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The Scheme is used globally by bond issuers, governments, investors and the financial markets to prioritise investments which genuinely contribute to addressing climate change.</strong></p> </div> </div> </section> </div> </div> <div class="main-container container" id="content"> <header role="banner" id="page-header"> </header>  <div class="row"> <aside class="col-xs-12 col-sm-12 col-md-3" role="complementary"> <div class="region region-sidebar-first well"> <section id="block-menu-block-1" class="block block-menu-block sidebar-menu clearfix"> <div class="menu-block-wrapper menu-block-1 menu-name-main-menu parent-mlid-0 menu-level-2"> <ul class="menu nav"><li class="first expanded menu-mlid-2229"><a href="https://www.climatebonds.net/standard/the-standard" title="">The Standard</a><ul class="menu nav"><li class="first leaf menu-mlid-3663"><a href="/climate-bonds-standard-v42">Climate Bonds Standard V4.2</a></li> <li class="leaf menu-mlid-3624"><a 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id="main-content"></a> <h1 class="page-header">Electrical Utilities</h1> <div class="region region-content"> <section id="block-system-main" class="block block-system clearfix"> <article id="node-198966" class="node node-page node-promoted clearfix"> <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p><a href="https://www.climatebonds.net/files/images/Electrical%20utitlies%20v2.png"><img alt="" src="https://www.climatebonds.net/files/images/Electrical%20utitlies%20v2.png" style="width: 901px; height: 300px;" /></a></p> <p> </p> <p class="rtecenter" style="box-sizing: border-box; margin: 0px 0px 10px; font-size: 14px;"> </p> <div style="box-sizing: border-box; background-color: rgb(216, 216, 216); width: 300px; float: right; margin-left: 10px; margin-right: 10px; padding: 8px;"> <p><strong>Resources:</strong></p> <ul><li> <div><a href="https://www.climatebonds.net/files/files/cbs-electrical-utility-criteria-v1_0.pdf">Electrical Utilities Criteria Document</a></div> </li> <li> <p><a href="https://www.climatebonds.net/files/files/cbs-electrical-utility-criteria-CN.pdf">电力公用事业行业认证标准</a> </p> </li> <li> <p style="margin: 0px; font-style: normal; font-variant-caps: normal; font-stretch: normal; font-size: 12px; line-height: normal; font-family: Helvetica; font-size-adjust: none; font-kerning: auto; font-variant-alternates: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-position: normal; font-feature-settings: normal; font-optical-sizing: auto; font-variation-settings: normal; min-height: 14px;"><span style="font-family: Tahoma, Arial, sans-serif; font-size: 13px;"><a href="https://www.climatebonds.net/files/files/Jpn_electrical-utility-criteria_final.pdf">電気事業者に関するクライテリア</a> </span></p> </li> <li> <div><a href="https://www.climatebonds.net/files/files/cbs-electrical-utilities-background-document.pdf">Background Paper</a></div> </li> <li> <div><a href="https://www.climatebonds.net/files/files/cbs-electrical-utility-criteria%20-%20faqs.pdf">Frequently Asked Questions (FAQs)</a></div> </li> <li> <div><a