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nag1v0PzPDTfozHa/+MPf/hDztVC+/btM38vz/jFTdR8pWasVTKPe3jmuDVzvL322s797W9KMr94zSBAkAoLFmhJiodyTvTnnDMhWKKkIfkCwacRWBqJ1Vj5u+56we2++9CsMp07j3KPPcYonaaYNWtWpl53zzrx/+hHP3KnnXZaMMO8GLNnz3Z77LFHzmNpbkixj9UQdaTf2qePu3S11dyMzGO78NhqK/XA+8VrAgGCivb119+6QYOezNrPQ4fmcTzyyHy/eKI04fDCCyfnhNjZZ09w8+cv8oujEe+//7478cQTc5Ze32effdxzzz3nFy/KiBEj3Kabbpr1uLqaueaaa5Z7NVOIJW+/7T4/9tj6AAmPgw7SmGC/eFUjQFCxJkx4NWvZER3t29/mhg9/rqzNR0899b773e/uy3pdu+46xF177ePuiy9qtzmjEOq3uPLKK6PFD8OjVatW7t577/WLmy1ZssRdeumlrkWLFlnPs80227hx48b5xW002XDnnbNDZKWVXOYbhWYp+qWrUs0HiL4JrbvuusFqnccff3wwKUlLQaN8XnrpY3fSSdmjo9QHccUV07MWPywndeTff//crNV9dejf+rluR7b777/fbbHFFlkndO1h3rdvX7d06VK/eElodvoxxxyT9Zw6DjnkEDdv3jy/ePG07MmwYc799KfZQaJFHW++Weum+PeoKjUfILpk9v+4fvaznwVtsA899BD7BjSjTz/9yl122bSsDmsd3br9M/Nhb3obdhJ0xaErD12BxF+zrlB0pQLnXnjhBbfffvtlfcbUdHXccce59957zy+eiBkzZuQsgaIlTDS7/bPPPvOLF08LMV5wgXNazDEeJNttpxUc/dJVo6YDZOjQoTnh4R9acE0jPMaPHx9cfqP0li373t1xx7NZOwbqOOywke7BB1/3i1ck9YGoLyT++nX85S+TM1e5X/jFa8Inn3ziunfvHkz+i3+mdt11V/f444/7xROnWe1DhgxxG264Ydbr+clPfuIGDRoULLLYZFoa/je/yQ4RHZ06aU15v3Tq1WyAzJ07N5h4FP4RXX/99cEf0QEHHJCzuFp4aLy5vjXpUpylDUpj+vS3gj3K4yfdvfb6e+aD/lSw9HraaFTWkUeOyno/Gr11yy2zc3ZArFa6ar/hhhuCpuH452ejjTbKfFG4o+xNxFpX6/zzzw+WcY+/vh122MFNnTrVL26jzaq23TY7RFZZxbmePXXZ6pdOrZoMELW36o8l/MPRomlx2jf5tttuc4ceemjOTmbhofDRCqAaH64JUCjO668vdGec8e+cb+y9ek1xH36Y7vpUB7/miWi+SPy9HXLIiMyVbHVvXvTggw+61q1bZ31W9Bm6+OKLg90BK8krr7wSfMb9z3aXLl2C2fBNpubvG290br31soOkZUvnbr+9bkG2lKvJANESzuEfizr1GttI5vPPPw+GBR555JHBwmr+H5sOzZzVzmb6dlWS9tQqtnjxUnfVVY+6tm2z+wyOO+5+99xzH/jFU00z1jVz3e/T+cMfxroXX/zIL55qOhn/+te/zvlsdO7c2b3xxht+8YoyceLEnL1F9Jnu36uXW1qKL4eZL6TuzDOd+/GPs4OkbVvnSrQQZLnUXIBoxc1w7Lmaqp544gm/SF4aGqihhrpi0egR/8OiQ5fFBx98cNC/UorJS9Xiu+++d6NGzXH77Zc9aumgg4YHM8mr4MtYXpqoeOqp/8p63wqVPn2muk8+WeIXTxV9+frzn/+c0xy0/fbbB3t3pIWa3QYOHJjV7NY+c9y08cZu4Z13+sVt5sxxbv/9s0Mkcy5yXbs6V4KFIMuhpgJEIz7UYRb+gfTv398vUjA1g/3zn/90J5xwQk5bb3hoFuy+++7r/vd//zcYLlyrZsx42nXseGXmxHlrdAJVv8CNN87MO4u8Gj300OuZb+l3ZQWJ9mUfMmSGW7YsXf0j6pD++9//HuziF/+b1+frlltuKU2HdBmo4//00093P898ds/IvJ8HMscyneh32825mTP94jZjxzq35ZbZQbL66i5ToX7JilczAaI/+PhQQnWWl2rrSs1uVdvvKaeckjPCIzx01bPXXnu5a6+91s2f37wzqMvltddec0cc0cmttVYbt8kmR7k2bfoEJ00tTPjOO/mbDauZBgYMHaoF+oYFdbHDDte6Vq1Oyfz/Ue6BB/7tF69IjzzyiNtpp52y/r51NX/OOedUTRPum88/78Zkvvy9Gj/J62oh84XRleLLoEZ06gvsmmvWP77mjqRMzQSIZr+Gf+zanCapKwJ989JIjjPPPNNtnLn89YMkPLQRjl6TTrLVRv1Gf/nLX6IBCCuvvH7mm2k716HDZZkvcawdJRoocMklD7tf/OJC17LlYZkvoHUT7PQlR/MmKpG++Pz2t7/N+VtWk61GNVal0aOd22KL7KuFNdZwrl8/NUP4pYu3YIFzJ55YN3/kvPP8WyteTQSIxpyHQ3N1JfDvfzffNz3trawhg1pi2v/ghYfaiy+77DL34osv+ndPFQ3P1Og1TcSMvz/NpRk8eETQD5I0NS3qBDw688FXE6Xm8OikrAmjmkim30N46N/6uW5XOZXX/XT/pGZG+55++rXM1fCJ7kc/ql9yQ/MmNH9CzSmVQH1/vXv3zhlEsvXWWzfrZ6ls9LegwFBwKEDCQ8GigKlhVR8gGvOtdXbCP/o//elPfpFmo9VCL7roIvfzn/8864MYP7RWT69evVK3ac1jjz3mdtlll6z3ohPhH//4x2BYdFI0hFqjaC644ILg+f0lva2HHkePp8fV4yc5VFvBqxF8micRfw3rrbdeMJ+inKsh3HXXXTk7AGq3vquvvrokCxOmimbNH398XVPWCrEg2Xdf555/3i9dE6o+QOKX3PrG2VzfLJfn+cwfnL7V/fKXv8w5eYWHgk8jXEq153MS3nnnHff73/8+57UfeOCBiV1R6WR+++23B1cO/uifQo7NNtss52fLO/Q8ej49b1JhonkS+oLhzz3adtttgz625vTkk08GfXbx16FBIern++ij6hqCXDSN3FSn+gqxEMnUjTv9dPXC+6VLQ18iRoxw7uij66581OmuQ/9/1FHOaaRYGQK9qgNk2LBh0R+/Jv6VZPG0BGgMvRaU23nnnXNOXOGhzXY0f0X7RJeq878ptG2omt3is/l16OrqgQce8IuXhIaFaiUAvyklfmib006dOgVXDmpO0zBtTQrLdxWkn+t2lVN53U/397dLjR96fr2OpIapat6E5h35z6t5Fq9qqYwEffDBB+6kk07KuZLbe++93dNPP+0Xr206aW+8cXaQrLuucwMH1p3wS2XGDOe22Sb7eRo6tt66rmwzqtoAUVjET24acpgGOpkNGDAgZ2Oc+KGhk6eeemrZFnscNWpUzrd4LfNy1VVXJbJemPa/9pvHwqNly5bByVwn/1KPbtPj6XH1+Hoe/7l16HXp9SVBAbXddttlPZ+uhHRV2tjkVwv93vT787eH1e/5nnvu8YsjpKvRXr2cW3XV7JN569aaoeiXLt7999ctgaLHzIR65oOvTt26xRs//1w7cjnXvXvdbSqjsmPG+I+SmKoMEDVTxVfeVDNWGr377rvuxhtvDDp6/W+E4aF2cnUAa4+DpJvn9A1U30Tjz6/XpW+s+uZaatrX2j+B6tAXA53UJ0+e3GxXY3oePZ+e17/q0qHXWap9uOM0qk/zKuLzl3ToS4S+FJXi/euK0e+X03vUFSZrvhVIS5906ZJ7VXDYYWpi8EsXRiPbMle7weMoGBrYFz