'/%3e %3cdefs%3e %3cpattern id='pattern0' patternContentUnits='objectBoundingBox' width='1' height='1'%3e %3cuse xlink:href='%23image0_23_1306' transform='matrix(0.00106724 0 0 0.00350376 0 -0.0676084)'/%3e %3c/pattern%3e %3cimage id='image0_23_1306' width='937' height='324' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAA6kAAAFECAYAAADFmnjGAAAACXBIWXMAAAsTAAALEwEAmpwYAABAHUlEQVR4nO3deZhcVZ3/8Xdng5CFBJBFWQOC4AgoiiDgMkYddURFcRmXccUVddQR5%2beoo44KMi6jjgsqCq6A4IIoahxRFEVEZQSBCAHCnhASluxL//74dptOpZda7r3n3Fvv1/PUQ0iq6366urrqfu8553sGBgcHkSRJkiQpB5NSB5AkSZIkaZhFqiRJkiQpGxapkiRJkqRsWKRKkiRJkrJhkSpJkiRJyoZFqiRJkiQpGxapkiRJkqRsWKRKkiRJkrJhkSpJkiRJyoZFqiRJkiQpGxapkiRJkqRsWKRKkiRJkrJhkSpJkiRJyoZFqiRJkiQpGxapkiRJkqRsWKRKkiRJkrJhkSpJkiRJyoZFqiRJkiQpGxapkiRJkqRsWKRKkiRJkrJhkSpJkiRJyoZFqiRJkiQpGxapkiRJkqRsTEkdYDR7HnL0PGBe6hzAgoIfby5wWIdfs2joVqQyn98y8kI8b3M7uH%2bvP7tOf1ZFv1Zg65/T5cDyEo4z8ntdPnScMrT%2bDCd6zjq9//xuQpVgouew0%2b%2brKKmOK0mS9DeLr/jVhPcZGBwcrCBKZ/Y85OhcQj2JYk/krqe74nBfii38qnh%2bh0/UFwzdei18Os28gPj5desk4OQO7l/0awXg88AJI/7/FOCdBR8D4Gzg%2bBH//0iKL1TnEa//kQYm%2bJrWn/l4z3GnP6%2byjfccdvJ9FSnVcSVJkv6mnSLV6b7VOYzuRy%2bPn/gu2ZlLjGydDPyeKFBOorPR0F7MZ8sCr45aL0yUMVI4l61fX2W83lqzlzVam4uqXueSJEmNY5FanV4KpjoWqa3mEQXrcLFahaqOU5bWUa5Opzy3Y7TCt4xiuHXqtCN4kiRJGlWWa1IbqpdCc3gUtoy1nlWbSxSr84HnUc4ay2HziIsDp5V4jDINr0EdWZjOB84p8Bijrbst4/XWWvgW/Vru9TlpHeW/vMfHtAiXJEnqkkVqNY6n9xGw44k1iU0xH/gpsS6uzEL1ZKLYKPMYZVrAlhc4DqPYInWsiyfzKa64n8vWU92LLuIW0dvvx3y2LKTP6fHxJEmS1CWn%2b1ajiOmTdV9fOZrDiEK1zPV7c6n3c9e6drPT7tDjGa/Lc5FTfkcbRW3CrABJkiSVwCK1fEUVSfMotkDJxWFEF9syVdmwqWitI45FFo/jTUEv8jiuR5UkSVLbLFLLV2TToyY0UBrN8ZT7vQ2vg62j0fZGLaqAHO%2bix3B35iL0W2dfSZIk9cAitXxVjXzVXdlF5Al0vwVQaqN1%2bS1C6%2bupdQ1qWcWwI6mSJEkak0VqueZRbGHZ1Cm/UPxzNZq6bknTOvJYRPHY%2blxfTjlTi12PKkmSpI40qbtvGaMzvZ5Ml1F0nQC8poTHnUg7z2%2bvRU3R26u0OmHo8es2kldG8dh6seMctn7ui9iKxlFUSZIkdaRJReqTUgcYRRlF6vGkKVLbfX5PGLp1M%2bJbxfd2EvUrlMbaL7WX76O10B1%2brHPY8nXb61Y0rkeVJElSR5zuW56ypubOJe%2b1qacRBW03xchcyp/O3LofZl0UuS619bW5nM0/r6KnFjuSKkmSpI5YpJanzL05cy%2bylgPP6/Jrq9gqpuwtb8pQ5H6pra%2bfc8b482j37cRhbPnzdD2qJEmSJmSRWp4yRztzHkkdtoju1pdW0RhqHuVeRChDkSOc403BbS0kexnddqqvJEmSOmaRWo7hhjPtupzOCrq51KPIyrkoOYlqRm2L0jpNtsjisfW1V9Roamu%2bnF8PkiRJyoRFajk6LSDPofMT%2bNyn/OaujqOpRXT5nc%2bWxfkCYnr2SK2vxW5H7l2PKkmSpI5ZpJaj05P6BXQ%2bNfZ48h8JzH1P17qPpnbz/LZTOI62FU2nz9M8tpxNMLI5kyRJkjQmi9TidVo8LiJO3of/2%2bmxcjWP7vJVWcjUZdr0sCKaJ7X%2bTMYa3WwtVDv9WY61xY0kSZI0ribtk/rTAh5jAXBKj4/R6RTMkcXAAjorPHrdw7Isc4Gzu/zaqkfbTiZ%2bBnXoOtta6A2PVrabvXUd63gXRi5ny8K004LY9aiSJEnqSpOK1KLWaPZSpHYzMtdapJ7UwdcOj9q2rilM6Xjie%2bhmlG8Rab6Xk4DXJDhuNxaw5Wu9kwsV7Y6iQrwuT2752k6eI9ejSpIkqStNKlJz0OmUyNZ1esNNbDqZLnwCvY/%2btqOdkepeLxR0s2XNaBYM3U6e6I5DTiAKvTqM9rUWqZ1cDOikcBzeimZ4XenwKGw7z1HriK3rUSVJktQ2i9Ri9TLVd%2bTfdTIaezzVFKlVdBMucuryaXTWGOlk4EkFHr8sveyX2slIKsRrceTI/vxRjj8a16N25njybzImSZJUGYvU4sylu66%2brTodcRrek7UOayrHcxrFfg/LgXcCn2/z/vOHbrkXVKOtS21nyndrh97Rtp5pNdpWNO1cEHE9amfq1LxLkiSpdHb3LU43J5pjjaR2Kucuv%2b1YTjkNoDotfNudHpxaN/uldjO62e1WNK5HlSRJUtcsUovTaaE4VjG6nM5P6utepJ5CeaNtnUyFPox6jGp1sxVNt1Nwu9mKZuSxXI8qSZKkjjjdtxjz6HxN2XhFQmtznIkcRvtNbXJzGuWuqT2NKKzafT5PIs9tfUbqdF3q3Jb7dLInb6db0bRmqeNrsmrvpJrnqYhtuiRJkkpnkVqMbkYyx5vW27r9R7sZ6lYQnEY1W7%2bcQvtF6jw62wYohdYLHMPTcMdaY9pLI6NOt6Jxqm/nLsfnSZIk6W%2bc7luMTqeITtS0Znj7j07UacrvcqLQqWpv0uEtadrVSVfgFEabQjteEd5Lkdr6WmzdXqaVTZMkSZLUE4vULU3U7XQ0w911O9FN05qJdDPlOIVzgEdS/ZTad3Zw37nUbzR1vNdgr1vCtL4WyyqIJUmSpEZN9x1IdNxuRjCXM/H0024K5jpM%2bb2cNNvlXE4UxnVojNSO0UZSR1vb23oRpZ2tZyY61lhb0Yy2zY0kSZLUkSYVqal0U/S0u3dnp06gsxHDFIYbE3VThPfqFJpTpLa7DU0RI5tjbUXT%2bjN0FFWSJEk9c7pvb44nr7WLcylvberAKLduCuK5pCsUF1FuJ%2bEqtbsutahGRu1sRdM65Tj3UX1JkiRlyCK1N51sE1OVKjN1OyKasjHRKaQZxS3DaF1%2bW40sJjvZeqZVO3uzOpIqSZKknlmkdq/MUcteVJlpOd01QEo5mrqc5oymTjSS2vpa6LQZ13hf2/rY89h67askSZLUMYvU7uU21XdY1cVzt116U3bPPY00zZuKNtG61CK3g5loKxpHUSVJklQIi9Tu5TjVd1iV2RbhaGoqo61LHVk4FjmSOtrXj3yduR5VkiRJhbBI7U6uU32HnUC1o7yOpqYz1pTf1um3vRaoox1r5O%2bAI6mSJEkqhEVqd%2bqwjUmVRfTldFeUzCPtc5n7dj3tGGsktfXnX8TI5lhb0bRO/XUUVZIkSV1rUpE6WMJttA6mkPco6rCqpyPXcTT1HOo/4jfWutTW124RI6mjPc58HEWVJElSgZpUpJZhtCmz8xi7eM1J1Y2dzqG76bOpR1PrvjZ1rIZG88e5Ty9Gm17selRJkiQVZkrqADXUzSjq5fQ%2bktXN3qLH0/0IZzdOAT7fxdedQLU5R1owdMu5EdZEFrBloX8yW75WihpFHX6sk0f8/3y23nfWkVRJkiR1zSK1c92M%2bp1G70VYNyOOVRd/wwVMp8X08MhfquLmNcD1iY5dhIn2Sy1yZHN4VHZ49HS0UdTWolWSJElqm9N9O3MYW5%2bUt6OI4qubx%2bg2b7d62dol5drUbrfRycVEr40iR1InejxHUSVJktQTi9TOdDvVt4j1gN2e/Ffd5KnbYm%2b0BjxVqvPa1PHWnBZdoML4I7OuR5UkSVJPLFI7081U36KKhOVdPlbVRepy6tnpdxH13pJmrIsYZRSNjqRKkiSpNBap7eu2W26RJ%2b11mPIL3Y9Kph5NPY36rqccqxgtYyR1rMd1PaokSZJ6ZpHavm6Kp0UUO5JVlym/i6hP1pF6WVOb2mjPd5Fbz7Qa7XXtKKokSZJ6ZpHanrl0VzwVPYrVbdGbYh/Sbou9E6h%2b5Hek0yivsCvTIrYexSxrFHWsx3Y9qiRJknqWa5GaS5EwfNI/j86n%2bna7hnQi3RR/89iy8Ot0SmY3UziH9x/txmgXBDrJ0MuU0%2bXE2tQqnqOita4FLnNks3W0fHkJx2t9Tst8jqv8%2bVX5feVwXEmSpI4MDA4Ops6wlT0POTp1BEmSJElSwRZf8asJ75PrSKokSZIkqQ9ZpEqSJEmSsmGRKkmSJEnKhkWqJEmSJCkbFqmSJEmSpGxYpEqSJEmSsmGRKkmSJEnKhkWqJEmSJCkbFqmSJEmSpGxYpEqSJEmSsmGRKkmSJEnKhkWqJEmSJCkbFqmSJEmSpGxYpEqSJEmSsmGRKkmSJEnKhkWqJEmSJCkbFqmSJEmSpGxYpEqSJEmSsmGRKkmSJEnKhkWqJEmSJCkbFqmSJEmSpGxYpEqSJEmSsjEldQBJPZsKTANmAtsAk4EZwG7A7sC2wH7A9KH7zwX2BQZGeaxrgPtG/P%2bVwGrgVuA2YA2wEbgfWDv0b%2bsL/W4kSZLU1yxSpfqZDhwA7A3sA%2bxFFJ7zgJ2G/n2vLh/7kRP8%2b1JgJXADsAS4kyhgFwI3Dv39PV0eW5IkSbJIlWriIODxwBOBhxGjptsN3aZWmOMBQ7e9R/zdBqJwXTV0%2bwtwIfBr4Kqhf5ckSZLakmuROgDsDzyfmLKo7t0LXDv051uB24F1Q7e1RFGxjigylN4AMVV3R2KU9JnAccCeKUNNYAqw/dANYirxM4b%2bfCvwXeB7wHXAMuI12S92B44n3s9ycyGwAH/3yzIVOJr4Hd4mcZY6GF5aAPB74uLWWuLzac3Qv63Bi14jTQGeADyd/F5jdwFnANcDgwU95iRi6crLgTkFPaby8xfgB8TsrKJeO02zI3AkMXCxbeIsrZYAXwRu7vWBBgYH8/v573nI0bsAZwPHMPq6OfVmBTElcymxznAF8WZwJ3A1UcjeQJwgqBpTidHSI4GjgMOAA5MmKtZG4jX2e%2bBXwKXAZSkDVeQnwJNShxjDfcBbgdOBTYmzNNGzgDOBWYlz1NUqotBZwebPqruI95FbiM%2bohfT3RZanEr%2b/u6YOMopNwEXE78F9496zfQ8BvgkcWtDjKU%2bbgD8Crwd%2blzhLjvYAPgK8IHWQcVwMPIXNFx63sviKX034ILmOpB5IXIG2QC3HnKHbyHWLg8QV6%2bGGOKuAS4AfDd1cZ1iefwTeREzj3Z7NDY6aZDIxwrovcdKygjjJ/BjwfZp5QeRg4ipnrmYRHyJnEr/7KtbrsEDtxXbEDJLWWSTDI6uriAL1KmJGwEXAnyvMl4OXkGeBCjHq%2bTjiffDXBT3mMUOPp2abRFyoPw0vSLSaTMwkeE7qIBN4YBEPkmuRuhduj1O1AWK60MgpQ/sBLx368%2b%2bAC4gpgrcTV7THvEKicU0l1nTOB97Blus7%2b8E2wC5Dt7OJ0ZAvA%2bcQ04PXpItWqOnk/z42DS8GlmXn1AEaatrQbfbQ/%2b8LHDv052uBnxLLC64nPqfup7lTBvdNHWACk4keBkXZgfzfU1WcQ4AXA19LHSQjOwKvoNpeJN34HAXUCLkWqcrP4UO3dwB/JYrWnw/d7kyYq06mEFcHX0CMnu5DfIj3u/2BDwEnEKP2ZwG/wa1tJHXmgKHbG4mC9Q/EKN4lxJpX31OkenktsWxmSeogmXg73e/eUJVrgM8X8UAWqerUDGL6xSHAPxFrhc4FPg3clC5W9nYDPkgUpzvh6FWrAaJofy3wPOBnwHuIUVZJ6tRwwfpsYrnKH4BPECe8kurhUGLZzDcT58jBQ4ATU4dow/soaB260ybUrQFiG5R9iCs7VxNTNo/EdVjDJhNTpj9IrL98OTH1yQJ1bJOIIv75wJ%2bA/ybWqOc%2btUVSnrYllhY8Ffgx0Tn0ZcRaV2eySHmbQQyIzEgdJLGpRO%2bS3Dr5tvoN8IuiHswiVUWZTnzw/4BY7P4sovFFv9qVKN7PBU4iv%2b0B6mA6cdXwO8Q081wbhEiqjwOJz6jzgQ8QjXg8F5LyNR94TOoQiR1MNDrM2Vrg2xQ4Nds3ZhVtB2LN5ZnAeTRrG5V2HUkUVu8n3li8Wt%2b9AWLK3nvY3NLc51NSL6YS783vINbBfwRnAEm52hb4eOoQCU0Cnkz%2bTTaXENOyNxb1gBapKsvw9haXE9NdH0SzX28DRDfPDxDrKY8gOlCqGNOIqdPnAf%2bJo6qSejeZ2CrhbURjpX8mumdKystDiS2X%2btEsYvAn93PoTxC7fxQm929Y9TedmO56DvDCxFnKdCRwBvBOmrnPaS62I57jbwD/gM3fJBVjT%2bB/iPfxp%2bM6eCk3J9CfW3u9lPz3B/4LsYyiUBapqsJkooj7PPEizn3hd6deTaxvegoWTVV5PPBV4rmXpCLMIArUrwOnAtunjSNphIcDf586RMV2Aj6cOkQbPkDsSV0oi1RVaQbwKmK95kMTZynCzsDHiKvvO2DX3ioNEG/enwG%2bQGzx4/MvqQjbA28Gvkd8VnnxUUpvBvAi%2bqfT72TifSj37/cS4JdlPLBFqqo2QEzT/CrwzMRZerEX8FngDTgtLLWXA18k9hCTpKI8jthX9QRiyzVJafVTp9/9iJ0ycraW2MXizjIe3CJVqTycKCxeQv26tR5CnLg8G5sj5WAyceHjQmD/xFkkNcsDgf8CPpQ6iCS2JfZPb7oBYglZ7jtkLCV6hBTW0Xcki1SltBPwSWL6Rl0K1UOBzxHFkNNL8zGJaHzyM%2bAonJ4nqTjDezafCzwY3/ullA4kmgk12SzgleR/bvxx4I6yHtwiVanNIa6KvZH8p80%2bEzid2F5GeXoQ8TN6Ruogkhrn2UQDQGdsSGm9mmZ3%2bn0Z%2bXf0vYoSOvqOZJGqHMwB3kt0VczVIcCniGnKytcAcQJ5Jp5ISirWALFOdQGugZdSanKn352Ak1OHaEMpHX1HskhVLuYSnXKPTB1kFAcTU3z3SB1EbZtJnEgeie9zkoozCdgduAg4mvyn40lNNAN4MbF3epMMd/SdnjrIBH4FXFz2QTx5U072Iab%2b7po6yAh7Ew2enOJbP7sTHZgPSB1EUuPsAnwC31%2bkVJ5IXChqkjp09F1FzFYrpaPvSBapys2jgDOIDm6p7QKcRWRS/QwQo%2bBfI5oQSFKRHo7vL1Iq2wIfTB2iQAPAk4GDUgeZwE3EuXEpHX1HskhVjh5H7D%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%2bm7gENKPobycSjwqtQhJDXSTsQ2DdNTB5H6zBupV6ffVwF/lzrEBH4JfDfFgS1SVQfTiJGvsjwWeFmJj6/8TAZOwiYnksrxGOCtqUNIfaZOnX4fQP5TlNcRXYcr6%2bg7kkWq6mI%2bMaJatO2AFxHd4dRfpgAfxL0NJRVvgChSc19rJjXJDsSuELmvCR/u6Jt7D5QFVNzRdySLVNXJm0t4zIcBz8XfhX51FPl31ZNUT3OIZnxO%2b5WqcyzRwCxn%2bwD/mDrEBFYRzZIq7eg7kifmqpPHA7sW/Jj/Slx5U3%2baQXSP9jUgqWiTiBPmfVMHkfrIbOAjqUNM4EjgoNQhJrCY2Ham0o6%2bI01JdeCG%2bF/gKmB1xcfdBthz6L%2bTiO5g2xEn2jsCsyrOU5W5xPrRswt6vMcAzynosXJ2H7AMuBtYM/T/G4dui4GVbLlwfw5x5X8mcVFgJjF1rameCDyCmNYiSUXaE3gJsQZeUjUeDzwN%2bGHiHKPZFng10W8lVxuBdwP3pwxhkdq9vxIjMHcnzjGJKCqGC4pdgd2JqzRPBHZLlqx42wEPB84DNhTwWO/vOVG%2brgd%2bBVwG3AzcMXRbBaxg/OdvJ%2bL1NIc4wdqDeN6PBA4g1lI0yXZEd2eLVElleBXwBeC61EGkPvIG4BLinCcnxxHnUzn7BfC91CEsUru3hPQFKsAmIsfdxKgYxKjXacTP99lES%2b7HJElXrEnEiN9sen/uH0XztpxZTbypfJA4GdpAXA3rdKrGXWxeg/An4vU0eeg2j7i69iyatc7qccDfE7MjJKlIOwDvIPZDVPOtBK6m%2bll2VZhFbOFWB8Odfi9IHWSEGcAnybv%2bGu7ouz51kJyfJHVvkChQNgDfJBY%2bH0MUq0cDO6eL1rMDiWm/vRSp2xDFexPWIa4DFhJvwl8Gri3hGCNfT1cTG9XvBbyCaDp0IHlPW2nHALE%2b%2bWIyeGOWKrKGmBVU9Cbts9mya%2bVOxEWu7Wn20oHxHAecSjzfaq5bgScRn5VNdQDwUeAfyHtm1Q7AC4GfkmgLlRaTiAtVue8msYAYoEjOIrU/bAB%2bTkx7eDJxMn5M0kTdG55%2ben0Pj7EzsaVN3RuHLQM%2bRKy5uJZqF7ffBLwX%2bCrwFKLz8oMrPH4ZHgk8mpgmLfWDbxL79K0o%2bHHnsOUWELsQ5xs7EAXrgcSFrr8jlqf0g9lED4SPEDOg1EzfptkFKsT5xn8Sn5m7JM4ykWcQs%2bYuSx2EOHd9XuoQE1hN4o6%2bI1mk9pe1wPnAL4HPECNidTOVWB95UQ%2bP8Sjy76o2kfOJK4SrSNh5jZhWfD3w9aHb0xJm6dUOwBOwSFX/%2bBPlzL64c5x/Gxhxm0QUq8cSBdyjyH/fwG5NJZq5fAlYmjaKSrQkdYCKXEqMUL44dZAJzAb%2bi1jSk9rjiCaNOVtMNCdNeV75N3UfSVJ37iG6Db576M91c0SPX/826jvlbBnxc3sRse4lhzeSQWIk5ljgROCGpGm6N4lYl5r7lWGpzgaJkcSNxNT664CPEWvHDiI2uD%2bfzT0WmuSRuB2NmmGQaD65InGOdjyW9HuSbkP%2bHX03EE0kV6UOMswitX9tAj5BNNmpm0f28LWPAg4vKkjFFgIvJRa0F72GrAgbiYZdryA6CtfRYcB%2bqUNIfeo64FPELJHnE1MKb02aqFg7Ak9PHUIqyF%2bBz6UO0abXEcsQUnku%2bXf0vQj4fuoQI1mk9rf7iWkQn00dpEPzevjal1LPae63Aa8l1p/2uv1OmdYRb3RHUM9CdRbRDEpSOiuB3wLvIS5Knpk2TqFemTqAVKAvUo9ZD0eQbpeLGcCnybvJ1DqiP0FWjSMtUjUIvIXYeiOHqaPtOriLr3kA9byKfTPweqL5VV3cRqxV%2bUvqIF14Ec3aXkeqq0Fif%2bd/JhqgXEz0Vqiz3YgGhlIT3AqcS8ykytkORB%2bWqqfbDnf0nVPxcTu1ALgidYhWFqmCzXsi3Z46SAe6mZJ5OPm/UbS6nThBS76pchd%2bBbyG%2bu0V90DyaLIgabMfEBeQ6jK9cDwvSx1AKsgaotHOstRB2nAs1e9CsAdwfMXH7FRWHX1HskjVsF9Qr5G6brYtOITYp68uNhCNCS5KnKNbm4hC9bmpg3ThGakDSNrKzcC/UP8ps4%2bnGft0SxBT83%2baOkQbZgH/VvExH0tvfVSqcCVwBhnOprRI1bB1wP%2bQ2Xz0cXT6AT%2bXWLRep9f8d4GzyPCNo0M/AT5J3mtpWz2N/DfclvrRIPBlYpnK8rRRujaT3rvUSzl5H/X4fXwR0UCzCtOI2WQ5b6u1hngvzfI8s04n7CrfZcSanzrodMrGXODQEnKU5S7gvdTjTX8iG4gLIGXsx1iW2eS/n5nUrwaJhi3/kThHt7ajuhNlqQp16vT7VmDbCo7zPPK/GHUecEnqEGOxSNVIG4B/Tx2iJA%2bmuynCqbyZejYdGstC4MOpQ3RgFjE9XFKeVhIzNP47dZAuTAYeSlwMk5ridOrR6fcYyt%2bKsA4dfe8FPp46xHgsUtXqCuDO1CFKUKeuvhcB30kdogTnApenDtGmqcDDiWJVUr7%2bhWgstyl1kA7tj0sK1Cy3UI9Ovw8CnkN52xFOIqb55twDZRC4gBgBz5ZFqlptIKb9Ns2zUgdo00piT8A1qYOUYA0xzWZd6iBtOoi8P2QkxcnWqcBNqYN0aH9snqRmWUP00bg7dZA2vIgoVsuwB/k3jFwFfAu4J3WQ8VikqtVGmjXNFOBA4k2jDq4GLiTTRewFuJT4/urgQOq3ZZHUj34NfDV1iA5NJ6b8Sk1yKfDj1CHasCPlLUE6hvw7%2bl4FfD91iIlYpKrVRqJQalKR9JjUATrwPeq1X22n1gHfph57p24DPDp1CElt%2bQJwQ%2boQHXps6gBSCd5HPUZTX0jxn/HTgNeRf0ffN6cO0Q6LVI1mOXB/6hAFqtOJwJmpA5RskNhT7frUQdpkB06pHm4BTkwdokOHpQ4gleA66tPp9y0U2%2bn3%2beR/cfs84jwsexapGs166rNf6kQGyH/axbBvUI/OeL36K/CH1CHa9ITUASS17UJiGltdHEp8RklN8yXqse3cMRR3MXom8Cny7%2bhbm47oFqlquodQnw6tX0odoELnpw7Qpv2xeZJUF5uI/VNz7y46Ul0uokqdWAx8k/wHPIY7/RZRWL6KvM8XBoEfUo%2bLB4BFqurr5jbvtzexX1XubgB%2bnzpEhX5CdJerg7L3U5NUjEHgYurV6df9mNVEG4gidVnqIG14Cb13%2bt0ZeEYBWcq0mviZZN3RdySLVNXVbW3eb1eKXW9Qlsuoz9YsRbgX%2bFnqEG06MHUASW27hsz3/mtxROoAUkkWAl9OHaINOwCn0NvU%2b8PJ/3f5z9Sgo%2b9IFqmqq6Vt3GcAmAdsV3KWXg0SazT7qUiFuKJXB3VqvCX1u5XA/6YO0YF5qQNIJTqVaGqWuxfQW8Oj15L3ueZqatLRdySLVI1mFnn/sgEsauM%2b2xBTMHJ3P9HtdlPqIBW7mHoU5vulDiCpI99NHaAD%2b6YOIJVoOXBy6hBtejPdzbybDzyp4CxFO4/Yw7ZWLFI1mpnkPUV2kPZ%2b2bYD9io5SxHuon77%2bxVhBfX4vrcHdksdQlLbFgJ/TB2iTdtioapm%2bwFwReoQbeim0%2b9kolnbtOLjFOYeoutw7VikqtVkoiNuztoZRYV405hbZpCC3APcmTpEAhuox36pU6nH60jSZuemDtCmSdSnA73UjVuB71CPTr/PpbNOvy8G9iwnTiEGgR8Ra/VrxyJVraYAB6cOMYHL2rzfNsBOZQYpyL30Z5G6kXqMpE4DHpA6hKSOfDt1gDZNpR7LUqRubSD2gb87dZA2vAR4YJv33Rn4J/Le63g18dzXpqPvSBapajWN/Pdta3de/TRgxzKDFORa8r/CWIYN1KML53R6b08vqVqLgBtTh2jDFKK7qNRkfwVOTx2iDXOJZk/tFJ6HA0eXG6dnf6Y%2b%2b9JvxSJVrZ5F3h%2bY62h/rdF25L2x8rDbUwdIZJBoqpB7gT6Zeuy1K2mzTdTjItgUXE6g/nAq7e9xn9LzaW87mdeRd5PR1cCbUofohUWqWr0ldYAJLKb9duYPLjNIgeq08XzRVhBbRuSsLl2iJW02CPwldYg2TKEeM36kXi0n9iOtgxMZv4Hok4iuvjk7F/hd6hC9sEjVSE8FHpE6xASuId7o2jGzzCAFqsMeYmW5B1iVOsQEJhGFqqT6GATuSB2iDZOpx4wfqQgXUI9Ov49l7E6/U4DTyLuj7wrgf1KH6JVFqoZtTywYz9lGYn79vW3ef48SsxRpSeoACd0PrEkdog07k/e2TJK2NEg0ZtuQOkgbptFZR1Gprm4hRvhyX%2bbzIGL522h1Uh06%2bl4IXJ06SK8sUjXs8cBTUoeYwH3AxbR/0rFriVmKVIeOd2W5l1g3kbvpeBIp1c09xOdG7nYi3mOkphvu9LssdZA2vBCY0/J3Ow/9fc710xpq3NF3pJyfZFVnJrEWNeeGSRDTfH/Twf2nlBWkYItTB0hoJfUYSZ1E3m3mJW1tFfV4f5mM52PqH9cDX0wdog27Af%2bPLT/769DR90/UuKPvSL4pajbwEWIkNXfnEfPs2/XwknKoOBuJqSm524O8u/hJ2toK2l8ektI0PB9Tf/ko9Wga%2bXrgoJb/z/lcYBlwQuoQRfFNsb/NAv4TeHXqIG1YDXwqdYgSXJk6QGJ3U4/peJLqZwNxISx3TvdVv1kBnJw6RBumA28kZuY9mfw7%2bp5Og84rLVL71zbA24l9nuowLfYCOr/qVoc1hHW4yl%2bm9dTjJHIyTveV6mYZnc2%2bScXpvupHPyKmpuZuPnAk8DlgauIs41lMrEVtDN8U%2b9P%2bxFSLf6MeBerdwMe7%2bLp9iw6ivrUrdveVJKkotwLfIf9Ov/sQHYn3TpxjPJuAHwILUwcpkkVqfxkgWmp/A3gDeV8RGuknxNYznarD3nMrUwfIQLv73qY0Fd8vpbq5j3q8x86gPp/HUlE2AF8j/3OAycADyHs21WrgDPLfd74jnnT1h22BA4FziKtWh6WN05H7gLNo7rrFP6UOkIGbUweQ1EirqMcWVzvgmlT1p0XAaalDNMD5wG9ThyhaHaZ6qjtTiSkKhwNPAo5l6/2e6uDnxEiqJEmSmuWjwIvJezptzu4itsppHIvU7u2SOsAophMjpo8ltpQ5ENidvNtlj2cZ8Da6m76wU8FZ1N92ILaJkCRJxVlBdPr9XOIcdfUl4IbUIcpgkdq9/YAzgR8D6xIcfzpw6NCf9wd2BI5IkKMsG4D/AK7r8uv3KS6KxCxcMybV0aLUAdRXDicuaKY4L6yzHwN/xP3tO3UT8M3UIcpikdqblwzdVKxNRGvys1MHUSVy7%2bwnqb7qsCZ1G%2bqxZZom9nTgw8DlxMX2prgDuBRYW9Lj3wJ8FTiI%2bH3QxIbPlRvV0Xcki1TlaDnwQWBp6iAVuD51gAw40iGpn%2b2IW1w1xRTgzcTFkU2JsxTpPuATwCcpZ5R4A/B14I3AvBIev4nWAF%2bhHhfiumKRqtysJrbHuTR1kIrckTpABtakDiBJCU3G3RaaZDIwM3WIgs0GXkvMcFtc0jGWAKcQa1Nz3u4lF9%2bj4efKvikqJ6uIdahnJc4hSZKkzfal/OL7TOAPJR%2bjCZYC70odomwWqcrFBuCLwGdSB5EkSVLl1gAfwV4VEzmdhnb0HckiVTlYT4yengTcnziLJKk5bksdQFJHfgVckjpExm4CvpU6RBUsUpXaKmL09FW4NlF5a9oaI6kfLEsdQFJH7gDOo7xOwnU23NH32tRBqmCRqpQ2AF8A3kPxBepDC348ab/UASRJarhNxN6fzoLY2lrgyzS4o%2b9IFqlKZQXwXuAtwL0lPP52JTym%2btvU1AEkSeoDS4n9Zpu0jU8RzgN%2blzpEVSxSVbVB4ErglcCHEmeRJElSfr6KnX5HWgL8e%2boQVbJIVdXOB55D7O8kSZIktbLT75ZOB25MHaJKFqmqwiBwM3AC8ExgIbAxaSJJkiTl7NfY6Reio%2b/ZqUNUzSJVZVsOfAl49tB/JUmSpIncAZwLrEsdJKFBoqPvNamDVM0iVWVbRvxyXY4L4CVJktSeTcSeoP3c6bevOvqOZJGqsu0HnAP8EngaMCdpGkmSJNXFUuCD9O9Ax7n0UUffkSxSVYVJwDHAd4irQf8IbJM0kSRJ%2bdghdQApY18lZuT1myXAu1KHSMUiVVWaRjROOhM4GZiZNo4kSVnYM3UAKWNrgVPpv06/pxJNk/qSRaqqNgDMBd4CXAo8GpiSMpAkSYltSB1Ayly/dfq9EvhB6hApWaQqpYOAs4BX4fRfSVL/Wpg6gJS5fur0u4koUK9PHSQli1SlthcxneFzWKhKkvpTP5x4S73YBHwDuD11kAqsA06j/6Y3b8EiVTmYCbwI%2bBAwK3EWSZIk5WcZ8AGa3%2bn3o8ANqUOkZpGqXEwFXgu8F0dUJUmStLWvAZelDlGiRcQMw75nkaqcbAeciFN/JUmStLW1xEhjU6fCfgq4J3WIHFikKjfTiKm/7wemJ84iSZKkvFxCMzv9XglcmDpELixSlaOpwMuBF6QOIkmSpKzcTuwO0aSGY3b0bWGRqlw9APgEcGjaGJIkScrIJuArwF8T5yjSBuDzNHcac8csUpWz2cDZwG5dfO3SgrNIa1IHkCRJAKwG3kYUd03wEeDG1CFyYpGq3O0N/BuxTU0nbiw8ifrdtakDSJKkv/kx8JPUIQpwHXb03YpFqnI3Ffhn4GGpg6jvNWnti9Qv9kgdQFKpPg6sTB2iR58G7k0dIjcWqaqD2cQvcKejqZKk/jYndQBJpfoT8DNgMHGObl1JM0aDC2eRqrp4BPCW1CEkSZKUjbuITr9rUwfpwiDR0bdJDaAKMyV1gJr7B%2bDq1CFGOALYCdgfeDLwYJr1M34t8D3gz6mDSJIkKQvnEv1L/i51kA5tAD5Lc5o/FapJBUzVfk0s2M7J4pb/nwscBTwFOAbYc%2bjv6mpX4PnEhYGm/ELvlzpABnZMHUCSEloHbEwdQqqxtcBbgQuIXiZ18WG2PnfXEKf7NttyYhrBicBTgVcQV2xuTRmqB5OB42hWI4xdUgfIwO6pA0hSQncCq1KHkCawmrwvpvyU/AaPxnMd8NHUIXJmkdo/bge%2bC/wLcDRwXtI03TsAOD51CElSLThTQyrGL8h/D/o6dfq1o%2b8EnO7bf9YSe4g%2blxiVfA9wcMpAHZpEjAh/iriqN5arqomjPnE747/eJOVp19QB1FcGidlq96QOUrCFwH8Cd6cOMoEriE6/x6YOMgE7%2brbBIrV/DRILza8F3g08L22cjhxA5D1jnPs4dUpFWgdsSh1CkpS1O4jeGU1bZ7iEeuwVvgy4FHg6sUQsV1djR98JWaTqSuCVxJW/E6nPa%2bJ1jF%2bkSpIkVels4JLUIfrcGvLfM3U9zWkAWhrXpArgfmIax7mpg3RgX2Jtbd0dlTpABvZPHUBSI80GZqYO0YY7qc86Oo1vSeoAUlNYpGrY3cC/AhenDtKm7YkidbzX8J0VZVFvtk0doA25dzWUtLXp1OP9xS1oJKmFRapGuploqFSHLWqmAg9n/KvkN1eURc23lJhCJEmSpJJZpKrVXcAp1OOE/FDG314g9zUJAA9MHSCxadRj422bJkn1swv12IJmPY6kStIWLFLVahOxNvXy1EHasDew%2bzj/XocW8HunDpDYTtRjzdgGLFSluplM3h0%2bhy3FLa4kaQsWqRrNbcBZqUO0YRpwzDj/fl1VQdR4t1OP2QWSNtsRmJM6RBs2Uo%2bZP5JUGYtUjeVrxH5Tufv7cf6tLiNfB6QOkNAcYEbqEG3YhCeRUt1MpR7LCZzuK0ktLFI1luXAF1KHaMNh4/zbjVWF6NH01AESmk6MiOduGbA2dQhJHZkDzEodog1LgVWpQ0hSTixSNZ46FKlzGLtQrct%2bZX%2bXOkBCO1CPNan34cbbUp0MAAdSj/Mcp/tKUos6vHkrnTuAP6YO0Yb9x/j7OypN0b1%2bHkmdQf77GG7E9ahS3QwAD0gdog3riZFUSdIIFqkaz3rg/1KHaMOjxvj7uuyTunfqAAnNJf81qWuBO1OHkNSRScQ2ZbnbRMzUkCSNYJGq8WwErk0dog07j/H3a6nHlN%2bHpg6QyCRiH8Pct4hYS31G5SWFAWDf1CHasI7oHi5JGsEiVePZBNxCjKjmbKw1neuBe6sM0qUdgG1Sh0hgMrBX6hBt2EA9XkeSNnsE9Zjuu5F67OktSZWySNVE7gbuTx1iAmOt6VxLPdb6zAUelDpEAlOox/Y7dXkdSdrsOakDtGk9LieQpK1YpGoi68i/q%2bl0Rh%2bRW0U91qVuD%2byaOkQCU6jHdLzVwOLUISR15JWpA7TJkVRJGoVFqiayjPynOg4w%2bmt5HZE/d/06kroTsGfqEG24myhUJdXDI4llFHWwCrg1dQhJyo1FqppsLfHhvyl1kAnMBA4i/wZCRXtW6gBtqkOHa0mbPTt1gA5clzqAJOXIIlVNdxv12OPyMGBa6hAVq8uJ5JWpA0hq2xzgiNQhOnBV6gCSlCOLVE1kW%2bpdPN0IrEwdog2PIU6u%2bsUewDGpQ7Tp0tQBJLXtkYzd8T1HztSQpFFYpGoic4npqHV1I7HmJ3c7Ak9OHaJCx6YO0KY1wJ9Th5DUlgHgccR697q4JHUAScqRRaomMo3owlpXN1KPkVSAt6YOUJFp1Geq71XU4yKHpDinOYH6nNusBP6aOoQk5agub%2bRKYwDYDZiVOkgPBoGfpw7RpoOHbk33UGDv1CHaVJfXjiT4MLBz6hAd%2bAPxGSVJamGRqvFMoj7FxHh%2bmTpAB16dOkDJJhFrUfdIHaRNdXrtSP3sIOD1qUN06A%2bpA0hSrixSNZ6pwMNTh2jDWuCOcf79wqqCFOAJwP6pQ5RoG%2bB51KMZ1z24PYRUB1OBdwMzUgfpkBfBJGkMFqkaz3TqUaRuBFaP8%2b/3AldUlKVXDwaeRnN/N58GHJU6RJuuBlakDiFpQk8GHp86RIdWAItSh5CkXDX1RFjFeCzRdTZ3y9u4z3fLDlGQacAriAsETbM98NHUITrwf7T32pKUzkzg/cCuqYN0aCGwLHUIScqVRarG8/bUAdrUzpTMH5eeojgPA/49dYgS/D9gr9Qh2rSWKFLXpA4iaVwXA49IHaILC4G7U4eQpFxZpGosjwKOTh2iTbe0cZ9bgWvLDlKgNxMNhpricOC5qUN04D6iSJWUpx2ATwKHJs7RjXVE06S6bI8mSZWzSNVotqVee3a2M5J6N3BZ2UEKNJ2YwlaXLrjjmQa8A9gndZAO3ImdN6VcDQDvA16ZOkiXVgG/Sx1CknJmkarRHE69RvHaGfG6nyg61pecpUiPJ7akmZw4R6/eCjyHOLGsix/gKIeUo5nAV4A3AtuljdK1lXgRTJLGZZGqVjOAE4EHpQ7Spg3An9u87%2b%2boXyOck4jRgimpg3RhGlFkfzh1kC6clTqApK0cCZwLvDR1kB59nfE70ktS36vjia/KdSJwbOoQHbie9j/s/0hM49y5vDiFmwacSuwv%2blmiKK%2bDAeDZwH8kztGNK2n/woek8s0G/hV4IfVaNjCWs1MHkKTcOZKqYQPAccSo17TEWTrx8w7uuwr4RllBSjQb%2bCBxglaH39kBYsTjy8ADE2fpxtnU52KA1GSTgCOA3xAdz/elHu%2bB4/kDcHnqEJKUu7q/2asYA8AzgI%2bnDtKF33d4/zOp5zSrWcTP503AnLRRxjUbeA2wgHru9boUOCd1CKnPHUBM6T0buAg4KGmaYp2ROoAk1YHTfQXwYuADwJ6pg3RoFXBFh19zG7Fn6rMKT1O%2bHYmpv48C3g0sShtnK9sT%2bV5APQtUgN8CS1KHkPrQXOBpwFOBg4EHE53mm%2bRm4BepQ0hqvsVHHTfyf7cl3lsfRprZkkuA84EbOvkii9T%2bNh34f8Q0qjq6ju4Kis8Az6Re3WaHTQH%2bCXgsMf33N8DGpIliRsZjgAuIkdS6Wg/8ktiuqF/MoJ6/B6qfgVFuexEnTs8BHpcuWmV%2bS4cnaZLUo0cQy68OTpzjv4l648PApna%2bwCK1P80BHk1MHX1K2ig9uYruuvX%2bH3AJcFSxcSq1O3AxsRXDmcT3s7biDNsChwEvAl5CbA1RZ7cThXY/eTTx81ucOkimNhDN1q4D1iXOUoanE83nyvze5hCN33Yb%2bvM%2bwDxifelOJR43N2uBnwH3pg4iqW8cCHyVfJZMvJeYdfceYM1Ed7ZI7S8DxEnJCcTI145p4/RkHXAZsf9pp%2b4i1kweQf33IP1n4MnEFfpziP09u3lOOjFAjEQ/HziaKJib4H%2bBhalDVGwm8Cli6ry2toF4v/gSMQOj6gtBZXsysXygravaXZoNTC3x8eviDuD7qUNI6iv/TT