Other components
Component | Translated | Unfinished | Unfinished words | Unfinished characters | Untranslated | Checks | Suggestions | Comments | |
---|---|---|---|---|---|---|---|---|---|
14-2-1
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0% | 23 | 1,054 | 8,223 | 23 | 0 | 0 | 0 | |
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6-3-2
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0% | 32 | 2,735 | 22,068 | 32 | 0 | 0 | 0 | |
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10-5-1
|
0% | 24 | 1,882 | 12,872 | 24 | 1 | 0 | 0 | |
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6-6-1a
|
0% | 28 | 10,140 | 516,808 | 28 | 3 | 0 | 0 | |
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15-b-1
|
0% | 24 | 1,686 | 13,107 | 24 | 1 | 0 | 0 | |
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16-2-3
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0% | 28 | 1,626 | 11,509 | 28 | 0 | 0 | 0 | |
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14-5-1
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0% | 32 | 6,056 | 49,534 | 32 | 7 | 0 | 0 | |
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3-c-1
|
0% | 31 | 1,579 | 12,435 | 31 | 8 | 0 | 0 | |
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4-1-2
|
0% | 32 | 2,044 | 16,789 | 32 | 6 | 0 | 0 | |
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3-b-1
|
0% | 22 | 1,586 | 13,005 | 21 | 2 | 0 | 0 | |
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Overview
Project website | github.com/worldbank/sdg-metadata |
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Instructions for translators | This project is limited to Russian translation only, for now. More detailed instructions to come. |
Project maintainers |
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Translation process |
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Translation license | MIT License |
Source code repository |
https://github.com/worldbank/sdg-metadata
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Repository branch | master |
Last remote commit |
Merge pull request #534 from weblate/weblate-sdg-metadata-1-1-1a
81f5b1b6dbb
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Last commit in Weblate |
Translated using Weblate (French)
fec624aacd3
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Weblate repository |
https://hosted.weblate.org/git/sdg-metadata/1-1-1a/
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File mask | translations-metadata/*/17-1-1.yml |
Monolingual base language file | translations-metadata/en/17-1-1.yml |
Translation file |
Download
translations-metadata/ar/17-1-1.yml
|
Last change | None |
Last author | None |
String statistics
Strings percent | Hosted strings | Words percent | Hosted words | Characters percent | Hosted characters | |
---|---|---|---|---|---|---|
Total | 31 | 2,236 | 195,004 | |||
Translated | 0% | 0 | 0% | 0 | 0% | 0 |
Needs editing | 0% | 0 | 0% | 0 | 0% | 0 |
Read-only | 0% | 0 | 0% | 0 | 0% | 0 |
Failing checks | 22% | 7 | 1% | 25 | 1% | 214 |
Strings with suggestions | 0% | 0 | 0% | 0 | 0% | 0 |
Untranslated strings | 100% | 31 | 100% | 2,236 | 100% | 195,004 |
![]() New strings to translate SDG Metadata / 17-1-1 — Arabic |
6 new strings to translate appeared to the translation.
4 months ago
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![]() Resource update SDG Metadata / 17-1-1 — Arabic |
The "
" file was changed.
4 months ago
|
![]() String updated in the repository SDG Metadata / 17-1-1 — Arabic |
<p><strong>Sources of discrepancies:</strong></p>
<p>Where the relevant aggregates and component detail in series disseminated by the national authorities are found to differ from GFS due to unreported revisions, the IMF Statistics Department will solicit revised time series in GFS format from the national authorities.</p> |
![]() String updated in the repository SDG Metadata / 17-1-1 — Arabic |
<p><strong>Data availability:</strong></p>
<p>Classification of the indicator into one of the three tiers: We recommend that 17.1.1 (like 17.1.2) remain classified as Tier 1: The indicator is conceptually clear and internationally agreed standards for compiling components and aggregates are available. The underlying data are regularly produced by countries, and there is current data available. From the IAEG-SDGs Tier Classification description at https://unstats.un.org/sdgs/iaeg-sdgs/tier-classification/, a key criteria is that “data are regularly produced by countries for at least 50 per cent of countries”. The IMF GFS database, with 130+ regular annual reporting countries using the same reporting format meets this key criteria. Apart from conflict countries, all IMF member countries produce revenue (and expenditure) data for surveillance purposes. In recent rounds of soliciting annual GFS series from countries, we have specifically encouraged those countries that were non-reporters over the past few years to (at a minimum) provide the key revenue and expenditure series needed to monitor 17.1.</p> <p><strong>Disaggregation:</strong></p> <p>The detailed GFS revenue classification structure in the annual questionnaire that is used by countries to report data allows for compiling 17.1.1. The four types of revenue: Taxes, Social contributions, Grants and Other revenue are further disaggregated in the annual GFS questionnaire in order to encompass all possible forms of revenue administrations. Taxes are disaggregated as follows:<br></p> <p><img src="data:image/png;base64,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"></p> <p><br>Social contributions differentiate between social security and other social contributions, as follows:</p> <p><img src="data:image/png;base64,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"><br><br><br>Grants can be disaggregated by source as follows:</p> <p><img src="data:image/png;base64,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"><br><br></p> <p><br></p> <p>And Other revenue is disaggregated into five main types, with additional component detail as follows:</p> <p><img 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FPfTWbZk5VSraPygb3rm9/8ZrWX2moi/KLVGWecAeEUjxijjcF919YFOgKOgCMwOwi08IsPP/zwhg0bCG5ELrhz506+o/c3Zge4XiwlHGSBlEXpfIbuTDU1hPgJ53rQQQcxNL3o420dAUfAEXAEDIEWfpGAhrBG8c1TTz01b948vlPERg5xBgEthJ555pnaa8O9RW3Ml6pGfZID/NM//ROukXf5X3zxxcWLFzvgjoAj4Ag4An1BoIVfpL8ovvEnW+VjwOInu2n0nobof9lro+CbDaX3339/9altqhr3IkceeaSeLxKyX3vttUcffbQJL1fJazoCjoAj4AhUESjKA1fLP1xSmCIuHs5IDJ9PQ/ZGVoc/q/y9giK8w6g2N7isWvgWf1ToNyvDmV3eiyPgCEwTAu3ywEVX7eo1OoQmuijP2jXaXsZIYaKA23yhxd95DKvVah9MhsKnab66LY6AI+AIDBOBduuow9TM+3IEHAFHwBFwBIaPgPvF4WPuPToCjoAj4AiMLwLuF8d3bFwzR8ARcAQcgeEjEO+72bFjx/CV8B4dAUfAEXAEHIERIjB//nzbz1i0H3WEuvbS9fD3o/airbd1BBwBR8ARGBUCrfejjkpR79cRSCFAQgMHxxFwBByBQSDQ/HxRTIFRvjcScu6///5RWs6oZv7nIIyZLJkhBaMSiOszZan1yMsDIWU1g6tl7Wk7asLt7rvvbtvQ6zsCjoAjUIJAg18UU+DmzZtDWRTCKQhNYFQY1owa1sop0W+667CcDSOjZQ/XwZSl1vvYxz72+OOP13KwhNkJWg1054atevHKjoAjMJsI5PwipPAkKiMz9cKFC0N0YJv6yPsfK4xq5n/OJtApq8M39HXMPcSpp5565ZVXEjuSN3Xr1q2ERwolOVBKVcXrqsOH3HKEX3Yc9qVwbf369YiSQAvdwoDVJKfql2hFvwy91LCOEHj44YerU47J7BqpQXm5JrrBgpZLGfVqe/QJ5gg4Ao5ALwjk/OLcuXMhhecahHe0PsQ2tWrVqrDXqGb+Zy/qzkhbYnFIibkjgabxiiuugHZYoSQHeAW5RurwjI1CVhRvvfXWO++8U/ncH3vssWjRkppXXXXV9u3bqbBkyRJifSTIwaQkV+urx1Cr4447TlpxIK3wzTfccANzhsKbbroJTmYcIQ0V3lGBVOnnnXceZ1EGMhCNpjSpSlOPkSYUbty4Efot4uybb7451eOMzBM30xFwBAaBQM4vLlu2TKTz1jGXsHXr1q1Zs4aU1qE2Uc38z0GYMbkyiXvCh4vEW7KFPOC77LILnu/tt99eu3atQkkO8JSPPPKI6uB4KDz00EP32WcfHbNo+e6777788ssRIN/73vc0lFRDwjvvvPOb3/wGv5uSXK0faoV3hCdr+fLl0gpKTjyfaaXCpUuX0gX6mCZUoGu1Qhm60KmwvCqtqokmZJj0LtXj5M4K19wRcARGiEDzvptQOVZQFy1aVPusaIQ2THTX0fNFYyeGfBG78HAE6xavcwBB1a9//WtOsY4NpYZsD49r0QhvblQhI1lep1aOtEIBPJwIPfigFYsKFIoYS+VEcpEQKnAWZy/Je+21l5biU9JULaWJzuZ7nOiJ4co7Ao7AqBBo4Re1gkpwMCpdp7Lf6PnipNjISibhpu0YgpgTj84qwoMPPkjhGWecceKJJ9aSStYaWCutBIrOPZYI9zqOgCMwmwi08IuQwm/YsEGUgdD+7dy5k+8pe6lg3CYBsRfrqCx7SjEOWMBU0NbjpxfJKIAaLKqHTt3COwp5dojXPOigg5gzpqdamS0ErG+++SZnM9JKbJQOtT2WNPc6joAj4AhECLTwiwQEhAUKEdjfMW/ePL6n7KWCcZsf++23Hzcil156qRTjgKVIFg9717MXyVq9ZBONdgBxb6TQ0F5JxFHxZPTFF19cvHixqapWsoX9OBdeeKFOpaSV2JjvsUSC13EEHAFHoLtfpGUUH+Sf/TjWvSPAOuFdd93FDk89yeOAn9Gmp2699CJZbdlro8WDlStX3n///Tx15ibpyCOP1PNF1hKuvfba8FF02OOBBx64YsUKaZ6SlrKL+mxK0nsa+R67IeOtHAFHYMYRKMqPGjHIC7KSwgxz/RBwH//8qLUYVrENX2O3e5Gwbeq4dqSiyjYQtZJDZaqjWds2L/CDzLx/9n/nXthpuSbSSjdqteAMYXZ5F46AIzBNCIQXk6J11Nq4sKQwquPxZTSNUoBUcbNIveo85B5qy1WYGYXqA8JM/UKtGlVVhara+Ya19VVYbThNf1e3xRFwBIaMQJFfHLJO3p0j4Ag4Ao6AIzAqBNwvjgp579cRcAQcAUdgHBFwXuJxHBXXyRFwBBwBR2CYCIS8xB4vDhN578sRcAQcAUdg3BEo2o867kYk9Bv//agTCmwvavNeI5QanSX02Lzab98FdjbNG/aCgI9jL+h5WxBotx+1d15iYxfitTauieJY8M+Y8xLX8gl3JhNmuHvkEw6ba0b1mGup7wLHcEqnSKHHUNXOKvU4rzr36w2nGIGB8xK/+uqrRx99tNiF+HDAT3eNmlLjzEuc4hPuhRO4l7aCy/6KPYoy/PsrcAyvFH0BagztClWaBRvHfAimTL2B8xI/+eSTzFrjJOJgzpw5OMspw7GzOeHrdzouYQAu5yUukYbyGT7h3smEFSyW8wlXaYqrzZEJCIVky1IgYnuO9EkJtF6UcsiC1AzhsyZDiBsM0uFKSTkPs0TV1o8sMurpSM9oZrbViqRC4n/WRz9r9YlAFvt0lRC7ZOqW41M7MTr/Gb2hIyAEBs5LDA8fS//Gw4dHJKO0o59HoO+8xJ35hPtCJowQkrcV8gnXEiYDV9hc6JErvJZsuZbimPqG6muvvcaiRYlAvAiMlXAsa7UDnhDSutpqRy3hs3Sjji2TkCTv+uuvt5imFQ+zMUineJs1suAAgXNKT5tsjVpVeapPOumkrVu3ymS+ORYNdSPI5CwkTWCK4DpDqd0Kn9qJ4ZcXR6BHBIbBS2x5UpjxkMUffvjhzuBowzYcXmKxHHfgE+4XmTD2Wo4bmw+KjyMG4xRhcrV5lbI4T3GMDsIhzLZjyXc4WxXI/Rz6oKGq4SOjJbsUgfPTTz+99957Q8pGqwULFljmd3ppy8Ocry+L8Gd4moyemm8ZrVKwk+dWDe2bf7HxS2NdxEodgZzCJ0Op3Raf6sTo8ZrozR2Bdu9p9MJLbHEAt/mOuyEwHF7iznzC7OntO5kwtmf4hPOEyeHMMf9qhXmKY6rlKbqqAuXObe0RUslo6tY2oQ6akD/dMryH/bblYc7XN8l5PaV2RqsU7NwZHHXUUXfeeSfN+eaY8LSWldqQCY2txSdPqd0WH7+YOAJ9R6CFX+yFl5i2XF5Ze8Eppi4lfbdtIgRGzxcHrXMf+YQ7kwlj4+D4hHvRqgq+PCIeThvH7r777r4MUFslG+sPSE8ZS2y3bds2/sJ8c0xJoz49ojRo+T2q582nHoEWfrEzLzFbFY499liessDg6E6x1ZTqhT242lEHPuFPfepTgyATVhzGp8on3IvJPVIcVxHTwiMRkqZu+exFEyIw8VMqUAvDqRSrc+3cKDGqUM+MVhnYtZTKv5g4j+MSfVpN8qjyoOX3opu3nREEWvjFbrzE3GauXr0ap8hTlhnBtI9m9sIeXFWjA5/wIMiEdZHV/kw8TcRg3IvJvVAcp0ZNPoyzzGSYJvGRJbupxR3Ncwe+MfOGG24w+W2VLKxfomdGqwzsLKWef/75l1122QEHHMBxoT6d/wWDlt9ZMW84Owi08It2j283ziW3zz//+c+5WT700EO1fTy/iXx2cC+0tBf24GoXHfiE+0UmjDKFfMIpk8PmKfRaURyXCIT3mCdqYlpmCZHbu912241AsHH4EH7bbbfhDmkICTPvNthj2lZKCrdaFuhQh0I9G7VKMWAvXryY16u0iFqiTyM+mQpt5ZeMYy/6eNsZRKAoD1wJBbGwy1DXhuCWONTeB2P888CNipfYsLWByFMf94tMWDNEN1h5PuHU2bB5OIsaKY6rk9NmrOlTKzDSJEMBXR1Na3vvvfeyM/OnP/2p7cTJA179NzXWT+nZu1aNf+3MQKQgDSde6rh2luYHfTgXlt4vTS5hDBEIL0pF8WJqn17VtqhmtKnEfo4hKCNRKfU3zsBYvVjosl5brsJCadXRsYbhqaivTKtM79IqMx9SZ1NrFY1aVXEw9dS2ilJYobbfVBMaslDMW+3PPvssdf74xz/iFHmhwpxiyvyMwFpAMlaHY2dzo5tW5bMoPxVrVUpN3UZ7q32l/k0j+Wt7pxONQJFfnGgLXXlHYPgIsLC5Zs0adqmwjsrr7ThFHs8PX42ox/HUauSwuAKOQIRA0TrqhKI2/uuoEwqsq12IQLj+XNhkCNXGU6shGO5dOAIZBFhvsL+Gx4s+VRyBQSEwng8OxlOrQY2By3UE2iMQx4s7duxoL8RbOAKOgCPgCDgCE4zA/PnzP1hKqW5jm2DL/rXqvo46NUPphjgCjoAjMFAEfB11oPBOknDeqZ8kdV3X/4dAfweuv9J8lByBSUeg+fmiuNAibnSRqPEd2h/VtJ8hm1rI5Tbp2PWofwjL8JMeTCVbvdPTF85JA8rJ7gsR82ozhUCDXxQJxubNmyP/B10U5HNRYVgzbHjBBReI140cWiTUgAJ3piDOGMsidsSnAUpsph8OPuES+tQwnk+NIflp0+MMIZ3b448/Lrq3WUCsR7i8+awhkPOLODBevcKZLVy4MMSFrI9kEOZjhVHN8Ccx5WOPPQabK6u3EMXxItemTZssn/KswV21N3x/WcdVZnnidQWUHFiuTuJ1WOBVThROQG/HUS9V9vNalnMjpueFdFsJKGGKt8opLvhy+nVpXtJpIT090lppVUtPX6LSaOnpZaMt6lj6WcWFhpWNLOXQoEIyzL3sQw89BAmoFnL452oWhXPA/6SOwKwhkPOLc+fOJbzjb4N3NFzENrVq1aoQqahm+JN70l/96le6M+V6h1OMEn/MGuIl9hqzPER3V1xxRZVFHSHUyZCeWy9GeynGeURxKeRsCVt9njldTPGvvfaaBjfFBd+Kfr2/9PSNWpXQ00NYX4LDyOnpo7DPfjJPrrrqqu3btzP6S5YsYaVHt1ZUIP9OOA3wpiR0xRBq3nTTTWRDZUxLpqvXcQSmDIGcX1y2bBkXjjC7Ev+odevWkcgjzGgFIlHN6KdiIGId+VcIvqcMxF7M4VY9fLhoi8ziYcfzvf3222vXrlUoyQGeEkJz9ZghPTeVUjzslvzMxrdKrV7CFG/NU1zwbenXSzotpKcHhJRW5fT05KwpUUk4jCc9fUorFK5OA820pUuXAhHLrb3MbW/rCEwoAs37bkLDWEFdtGiR4oNWH/zoAw88wH0oC6oHH3yw34caetHzRcsWJtLzDHl9nvTc5GckRCNYTS9ZyBQvOSku+Lb064Wdoq0tkJ544omp2ZjSqpyeHt9QqJK5mUiZkdPTFyYOFcGTyEOIHQtbtboOeGVHYCIQaOEXtYLaOdrTfSj/PYheuYufCHSGoGT0fHEIPbbqoi/M6W2FNNYfMj09iDWq1ArVqPJAhZcrxs3rgw8+yM3rGWecwa2GP2Ish85rThkCLfziww8/vGHDBtZCuZ1kcWnnzp18R+9vVNG55557xECrU++88w4EqlMG4uDM6YW8Xlr1IqEVc3qKC76VEBQuqV9ITy9phIa2z4vIrxGWiJ6+UKXOc6DE3s7C2zbUXdott9zCk+ODDjqIv3xbCV7fEZgCBFr4RZb43nvvPW3feOqpp+bNm8d340sFX/jCF8IAkSsaazXiDfdPIwK9kNdLeC8SWjGnp7jgWwlB4cL6JfT0ksY36/98c3PGvpJGWCJ6+nKVGkeztkKhvXnhPIrmb3XnnXdSjZsAHih2UMZ2seIaebD94osvQkfcQY43cQQmHYEWfhFTw0U//Wy0X+zb/FG1u4QDfkbbdhqFzGyFFHl9OSApCSUs562Y01Nc8K2EYFdJ/UJ6ekm77bbbcIfMvQMPPJC3EfAfeJE8sCE9faFK5SMS1SyxN2xSO3Ayc9u2bZiJgaeddlr4GlVGt1AaqB555JF6vkjQfO2113bYSdAZB2/oCIwPAkU8U7W08iWFVidPzj4gOMY/P2othqARlZdwtds9SmpcDOTwbkaSKan2GAqsts1orsoRQ32jCZHVjfXL6ekluVwr1czQ3Id3hGG1FIapOlF5I8jV+tGN6QdZj4MBLdTKpkHtPBnQP9TFOgLjg4Aug9KnKF6sjQtLCq1OFGiODxaj1SQVcEflteiFdVLH4TXOhIQmqzC80OtsJLDatqp5ngu+0YS2naaWLiLFOmhVRcBK8jhUR60WzFrH0w2faPaG6oV/vWjEU0OsIaidJ6P9m3jvjsCQESjyi0PWybubRATGkwt+PLWaxPF1nR2B2UGgaB11QuEY/3XUCQU2o3a4lDc+1o2nVuODj2viCDgC4Tqq8xL7fHAEHAFHwBGYdQRCXmJfR5312eD2OwKOgCPgCIQI+DqqzwdHwBFwBByBWUeg3X7UDrzElriSF6HCZDfTDXyVZzik9YHuJ6JxFhopKl17ybp30PooqndlXIIj4Ag4AmOOQP95iV999dWjjz76vPPOU2YcDvg5I4nC2d9x9913y3CR9ShVXkgDG02IzKk+Esb2UdSYT2hXzxFwBByBHhHoPy/xk08+yVV4+fLlehGKgzlz5uAse1R0UpqHb4BB1gNdBil+oOyBBpZ4sUp7e+yxx+qUYkfC6yorbFte34woJ56dlInkejoCjsCoEOg/LzHOgOSKxtyGRyQH8ajMG3m/UCWQZxK/qIgNkltI0hU9880xXJU6hfM788wzFWfDIkvuZinfltc3I8qJZ0c+H1wBR8ARGH8EBsJLbLk2uKbDD048NLOJFvfYY4933333lVde0VQQV4NotvStEj4h+S28u5b6uS2vb0aUOlJE68Sz4//ndA0dAUdgJAi0e0+jFS+xAh0u8Rb6jMTCseqUMPqoo44S7wHfHOM4pSEUSEpprZ977bWXUj+35fXNiHLi2bGaDK6MI+AIjCcCLfxiK15iKnOVP+6443CK1Vya44nFILRiGfnDH/4wNwcm/OSTT4b3AHz45rik037x1jrxbAnaXscRcARmHIEWfrGcl5jnWGwnuf/++6FsnGWnyNwCtLlz50KCaPOsSnurU+KnhbdZP2HTffPNN62c4Ls8p3NKFNIkxIlnZ/xv7+Y7Ao5ABoEWfrGQl5hIaPXq1TjFBQsWzDj03B9cfPHFF154Ycg3WaW9FUpa5Lz00ks5ZksOrcJytuSIdF4EEbWvQhraKVFOPDvjE9LNdwQcgRIEWvhFizYUc+hntY+f//znPBI79NBDRUSsD1fkEm2moM6JJ55oVq9cufKpp56C0iGyK6K91dmQKRcG3RUrVoTl7FndddddkYxM7jny+5hSopx4dgommJvgCDgCg0agKA9cCQWxFE29Pz6S1dTh82lUzTfD88S/YTUhqaRE1fLwdiQjMxyLUFQt3++gJ5nLdwQcAUdgzBFolwcuFRfWurrwGVj587Axx6tcvar51jaCK/wZHdeG47VgZmRq1KqiZnBQyofPazoCjoAjAALt1lEdMkfAEXAEHAFHYLoRcL843ePr1jkCjoAj4Ai0Q8D9Yju8vLYj4Ag4Ao7AdCMQ77vZsWPHdBvs1jkCjoAj4Ag4AhEC8+fPt22JRftRJxTB4e9HnVCgXG1HwBFwBGYcgdb7UWccrwGZD+vIgCS7WEdg5Aj49B75ELgCnRFofr4o8r/oxXzyrey///5R1hWrGfIFwjjYWbnJahhxK4IYr+HDd2hWcAxofKCXAlIYjDklzsWSvAeWrWZAsKDJYYcdls+kk+9aJodW9y6z78ZWlex7F30XOIYwZmzU39+md4+Tqu9gukBHoBGBBr8oTozNmzeHgsQe9cYbb0SFVvOCCy4gUzY8gjAvvvTSS6FvaFRocit8+tOfxlhla+MDXcbZZ5/93HPP6SflmzZtouSXv/wl2WrC9+tTyRCqUJTX7AZjj/Ix+YwzzmDcSRkoBUh69/jjj48Vy1hVyW5YDbPVGMKYN98m0sRpPsxh9b7GFoGcX8SfkXsM37Zw4cLQANimoEASC5I+YU0Cjscee4z0nizXwpp0/PHH4w/MW4wtEL0rRna3t99+W4m/sfdPf/rTl7/8ZZgXxUJMOWcPOOAAcoiD6kMPPUTqVAumAY2sp0RaUe5TRZNROcJPPfXUK6+8UuXr169XW0u5F4b4kqx4lGHiRp6z1l0qSx81dao2F2u4HiCBCMeW297/YKBM5sMB7Jv33XcfQYPpGco0TUyOGtZ2QbkWKmQ7Hzq1+E9gphpKbKgkZNEhjAriJdaUaewunDbhYGEsJlMSrQeEQX9qFKrgC8ZMKN8KxnD+RFOIyWZjV4tkydzj/timd6h5rUCFwrVzIz8Je//DugRHIIVAzi9CBEEAxBTnOm7txTa1atWqUGJYk+DgV7/6lUIEBUm4xjBx9rQOhhye2Ia55vJN5nRunFUC4RTf3D7PmTMHqmGoo66++uqbb75ZaEBwsX37diKtJUuWEIvL0/BNuvDzzjuPcs6GNJYE61u2bOGWhfKrrrrqpptuog4fwjXuSPDBMHyJ5RFejnnz5pGxlmOCV8o5C79V1MSuhlTj2n3DDTcw9AikGpXDs0arqR5ZGOA6SCG2oC0fbMdMG2WFDiiMnpGNiJUmGEI17rfUKtWFziKKZ1d0zUrdrbfeipkck4eWuzF8G8pgo3TjQLqZMpGSBuPzzz9/xRVXaJEjNCrfXeioosHCWFtQiaJw/TTbw4GjMAV+JpTvAKMZzigzaW1omGxHH300AjND0Dj3Nm7cGE5vaZ4XWJ0b+Uk4rdcQt2tMEMj5xWXLlnGlCJONMbnXrVu3Zs2ayM9FNWmie0M51HPOOWdMrB2oGmDy8Y9/XB4Ib7Ro0SI4h7knUAmEUwSLYiG2rOuG7fe+9z1BjZ/gGq2gE/fJ8fLlyynnLHVC/ZFMOE45TmLp0qVK8EZzXYagmkIHRoHe2X+MR+SYEspxWriuapMIHAmkWuTn+IkbW7t2rSpwgJKoarZE2elMbNVG7hjQlhTzGPLggw/a6muqCxOFmfRCw3322UfHGPXuu+/+1//6Xw0xCpl4yEc3a1hVUjCCIdF81Sg1THUHniY5Gqzzzz8/P9nyo5ACv1ZmNxhluACxoWGy6U4uPwT5uVed3nSRF1g7//VPqZ2EA/0ju3BHoHnfTYgRd/Rc7kseF+EkHnjgAe6FCV8OPvjgMOCYYtC5gOqBIkEMHogDFlcJr/FJlGdYiGt9CS4N5ikuXkJsr732CteuJV/XDlvBg81DhbA8Uo5/ZSGXIWNRlzqUiP2xtomNi2iq8PEiQol0wxlwu2NLCBxQWb4//6naGBoYns13AQjopr7CY37y9i1+UZrz0Xp1XjfBmOkx011obzRYjHs4WLXI1I5CHvxaOd1gtPmDnkwtSWayaTTzQ5Cfe7VK5gVW50YHHJomoJ93BEoRaOEXtYJaHvzpXo/5vffee2stceo/XJHZVgNQeCN5IALE//W//hc+Cc9kV/M+4iCPiGQtt2oToC5wLNgSBuEaWc5FB27YKaE81cS04p6G6E2rsjjaRrrHPprTuyhW8AhntTjJ57333rMwtHfhfZSQGoU8+PbITc9W+6hPB1GNE6mDzOmYhL0Y7m3HAYEWfpGVwA0bNogFkIv+zp07+a6+YHDPPfeET++5LkNDPw6mDkEHHjFyu/3MM8/IA9Ejy2Usdd5xxx0cc7aVDtyVA53WVPlwx/3mm29GErjh4LYDT8DVXzciqsDllTCRxT1O6aEmNSmhPNUklCxRPNGk+UEHHcTQ21l8sG0volDjawFELwb23gUrxihDdC79Q0DyivVuVMlghTpkRiEDPqNsLt8eTkddt4WRSWULwjaaJYCUTKS2yhROwlbTzCs7Am0RaOEX+U9y962/Jdsc2M1RS7r7hS98IQwQ+fPgKoga22o2ifXxOv/u3/07NpLIA8kESIbhag5LCk3TUtKll15Kfe7NWZGubShPwCniVFiL8WTa48Pl8rLLLtNjThbKePZm3ivVRPJtzyQXaCLOF198kVVB61rbi6QVHw46j69Caq0lEAlZANS5C+YeyrD3R4BgSGGw27lHgyU1WFqZ1B4otAofEteOQh58hFRdfu8wMrX0pMNGsxCQ/EQKp2uhQGvSiEPhn8irOQIdEGjhF6v/ydqnYiKL5/+vZzwc8HMW9qMKfR4i/t3f/V0YP+FUeGATloAGOxfC9zRqR05IsmMQGHGuK1asqFb70pe+dNRRR+mJGl3ff//9u+22m27/uVxyRVa/xKxsS9EFNNNE8qlw5JFHSiZNrr322vCJcqgVFVCv8/gSyOIw8OXIYQcsmxKlQOcu1JCdI1rVQDKAFD4ON6i7GRXqDHQs55otvLuybds2xDIcp512mp47pkYhD37tPOkdRrTVcNtolgxByoTa6V0iMLSuAw4dLn/exBGoRaAoP2rECy9B+cJx4IUfVX7UKjJhiR0LIu4tovrVnwI8rBkJtKGNpNX2q7GrbRLpZv1Wp07t+JpFYX3JzNhooqLbrNQUyhglCfm5FyqZglpoV+d5qmuz17q+9957//Iv/xJ3qFdWQhtTIOfBr/27RTjXjldqpGQgYSL3Vddff/0JJ5xQbZ5vm5lIdqo6IcOJV3slKZ+Efk13BPqIgOaqBBbFi7VxYb6w7QOePpo3clFVZMISO7anX1H96s9qzUhg+Cyttq/wQq/j2iaRbtZvFdLa8a2tL5kZG0NNwo5SU6jRwPzcC5VMQd3YRdUicyopEGoHMTUKVUyqkyoalFYwVqXVNk+NcujbMnOvOvSNAkNg8+M48r+5KzDFCBT5xSm2301zBBwBR8ARcAT+1U15dUltagAa1Trq1ADohvSCQOPKZy/C+9h2UvTso8kuyhGoXQP74HlH1S/iThw1R8ARcAQcAUdgdhAIeYnjdVR3irMzD9xSR8ARcAQcgZrY0ddRfVo4Ao6AI+AIzDgC7PNqtx91xvGaFPOdIX20IzVQ/AcqfLS4TW7vPiiTO3Z5zZv3o4ZkfiZLvHQRIVy1Zm21aYXSkncroYE+1Tx5gzBfyFty1EwXorvLMPkNQr1Cmcak2F8i6yGYXI5/IRRhtVrhQzCqg6rWxLLV5PWMyCl76XHIbQc64kO2xburItDgF8Watnnz5uiPCkeg0cvpVLUmJdVq0z0GhOE4J8tgyTEpV4bjhML18AzI48yfTu4bMpWDXn8zfQ/H5EL8u83/qvDhGNVNW7WSzo16DhS3XvRvbDu5mjea5hVyfpHbdvJpkW9z4cKFIVKwTZHLKqTRqa1ZrTYLcIcvI5OuU0m3I5bzWmr4iLi8FXO6CJUssRyJRkOyhTD1qPGnZ3jSW5G/lzDa1xK1R5MBhcmXxodEmlB/nHrqqVdeeaXY5OmiVkJJ1/TSaHIEl/1MqR3xyOuO0PAv0apWcu2IRMINNBl13333pcjuWw0iYhvVbhxEWy8Jc9Ia+HQR4Wa2mKo256M40qLP6H9EUj2tyoQ9dp4qvQxKyrRZuOJNpY05vzh37lzyJfKHN7I9/X9gm1q1alUIR7VmbbWpRLDRKGUoLaSGTzGn13LQm0zuXUKG9JNOOgnXq0zQ/Ns3bdpEielp97k0r/KkdyN/50GLWK5uvfVWwj5lln/sscfk0nAbtfqH0MEOQb5vPqJBNtNee+01PCUSSPGqQJwDfiozONUyXReaHMKF+UBHSUrtKo88HBQRQ31eqwwg1RHBhEh4ZFS/BjEPJpjkBxGjGDuRnW3fvh0mlkjPKm7GyUplmtCQ5kcffbTKo2gsnLRbtmxhwpOdnwsRFygackxyYBrmse02SxsHJWNa48XBK4wnAjm/uGzZMpHIm+pMu3Xr1q1ZsybKAx7VTFUbTwgGpxU0T88++6zRLpZQw1eZ00MieMYi4qAPWdct01hIsICbgRZKJdVPlSe9G/l7htE+r7+pFKagU6GZlqd6z3RdaHIIl8g9KMmrLaiXLl0qL24Jz8yKzoBUR6QqPLKrX4OI2JTakLFA+Lx8+XIZHk1CGoZwcdEIaUNCbSPcdKo65/N/yeqct4HIj9pAB6XWtMFdW1zyQBFo3ncTds/SKLxFjQQFhdUGatiohEPka5tueLj4wAMPGFwl1PBV5nS4ODIc9LXEh1ypSQYtbiNWcQ844ABlr65+qnkyO5C/5xnt8/pnhslMy1C957suNDmEC9CAjpKU2iU88r0A0pgHdUCDiNiM2jt27MhMQtqG04afTOPwOQslKdyoVp3z+T+vJkatwMxkG9yglEyJUV2OvN9uCLTwi1oa5VYx31NhtW7qjn+rcN8Na4ALFizoXecOHPQw6v3yl78kmmERldvk3nXoRUIH/XvprkNbIIL7gqnLt8FVqzYrJQ8++CBrd2wR4h6okN8xUmn8Aali2KPOfcEt1ColsLOenRv23bQOE9ib9BeBFn6RyGPDhg1itmOhaefOnXxX30OAg7ekWn/NGB9p4b6b2nv/DBN6LXO62NhZmm5FLyAa2DvuuCOziFoLWo/k71WZ3fQP5ZRwx/c4AbSUymQmqtBxRm0NBE/FeMqlfVWteu8dkMbu+j6IpMjKT8KoR0J8JnOkZy1utXO+0UBVqArsjG3nhilNCk3wauOJQAu/yO759957T3sf2FUxb948vqEPjQyD8ruk2njCMQSt8sTlVeZ0rdK05aAXN+xll12WWUStNbZ38vdIbDf9QyFtqd47DCILp+eff34IV0rt3nnkewek0cC+DyI7q/OTUEbx30c39r8wjSMlM7hV5/wuu+yCND0I4I6w9mllrcDO2HZuqNsp7aTFT7O158UXX4SKvHGMvMI4I9DCL9oNmu3vSD0LiSKbDo9MxhmyHnXLE5enmNPZj5fhoK9lSOfPOWfOnLaLqL2Tv0f4yN68/nlI21K9dxugCK6U2rU88rX4p9RoC0gr4ep0+IMYjtGBBx64YsWKyPxa3KhDgI43pQmrUGwuZaogig9v7LCmTSEOkvcxoqeVNEwNRLfJ1sugpEzrNg+91Tgg8EFGOLm92pdVa5loCgtHyGIzfJ6pjLHRqSoTeo/M6QyfZNpdCE/LeBjM885o003Ihx7esoQafsC3EuxGti40ca1t1DBVbtM9dZ8U6l9FsoqY9GlUI6xWHYUUAtI21WmtLaZ/iVaN5lStCzG3sxmLWg1iCZi1OodXsbDH6jTLmFyral5aanT6PksbEY4umx4GjINj66BDOI5F8WLtSBcWztQsyRgbnco8LLRT4dDW1q+Vaa147nXKKadUd6Jaq2rz8HJvqwKt1AhlRse1dlWFR063qlKmi5TrLTE58jqmRlXt1NgZYoUa1kqOAInMr57t1yBG5teakJm0EVyhtBD8lMn5OV8rTYXd/iytZmkjwhlNOlydvck4IFDkF8dBUdehHAElEGEnauPm4XKZXtMRcAQcgRlBoGgddUKxGP46ao9A9XHNOVpT7VExb+4IOAKOwHQjwMLAB0v30aI/L/BOt/FunSPgCDgCjoAjECHAy0hJvxi6yUkHbuLixUkH3PV3BBwBR2BCEQjjRX++OL6D6Kyn4zs2rpkj4AhMLwLNfrEDL7ERxyhTKJS5Yj+Y7k/IU2MpUrvZ7qyn0z1V3DpHwBEYZwQGwktMFqglS5YYPS+5syP+jXFGpBfdWIUO86OSJ4wSsqh3kDlNC9odzPcmjoAj4AiMCoGB8BKTwEmULo2vrI3K7MH1G1pNOityXPG+BPFfL6yng9PWJTsCjoAj4AhECPSflxgH8Kc//Wn16tUztYian1j9oqL16esIOAKOgCMwaAT6z0uMDyCf+Nlnn6111G9/+9tnnXXWLDxfrA6VEiiTvxtAMrSuHahoBz0tXL4j4Ag4AjOLQPO+mxCaEsLhPfbYg42UkG9oRZE8ZE8++SQ82jMCcchLDEHSkUceCRR5bt4o0dSMAOVmOgKOgCMwngi08IvlhMPhhV6UMeNp/CC0sn038NZi+Nq1a9VLZ9bTQSjpMh0BR8ARcARSCLTwi4W8xPfcc4/YyNTlO++8AzUukdOMjIHtu4G39qijjvrc5z4HFD2yns4IdG6mI+AIOALjgEALv1jISwyF6d577/3000/LPA4gDoRadhysHaYOOEiCRV63gF6uF9bTYersfTkCjoAj4Ai08IuAFb16UftgTJyi7DfRflQ2lYhrdAax3nPPPTH/1ltvveCCC1rRpXagop1BeN1kR8ARcAQGgUARn0Ytz0O+sJHCdBDGRDKHnx81hYluKXqnoh0CaN6FI+AIOAIziEDr/Ki1cWG+cGZf6q/OJ0FRjbZVs4T1dAbnqJvsCDgCjsCoEGi3jjoqLb1fR8ARcAQcAUdgOAi4XxwOzt6LI+AIOAKOwGQg4H5xMsbJtXQEHAFHwBEYDgLxZpAdO3YMp2PvxRFwBBwBR8ARGBME5s+fb1sji/ajjonebdUY/n7Uthp6fUfAEXAEHIFxQKD1ftRxUNp16AUBMtb20tzbThMCo5oMA+13oMKnafTdlhIEmp8vijjwb//2b0Nx5Erdf//9+Q4Lw5pf+9rX9F7/Rz/60ahaiVqTWCdkWJTtfIAuwyVCirjDDjtsoPhIK7K2lkPKWIeZ/Mobtqo5BNtb6YPVGrLvfOc7rRpGlftrl41FX8TWToa+SM4j1mESlg/BQIWXq+E1pwmBBr8o4sDNmzdH/u+SSy554403okKriVP89Kc/LZ6pm266CY5iS5c6TdhVbWF52vKGY/sf/vAHSiAhSVkN2cjjjz/+mc98ZqCwhPkECjvq0KRQslUbju3lWkGmTap3Ro18h+WtqjX7bpfGol9iqyPbL8l50AY6owYqvJfJ4G0nFQGmlH2wIfx57bXXsuS68P0P2cDtFOWnnHLKvHnznnnmGRWGNb/1rW+Fpzj73nvvhWKHdsweoqH1RUdkSIc0IwSKQn5SyCk+xxxzjN7x54CfnH3llVcWLVoEjDq48cYbd999dyrwLWxXvP8xK+xnrTQbCJOgagwrJZKTaogC++67rxoygvvssw8lIXqphugpnfWR+VRmhiBHhVSomtZou/AJteJYWmm+hUCZqhkDaxFWQ8DRH1hdpISEdmHUo48+mh/TWuVTY20m1I6FwVWiA6JsXGyyVSeDemwciP5OQhQjjb7NDYQzZzSaNtUzf5ZoIqWMGuYf3/uaDgRC95eLF+fOnfvSSy899NBDJP42ty+2qVWrVoU3AmFNmvAzTBQepXSZ1DuIHvRW2H3ccccphuaAn1pfZUpJMPH3VVddtX37diosWbKEiJwKJ5100tatWxVt880xJSlprLndcMMN4G9hOleNjRs34pivvvrqm2++OdWQ8jPPPPO8886jIQrABBLZmmqISiwGsCQgu4i3yIsrbTFny5YtRMzow/ypmtZoO3KOPvpoaXX//fdff/31wqpqpq1GSE/S0kofDgznFMKyFHBAgM9vfvMbmNHyQmQXRNNXXHFFakxTymfGWqcyYxFOlbwONi7higVJd8PJEA7xMCehBoLHgQwQiytkDyZS5xju7scee4zLS+bPUv2PIC1lVA//V2866wjk/OKyZcu4soRejSm7bt26NWvWRHnAw5p604OHNHpaM4QnVWM7hlye8BPHH388/3kuo8uXL9d98TnnnMOVqMrVTJJxAY6zoT5e7ZBDDsE6kZPomxIaZqSpi6VLl3KJZ4lMw6fCVMOwXLnOI0hTDZFPL/Ql+ahtV1gkYDg+RgpUTYu6qFbAXohZwAoJCxYsgJYkbBKZqVMogyeAxkRnOQCoEOeUGjbJOWgUIrvwTC+88EJqTPPKZwBpHAtZmteB3hmIQw89FD0ffPBBWxkOJ0PqXzPoSah+mSoog4asTOiYufTuu+++/PLL+eldVa/EqLG9RLhi44lA876bUG8elbEY1fg8jBATx6l79uuuu467/hl5vghWJ554om26gXXyyCOP5Kr061//mgs0P3WK+AmIKIzmRHgLolNcLCBx5IaaY745piQlTWxW6oWgqiot1ZByGnINVad77bXXRz7ykVC3jP70wuBy90On2B62YrnMflaVabSdTrHF7sBMWsZMrqpga8sbHGBXiHOjGmjVKESa5MeUd4RqlW8EpHEsJCGvQyikxORwLAY9CemL2WWErOGx1MgD29ac8bzsulZjjkALv6gVVO7fG01i4U63+XwiOsbGtpNewfbdsKjIRZmQRRaBCaGM7hX48My1cH8Hd9Pbtm0DfL45zkjDhRAcaD0TF1W7E7izGrUN5RG5xmm1s9Wu184DXWJmZ+GtGnYGs1Uv+crD0aG/k7DR/OEY1aiGV5hZBFr4xYcffnjDhg3cgxMZsJq3c+dOvqP3N8CRrAEziyaG626AD0/pCO8+97nP4Ty4u2fNjVVoO1t+26ulVHDmzlrHGWnWNT74oIMOYsjCsUg1VDnLtqpMwPTmm2+WNNRqIX3h49V1H4cerdDE3nKJwj4hHJmJh3777bfNEA6wKwxbS9QrFJIf00996lMp5fM6NI5FybhEQkqsztfp4yRsVKaXP0ujcK/gCJQg0MIvcu0jylG4wwMzNp3y/aUvfSnqhgCREnuowwHXJv2vZurDhZtgkcc8PBjT0h/bOnSVx8mVv9bJwun5559/2WWXHXDAARzTPCXN3nWja/Y1vPjii4sXLw4xTzVUuR7g6ZloNFIZ/eXvqU9Eu3LlShzVq6++2peBplPk6C0XtGJLkcRmzGS3F/dt9iSSA+ySnPJPoZD8mKaUb1SjcSxKBjR8LM2Tft6bauw3X6GPk7BRk17+LI3CvYIjUIJAC7+IuCjcqY0PWOaCm57H43qWxkWWXZS6oM/aR3tY2HF3wQUXgAk+UtE2/oMNlo2PaQ0u3NucOXNsEVUIV6Vxj8LjTD1f5MrIywx0QWX2aFx88cVcHFMNVc7GURoeeOCB9tKCKZDpkZhYPaIeRu22227ESX0ZaDq97bbbcIfSCv31ELTWTPUYGkIrLMKuaI9Yo26FQlKYmCa1yrfqvXYsQgkpHfi78TSaaQYIAMhmYNPKJkOjJlGFfk3Cxn7zwFabhzO8UbhXcARKECjKj8oluOoC84XhvsT+Lq+VWKU6w8+PmsJEtxS1mFiTqG3+JwJT0gyfEHZVVklqaKxcqtaOeFV4JK3WnJQtJbab/HvvvZebjJ/+9KdcB/OzK2NghEkKojxK1VaCxcpDu3QqVF7CM5qEvYdjkYErM+ihYqoWTgYrsbmRhyiaFd0mYWh+5rh2sqXUqxpVfqHwmo5AdIkuihdrHVu+sMODtCkYmxQmKq/FxJpEbfM/M9KslxBPFdrlO1PHVK0OR0r/UFqtOSlb8rZrtfnZZ5+l2h//+EecIrGOgr/87EqdbUQ4rFAupAomJRnlq46qOm3ykFYNaRzQ1GSIPHojRNGsKJkSoXurzq4I86hyOG/zuEU1p+Bi4iaMEIEivzhC/bzrmUWA9VLelGVBWG+24BQLd/COA2ITrfw4AOg6OAIjRKBoHXWE+vXS9fDXUXvR1tvWIhCu7k4cRBOt/MSh7Qo7Ar0gwJLDB3/Y6AmB8xL3gqy3dQQcAUfAEZhEBEJeYl9HncQRdJ0dAUfAEXAEBoWAr6MOClmX6wg4Ao6AIzApCITrqM3xonbWVV8NFvNwmO+G97tXr16t1xYHTbc7HKxJIY0hsojMdhmG4UgfJUgbTs50XqhngNCwPFdAH9GTpXn65T52Z6JG2+9wRnYQuLlMR8ARaEQg5xfl58i0Cb1L+BgSobhDXlePCnl7neQaFPIhk+qk0xFz5WUPJIbIoh/+8IcY2AioVVCr8vqda/ICAwNEbtLXXnutPFdA5+6qDYdmadT1SPoVhYi4SvqIoYtyBByB8UEg6RfFgoafO+KIIyJ1lfGrGiGR14YcnuTMJEclmX9/97vfiRppQj/kM3vrrbcwBHNIzgkhjlEhyiJwsGgyHx8DJrwiFtXdcccdhgnctvvvv78F2Vxwa+GCjtWaI0qRK98EauRV4fjLX/7yscceG0W0/CTMVfiO8tXArlasFMicMrGoFNpCqxJzMrjJIvQ0uNDcMMn0G4GWUiM1EOoXc84991y+pQC4Mf9NshZIgIVEcXxEEWMqCeRw+DKDXgjUhP5xXG1HYOIR0E233XrbMTmXCRaJC2HTxkhye+qUCLJxEnqZzOjpoeFeuHChuOmpRn18pEjnR/Vhb20vXaM8JvD58Y9/jFHkhuVjAkWqHg6/EaNTh7NAZKz3ZFaL3l8mSZuqZYRYX9XmYjZHKwA3HQz8cKTsLOmYsSWskxJL88wpY0iXZNklsSXm5OuYRSFcmnuZfqNRznSRGogqkqTFZ/gMLk0GfqpcIxupBA6MJuXSJ9VX+bj3Mnu9rSPgCLRCgP+v1f/giKLwBD/lBiK/qOSZP/vZz7iyh35R9dXELiLykaP69OgXw2s0l2nWVLkmhrbIXj6ExaEXjPyioUHQSWWFnrqw2ilCUpMWwWXumXsU68vuOSjBbWhEQrdto0BHqMcpjVd0oUdOVWy+R501sddcc42JLTHH5kktboY5Yqlw++23R8Jr+61FTIF+iGpmIKxfwLRpHN7bCWQwDO94DArGlL5UR3eKmb7Cs5lxH9W/xvt1BGYTgVK/KHRCv6hjrlmUV/2i6nNF2H333bl+kT96tPj26BdRnsvWRRddZCFXGA1wlospeS9JyS0mI4sOI78o0BRaWbYqObbQ9SLku9/9LqtzEWjRfUkV+fByHLaNGuqCbn4xIzbfY0ZsiTl53CTBvH6oc96c0PCUGo0DEa1wyLeZL9TZ0C9KoEJ/8/fhv6Z20IWAAn3mQ2rcR/vf8d4dgVlDIPSLzftRzSvwvIQtHvy85JJLeJqCP+CYXTnhVlWCD55ywXvA0yzYJKzthB7A3sBVjwACu1glDp+Y8iTp4IMPvvzyy5cuXUqshstptNHmmdUUxS7CzzrrLM6yNA09hR5cTeKnxJwS3CDl2GOPPToj0KhGdSBq++IhIkO8adMmtlw9//zzJ5xwQu22pueeey6874lE1fbVqGFn272hI+AI9I5AC79onYV/dR3rFNd39uNAh/vQQw9NgVNkz4U4oUha/R/+w3+A/jCEG1+Imzz6/Q9hBLyDqcGAhkmPprSOqs/rr7+uiywRAxdcWAYhs2SjU3WzkpoTmN53333UZ9MKzEGUUJ4ffjXctm0bTajJmiQXd2uSEZvvMS+20Zxy3CLr8v1GlWvVyA9EFUwRGDGZufvhrPF8RRiCsLbbXHHFFbZVp7GvRqB6/2+7BEfAEeiIQBgsI6IaO4frV3ZZ50APluyxVrjZwRYMbVfOSELyHtdRtYwm16VtIOFKabQoF52N9t1oqTMkH9AmHYREjARhFwZa1BxRtg2KOql11Oj5KDzS0b6bjNjMqUhsuO+mxJw8bhJuIITrqJl+qyvPKVRTAxGt35pAKRAObjiykUrRHEj1hfASoEbyl/FOHYGZRSB0f7l9N+GTkvBCrPLo+aJd70L/PNF+ERvZscLyqSzigJ82abgm6tEjzoZ1Nt0lmL2RX9RzSnlZPmeffTYlEkWQjceq7cL64i6ELtRc3YVbbFJ+keY84pX+Uj58vsjZjNh8jyiPCVKGICkU22hOHreMX0ThTL/RnzmlRmogUn7RbjvsIWLtyNYOX2bQC8d9Zq9QbrgjMHwEQr9YlAcOFRXuRDEp5WGhqoWfapOowkB/9oVPIzQqMsdOqbwWDWsSgZPCLYNY1J1Blxodlk951svZm2++Gdqjn/zkJ6eddhrRmKh9o+ap8VW12qG3U5ECGcTUpANuVRgpSRke9RLpnxqIzCSvlVA7sqkZUgtjI1AD/Xe4cEfAEYi8lf0li54v2kJi3u2Fi1epJhM3EtGKXIRjaGZ0TYwQiMCplZO/jTAJ1VGobci2EZ71vvnmm7zy/6EPfWj58uU0NGpfE5ISK2eQGXo7lbG0drgjsSW41Wqbn2OpgUsNRN7S6nhVVaqOQmbQQ3jz4z5xfxlX2BGYdASK/OKkGzmb+hMUskNn2bJlWpGYM2cOa7mkv5lNNNxqR8ARcAQKEShaRy2UNW7V+rKOOm5GtdUns37bVpTXdwQcAUdgWhGwRzMY6PHitI7y/29Xfilvyo138xwBR8ARaI9AHC/ybkN7Id7CEXAEHAFHwBGYYATmz5//wZbAaFNcdU/p5Brq66iTO3auuSPgCDgCw0TA11GHifZM9/Xb3/62R/t7l9CjAv1qPjWG9AsQl+MIjC0Czc8XRU3Hi9KhDbwbB2ugEozxEXm6SASrVOa1EsYWkR4VE0ufPmHm2Fqx4JYnbuysDOMlHUIGwc7SwlGOZkJKpgYdtuTOnZZI0MSrqmTAZhBOte2s8OCg6LtKLtARcAQyCDT4RbETb968ORRBIanD4Yi3yyU5Qs8777x/ef/DAT8t+XWthGkdEhwhC9HCgYypL730UqNrHNDC9Z133nnGGWeghmgy+/VppW2ryrUalkhI1VH5xz72sccff7w23zdnS+T3BbqhddQXbV2IIzDjCOT8IqHGrrvuyvXdcqEJLJJci7BXP5UdjdfGtfWRA16Vg+yeUykJUwk6twL/8A//cOGFFwoHuDg4hldEtwjE1hDBWyhZDXEUHqkCB/wUSkpfzofmFqDrVKoJzvi29z9GK6/4/sorr7RA1gJK89y1GtLFqaeeqobkwrbM46qstlU1dDNExm1IV6I7g0IzqxIyANqp6loF4B9++OHCrRZJa2vwlmBVa4Vi0/Xr12ugJbAWisyYTuVfw41yBCYMAb30rY/uoO1D5jASbJLmkeRhlvmTbNq8Kv7oo4+S1ZNjVQ7TdVJop2olhF0M9LjHvOFtdVOOzSiRrJBRUnXlWBeTsKgc+XDPISJGMomL00ocwpZYXEyWFNI8JIBUE+PR5UBNNBz81ClZoRzoKkEOA61j7mk0WCkNZZQ4flEDZZgJotiUOSnNNW1EL2xItjIzlJABUCTPggjcImANYdSOkMSKsK0B2IhVygpLnSplTGAERVUTGradbF7fEXAE+otA6P5y8SL+D7qoMEkVN7/r1q1bs2ZNmGATcVZHS6zcoWvlqiphwu4a2qgLJoRosA6FMZ+QYTUPKiKYGhVKwlikuxD7PPLII4RiFnOTlYYKFKqCWtEcIYhSIceE8mvXrtVZDpCgJjYcUYIx+qXk0EMPxR/oGGnvvvsu1/G8hmSPI/yVNFYCaMsckDkpzVVZunUzM5SQVw9aUE1UAAQ3nH1q3EIkRfFobTEKAPF5apvBKj9YVYG1UNSOaZvp5nUdAUdgUAg077sJe2YFddGiRamnNVoy4gp1yy23DErf8ZaL7Ww75KkeTxa5yLIKbauIXAdtdxJkzpEdUDNSn4VK+VQasghJ4ec//3lInlXOymfoY3BmVOMjURxQkyYphELKxlr6xoyGcMqb2G984xtvvfXW4sWLVZLSvFaNDmaanJR62LLXXnupGs47BUIKyejWQXLyWOVNrhUYopEZ0/Ge3a6dIzArCLTwizwseeKJJ1IJNjnLJem4447DKTZeGqYYXcUBcpBQDT/22GMgI4+Ie9PupNpdmqw6Ev9pzw4fFuLYMiNid36yiQZvWn3E2C8kSzRUXygPQQerAvYEtFbzlGLdzCxXL9Vvf5FsZXKkUn816dcEcDmOgCNgCLTwiw8//PCGDRuIS4hdDjnkkJ07d/Kt/SN8Q2l0//33cymfWacICOG+j3CVkpW9vffeG7cnfKoQEZC98MILeBqdDevomLsNmsOPwSho8PCyPLiydT8OkBAGdq1meaOGJg1lvvCFL7BcyeIBhRnNqwp0MFNCMupBGELorGp5EFJItgKqrcm1wvulSVvNvb4j4AiUINDCL3JNJ4hRNEMkxH4NviH2Ix5avXo1TnHBggUlXU5rHdbHcH7strBA6vbbb8dY7h74ltvjALhWrlyJk9OWXX20tmZtcbEKDc3XciUlAH3xxRdtAZO9ptyjXHrppZLAARKQ0xnevIahWCIettryRBMNU5rXqtHBTJOTUQ9ltOk3A0IGybaItTK5KryPmrTV3Os7Ao5ACQIt/CLiomhGcQ8RDE9c2M1hLyHoYVhJ99NUR+tjrKAqpOazadOmZ599lj0j3D0cddRRekzIhg7uIXbbbTeLcgCBtnfddRdBmNriOKnDc1waHnnkkWqIf2W/pT3cVRMeZKovDvgZ7Ycqh7dRw0gU9U844QRWUymv1RxN2K0TvafRysxQQkY9ngXiDg888MA8CBkky1FSzZQVKTkRFH3UpK3mXt8RcARKECjimeJ6XV36Cwuj3ZXyoGH3tRJK9Oulzkjyo0ZQGA5hOYUGSArGVMMIkEisnVV5OApRR6F8HRdqGClW2zajRrUjVW40JK+ena21K6VkNC1Tg1KVmbEig7mNSMrYXma7t3UEHIFeENBlWRKK/GIvnY2w7Uj84gjt9a4dAUfAEXAEuiEQ+sV266jd+vNWjoAj4Ag4Ao7ApCDgfnFSRsr1dAQcAUfAERgGAs5LPAyUvQ9HwBFwBByBcUYg5CX2eHGcR8p1cwQcAUfAERg2Ar7vZtiID7k/3nok20B5p23rl0v2mo6AI+AIjC0C7fbd9MJLnOcrHluAelRMLEKZNzijzDiZ7hqJizMVSnh9w66j+o1d51EaBDFyj+PizR0BR8ARKEFggLzEXFgzfMUlyk1iHay+4YYbjjjiCHgVLPFN1ZDqG5+1xuZpdWnSX97dUKvGrvOjMyBi5EmcEq6zI+AITBYCA+QlzvAVTxZGrbQVydF//s//mZxtUEFZWwudw9zfjRS4Rqtby3mLcKsQUd1GdLghvTAKGHeucuUQ21XpcyUZNuOQWJjjFBdxiFJEjJziIi7kKG6Fv1d2BBwBR6BHBHJ+ce7cuWQXg/DIyIzoTKwaq1atso7Ja8VDKeMFJO0nyT85myrvUeMxb06cdP7553/uc58DPcvxjQMg96nINLZv3x7ycL3xxhuipoKn4tZbb6W50s+KiANjLYaj5lVXXUVzKixZssQYLaiAYyNIZbA4ddNNN5FqjgzaGzduhPbh6quvhv4COTTfsmULQ4ME5FBNqW5h6iC/aLW+uj799NO3bt2q7KN8c3zSSSfJicKdIgkc8DMMjulRxMjcGcD9VFs5JaRqi3r3jyPgCDgCw0FgsLzElhMr4isejm3D7wVP9vjjj5PaWykx8VW6podMtiRQZYk11C1DgRuZkCLRVTVlrzX6YoGvQlUQvbA4sKokydX6NFHScwXB+qYkT8yrTk2lVOUOVMzDH1Dv0RFwBGYQgXbvaXTjJZ4dvmICRMJEmC6YSXDHmy8hrzpkF/gkzTB4dMl2reNGuuBwUlaz1OpsIdWtsVAhJ0OSHPbIMgAZz4liKeSbY0r6wkXcC0fxDP5R3WRHwBEYGgIt/GI3XuLZ4SvWjhstO/PQDhKM559/Pr/7pl/D3Irqti3HL+Hstm3bGEe+OZbOrYh5U5W7cRT3CzSX4wg4Ao5ALQIt/GIHXuKZ4ivWMiPsUXrqxudnP/sZPFM8YxMfr3EIUwc23f7OSK2XVumLq72UUxCrrZZSGUpCWx33hYu4M0dxf3FzaY6AI+AIRAi08ItteYlnja9Yy4w8vZOL4gOv/cEHH8z9hNY5xSFMuMY+l/5OxLZUt+UUxOjJwik7iS677LIDDjhAu6taEfOmKvfCUdxf9FyaI+AIOAIhAi38Is3sim97NChM8RLPFF+xdtxEDs923xApGocwDLorVqzo7yyspbqtZQam3xTHb6o+TdhJNGfOHFtEbUXMm6rciqO4v3C5NEfAEXAEMggU5YHrzEvcyFc80LEZMv9iins5ZLuVvUo4pHuLErrgas2woSSU8Pratp0Ux6/ESsOMbrIiT64bESPn1TNYSiQPdM64cEfAEZhNBMKraFG8WLsNMiwM48jwxYBU+VTintosGr60YOCEhYZGBGnkLSL5kYQolA9lhsG9ybT65gXDU1HXUZ1aIdGYhtNAzcMeI/UKK0/ltHGjHAFHYNwQKPKL46a06+MIOAKOgCPgCAwIAfeLAwLWxToCjoAj4AhMJALuFydy2FxpR8ARcAQcgQEhEO/X2LFjx4B6crGOgCPgCDgCjsB4IjB//nzbHli0H3U8zWjUasj7URv18QqOgCPgCDgC44lA6/2o42mGa5VHgOTgDtGYIND7WPQuYWqgGBNDXI0pRqD5+aJI8iL2eREHigiJjyWhJi/on//5nxsxUEiwF9L4TSWgoHHYYYe1JUUSsaIhachYCpsOWAl2iKsybVP9lnTXY1tmSDSdSjodnzqa7YUmlIxF3rQSCSmVbKQyQ9bKnF5GocSQXuR7W0egXwg0+EVRYWzevDnsT6RR8PmZUzz66KNFLsiHA37KPVxwwQXkRaMQ2j/YAeHO7Zfe4ymnmsegUU8yq5Eo5zOf+Uy1ZgdpJqSkbUmdlP6jatuI53AqtDK/VeVa/UskpOqoPDPNOFsivy/ADq2jvmjrQmYWgZxfxI1BDYFLW7hwYQgQbFOkkDamJPJQM92hVdLb2RyQMwx2YmIgyHVJjUYhFEuQ/23atClkr51K0DGc+G/9+vUf/ehHiZ75tliQAxUSzBkO3EAcfvjhqmNhd9iK8lpee0UA1Y50KwOtx8UXX6wY3fqlaz6pQIfhVoVanVNta3Wj01ppNuKmkq0uoGq4okDz8GfK2LbgaJ3jyiuvlDl0ARp2LPVq4cLMU089VQ3FlBJWlqpVKKpjYQgU4tZqNKuoWnc2zVLjYm1t9EuwKp+ZVUPyM2QqLw5u1MQggEuzj+4c7fOTn/wE5oe3334bPqB77rlH5c8888yyZcseffTRefPmcazC9957z1pRaKesnAShCLn22mtD+YM+Zm/toLsI5WM4NxB87/P+B+gwH876Y445BvNfeeWVfffdF4YN4WlQUK5W1KEm5bSirYRwNiznFBVMYG1HqKQurrnmGupbvxxLH9Sg0PqVCYyv6YySVkc6p9qmdKuVpo7oN1Qbc9SXmnBAHc0Wm3LVVoaqFOCnaZgHB5y5n1N97GLC65h7O03aFFxSiQ/YanRQj/q777678ElBEY6FzZZWuBWOZi2qNso6+Na3vlU7yrUTqRGrtjMzNCQzQ4b5n/W+HAFDIHR/uXgR/yd2iPAmd926dWvWrCHpc+j5rY6WWAmAtDBIue4oiTv5ec4550zM/UJvikK7KOjItU1swRVEUfWhhx5K6Pzggw9CThL1EPLX0xYJqpDnta92JNj1zYcFNIiuli5dqp/ogxop41SHyjShYWPbvG6RtLBTU5vVBfQBHDFYiauL3rmGqqS2laFKTdYz1q5dq744AG20UqtacCinOZUZC/yBjrH03XffxeHlTWbNg+ETvCwM0Jb/grBNQRGOhdnSCrfy0ayiWjvQtePSAau2M7MKRWaG9Pb/89aOQE8INO+7CcWzgrpo0aLah2FU01IJ13RYAK0VHvSBBx7gESMLqpAutd2W0pNxo2sc3kxIC+jpoZriqiqPVVUtrMDZvfbaSyvVKV57SagVFQmnjq3QnnjiibWoiPWJFUIttJrYfNuUbilp6hq7sE7HAEK/yMEhwdIFVxeFMLEYp1WobdVYPBm3XLrr4sOBpGXAoXfMNE3s2DrKmAxnpFX7xje+8dZbb8E0YuOLSxaAfNCEpWzTJMK8G25mVO1o1qIa9ZsZl9qJlMeql5mZnyG1U9QLHYGhIdDCL/K84YknnkjFfJzlknTcccfhFKP/mO4K+SfsvffeCgj80wqBFN99iRBdQ7lea2NUapMqty9EsVQ444wz8J16yFTStla3WmmN2nLn9Mtf/pIQkOfQxmnV2Kq/FUpMVo8gefPNN7M6Yo+KWw1TN9zK1auFpdu4ZBBuZXIop++a9HcauLQZR6CFX+QufsOGDdwIczvMGtfOnTv51iYOvo899tj777+f5UFzitGbBqwlQoc7s3CLnh4QUghEFYiE3nzzTSpneO1LwORGhNsRFhs1NJn4Ume5raHyQQcdxHA3ts3oVpVm2mIX1umnZoXisP3224/Zdccdd9QuotYai7+nsqEaSisBp1qn0WRrgoHwTrMIzCJK22Hqhhu9ZNRLoRrZmBmXtoj1ODP7qElbzb2+I5BHoIVf5MLK/gK9jPHUU0+xT4FvSG4JLFavXo1TXLBgQdhZFCDylyagpHA2hyR8fhZtthQgWlm69NJLOSYsMIrjFK99OYw4HsU0jNTKlStxezwbi5rbTQxXK14hf/HFF7VCmG+b0i0lzTrFOq2oY6/NChEjX3bZZbWLqLX2ypUKtEhaOT5RzRK41ASFMYSHmgDbapg645YfkVpUQ+sax6UVaK1MLpxvrRTwyo7AgBBo4RfRQLd4FnYo+CCw4EkDuxj0ZMU29IuQnef5KuGAn9GGnQFZNYZieX7GwzPcElDccMMNV111VaSk4OItTyoceOCBK1assIsv5cQlitSRwC1I6hGvNcHB6D0Nblx4bqfnXixO0na33XazcM10oNqRRx6parhwtonSRWNb6VzVrVaa9cVTKzwZNtIX9oazAmfMSz7li6ghaFVpHaZBo8mRTOqfcMIJrKZSXguFnL29M5Mf01rcQgkZ9TKo5ke5A0rdZmZkSHW+ddbEGzoC/UWgKD8qF77q+ltYWN3iaPXDU5lFvP5aJWnDz48qTCK4aoEKoUhVSCEcYpuSg/lCXvoYvKF6VT3DajouaVs7xJlxN5TURWgCgRcPsHl0x21ENCVKUA2lpepHqFbBLDQ5muH6mbLaxiI0qhVuhaNpMmvtqk4GG+XaidSIVcrkxsFKaTKI64DLdARKEAjnZFG8WOvPwsIwjrRo0q56YYhZot/k1hEmEVy1QIU2piqkEK56r6qDkRqmTzgEJraqZ3WkwpENTSvRLTXukVYhFKw9nHLKKVWnWIhqpFUtyKk6ISyNcFXNz8/26E+RqRwBHo51yWjWjmA4PWrlp2ZsI1Y2zar/+vwMTzWc3P++az5NCBT5xWky2G0ZTwSUb4WdqLPzkut4DoRr5Qg4AkXrqBMK0/DXUScUqDFRu3axcUx0czUcAUdguhFgzeODxxDRQw7nJZ7usXfrHAFHwBFwBKoIhLzEvo7qM8QRcAQcAUfAEfgAAV9HnYzZwDuFpK2ZDF1dS0fAEXAEJg2BcB21OV7shZfYkIl4jCcNsSJ9u/ESN4ruwObaC6cx+vRCO5w3x0idBs3E2SMCjYOiCgPtZXCjUGidV3MEZhaBwfISC9aIx3iKsa6+x9kXYzuI7dAkVLXH5imryWxA/lXyJVXpRPoC1BBMiPQcEFD0kmcS7jtcLtARcAQMgQHyElsfEY/xdKPfyOYaUewaMa9SQhtpsGIRkmhHJMMpPtsUp7GhPTTa4ZSGJN+57f0PyduMViVUG9ZfQyMlRLdZMJcpiVLE8ExzCiNW5wz/bS0FcYYDWcF0bS/CubavWoVDomMxJNtIiaI5JKyuZbTOQOGUv9N9kXHrBo1Azi/OnTuXNF3Q5RiPD9qIVWPVqlWmGbmpePpl72KTe5MMnHa2Wn/QJo1c/htvvAEgIq+49dZbCZKUUfaxxx4DDdSjAnngtm/fTjk0F0cffbT8RBR88JPUWRs3boS14Oqrr4a9QUxekJYoSy0H/KSQD/y6YsxAbMjzJTTwsiSfYzSpcNNNN5FojR75cMBPSSOSswSbapXqrlZa2ASuMcnkQBpyFv1Rko/IHeVjsF1qk6Du+uuvFwJGWFYVkjqVQiCjasb8cICWLFlipBl5nGv7SmGoabBlyxb+LMyTrVu3ag7wzfFJJ51k88H0pCb4KE15t9EZ+V/DFXAEJgKBwfISc1Go5TGeCGh6UTLDfCuxhRSy1AyznKSYYFOcxpEJSkoyUNrhDFFwNc+O2CF4kZ9TJJ239N8ZIalTeQQiwwVLnoK4lqe3BOeorzx5r4iOyS2MPqJg03fIyZxitG5FbtzLZPa2jsCsIdC87yZEpC0vcb7+tGLdyHxbQiFbC06KCTbFaWxChkY7nCcKjoxCbTKVWyp5Y/3NCEmdSiGQ57/Fh6UYm6PUaNI8j3NtX3nyXpkccjKzukCe9zATXorRuhdy42n967ldjkBfEGjhF9vyEufr90X7GRTSjQl2HGiHRzJYGf7bHjl+q+ak+ioZMhYYtm3bxl+G73I6kW7kxiMZCO/UEZggBFr4xba8xJn6EwTQIFQtpJCtdp1igk1xGocStL43aNrhVkTBqE38Z3z3BEBSOCMkdSqDQNVw9VJOQWwwNuJc7auQvFcLpzyhZC0hXESlMMVo3ZnceBBT2mU6AtOEQAu/2JaXOFV/muDrbEuVQpbnTDD0soyGTFwFz7eqwlNMsClOY5MwNNrhVkTBIqnWRhKiN3YGSeGMkNSpFAJ5Jt5yCmIplse5tq9C8l4WTs8///xaTuYUo3Uv5Mad5603dARmAgF2uNkHg8OfOn7nnXdYrrnnnnvCU88888y8efP4phAOWxqG/DUcZ+pXuxhQCbleByS5VixoLFy48N577zVkXnnlFUqEEsf77LMPsOjgG9/4hhAD27ffflsCCZ44ReHuu+9+44030pbKQphCmIo5pjJN1JZq2pQRllP4rW99Czlqax82gtoY/exnP1O5Fe67776IMg1N7VR3tdIiTSLr1B2fUKvQZNTGNOZbZGYIUeaUqRohkFE1Zb5wkJ4chGCmeonwxHYDuRbD6t+KeUKwaP2Gk4ehwShkogmIGYAdRqd26nqhI+AIhO6vKA8ckFW3IYSFHEc3Efn6w7njGD6fhjCJkDEoVE5gxMYK3kmA5104hFgZklU5VjNEu6SteqltFRWa5qnBDW2xQawd69qz6i6qbzpwS0GU/NOf/lQ7cVJmZk7Volcup9Z8dVeIc+PQhOZX/1bVjqqAp9CLJGdGZzj/Pu/FEZgsBHTJlc5F66jVC190dYuCxcb6k4VXubYyPDQ/daxq+oTyw8Korf0M0S5pqzq1raLCsIvwwlpVNaVDpi/TwSSz8Mg7+M8++yzS/vjHP+IUeW/BtqdmumiFQLmcWvOrjjw1RimQM+BHU6s6GaqjUG3SdnTK57PXdARmE4Eivzib0LjVg0aAjBBr1qzh+RkJX8gdgVMcQn64QRvl8h0BR2DSEShaR51QI4e/jloIVO26dGHb6asWLn5On3VukSPgCEwEAq3XUSfCqglSsnadeYL076+qtevJ/e3CpTkCjoAjUI5AHC+yh7O8sdd0BBwBR8ARcASmAIH58+d/sHZV3ZE4BRbKhLFdR50ahN0QR8ARcASmAwFfR52OcXQrHAFHwBFwBPqPQPN+VG2mD/nhpAUlbCM0vkBKeDPv1FNPFTHe6tWrLb9X/7UevMSQM08W6SN7lVrTyAIHr87IeogsBRZG1gZ9InCQkiFTo6FpvIYRZWMh3OXN8zAWdufVHAFHYDgI5PyiLoInnngiRHHRm/tcGWEWDAtFTfeTn/xEeRNgRr3ggguGY8OAepEh0Ud9iaLIeAQHpMCYiBUCUoYxZWRNsUnBITQhRJU3Jpnb0B++9tprn/nMZ9oCXt48AiqCsW2/Xt8RcAQGikDSL4pPlYvgEUccEWnAbfLKlSujQhHjkT+MPFVkwCKjFSy4Ex0yYqDSbr0XfHjljnJu/0nUKd55RZZEJNdddx1hBzHlYYcdBhrCh7NWztk77rgjxO3RRx/df//9FYmGrVJDXtuX+Gzz3eWVpC1jigKmifiTw48kcDNEIbdKWj8Iccgb29ZSdZ3SqtEcKkDriDlVzA0ozLntttv4+eUvf/nYY4+1uUoGPo0j34ydytUjJeeeey7f+kTNM2NtQDExqjB2A2eg1wUX7gjMNAJhPAQQ9pP8jVoxI2Ej5ZbWkvJjjjkGh6FXsMM8qHIfSPjxj3/MKbJ61oZcQyvsJT+q0ldWs4xKeeU41VnVxN7w7QuDi6SmUdoag4W2ZCUNJx/AKjto6lPbV9gq1V1eyYwmZunOnTtlpj4yMMSBn6neO1gq4Sl88uZoipqqwt8yrwpbk6BqdrZqgtLSRvW5/+NjXah5fqw1YaowdgNnaH8i78gRmBEEQvf3rxKFhyfAQk4u8ov8+alGRKh04VF+cLs4RpehkSDbu1+Ut7OPLpEpv3jNNdeA2O23327XWWWCBgoYlDjFt3lThNhZsj9bRJoHyq7O6ksCbRQy3UUNQyXVoymg7OF2QxB6PurgDjX6mhvh2UzvHSzNa5U3R91hAragJ1hV/aJMjsxRQz7cDnJWUPCTcuuRJoZV2Dw/1hkYO4Mzkv+Ud+oITCsCofvLPV+svn6ux4pcaJYuXZqKsm+++WZWULnWH3zwweES34RG5dEkSFkh/wdisP/IV/FhDRaqxYceeojF0g996EN8P//886w2v/rqq5xlGRaIOLvbbrsdcMABPKz653/+5xKUkH/66afTF8QdkBPRRMyF+e6oUKukeiQ96aZNm/7qr/5q+fLlKFmrRpSgNaqT6b2zpXmtUuZIE5KzL1iwAJ3BykYk1LlqjhqSz50PZ2kOvCFZJj1CEBYlItDPRvCt66jfzuCUTBWv4wg4Ah0QaN6PakKNFPCSSy7h6cvFF1/MKXvUhMvkus9jJ/72e+65Jxf63/3ud9xxd9BpfJpEzxch9U3phm/bY489UmfNuYYVRO8ObmeddRYVWJfmUt6XO4na7ug6pSQPvfDQl19+Obc7xIK1XqR8UKq9d7O0Uas85uUK97dmCvxUL93A6a/OLs0RcARCBFr4RWsW/vN1zCmI1Nnat3XrVm3U3LZtGzfXFE463OE6atv8bZgfrqNq/e3111+3rY8IJDSBmPepp55il1PhnQTx3A9/+ENuU8BZXL5Qt2sI8t2lxgJfSNdHv/9hWY+ItsOo5XvvYGlnraQJM1C7h1g0TkXAkZlqCN3VfffdxymaA2/hNO4MPh11AKfDAHkTR8ARKESghV/Uja09XNFjGy5eiqK41nOJ5wLENZoPB4QgrBEV6jGV1YSJraOylMrHtj4SKWr/J4WEPhs3biRQg1yi5KVAYjsIKIQz67civs93l0FYbvW73/0uyrCOysphfjhskSCslum9m6VttTJltDIJMmLq0MJGyUcmYD67jmlIc4RQUvIKRwfwBWMKnBKFvY4j4AgMAoEWflE3tuHHSqTZ97///bPPPlsRJAd33XWXcekNQvWJkAkmF1100Zw5cwQLS6b4P8HCxZddS1zEdYr9jXfeeScvunHKovBaG3GfvD8jmRHOme4ycOFWUZIKyCR45Y4Hf1C7Bs7TNeInqVd9CSfVezdLy7WKTANe5p6mIhZxD1G+MsxNHrG4sOWb48ziedRvOfghjJiZmgYTMcNdSUdg+hAo4pnSSml1FZHyqFA19Wm76th3cHvMj5qyWnqGZ6OatT9TsNQixmLmt7/97fXr10c3Friir3zlKy+88AKLhPY4MzME4SgUKilp4cimzLGa1V5qjW1laQiyyW/UKoTCuqMwM4FTE7s6h6tCUiUZ803DUD2bTmPyx+n7P9EFOgLjj4BdKFC1KF5UjFg1rFoYRZPjj0VGw5TVdvGKNhaGV8MQmfwTyipirKNeffXVEPbmo21rGJmQ6i4yp/ZnaFGjOVUc5GNSc6CDpZGNVVRTSoaa2HHtBE5N7Orol5fUDk0j4KkBneg/kSvvCEwiAkXx4iQahs49xosjtLoaiEuZMF7Uiuukf1KWTrpdrr8j4AhMFgJhvOh+cbLG7l+t306Y6q6uI+AIOALjikDrddRxNWQW9cqv7s4iIm6zI+AIOAJ9RSCOF8md1lf5LswRcAQcAUfAERh3BObPn//Bbrhol2D4c9ztaNJvcp8vNlnm5x0BR8ARcAT6iYCvo/YTTZflCDgCjoAjME0INL+nQT4OqObEtxd+KDH++vJTk4Kd+PaUjyb8VHEYkEXlXPADUiAjVoTVTIxWXZfk8WklMKpspIx9yTHbiya0HZyxkeRonnTrV62Y8JNOmNrjqHlzR0AI5PyiLn9kqyLxabS+KmKN2kXXzKnJAl1ZXaqf4VhRzgU/HH3CXjrTzQvMwSk8aPmtNB+QMryfoxTEelEnmifR2XKFB6RtuQJe0xEYHwSSfhGnSCZr8o0dccQRkbrcoq5cubLWhsyp8bG5RBNLBks6NCXjFkuisoJF7O3ca2/YsCHFd58nl69ytat+lUo+RQdfVYaLZiMFfCPlfYa2nlsiQKjNkprhrI9gT2lYK8FsVCpwpiVBvOKb6BRnqaOx4DuMHcsBRMJ1113HMglC+L7jjjtScwaZ55xzjlYU6A7kUzVNK9WUIfqkoKgtxyJyB/Khr+o8sbMyPDMcpnnewJI/i9dxBKYNgTAewjb7CRGr1soiXmKRoZNwEl4k6oe8xJlTqdhroOW98BKbYkYbi3UhOCF5PTyIu+++ezgzgMjqZ8jla7nauaKFwjNU8lBDo1KVeh5S+BTTfdWEMOELRLuqUEhbb/VNbAlnPVZnSOpTEkIebBECizzZBshwCy0yKulao1IA/sf/+B+j3DqqGX004cNxB3ZUolpIRKyfqRFJncqUiziaUa7Ok6jfFJiR5jJ2HLjEB3pBcOGOQAaB0P0l40UCJrKRQSYQ3QiwhrZ582ZWb6r5VjKnpu1u4v/ZI/b2X/3qV6+99pqYRkTyTt5tLj2R1eBJBWiPKIfGlht2CIrfeustC0Y5+8ADD5D4FN4S44LnmLEgvOAeZfHixVAQU43vT3ziE7AghfGQlKE+kqtiU1nlqlqpL7JmG209fXFMucJo0y3KqV2ipDCpNTxvJrYTuJNaHZNJD4sQMTyLEPj44483A2URTC/UhyJbz8xKdBOANN+yZUseallBxIZYhpvhYDmB5immMC1v1s6QFBSpcptU0VhonoRTLmOyac50lcnT+g91uxyBDgjkni9WU0fq2SF8CxDYRp1lTnVQayKahOztjXz3teTyKa72aubVRjr4UJlyCvharfK09amssHL2uCjj1YKnmvsDea9oQFMaZiSoCRV++9vfIvOUU05B5sMPP4ynxArcmLowiw499FDYu6zfRt0MQEKuQisk8/zzz2fBYJddduEuAR8DeUjt7E3NkBQUJYOYGYv8cEhzeLAXLFiAkNNPP72ccmQi/puupCPQCwLN+1FNOvfdhIn8vOSSS4zWTg+ZMqd6UW5S2jYyy2NILbl8B