6itbfCEFPTVjO1tlRlgKijPPwgqB9BHelp9+GHH7rBgwcHfQv5FnvUJj1du3YNRhKV8oOvNm+1fasNPP58aiNXW3mpaUhoQ8vsa4CBVlPVqKBy0vPrdej1+K9RrzuJIa0LFy4M5ln4v3s1e2pehoX6qPT35L8H9WmpbwsGWoxxhx2yQ0RDdHv00Igev3Tj2revf4ybbvJvzZX5ohGVz/wdNoeqCxB9E48vVVKOZaOTppOJmlYOy3y78Ttcw0Pt9EcddVQwisa6iJ1G2Wi0jUbdxB9b24XqcUtNJ2bNH/E7xvXtXs0opfi2XUp6PXpd/lWSXr/eRxJBp3DSvAv/9/273/3Ovf12YXNs9Pej0XH+Muu/+tWvgtF0aCLNwh80yGUuG7ODZMMNtYdE3SZUyzN7dv391LdRyH1UJt5XosdIWFUFiCYHapJg+IHop7HbVU7hoMUetWhdvs5lLQynDliNICp0prDG92ucf/xxtD2oRo4lcWJU89hWW22V9XyaiKnVjtNAr9OfOKr3k1THs9Z08+tLv/8+ffrkvfpUc5iW1dG8nPj9NG9HX0jKvcx61dFnTdMGtM3tCrEgOe00v2SuCy+sL9+3r39rfiob3i/zJSZpVRMg+jao5UnCD4WGXFbaN9ak6cR+3333BU0Q+RZ71FXZQQcdFDTBNDQcM983XPUjlbqTOnTzzTcHIRc+l74Za6c4zWhPE71eve74N3u9L72/JOgKUQMu/CtEzdvwrxA14MIfMq6r1wszJ6q01XPqqD+iQ4f6E/see/glcu25Z335adP8W/NT2fB+7dr5t5Zc1QTIX//61+iDoQ7HJLbK1AdWbf4jR450PXv2DL71q81b6wI1NMNZQzHVlDF8+HA3a9asREYo5aMOdX1LPfHEE5e72ONNN90UBEdDbex6b9Y29uXRfArtqRJ/Pp3knn32Wb9oquj1+ydrvc+k5o+of0x9VP5AC/VRaYTYEUcckfO7P/zww6tyGZ2KNn583Ygprcq7PBttVB8Emd9vwTSYJbyfhhgnrCoCZObMmVlLlejEWSr6kGkBRG08k+9bfaGHRrbo272GS84p5I+oRBR8GkHUrVu3vIs9+odG+WhJ+qSu4rTUvdYDiz+nRnMl0TxWDnofej/x96f3m+QS/2oua5f51un/LuNHmzZtgqsRVLj4sOBiRleqbHi/Fi38W0su9QGi8fDaFCr8gGiyXVOpX0EnT38m7vIOf27E8g5dqWgPAn2DbC4KhKlTp7qzzjorp81eh5pfkphnEPfWW29ljWBSsN5Zqj0XKozeV3zYr9633n+S1LHv/y1quLeuNMsxbwgGBEjz0OZO4YdE29Q2ZS6ERqdccsklOW3K4aFJVrr01/h4jflXU0W+Be/08+eeey7YgEqzzNWcpQ+x/5g61BatPQhKso1mkbTYY3zWtfZ7T9JLL72UFVwa9KDmvWqm9xcf3KH3r3pIkjrSNaxbz6er8nwz8VGhtO3tCjRhJUqjisIPpb7lWcffa1kOjS5qKDjUp6HbtNRFKZpztEiilnFXU4L/XGqG06TAJPpvGqNNscLXkOQijvrmHQ8P1e3LL7/sF6tKep/xFZlVD0lfiYTbtOqqEilTik70vfbyby251AaIPpDxPgmNKrJQe7A/C1edker0TGqto5BW59W+IfERSDp0pXPdddc1265uzREgavuPN1tpgcDmDspy0/vV+w7rQPWRZJ8IAZJi1mG8mroQ3o9hvA3TaKb4jmg62RdLnZwnn3xy1olbo5LUJJZ084JPy4D06NEjp5NefSTN8VqSDhCNPop3mOubeK2FR0jvO34lonpJanQWAZJi2j5XIaBDkwMLaf3QPJ7M7zy6HxMJG3beeedlnYwKnRwX0oqm2sQpfrJWICWxLEcxFixYkNWno0NNc9orIklJB0h