href="https://www.climatebonds.net/files/files/electrical-utilities-brochure-0524.pdf">Brochure</a></div> </li> </ul><p style="margin: 5pt 0cm 12pt 7.5pt; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0);"><strong style="font-size: 11pt; text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Timeline of Development:</span></strong></p> <p style="margin: 5pt 0cm 12pt 7.5pt; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0);"><strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">May 2023:</span></strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;"> TWG Launch <p></p></span></p> <p style="margin: 5pt 0cm 12pt 7.5pt; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0);"><strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Sept 2023: </span></strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">IWG Launch</span></p> <p style="margin: 5pt 0cm 12pt 7.5pt; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0);"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;"><strong>Nov 2023:</strong> Public Consultation Launch</span></p> <p style="margin: 5pt 0cm 12pt 7.5pt; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0);"><strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Dec - Feb 2024:</span></strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;"> Public Consultation Period</span></p> <p style="margin: 5pt 0cm 12pt 7.5pt; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0);"><strong style="font-family: Tahoma, Arial, sans-serif; font-size: 13px;"><span style="font-size: 10.5pt; line-height: 14.98px; font-family: "Segoe UI", sans-serif;">Mar 2024: </span></strong>Criteria available for certification</p> <p><strong>Certifications</strong></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: 14px; background-color: rgb(216, 216, 216);">If you are interested in getting Certified please <a href="https://www.climatebonds.net/certification">visit</a>. To see the whole list Climate Bonds, visit our </span><a href="https://www.climatebonds.net/certification/certified-bonds" style="font-family: arial, helvetica, sans-serif; font-size: 14px; background-color: rgb(216, 216, 216);"> Database of Certified Bonds</a></p> <p class="rtecenter"><a href="https://www.climatebonds.net/certification/get-certified" style="color: var(--blue); font-size: 14px; box-sizing: border-box; text-decoration-line: none;"><img alt="" src="https://www.climatebonds.net/files/images/certification/CBS_Certified-RGB.png" style="box-sizing: border-box; border: 0px; vertical-align: middle; width: 100px; height: 100px;" /> </a><span style="font-size: 14px; box-sizing: border-box;"> </span></p> <p class="rtecenter"><strong style="font-size: 14px; box-sizing: border-box;"> </strong></p> </div> <div><strong style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-family: Calibri, sans-serif; font-size: 11pt; text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Status</span></strong><span style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify; font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">: </span>Electrical Utilities Criteria are now available for <a href="https://www.climatebonds.net/certification">Certification</a> under the Climate Bonds Standard. <a href="https://www.climatebonds.net/certification">Apply now!