4FKsRnwauIrcQunejOFqndq8MUuclDt52A5wJvB/ZImqg49xCF2WAXX7sR%2bA6xh2cdu8%2bONEB8D8cN3W4mTqa/SZwUbRy6dfM8DT/%2b8OtoR6KZyetpzuto2CbgXaSfOp3CdOq7hrgKuwDvI9YS/iFxljLMTR2gT3yJmK0hSVV4MPCk1CFGMZfYotAitUR7EVcnclq/thMxMjKHyPcQ4HBiHnrdp2K2upXOmyaNdAWx/vAFxcTJxh7EfP/3AdcSo81XE9MV7yVerysYe5rFNGAH4jU0m3gdHUKsaXgo9dqeqBNnEE21pNHMAvammUWqyncr8D%2bpQ0jqKw9NHWAcbe13bZHavQcR0yvvSx1khO2B7YiCdIfEWcr2ZXqfovh%2bYtpqE0eRphFd3B429P/3AyuJQvV%2bxl6DNoUoTmcRTXVmlRszC0uB01KHUPZ2TR1AtfVR8rqgLan5tk8dYBwWqRXIaZ53P7mHKFJ7dTXwReDEAh4rdzOHbrukDpKhC4ErU4eQ1Eh/JrZekCR1YFLqAFIXvkJxI9ifJb/9RlWdFcT63bKbTUnqP%2buAbwA3pQ4iSXVjkaq6WQp8rcDHuw74Fv3ZMEex5cz/pg4hqZFuJ7Z/WJ86iCTVjUWq6uZC4JoCH289sR7x5gIfU/WwHHgdzdtWRFJ6G4G3Ek2TJEkdskhVndwDnEXxUzNvAj6OV7v7yWpiU%2bmcGp9Jao5vAeelDiFJdWWRqjr5LeVNzfw88KOSHlv5%2bSWxFlWSinYN8F%2bpQ0hSnVmkqi7WA28mRsDKsBZ4O07N6gfLgU8AdyXOIal5hpeQ/ClxDkmqNYtU1cFG4BTg2pKPcyPwaVyj2HRfAn6WOoSkRvopxWyRJkl9zSJVdfBrYjpu2dYPHeeiCo6lNC4APoDrjyUV70rg1cTWVpKkHlikKnf3E3uZ3lLR8ZYDxwN3VnQ8Vec64C3AvYlzSGqeu4A3ALelDiJJTWCRqtx9BTi34mPeB7yY6gpjlW8lMYK6KHUQSY2zjliScmnqIJLUFBapytkFwLtIMzXzF0R3xrIaNalaHwTOATalDiKpcT5BNEuyn4EkFcQiVTkaBP4MvIl0UzOH16d%2bHwubOttI7K37YbzgIKlYG4FvAyfhMgJJKpRFqnK0lPjQvzFxjjXAy4jpxhvTRlEXNgE/JLYukqQibQS%2bBbwxdRBJaiKLVOVmNfB64MfkMYK5BngrcD4xwqv6%2bD3xs1uSOoikxvku8DZssidJpZiSOoA0wgrgFcB3EudodQvwWmA34HBgIG0cTWAT8AdgPtEES5KKsoEoUI9PnEOSGs2RVOViOXFV%2boLUQcZwJ/As4Hs49Tdnm4AFwPOxQJVUrA1Ex3mn%2bEpSyRxJVQ5uAV4F/Jxo5Z%2brO4ATh/78TBxRzdHvieniN6QOIqlx3g98mrioKkkqkUWqUhoErgJeCvwxcZZ2DU/9XQ88G3%2bHcrEe%2bBGxv60jqJKKdBfRbf6bqYNIUr9wuq9SWU90Rnwh9SlQh91JFNYfA5YlzqLYm/DTwCuxQJVUrF8Sn1NnpQ4iSf3EUSClsISYNvV1ollSHa0B3gv8hSiQZqaN07dWA28AzgHuT5xFUnOsBj5DXIy8LXEWSeo7Fqmq0jpi79PXABclTVKMNcAZwG%2bIDd0PxN%2bpqgwCVwIvBy5PnEVSc2wEbgfeQjTK25A0jST1Kaf7qgqDwPXE6OmjaUaBOtJC4OnA53G6aRVWEhcHnocFqqTi3EbMjHkscC4WqJKUjKM%2bKttq4IvAF4BriLWoTXQz8G/A94FPAfunjdNYfwX%2bHfghTu%2bVVJzvAKcSPRLWJM4iSX3PIlVlGCQKiN8Dbwb%2bnDZOZe4DfgI8BjgFeC6wfdJEzTBIjJ5eCPwrMWVcknq1krjw9XbgZ4mzSJJGsEhVkQaJAuInREHxE2BVykCJLANeR4yqvhyYj42VurUBWEBM7/1W4iySmmEF8fl0PvBjYGnSNJKkrVikqigLga8QXVZvJab59rP1RJH6S%2bAJwEeA/ZImqp%2bFwLuAX%2bBWP5J6dzdxset04v3FHgKSlCmLVHVrNbAcuAr4JPBTYr9KbWkFsdbpO8CJxHYpewHbJsyUs7VEZ83PAZ8F7k0bR1KNbQDuIT6rTid6I9yVNJEkVSPnc/K2Bh4sUtWJ%2b4H/IwrT3xGjhAuTJqqXTwHfJToBP5XoIDknYZ6cbCTWhF0InAfclDaOpJoa3kLmj8Tn1MXApdgMSVJ/%2bU3qAOO4rJ07WaRqIvcQH/I/BX5NtOhfjh/43bqZGCU8C3gI8GrgBcD0lKESWkUUpZ8DriWm421KmkgaXT%2bur6%2bT24CfE1vHXElcqV%2bB7yeS%2btPNxJr7p6QO0uI%2bYsBmQrkWqVcRa/qmpg7SB9YP3VYB64gXz9XElecFRIdeFW85cZXrN8BJRLH6EmAXYDYwOV20Ug0SFz5uJaZAnw7ckDRRee4ifqempQ6inq0jPpc68Vfg0OKj9LWVxM9i5dDtWuJz6kfAdQlzpXI5cHjqEONYDywq8PFuJqZw53ruugmXqORgGTGjItfXySDVLDvYRJxb/hbYDRio4JgTWQd8iagzJpTrD3AR8G1iCw8L1d6tIAqDNcCdI/5/KVEsrACuH/q3a1IE7HNLgQ8BHwMeBzwaeARwGLB7wlxFWkJc8Pg9m6fgNf3D/HrizfilwIzEWdS9jcTnUacXU/4LOAA4uPBEzbaE6HlwF1GI3k68R64glpcsGfHflWkiZuMMYtnIQeRxAjrSWuBrxMWaovyaGBl6Gvl9v%2buAC4jvWWldQIzUHUeeNcRvgdMqOtatwMuAfyO2R9ymouOO5kZiYOKLtNlcdWBwcLDMQF3Z85CjAXYkntAHpE1TW1eyeUruOuKK5oahv1s3dFs79HfKyyRiNHUn4uTjOOCJ1K9gXQZ8D/ghsVfuXcR03n4ymxhNm0f8XFU/i4E/Ea/nTj8w9wYeBcwqNlLjLGTzRas1xIWBNcTn0yris2pdmmhZmwzsQ1zYTHnyOZrbiZlCKwp8zAFgZ%2bI99UEFPm4RlhJFdL99xuVqDnGhf6/EOVrdTcxUvL3sAy0%2b6rjhPw4QtdQDiQGQFJYRs5FuIuoR%2bMxbJ/yinItUSZtNIQqdJxL7rj6EKIC2I9azplrTOnwCuYoY1biK2DLm1zhVXJIkSS0WX/GrCe%2bT63RfSVvaQIw2LCS2ZtkO2IO4ir770J%2bHr5TNGfrzDGBPep8WtZ5oSrKGuFq8jJgavpSY0rqEmAq5CBtqSZIkqUcWqVI9rSKahlw74u%2b2IUZUpw39eQqb10LOBfals4L1GqKR1iZi/cBGYtR0LVGMrqXz6Y%2bSJEnSuLKc7itJkiRJ6k828pAkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZcMiVZIkSZKUDYtUSZIkSVI2LFIlSZIkSdmwSJUkSZIkZeP/Aye59100NpHAAAAAAElFTkSuQmCC'/%3e %3c/defs%3e %3c/svg%3e)
Are you a
Beauty Affiliate?
Unleash Your Earnings!
Promote BOLDIFY hair products and earn up to 35% COMMISSIONS.