8qK76Amql2Sofvf94n4jlC1AhCJCUUxOUgkCHlilZHs1+D8trGZRmkLoAGT9+fLRUiT4YxS69MGnSpKy+DjUfaZhuczUXFUJNZ36zmobgJjWCJskA0SS68LEVhtXeYV4o1UN8dFYSkw0JkJTTfjoaSaVA0KisxvaEUXN7WFYLMBr7g4uVqgDRN/T4PIYrrrjCL9IoLTIYX2dJVy+lPmGWimYHH3PMMVkhorkoScyTSCpANC8h3r+jCZWop/oI60b1VOplTwiQKnDvvXWLMSoYtGS7Nq1S85ZWD9Aad2qmOuusug2tVEar9iY8kjIuNQGidXq0BEf4gdNM72JGRWk8fnyJCa1CqmG7lU7fTOOvW/uElPp1JxEgCrr4Wk2aVIdc8cmGqq9SfkEgQKqERlZl/jaCgGjsUJnp0/17Jyo1AfK3v/0t+qBpMTjtlVEozUyPL0XepUuXZl1WpKm0wnC8uUMhUsoTTRIBoiVcwsfUsh75FvirdaqX+LInqrdSIUCqyLJldTsgas+RVq3qmql0bL65c507s6VtY9ReHDY9qf+jmC1T1TEeP/nqZFlJ/R2F0r7o8YmIas4qVZ9IqQNEI8fC35dOXppQifxUP+FVpuqtVCPvCBAkreIDRH0B8Q5lzZsolJZ311LV4X21pHkawyOkEIkv2a6O9VIodYBogcbw8bQ6LZZP9RTWmeqvFAgQJK3iA0Q77IUfLA291azxQqjPJL68uzbLKWWzT7moOSu+Ym4p1pAqZYBoiZfwsTTbmqXCC6N6is/SL8X2uAQIklbRAaKTY/iB0jdvbcFZKO2TEN5XY+51NVIt/KGxTW3yKFWAKLTj82u0qB8Kp/oK60712NQNnggQJK1iA0ST/cLF4HQM0iSZAmlNrHifSSmXd68U8SG+mrHelKa5UgWI9p4o5Qmw1vgBrPpsCgIESavIANEIKTU5hR8kbdxUjA4dOkT37a4NXKqQlluP9w1p7SyrUgXILrvsEj0OVx828asQ1WdTECBIWkUGiNaFCj9E2p6zmKVKdLUR3lcd6Enua1FuU6ZMid6rFmC0ri9VigCJvxYtEljMHB3UU73FF51UvVoRIEhaxQXIxIkTo6059Yev/SoKpSaA1q1bRx++YcOG+UWqTnztLC0Fb1GKADnuuOOix9BmXLBT/YV1qXq1IkCQtIoKEK1KGx92q42bihFvg9fiiLXQBq/lXcJVfDU6y7IpVVMDRDs4hnNt9Fr0b9ip/sLfqerVWp8ECJJWMQGik32872Lvvfcuuhlkzz33jO5fimGQaaEtaMP3fdppp/k3L1dTAyS+sVdTvjGjXvyKTvVrQYAgaRUTIFdffXX0gdGM63feeccv0qiZM2dG99cWrU0ZlZQ2ugpp0aJF8N61PW6xe6w3NUDi820mT57s3wwD1WNYp6pfCwIESauIANFyI/FVcseMGeMXWa6zzz47uv8NN9zg31z1NNosfP8DBw70b25UUwJEmyGFv7uWLVsWfdWIhqkeVZ+qV9WvZdMpAgRJK3uAqH03vmrrGWec4RdZLl1thH0n+rB89NFHfpGqp+1xwzrUvJBiNCVANOghvC/NV6UVb8ZSPReLAEHSyh4gxx9/fPQh0aqkhS5VEhe/3Fc/Sq1q06ZNVA8vvPCCf3NeTQmQCy64ILrvbbfd5t+MJlB9hnWrei4WAYKklTVARowYEX1A1IY/Z84cv0hB4p3ItXwS69+/f1QPV111lX9zXt27X+rWXXen4Hj22eJ2MotP+Jw/f75/M5pA9RnWreq5WAQIkla2AHnttdeCyW/hB+SWQvb8zaNt27bR47z99tv+zTVDO9qF9XDwwQf7N+fVo8cwt8UW3YJjzpzCQ2Dp0qXRPisauIDSU72qflXPqu9iECBIWlkCZNmyZVkn/U6dOvlFCqZVTPUB0eO00