</a></div> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Criteria</span></strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">: The Electrical Utilities Criteria will set the science-based requirements that Electrical Utilities must meet to be eligible for inclusion for a Certified Climate Instrument / Entity. <p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">The Electrical Utilities Criteria will assess both Mitigation Requirements and Adaptation & Resilience Requirements.<p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Financial instruments (bonds and loans and other debt instruments like sustainability-linked debt)<span style="color: red;"> </span>linked to these eligible entities, assets, and activities will be aligned with the Paris Agreement and the goal of keeping global temperature rises to no more than 1.5°C above pre-industrial levels.<p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Why develop eligibility Criteria for Electricity Utilities related low carbon investments?</span></strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;"><p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">The electricity sector is today the largest source of global Green House Gases (GHG) emissions and the share of electricity in total final energy is expected to increase dramatically in the future, to more than 50% in 2050, as it adopts its new important role in deeply decarbonising the entire energy systems. As a result, electricity utilities will pay a critical role in decarbonising the global energy systems, as countries and companies adopt net-zero targets.<p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Criteria are needed to reduce electricity emission related to achieve net zero emissions. Advanced economies should reach it in 2035 while emerging economies will have their threshold in 2040. Criteria also aims the goal of keeping global temperature rises to no more than 1.5ºC above pre-industrial levels and support the reduction of unabated fossil fuels and the growth of renewables generation capacity in the electricity system.<p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Renewable energy capacity, especially wind and solar, must increase from 2,600 TWh in 2021 to 3,500 TWh in 2050. At the current rate of investment, this will take 90 years, but the transformation needs to happen in 30 years, making the Electrical Utilities Criteria essential.<p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Criteria can support the critical upcoming financial decisions for electricity utilities, providing a clear path to support the intensive decarbonisation path necessary to meet the climate goals set by the Paris Agreement in 2015. <p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">Electrical Utilities Technical and Industry Working Groups (TWG and IWG)</span></strong><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;"><p></p></span></p> <p style="margin-right: 0cm; margin-left: 0cm; font-size: 11pt; font-family: Calibri, sans-serif; caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); text-align: justify;"><span style="font-size: 10.5pt; font-family: "Segoe UI", sans-serif;">To create the Electrical Utilities Criteria, we convened a Technical Working Group (TWG) and an Industry Working Group (IWG) with representatives from investors, public entities, research institutes and international policy bodies from around the world.