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psEnn3ziRowY4YYPH+4effRRd++997o+ffq4rl27/q/o//Xv+rnqqb5eVwv0fLF9+4cbjvHb3cYbX+TWWusYt/LKuzUE/XoNgb+Y22mnnRrq5F9SoakgQIqwJ0ofUbcRtX6uqMuFNkY9VdQzSz20CoWTLRoJrRmC9cdHD5agZ5991m2yySah4MiWXXfdzb355nj7skT9+OOPbvTo0Q1fKvq6Cy+80B100EFus802awi7xUPvP0rR67UdbU/b1fb1e/T70kTH8EMPjWs4ts9zq622r1thhS3c73//a/gvssgiDV+2jndffvmlfWmTQICgJFp3ROsvnHrq0IJTZ9uiSf4uv3xEZpRvU74V8+GHH7r99tsvdBLNlrXWWqshqB+0L0vETz/91NBer7grrriiof32cEsuuWTo/Vay6Pfp9+r3633o/aTBzJmzXefON7jll1+34X3+NvS+l1tuuYYvTj3c/Pnz7UvrGgGCyL7//kc3ePD7mbUnCj1wtEUT22mBnxEjPqnracVzff/99+78889v+Mb6+9AJR2XppZd23bp1c/PmJTup37fffutuv/12t88++7hll1029D6TLHo/el96f3qfSZs48T3Xtm3b0PvMlvXXX9899thj9mV1iwBBWdRzRVNt6KGjBiXa4MhXtD7FRRcNy0wtUY+j4H/++WfXu3dvt8oqq4ROMNly5JFHus8/T27+pQULFmROdAcffLD37agVV1wxcxtqt912y5RjjjnGHXfccQ1fLM7KPP/Qf/X/+vdsHdXX6+y2Sil6n3q/et96/0kaMmSI22CDDULvMVt0FfXuu+/al9UdAgSxURhodPvFFw/LhIQNjnxFkwMqfB5//AM3e3a67n/7GDVqVMPn2jp0QsmWli1bupdeesm+rGrefvttd/rpp7uVV1459N4KlVVXXdW1a9fOnXvuue6OO+5wI0eOdNOnl9f7Tq/XdrQ9bVfb1++xv7tQ0fvX59DnSYpC7JprrnHLL7986P2pqIed3qN63NUrAgQVodtUul2l21aaNtsGhy0tWtzoNt30n+6ooy51/foNqrk/us8++8x16NAhdBLJFp0c1SPpl4TmWR8zZozbf//93W9/G75/b4uuEPRNv1evXm7ChAl2UxWl36ffq99fypWKPo8+lz5fUr766iv397//PfNA3b4/FfW402dSD7x6Q4Cg4vQA/dVXP888ULerKWZL8+ZXuHXWOaHhm+Wubskl/5z59qYBdvqGmuYeLnPnzs3crllqqaVCJw4V3XZRL6MffkhmFLO6zRa7Z58ta6+9trvkkkvc2LFj7SYSpfej96X3Z9+zLfqc+rxJ0XvdeeedQ+8rWzbddNOGK/Tg6qG1jgBBValb5OuvT3U9e44KTFGufvZrrNG+4VtnS/f73we/eeqb3a677upuvPHGRJ8bWAMGDHBrrrlm6ESRLfpmPGnSJPuyqlAPplatWoXeU25RzyF9c37hhRfsy1NJ71PvV+/bfpbcos+tz5+UNB8XcSNAkKg33/zCXXvtSLfbbl0z/eyXXXajzCAt+0eXW3bYYQd39dVXu48//thurirS/E1Tt/5OPPHEgrdTVFq0aOEeeOCBxHt/+dL71vvX57CfLVv0+bUfkroV2tiVqXrmXXDBBYldmcaFAEFqvPHGe+7SS3tmukLaP7hCZcstt3SXX365e++99+zmYpfme916tnL33Xe7Zs2ahd5Xtih4hw4dal9a0/R59LnsZ80W7Q/tl6SePZXybEw99pJ6f+UiQGI0a9Z81tOIiXrXXHrppa558+ahP7pCRaO8u3Tp4t566y27ubJocFiae9vo8xY7iepZ0vPPP29fVlf0+fQ57WfPFu2fuI+LKNQ7Tz3w7PvKlqR75/kiQGKi1QGzg+q6dBluf4wyfPDBB6579+6uWPdYW9Zbb73Mw2tNj1GOtPf3v/XWW90SSywRel8qupJ76qmn7Evqmj5voStY7Sftr6ToKkNXG8W6Kyc9PigqAiQGn332fWjcw7Rp6Z8MrxZNnjw5czWw4447hv74ChU90