kYrNUwdr9psS3Wh+QOFbprVu/fDbuedbw2OuXM/9m/OS81kpfgdIj/Va1jHxTRLCgGCpJUlQOLt5ptuummTtmidOnVq9Fhqy691WjcsrA9txFWI3r2nZsJjUHAUEyD33Xdf9Fyl3EkP9eI7O6q+i0GAIGnNHiAPPvhgtFSJLstnzJjhFynK4MGDow+Y5pLUussvvzyqj0L3CrEGSL9+/aLnquW+pyTFO9JV38UgQJC0Zg0QTXALx7br6N27t1+kaPGFF4vZ6rZaxTd0uuiii/ybG2QNkPjoLe2WiNJTvYZ1XOwVNgGCpDVbgGipkkMOOST6MLRr164ks8WPOOKI6DGburFSNdD+2mF9FLoMvjVAOnbsGD1XLQ9eSJLqNaxj1XcxCBAkrdkC5Nprr40+COuuu27JTjjx9a8WLVrk31xz1J8U1ofWEyuENUD0JSB8rmKW3EfhVK9hHau+i0GAIGnNEiCanKY1msIPwujRo/0iZjvssEPwmNp5sBRXNGn37bffRvVc6Ix0a4DsuOOO0XPpeVF68d+n6rsYBAiSlniA6BtUuNS3DstqsY0Jx8lrz3TUCRdWLHRuhjVAwrrX8yE5xf4+QwQIkpZ4gGiCYBgeugr5+OPCT1CF2GijjYLH1vwH1AnngqhuCmENEOq+eRT7+wwRIEha4gGiiX5rrrlmFCLWXfPy4QokV7HfWK0BwhVI8yj29xkiQJC0xANEnn/+ebfqqqtGIXL33Xf7RczoA8lGH0h1oQ8ElaxZAkRuuumm6IOw9tpruzfeeMMvYsIorGyMwqoujMJCJWu2AJHDDz88+jDstttuJfnWyjyQbMwDqS7MA0Ela9YA+eSTT9wmm2wSfSB69uzpFykaM9GzMRO9ujATHZWsWQNEtPhhuAS41sSaMmWKX6QorIWVjbWwqgtrYaGSNXuASK9evaIPhYYmNmVoL6vxZmM13urCaryoZGUJEPV97LHHHtEH47DDDvOLFIz9QOrZ9wOxBQj7gSSP/UBQycoSIPLWW2+5ddZZJ/pwXH/99X6RgrEjYR3rjoTWAGFHwuSxIyEqWdkCROIdvpql/swzz/hFCsKe6HWse6JbA0TYEz057ImOSlfWAJFTTjkl+pDoD37JkiV+keWaPHly9BgdOnTwb64Zbdq0ieqhmOaOpgRIfHfJWg7vJMQ70FXPxSJAkLSyB4gCo3Xr1tEH5eSTT/aLLJdmoP/sZz+LPiwfffSRX6TqzZ49O6rDQmegh5oSIBMnToye97jjjvNvRhOoPsO6VT0XiwBB0soeIPLss89mLXUyatQov8hynX322dH9b7jhBv/mqte9e/fo/Q8cONC/uVFNCZAvv/zSrbzyysHzardJdeSj6VSP4e6dql/Vc7EIECStIgJEdNIPT4DqXH/zzTf9Io2aOXNmdH91PNbSulgLFiyIFtxTX5K2Di5GUwJEDjjggKju1ZyIpos3y6p+LQgQJK1iAkR+/etfRx8aDfMtdqmT+LpY6qCvFfFBBJb9VpoaILfffnv0/DRjlUa8+Ur1a0GAIGkVFSCaULjxxhtHH5yLL77YL9KosWPHRvfdaaedgn3Yq52uPtZYY43gPa+00kpFX7nJ5ZdPjwLk1Vc/9W9eri+++CLaNEyvRf+Gneov/J2qXq31SYAgaRUVIPLwww8HS5zoD19j3zXTvFAKjHiH/LBhw/wiVefYY4+N3q91r5Unn3zPHXDAHe6PfxzvvvvO1ocR/8Y8dOhQ/2YUQfUX1mVTrugIECSt4gJEtAhg+AHSFYkWYSzUv/71r+i+Gpm1ePFiv0jV0Dpi4Xtda6213HvvvecXaTbx17LNNtvQmW6kelP9hXXZlLXiCBAkrSIDRH0fu+++e/DHv/LK67rf/e4cv0ijNBck/ABqdFI1UjD+/Oc/j97ndddd5xdpdrvsskv0eu655x7/ZhRA9RbWoeqzKQgQJK0iA0TUlv/Tn7Z266+/h9t009+6ESMe84vkNXfu3GhoqXYq1FVJtTnmmGOiE43mfVTCqLN4H9T2229fE31QpaT6Ur2Fdaj6bAoCBEmr2ACRsWOnuVatTnJt2vTJXJEMda+8UngH74ABA6IP4gYbbODef/99v0hq3XzzzdF7UydrpWyk5Z8AuQopTvzqoxQBTIAgaRUdIHLppROjEUJHHfUP9/XXhQ3t1YcvPj9BawlZlkmpNOPGjQtGW4Xvq9A9P5pLfH0z9V9ptWQsn+opPgKxFMPQCRAkreID5KuvvnWdO4+KQqRv3+l+kbx01REucaJD80wqoanHSrvTrbbaatH76datm1+kIuy7777Razz33HP9m9EA1VNYZ6q/UiBAkLSKDxB5+eVPgiasMEQeeuh1v0heTz75ZDRHQYc2nUpjiCg81ltvveh9HHrooUVPtJSwDnX86leD3Lx5jU8cjJcvlJrUwj4onby0TzvyU/2onlRfqrdSNUkSIEhaKgJE7rrrhehEtu++t2euLgqfXKVO9HDfCh1dunQpeLOlSqBmq3gIapa+tTkuHgg6uncf5xfJYgkQie+k98tf/jJzJfmVXwROV9hfBfUT1lUpd3YkQJC01ASI+hPPOWdCdDI76aQH3PffF97JqL6C8FuejgMPPNAtXLjQL1Zx1GEef90Kj6a8bj9AdMyc+a5fLGINEAXcVlttFb3uk046yS+CDNVLWEeqL+sXg4YQIEhaagJEFi782nXoMDw6od1yy2y/SKNGjx4dNa3o2Hzzzd1TTz3lF6sI6lSND9XVoWarpp5g/PDQ0bXr6CCgG2INENEOifFVlocPH+4XqWmqj7BuVE+qr1IiQJC0VAWI6NvyLrsMDk5o+u9TTxU3PHfSpElu7bXXzvrgXnvttRXVL6LlXOKTBHWow9zS5+GLB8Iee/w9+v9Jk17ziwaaEiDiDzmeNWuWX6QmqR7izZKqp1IjQJC01AWI3HjjzOikdsghI9zixcXtFf3qq69mzVfQocUX1eFeTloYMb62VXjSveOOO/yiZvFAGDjw8ej/jzji7kxA5S4/0tQAkaOPPjp6P5qT8/LLL/tFaorev+ohrBPVTxIIECQtlQGiE90JJ4yJTmznnz/JL7JcagrS7ofxk7U62nUCL9UomEJ98MEHrkePHtEKrOGhGealfi3xQFi06Gu39963Rf8eNWqOX7wkAaLNkNq2bRu9LzUdlnPdrnLS+9b7D+tC9WLZLKoQBAiSlsoAkXffXezat68/+f3jHy/6RQry0EMP5TQXaTVgfStUU1KStA3tmWeemdVPoEMLI2ptqySa1fxAGDz4qejfBx54ZzDvprHyVlqqP75I4LbbbltzIaL3q/cd1oHqQ/WSFAIESUttgMjEia9GJze157/2WuFLncR9/fXXrnfv3ll9I+Ghb4u67YknnijJCrPqtL/yyitdmzZtcp5LM8y1JHuSJ1Y/EJYsWRYs5R7+TIHSWPmmeOutt7JmW6tua6U5S+8zfuWhelB9JIkAQdJSHSDSp8/U6ASnpU6WLrV3NGt47CWXXNJgkOjQlcHhhx/uLrvssmCpCe3lnm+pef1cE8Tuvfde17dvX3fkkUdmTQSMH9qG9vTTTzdtBlWshgJh5Mjno5+1azcsGO3WWPmmUJNcPETUF1DtHet6f/E+D73/UjdN+rQJ1frrrx88n66ogSSkPkD0DbpTp3uik1y/fjP8IkXTh0+b+uy11145J/vGjs022yznZ40d6uMYOHBg0XuYN0VDgfDNN9+5jh1HRj8fMKB+5eOGyjeVvnnHm7M0UKDS1vQqFb2v+Ggrve8krzy0Bpy2wG3ZsmX0nFqRGkhC6gNEtI93fKmTKVPe8IuYvfbaa8EwX83B8Du5