'%3e %3cpath d='M44.4655 0H7.53448C3.65041 0 0.5 3.15041 0.5 7.03448V32.7503C0.5 36.6343 3.65041 39.7847 7.53448 39.7847H21.4794V43.1941H7.42659C5.26877 43.1941 3.52634 44.9419 3.52634 47.0944C3.52634 49.2468 5.27417 50.9946 7.42659 50.9946H44.5734C46.7312 50.9946 48.4737 49.2468 48.4737 47.0944C48.4737 44.9419 46.7258 43.1941 44.5734 43.1941H30.526V39.7847H44.4709C48.355 39.7847 51.5054 36.6343 51.5054 32.7503V7.03448C51.5054 3.15041 48.355 0 44.4709 0H44.4655ZM44.5734 45.8914C45.2369 45.8914 45.7764 46.4308 45.7764 47.0944C45.7764 47.7579 45.2369 48.2973 44.5734 48.2973H7.42659C6.76306 48.2973 6.22361 47.7579 6.22361 47.0944C6.22361 46.4308 6.76306 45.8914 7.42659 45.8914H44.5734ZM7.53448 2.69727H44.4655C46.8553 2.69727 48.8027 4.6447 48.8027 7.03448V28.7529H3.19727V7.03448C3.19727 4.6447 5.1447 2.69727 7.53448 2.69727ZM44.4655 37.0875H7.53448C5.1447 37.0875 3.19727 35.14 3.19727 32.7503V30.9107H48.8027V32.7503C48.8027 35.14 46.8553 37.0875 44.4655 37.0875Z' fill='black'/%3e %3cpath d='M26 35.5285C26.7925 35.5285 27.435 34.886 27.435 34.0935C27.435 33.301 26.7925 32.6586 26 32.6586C25.2075 32.6586 24.5651 33.301 24.5651 34.0935C24.5651 34.886 25.2075 35.5285 26 35.5285Z' fill='black'/%3e %3c/g%3e %3cdefs%3e %3cclipPath id='clip0_325_86'%3e %3crect width='51' height='51' fill='white' transform='translate(0.5)'/%3e %3c/clipPath%3e %3c/defs%3e %3c/svg%3e)
No Computer Skills Needed
'%3e %3cpath d='M53.2181 41.9219L42.1269 12.5499C41.7444 11.5408 40.8487 10.3268 39.8322 9.44575C39.0572 8.77472 38.2822 8.3598 37.5576 8.21125L35.7409 3.39617C35.0867 1.65967 33.1644 0.788854 31.4585 1.45477L29.0631 2.39217C27.3572 3.05809 26.5017 5.01485 27.1559 6.75648L28.9675 11.5613C28.8467 11.7304 28.731 11.9148 28.6303 12.1197C28.1774 10.7007 27.337 9.21524 26.2199 8.49811L26.1695 3.34494C26.1595 2.4434 25.8072 1.5982 25.1731 0.968139C24.5391 0.332958 23.6987 0 22.818 0L20.2516 0.0256121C18.4249 0.0461018 16.9504 1.57258 16.9705 3.43715L17.0208 8.58006C15.9842 9.26647 15.1992 10.629 14.7563 11.9711C14.5802 11.4537 14.3588 10.9364 14.1021 10.4651C13.6039 9.55845 13.0202 8.89765 12.3911 8.49811L12.3408 3.33982C12.3308 2.43827 11.9785 1.59307 11.3444 0.963016C10.7104 0.332958 9.86494 0 8.98932 0L6.42286 0.0256121C4.59614 0.0461018 3.12168 1.57258 3.14181 3.43715L3.19213 8.58006C1.49122 9.707 0.484765 12.6473 0.499862 14.3428L0.821928 45.8099C0.831993 46.9419 1.27483 48.0023 2.06993 48.7911C2.85497 49.5748 3.88659 50 4.98363 50C4.99872 50 5.01382 50 5.02892 50L11.3897 49.9334C12.5019 49.9232 13.5435 49.4673 14.3185 48.663C14.6255 48.3455 14.8721 47.9869 15.0633 47.5976C15.7376 49.0216 17.1617 50.0051 18.8123 50.0051C18.8274 50.0051 18.8425 50.0051 18.8576 50.0051L25.2184 49.9385C27.5132 49.9129 29.36 47.992 29.3399 45.6562L29.0732 19.6394L39.5101 47.2851C40.1442 48.9653 41.7243 50 43.4001 50C43.8932 50 44.4015 49.9078 44.8896 49.7183L50.8277 47.3927C51.8644 46.988 52.6846 46.194 53.1375 45.1593C53.5904 44.1246 53.6206 42.972 53.2181 41.9168V41.9219ZM6.44299 2.07458L9.00945 2.04897C9.00945 2.04897 9.01952 2.04897 9.02455 2.04897C9.36674 2.04897 9.68881 2.18215 9.93539 2.42803C10.182 2.67391 10.3229 3.00686 10.3279 3.36031L10.3682 7.29946L5.19498 7.3558L5.15472 3.41666C5.14466 2.68415 5.72337 2.08483 6.44299 2.07458ZM12.8793 47.2236C12.4767 47.6386 11.9382 47.8742 11.3646 47.8793L5.00376 47.9459C5.00376 47.9459 4.98866 47.9459 4.98363 47.9459C3.8111 47.9459 2.84491 46.9778 2.83484 45.7791L2.51278 14.3121C2.49768 12.6882 3.77588 10.168 4.6213 10.1578L10.9821 10.0912C11.284 10.0912 11.8225 10.5112 12.3408 11.4537C12.8239 12.3297 13.1611 13.4566 13.1711 14.1994L13.4932 45.6664C13.4982 46.2504 13.2819 46.8036 12.8793 47.2185V47.2236ZM29.7827 4.30284L32.1781 3.36543C32.329 3.30396 32.4901 3.27835 32.6461 3.27835C32.8272 3.27835 33.0034 3.31421 33.1745 3.39105C33.4915 3.53447 33.7381 3.79572 33.8589 4.12868L35.2478 7.80658L30.4168 9.69675L29.0279 6.01885C28.7712 5.33757 29.1084 4.5692 29.7777 4.30284H29.7827ZM20.2717 2.07458L22.8382 2.04897C22.8382 2.04897 22.8482 2.04897 22.8533 2.04897C23.1955 2.04897 23.5175 2.18215 23.7641 2.42803C24.0107 2.67391 24.1516 3.00686 24.1566 3.36031L24.1969 7.29946L19.0237 7.3558L18.9834 3.41666C18.9734 2.68415 19.5521 2.08483 20.2717 2.07458ZM25.1983 47.8844L18.8375 47.951C18.8375 47.951 18.8224 47.951 18.8174 47.951C17.6448 47.951 16.6786 46.9829 16.6686 45.7842L16.3465 14.3172C16.3314 12.6934 17.6096 10.1731 18.455 10.1629L24.8159 10.0963C25.6613 10.0963 26.9848 12.5858 27.0049 14.2045L27.327 45.6716C27.337 46.8804 26.3859 47.8691 25.1983 47.8844ZM51.3008 44.3295C51.0693 44.8622 50.6415 45.272 50.1081 45.482L44.17 47.8076C43.0629 48.2379 41.8149 47.6744 41.3922 46.5526L30.301 17.1806C30.0394 16.4891 29.9488 15.3161 30.0796 14.3172C30.2205 13.2415 30.5677 12.6524 30.8546 12.5397L36.7927 10.2141C36.843 10.1936 36.8984 10.1834 36.9688 10.1834C37.3009 10.1834 37.8646 10.4241 38.5389 11.0081C39.2887 11.6586 39.9982 12.596 40.2599 13.2825L51.3511 42.6544C51.5574 43.1974 51.5423 43.7967 51.3108 44.3295H51.3008Z' fill='black'/%3e %3c/g%3e %3cdefs%3e %3cclipPath id='clip0_325_91'%3e %3crect width='53' height='50' fill='white' transform='translate(0.5)'/%3e %3c/clipPath%3e %3c/defs%3e %3c/svg%3e)
High-Converting Products
'%3e %3cpath d='M46.8459 22.757C46.2402 21.6176 45.3002 20.7541 44.1955 20.2739C46.1239 18.4498 47.3498 15.8083 47.3498 12.8653C47.3498 7.37278 43.1149 2.90721 37.9062 2.90721C35.9002 2.90721 33.9427 3.59698 32.3243 4.84876C30.5461 1.93644 27.4451 0 23.9176 0C20.3902 0 17.2989 1.93644 15.5109 4.84365C13.8974 3.59698 11.9399 2.90721 9.93876 2.90721C4.73485 2.91232 0.5 7.37789 0.5 12.8653C0.5 15.8236 1.73557 18.4805 3.68825 20.3045C2.38485 20.9279 1.33825 22.1286 0.848866 23.6665C0.674433 24.2081 0.592062 24.7905 0.592062 25.4496V43.9761C0.592062 47.292 3.15041 49.9898 6.29505 49.9898H13.8296C14.7841 49.9898 15.729 49.7343 16.5672 49.254L16.8919 49.065C17.7979 49.6475 18.8591 49.9898 19.9977 49.9898H28.0992C29.233 49.9898 30.2941 49.6475 31.2002 49.065L31.5297 49.254C32.3631 49.7343 33.3079 49.9898 34.2625 49.9898H41.797C44.9417 49.9898 47.5 47.292 47.5 43.9761V25.5518C47.5 24.5146 47.282 23.5745 46.8459 22.757ZM37.9062 4.95606C42.049 4.95606 45.4117 8.49683 45.4117 12.8704C45.4117 15.936 43.7545 18.5878 41.3415 19.9009C41.0266 19.952 40.7213 20.0286 40.4161 20.1359C39.6118 20.422 38.7687 20.5702 37.9062 20.5702C37.0437 20.5702 36.2055 20.422 35.3963 20.1359C35.0959 20.0286 34.7858 19.952 34.4757 19.906C33.3322 19.2826 32.3631 18.3579 31.6557 17.2338C32.3728 16.309 32.9348 15.2514 33.3273 14.112C33.7682 13.0186 34.0154 11.8179 34.0154 10.5559C34.0154 9.39097 33.7973 8.28224 33.4145 7.25526C33.3564 7.06622 33.2886 6.87717 33.2207 6.69324C34.5047 5.61006 36.1328 4.95606 37.9062 4.95606ZM23.9176 2.04374C26.8345 2.04374 29.3783 3.67872 30.798 