DznnHMy4w5KvVWg7qTFei8lPeJYo9wPO+yw0PtS0YlSI9zTNq9Utehz6/MXClbtN+2/pOi5h55/FJqhQM9N9P71HCXtCJAyqYvq0Uf/NxAeWm9Zt7NQWVOmTMnMbKsRzoWeS9iy2mqruVNPPTVzyyPfPEuaLuPMM890iy2W/0G+egD17Nkz0TmP9BBfV1j2vansvffe7qOPPrIvaZK0H7Q/7D5S0f5Lusuy5khTjyz73rIlTXOkFUKAlOnGG18NjWl44IF3bLVE6Vv3+++/n5lOe9CgQZnptXUpnTvttv5f/66fq57ql/ptPQ30gPvOO+90bdq0KXjyt+UPf/hD5qG4bnvo255ubxR6CK2AOuGEExIfk6JxMfmmHllmmWUyM9oiTPtF+8fuM+1H7c+kaZZm9dyz7y9b1ONv3Lhx9mWpQICUQbPM2mnONcFgkuddTRExcODAzPQQmgF24403/t+iRVGLTsR6MK1vSZ06dXL/+c9/EntQHIWuIjTqe9999817ss1Xio3Q1roPr7/+uv01VacBdfa9qWh+qWqPGK812j/aT3bfqWi/Jq3YOjEqOj7V4zBtf38EiCdNb962bXANZa2F8e231e1bP3v2bPfwww9nVrcr9i0mzrLFFltkJsrTA+a0jyWYNWuWu//++zNTYxTqk1+orLHGGq5///52k1WnW20nnXRS6P2p6AqqFu6Vp4H2k/aX3Ycq2r/5bmlWm12p0pbtttvOviRRBIgHXWGcccYTgfDQlcjo0VNs1YrQJG7q/37EEUdEPinGXfRMQLd2dNsr7be85syZk7mKUk+XfLc0skVrUqgLseonTQGtRZfyvUcFI6LTfsu3zon2c1q+EI0fPz5vt2RNIpkmBIiH++9/K/Tc4+aby+suWgpNf6DxBrp3bw+sxoru7W+//faZB86aYjvftNsq+rnqFXoWUKzoG7tuB5Q7U2s1qKeOrqDsyVm3vD799FNbPRHqKaQpXOx+1iSD6lEGf9p/+SZr1P5OsoeWpb/P3Pe3+eab2yqJIkAimjDh64YTbHBFvmOPfaSiK+698cYbrn379m7RRRcNHfD5iu6Vnn322e6+++5zr776qvd902+++SYzp5CeJ5xxxhklD+rTtzv1ZNIo3LRTZ4Hc966eL2mgb8L5wuNPf/qTe+eddHXSqFXaj9qfdh9rv6flSuTpp58OvDd9wUsTAiQCLZ504IEPBsJj1137uClTKvONRYPg9txzz9ABbsvqq6+eOcE/8sgj7rvvvrObidXXX3+deUive8aNXQmpn7vuOad5YFQaA0T34u2Vkcpf/vIX98knn9jqKIP2p/ar3dfa/2l4JkKA1BGtbWFvXT311Ie2Wtl0C0jPFYqNbdC0Gqqj8QxJPXvQs5jBgwdnBmYVGrSloucNGjuR9Cpy+aQxQPI9MNdUFwpvxE/7Nd80I2qHpBEgdeLJJz8MhUfXrsNttbKoK5+mLF9hhRVCB3O2qFuubiml5RI7a+bMmZkR4sWmadB718P2NElbgOTrqqtvyIRHZWn/5rsSSbqLLwFSB3SLapdd+gTCQ7eydEsrLjqRbbXVVqEDOFvUfU+3qJK62iiVHk5rQN4666wT+gzZcsopp6QmANMUIBrUZveVbk9y26o6tJ+1v20bJDnYkACpcXo4fswxjwTCQ5MmTpwY3zdCXVEU6la64YYbNlz9PGlfknq6mrrpppsKXk2pN0k1pmBvTFoCRNNq2EGP6iXEA/Pq0v62vbPULklNe0KA1LibbhodunXVv//btpoXdRfUWA57clVZdtllXY8ePVL53CAKTf1xzDHHhD6fikKzX79+9iVVlYYA0XFgZ5BVTza66iZD+92OE1H7JNG9lwCpYRoYaKcq0QDCOO4iaVbZjTbaKHRSVTnggAPc1KlT7Utq2osvvljwtpamSUnq1lwaAiTfrLoMEkyW9r9tE7VTtREgNUpTkvztb8GpSjR1iaYwKZcmRtOssPYA1beeJNcrqDQ9aNeUIvZzqxx99NGJrOSXdICove2+UNdnJC/ftCfV/vskQGqQvgyfeeaTgfDQlcirr5Y/nkEzv+r2lD0wNY+VVuFrCrTsq73fr6Kpt6s9fUiSAaL2tt2fNViTua3SQe1gB8+qvar5d0qA1CA947DPPTRte7k06WG+SdL0rbypnTQ0SFLz+th9oZlvqxkiSQWIbtnZZWiXXnppN3HiRFsVCVJ7qF1y20ntVq1brgRIjXnvva//tzRttmjBqHKnKlFPqnwrkGnKj59/Lm/btUq9sNZee+3QPtGVSLVuZyUVIHfffXfoc7OeRzqpXWxbqf2qgQCpIXPnLnQHHfRQIDw0/uPzz8vrfaFeHXbWXI0y18C7pk6dBfKt06CeW9X4lpdEgGiOMTsNjEIT6WVXNlT7qR0rjQCpId26vRC6dfXEE+VNVaKJEO1YCC0Oc88999iqTZYWgMoXIuqdVWlJBEjHjh0Dv1OdJ1iGNt3UPrZrr9qx0giQGvH005NC4dGly3BbLRJNj6Apzu2J8brrrrNVmzxdieS7nVXpcSLVDhDNbmznOOvWrZuthhRSO+W2m9pR7VlJBEgNmDr1h8ysurnhUe5UJXquofW57Qkx6bl10kwnc3trR4MNKzlivdoBovWtc3+fBqhp+hekn9rJDvhUe1YSAZJyP/30szvuuOBUJVrvQ+t+lKNLly6BhlfRHFAoTr2zbNdWTXtSqbmzqhkgI0aMCB0T6taN2qH2sm2odq0UAiTlevUKT1XSr99btlok6nFlb1Oo61+tT0tSLRonYv9ITz75ZFstFtUMkLZt2wZ+l5YsRe2xS82qXSuFAEmxMWOmhqYqOf30x8uaqkTz5dgZPTXeoRZW50sTO2JdHQ+09kncqhUgY8aMCfwelUp8HlSe2s22pdq3EgiQlPruu3luzz2DU5W0aXNf2VOVaGXA3AbXlcgzzzxjq6ERmvZk3XXXDezLTTbZJParuGoFyP777x/4PboiRe2yg0DVvpVAgKTU2WeHpyp5+eXypirRtxC7bvm5555rq6FEuresK4/c/Xn11VfbamWpRoBo6gv7OYYOHWqroYao/XLbU+1biSlOCJAUGjDgndBzjxtuKK87ntZP3nLLLUMno9mzZ9uqiECTLObuU/XKinON9WoEiL0q1XGC2mf/3tXOcSNAUub997/JO1XJggXlTSeSb2qKIUOG2GqISOuJaP333P0a52y1lQ4Q3XKzXZP79+9vq6EGqR1z21XtHPctVgIkRebNW+gOPjg4VcnOO/d2n31W3lQlmrfJ3q/XQ2DEQysb5u5bzSkWV6eESgfIY489Fti+wrCpTZxZr9SO9suN2jtOBEiKXHbZiNCtq8cf/8BWi6x3796BRl5sscXcxx9/bKvBkwLaLkalSSjjUOkAsb3J4rx6QvLsmiFxf3EkQFLipZc+C4XHJZeU341SJzc7OvWEE06w1VAmu/CSJqf86quvbLXIKhkgmuPLrntSyUFnqD47OFTtrXaPCwGSEldeOTIQHgccMKCsqUqy7NKXWu9j0qRJthrKpJHodhXHOKaFqWSA3H777YFta66vaswwjOpRe9o53NTucSFAUiJ3ssQdd7zHvfvudFvFixo0t4GPPfZYWwUx0fT3uft6zTXXLPuEXMkA2WeffQLbjiPwkD5q19x2VrvHhQBJkeefn+zuuOP1zKJRcdBzDtu/vxJ9wfF/NLjQTqk9fPhwWy2SSgWIbm0ut9xygW2PGzfOVkMdULvmtrPaPa4F0QiQOta1a9dA42699da2CmJ22GGHBfZ5uc+bKhUgmuY7d7vNmjVrsitP1ju1q9o3t73jmuadAKlTunViewbdfPPNthpiNnjw4MA+VzfKcmbqrVSAXHnllYHtHnTQQbYK6ojaN7e91f5xIEDqlP2Gqd4X1VjisqnLNzCvnL73lQqQPfbYI7BdzTCM+mVnkFb7x4EAich2tVXR+I0o7OsroXv37oGGrdRkagjT1O65+/7ss8+2VUpWiQDRwkPqZpy73QkTJthqqCNq39z2VvvHsVAYARKRPfmraKLDyZO/s1ULsq+vBNv76pZbbrFVUCEDBw4M7PstttjCVilZJQLk1VdfDWxT3Y9R/2w3cx0H5SJAIrIn/2zp1OlpW7Ug+9q4zZkzJzRATCciVMf06dMDvd80Zb7v7cNKBEjfvn0D22zXrp2tgjqkds5tdx0H5SJAIrIn/9zy9tuljTy2r4ubbdQ11ljDVkGFNW/ePNAGgwYNslVKUokAueiiiwLb7NSpk62COqR2zm13HQflsucaAqQR9uSfWzp2HGyr52VfFzfbffe4446zVVBhdor08847z1YpSSUCxM5/ddddd9kqqENq59x2j2NeLAIkInvyt2XUqE/tS0Lsa+LWvn37QKPy/KP6+vTpE2gD304MlQgQe3X04osv2iqoQ2rn3HbXcVAuAiQie/LXGuW5/3/44Q+7n38uPn2F3UbcWrRoEWjUYcOG2SqosJdeeinQBhtvvLGtUpK4A0SDypZYYonANuOY9BHpp3bObXcdB+UOHiVAIrIn/4kTv3YtWwb/rbEp2O024qQDwnbRnDp1qq2GCtND89w20BohWhUyqrgDRNPb5G5vxRVXtFVQx9Teue1f7rIOBEhE+U7+F174bODf2rV7oOgKgvm2EZfJkycHGlTz3iAZdvqIDz/80FZpVNwBMmbMmMD2Nt98c1sFdUztndv+Oh7KQYBElO/k/+mnM922294V+PcHHnjHvPJX+bYRF03el9ugLVu2tFVQJdtvv32gLZ577jlbpVFxB4huZ+Zur1WrVrYK6pjaO7f9y729TYBEVOjk3717cDXB1q37utmz5+e88leFthEHu0Tp3/72N1sFVbL33nsH2uKRRx6xVRoVd4A8+uijge3ttddetgrqmNo7t/11PJSDAImo0Mn/q69mux12uDvws9tuey3nlb8qtI042AWkDj30UFsFVWJn5r3vvvtslUbFHSD9+vULbE/vEU2HPSZ1PJSDAImo2Mn/+utfCfysVat73IwZcwN1pNg2ynXbbbcFGrTc6cThz65H7dOdOu4AsUvvcnw0LWrv3PbX8VAOAiSiYif/mTPnuV126RP4eY8eIwN1pNg2ytWzZ89Ag5511lm2CqpEkyjmtoXaJqq4A4Tjo2lTe5d7TOYiQCJq7OR/111jAz/fbru73Oeffx+o09g2ymFHoXfu3NlWQZVo3+e2xaWXXmqrNCruANF74PhouuI4JnMRIBE1dvKfM2eBa9PmvkCdzp2DvW8a20Y5+IaZHlyBIG24AklYKSf/AQPeCdTRQEMNOMwqZRu+eAaSHjwDQdrwDCRhpZz8NYhw3337B+r94x+P/+/npWzDF72w0sP2eKEXFpJmj0l6YVVZqSf/IUPeD9UdPXpK5mf23+PEOJD0YBwI0oZxIAkr9eSvCRUPPXRgoO7RR//X/fJL6dvwYUeib7PNNrYKqoSR6EgbRqInLMrJf/jwyaH6zzzzUejf4mTnwlp++eVtFVTJH/7wh0BbMBcWksZcWAmLevI/9thHAvUPPPDByNuIQrPxLrnkkoFGnTZtmq2GCpsxY0agDTQb78KFC221RsUdIMzG27QxG2/Cop78X3ttaug1tsRtiy22CDTq888/b6ugwl555ZVAG2y00Ua2SkniDhDWA2m6WA8kBXxO/uqBZV8XdRtR2J4W6tqL6urbt2+gDfbbbz9bpSRxB4iwImHTxIqEKeBz8p8wIbzoVNRtRNGlS5dAo5544om2CirsnHPOCbRBp06dbJWSVCJAWBO9aWJN9BTwPfmff35w0SmfbZTqiSeeCDTqOuusY6ugwuyywgMHDrRVSlKJALnooosC2/QNN9QWtXNuu+s4KBcBEpHvyf+TT75z22xzZ+j1UbZRqlmzZrnFFlss0LDlPixD6fQAfZFFFvnfvv/tb3/r/ZyhEgFib6+1a9fOVkEdUjvntruOg3IRIBGVc/K/7LLgolM+2yiV7e/NbYrqsYP1Nt10U1ulZJUIkFdffTWwzdVWW81WQR1SO+e2u46DchEgdcrOutq+fXtbBRVy5plnBvb9aaedZquUrBIB8uOPP7qllloqsN0JEybYaqgjat/c9lb76zgoFwFSp0aMGBFo2KWXXtr98MMPthpipm6Rf/7znwP7/uGHH7bVSlaJAJE99tgjsN1evXrZKqgjat/c9lb7x4EAqVM//fST+9Of/hRo3D59+thqiJmdKkTf9MoJ7koFyJVXXhnY7kEHHWSroI6ofXPbW+0fBwKkjp133nmpbtx6ZKfLPvzww22VSCoVIHagY7NmzcoeVIZ0UruqfXPbW+0fBwIkZb7/vvz7klnjx48PNK56BmmuLFTGvHnzMnOP5e7zIUOG2GqRVCpANK3KcsstF9j2uHHjbDXUAbVrbjur3X2m1cmHAEmJL7+c5Q455KFMr6xzznnKzZ//k63iZeuttw40sK5KUBm6RZi7rzWZ4oIFC2y1SCoVILLPPvsEtn3JJZfYKqgDatfcdla7x4UASYkbb3w10LX3mmteslW82IdnyyyzjPvmm29sNZTpl19+cRtvvHFgX59xxhm2WmSVDJDbb789sO2111478zlQP9Seatfcdla7x4UASYk77xwbCBBNffLii5/aapHNmTPH/fGPfww08sUXX2yroUxaLCp3Hy+66KJu0qRJtlpklQyQb7/91i2++OKB7av3HuqH7Y2p9la7x4UASQk9+9h77+AyuK1b93XTp8+xVSO76qqrAo2s+/TfffedrYYy2MWj4hp3U8kAETsvltZxR/1Qe+a2bxzzX+UiQFJk3LgvQtOdnHLKkMzqhuVQN9KVVlop0NCdO3e21eDJzj2mqUvieiBd6QCxSyDry8XcuXNtNdQgtaPt1KH2jhMBkjJ33PF6IEBUevd+w1aLrGvXroGG1gJHEydOtNUQ0fz5891f/vKXwL6Ncx36SgeIHvLblRP79+9vq6EGqR1z2zWOTh0WAZIyuto48cTHAgGy3XZ3ubff9puML2vmzJlu1VVXDTT27rvvbqshop49ewb2qbpKjx492lbzVukAET3sz/0dW265pa2CGqR2zG3XODp1WARICqlL7+673xsIkXbtHnCzZs23VSO5//77A42ton+DnylTprhll102sD81kDBO1QiQt99+O3PbLff3DB061FZDDVH75ban2lftHDcCJKWGDfs4dCurc+fnbLXIdNWR2+DqocWa6X4OOOCAwL5cYYUV3PTp0221slQjQGT//fcP/J4ddtjBVkENUfvltqfatxIIkBS74ooXQyHy2GPv2WqR6LmHnn/YRtfcWSjdrbfeGtiHKjfeeKOtVrZqBciYMWNCn+f555+31VAD1G62LdW+lUCApNiPPy50hx46MBAgrVrdk1mcqhx2qneVf/3rX7YaCnjnnXfckksuGdh/W221VWzTQ+SqVoBI27ZtA7+rdevWtgpqgNottx3VrpVCgKTcpEkz3I473hMIkQ4dBpU11YmuNnbddddAw+vhrw4GFKeukVogKnffaXS/TvSVUM0AsYPOVJ566ilbDSmm9rJtWMnBoQRIDRg48N3Qraxrr33ZVotk6tSpoRHqK664YkUetNULzWpqp8VWqeQ0+dUMENl5550Dv2/99dePZeEhVJ7aSe2V235qz0oiQGrEuec+HQgQTXUyalR5U50888wzgbW7VbSGCDP25mdXGlTp0KGDrRarageIpvm2x0S3bt1sNaSQ2im33dSOcU3bXggBUiM01clee90fCJE99ujrvv66vKlOLrvsstBJccMNN2zY7te2apN2zTXXhPbTRhtt1NAu39uqsap2gEjHjh0Dv1PPez766CNbDSmi9rHP5dSOlUaA1JCxY6eFpjo59dShZU91cvLJJ4dOjnooHHeX1Fp1zz33hL6Vr7baalW5UksiQDRbsx2dvvfee9tqSBG1T257qf2qMes2AVJjbrvttdDzkHvvLW+qE93bt5PqqehKpBonyTS77rrrQoPsNHgwrrmuGpNEgMjdd98dOh769u1rqyEF1C62rdR+1UCA1BhdbZxwQniqk/Hjy5vqRA/g1Pj2QNQzEXVbbYrsQjwqiy22WFV7JiUVIFpHwg5GW3rppZk/LWXUHmqX3HZSu1VrXRcCpAZNmzaroaH6BEJkv/0GuNmzy5vqRLP25gsR9c7SA/emQhPOnXLKKaH9oAGYAwcOtNUrKqkAEfXIW2KJJQK/v3nz5szWmxJqB7VHbvuovarZk5IAqVHPPfdR6FbWxRcPs9Ui05VIvttZegagwYb1PmL9888/D63tobLUUku5J5980lavuCQDRPKNuGfNkHSwa32oqL2qiQCpYd27jwiFyJAh5Q9oU0jke7CePUDqde