652WwfIgFMudkCU941KNmpYlUATuH+fffbZv/7rv8Z2gjOU//nPf/7LX/4yZPpstKhRNwO2sOZzzz2nJplURJkZkoKiEaLyf0ehIeUCvaYjMN0ItPCLtdeLaBtb+A+MTk0xjp2Z5XUxZbEa1sOnnnqKjU6phbi2dPCFYmsHpTNtfSslazXMSzj55JOJcn7yk5/g/OABJtxhSf/JJ5+kVSPTZ7lubWuyqKvtNldccQX3i+wJqqKanyGpweplENEhY4hOobm2/7C2T2Q/xf9QN80RaIVAC79oWzT1mITVVHriD8/yUeZUK20mtHJnZvlyrvZWdPDlYmsBL6Str+5HLVcypWFewiGHHKLlPjwiT+xwk9LfDjLzp1y38ppa6sSjMAHwiBAg8yB2+fLlVTUyMyQFRY+DiA4ZQ0xzILW1nwn997najkDfEWjhFxXcRCx6tnaUOdV3pcdNYGdm+QyRfdXGcjr4VmJrwczT1od089Gb4IVKZjTMSMAX4hFR+MADD7R4CE/Jxb1kShTqhqjCmtwO3nXXXRdddJGWRhYuXMjDzlr+r8wMSUHR+yBmDJHmZ599NmqzwQqP7s8XS6aQ15kRBIp4pvjzyClGoFBeS+tKtcypoSHbr/yoteZHhfppKEXm11Y26KxtCHKmUwMwkhCNRa3YEPy8VhrE0Khq29SsCGuGWqVAi+SEmteeShleblFkVxXtjA7Vf0F1RAy96iirpHaGVNFunBspzWtnVwpnywyZ+jsP7T/rHTkCo0LA/gX/928S/fGiy8GoVOxLv/3yi31RxoU4Ao6AI+AIjC0CoV9st446tia5Yo6AI+AIOAKOQF8QcL/YFxhdiCPgCDgCjsCUIOC8xFMykG6GI+AIOAKOQGcEQl5ijxc7w+gNHQFHwBFwBKYQAd93Mz2DSoI0mD2mxx63xBFwBByBYSHQbt+NeHwiElrSZJD9MuTKkfK15bUShmXssPsRxatRGddmP+m7TkL47rvv7rtkF+gIOAKOwKwh0LCOKhZGsm2FuFBIilTIiiOwastrJUwrytwW8Mo51H3/8v4HMgcoL8gfOwR7p+kFmyHA5V04Ao6AI5BCIOcXiXV23XVXuAtI5BG2J5knyRX5REKr5SkJUzkeui1Ys2YNZCPK/rPnnnuSaZ1Q+7777iOItJibA34SWdLk1FNPvfLKKxVfwhCrYw62bt1KCKhyEfACGk2gtF2/fr1R5uKJdecBi8XFF188HB88lcPnRjkCjoAjIARyfnHu3LlEPFxw8Y6GFxfiJ554YtWqVRGCteW1EqYVepJH//73vzfCI5mJj3z99dfJVBnFc/aTsBu2P24++Bx00EE6JuUmSaiPO+44xZ0c4PnkGql/1VVXbd++nfIlS5bgiSncuHEjJI6w6N18883TCq/b5Qg4Ao7AcBDI+cVly5YR8YSpobg0r1u3jpAooi9IlVclDMeqkfQCp927774Lq3DUe2NuLTh1Ye9TNR3jHV944QUyUCvuPOecc/CjjzzyiCQTg2pcyJctAmS1tVy1IzHfO3UEHAFHYDoQaPeeBiulixYtIvqJjE+VTwdGg7ZCZAv66Bj+dxweZEBaRyVeJ2qnUHUaHe2gFXb5joAj4AhMMQIt/KJWSoldIjhS5VOMWq1puLEPf/jDETc9kXSVrb4EGdZFWVDVOiofiL2++c1vljT0Oo6AI+AIOAK9INDCLz788MMbNmwgdiGCgdln586dfLOFJFXei1qT2BZOO56ngkaoPA8dP/3pT997772tLCJqZB0Vnxqyd7WS4JUdAUfAEXAEuiHQwi8SrxC1KHyBXH7evHl8wxKXKu+m0OS24pkrO1/Wrl1r7yyyfZRHgOyOYdMpjLWQ82Ed3o4HhHkzoeuj/plnnqm9Ntx8sAG1+rbo5GLlmjsCjoAjMLYItPCL2BCFL/agK1U+tmYPSLEFCxY899xzvLOo54KsrJ533nlw/OIyb7vttm3btlGIwzvttNOqb7mEKok2lr02is5Xrlx5//33Vx/rWhPqs2HH39MY0LC6WEfAEZgpBIrywNWSDKeYh1tVHijWo+JfTBEChzS/hlIIVwlXbbVOnp14oAi7cEfAEXAEpgOBdnngFCZWLU/timxVeToAjaxIPRS08hDSEK4Iulo51TrWu7+nMZXTyY1yBByBISPQbh11yMp5d46AI+AIOAKOwJARcL84ZMC9O0fAEXAEHIGxRsD94lgPjyvnCDgCjoAjMGQE4n03O3bsGLIG3p0j4Ag4Ao6AIzBaBObPn//B1sho8+Q00RWNaj/qaEfXe3cEHAFHwBFoi0Dr/ahtO/D6joAj4Ag4Ao7AhCLQ/HxRXPDGHSg7yb2y//77VzOw1JZHEmoFTih8vasNY6KSAPBpZE8kgU7I45jvXWSN1TEy9sdUhd6NcgmOgCPgCEwuAg1+UZy3mzdvDi0UAS9EgJHZteWRhFqBkwtfj5rjCFm4Vmo9soTDdtnoGssXuj/2sY89/vjjtVlyJCRToUe7vLkj4Ag4ApOLQM4vkueTPGRcrxcuXBhaCKsUacyqmcyq5ZGElMDJha8XzQnX/uEf/uHCCy/U+/jQLnK8detWyqO40CI8C9ZJl0p8SexITRWCrYJOy6TKqcMPP1zxogSGZ1VoFRTESwIHystaK7YXk72tI+AIOALjj0DOL8IOQQQD8x/e0SwRq9SqVasi22rLIwm1AscfowFpiCME2DCHOEnYf/vb3xLG0WMUF4Y/Sbi6fft2QkySrx599NG4NxwnSVkZLApvuukmkpXLX6oVTo4U5FTmLA1pbhZZBVYFjjvuOEWuHPCTVimxAwLExToCjoAjMA4I5PzismXLxAtvinKtXLdu3Zo1a0hUHWqfKo8kVAWOAwSj0iFMJm5RWgnnMK5U47J8+XIc29NPPy0TFHcuXboUcis5V30eeeQRWI6pzFkaVtk8wgrUgWITsRTmxY4KN+/XEXAEHIGBItC87ybsnpXSRYsWVR9ZpcoHqvoUCMdLESASohHq4boIHxufL7J8vddee8l2Ik7YOX7961+Llwr6DvwrQV7kXKnAWSqrFc2jNXAq0Lua80ENFgkaxU4B/m6CI+AIOAJVBFr4Ra2UEkxEUlLlDncJAgry5CDhs3zsscc68CwSej744IP41zPOOOPEE0/sQNb4F3/xFzxI1joqH4g2odXsXWwJAl7HEXAEHIGxQqCFX4SJfsOGDWIEPOSQQ3bu3Mk30UmqfKzsHENlot00eEcWP999992XX345o+2bb75pFd55550XXnjhk5/8JPXlX3l2iHs76KCDGBQTQgWqUVklNEdI2IUqsBheZfDIiB1DSF0lR8ARcAR6R6CFXySAIIxQPEFkM2/ePL7ZKpIq71256ZbA4ufee+/Njhjb/Hn77bdjMncbWiC98847+cnZ6Ikg21a1rebSSy+lGnLMxeLGiDtffPHFxYsXG3paZaUyJTSkeQSsKpgmSFPEmRc73aPj1jkCjsDMItDCL1pQYjx/9hwrijNKNo/MLOJmuFYpWUFVCM5n06ZNzz77LFFjuCUHj3XaaafZE0EO8HAHHngg9Xkqedddd1GZu5MjjzxSDwhxq9dee234DJgKVKMyZ2m4YsWKCHxVYK+NNFm5cuX999+PhLxYH0FHwBFwBKYSgThveO1r4xFHvICoLUyVZ1jmBwfrRORHjQAPbyk+SGL7Z/93mHRKB+EpGw5D0oSEsGek5SVUxQ5uyFyyI+AIOAIjQSC8rhbFi7XxXyooLKnsAWXobKpP9XTWynVshdGpqHKIbXRcG+jXapIvHMms9U4dAUfAERgOAkV+cTiqeC+OgCPgCDgCjsDIEXC/OPIhcAUcAUfAEXAExggB5yUeo8FwVRwBR8ARcARGgkDIS+zx4kiGwDt1BBwBR8ARGFMEivajjqnuTWpNxH7UJiP+De8jQoXRWM0rOAKOgCPgCHRGoN1+1D7yEhvbUcSR1NmSKWgYEjxFHE86dffdd2NmK0biKYDFTXAEHAFHYFQIDI+X+NVXX4UUSWxHIUfSqCwfh37xdgcffDCv9ltiUo55kd9SpIZvN5YzEo+Daa6DI+AIOAITisDweImffPJJruxiO+LDwZw5c3CWEwpc72obLSJJTe1VRY6h8brkkktABhJEeC0uvvhiI9nAX4qROMwMXkspTOGpp5565ZVXRpV7V9slOAKOgCMw3QgMj5cYXkAj3QVTrvtkuJ5ucPPWwZL4+9//nkSm0dv3lFBOKLlx40ZoLq6++uqbb75ZooyReMmSJfhOnB+fWkphKr/xxhtbtmwB5Ndee61KDTbLyLvtjoAj4AhkEBgqL7E5AK7mXNYPP/zwWb5ew2sBe8Yee+wRDQ8lYtUQXJakhmNjJD755JNhTIQiI08pfPzxx5OC3LML+SXAEXAEHIFyBNq9p9EXXmKFODxII/opV9RrykdGOKQohVVNFFT+cQQcAUfAEShHoIVf7AsvMULYV3LcccfpoVq5otNXE/qLD3/4w9UnrJRQztlCk2sphQvbejVHwBFwBByBCIEWfrF3XmL4/I499lg4jKBsnHGnyDCwhsxKcsStSDk4z507d7/99iuZrBlK4ZLmXscRcAQcAUegu1/skZeYSHH16tU4xQULFvgwCIG1a9du27bNtptSwjGF7LWBE7EEpRSlcElbr+MIOAKOgCNQRaBFvEjjFP9wCS/xz3/+cx6GHXrooeLg1YcIcpZHhYes7NHl9RUDBPbgF154QbcOuEY2zoTvaVSxSlEKzzKqbrsj4Ag4Ar0gUJQHri+8xLVaDnQ1dVLywGWoiQFNZ5WjKISrlnNYNQV1iji6l+nibR0BR8ARmEoE2uWBCy+1IRxteYnDmDJk3J1KiFsZFSETta2SCatCLedwipS4lT5e2RFwBByBWUag3TrqLCPltjsCjoAj4AjMAgLuF2dhlN1GR8ARcAQcgVIE3C+WIuX1HAFHwBFwBGYBgXjfzY4dO2bBbLfREXAEHAFHwBEwBObPn29bIIv2o04odpOyH3VC4XW1HQFHwBGYGgRa70edGssn1BDecZxQzV1tR8ARcAQmDoHm54ui94tewCd5zf7772/0uWZ2VC6Web20zgE/Jw6gtgqHJmP1d77znbYSqI+Qww47DDAF/t13350RYpU7dORNHAFHwBFwBCIEGvyiuC82b94cNhNLFPR+kayonOv10Ucffd5554mMngN+TrdrxJMdeOCB1113nUwmec0NN9wQpnkrnH8f+9jHHn/8cZFwRW/910ooqVPYtVdzBBwBR2DGEcj5RWKdXXfdFWLbhQsXhjDBNvWR9z8RdlH5008/zfV6+fLlejOdgzlz5lTpI6ZmAHRbsGbNGhiYZTJp3kgLTqiNv+Tz0Y9+NEqAp1Bv/fr1OmUhNeWkFN+6dSs3JQ899JClgqsVMjUAuiGOgCPgCIwDAjm/CKsDEQ/XZbyj6Sq2qVWrVkXaV8u/9KUv8WCM0Ec18Yi42HGweUA6/OY3v/n973+/ePHiUD4+8vXXX4dqGCbhm266SXHkGWecceGFFyp0Juy+6qqrtm/fHoXU3FKQ+3Tjxo3QSJFG/Oabb6Z+SsiALHKxjoAj4AjMIAI5v7hs2TIinjC1GCHRunXrCIkitodUubVVLEUMpLXBqfy8/PLL7777Li4wsg4QuDnAa1ociXsLVz6JKYUzITXlxNkmQQAq+swLmUpI3ShHwBFwBIaPQPO+m1AnVkoXLVpU9W2pcrXVQ0ou/XARD9/CMekRx2Zbck488UTTiuXovfbaSz932WUXSJthHUnpnBIyJja6Go6AI+AITAECLfyiVkrPOeecyOxUuapxlmv9cccdh1McKHvGyAfj4x//+Ic//OHoASr3BJTII1JBu5Dy+0tThvRFyMhRcgUcAUfAERhzBFr4RXjkN2zYwLNGdogccsghO3fu5JtNJalyLOfsscceCxcxnMbT7RQxdr/99uOJLGiEQ87y6ac//enLL79877335vGqcAihePPNN1mAVZN33nkH8sVPfvKTtZOG9dWUkDGfZK6eI+AIOAIThEALv8g1/b333tPOkaeeemrevHl8s7kmVU6kuHr1apyiWHan/sMzVzbIrF271t5Z1E6ZJUuW8GQRh0fsqAB65cqV+EiLLG0PzqWXXkps/fnPfz6FVUbI1MPrBjoCjoAjMBwEWvhFFAqZAvVTWtaWEznxqOzQQw+1lxM4iPIDDMfIofXCHcBzzz3HO4syWQunLCBz93DUUUfxk0I8JfcKu+22m4WJ7DjVKXb/3nXXXeGeJo6PP/54vaeRFzI0G70jR8ARcASmG4Gi/Ki1zO8pOvgUj7x50KEBOqr8qOFeU7t1iAqFEgEl/vL6668/4YQTInyqMIbp+3QvYnVSYzE0qL0jR8ARcAQmGoHwAlsUL9Y+Gkw9LwzLwzgyeq420QjmlY+i50xIbXKsSVgSnc3H61OMp5vmCDgCjsAwESjyi8NUyPtyBBwBR8ARcARGiEDROuoI9eul61Gto7bS2ZdAW8HllR0BR8ARGAQC4Tqq8xIPAmGX6Qg4Ao6AIzBJCIS8xL6OOkkj57o6Ao6AI+AIDBoBX0cdNMIu3xFwBBwBR2DcEWi9H3XcDRqAfhG9MC8XQgU10Jcv1ePI2ZuNygp7q7zTA0C6zyIFI2TOyqJQ+CkHv7xmYddtq7VSABDIrdFh3mZg7CyzraUl9UM0ImQmfSaXmO91BoSAr6MmgWVHTPiBEIo8NYNzFaLL4GPMXAMa8rxYyD2wlAyur7322oSSn2jU2qJX2GochqlQVRC44IILLPtSvwDpRWZbHUrqGxrR0EzBTC4x3+sMAgH3izlUyUTz9ttvk/2O7zPPPBOHYelPuWsmKCGoOvfcc/kmRsGlUXjdddeJZJjvO+64Q9K5YafkpJNOIus6B3ARc2974403UsfCUErIsMqHAwkPaYrDGKhEGp0++uij+++/vzLv0CPq5SeQOr3tttuo9uUvf5nEtpSkLKJO5lSH3mnCPQd6msLhLYgBYvCGFnFWwIaY1xprNfOYZDQJh6lfA9FqLkV2pVSVzFtvvZX68LeQL6lxyBphrJUpfTSZNQSMUTVYz49gRkhJQzW3oWGqt5rJg7iwuszJRiAMibAkCpIm+ueOHTs66//KK6/ss88++EVyeSOEb/wi+Fx77bWSSQlnbexVc8WKFVFaA9W/5557ollCcnCrue+++9KdeuTDgYTrmOaRMoXSEBt2eswxx8iW1KeVRQhJGSuF2/aeb2K6hfAyIhoITDNLVcEGLjQ2qkk1IW8IC/C8JuEw9WsgWiEfKpBRNZIprDJDVgJjrcxasXQUTbPMCKpmVTcJyTeM0NA/CEqD8v9m50uEN5wyBEL35/Fi7rbmoYceEn8I3wRScCUuXrw4asAVh4DywQcf5C6VAIIKZIWlhG+SgJMrldtYNeEfSyG0GMjh4Ec/+hEpUil86623InaqklutvDQEItbiXfR54IEHIjbpqBfOYoXc/89+9rO8RYQpGWM79K5FMPTkA0RY9/zzz3NNjJQkMzsVbr/9dspBj2CCVihDfVpxigop9Kwm4GsB4He/+13IAq2GhZpYL30ciPK51KhqNJok6c0PWQmMVZmoIbFz5szhW2PHtOc49cShOoKFQmob1o51q5lc8l/zOrOGgPvFhhG3e6KFCxfiWqJHbng42DCUxY3LNKRRuFJWLz/0oQ/xzZU95M0gFSokJFx2SRrOxRTeDNwtF5Fucy4vjfXYgw8+GGXo64ADDuBZyz//8z83dhQlgs9YlDe2W+9//OMfN23a9Fd/9VfLly8Huqq2oI2nR0mgA0BVkCagQdJ2Tp1++ul2KpKgmueffz6jAAU0roLrONnYqx01ahI26ddAtJpLpkBG1fLRLIcxkmkNSfDLh7OMAgiH7GkhVrUjWCIk1TA1pVvZ3vi/8AqzhoD7xdyIh/HWL37xi0LCLHOlGdG4Qy7N/ZptVWm6Zea2/ayzzkIfuMC4fFvk2rbfjEW1pzr0TryCI4eoEk4uotVa34aP32OPPdoqH9WH8EQlqYS9JZqkdOj7QOTnUjdVS+ZnjyCnmncewc4NI01GaPuAIHWxg0DA/WIDqrVJwGvbwBWlu1qto+rz+uuvd97VScy0ZcsW+mLZsDZ+yquO5tzC/+AHP4Am86tf/WrtmmFeQsaiRmPb9o4vRMOj3/8888wzxNmF012abNu2TQt3GaysprYgXXHFFayQV7drdtYkE7u0HYhGeNVXK1XzMsthjMxUw3vvvfe+++7jFKPAswNKKC8cQar1RUimu0I8yxX2mtONgPvFvo0v/o/Ln62jspTKR7s62/ZBvKXLCiuKXLvhX2wrQVsl+aAD99obN24kAjvkkENavf2WsShvbIfe2YiEjd/97nfRGatZiCs0WWu23DdgXR4rq0lf1CQ2Jbyjr6ijzprUKpyCIm9d4VwqVFX7UfMyy2GU5rbHVWIZL1akQZVRYCwoaXU72BchGUgL8Syccl5t6hFwv9jPIf7+979/0UUXsQdByzWsYeKQ8rtdUt2vXbuWJ5oIQRqbWlPPzFLNuUixW5KLnTRB1J133qk3I1VSaHbGosypDr3zyBDo0Ap7iXGvueYaLq/VTTFVtYEXMuezzz5bWOHtUlipJr1UMQnFdtakFtIMFPkhKJlLjary8JvQTfZyf5aRWQ5jJBMreFL7wx/+UNOeb44pKZxgVq0vQjKdluDZVmevP60IeB645MjKeaRoJuVgqhUil2PNw8olxyZfXUR9tZUQ6skq5be//e3169fXOuyqUSmLQg0FYoRV2NBOZXq3+qrMz1BgBoE8VtEA12oVjWa5Jr0MRKhYj3PJwI9Ai5ApH7LqlKtqG414BFr1f5UfQdWvFVIy9DZnQihSGtZO12m9xLtdhQh4HrgioFL7MqxxbYXweWT0LmN1L5/+t7Xldkpno75SrWqrhYWso7Lffc2aNakotmpUyqJQw0YoBFq+d+uo9rKVQSCPVTTYqQfGVUjDcQmFlIDfOBC1WmVUzc+llKoRMuVDVp1yVQRClaodVf9j+RG0QU/NwNT/rmQ4IuGNf+2iC4RXml4EPF6c3rFNWFYNKYYJwWh7H6al3pcj4AhMEAIeL07QYPVf1eg2v/8dZCWOtvchG+vdOQKOwCQi4PtuJnHUXGdHwBFwBByBQSHgfnFQyLpcR8ARcAQcgUlEwP3iJI6a6+wIOAKOgCMwKATcLw4KWZfrCDgCjoAjMIkIuF+sH7VWeWEmceAHoXOG5D3V3YDI3ztoUqthJKe/s6JfSg5iKBtlDmjgGvuNKkRMpW2be31HoBaBZr9IIiu4RsVrGn4oIe0TZ62Q1IjiJtXHaHUnEfpxoGWfRNyUWqVc88GRv7fVJKVzKKfvs6JfSpYD3q+agxu4thpOLoZtLfX6Q0Mg5xd1S0giRHjqo4sd7hAq8KgQHh/VtM/QzOh7RyEteyNj+KOPPgqrlBHNKy11dCcbBge1/Ox54nVuMmqp6tWR2OqrHPScslZ5Lvvee8/Lr0KUIn8fhCYpmTZMKH/uuefyDc5UFp5Vi8JZYYlP7UbQUpBnYLfBysMVDuthhx22detWFIODnuaZeaV/QR7A0FJxLiLfJo+RJmbmfO3A5U0unIS1/6P8DA9vymUI38Ybk9JKY3fSSSdpoNXkxhtvBBw+4b1+xq6Utn2/FrnAESAQuTH7afzdn/3sZ1FLfN/6kMpr9913l64k4bRy0niSjFH0sPqEwod/vGPHjs6dhjzgjYzhtdz0aiUKeNSQQPHIV/nZYRhPEdzne89w0NNphp89RKaE9j1879AmQwnJu2yvWseVKCRVl8xBaJKRSY/RWJBIdtGiRfY/lNUaNRtEjSkzP/q7Mv+Fagr2Qrik1THHHGPyyQ8uqhabPLXzqhBAiUVat1kXIaaBy8y0HidhfobX/jvoMT8Q1bEDYZvhzFX9ZzN25SdV58uONxwhAvwprPdcvAhNAbdOl156afj/5wbqkksugVAXSr+oHFJZ0upDUACHw+GHH/7b3/52BH5+kF3WMoZ34KY3HY2fnQTfjWz1tb1nOOjz/OwhTiUM9fnedTNEnVr4ayGCSRGGSBCgCXxJyjQ9CE1KZOrODxP+y3/5L9Bd4XXyFlGfhOC6+SPFOT9pImqODOw2WI3Co5pkRS8kGCkxtsdZJ3LNcOAyJpdPwtT/KDPDw8mm+clE4gbipZde4jLV2DVDBiUcY0ETDn70ox+x4kXhW2+9hTL5oezlXz/IS5TL7g8CSb/I7GeqwRcT9cNzhc2bN8P/LnIG+3Dj9sILL/CTGYbXfeKJJ44//vjORLj9Ma6vUlKM4d246VEt5GfnZ54jPk90XstBL3p6471ipReGCngN9Z+PPr30DuMxjM3cbp9++um1XBYpiGoTww5Ck7zMcCyIAwCt0SKhh/4QY3GbyOgYXUkGdp0qER7VxOOWE6o0AgghhiUIbaxMWElliDtCBaKBazS5ZBKmJomE185wm8P27zj00ENhVVN54/xnIObNm8d1jCZYh43c7kM9ZmIzEjr/6/t6TXJhg0IgFy9WU3bpsSI3yJCqRxpxtdXsfPv9DwcdiHAHZWU/5KYYwztw01fVaSRez/OV5znobXEgBUOPvTeiWw7RIDRplNmof6oCfweoMYH35ptv5s4gqtYIe+d+Mw1bGdtYOT/rqmpkTG5EIz9J8jM8r2dj1xiCO9xll11SwFYllE/pQYyyyxw0As37UU0DliYIE/nJDbIRwIb0pL/4xS9YYGF68SFYpCax46ANGAf53ECkCNkJ0bZs2YKSGR55zrYiXg9NznDQl3OU99679mtkbMxAFJozCE1aySynrcfklStXcsWMbhMzsJcLb6yZmletjG1VOfNHazSZu2QuBbbt4PXXX69lLa6dJJkZnv/vl8//lJy8hMIpPQ4XKNehLQIt/KKJDu+edMwp7p2Nnh4PyrNGCsUnPt2fFCE7d5T8r7CdRbA8j7wB1QtbfZWDvpyjvJD2vTqOhSTvjZz1dnc1CE1aySy0CCgefvhhdl/bbSJDrHeZMrCXC49qwvTLYozwz8+rVsa2qlz7L9bAZUwun4SpSWJQVGd4/sJS3nVKTkZC45Se7ove1FvXwi9q6cBu+rTdwHZMHHLIIaxF8OiRNXo+PFHgJpEl+6lHMEPIvnbtWvY3ct8AiTmbFTOPiBqJ11Mw5jnoCznKe+ydXSGy8fLLL6+1MQNRRP4+CE1aySynra/eJuoGkU8K9nLh1Lzttts0eXhm9uMf/9gemyE/M69aGduqcjQDo4HLzLTCSZiaJPkZnr+8FHadEZKSkJnSU3/FmwkDw32xGFzdJqs9zeF7GqrDhZ7y8D0NlkqWLVsm1LhW8pRxhJtu6bqX9zRoHr5qEr12Un0LxW4XordTwldWMgKtO2seyunceyg2/+ZM9GpNt94j0KLRL4GoXzjUDl8ttrU6p0YtJTZCLw97RrghplehiBG576Q+fpH/lL0uEqFUOz1KJlIf0S40OT8JIyHh/ElNnurwpdDI/IkK/5jl//rRXve8924IhO6viJdYN8LVbTiUR4V2y1xbf8g3Gn//93//qU99asideneOQO8I8CTiK1/5Cosu9v/SnWj0clTvHbkER8AREAKteYltV3eEYNVTqmaqvg+AI+AIlCDA4uENN9zA6ovufFmjvuiii0jOUtLW6zgCjkCPCBTFiz32MarmHi+OCnnvty8IhKsv47AA0xejXIgjMJ4ItI4Xx9MM18oRmG4EwtWX6trMdNvu1jkCI0SgxX7UEWrpXTsCjoAj4Ag4AsNBIF5HZQ/ncDr2XhwBR8ARcAQcgTFBYP78+fbkwp8vjsmguBqOgCPgCDgCI0PAny+ODHrveIoRmD4CmSkeLDfNEcgg0Px8UTSkIVcn4kgOCT+DsZhyAJ+nEbSKQNV6rZUwfaMi5mEDQQcRbr1YjXwIVA3zXkQ1trU0V8a129hkyBXQELTHhLBFM/zuu+8uASE/jsMc5RJtvY4jMIMINPhF/vBf/epXye4WQiMKRiWH1AdCliVLlvzL//s88MADvIClU7USphVolqe5OBoOHJNaul+eDEKcxx9/vDbhct/xhDXpjDPOwJBxfpE8eo2h7yC0EthKmUzlYY5yKwO9siMwOwjk/CKxAplOYewjT2OIyA9+8AMyVFkiY05xGT355JOrL/WnJEwxviEIX/jCFw466CASTHNzcOqpp1555ZVEkATWW7duJbxQQGmxtUJw1VESagvalJCaSAK2Z6opMLVI1CKnRgkIYUQkHzVSDpvuSM7Jh5TN9KVgKNJWdzy15SVdaAJEywyySAHT+vXrtQIR6mkReUp5ExiuWKTgCgdFHeUHKKWb7vzITQPnlEYqsi5aPqlWCJcWbJT7NZpT/F9z0xyBASGQ84tz586F+Zo/PN4x/DPDObxq1Sor4brwpz/9afXq1dVLZ62EAVkytmLFWkB4DeEUNxkwBF1xxRXHHXecwkoOuKpq2Zk6PKOikEATnkvuNjh+6qmnHnvsMfkwizOigMN+5iXgeMiiwpgi9qabbuJWpnYdEjZB0uHygZ8PyjDUq2orZ1AtL+xCPgYFUEM4EJ6Silr6YMVVV121fft2ylmHYHGC7vig0nnnnUchp2655ZZoxE0gIAMId29WIQOXBoUPdzCNA1SrG4UbN24keSk83kCnTjPKRBWq5vd3NMf2f+GKOQJji0DOL5KGas899wxfKObatG7dujVr1tgyKYa98847XLtJFK5/+Le//e2zzjpLF/qqhLEFYhCKPfLII88++6zYpvjASYmb4eL7wgsvQD6lyJLkXlwHqak6CruhUICYQscsrL377rusVBdq2ChB/cIsjdtDeFWsjTgHKIYjr2qbKpe0xi6oQ9cogBqqjNqh94LpU3OPchRgjoU9ckpUoOHn6aefRgLQATLEL4UrwBoUmVwyQFSr6qbmYfrDRmXy5ptdvY9m4bTxao6AI2AINO+7CcHiHnzRokXRIy7+4UQ5XIZ0XeDnk08+aRf6WcMaRjrbesPDRR61GlwKHGEd4UKPs1Q1cXKJwJmlaXOi4XE5hnkJ8ArBBaauCexKUqiktE2Vt+oCBWxpFNxCM6u60WNIqr7XXnuFK/kC1iqUmKbuQorQxgEyr984IiXKZMyX/L6PZqPaXsERcARAoIVfZCmPFdTa5MXhZYi7by5PMwtuuO/mtddeW7BgQRUK1txYuLPtOfDXFAY3PaIqBk0tWuKHMo8Yw45S2taWl3chj4iT1tJo4WbOHhEobD6EAerd/HKoC632ao6AIyAEWvhF9o9s2LCB+IZoAxbinTt38k3YEe2YZ8kL5kWLe2YNaAXN9qmaT1DCOirrzPlqA8JNnfJwTk/UGNN8RyltM1YUdsFK4957740attJQogmzS9VYWH7zzTfDJlLJKnQGsC8D1KhMW/NrzSmEujMU3tARmE0EWvhFrl9ENopyeKA4b948vuGtZumMCxz/cyHIAb6TrYyzCWij1VppZAuJHsFyV1EYt5lkReTsyqEEIdUnbSkd7A6G6ylL3y+++OLixYvzCqe0TZW36kL3ByjAUgRrzvjIV199NaWPerz00kupQLDFJp2oJndpmn58syfWtoa2hav3AUKBlDKhzq3Mr8LSCurGaekVHAFHwBBo4RdpE4U4Wj5lPYc9/Vyn9MCMy/Rdd90VbsxxuEMEQAZ82CGiyBt/cP/997d6K1GAb9u2jea4itNOOy160pYCnJuYI488Us8XuXDDc0u/+I/My/spbVPltV2gT7UXah511FFSht0lgLDbbrtlthepRzbTUv/AAw9csWJFZCYPtrlXAE8qsO2WHa2q0BauDgNEE/bshO9ppJQxnduaXx3TFNT+d3MEHIEeESjKj8pFvLqRISoMNxM2Vu5R6cLmw+dfrAVK2pbAFdapPY4KJRm0rbxEgqGnYSJWI8ZiC3GIqkbTxjE1uLXltYWZXvJWRNB9kNg3sLqqeai84V8OlzqNgEqNY4RSOPlDbSMlNWphF9VB7DCahX8Nr+YIOAIRAuFfsiherN3dFxXmn5aV7w+c6NHKmFkCV1in9jgqFOahDyiRYCMlqHGKWvQLPybZfEnUKlNeOxMyveStiDxcqEZqWkbKR6qWwKU6KZMjoELflhrlKrzVLqxt9aAKQn5cJvpP5Mo7AiNHoCheHLmW3RQYfrzYTU9v5Qg4Ao6AIzBaBFrHi6NV13t3BBwBR8ARcASGhoDzEg8Nau/IEXAEHAFHYEwRCHmJi54vjqkdrpYj4Ag4Ao6AI9BvBPz5Yr8RdXmOgCPgCDgCk4ZAu+eLvHl9zDHHVHmJyegR8hLvvvvutn+P+hEvcSihVuCkYdgHfXk5fd999w33PXLcXx5jktn2i/2xDwa7CEfAEXAEJgGBZl7ir3zlKyS2Dm3BsfEKc5iFi9exTzjhBF630gce45CXOJRA26rASQBqUDrec889hhvHvP/eL0/Gq+Xks22VMWBQRrpcR8ARcAQmB4EGXmJyaJHstMpLTHRY5SWuWk0ilVBC9HNyUBqSpmQgO/jgg8VjfMopp0CTSwQJ1PAYE3ArsrRYHPdJyK46fMj/IooMHaMx8ajiRQWmIY8xPylslIAQhkwyUaNfDntIaHo3joAj4Ah0QqCBl/iVV17hMl3CS2zZn8NFVHiJQwnRz04KT38jsR0RjsPUSBbsf/zHf4THmDRjCis5IODWMjV1SHNKIYEmmeHIgsbxM8888/jjjxf6sLwEkQwzgogl1fhJJ51Uy2M8/UPiFjoCjsAsIdDASxzx1mZ4ib/xjW/own3NNdd8/etfN17iUAI0xbVEuLMEeM7WKo8xy9EUisdYLcXzFfIY85OENeIx5niPPfZoy2NcIoFsnL/73e98+HyuOgKOwNQj0O49jRQvMVdMYxDkugzPxszyEredMUZYz1olDxfhR6zlMRZ5PR/WpYfMY6yu+7ghqC1EXt8RcAQcgWEi0MIvZniJQ41nnJe47eCF+27eeOON2m0y0OSyoGrbczgYGo8xW6joDlYs/Lc/Ymw7uF7fEXAEJhGBFn5RvMS4PaIHaOjhJeZbvMTaxyH7Z5yXuO+ToJHhtu89VgXeeuutDKv2BA2hO+/CEXAEHIERItDCLxKjWMjC5g54ifkWLzEsgM5LPKBRFLxnnHGG8Ri3jdvaEvOaIeEdz29+85sSHuMBgeBiHQFHwBEYGgIt/GJKJ/aG/M3f/M1f/uVf6gEYvMQ//elPnZe4X0MIkuCJNEXq0TPIkl40QPAY03zvvfduxWMMdbCeL7I2wDsb/jZkCeBexxFwBCYaAc8DN9HD58o7Ao6AI+AI9AEB7v6NKrwP8WIfNHIRjoAj4Ag4Ao7AeCDgfnE8xsG1cAQcAUfAERgPBNwvjsc4uBaOgCPgCDgC44GA+8XxGAfXwhFwBBwBR2A8EIj33ezYsWM8FHMtHAFHwBFwBByBISEwf/5823fj+1GHBLp34wg4Ao6AIzC2CPh+1LEdmglQDAaPCdByWlR0tKdlJN2OSUKg+fkiaVagjorSRou6z8iMOCAJi97r5xNSTQGGSQgZ6sPUcZMEWP90FSwGmh30PUO38TLyYn4v6kvhu+++uxch1jZKH9hKprU1jslWzaPKvWjSS7/5tv1Fu0TPiKezpInXcQSmEoEGv8ifE7Y/CBxC4ym8+OKLoe6zwpdffvmEE06wLHEkm7Z8Nybh1VdfJXnK+eefr2oc8NP5/K699towITjHpNbr71SDl5HE30PLNt5f5fPS4L164oknPAvPMDH3vhyBqUcg5xcJL8g99vbbby9cuDAEArYposOPfOQjVsiVV+R/0SeU8OSTT3LWeAQ5QALOcuoh7mBgGEqGwXeqHJwVblZTp65YsQLKYj4K0GslUHjKKadceeWVkYRQ7NatW3WHtHr1amRiVLRIoDBXAdz69eu1fhDpYwsGUXmtqEir++67DxMimRYvmqrCQRqm4JKeVWk2UuFZYLG1jSiiCgPNEhMMFimZQczuJg3ttlPCbKmdG6ZttLQTDms4RrW9a9FI00aY28qE8M8MQWbGdvi/eBNHoM8IhMEKosOfP/nJT+Bqh0gBniOjQyJXOPTCjz76qPKGU58KlPBTmoWkSLUS1IVlHo+ipT7+ZG9tH6X1XZSArcaLUTkVBGmqnKGBlJiRQsPw2BQmWFS8KAk6FntUKDlis6qKhUHFFKY7OrVZgSjpoHLTx7qw3mVvWC0lStpWbY/actOmeRjNqxRcGU0kQfKlJ5K5ezNzIlUNohIT2iIW6t92ShgatXPDNInEpsYu1bvA0XSiI/77Ora/ducZ2/f/mgt0BBoRCN1fLl7E20X87Nw2rlu3bs2aNWFacGY/RMTf+MY31PE111zz9a9/XeQPVQl2F8lK7OGHH+4rYAQE4SNG7qOhdH7hhRcssD7nnHMAjcJUeXijxBosHNHRqFkFODGI/hlBlXBAR8Ygffzxx6eyvVfF0gUd2ZJvtFpw/fXXSwfK6YIZIhPMLs5SR2rkRUmrVNvoJlEr/ExF5lUGrrw0mGEgMBHsyLn00ksbb0VLTOiAmPXby5QwITaIor455JBDAJZHHhGXZ3Xs8hNPQ4807h50DDP5u+++y7OV3mdsI/JewREYBALN+27CXllBZZUscmb6w9u/i38FbtKutlWltUb08Y9/HFa/QZg0WTKjeBEYf/3rXz///PNiseDDUjarlxSmykVEpfr5PTtcqnbddVcECiLxTyFWP1kTC6ErEWvrjbAWN8JOR3RnvTMBwqX4lChplW9rXTM/OZZLS8HVKI2G6Ga3CBEsGTPzJqhhK8Ssr7ZTwhrWDmIEZsnA1U5IGjKCYCUJ4bFKep+xjbp5BUdgEAi08Is8TmCPgy46mY+utqkKCIHqiCDAnWIGw2hJkyhctx215brr17oo/qktO2NKjbxYXd9xxtpIpWW0bp9+iWJqrV279sILLzSXloKxm56ZViUmlNTp15QwOf2aG52RHOaM7fuwusCZRaCFX4SrfcOGDWIBhI2Pp018E6BE29xZNGOxzu4iQ2Sp+cUvfvHBBx+Mlm5mFv1awwlQbO0xrJAqtzrcagD+wQcfzEjVSmZQGBqtavLhgI4a46FasVpsREL5UEb6E7xqS3OJqFRbM1MrqGyKtqXdDFx5aZxFNz0I4GPxdGaWlphQUifVRecpUTs3GidSpEbb+ta8sWHjjPUrgyMwEgRa+EWugNXdDVyGtFajhxa6zLFYt99++0X2cDuPBJyiP1PMj7TwPOOMM3Rp5mZCIWCqPLwv4Qniiy++uHjx4touGBSGhsfDOssBHSG2tnKjWHPe6AZb8h/+8If87mLpr94JniCytn4bRWXaSggrqAixR6eUpOCyU7Wa6KwESs8bbrjB9NRaCLuvKWF0oOAuN4GajWamJkbbKWFyageRZ4H6n/LN82zbO9q29/w0zgxB49RqlOwVHIHBIhDu0qGn6qadaD9qtOsv3MInRasrJ5Lw2c9+tmqJbWhs3CzUocKE7ke1DZOCi8c2tt9SSFbLWUE1bKuQ2n7USLKNVO0Qa2E2EsvTUEq07dDOsuECDbU9NbVjU8Nn+mPUt771rXDbqjoKRUVa1balO/ajsjvaYDGFUTUFV0aTaD5Lz3BKy0CNy4033kjv2glci0ZkQlvEQrRTtmRslC21c0NbSQW49OeTGbvaXsIt5RoITdRQTrcZ2+HP7k0cgR4RCN2f50cd7G2HS590BAhuiAt/+tOfpjbrTrqBrr8j4AiAAM8H8ayCosU6qmPnCMwCArZwjbFaLM28wTILgLiNjsCsIeB+cdZG3O1tQIBH5ryzyJ4yvSSDUyzfW+TgOgKOwBQg4OuoUzCIboIj4Ag4Ao5ATwj4OmpP8HljR8ARcAQcgSlGII4X2cM5xda6aY6AI+AIOAKOQBWB+fPn274bX0f1GeIIOAKOgCMw6wj4OuqszwCz3+ngfSo4Ao6AIxAh0LwfVdRrUUJqUa/xLXER+VxE6mYSQha3xiwbMzJUlkhaWcLJPzIcw1vRwRvNYa1u+bPDMcd7cQQcAUegXwg0+EXjRw37Uy5KJbfUh3ySpKa0dAOksbaXoEMJq1atIkWnso3QZGg+oF9g9V0O9xOf/vSnYfaxhCNkHZu4OwYIVUgo7+n9+j49XKAj4AiMBIGcX8Rv8f4WmabJ8BQqR+pIMnaGJEFkjIwY+FQ/lIAPePzxx6E7oByvyWthmzZtsuzMIzF+tJ3q9oJX5SzVtVgJ7733XnHTW4xu+SRDCnsx14stnYOtW7cSpivoDON1BXPGFK9Uq1U6eEGRoXGPKlQZ52lbQuDuRO2jnXXeuyPgCDQikPOLc+fOJdUh5AwkmzZBYpsi8rMSLrJ/+tOfePe5elEOJRBPQE2gqIImOMUZTyNSm+MbH/nGG29kYi/C9C1bthBwizpDx//4j/94xRVXgKfiTg5guLR7DppcddVV//N//k9OEdbjjBkCEpuR9pMMnEb4hQc96aSTbrnlFhFuKHF2+LEKlniT3N8UhnXoi2eWVCBX6m233cYNE8ekzeSWiJmDgycgVkJOOqK7qHnjfPUKjoAj4AgMGoGcX1y2bFnE/M6lFsoCiAjCXJFcRiEihiRdl8trrrnm61//ui7KtRKIZkRO20jlOGjjRyuflWRozaFxbqtGeD9RpbM3YENq6CoJe7XTPI079fOM8yYwQ+Aedmr08W3N9/qOgCPgCAwUgeZ9N2H3xBAsykXRjC6XliuLCz1uMrwohxKMKJUF1YMOOsjDhQ6jGzImGp19ilG9XH4hjXuecT5P4F5LH1+uodd0BBwBR2AICLTwi1pBbQzyxFHXqHrE2thYf/oqsAXpwx/+cMRZSJydZzFM4dCZUb0c2B4Z5+moX/Tx5Tp7TUfAEXAE2iLQwi/yoHHDhg24PZ4jklV5586dfPPEKGQZpXuWVdmqw0U/UoUHTuwlsQBRZPFt1Z2m+rAE8/wVVEOjeOhI2gW23rSytJEYvURao5BeGOcjBZyovWREvI4j4AiMBIEWfpGVUnsTwyhJeUoURX5cPdmnw0U/sucLX/gCcaQeYvHRRTZFFj8SLIbcKcETz2LXrl1r76toYwtbY0499dQUL3ytkhlu+nKjSmjcOzPOSw0nai8fDq/pCDgCo0KghV9Mqcj1/W/+5m/Ymqj9qCkSV6qxB5Kz+WqjAmIk/fKklm2ibNEUJnvuuef5559PLCVIt23bRuHee+992mmnhW/FVFUVtpQrmv/a17724IMP5l8o1Ksyq1evttcleU783/7bf6MtElCJDVZRR9wDHXXUUShJBfw3Xey2227sHiqHLpTAYgM3BP7WYzl6XtMRcASGg4DnRx0Ozt6LI+AIOAKOwPgi4PlRx3dsXDNHwBFwBByB0SLQh3XU0RrgvTsCjoAj4Ag4An1EwP1iH8F0UY6AI+AIOAITj4DzEk/8ELoBjoAj4Ag4Aj0i4LzEPQLozR0BR8ARcASmCgHfdzNhw+nswRM2YK6uI+AITDICzc8Xe+ElDkl3w2Q3k4xYg+594Rk2pt8S9uByWmCnF57iieemOQKOQL8QGCAvMVdhXgPnRXVlyeGAn9OdKLxfPMMjYfodSaf9mscuxxFwBByBfiEwQF5ipXxbvny5dOWApC3dkmL3y9qBysnwDIuzF05g5bXhI87hiDTYQmqVQzUMjeJDDz1kWWlqhdQalWcYzijj9MIDnSQu3BFwBMYfgQHyEkcEe3jEP/zhD+OPSGcNMzzDcG+J8rfK6BuSBkchtbK7GXtwCS2wlM8zDJfIcXrhztPAGzoCjsCkIzBYXmJDR7HU4YcfPsX5MDM8w3lGXyMNVmxtqdWjuVVIC2wSyAMuXiejxpTAQjlOLzzp/23X3xFwBLoh0LzvJpTbjZcYp8h6IMxTZMTupuV0tKpl9A2JfEVdCT9wxt48LbAaljAMO73wdEwqt8IRcAT6jkALv9iNl5hWMEJA3TD1TjHDM9w7o69WR3kAKc4N1mPhs+w2G3qX4/TC3ZD3Vo6AIzARCLTwix14idld8sUvfhFComgpbyKgaatkhmf48ssvJxCEirmKA0/yjKpJXM3wA9d2XU4LnGcYLpfTiIDTCzdC5BUcAUdg4hBo4Rfb8hITKdKkkQhw4iBLKZzhGV66dGmG0RfqSr2+smbNmjxXcyEtcCPDcKGclKVOLzw1k9YNcQQcgSoCLfxixh/U8hITX+7cuRP6WXs5wd5PmNaRSPEM5xl9jznmGJH9EjiyARX/aviE7MHltMB5huFyOalhcnrhaZ3Abpcj4AiAgPMSj3IaKPUB+1HxNKPUw/t2BBwBR2C2EfD8qLM9/m69I+AIOAKOQBqBPqyjOryOgCPgCDgCjsDUIODrqFMzlG6II+AIOAKOQEcEfB21I3DezBFwBBwBR2DqEYjjxak32A10BBwBR8ARcASqCJAvRYX/yi86Uo6AI+AIOAKOwIwj4PtuZnwCuPmOgCPgCDgC/wqB/w8vIoVoXqwoHwAAAABJRU5ErkJggg=="><br><br></p> 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![]() String updated in the repository SDG Metadata / 17-1-1 — Arabic |