6.1261L31.4425 7.57715C31.52 7.75087 31.5781 7.92459 31.6411 8.0983C31.864 8.87492 31.9852 9.69753 31.9852 10.5508C31.9852 11.5113 31.8301 12.4259 31.5491 13.2894C31.2196 14.1171 31.05 16.5492 27.0816 18.3783C26.9411 18.4141 26.7958 18.46 26.6601 18.5111C25.7782 18.8279 24.8576 18.9863 23.9176 18.9863C22.9776 18.9863 22.057 18.8279 21.1752 18.5111C21.0346 18.46 20.8941 18.4192 20.7488 18.3783C19.9687 18.0258 19.2564 17.5455 18.6217 16.963C18.6217 16.963 15.8453 15.2309 15.8453 10.5508C15.8453 9.69753 15.9664 8.87492 16.1893 8.0983C16.2523 7.91948 16.3153 7.74576 16.3928 7.57204L17.0372 6.12099C18.4569 3.67872 21.0007 2.04885 23.9128 2.04885L23.9176 2.04374ZM2.43814 12.8653C2.43814 8.49683 5.79598 4.95095 9.94361 4.95095C11.7122 4.95095 13.3354 5.59984 14.6194 6.68302C14.5467 6.88228 14.474 7.08155 14.411 7.28592C14.0379 8.29757 13.8247 9.39608 13.8247 10.5508C13.8247 11.8128 14.0719 13.0135 14.5128 14.1069C14.9053 15.2514 15.4673 16.3141 16.1893 17.2389C15.4819 18.363 14.5128 19.2826 13.3693 19.906C13.0592 19.952 12.7539 20.0286 12.4584 20.1359C11.654 20.422 10.8109 20.5702 9.94845 20.5702C9.08598 20.5702 8.24289 20.422 7.43856 20.1359C7.1333 20.0286 6.8232 19.952 6.51309 19.9009C4.09526 18.5878 2.44299 15.936 2.44299 12.8704L2.43814 12.8653ZM6.29505 47.9512C4.21639 47.9512 2.53021 46.1731 2.53021 43.9812V25.4547C2.53021 25.0715 2.56897 24.6832 2.68526 24.3205C3.15041 22.8541 4.34722 21.8782 5.73784 21.8782C5.82021 21.8782 5.90742 21.8935 5.99464 21.8986C7.19629 22.4862 8.53361 22.8234 9.94361 22.8234C11.3536 22.8234 12.6909 22.5015 13.912 21.9037C13.9895 21.8986 14.067 21.8833 14.1397 21.8833C14.2269 21.8833 14.3093 21.8833 14.3916 21.8935C14.3529 22.0008 14.3141 22.103 14.2802 22.2103C14.2705 22.2358 14.2657 22.2614 14.2608 22.2869C14.2075 22.4096 14.1639 22.5373 14.1203 22.6701C13.9895 23.0891 13.9216 23.5489 13.9216 24.0803V43.6797C13.9216 44.3337 14.0525 44.952 14.2754 45.5242C14.4982 46.2957 14.8616 47.0008 15.3268 47.619C14.8665 47.8285 14.3626 47.9512 13.8344 47.9512H6.29505ZM28.0992 47.9512H19.9977C19.6682 47.9512 19.3485 47.9052 19.0432 47.8285L19.1013 47.7979L16.8579 45.8819C16.5381 45.606 16.2862 45.2636 16.1118 44.8804C16.0052 44.5023 15.947 44.0987 15.947 43.6849V24.0854C15.947 23.738 15.9809 23.3957 16.0633 23.0585C16.0924 22.9971 16.1069 22.9358 16.1408 22.8745L16.8386 21.5257C17.483 20.7286 18.3891 20.2381 19.4018 20.2381C19.6925 20.2381 19.9929 20.2892 20.2933 20.376C21.4174 20.841 22.6385 21.1067 23.9176 21.1067C25.1968 21.1067 26.413 20.841 27.5371 20.3812C27.8472 20.2943 28.1525 20.2432 28.4577 20.2432C29.4559 20.2432 30.4056 20.6826 31.0936 21.4132L31.9464 22.9307C31.9464 22.9307 31.9755 22.9818 31.99 23.0022C32.0966 23.3906 32.1451 23.7891 32.1451 24.1927V43.69C32.1451 44.1038 32.0869 44.5023 31.9803 44.8804C31.8107 45.2636 31.5588 45.606 31.2341 45.8819L28.9859 47.803L29.0392 47.8336C28.7339 47.9103 28.4238 47.9563 28.0943 47.9563L28.0992 47.9512ZM45.557 43.9812C45.557 46.1731 43.8708 47.9512 41.7922 47.9512H34.2576C33.7295 47.9512 33.2256 47.8285 32.7701 47.6242C33.2401 47.0059 33.6035 46.3008 33.8264 45.5242C34.0493 44.9571 34.1753 44.3337 34.1753 43.6849V24.1927C34.1753 23.4876 34.0493 22.849 33.807 22.2869C33.7682 22.149 33.7295 22.0161 33.681 21.8833C33.6907 21.8833 33.7004 21.8833 33.7101 21.8833C33.7828 21.8833 33.8555 21.8986 33.9281 21.9037C35.1492 22.5015 36.501 22.8285 37.9062 22.8285C39.3113 22.8285 40.6487 22.4913 41.8503 21.9037C41.9424 21.8935 42.0344 21.8782 42.1265 21.8782C43.3766 21.8782 44.5395 22.6088 45.15 23.7584C45.4407 24.3 45.557 24.9285 45.557 25.5518V43.9863V43.9812Z' fill='black'/%3e %3c/g%3e %3cdefs%3e %3cclipPath id='clip0_325_94'%3e %3crect width='47' height='50' fill='white' transform='translate(0.5)'/%3e %3c/clipPath%3e %3c/defs%3e %3c/svg%3e)
Members Area
& Training
Sales Reports & Insights
Trusted Brand Loved By Millions
Easy Payouts via Paypal
Exclusive Offers For Your Audience
APPLY NOW
Join The BOLDIFY Affiliate Program Today!
Beauty
Affiliates
Love
Working
With
BOLDIFY
Jaime A.
Instagram Creator
"I absolutely love BOLDIFY! I am so happy I came across the brand because it really has helped me so much & I am just so thankful for all the products BOLDIFY offers. The Hair Fibers are my absolute favorite!"
Franco
Creator
“Not only does BOLDIFY have incredible products, they pay better than any other brand I know of!” You’ve condensed the cycle, where you can have a business up and running (fail or succeed) within 24 hours... ”
Geri
Creator
“As a chronic illness warrior, I was super conscious about my thinning hair and bald spots. I tried so many products but nothing worked out until I tried BOLDIFY. I've gained so much confidence and I'm so happy with the results. My favorite product is the Hair Thickening Fibers.”
AND 1,000+ MORE...
What makes our BOLDIFY Affiliate Program the
Best
choice for you:
Due to our unique Amazon-first approach, we are able to offer significantly better commissions and higher conversions than other comparable hair-care or beauty brands.
Other Programs
5-15% Commissions
Customer pays for shipping
Minimal or dubious product reviews
3.7% Conversion Rate*
BOLDIFY
20-35% Commisions
Customer gets FREE shipping
75k + glowing verified Amazon reviews
20% Conversion Rate*
Sign Up For Our Affiliate Program Today!
APPLY NOW
Join BOLDIFY & Start Earning Now!
*Estimated data from namogoo.com. For average e-commerce conversion rate 2021 BOLDIFY’s average conversion rate across all products on Amazon in 2022
Superior, Award-Winning Hair-Care
Your Audience
Will
Love
BOLDIFY
Products!
75,000+ Glowing Reviews
1 Million + Happy Customers Since 2016
Award-Winning Products Loved By Stylists
100% Cruelty Free & Vegan
Clean, Highly Effective Formulas
Amazing Before AND After Results
Hair Thickening Fibers
Conceals hair loss in seconds
$31.95 / Commission Per Sale (25%)
Join The BOLDIFY Affiliate Program Today And Receive a FREE, Full-Sized Sample
Hairline Powder
Fixes roots and fills hairlines
$29.95 / Commission Per Sale (35%)
Join The BOLDIFY Affiliate Program Today And Receive a FREE, Full-Sized Sample
Dry Texture Spray
For sexy, voluminous styles
$27.00 / Commission Per Sale (20%)
Join The BOLDIFY Affiliate Program Today And Receive a FREE, Full-Sized Sample
Hair Thickening Spray
Transforms thin, lifeless hair
$22.95 / Commission Per Sale (20%)
Join The BOLDIFY Affiliate Program Today And Receive a FREE, Full-Sized Sample
Hair Boost Serum
For Hair Growth & Scalp Health
$39.95 / Commission Per Sale (20%)
Join The BOLDIFY Affiliate Program Today And Receive a FREE, Full-Sized Sample
Hair Gummies
For Hair Health & Growth Support
$26.95 / Commission Per Sale (20%)
Join The BOLDIFY Affiliate Program Today And Receive a FREE, Full-Sized Sample
- Choosing a selection results in a full page refresh.