2FaL6G/vd/zXbbzWzjjVPDN2T72Wwzs733ts9P6mi9r30u2PLT2FWvvfZpXebMjXxsOVttUD/IJVtdVHvt1ESAyG23vRUc0gibByWy4YYaKMp9tTGd+2jatPFr3bqZ7bST2aGHalx1s9//3uymm3QHn87omk2Zkvq9IgmrDeoHYcLqopprp2YCRCez0kNro8x8A6TMwmqD+kGYsLqo5tqpqgBBTPkewgIQawQISk8nu3v2dF9tLNdJdACxQ4Cg9PQQHF2mm+sy3hg83wBAdAQIymPw4NSNhLpxUDcQ6kbCmTPN7rwz9bqmA0gUAgTlM26cWYcOZlttlRrKRHeg6//HjnXnBJAAVR0gGq7i5JMfDa7FBnLRsx7at3/cli1b+5EBek3TNA+Qi/oc9T3qg6pZVQeIhrPQpXNPP515fH6goV693gjqZebMhe6k4DVN0zxALupzVC9JGZbdFwECfI8AQbEQIFWAAEE+CBAUCwFSBQgQ5IMAQbEQIFWAAEE+CBAUCwFSBQgQ5IMAQbEQIFWAAEE+CBAUCwFSBQgQ5IMAQbEQIFWAAEE+CBAUCwFSBQgQ5IMAQbEQIFVgwTMv2dhNdrd5Ax53JwFrmf6HHkG9LJs23Z0UvKZpmgfIRX2O6kV9UDWr6gCxoUMteGZ2v37uFGBteh6J6kWPynXpNU3jmSWIQn2O6kV9UBUjQIA0AgTFQoBUAQIE+SBAUCwESBUgQJAPAgTFQoBUAQIE+SBAUCwESBUgQJAPAgTFQoBUAQIE+SBAUCwESBUYNiy1Eh980J0CrO3SS1P18umn7pTUa5qmeYBc1OeoXtQHVbHqDpCFC83+9CezOXPcKcDaPvjA7MYb3VfX0DTNA+SiPkd9j/qgKlbdAQIAKBkCBADghQABAHghQAAAXqozQMaPN+vY0Wzrrc2aNEn99/TTzd5/f808kyebDRiw9s8776yZB7UnSu0A2USpnw8/XLvf0U8Ca6z6AmTIELOWLc169zabPt1sxQqzGTPM+vQx23LL1HQhQOCKWjtAJlHrhwCJKYVCixbZL7XU61tskZoPaIjaQSFqtH6qK0B0l3CPHu6rjWk6dxPDRe2gEDVaP9UVIHvsYTZhgvtqY9oS0HxAQ9QOClGj9VNdAbLhhmZLl7qvNrZkiVnTpu6rqHXUDgpRo/VDgABC7aAQNVo/1RUgNbobiSKgdlCIGq2f6gqQLl3MevZ0X22sCk9koQioHRSiRuunugJk4sTUpXK5LqWbNMmdglpH7aAQNVo/1RUgMnhw6mYe3byjm3h0M8/MmWZ33pl6XdOBTKgdFKIG66f6AkTGjTPr0MFsq61SwwnoLlD9/9ix7pxAY9QOClFj9VOdAQIAKDkCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4OX/A46fhhIZE+DSAAAAAElFTkSuQmCC)
PN: 4654-1-3L
CAS: 3626-18-4
Molecule Weight: 514.319
Formula: C19H10N6O12
PN: 4755-1-11
CAS: 296246-80-5
Molecule Weight: 227.176
Formula: C8H9N3O5
TSCA: Not listed on TSCA inventory