iz10Ijn44IPdVVdd5ebMye2wbg75AmHMmLnRz3fbbYh77726RRDzlW8qtf3HO9Z1aFJdU+e5VAq9j/gkQR16v0n2eWi5G79OFR4dO3b0iwIlURUBIvFmGC118sEHhS91Uqhly5YFQ31Hjhzpevbs6Tp37uz22WefYAiw2rfDQ1cW+rmarbQ0hSaMqRmjEpZPyRcImtUfv5K7+OK6nfDylS8FjT6KD/HVoWU91DSYZnr98eVJdOh9JjXa6t1333Vdu3YNwiL+nPvvv3/ZvqigNlRNgGgmtfb0Dk92p5xS3FIn1eDLL79xkye/7iZMeNW/KdJYIGgyYXibFlrUIpaNlS8VTaKLj0RTp69Wp03bUvB6vXrd8aVn9L6SmCQoGvxxxRVXZDWR6dhyyy0zV5Rj/OJAyVVNgMinn37lDj64fqmTQYPKOzGwOWguxwMPzAvCM96MZ5lZrhA+9tjR0e1nnTWu0fKlpGU84mtn6VBn89133+0XrUh6nfHBATr0fkq9PElIgzjio7p0rLnmmq5///4VcaWL2lBVASJPPPFO1lInTz+9wC+Sep98ssSNHv2SO+OMf7u2bYdkneTDY8aM+f7dAssLhEcfnZ/zWI2VLyX1G6jJL75emY7tttsu2K2vFMOoS0mvR69Lry/+evX69T6S6M9R81j79u2znk+jrE488cRgJQOgOVVdgMj11z8RnfQ0ukgjtdJOfTpa0r5bt39GAekf++9/h7vssmnuySfzzyMpJBBOPvmBnMf2y6t5cPr0t4IBDKWmPe3VhxQ/SerQCKYhQ4YkcmIuhp5fryM+kiw89Lr1+ktNne+nnnpq1rYEOrQ6syakAuVQlQGipU6OP75+qZPHH3/HL5IKmm1/xx3PZr5d1r8X/1CTXf/+j7hZs94rqM8nXyDEPfPMgpzn8cvfc0/9/iy9ek1xH35Y+g5iNdP43+51qM3/uOOOc5MnT262qxI9j55Pz+v3OejQ6yzFNrQ+DdzQKMB11lkn6/k22WQTN2LECL840KyqMkBEw1D/8Iex7txzJxa8j3olePPNz9zQoU9l9UX4x6GHjnTXXPOfoHku3zLs+eQLBF98QEJD5eOj3nTsueffg1nsTZnImc/YsWMzV1275Jy0dWi+g07qt912m5s/v+FmOys9nh5Xjx+fVxE/9Lr0+pIwfvz4nKucFi1auEsvvbTsV2GAVG2ApIlGO91662zXpUv93u/+cfjhd7sbbpjpXnihaZMO8wWCT69JI7HyldfVzp13Ppe1GKOOww4bmbcDv6m0NplO5vF94f1DI5A6derkLrjgguDkryVoNMP/008bXuZGP9ftKqfyup/ur8fxHzs89Px6HUmtlTZv3jx3yCGH5Dyv9odJchIiUCwCpEwUBFqWXsHgh0V4KFAULDqZVyqNfFO/i98vo2HUy9tv3UrzKTTber/99svpcC/kKHbFAB16Hj2fnjep+RyfffZZMAxYa6LFn1vziqZPn+4XB8qupgIkfoLTt+vlneDi5ZtKTU1qclLTk5qg/LAIDzVdDRnyVNCUlSYvvfRxTue7QuWKK6YHIZMUncwnTpwYXDmoOUkjkvyTv+XQ4+jx9Lh6/KRCQ7Tq8qBBg9xPfvKTrNeg9bPUWd9c/TxAsWo2QHR07z7OL5KlqQGiZh51bquTOz4/xT/USa7OcnWap51WSPYDUsvuq7mroQ2rSm3p0qWZq7sXgu2LNSdCqxvrykGjo/RNvqEVA3S7yqm87qf763Gaw7Rp09wOO+yQFRy62jn//PPdokWL/OJARanpANGhLXLziZcr1LJl37vHHns7aNbRsFr/+XTom7mG42pYbhJLrpSbOtI1iVMd6/H3raVS8s1PqTXqd+nSpUvOlY/WXKuVJe6RfjUfIF27js47kqnQANFqttOmvekuvXRq1iZX8