<p>Indicator 17.1.1 will be derived using series that are basic to the GFS reporting framework. GFS revenue series maintained by the IMF Statistics Department are collected in Table 1 of the standard annual data questionnaire. Each revenue transaction is classified according to whether it is a tax or another type of revenue. GFS revenue aggregates are summations of individual entries and elements in this particular class of flows and allow for these data to be arranged in a manageable and analytically useful way. For example, tax revenue is the sum of all flows that are classified as taxes. Conceptually, the value for each main revenue aggregate is the sum of the values for all items in the relevant category. The annual GFS series for monitoring Indicator 17.1.1will be derived from the data reported by the national authorities (in national currency) expressed as a percent of Gross Domestic Product (GDP), where GDP is derived from the IMF <em>World Economic Outlook</em> database (no adjustments and/or weighting techniques will be applied). Mixed sources are not being used nor will the calculation change over time (i.e., there are no discontinuities in the underlying series as these are key aggregates/ components in all country reported GFS series). The presentation will closely align with that currently contained in World Table 4 from the hard-copy <em>GFS Yearbook</em>: </p>
<p><img 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"></p> <p><br>Historic series have been aligned with <em>GFSM 2014</em> classifications. This enhances the comparability of data across countries and ensures establishing robust analytical findings to support SDG monitoring using fiscal data.</p> |
![]() String updated in the repository SDG Metadata / 17-1-1 — Arabic |
<p>In principle, GFS should cover all entities that materially affect fiscal policies. Cross-country comparisons are ideally made with reference to the consolidated general government sector. However, for most developing and many emerging market economies, compiling data for the consolidated general government and its subsectors is problematic owing to limitations in the availability and/or timeliness of source data. For example, a country may have one central government; several state, provincial, or regional governments; and many local governments. Countries may also have social security funds. The <em>GFSM 201</em>4 recommends that statistics should be compiled for all such general government units. This reporting structure is illustrated below:</p>
<p><img 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AhLzXJbCgIlZnmWSCouWu585V4Rg0SIvluZuCExTWOoLX83JFHBjR17Aqo2vffEVZsrN++WFVl3pP5FRxJXQ8lUeSIdS0D4H1gyGMSt5lu2bME6KAiPLVy4EL84RwQIJ4jSIRyC+BmG5IQllH/++ecoR2AM67IIKfyi2lVXXRV3y7DICjaCRU1tKzTh8yFUNmnSpDvvvFM2xPCu4AJPxctS5joxFn0XOpeyK6ZXIwrv7bffjjeuubSMWT+TmouhiwkIShAx0zZqqPDBBx8cP34c4T3EU2E8oQ3dwImZtIchYEnLE6VLQqF327g4fZ2RWnpGYCPQmTvrWbB4L/X7hNyUtNFMC6lUUyn5ymq3bp5oerIspMBePWaCrGbougiYxhBJq3X5qQKrlI0dxVBDebSSMC2PCN1NskG9yxoF6cG5UE1vONwtNMOxCkVcUz1M7YcnqweImn/rPL/w38PsVAtxIuXWiVSw+Iy00ppuHSEeYiPOlUnWy6fLubc7r5imgBhrQzodPDO3uVnNpGNCJOVefCzBtaYpzrqvD1xC1Ad5V8KGSTAFpVBH3vIQ/bj6rFZeCzHr4Pzw4cPY7xbwWiJEDMZrioq2a0im7uq8s7w3NTSITDuZBH7XXXeBn23bts2fP1/Yxgn+KixffPEFCqF6DIWL3gHXsmXLUIhLwA1/UWiaRJw+SIG+YK7EUShkBRyc4C8KhSulD8q4BdBKKws1E1J5OFYEsiuaxZIJi14y4XUZLoXVKkR274sUO1FVRiykFJFBxCt1COE482rMsD1MzQHz+A4RPr0NxSYBEX4x+UwMFRq//vrrUejeI2oMIChttZX3plN+LKxKMW9IBJRAGc8lcCKPAhS6hqr3qfCzevVqfVAIznqTyhMj/mTIrfe4eVtvxpRerEeWNDEfSop/qFAkNd+wkX6lO9hAqI4pYPPRMjEya5kQqzC07oi0slzUehYdCXWtnKechBZHMeU1BUQs6mc/+9mbb75pIuaugGI1t9Dz4uPlxGoo0TIExpBWZW4lkag7r6KV+RAUXttwRXCreeu4SkE1fAkhO2TVqlW6961VzUVbSsxqVncuJvg8xVBpDcuOxL/Y5Cpy4PDKkW1J8JgAAuWmA3rpW1vUVZERmCJ7wTquaGrDbpakXvLmkhbkpJHmiXaSmTBaKfORfGV310JwYiXRJibLmiL8+c9/trJLI8agDbUV7ER3UXT5qQir0MaO8a0kkUfrVtC03ab0rmsUhJYRAIbepQlcbL2Rfm9hyG9BuRtRNqf2Zyq0LW5ZJqOsIAjA7u+9995G0JBNJ3rdYqwRVnvqFEEg5Mb1uj5ZT12gMgY60/dl65V4T/UxRoM1U7CVm35a4DWWkg6IuJp0FE8HDNG3tqirISOwJ1hSKntF04YRWPLlkqawVHOdFDvBOykzYbRStiP5yu6uhS4nicmyZkNMQreyS1MQ0FYgpbsoVoqMEo9s7BjfShJ5tJEKKVJXIaCuUQDiEkO1lhGILE1g8gPVY9ocXGTJ0Lj77rvlnesWovz555+Xahi5Nhek9C5EYE3tj4NAt6wKIxlYmt7A2ABI68ZcB0CokAhwEBHslLxDHPjSDW3oZiXtYTaJ0IynA4boW1vUVZ0RWIUGvaKhI0lSROqku5ueXMJbMGWHvip4LkgT/KupwN9KTBvNTBgtyFW8eSRfGQ3F7HGiuxZa1BKTZc1WssS3maHrRcDKFdZWcX6qwCqysWPcUONZ0U3pXdcoUKysCGhibB7N3XB4qBCfqRKkkOWxtGtvRNkd1Iqp1crJSBmUZR0iQAT6BQH5fHQPNyvCm7GHhmZNM6Mukg5otZLe68kIlG/lkNSlaC0EnVdGN93QTXYshauKRDa1Jpyn2EkIilIkTXxnefN+QkaoJuo13Yj1yqWI6s3cI+s8TlYpW6CVaN7xW9K82b34eC3ZpVmKwcfNW1PlJIULeT5WlqqZJYnK8Ki8uWW4hOaaZCxZtt5CMxHWUpDk50mh5ul6uwtZsh0tky8JHkSACAwGAqFvMjfwGcrGM2u6aYtWjp12l0jfzSkMRWStrkMZgVWEFiyaIdFQLZS46b1UA6vFuzAlCmWCSi+Zqqw5Jp2e8xrKEzXRC+WziuAR1WuqgNZRuEJWEbqnimszZMmmarw2nMmze+PXJgW61jUKQhCF1gHARFrkTMtKUjhCkX53eCGiC29EuSfd/XsPcxNQOLY9tR+Aynj7dk1qiZl3UOquiQwtQ9fmPT4AN6yKALm8b3opHFSpQxqE1F0TWdyarklN83ZvAfhVCI898sgjGEyUx4I+HMynhJqKYmjWNB8sphsq51ZbKQl9aVhulVKIfJmYlmy7ZV0zcd7Yg/SejsvSwSc4zZvmPdgIdPCmplvmNWkk9WNZk6bmwxW/y+iW/Q+GvLGLm1RfUOigoumW9YVllsIkzbsUGNtPhG5Z+3WUg0Pz/uVMzBwADmyT2jaSw3Rid5HlzL3k0ldwrlRDRVBK2SGxJWJWiiGJEwEiQASIgBcBumU0jP8gUOdGcujS3RUuNICue8k1vpEc2C6CUvoOiW3OJcix64h1j0X87xruxnp2aC5FkBQnPqWjDoqcAovWSf/Q6pdPJmq8JwNoW2W6ZW3TSGP8RDaSA0/ussXWXmnYWlGmLmIxPZUhsnOitStcyl5yjW8kB7kSUcI8QXcvOXNTPHMjufj+ko0ZRLhjzPqWBXtw5Fgjt0Gns84dmgsqLt2Jj3fUQZF7Qr7XD60GrTdRLmo8EajWVqNb1lrVNMAYlvDWXs05I95li1HTXEl5w4YN7733Ht7TWLpaiIRaaRd4wGGBGfyi1b59+06ePIlL8GaGDx+OkjNnzpw/fx5/sT4ytkEEfVw1m8jGQeoFWss6VwdfCkoivsWSKQgqYFdKrEOIGdqWvNVxXiJla/UBqAkxMKGPE4R5sHvxyJEj4aZjRwGZfy7ep/rf3g2hS+TQSyplh2bdxFqjepBu7ty5phQQBI616Vu7XjhK5s2bB3mlsohvoSGXxOwtxNSJLwhUuSKD1YjU+/fvj4isNhCS+sEHH8Q2kYsXL5bbx/3Mq8I8etrXXBiwrB1/47quZ/dxBac6jb/11luWlcYFtzQe/1KtQrl9SpNuWZ8qrny2QxvJoSfvssUoN1dSvueee2666SbsmPnaa68Jc6FWJus59pJrdiO5OErmbnHYPM5aaVrXNxIEZCO5pnaRK2JA3l1HNIogJ5ZLqj66+t/Yz8Ty44uwlN4WsKOyjvLAYsGb9xMCS/OvX78elffs2YN9ErEwulkN5a+88or41rLGt/thcOLECch76tSpjRs3zp49Gx8SWEMcb02LjnxahJz44kCVKLKwGpL6L3/5S0hktMqUGs8Q/QArLnW6SXg/tOJflZa1o6+I4F7bSGcvR83qNJ5u5F6Nx79Uc0iau0lKhoA5Zl1k/FrbwqjkMyx+0C3LQqgz10MbyQEA70Z4FjATJkzAzpJ40R48eFDiCimtcuwl1+BGchAqjpK5W9zPf/7zFNtpahe5FN5CdUK7jpj1LZdUfXT4JVOmTEFNd0PoIiyltw3t0OxuYg1dY21ufOLv2LED5+jC2nH83Xff1U2acdUSGSWQFPJi86Lp06eDgkagvTuXh5z44kCVKDI4h1wRqUMiu+gJKRc0Qam41Ikm0eu+5iGyEcG9Yiayl69adRpPN3JX45lfqvmEzdEqPUPAHLMuMn4tbfGlB7M3N9D0Mk+3LIdOB7NJaCM5SJuybDEGLxB4mDRp0p133om4QmKrHHvJNbiRHISKo5S576G1KR4INrWLXEEjtgYxQQ0xIbjjeOJgJMslrj466qAmKrgbQhdkKaV5ZIdmdxNr6Bqre2/atAm/Eg+zdhyHF57SqReN+IbQZpOCQJUrco5UQpWlp/3aC0qdrpd8+5rHrT299ypqtlbjiV+qvWKCL1sZ786RIWCOyKPfxDRfrSYf1W62g1VBJcKbEXcB1leLy1jILcs3J6uneVgpkcZetZhZ35LLSmOX5imMmSkImZ2a2s2snNJ7JhG3gkS8vKnczz33nJTjRBriublu3To5x8mf/vQnqWBuAOy2wutt586d+NUTqYN+f//734Mmjn/84x9S8tvf/hbUUPP48eNoNXbsWGmbyQyI5BA/sUkKSuD/F7/4hYkPWFJBcHPi9SZvOK+8ImYiP22oBtV8/vnnCAshZjB69GiXJfXsr7rqKnHL3A2haxAkskMzepeHO07UhuE0Y8wRv8KbtU/zq6++mo/n+H7PSlOceIx+Wh88PXVarsjmhJ6e2HDR85LS75bazCPHvuaZ1t4rMuXW71ON5wMBL1mMzyARGY9cfD499dRTmWPlyDow03x1RN5Na/ay5NK3sh3wxJCEaRygYNk5HiYYoM8QNrRZplkeOpftP7/44gvsaYNfnKMksyE2SUipBjoYQUCqge4bmkk5XwUAZDU05TI3l9VqiYxFdjP1spqITGLvETTEJvLB1b+tOiiyRM5LV1nKFsXefY6tXc+9N1dxbjPNO3GHZuHEEtbdulsZDm3tbBIx61h7accRy9zvOa7oskR2tWOxHQFBcIhLrSZhVQtZRVnm7e0uBFqKIJbluLDktvNM81a7dYXyShQ3covPnozcBSpk5JlohBStm5QrBfkY1nA+/povYnnJ6jsUV3GYbaUhpmFJNexcjl/xRuTcpS+XUD9eQeiEvAJTwELRMrEPlf/aa6/FZ4QUunNVrHlYmnKLmUoY/0J9tLJCf+aCAlZ00VpfQBzSXqNTcY9V5ZJcBzAgU7Twi7xFnTEUX+ng9OnTMhVL2rqwqNQ6Q81FJgKLCZp0ofzMnDmzCljioPFqFxDw7uxm3S9axzwxhz7dYdDaoLNYtZ5jlnTuX29zeRIqqZQTC4E4Yl7M0xErS2S3R4vtCAjmyyJUTfg0a6bLWKSm1xpDoKUIYtqD1zaKcJvStiKN92TkLlAhI0+RyFsH72LNZsb7Di/BnsbKTZqJab4ufSvbIc4AXILPPvssLm9RtwwxZ4xcwO3AL4aWENnS/uRLHQdO3HlYCDYi5CgrI2AOC6q5sUGNNHqjixp7XLJkiUQFMWEK4cTcCjYbqlwypR8ZM5s3b4YgixYtwi9GYXTGEFpFVjrAog8Q0FzKwYTFlFpnqFnIRGBB8wgyjz32WOmwlIItiRABIkAEiAARKI4AkkBuuOEGcUKWLl0Kn6GnDAGZnSZHYpqvl76Z7RBnQCY/VeuWYYaRDOviwIomoVw2TMGQiU46DwtTReBUmiXu7CT9bPIuIqCzgRCigztoTpgqrmxTLpkAD2agdTg6+FXGpKPISgc//elPITLqQ3yZeWQd7gw1CxlAZy67gPpm7xFkrr766tJhKQ4sKRABIkAEiAARKAsBJOmKB4I3Nd62IKvJx5LrbKVBm2m+v/zlL3UWSzzNV5OhXfooQVus3KQ5zRYD2hZeIN7gMq07chSNloF0aDDCnKsybtw4meik87DgyoibolO3IqG/eHRRZjeYE6ZK0bcVBAbniD899NBD+DVdbO3Ly+SuXbukMsSX1XGsKTzuDDULGUAXmbQVQaYiWErBlkSIABEgAkSACJSCgJsPkJghYPXujvyayQPmCKzr9lg1vQxgNgDe+JnTuYq6ZeZgHyTUGUzWXBV3Htb999+/fft2BB516pY39CcTcxClXLNmDaYjYZIXpMXorIXm7bffjmiZTpgqrmlTLjD5yCOPCBsLFy7E749//GOsJImSzBAonDBMPdPpXe4UnkxkIrCg93jctXRYigNLCkSACBABIkAEOogA3uZJS8yYMyAAU+aECHdeRmRyh3filczFkBkQOIePpZMdvPN0pH6oF+FH5k7mm7Ppldqdb2XOhArNEgrxr9OLQlN4TIIuMhFY4siEYJH7oVddu/VBf8SIEfJZYM5ncWtiEgoWlZGpKE0dKSLDhGCN+qGDaT5NcZvZ7zPPPJNi8ClSZ/bVXxXKMu++k7q/GC6FW5p3KTC2n8jAK9oUsGi0zAz6mUE89GHFA62/Ei1DAAyrButqjd4QoqZShUZLMZCHWYerVq2SVUxLOVy5vCHKlBBoSnzVrOMiE4HFxVlZqgIWU15u8VuKpeUjkr5KdT76bEUEiAARIALNIFAwWlbEy05cmSali8xFfSJEWuiGl4VMCJZSwgnWii9mX9icR1xJnAjysrILNiZHCFdKcIJgGw5sAo2prBJvk4aoiTgQLv3gBz+QaJyUpFhCEUUjNjZ//nyTggrlSiT8ozJ+b7vtNmFPqwk44B+iQXZXlojgFh3pwoICHUGJCm8RqQui2sLmpZh3C+WKs9TC51gNGHZQapp3DXZVfxdlRsuK+JKh6FcOmlagLgeFVjUpC5mqYal6i193W9yq1VTiFr/17GNdNSCkTwSIABEgAnUiUHQQs05e2VerEKhhi193W9yqEShxi9969rGuGhDSJwJEgAgQgToRoFtWJ9oD1Re3+G3DPtYDZVIUhggQASLQeQTolnXeBPICwC1+27CPtXcJvbwqZTsiQASIABFoGIEhSG1TFpCKZP5tmLW6uu+g1JJzVoqulYiZx2YZlWgShRbUykb6SRGjSFR0iHnzNtFzEcr8a3JoXUoX0+VBOzJP0Fdm+mCi1EWAbVvbEs27baJF+OmgosX+S3mO9Zeiy3p695fUg61o05LplvHG7qN7sxCrHXyC871VyGL6qjHNu6/UlZ9ZfnXkx67FLc37l4OYLVYUWSMCRIAIEAEiQAS6hIAdLfvoo4+6JP6/Zb322mu7JjVEhuAdlLprItO8u/M06+BzjOZN8x4YBHD//n9GEHPLOhj8Zxh8YG7mTEFo3pkQDUaFDiqaY/SDYbopUgy8eXMQM8UMWIcIEAEiQASIABEgArUiwNyyWuFmZ0SACBABIkAEiAARCCFAt4y2QQSIABEgAkSACBCBViBAt6wVaiATRIAIEAEiQASIABGgW0YbIAJEgAgQASJABIhAKxCgW9YKNZAJIkAEiAARIAJEgAjQLaMNEAEiQASIABEgAkSgFQjQLWuFGsgEESACRIAIEAEiQAToltEGiAARIAJEgAgQASLQCgRKdsvef//9kSNHXvTf44knnjClxNXvfe97n376aVz0L7/8csaMGUrkjTfekPpoPnfuXFw1m4PazJkzM2k2DraFDKQz5UqBpXERcjBgSm0aQ6g8RxctbBKSLmTYLRQhnSWo1b1V3cL4kyG9u1bV9Mo+kFq2HuPuc7gLUuurTR9leIar8cuJPtVbZaguMyF9pevRW9P7jl6wYEFrwUmUwqwG58RyQkrXdcluGfibNm3amTNnvvrqK/wePHgQelKm169f/93vfvell16KiAGBb7nlliVLloACjlOnTq1evVqJmFtFgQjugVGjRp04caJ0XKogqMiIaDfffLP0kgJLFfxUTRO+8qJFi95++20xhu3bt8szK1ReNT/10A9JFzfsengrvRfcmLjH9X5/8cUXUeItRNfz588Xy8exfPny0pmpmaBXzIHUsgus9RweeKlDNzWe4fKSmj59On7Np3rN1thTdyF9pesxUtN9R6NEUPr1r3/dqgBKuhTvvPPOFVdcIc8unOBvT4D3Wrl8twwcYHcnObD75tixY4Un6OMb3/jGihUrduzYYerG/OKETz1r1iyIDXMXCjg/cODA+PHjXcGA6d/+9je8EnBL9Cp2U/UVGdmVMgJLUxyW2C/871tvvXXChAkQdujQobt27RJPNFReYtcNkgpJJzd2imE3yHyOrj/44IPjx4+Lirds2SK3qrfQfDLk6KiFTVwxB1XLcfAHXurII0se6WrbLbRSl6WQvkLl1jsaf9M1jifec889pyi1Cp98Ulx33XVVS1G+W7Z79+5hw4bBwcIv9HH27FmRAZb9k5/8BF4aHK9Dhw6pYPhu1m9onKxatUrE1rDhxRdf7I0MX3LJJQsXLlT/pmqkitNXZADOmDFjxDcNwVK8uzZQuOaaa5QNU1Oh8jbwXJyHkHSJhl2cgdoowAnbu3fvnDlzZJDi7rvvRtfeQpQ///zzUk2NvzY+q+goJObgaTkFvYGXesAeWSF9ecutd7SEutM1jic/xjExroVX/+WXX55iTrXV6UkKcAVX5MiRIzrSVRGf5btliF3JoAaOyZMniwcGF2Tjxo1wy/BQXrlyJYbtdHQWrjccLz3WrFkDsdEEXtfOnTtBZO3atRUJXzNZE5mPP/4YBhqBpWbequgOD7Jjx44pZYiMA39D5VXwUD/NiHQDadgIAUKtcr9jtELSbryFd911l1QT469fNaX36BVzILWcCd1gSz14j6yQvrzl1jta7vGeNL5582bc+GhlpZtn2lXVFXqSAs7l1q1bEWyqmqvy3TJwrEN1yj2cM7hoGhWD46yjs5YnjiHO06dPi/JA59y5cyipGoXa6FuDmBFYamOpuo4mTpz48ssvS14gvPAHHnjg9ddfx3movDpO6qQckm7q1KmDZ9j4dkQCLG5SHaTAC8xbKCpwnwx1qqbcvrxiDqSWM3EbeKkH7JEV0leo3I2WpWsctwne5u0cxEyXQsbuZs+eLQOymXdE0Qr4wNUDtMy/Oc4PHz48fPhwffgiyRdEMI6JHCNcUoLbtm1D6Ajl3i4uXLiAhkoElaWaRRwf30L8vvvu++STT3JwK02KS53StcU8pPvVr37VEywpvSTWEaNJrFykGvzOESNGiCrXrVunpELlRfrKbFuPyGAjJF3IsDM5L1KhaqmhVr1VVcVuIex/2bJlRQRJb1ubeXtlb0TLtT3HQs/hgZc68sjC2+fGG28s8g5Kt21RdPGbOqSvdD16a3rf0fo2F38g31FcZG+/iVLA2TC/Ks13WT5x3FamgENUzdKr+Tefx2dRENcShZaP6ZaY3Vlc6aVE4j1xXorUKT26zPcKS0ovKXVUKSmVC9ZRqV0DEMp1fHz8t6Pi5p2IRqbUtQleg3l7hXUL47d8IrAp1Ro379DjK4X53HVqUHTmc1grdOqm9r7gcusxs2FZ5p3yko3r0UvB+5orbhjVmXeKFJZSqjBvU8Dy3bJMq2pbher03TZJrXujNh+lJTh0UNHi/HVQ0fKmbInh1cNGBxVN867HtNrQy8CbtylgJbllbdAieSACRIAIEAEiQASIQH8hQLesv/RFbokAESACRIAIEIGBRYBu2cCqloIRASJABIgAESAC/YWAnVtWRS5byxGpLRO5PThI2k3XdN1BRUPLHZSa5t2eR03VnNC8q0a4JfQHXtEyN1PQ/h+3rGtJsi0xOLJBBIgAESACRIAIdBkBDZR0bpZWl7VO2YkAESACRIAIEIE2I8DcsjZrh7wRASJABIgAESACHUKAblmHlE1RiQARIAJEgAgQgTYj8C+Yp+GUDtemxQAAAABJRU5ErkJggg=="></p> <p>Some countries report data for the consolidated general government with one or more sub-sectors not separately reported. Similarly, there are some countries that report “consolidated central government” without necessarily providing the budgetary central government subsector separately. To address this, and allow the derivation of regional and world aggregates, the country data are presented for the budgetary central government, the consolidated central government (with and without social security funds), and for consolidated general government, as reported by the national authorities. </p> <p>For many emerging market and low-income countries with limited statistical capacity, budgetary central government is considered the most appropriate level of institutional coverage for comparison purposes. Budgetary central government, as described in <em>GFSM 2014</em> (paragraph 2.81), is an institutional unit of the general government sector particularly important in terms of size and power, particularly the power to exercise control over many other units and entities. This component of general government is usually covered by the main (or general) budget. The budgetary central government’s revenue (and expense) are normally regulated and controlled by a ministry of finance, or its functional equivalent, by means of a budget approved by the legislature. </p> |
![]() String updated in the repository SDG Metadata / 17-1-1 — Arabic |
<p><strong>Definition:</strong></p>
<p>Revenue is defined in Chapter 4 (paragraph 4.23) of GFSM 2014 an increase in net worth resulting from a transaction. It is a fiscal indicator for assessing the sustainability of fiscal activities. General government units have four types of revenue. The major types of revenue are taxes (GFS code 11), social contributions (GFS code 12), grants (GFS code 13), and other revenue (GFS code 14). Of these, compulsory levies and transfers are the main sources of revenue for most general government units. In particular, taxes are compulsory, unrequited amounts receivable by government units from institutional units. Social contributions are actual or imputed revenue receivable by social insurance schemes to make provision for social insurance benefits payable. Grants are transfers receivable by government units from other resident or nonresident government units or international organizations, and that do not meet the definition of a tax, subsidy, or social contribution. Other revenue is all revenue receivable excluding taxes, social contributions, and grants. Other revenue comprises: (i) property income; (ii) sales of goods and services; (iii) fines, penalties, and forfeits; (iv) transfers not elsewhere classified; and (v) premiums, fees, and claims related to nonlife insurance and standardized guarantee schemes.</p> <p><strong>Concepts:</strong></p> <p>The transactions and the associated classifications are detailed in Chapter 5 of GFSM 2014 and are structured to demonstrate how general government (and public sector) units raise revenue. Only those taxes and social insurance contributions that are evidenced by tax assessments and declarations, customs declarations, and similar documents are considered to create revenue for government units. Thus, the difference between assessments and expected collections represents a claim that has no real value and should not be recorded as revenue (see GFSM 2014 paragraph 5.20). The analytic framework of GFSM 2014 (like that of the GFSM 2001) builds on the GFSM 1986 framework, and extends it by incorporating additional elements that are useful in assessing fiscal policy. An important example is the treatment of nonfinancial assets, where the sale of such assets is no longer included in revenue. The disposal of a nonfinancial asset by sale or barter is not revenue because it has no effect on net worth. Rather, it changes the composition of the balance sheet by exchanging one asset (the nonfinancial asset) for another (the proceeds of the sale). Similarly, amounts receivable from loan repayments and loan disbursements are not revenue. In general, transactions that increase net worth result from current operations. Capital transfers are an exception. In GFSM 2014, capital transfers receivable are classified as revenue because they increase the recipient’s net worth and they are often indistinguishable from current transfers in their effect on government operations. In recording cash-based accounting revenue transactions, data representing the tax payments received by government, net of refunds paid out during the period covered should be reported. These data will include taxes paid after the original assessment, taxes paid or refunds deducted from taxes after subsequent assessments, and taxes paid or refunds deducted after any subsequent reopening of the accounts. Therefore, total tax revenue could be presented on a gross basis as the total amount of all taxes accrued, or on a net basis as the gross amount minus tax refunds. Revenue categories are presented gross of expense categories for the same or related category. In particular, interest revenue is presented gross rather than as net interest expense or net interest revenue. Similarly, social benefits and social contributions, grant revenue and expense, and rent revenue and expense are presented gross. Also, sales of goods and services are presented gross of the expenses incurred in their production. In cases of erroneous or unauthorized transactions, revenue categories are presented net of refunds of the relevant revenue, and expense categories are presented net of inflows from the recovery of the expense. For example, refunds of income taxes may be paid when the amount of taxes withheld or otherwise paid in advance of the final determination exceeds the actual tax due. Such refunds are recorded as a reduction in tax revenue. For this reason, tax revenue is presented net of non-payable tax credits (see GFSM 2014 paragraphs 5.29–5.32).</p> |
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<p>2021-03-01</p>
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31 | File in original format as translated in the repository | YAML file | |||||||||
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31 | All strings, converted files enriched with comments; suitable for offline translation | Android String Resource | CSV | JSON | gettext PO | iOS strings | TBX | TMX | XLIFF 1.1 with gettext extensions | XLIFF 1.1 | XLSX |
31 | Unfinished strings, converted files enriched with comments; suitable for offline translation | Android String Resource | CSV | JSON | gettext PO | iOS strings | TBX | TMX | XLIFF 1.1 with gettext extensions | XLIFF 1.1 | XLSX |