4sXWWtvPLKoc+sOa5GjRplq1dF0gEihx12WGifMAlnsvJNjKp2qjYCpIbNm7fQHXLIQ4EA2Xnn3u7TT2faql7Uxdf2PlLRAMR6OoHMnj3bnXvuuZllaO1nXWONNdwbb5TXSaEcaQgQdVW2A9TUZXTkyJG2KqpA+9122VX7VLpLeT4ESI374IMZbocd7g6EyJFHDnILFvxsq3rRt3I7Yj1bNLPve++9Z19SU4YMGZI5KdvPptKmTZvEx8OkIUBk7NixofXT9WysqXawSIr2t/Z7bjuoXdQ+SSBA6sBDD40P3cq67rr4RqBq2hM7d1a26MHyRRddVHNrrH/88cd5n/Wo6KqrS5cume7NSUtLgMgdd9wR2lerr766++STT2xVVID2s/a3bQO1S1IIkDpxzjlPBQJEU5289NJntpo3PRfRLL52Kvhs0drLF198cVUGL5Vj0qRJmUWf1B3XfgYV/YEm8bC8kDQFiOTr2qwlfZO+Uqt32r926WQVtUeSCJA6MXPmvNBUJ23a3NdwQi9vqhNL/c7tolS5RTPTdurUKXXfStW18dhjj3W/+93vQu9ZRc8/tORnEveRi0lbgMhJJ50U2n8tW7YkRCpE+1X71+5ztUPSCJA68tprU0NTnZx22uOuEmOK+vXr51ZZZZXQQW0PJs1Uq4fUSdDV0M0339ywH7YOvbfcorWjK7XgTrnSGCC6Gs03K7G+Iafti0Ot0/7Md+Wh/Z+GLvUESJ255ZYxoechffu+aavFYubMma5r165upZVWCh3guUVjKA4//HB31113ZZ49VJJOuOoLryU87UNfW9Zdd93MlA+VWAgqLmkMEJk3b17e52JNeeaCuGk/an/afaz9rv2fBgRInfnpp5/d8cc/+r/waNHiBrf55l3cW29NtlVjoxHsV111Vd4xFPnKOuus40488cSGsLsls/zml19+aTdZki+++MI999xzrlevXu64447LdLm1vytfUZfH3r17pzo4stQLLve9q0dcWuh2X74QUS8huviWR/vP9rZS0f5O021WPS/MfX+tWrWyVRJFgHiYOlVTkvRxm23Ww2244bkN31qPcTvscKKbNSve5yHWnDlzSrpllK/oIfw222yT+QZz5JFHZgJB62/oCkf/1f/r3/Vz1VtuueVC22is6LX9+/dPfXDoeY06LNhpKrJF4fvVV+XNfRYXfRPOdztL4xTqaaxQNWm/2XEeKtrPabnykGHDhmW+DOa+R3VCSRMCxNNTT41v+KZ9WsO38sMavrX+teEEvVnDlclptlrFjB8/3p133nl5L8GrWdZee+1MCKV9VuHXXnst0x3aDtgrVBS4WqNE83YlTffi8z1YV9F0G8ydVRrtp3zTk6ho/6bhmYdo7ZEDDzww9B5V9PeeJgRIGc4992bXrNmObpllNnCLLbZCpoHvu+8+W62idNBrTWZ9o9blbaHus3EVPffQlcbll19e8dXYyqXpUTQCXiFnP0epZYMNNsgMhkyDfF18VTbbbDM3YcIEWx05tH+0n+y+U0m6q27WrFmzXOfOnQs+W9SyB9Wei6sxBEgZ5syZ61q02M0tuuivM6pqLYsPP/zQVq0a9ch64oknMgP1Dj30ULfFFlvkvVwvpeh1LVq0yMwBpKsMPdDTbbS00sDE4cOHu9NOOy3vgLB8RYMadd9bn3HNNdcM/Txb2rZtm4qp1jWoLd8JRt27WU8kP+0X7R+7z7QfkxwkmKWp4e+9997MImr2PWbLPvvsk7nrkDYESJk0j5P9g1af8vnzy5v6PW7qnaWTq75N62BVUShkS/bf9HPVS/stqSzdYtKDcD23KDQljC0aq9K6devMySO3g4HarEePHgWf/+jq7qyzznLffvttzjuoPk2rsd5664Xen4pWzmN53P+j/WBXEswW7b+kpifJ9fLLL7ttt9029P6yRSuXprnDBAESgxtvvDHU8Brsh8rQlPiDBw/ODFzM15MmX1HI62Si3mEzZsywmwxQ77Pjjz8+70SXKlrO9Lbbbkv0nrl6CuWbxVdFa1Z069Yts5+aIn1ufX671kq2aL8l3dNqypQp7qijjgqtxpkt+jKkLvBpmO6nGAIkJvvuu2/gANDJp5or69U73Tp7+OGHXYcOHfLejshXdAtOPWs0KFNdoaPSg/eddtoptN1s0T11dZNOku6JFzpRqsNAUzsG9XkLdZTQfkr6GYJ6eWkWbrvKYbZoKiN1jkk64EpFgMRE0yHYHlGrrrqq9xgM/N/4F3W5VAhosKT9Y8tXFC5HHHFEZmXDuJ7XqGtysTEwen+VHsBZzFtvvRVaHje36HZd0kFXafp8+pz2s2eL9o/2U5J0TBbr0NGuXTv3wQcf2JelGgESI/Xbtrc99txzz6qtn1wPdHtJ07PooaF9tlSoaEEq3c567LHHKtaPX2GkjgmFOiTovaqbsHrSJEHHmG55NGvWLPTeskUn0aFDh9qX1jR9nmLhqf2h/ZLk36Cek+YbEJotG2+8caaDSi0iQGKmbnj2APn3v/9tqyGHrtL0QHuPPfYouRuyRuWrT7/+8Ko5VkNzJ7Vv3z70frJFV6Hq9ZPUCUsBrA4F9otMblHPugceeKBiYVtpet96//oc9rNliz6/9kNjz7sqSXclOnbsmHchNRU9v9Pz07QPvC2GAImZDga75rfua77++uu2apOmtdFvuummzDezYie73KKT8z/+8Y/M7YokH2DLiy++mJkk0r7HbNluu+0SHSej361xQfZ95Rb1NlMIv/DCC/blqaT3qfdbqJdctuhzJ7nv9YXm2muvzVwZ2/emol6Ap556auqXZigFAVIBuh+ukcy5B40GpCV1eyMttF+uvvpqt+OOO4b+qAoVTW74z3/+M5VdGdVDRrdHCnUfVg+bo48+OtPjJikaZKoxLPa92aJ78xpQl4aurbn0fvS+ij07yBZ9Tn3eJD3++ON5Z/fNlr/+9a91NRkmAVIhAwYMCB08xxxzjK1W9zTbbffu3TP92e3+KFTUi0a3AtM6BbylWZPVbbvQYmB6sK+R+0l2q9W+1AzKhbqN5hbdWtFqkppEs9oj3PX79Hv1+0vpoq3Po8+V9LGipaf32muv0PvLFs1M/d///te+rOYRIBWksQT2QGoKE+Cpt4umVtl0001Dn79QUV29RhMd1ir1oLHduXOLvkWrK3KStH9PP/30kmd2VlFvQvUQ0rQwelalq8Hp06fbTUei12s72p62q+3r99jfXajo/etzJH28aKnpc845p+CzO81MceWVV6ZuYHFcCJAK0rQi9nJW92+17Gu90TdAXTUU6oOfr+iqRFcnukqpJxqLoJ419vNmi+YSe/PNyqwhUyrdp1evNX3TL7W3my26QtBYGH0eFV1ha1ZnjdbX7Ab6r/5f/56to/qlXFnkK3qfer9639XsOJGPnsEp/DSo1L5PFV0ZqWfgtGnT7EvrCgFSYePGjQv9gWrqgqT/AOKgb5B6PqHnFPYPqFDR8w/NcpvkuIlqUGeKG264oeDJUj1zNANsGpap1dQst99+e6brtL4x2/eaZNH70fvS+0t6CpksTfWjOebse80WdSsePXq0fVldIkCq4Prrrw8dZOeff76tlnr61qUeUOoJZQdNFirZyQrV40o9r5oa9bQ55ZRTCnblVE+d6667LjVfKNTG6sF0xRVXZLpVFxr3Uqmi36ffq9+v95F0b7tcmh/ukEMOCb3nbNEEnpr1oCkhQKpAYwLspG46sWoSwLTTiU1jLdR9stT75rofrJPAnXfeyUj8/0/36nfffffQvsoW3erULMppowf/+jatsS0XXnhhZtS9bkPZq+qoRa/XdrQ9bVfb1+9JsqNBIboV/a9//avglDH6d/UUU72mhgCpEj00tNM16//TsvJdLg3U0n1m3cMt1JfdFp0QdKtBo8iTHLyVdoMGDcr0yLH7L1v0RaNWnglpUKW6zeqWzqOPPpqZzVntnzvLs/5f/66fq57q63W1Quv7FFsaQEsm1MrM1ZVAgFTRs88+Gxo0p65/SY1azqWpOjRXj+aRKnWyQs1PpW+Q6lnmM1lhU6Vv2bpFU2g/6wpOz5bUPRjJ0NWQHRCcWzQKvlYGYFYSAVJlF1xwQehg1D3wJOikr3u2Wj6z1HvdOulpRlx1R41rssKmSj10dJVXaGyGbhnqNmDap/SuJ7RJNARIlemZgl1ARrd/qjUCWLeXtCaGbpWUeh9bPYn0R6U1ONJ4j7rW8W03eVwV+iFAEqCV0ux8PhtuuGHFpjrRg2x1g9R015qHx/5x5CuankOT0elBf1p6CNU77rcno56eS1UbAZIQrTFhD1QNuoqLusxqps9ddtkl9NylUNHJS+uJ62Enl+jJoMdP9dRqz7g0IUASpNtC9qDVNNW+NDivZ8+eRddHsEXTa2gqiVGjRtnNIUGMOaicWhubk2YESIJ0y0q3rnIPXs3iq1tcpdIkbpqor9jU4rZoZmAtfqQlW5FujHqOTy3NDlArCJCEaZ0QO4ur1pIo9u1H8yhpdbxNNtkk9EdQqDRv3jwzWWE9TSXdVDDvUvlqYX6yWkSApIAWn7EHtEbn5tK3TP3beuutF6pbqGy99daZyQprbZ1l5NfUZ371UQszJNcyAiQFNJBQa6fnHth68K05tHTCWHPNNUMHfqGy0047ZSYrpLdO/Wqqa09EUQtrtNQDAiQlNKVJlPUQskX3bXX5ffPNNye68h2qr6mtfleKWlglsp4QICmiSQtL6XKrWxht2rTJjIhN41xaqJ6mtP52Yxpbp14DeJNcK70eESApo7mo7IGvolHjuperyenSsi4C0kM9hzp27Fiwa6p6HmlckHoi1RtNzti+ffvQZ84WLT2g2X7TMOdcvSFAUkb3ZFdZZZXMga/LbU2LrskKKzVKHfXljTfeyKy/Yk+i2aKeSLrSrQeai029EQvN46YvXequzt9O5RAgKaUTAVca8KWZldXDyJ5Us0VrkNdy7zzN5LDGGmuEPle2aJboel/1Mg0IEKBOaV2Xyy67zC299NKhE6yKeiidd9557vvvv7cvTS0NflVPQ/tZskWLVGnVTFQHAQLUOfU4OuqoowpOUa4eS+q5lOb5z7744gt3/PHHF+xkokGWt912W6qWwG0KCBCgiXj55ZdDSwnklq222sqNHDnSvixRGhTZo0eP0OzV2aIeiWeddRa3exNCgABNiHoiaYlZu7xybjn88MPdp59+al9adVoGd/311w+9v2xp27atmzhxon0ZqogAAZog9Uzq3LlzwUXF1LNJc6clserk+PHjM70P7XvKFk0GOmTIEPsyJIAAAZowzfysJY3tSTpb1NOpnCUGotBqmVqPptCiZ5qpWtP0FJtoFNVFgABww4YNy/RgsiftbFHPJ80cXQka3KipeFZaaaXQ71XRg3OtjsmsC+lDgADIUA+mW2+91TVr1ix0Es+eyE844YTMEslxefbZZ92mm24a+l3ZsvPOO7tx48bZlyElCBAAAerRdOaZZxacNl49orTyZTnTxk+aNMntv//+oW1ny1prreUefPBB+zKkDAECIK8JEyZkJu20J/dsUQ+pxx57zL6sqB9++MFdcMEFBadZX2qppVy3bt3c3Llz7UuRQgQIgKIGDx6c6flkT/bZoh5T7777rn1ZgLoP9+7du+iSBR06dHCfffaZfSlSjAAB0Cjdrrr66qszPaHsiV9FPadOP/30TE8qa9SoUa5ly5ah12SLfqY6qD0ECICSqSfU3//+94JTiugB/C233JLpWaWrCV1V2DrZoqsRXZUwzXrtIkAARDZ27FjXqlWrUChki+bXKjRIUc8/9BxEz0NQ2wgQAN4GDBjg1lxzzVBIFCrqeaUeWKgPBAiAsqjHVNeuXTM9qGxgZIvGemjMB+oLAQIgFnrmcdhhhwWCY4kllnC9evWqy6V0QYAAiJnWH99kk03c7rvv7qZNm2Z/jDpCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvPw/B19dFy8fg+gAAAAASUVORK5CYII=)
| Product Number | 3H31-1-V3 |
| Synonyms | 7-Azaindazole |
| CAS | 271-73-8 |
| MDL Number | MFCD05663981 |
| Molecular Formula | C6H5N3 |
| Molecular Weight | 119.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 93-95 ℃
TSCA: Not listed on TSCA inventory