UMT/jTxTxMANRGwFixY8IW76KIpOXWhGe5pa6IrFTWF9erVK2cTMe3doaYyIE1qNkC0AVX4//lGDcXL+xQ6WvW3Z8+H3F57ZX/TDg8tLaLhsFpqREuO1CrNK1FQx+tm112HuKuvfqzo/ezTTEu7+8udrLvuusGS/t9+W/rhz0DSajZABg58PPr/I464u8H2+cYCRFvo+oGhQ8HUo8ckN27cK8Hihqij/iAFqbbNjdeXmvnuu+/FgiZBptXMmTPdbrvtlhUcmlGuTcTybUgGpEHNBoiuCOJzGEaNyl32urEAGTHiueg27eKnK5EHH3w9VZMWy0GhqqVmtOdIvH6POeZeN3t2/iVY0uj99993J5xwQs4y6/vuu2+wWyWQdjUbIKKZ0+G/9c34q6+yT/5++Th9Yx4//lX3yCPzgz4QFOfttxcHqwTE61jHn//8YLSZVVppBFe/fv1yNiBr1apV5mrrPr84kFo1HSBaZPGAA+pHSilQGiuP0tPqydrLPl7Xu+8+xF1zzb8zVyvJzR9JioYBb7HFFlnBoSDp27dvsw0NBppLTQeIxNd0UlPUwoX1nd0NlUfpffedlkV/IdhJUnXdpk0ft+mmx7htttnP3XHHncE+35Xu+eefD5qm4sGhpqvjjz8+c0VVXU1zQKjmA0TNT1ryPfz5gAGPNVoeyVG/VP/+U93WW3d3G2zQ3q2yygbBiXjXXXd1jz/+uF+8IqgT/IwzzsjahVCHOs21vhZQzWo+QGTMmLnRz9W5G7bB5yuPZM2bN98ddtjxOd/mtYCh9v+uBBp2e/311wfDcOOvU8N0NVwXqAUEiKvrENcs6fC2iy+e0mh5NA/t6+2viqv+BO0DXs7+hEmTJrnWrVtnvS5NDLz44osTXTMLqDQEyP/TZMLwNi20qBVwGyuP5qH9va+88spgv+/4CVsjmu69916/eKJeeeWVzJXRYVmvQ0fnzp3dG2+84RcHqh4B8v/UTxvfxEnLbTRWHs1Lcyq077c/p0KLIWqf8CQtXrzY9ejRI2fp+O23395NnTrVLw7UDAIk5tFH52eVWV55NL9Zs2a53XffPetErlnd2i9c+4aXkpZRHzp0qNtwww2znk/Lrt96663BMuxALSNAPP6eFssrj/IYPnx4sC94/MSufcOvu+66YB/xppoxY4bbaaedsh5fGz396U9/CjZ+AkCA5NDCf354NFYe5aMO60suuSRnZVvtIz5hwgS/eEG0D7q2jo0/no4OHToEW80CqEeANEAr6BIg6aF9wo8++uick37Hjh0L3ltjyZIlrnfv3q5FixZZj7H11lu7ceMa33gMqFUESAM0AksjsQotj8qgfcN33HHHrABQs9N5553X6O5+I0eOdJtuumnW/dZee213zTXXlKQ5DKhWNRUgqH7q+B48eHCwn3g8EPRv/Ty+v/js2bPdnnvumVVOHfLdunVzH330UexRATSEAEFV0hWHrjx0BRIPCF2haIKi9kBfccUVs27be++93TPPPOM/FIA8CBBUNfWBqC8kHhT+sfnmm7tRo0b5dwWwHAQIaoJGZWnf8XhwrL766u7yyy93X39du9sNA01BgKBmqENc28hqRnmbNm3cO++84xcBUAQCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/B+Qyb4q/VXyrAAAAABJRU5ErkJggg==)
| Product Number | 4H21-1-KU |
| Purity | 95 % |
| CAS | 1086375-50-9 |
| MDL Number | MFCD09414725 |
| Molecular Formula | C7H5N3O2 |
| Molecular Weight | 163.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory