2018년 예산 및 결산보고

2018년 예산 및 결산을 아래와 같이 보고합니다. <table width="623" style="width: 623px; height: 459px; border-collapse: collapse;" border="0" cellspacing="0" cellpadding="0"><colgroup><col width="151" style="width: 113pt; mso-width-source: userset; mso-width-alt: 4832;" span="4"><tbody><tr height="29" style="height: 21.75pt; mso-height-source: userset;"><td width="604" height="58" style="border-width: 1pt 1pt 2pt; border-style: solid solid double; border-color: windowtext black black windowtext; width: 622px; height: 43.5pt; background-color: transparent;" rowspan="2" colspan="4"> 2018년도 대구대학교정신건강상담센터 보조금 </td></tr><tr height="29" style="height: 21.75pt; mso-height-source: userset;"></tr><tr height="29" style="height: 21.75pt; mso-height-source: userset;"><td height="29" style="border-width: 2pt 0.5pt 2pt 1pt; border-style: double solid; border-color: windowtext; width: 302px; height: 21.75pt; background-color: rgb(216, 228, 188);" colspan="2"> 세 입 </td><td style="border-width: 2pt 1pt 2pt 0px; border-style: double solid double none; border-color: windowtext black; width: 321px; background-color: rgb(230, 184, 183);" colspan="2"> 세 출 </td></tr><tr height="33" style="height: 24.75pt; mso-height-source: userset;"><td height="33" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 24.75pt; background-color: rgb(235, 241, 222);"> 내역 </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: rgb(235, 241, 222);"> 금액 </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; background-color: rgb(242, 220, 219);"> 내역 </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: rgb(242, 220, 219);"> 금액 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td width="151" height="44" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 33pt; background-color: transparent;"> 시도보조금수입 </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: transparent;">            142,308,000 </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; background-color: transparent;"> 사업비 </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: transparent;">               4,828,367 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td width="151" height="44" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 33pt; background-color: transparent;"> 법인보조금수입 (근로학생 급여) </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: transparent;">               5,080,000 </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; background-color: transparent;"> 운영비 </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: transparent;">               8,071,633 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td width="151" height="44" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 33pt; background-color: transparent;">  후원금 (전년이월금포함) </td><td width="151" style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: transparent;">               5,072,111 </td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; background-color: transparent;"> 인건비 </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: transparent;">            127,308,000 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td height="44" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 33pt; background-color: transparent;">　</td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: transparent;">　</td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; background-color: transparent;"> 기타(근로학생급여) </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: transparent;">               5,080,000 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td height="44" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 33pt; background-color: transparent;">　</td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: transparent;">　</td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; background-color: transparent;"> 후원금 </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: transparent;">                  848,215 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td height="44" style="border-width: 0px 0px 0.5pt 1pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 146px; height: 33pt; background-color: transparent;">　</td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 158px; background-color: transparent;">　</td><td style="border-width: 0px 0px 0.5pt 0.5pt; border-style: none none solid solid; border-color: black black windowtext windowtext; width: 135px; text-align: center; background-color: transparent;"> 종사자수당 환수 </td><td style="border-width: 0px 1pt 0.5pt 0.5pt; border-style: none solid solid; border-color: black windowtext windowtext; width: 181px; background-color: transparent;">               2,100,000 </td></tr><tr height="44" style="height: 33pt; mso-height-source: userset;"><td height="44" style="border-width: 2pt 0px 1pt 1pt; border-style: double none solid solid; border-color: windowtext black windowtext windowtext; width: 146px; height: 46px; text-align: center; background-color: rgb(252, 213, 180);"> 합계 </td><td style="border-width: 2pt 0px 1pt 0.5pt; border-style: double none solid solid; border-color: windowtext black windowtext windowtext; width: 158px; height: 46px; background-color: rgb(252, 213, 180);">          152,460,111 </td><td style="border-width: 2pt 0px 1pt 0.5pt; border-style: double none solid solid; border-color: windowtext black windowtext windowtext; width: 135px; height: 46px; text-align: center; background-color: rgb(252, 213, 180);"> 합계 </td><td style="border-width: 2pt 1pt 1pt 0.5pt; border-style: double solid solid; border-color: windowtext; width: 181px; height: 46px; background-color: rgb(252, 213, 180);">          148,236,215 </td></tr></tbody></table> <img width="502" height="418" style="width: 501px; height: 293px;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAj4AAAHdCAYAAAAdCnMdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADWjSURBVHhe7d1r0CVHfd/xWUVa7WqRQFwMSoCQQBUCG1aSkdHKdoAqE2O/CDiFXcQpoIhJJXKiEAOVKt6EolIVIscRVBKXEUhQgQo3LUS8CAU2OECIJYwkEAhJJAKEBKUriIu0uoE2/e/uf09PPzNz5pwzM2dm+vupc/l399zOs+c889s+53mefceNAgAAIAMn+HsAAIDFI/gAAIBsEHwAAEA2CD4AACAbBB8AAJANgg8AAMgGwQcAAGSD4AMAALJB8AEAANkg+AAAgGwQfAAAQDYIPgAAIBsEHwAAkA2CDwAAyAbBBwAAZIPgAwAAskHwAQAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQjX3HDV8DgLVv3z5fFcWQ3yLS/Yy13yHVPYahH9cSvm7AWJjxARZKToZ6Xar4MXZ5rF2X27X4OOdwvMCcEHwADGaoE3fbNvvel9J9DrV90bb9ofcN5ILgA2RMT6bpdcq6HN/UH0Odrses/0bxFUB3BB+gwSYnmG3XWSVeNr7mSj7PEl9jc/66tD0uANsh+ACJtjDRdjJtW6durKm/zqplu25n6eYaEuJ/v7rHQPgB+kPwARro/7bTk05dyEhPXHXrxdYJKumyTdtfZ5sq3lZ8nar065yrufx7AVNE8AESdSeTrieXtvXqgknX7apNj6uJHFPddShj7QcAmhB8gC1tcgKXwLJtaMlR/DWbQ3AaKuDpdofaPrBkBB9gRtITXVznGKTSk/5cQ8CqQDfXxwVMEcEH6GCXAaNuf3I8fRyTrFd37UPdyXqo/aRfD9HX9nchfkzp4wKwHYIPMAPbBoX0RFp3nYsuX4ephJ51/t3WWS69AuiO4AOsEIeCXZ1kVoWTOQSXPo+x7YQ/5yCw6nHN+bEBU0HwAVpMJfTE9ASYHs+2waLPYNLnttrEX4u6r0mq63K7Fh9nl+PtuhwA8/3JvFB4pQA1uoaeVcvtenwT22yzbt2m7aX96+536OVj8bpNmh7DNse5rnUfF5AbZnyAGtucIJvs8oQkj0evQ2rafvzYhz4GAGhD8AES8Ym5S1hpO6n3fZIfevvbSI9l7KAn+191BQDe6gISXU+QbYEnlb7Muuxjne2LtpdyvP7QL3nZV9M+0rH0uNY9znj5dQ31dah7DOs+rnUNvX1gSZjxAXogJ5umE04fJ6K2bbTtexdWHSsA7BIzPkAGpjojkB7Xusc59PKbqNvH0Psd43EBS0HwATIQnxjXNeS3iPSEve4JfIqPq+4xrPu41jX09oEl4a0uAACQDYIPgJ2R2Qm9AsAYeKsLAABkgxkfAACQDYIPAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBsEHwAAEA2CD4AACAbBB8AAJANgg8AAMgGwQcAAGSD4AMAALJB8AEAANkg+AAAgGwQfAAAQDYIPgAAIBsEHwAAkA2CDwAAyAbBBwAAZIPgAwAAskHwAQAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQjX3HDV8DwGzt27ev6PLtTJaLxes0bSNdJ8a3UGBeCD4AZqktjKj025uuE/fHYacp+DRZd3kAu8dbXQBmSQLHqisApJjxATBrdTM/bd/W0uXjZZnxAZaP4ANgtpqCx6aBhOADLB/BB8BsrRN8pK+NLJ+ut2qdGN9KgXkg+ACYtbpw0uXbWlM44lsisGwEHwBZ0pCTBqe6b4l14UrxLRSYF4IPgNlpCyKp9FtcHHiaxlLr9gOYLoIPgEXoGkI2CSsEH2A5+D0+AAAgG8z4AFiEdWZ82jTN7DThWygwLwQfAACQDd7qAgAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQDYIPAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBs8CcrAGyly9+xqvs7Wqv+ttaq8TpN66THGC/TdZ3Yuse1St0xNB0XgO0QfLBzq77pN50ApD8WL7Prk0Z6bLEux9X1+Hf1NWja9jr9aZ+0U03bUqu2KVb11Y23aVpe+leJ12tbXpar28+6xwpgL97qwizpCSC+djnxNC3T1r/qWic9Nr32SfadbrvpeHZh1dcoFT8WfTyp9DFP6fHGx9V0jdWN6xXAcAg+mIT4JKkns7jelboTUl1fn+Qxy3bXfexDHEsdPb4metz69el6XLJefO1Ctr1qWV0mvsZ9fUu32bYPPYb42qbL4wXQjuCDSZBv6PE17utbeqLpeiKR5eR4ui6/Cd2HGHpffYuPfROybnztU92243qX0uOK/82lntNzAJgDgg+yE59o4hNOm/ikLvd9noz05BbvQ+m+9Npm1fiQ4mPv++uzDf26NV3r1C0XX+NlhiZfy/Q5AWA7fLgZO9d0AtGnpozXPU3T9eJl2tZZt190HdO+Luq2ua50f+mx9LGPVLrdpv3E/XXLSF8TWbZpnba+uvHYqvFtyLZXqTv21KrHMuRjAHJA8MEitZ00mnR5KXDS2exr0Nc6ad+qtpL+NuuuU7d8qulYtjXUdoFcEHwwCW3fzDf5Rt9lnaG2K2S5Jun6bcum6tZtOp5NHl8XTdvd5Fg2XUel423ba7LusXXdxzrLNdlm/wDq8RkfzFbbCWMK5OSUXus0LdfUP0ebHHvTOpt8PeS50nTtQ9N2m/pT8WNa57E1bQ9AM2Z8MAmrvoHXPU1lnSFOELrNTdZRTcfW9ZjXWa5Nl21sou74uh5zbJN12jRtr89j2+Uxp319HwuQA4IPJqHtG/g6J4ap2PaY+1huyK9P3balr03dsWyyTpumx9z3sa17XG3W2U/8+JoeK4B2BB9MQt8nJrHLp/Y6J7M6XU9qU/4aAMAUEXwAAEA2+HAzAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBsEHwAAEA2CD4AACAb/B4fAIOq+yWLTd924mXjZVZto2m9lC5Xt8ymY6s0HVvTNqV/k/0A6IYZHwCDkxN5fK2jJ3y9poEhvsba1ou1BYpNx1ZpOra4X/vENvsC0A3BB8CspOGga1BoW27TsVXWWZfQA4yD4IPJkRNA07Vvddts20/b8l2PT5Zrum5i0/XGtO1jnLP4sWuwkfu4Lx4DMCyCD3ZKvuGn5ARQd22jJ5G6ayodS9tDq3tscm2zzjGO9Ti6Sh/nNscn67Z9rVaN70LTY9e+mIxv8/UBsBrBB4sQn1zia5265fTaxdgnJj2Z65UTYz39Os2NHnf878y/MTAcgg92ps8TlWyr7tpknWW72Hb9deiJsem4p3bi7OtYZDtNz5e2sV1a9dinetzAkvHj7NiZdb/p93niS5eXtpA+rUW6jLbr6rhvE03r1/XX7T+27bH0TY5HxceVHmfTcqLpMcXrKF0uXmfVcqkuYyreTypeP16mbh1dtmlbALZH8MHOpN/44xPEKnUnjHWeyk37lr66bbX1pfdNZLyreDtt+05rtepYpmLo4xzr6zCXrzcA83o1L1ZerdiJPk8Wsq026X7qltdlpnYSqzue9Pjrxqf0GOoMfYxjfQ3m8LUGUCL4YGeaThjbnkjGOKHW6brPdR932r+qLZq2BQC548PNyJIEg7ZrEx2TUJFe29bbhm5br9IGAGyG4INZiwOBXtv6VRxY0usqXZZZZdXxpdY5vtSqbQ/twQcfLC644ALfAoDdIvhgZ+Qkvu1JOQ4Eq6596SNIDH18fW5vW+9617uKAwcO+BYA7Baf8cFO1Z2kVwWLoZ+yq4JD0/F1Pa62x7fJY0uPN26veixDk9me5zznOcWVV15ZPOUpT/G9ALA7zPhgp+pOytLXdh3aqn2kx6PXrurW1esm0vXi9qbb7Ms73/nO4lWvehWhB8BkMOMDYBB33HFHceTIkeLGG2/krS4Ak8GMD4BBXHTRRcUb3vAGQg+ASWHGB0DvmO0BMFXM+ADonfz4+jve8Q5CD4DJIfgA6NVXv/rV4pZbbile8YpX+B4AmA6CD4Beve1tbyve+ta3+hYATAvBB0BvPvWpT9nf3cNsD4Cp4sPNAHpz9tlnF+973/uKs846y/cAwLQw44NJkt84nF6btC2z6VisbblNx1ZpWrdpe3V9Y7viiiuKZzzjGYQeAJPGjA8mSU7kXZ6a6XJxe9Ox2KbbaBtbpWndpu2vs+2hyNtb8uPrH/rQh4ozzzzT9wLA9DDjA0zMOiFmCqFHyB8iffGLX0zoATB5zPhgkuSEHmt6mqYn/rq2WrVc3T7altt0rAtZXqXbEdK37jaHwh8iBTAnzPhgkuSEHl/jINCVBoNttrErTcetfTEZ3+Vj4w+RApgTZnwwCxpiUml/3N50LLbpNtrG1lW3rva17XMM/GkKAHPDjA8mSU7iuVr12HcRcJrwh0gBzA0zPpisOADET9P0xN+0nNhkbOjtq3Q/saZ169bRZZu2NRRmewDMETM+mCw5keu1Tdtym47F2pbbdGyVpnXrtlW33Bj4Q6QA5ojgg1lpmyXpw9DbV2PtZyj8IVIAc0XwwawMHRbGCiNzDj2CP0QKYK4IPsDCvO51r/PVMPhDpADmjOADLIi8BSXXIb3lLW8p3v72t/sWAMwLwQdYkM997nP2T0cMhT9ECmDu+HF2YEFe8pKX2M/e9BV+br3zel85r/39C4rX/6tXFH/77/xN37PXrXd+3VelX3v+Pyqe/uTn+RYA7A7BB1gI+dzNGWecUdx+++2df8T8i1/70J6gUhdctvX7L/33BB8Ak8BbXcBCXHXVVfYtqK6h59rrriqu+PP32KATXwFgyQg+wEJ84hOfKF7+8pf7Vjc3fuUOXwFAHgg+wEJs8sHme+64314BIBcEH2AB5O9myXWTn7Zi1gdATgg+wALILxV82cte5lvrYcYHQE4IPsACfP7zny9e9KIX+Vbprq9dF67Xf+D9xV+++Y3hetd15S86JPwAyAU/zg7MmAQa8duvfk3xJ//09cWjt3zHtu+6zvW3+d7xB4rLj3/f1k98yqHi13/rmbYeAj/ODmAqCD7ADGjAuf79/83eiy7hZpV3PHqzrwobfCQADYHgA2AqCD7AxNi3pkyo0bei+gg4Ta46/sPiSnMVQ876EHwATAWf8QEm5s2/+0o7s+PCz3ChR5y37/G+4kfbAeSB4ANMzO3HjhVfuece3xre0/Yd9BU/2g5g+Qg+wMQcPnKkuNYEn7HCz3kFsz4A8kHwASZqrPDz1H0HmfUBkA2CDzBhY4WfdNYHAJaK4ANM3BjhJ531uemrd/oKAJaF4APMwBjhJ571ufErBB8Ay0TwAWZi6PAjsz4x3vICsEQEH2BGhg4/R6Lf68OHnAEsEcEHmBkJP/K7fobALzQEsHQEH2CGPnnrrYOFH360HcCSEXyAmRoq/PALDQEsGcEHmLEhwg+/0BDAkhF8gIk5fOR8X3UzxIedmfUBsFQEH2DmZMZHZn76xKwPgKUi+AALMET44c9YAFgigg+wEH2HH/6MBYAlIvgAC9J7+CnK4HP37ff5CgDmi+ADLIyEn74+8MwvNASwNAQfYIH6/NMWfXzI+ZGHfu4rANgtgg+wUH2FH360HcCSEHyABesj/PCj7QCWhOADTMzzzzviq370EX6Y9QGwFAQfIAPbhh9mfQAsBcEHyMS24YdZHwBLQPABMiLhR37cfRPprM89d/B7fQDMD8EHyMw2f9E9/oWGN36F3+QMYH4IPkCGNg0/8S80FLzdBWBuCD7AxBw+cqR49R+90beGs2n44UPOAOaM4ANM0Gve+KbJhh8+5Axgzgg+wESNFX7W/UkvfrQdwJwRfIAJGyP8yIzPun/RnVkfAHNF8AEmTsKPfO5nSOuGH2Z9AMwVwQeYgT/56NHJhR9mfQDM0b7jhq8BTNxLn/a3fDWcc574xOJsc+3i6PHvF7cdf8DWT3zKoeLXf+uZtk797t/7d8Uzn36Wb23nupvvLN78p5/1rW4OP+vJvnIOP+sXfFWKl3n+M/eOA1gGgg8wI9ddeWXx5t97pW8Np2v4uer4D4srzVX9zuue76uqXQefbWggisOS9hGQgPkh+AAzM7Xw845Hb/ZVUTzn7CcXZ55VnV0Rcw4+XaThSNqEImCaCD7ADL3/4v9UfOAdF/vWcLqEny5vdy09+LQhFAHTQvABZmoq4ed7JvRcbsKPkuAjASiWc/Bp85qXPc9XRfHq3yxrAMMh+AAzVgk/T/q77v65f78o7v5WUdzwF67dg1XhZ9WsT5/B58ovX1f82w9+w7eWR2aEmB0ChkPwAWbqa9+6y85+vP8DV5jQU/PTVJ9/lwtAPWkLP6tmfQg+29GZIYIQsD2CDzADEnLE+z/1dXsvgaeTEcNP26wPwadfOitEEALWR/ABJkrCztpBp07P4ee3n/704oxTTvGtUtusD8FnWAQhoDuCDzAR8azOVkEnJaFHwk+PmsJP06wPwWdc+tYYH5gG9iL4ADvU26zOKiOFn/QXGuqsD8FntwhCQIngA4xMw86gQafOSOGn7hcaEnymgxCE3BF8gBHsLOykbvjzXn/MXUKPhJ9Y/HaXkD9jQfCZJkIQckTwAQYymbCTGjj81H3I+YLfu5jgM3GEIOSC4AP0aLJhJzVw+Ek/5Pyf3/7BXoPPm/70M8Wh08/wPegbIQhLdoK/B7AFCTzyZxTe9F8/M/3QI+S3Oz/3pb6xvduPHSs+eeutvlUU5xWP91VR3HPH/b7CXEh4l+tL/+iDxQc+7T58DywFMz7AhmYzu9NmwJmfeNbng+/7BDM+M8csEJaCGR9gTbOb3WkjMz91f+5iQzLz85V77rF1POuD+WMWCEtB8AE6km/28k1/EYEn9qJ/3mv4udYEHwk/T913sHiauWJ54gBECMLc8FYX0GIRb2d1NcDf9XrSEw7Zn/Dq862ui//s/cXRL93NW10TI2+F8TYY5oAZH6DGot7O6qrHDzsLmfm5+wd8sDkXvA2GuSD4AJEsA4+St7vkba8eSfg58RiTyjkhAGHqCD6AkXXgiQ0Qfv7GAwSfHBGAMFV8xgdZy+ozPOvo8cfcH3rCCcUXvnqbb22Pz/jME58BwlQw44Nsyf9Es5/hadLzLzgEmAHCVBB8kB19W0u+EaPFhMPPsXtv9xXmRl538vojAGFXCD7IBp/j2QAzPxiAvP4kABF+sAsEH2SBt7W2QPjBQHj7C7tA8MGi8bZWT3r+0xZAjACEMRF8sFjM8vSs5z9tAaR4+wtjIPhgcZjlGRDhBwNj9gdDI/hgUZjlGcGOP+9z5AWHfYUlY/YHQyH4YBGY5RnRAL/dGajD7A+GQPDB7DHLswOEH4yI2R/0ieCDWZNvhszy7IiEnx297XXs3jt8hVzI61xmdfkPDrZF8MFs8dbWBPA7fjAiCT3yumf2B9sg+GB29PM8/M9vIgg/GBlvfWEbBB/MCp/nmSjCD0ZG+MGmCD6YDT7PM3GEH4xMP/cDrIPgg1kg9MwEf9oCI5PZX/mRd2aB0RXBB5NH6JkZfrszdoDP/aErgg8mjdAzU4Qf7ADhB10QfDBZhJ6ZG+gXHB45lz9ZgWaEH6xC8MEkEXoWwoSfsw+/0DeAcRB+0Ibgg8mR39ND6FmIJz2zOOlXLvCN/tx/7+2+AuoRftCE4IPJkd/Tg+WQk4+chICx8bxDHYIPJoVvVMsk4UfevgTGxvcUpAg+mAw5MTI1vVzy9iXhB2MjdCNF8MEk8GHmPBB+sAs87xAj+GDnCD154SSEXZDnHTPKEAQf7ByhJz+chLALfN4HguCDneJ//vmSkxDhB2Mj/IDgg51itidvm4YffnszNiXPNwJ33gg+2BlmeyD4HzjG9oFPX+8r5Ijgg53gA82IbRJ++O3N2JTM+PAfr3wRfLAThB7E5ETEzA/GxAfs80Xwwej4nxbqEH4wNt7yyhPBB6NjtgdNeAsCY5LnG7M++SH4YFSc1LCKBGOeJxgLsz75IfgAmBzCD8bCrE9+CD4YFW9zoSvCD8bCrE9eCD4YDScxrIvwgzEw65MXgg9Gw2wPNiHPG05KGBqzPvkg+GAUnLiwjfRPW5x/7lm+AvrB96h8EHwwiq996y5fAZtJw88xfnMzekb4yQPBB8Bs8HYEhsTzKw8EH4yCz/egD/I/cn67M4BtEHwwOKaP0Sd5Ph390t2+BfSH71V5IPhgcHy+B307dPoZxSnmCvSN8LN8BB8AsyThB+gbn/NZPoIPAADIBsEHg7vuZt7qAjAPvNW1fAQfAACQDYIPBsf/oAAAU0HwAQAgwn/Wlo3gAwAAskHwweAe/dnDvgIAYLcIPhjc2Wc+zVcAAOwWwQcAAGSD4AMAALJB8MHgfv6zh3wFANN3+FlP9hWWiOADAACyQfDB4M7if08AZuL+e2/3FZaK4IPB/ZwfZwcATATBB6Pgd/kAmAM+37N8BB+M4uEH7/MVAAC7Q/DB4M569lN9BQDTdve3r/UVlorgg1E8+rNH7BUApko+2HzkBYd9C0u177jha2AQ1950W3HhRUeLA495fHHCiSf5XqB/n3nnPy5+41//d9+aBznmJl0eS9fHnO4nXmeOX7ch3P3trxSv/s1fKt70h6/1PVgigg8Gp8HnhJP2FwcOne57gc01najb+ps0nfD73Idq2ledpv2kuiyXLqPHqn1d97V0373mk8U/e9VLCT4Lx1tdGNw5/o+U8nYXdklO7HXXvtRtt66vTxpYNMh0NcSxLAG/wycPBB+M6uGH+ekuzIcEivTahSy3SSBZh+5DDL2vHMjbXOL8c8+y91gugg9G4t5RZdYHcyKBIr2uMmQgkW3pNT0W3Zde26wazxE/zZUPPuODUfzq6y42zzaTs/eZtH3iScWBU/isDzajJ329j9X1iab+NutuS/pF1zHt62LdY6+T7i89lj72MVcy26PB5/tf/6y9x3IRfDCKCy+6vLj2m9+3wUdI8OEnvLAJPUnXnaybTuDpST/WdMLfZJ1Y07Fgem74zGW+IvjkgOCDUaTBh1kfbCINE6vadTYJJEOuI8s1SddvWzZVt27T8Wzy+JYinu0RBJ/l4zM+2Ak+64N11Z2cpb1OGJgqeRzptU7Tck39WI3P9uSHGR+MIp3xEcz6oG9pOFonFOl6Y62j0mNWTf2pdZZrE2+j6zbnLp3tOXLu4eLoey/2LSwVwQejcMHne+YZFyUf46STD9kr0Ic5nrCbjnmdQLPtculY123OXfzZHkHwyQNvdWEUZ59Z/4dKH3noft7yQvYkaKTXIdTtR64xaecQevT39iA/zPhgFO/9xJXFZVdcZaJ2dcZH8JYXgDGlb3GpN17wGv5cRQaY8cHOyYyPzPwAwBj4QHPeCD6YBN7yAjAG3uICwQejOOvZ9Z/xiT14/72EHwCDaXqLC3kh+GBSHn6IP2IKYBirQg9/oDQPBB+Ma8VH6WXGR2Z+AKBP373mk75C7gg+mJxHf/Zw8ciDzPwA6Ie8xXX/vbf7VjP5PT5YPoIPRnHOmU/zVTePPHg/4QfA1vhcD1IEH0wW4QfANgg9qMMvMMRoLrzoqP+zFb4jFT8Tw9PyeHHSgcfYK/Kkv1m47c8tiHQ8/o3Ebb+JuG25TcdiQ2+/zqp1dTweq+sT0r/u/qdgk9DDX2bPAzM+mKYoHMmsDzM/edr0pKvr6VVP6qm25TYdi226jbaxVTZZN14nXl7752aT0MPne/JB8MGINp9cJPzkadVJt+nE3PVkPceT+ra6hpmcQg/yQvDBaJr+UGnQ9BaYR/jBEOQEr9d1AtMm601V/Hi0nuNj2ib0HHkBMz65IPhgNF1+e/Mqjzz4U8IPrK4n51XLyZheZdkudJvrrjcGPR69xvS46+hjidVtY6qY6UFXBB/MjoSfB+/7gW8hZ/GJue4ELX1NJ/ol0xBT99i7fs30XuspI/RgHQQfjEZ+l885q97u6kh+yaGEn0cfecj3IDd6UpartmN64m4z9RP6ttKvgX69tC/9+nT5mk2N/EZmQg/WwY+zY1QX/rH/kfYm4dloirgOqrU8e086cGqx/+Cpvg9LUhdM6k7M6Qm7bb22ZdNtbzI29PZVuh+1aj2Vrl+3Pd1W23Z2SUJPl9/I3AU/yp4Pgg9Gde1NtxUX/seP+VaNOOzEdVCt9dlL+EFXTYGhL0NvX421nyk6du8dxS3X/E/f2p78KPvR917sW1g63urCqNb90xVdyed+7r/3+8XPeesLLQg98yef5+kz9Ah+oisvzPhgdK1vd8WzPHEdVOvqs9e19x88jdkfYGFklkc+y9PXW1sxme3hFxjmgxkfjK6PH2tv8/ADPzHXn/oWgLnTt7aGCD2C0JMXgg9G9wcvP89Xw5Hwc98Pv2fvAczXEG9txd54wWt8hVwQfLAT5/Q067Pilz0XDx+T2R/CDzA3MsvDj6pjCHzGBztx7TdvKy7845qf7grPRlPEdZDU8WKmSj/zEw0W+0+Rz/6c5lsApmrMX0jIj7Hnhxkf7MQ5z35aP7M+yZRP2wyQzP7cd89t5v7HvgfAlMgszw2fuWy00MPbXHlixgc7UzvrE56N8WxN/BTdW5fPYFO4i1dpOH5hO/tzymNtDWC3hvyJrTbM9uSJGR/sTG+zPhtg9geYBv3w8tihh9mefDHjg53aM+sTno3xbE38FE2frvHnetw65RKVhrPn6e7aMvvDDBAwHv0R9V1htidfzPhgp5pnfVb9vNaGGjb70P0/Ln5693eZAQIGpj+ttcvQw2xP3pjxwc5VZn0qz0bTsO24M326rjnjs6fPNdw2dOB4cfIpjyv2H3qcbwPY1q4+x1OH2Z68MeODnZNZn3/yD/r4pYb9zRI9dP+Pip/cdYu9B7C5eIZnCqGH2R4w44PJCH/DKzwjTVGZiRHp0zX53T2mUTZNlS6+p8810hmfcjF3e/Kh082VGSCgqynN8CgJPW/6w9f6FnLFjA8m43Uvf6Gv2qwzq9PnDNC9xU/u/Hbx0H33+h4AdaY2wxM7/9yzfIWcMeODSbnsE1cV7zVXR6dd0qdo3G6b8TH2PL1Nu7qAu7V30UDYTn3fgUOn2+rkxzze3gM5k7AjIeeYuU4t7Chme6AIPpgc+5bXTd8zlXlq2mdn+hSN2/0EH9cdDUQhJ6jpO3H/geLEkw4SgJClKb6dVefICw4XR993sW8hd7zVhcn5L//mlcU5Z8Y/4j7Qj7Zba2y7ZtGfPfxA8eB9Pyx+dMfN9h7IwZTfzqpz5NzDvgKY8cFEXXuT/Ij70WhyJX6aVuvKMzjMynh7nt6mnXb5vpUzPrKEbVb7/MXVxoHHPMHfMwuE5ZjL7E6Kt7iQIvhgsmz4uciEHyt+mlbr6jN4b7uy+J62cH19BR/HdZ58qgtBB30YAuZmroFHEHpQh+CDSbvsCvmw85WmSkJFMFDwkZZt1vUJLcy9u7g6iPr9SgdOfaI0ioP2HpiuOYcdRehBE4IPJs+Fn7/yLRE/ZecTfCxfHzjNhR9CEKZAgo6Ye9hRfJgZbQg+mIULL7rcvvXlxE/ZeQafuP+ghqDTnmTvgTEsLezEjr73Yj7QjEYEH8xGGX7ip+z8g4/j6oOnuvBz8LGEIPRvyWFHEXqwCsEHs3LZFVfufdvLXbxhg4+/uFrv9/SJqD8+IF/v6bf27vOU037B3B43QUjugfXp53XEUsOO4nM96ILgg9m57Iq/8h94Fubp6y7eVIKPYTZge+ID8rXrDzdewz7l1tyddOBQcdLJ5urvgTo5BZ0YoQddEXwwS2X4KYOBM8HgUy5guLpshspoDz5OOXaKnwVyYegxtkZ+JOhIwJnyn4sYGm9vYR0EH8yWCz/uba84GFSf0abR2hauz3XrYLydss9fXK3Mgnv6RNwfhlxdNkNl1AUfUXcshu/UvUgA2u8DkAQhwtDy6Gd0cg86MUIP1kXwwaxp+KkEA3fxKg1nz1PeLeN6daxrn2G2t6dPxP1hyNVlM1TGdsEn3ZZcTjThZ/9BE4BMfej0M/wY5uDYjzTk3FE8YALOfRpyKv/OeSP0YBMEH8yehB+5Ou6EXz6pKw1nz1PeLeN6daxrn2G2t6dPxP1hyNVlM1RG/8GnbkxmgvYfONWO7D94qr1it4796E5ze9zO6Bz78R3F/T9MZnLMv1/4F6z8O+eL0INNEXywCNfeeFvxLy/6iKnM09ldvErD2fOUd8u4Xh3r2meEk1LUJ+L+MOTqshkqwyxvm3Gf0H5RXd5dfF+yrcYxX5dj7mb/wdOKk3wIcoHoNFujPy7gFMUDJtzIjI78U+jMTvnvUtaBaYeedCwz/HJCbIvgg0W57H/8Hzv7Uz6pTZU+w/c85d0yrlfHuvYJDSZxnxFOVuY2DLm6bIbKaNhO6BfV5V3T7yfZlrv4vnjM1+VYuHH39lKO7T9FQtBjXcPQQLT/FOlD6oEf3+Xv7yweMEFHvpY6o1P5d7SX0GEarra3lX9Lw7RDTzqWEUIP+kDwweJI+Lk0eeurYs9T3rVdt46Ze3dxtd7v6RN6Qov7DNMZlg1Dri6boTIatlNZJxmzK/j9lDfu3l18rf2Gr8Op1N7puLm3l5qxhvVO9gHIhSM3fvKhx9lq/ylyP38P/ORuXzkP/MiHm5+Ye/91kaBjmbZ+pdzFtWyl5Z4xI3x9yzoI2zTSsUzw4+roC8EHiyRvff2L//BhU5mn955neNrnGu6VoANuGT9ib+v7hJ7Q4j7Dv7TsKSsMubpshspo2E5lnWTMruBPiuWNu3cXX2u/ER+XK/TG3dtLzVin9cpaW9qWlgtE0qXhqFQZ904+dLqvNvPgT3/gq9Tx4sGfuLHweIwHfqwBxx2wCzyu9jfmzt279ZIxw31L9W07rGOmCovZgcqYlvauXNAx7dCTji2czPJI4OHzPOgLwQeLdqm89WWuVeYpX3nWu4Z7JeiAW8aP2Nv6PpGc0JTvtKeseLzSDJWh24n7hFvB9SZjdgV/Uixv3L27+Fr7jfi4XKE37t5easY6rVfW2tK2a4XC0ML1NW238jUxd2E5raLxyrezUOs2hCmkDo+lrKOFDFObdljKFn48rCv3yZgRBx+3qI7tPQ7dg7Z9ZW603zPt0JOOLRhvbWEIJ/h7YJFe/zu/WvyBuQJT0zm+5JNzKuStLUIPhsCMD7JRzv6Yp3zlWe8a7pWgA24ZP2Jv6/tE8j955Tvt/9Xj8UozVEbDdirrxP2GXcHPBpQ37t5dfK39RnxcrtAbd28vNWOd1itrbWnbtUJhaOH6mrbrdluOheXCmHDFnGZ80jEtXbf2G65Dh6tjC8RbWxgaMz7IBrM/KNPDtnYVPpYdenSWh9CDITHjgyxd+nGZ/fmib7mXQN3/wP2Iva3vEw39/qVl/68eul1dNkNlVGcESm4F1xP3G3YFPxtQ3rh7d/G19hvxcblCb9y9vdSMdVqvrLWlbdcKhaGF62vartttORaWC2PCFStnfLTw9/Y26XNMbdphKVv4cbtcw5gx7IyPuY2GloJZHoyJGR9k6fX/UGZ/fs23gL4sMJUMjFkejI0ZH2Tv0o9/0c3+2P9MRy8H89JwLe2zCyR9oqHfv7TsVkK3q8tmqAydBRDV/nKduN+wK/jjLG/cvbv4WvuNcFz+1hY67trh6xCPhfVqxuTeXUKtLW27VigMLVxf03bdbsuxsFwYE66onfEx9+ViZZ+9i+pwb5k6rCe1v7d3ct8wJv1RO67LMVFdzt770nVrv+E6/LC5jYbmjJ/Ywq4QfABPAtClH//fvmWYl0Y42ai6PqndxdXKv7TsGqHb1WUzVIaeDEW1v7JOPGZX8MdU3rh7d/G19hvhuPytLXTctfVRujut3X3tmNy7S6i1pW3XCoWhhetr2q7bbTkWlgtjwhXLDD6uDrfR0BzxthZ2jeADJCT8SAiSE058yrHq+qR2F1cHUX94mUV9ovLyq54YS26Fsicasyv4Yypv3L27+Fr7DV+XY2VL2/oo3Z3W7r52TO7dJdTa0rZrhcLQwvU1bdftthwLy4Ux4QqCz7Tx25cxBQQfoIad+TGvjPfYGaDoJWJeLq4Vv2xM7S6uDqL+5EQWWpWXX/XEWDK1u3jRmF3Bb6+8cffu4mvtN3xdjpUtbYcjjMfCejVjcu8uodaWtl0rFIYWrq9pu2635VhYLowJV0w6+ITtiepy9l4Xszfab/g63EZDc0HgwZQQfIAW7/mYCz7hLbBw8opfNu5k1NqfnMhCq/Ly05OhqPb7ixeN2RX89sobd+8uvtZ+w9flWNnSdjjCeCysVzMm9+4Sam1p27VCYWjh+pq263ZbjoXlwphwRV3waQpD9i6qw72wte7J3NrCj7eNSX/Ujmtp6FLpcvbeXUIduAVdl6/ngsCDKSL4AB2852Nf8OEnPWEJU7uLq4OoP36ZmTq0Ki8/3bao9vuLF435FewWbaljru1aUmi/Edbxt7bQcdcORxiPxftyhd64e3cJtba07VqhMLRwfU3bdbstx8JyYUy4Yv3gY+51eM9yuiddxo+3jUl/1I5raehS6XL23l1CHbgFXZevp47Agykj+ABreM/HPm/PPZd+/Au+R5gOd3F1EPXHLzNTh1bl5acnQ1Ht9xcvGvMr2C3asjqmo5WxsI6/jcd8OxxhPBbvyxV64+7dJdTa0rZrhcLQwvU1bdftthwLy4Ux4YrpBR/tN0xdtmS5aExG3CXUgV/O3lbWmR4CD+aA4ANs4N1HP2/vXQAyLyF3cXUQ9ccvM1OHVuXlpydNUe33Fy8a8yvYLdqyOqajlbGwjr+Nx3w7HGE8Fu/LFXrj7t0l1NrStmuFwtDC9TVt1+22HAvLhTHhirqQU9cXxmQ9Hd6znO5Jl/HjbWPSH7XTfZctWS4akxF3CXXgl7O3lXWmg8CDOSH4AFuSEHSpzATZVvxyMrW7VE9Ypg6tystPT5qi2u8vXjTmV7BbtGV1TEcrY2EdfxuP+XY4wngs3pcr9Mbdu0uotaVt1wqFoYXra9qnq8qxsJxUWvq+upBT1xfGZD0d3rNctG9b+PG2MemP2um+y5YsF43JiLuEOvDL2dvKOrvFj6Vjrgg+QE8kAL3nY5/zLWFeWu5SPWGZOrQqLz+3sOtp6hfRmF/fbtGW1TEdrYyFdfxtPObb4QjjsXhfrtAbd+8uodaWtl0rFIYWrq9pn64qx8JyUmnp++pCTl1fGJP1dHjPctG+beHH28akP2qn+y5bslw0JiPuEurAL2dvK+vsBoEHc0fwAXr27qMu/NgQZF5de05Ypg6tysvPLex6mvpFNObXt1u0ZXVMRytjYR1/G4/5djjCeCzelyv0xmnan2+7VigMLVxf0z5dVY6F5aTS0vfVhZy6vjAm6+nwnuX8nkK/v4/H5NYWfkz6o3a677Ily0VjMuIuoQ7i9SrrjEvezjr/3LMIPJg9gg8wIAlBV3/jluLaG77je4zGE5mp3cXVQdwvojG/vt2iLatjOloZC+v423jMt8MRxmPxvlyhN07T/nzbtUJhaOH6mvbpqnIsLCeVlr6vLuTU9YUxWU+Hk+XCfkJ/3NZRc2sLPyb9UTvdd9mS5aIxGXGXUAfxepV1hsfsDpaI4AOM4Jobbimu+cZ33GyQf8nZ27aTXxD3i2gsbEsXqI7paGUs3n865tvhVBuPxftyhd44TfvzbdcKhaGF62vap6vKsbCcVFr6vrqQU9cXxmQ9HU6WC/sJ/XFbR82tLfyY9EfteN9lvXfM9rmLDNiewLRDTzo2AAk7gsCDpSL4ACN79+V/ae8vubwMQY6p3cXVQdwvojG/vj012rI6pqOVsbCOv43HfDucauOxcKx+NB4TTfvzbdcKhaGF62vap6vKsbCcVFr6vsq3M1/X9YUxWU+Hk+XCfkJ/3NZRc2sLPyb9UTved1nvHbN97iIDticw7dCTjvWI2R3kguAD7NAlH3Uh6N2X/y9za16K7uLqIO4X0Zh/+dpToy2rYzpaGQvr+Nt4zLfDqTYeC98q/Gg8Jpr259uuFQpDC9fXtE9XlWNhOam0dAPRmKGPs1wo9IUxv55rVJcL27L91TFpux5zawsdN/1RO953We8ds33uIgO2JzDt0JOObYmwgxwRfICJsCHIvBovsTNC8cvS1O7iRWP+5WtPjbasjuloZSys42/jMd8Op9p4LHyr8KPxmGjan2+7VigMLVxf0z5dVY6F5aTS0g1EY4Y+znKh0BfG/HquUV0ubMv2V8ek7XrMrS103PRH7XjfZb13zPa5iwzYnsC0Q086tgHCDnJH8AEmSD4PdPX13y6uNvfX3PDt8qRoRS9Z//K1p0ZbVsd0tDIW1vG38Zhvh1NtPBa+VfjReEw07c+3XSsUhhaur2mfrvK38Zi5D4ckffYSOkzD1ZVvcVrrmF/PNarLhW3Z/uqYtF2PubWFjpv+qB3vu6z3jtk+d5EB2xOYduhJxzrgMztAFcEHmIFLPvJZe/K75KOfNbfRS9a/fO2p0ZbVMR2tjIV1/G085tvhVBuPhW8VfjQeE037823XCoWhhetr2qer/G08Zu7DIUmfvYQO03B15Vuc1jrm13ON6nJhW7a/OiZt12NubaHjpj9qx/su671jfiW/qahfmHboScca6KyOrQk7QAXBB5gZNxPkrteYWthTo30lRy/ncMJMxvxLvnbMt8OpNh4L3yr8aDwmmvbn264VCkML19e0T1f523jM3IdDkj57CR2m4eq6gBHG/HquUV0ubMv2V8ek7XrMrS103PRH7TjshHLPmOFrexv3C9MOPemYR9ABuiP4ADMnQejL3/iWPWte8pG/8L1GOGGaW1voS921XUsL19J2ONXGY+FbhR+Nx8Ra+xNauL6mfbrK38Zj5j4ckvTZS+gwDVcPGnzCOuW963LtxuBjL6FDFnR3UR2YdujxY7x9BWyO4AMs0J99WALQ8eLqr3+ruNqHIn/j7t0l1NrSdjjVxmPhW4UfjcdEOEGb28qYa7tWKAwtXF/TPl3lb+Mxc19+9zKFvYQO03B1a/CpG0u3Zft1zDDt6pgtwr3rMjf2kvaLdMzwg/a2XNA675efZ+/fdAEzOkAfCD5ABr58vQlAX7/Z1u/68Kf9iVdood8GXLs8sYcbc+fvdTQeE2bctcxtZcy1XSsUhhaur2mfrvK38Zi5L797mcJeyjEtRw0+dswW/lKOh0X3jBl+UG4l6Jz/gsN2VoeQA/SP4ANkyoahr/0/V5tQdPX1EozsGbk8Kds7rf29jsZjIjnpl2Ou7VqhMLRwfU37dJW/jcfMffndyxT2Uo5pOdXg80I/k3PkBc+3V1cTdIChEXwAVEgI+vLXfSAywehqX8cneVuVN05y0i/HXNu1QmFo4fpCSLB3WkfblNt4zNyX371MYS/lmJbDB590zBb+cty/VXXcBJ3nF+f7gHOeqQHsBsEHQCcShr78tf/rW0Xx19dJIJLPEZXBKD7p+xt3r11lYWjh+sowEW7MXbRNuY3HzH353csU9lKOabld8HG1v3HMcmE/dh0Tas75JduUkKOfydF7ANNC8AHQCw1Ff32dhqPjvs/cmz73jcbchu84Wri+MkyEG3Onvf42HjP35XcvU9hLOablpsHnV85+rqut48V5Jty88JddwBHSBjA/BB8AO/Hl677pq6L40nU3+cqw35GOmwBl+lwG0c4w5sTBx2kKPi+0IUYa7k6K887+xbJpudZ55/yivQewTAQfAACQjRP8PQAAwOIRfAAAQDYIPgAAIBsEHwAAkA2CDwAAyAbBBwAAZIPgAwAAskHwAQAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQDYIPAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBsEHwAAEA2CD4AACAbBB8AAJANgg8AAMgGwQcAAGSD4AMAALJB8AEAANkg+AAAgGwQfAAAQDYIPgAAIBsEHwAAkA2CDwAAyAbBBwAAZIPgAwAAskHwAQAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQDYIPAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBsEHwAAEA2CD4AACAbBB8AAJANgg8AAMgGwQcAAGSD4AMAALJB8AEAANkg+AAAgGwQfAAAQDYIPgAAIBsEHwAAkA2CDwAAyAbBBwAAZIPgAwAAskHwAQAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQDYIPAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBsEHwAAEA2CD4AACAbBB8AAJANgg8AAMgGwQcAAGSD4AMAALJB8AEAANkg+AAAgGwQfAAAQDYIPgAAIBsEHwAAkA2CDwAAyAbBBwAAZIPgAwAAskHwAQAA2SD4AACAbBB8AABANgg+AAAgGwQfAACQDYIPAADIBsEHAABkg+ADAACyQfABAADZIPgAAIBsEHwAAEA2CD4AACAbBB8AAJANgg8AAMhEUfx/kfFyalGfQ+QAAAAASUVORK5CYII="><img width="497" height="419" style="width: 458px; height: 293px;" src="data:image/png;base64,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"><img width="509" height="286" style="width: 454px; height: 209px;" src="data:image/png;base64,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‎NCh9yR2CS6W/XuEXLPtFK2grCjdFba5s0h7dV6iHUTo8N8b1uw3Tposduyk3+7P94TbZdsrV4/bcmPy+cs8rXYUtafb1uM/vx9e1Xdp8RdtCq19v+kKPjnMbvi2+vayyfbi6F8q4JnSkWwdTCUjimre8K7nji3fqVjFmirBGBCRgIBKU5H3xdj0Ml/2ipb9yoZ6V+muYa9dxuTYpi8ZKWbEPJ7e/tJ4NzD8e327afDXty7dvys3+Qrtwdb1NZXtuTH5fueeVrsKWNPt63Ke92qdb+f1lrX696Qs9Os5t+Lb49rLK9uHqXijjmtCRbh1MKSAJG5KYJQIISMAobr/JhyQXltJfufBLl5X6a5hr13G5NlemNf+fbmtZsQ8nt7+0ng3cjHH9bsO0+Wral2/flJv9hXbh6nqbyvbcmPy+cs8rXYUtafb1uE97tU+38vvLWv160xd6dJzb8G3x7WWV7cPVvVDGNaEj3TqYWkCScCSH25glAjYISMDIbr/pxuTho0eSR44e3by5ukr+DdqV+usp601fWvP/6baW0disTFfZXtN+qfmttK7Nod1VZXEbps1X3X3E7Ztys7/QLlxdb1PZnhuTrv1/ftEdu7W2y1qafT3u017t0y237WtuK6vn+0KPjnMbvi13e21367TQrqyMa0JHunUwtYAEYC8+BwkY2RW/+mvJL3/0PyXX/fUXk3/8K7+avPKyy7RnIgo+uGj7Zxm1H8HnJAGYImaQgIn4vzfdmJXhl7JoVsjNafj/nKwsGOvHaUvaLzW/5Tp83ZVZq7Zlt8qVch9F7a409y9cvew2cbvW/Xa69v/5Jd6vtstamn097tNe7dMtX2ZtodWvdfeuXauu9O2+bTNm0+7WaaFdWRnXhI5064AZJGD6CEjABD185Ejy0NF0uesudzgu/JKGN9vcG7avpm2h13Nlusre9tP+TZ/r2GxHt3W13NhNKeOK2l1p7l+4etlt4nat++107f/zS7xfbZe1NPt63Ke92qdbvszaQqtf6+5du1Zd6dt922bMpt2t00K7sjKuCR3p1gEBCZg+AhIwA399o/8Orb9ys0zxm/qmtAHFlekqe9tP+/N90XZ02z19USnjwrZwbb6a20fg6iX7yrVr3W+na/+fX+L9aruspdnX4z7t1T7d8mXWFlr9Wnfv2rXqSt/u2zZjNu1unRbalZVxTehIt7748BXJJVfI8jpXApguAhIwMw8dOZJ884i/JPubd/mZJvdLnP4qh19mKX2bXxX157b1z4Cs9/RFZQgygWvz1dw+Alcv2VeuXet+O137//wS71fbZS3Nvh73aa/26ZYvs7bQ6te6e9euVVf6dt+2GbNpd+u00K6sDLWLDx92pcwUSQuBCJgXAhKwAN+U0HTXne6N+K9u/NjmTdtVojd+/XX3zSXtUsZ9UblnnC7C9glXL9lXrj03Jq35/3yb9vm6lula7s7X4z7t1T7d8mXWFlr9WsZqTdt0nNvwbZsxm3a3TgvtSn4mDUQXpyHo0nSREsC8EZCAhfrfH/vPvpL+hj9w5E4XonIhJq2HX34bbvKBZVPuGaeLsH3C1Uv2lWu3Y3R7b13LdJ02az3u017t0y1fZm2h1a9lrNa0Tce5Dd+2GZMkF10uM0PPuRAkh8wEgQhYHgISsCIP3nVXuviZJvHAnXcmDx65Kw0Amz8DUtsTWLQM43JtvrqnT7h6yb5y7XaMbu+ta5mu02atx33aq3265cusLbT6tYzVmrb5vgtf64PQW97zHtcgbQQhYD0ISACcB9LgJIFJyB+Fb9z5ZVf/RhqqhLRNKiDJ2m9Efdrr6p60bfr99oWXX+7bXP1wcpHOBMn2pg5gzQhIAGr5RhqgxNe/7IOTuF8DlZA/JV+PZqeEq2vAcdW4jNvtGN3eW9cyXbs2v5H8o9e+NurzfjoNQeJVerK0kGAEAHUQkAAM6n6ZiSr5K2Obi4flW8PWT7+WsANgOAQkAAAAg+9iAwAAMAhIAAAABgEJAADAICABAAAYBCQAAACDgAQAAGAQkAAAAAwCEgAAgEFAAgAAMAhIAAAABgEJAADAICABAAAYBCQAAACDgAQAAGAQkAAAAAwCEgAAgEFAAgAAMAhIAAAABgEJAADAICABAAAYBCQAAICcJPn/OnNuYt3AK5IAAAAASUVORK5CYII=">