<p></p></span></p> <p><strong> Electrical Utilities Technical Working Group Members</strong></p> <table cellpadding="10" style="width: 750px;"><tbody><tr valign="bottom"><td class="rtecenter"><img alt="" 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" 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skzxh/PcR9t+PyIT198FLN1dq/0aCqAkk9neq2j9zuK7/iO7zC+b8h5PPzV4Jo7xBC0GwK2fspVMBmYE3DHjTOqWuPQ2uDw2gYlWtLhOjw6n6h8v7DypVaBwAPPYYFobB2/3hrQkw28BTTPJgcytIIYDVuyyxpwiBXQEkJGfsCDYqCHY1cFPgkOH9biQRMYsyH79Pj5VkGQDfoWFI/vNdKHVuzspGTxCw8/uhgUxK/+6q9uBs9mCrvKxzULYvDOF1CUaAxd+/Brj2YFayswmkNeyHiEkvj+loET3kp6KcVRAZAwQShZEtNJO71dJYIiqHrB0l8EbMxOiShhevNsDk/GReNw9ejYnD3GNTiA9qJGL5s14+KEJxy7xIyPWjT5cCw3OYpiwDUPmFe9ZQzhXkDNP5OrEAoU6SVj7Ve8MTjmkVi3BFchueYM77t+f93EUYlv3dyYw+ThMS4Q5vAFwJpEKAi46OLPZva1BpdM+AA+iGbFtVZPHkhW8uH4YB4NOa2HZ7dxOlYacfBVgWJAp1D08Foy0p0dv/iLv3i+Swx5e/iL4PJL+aEUl1XUaqBx85XtIhzjVpC8/vbALuDq94qak/6JH6/D7Qp2C87Gryef4xKtKSqFJDDWycaHxs4jeAVLjyZ52QQPyC6g+bH263iVk7x6SUerGa+NrnTos834uFj4UqGTjQbYQfHx362C7xVGxWQdT/L1z3jGM7BfllOIFa64QwxhO4+Yzg5BBuWseeN6tMYrrHNjhnJEMXCYHA6ZSzAaB0g9pwsoWoCX49Z6veu3l7ZShQQEgEwARxZ+sgCdGhxa62tCjOFAfWP2a0BvfZ2TGU3raOkrYa3DJ18howkHr5VUa3wqdsUhPNlozZNfD+eA+cu//MubgdsMufup6OjjigWBjjAKguMgWc/oerTG1hqvvbGdAHiicHbgGD0SrLdjwBuj1Uq+3vlC74c0igBIgoDQK7BscMsxxg+f/dYESHOYpAd/dpvjXcEayOfGE3n4yOcV17i19OoBuTU6s9U6fPQVrkO33dSFw1+w7g5s17Iznyfh+HjmM5958tVf/dV2iX24tb+wIIaw3SDa/sZv/MZ5IDGlxJiinDIGOZYj+vBzcPhgsCLAp5fYS5cuzaT01W8BsAMIkuLxFW8/pxM8v67yL8gZC4ricBqvt4a/XUdxkJvta5LyoURkdz6s9hvHe1FfosiyvrYSHG6NWXHji2YeXYUrdm6p4pGtFcGxbHbyF+TH2CGuuktcWBAE/Pqv//p5BVIEBC3B4eAzzBjkSON49JqAue8zluP4XfX+cTDrrn54vSRqEmteceBRHPjYpRDsLHpF5atiNIol/ebklnw9nKADvXn0Am2MLhrzxpPp8AG/8pGTrOSG08NVnMnXk1FBEY2W38AtVSz4gAZtsibB+MgG89XOFe9l1bu/+7tfuEtcqSC2L3rRi6aOBOkZDMIxDlB83KLBU4PTPG46VKp6f3PhyvcHu34TwEGHJolUBK4EY8l2FkiPgAhowfNkYscQNHLRVXT+0ZFwgmvNvCIzp1eg7Vj8sp4sYzbwY00APpBf5mjMFa6CYqO5cYkNnw1k8MPORoaGJ/vaEeDZJxbsyff0woH0wbPXPJnGfgg9YDNwmzHfmwQPKYhBtLOtEAQIqF+FwnEMwK9tIsdHvK0VLHz+8ORN3/RNZ5DcMjQ4QbHOacEUREUhuYJsjga9AijgJcCOIWh/+qd/OpNqjEdRrE8u/BNANhrTqUcPx2aFkQ/FI1/yWx9NhQ9nLGE1/HD49YF5wJ61+MjV0LdjihEfAXx2ma+yzEEyHpg9+Kko3u3d3m0zMPsHseO1+To5jLf+lrBk52yC69EWnAxpbi0+RhvrG0ueq0/S/BLIEwLHBKN7o2RItsYW9Ho0zgb9NZfbg9uEgJHhL6btQHaMzhvskWg7kEJjD7lwrsJsI58P5LBRgsyLxeqfMTl6kI/xkg/wKkh0+QIfbzL1fK5o0SbbmAyP0AqiM1Ey1p7siwCNFrhtPPWpT727ef1lBTEM2FhQEBkqWCCBq1DOg2jr4aJHkwzrwC0BuOqBINApyRIfffLJaixonkDsDorDbqEojO0a/vxNUXlkFkBFoflzuYqCPq1iKPFsIR+wgb0SSrc+u6y78tHCxwOPVvLYg1+hanglVp8v0aODs66Rx2c64M3ZS64WrHLKS3E/nsfT+niV3Tehm4Hbt35ZQQzkxrMqKHn6hM+F5SOD0NTiXYNnDW0490RV7oolWxFYFwCBBObJlzBNsPRtn652BWGHIbur3+HUH/s4p9ClGMi2awDFZGcS6HSyw1hPB5Ds/IKv0cUWYB0diB4/WmuBtfisgWTz0zqZaNhlreTD4+Gr9VU2unWevuMejbbCYZfYDtw+/HFBbL3ixEgxSMgqsHGBSBh8SYx35V9xHJFI2zs5rm6J7uqgvyAKMLzAFChbuiveLoAPoIcj1y5it3B2wOe+i1aRsJE8O0tABpntOtazIT/5Akce+c3JKKnsA3p88OjMFVz+mdfQGKPja7F30dgZrIN2wvSyOflwx20yHX1Es6A3y/jBM8QwaOO1MWMYFxAAElQfbi6Oj3iiJyfa456jksV52zlHOeaKEGxBa6fAy3Hy0bhK0PgnBjwaS7BbhKtf8u062mMf+9i5C7z1W7/1HCsIOxFaiXK7IJM8OhSSBqyhkcB6tBWDsZdD+IA5WvajR6fnR7cmNrc2mQ4feGtQa6zIEwd8GhnOS+xTvOJBF91Xgmw8Xod3sNSG/s2Y79GsO8Smxz2KGJlxCBNcHy5nGBZfa/FbM67ngB1BMXDYFs5BDpNX39ZLbiBpzh5uBeTou1IU2Xu913vN4CkUh1aFoCjooR8/uW4vAtttRsDpQZd+NtGBhw54gLbDr3UNLkDXTsBPj9QKDw4tYAugM/70Hse0QmNDMSyeaOHSbw6KfeOJXD6iO6A2o98brwVxN4MFKaMZSPCVIMM5VUCNV2UZxuiccQVLmGSdnp7OQOUUOfRrkhWPXcTVgUeAnBME2k7RIfW93/u9T57whCfMZNk93I7cJuwezhRo7RJ8lHhXL1AgbgHkZ4ddTCEoWkVnR2Ab/V4f8xOwRYFKFhsVd1s7H4wVRX9XwY6KsZhVXOwiB14MFREbrMsNnYpUYz8aOuSpuBd7fgTloDma8nr8tLEWxMar6hUSvuLWcev165oxfGvrOGMESRByRiDMJUjfGF38eCXLo6c/WhFgCRKU8fZtBl5yBWT8y7jzyzly/eBGcazBI4tutOkUePT1xhWHXmEoNIliF16NfYoDjaSikXitP4J2G3vf933fKVsxVvgSzFfApmJGDpnm7GC7omUrfHGcjFf5wH8lWk8bAzaxz4IYDPN2EfJW9BmhXxvZBVtAOQjQSA7Ho+eEIAiqsXXNVS6geoXxVm/1VnO3kBhXtCtLoQh0OwRaIJjGEurqxeNq04zpkwjJYosGr8jI9DLNGhvp0ZcoYzuIolGM9JvTx1e67SZ2DDKBxKLjo2ICfNXQrH6bVxBsbH3lQX+9EO16jmiHmAURgZ5z+nAXKUFzJVjXjGvktVXbXrsyoueowJlLvmCj0eMtGXoBJENy7QBtoxIl2eCd3umdZuL80AcPPLmSoCcbH50BG0om2Qo4m8kAbleKpEIih31skmS7gVuUf6VW4szZSmexIFczx9uZCo6/+WydTdlKngbinZOjDzKtXwvsEr21rCDu7hmdEFB/LWFXWs+QjDKvCSLnJAdOALoSOSo5cMZ69IJjbit2i4AXYCB5klCQSgo59LiqL126NK8uxQKPlszm7CSDHa5o92092a7q7vN4FYdzBTgdZyCFoXD4YmxXKKFskWgJReP8xHbALzzZXbHo8VurcNmlGMkB1mrm5UvfGP5qEJ0d4lM+5VPuRltBzB2CgQAhZY3n4AY/4q/HngP0SIRtkqNAAIy7CioIwZIAeIHq6YSN6xVKJh54PCVcEB06rSe7HUQPjxadghBwzZx9EqK5DZSw4kOfw7HDrHcfJQyfMZxitHvxXQFr7CCDz+kuTmIAT5cx3ewx1ytSeHzFkyxQPyeHeXLDXdSvfBXEOV2L+sbni9cYrMqPx+bk6TXJAOnhoDHHa4IaDi0e9+KCYodxT02GQBrjA+SgdYVGV6IUlsSteq1lJ1nODOaKwVVvd5JcOxR57/iO7zgPjM4pH/iBH+hfhjvfDegmmx67i53FIZjNCoJ8oAglnd16fGvBoCNHEbCPrOwslnhXOJ5by6+VzhitHWLAxsdjBuF8IXWREARXwreWInTaOufIRcBJV6YtFE1Xth5/V4Zeg2+rlghXmatFQjVQEAWrwLbVJ5dscioGYzYXbMkwBuyzZndqh4IvGXQ4R9gF/MzQLvRBH/RB88zidoKHXnIUFl3sDl+sFAS9Ek03//ToxYnNFRR/tHjZU2HBrQ0fgKtvfZ3PxfHhHDF4NnaITUj9yiRZWsKP6TgCotED9PGSt47NXSWuMsGwllPGAqEXlPSiE1y7g9uEpAiMYHe16dF333fvFkg9erbSg1+/6lSYCoxOPTn0mdMh8ZLZf9fQ7zckehzG5rr/+GW/30+7PPXYUehmJ10KgR8VYTHSi4ldyLsV+gDd6DVrbFB05IoPPsBO/pEBjvuJHB94NOtXokE7bxkXHSgxHQtIeL3146JIYbz1q7z49fg5HR8Ho7XefbMdwRUkOOb4BM4u4YoVmIrAnO706yVD4RhLEl0lJP3W8kmPRjLp8SssvUddO8P4bwzmFX16ejrp/EOtP/IjP3Ly8R//8VMXG8hVTHal9PGL3nRnG9/a6SpsPIpYzzd4Y/aTXWGQeSVAdwzHODvE+M/i5g5xThsRAwva+eIFgxxajcpI/MbJag7XYU7Aa5wEK4/gS7LE43f1CISguToFHL8rCLjS4dAIogDCFTx6JaftmM5j29M/BY4P69G52n1F/3Zv93Zzt0JrjQ2K1BkCzlf5niYUErslmm52HEP6rJGTPRLPb7biB3zRuk2SLT5XA/JrV6KzfnhBdbcs3O1LrZj0gLICMRFX+OBATiSDYxwkI5yxBqxrnNFHo48PrTVFodEhIQIrSBJgvRdPbkMAPzlkF6wKSTFo6y5xbH82koVPAsSBXmBncrgkG44N1tl0OnaKkoXOutucniyy2Qby25jNmicWOw8Z+OlQVHjFAC97rRmTp1m7HsBTQ28cNH7gsjwsQma0npEMvxowMJqUJbx5SUo2RzlVsuFraBtnD/3Grn5XjoTSKxHoBc0YXo/OwQ4tXQJsTXLWUz4ZQbbSDcwlwlWq18gAdFakfDeGI1/BuQWj7epupyAT0FuDy2dnBGO81q1lj3lxWYspmVPwBR/Wa+vyyreOzwsCcYwZKLhXqz70DD2GVUFO6JMfH8fip1MA6SwIeonQWwNdgR4l0cLbLSSf3K4sdsPp3fslSsIkBw/aNbBkw612osWnwPBIlHW2HsclW8lQRPgqRLz8xIMO5Dd68vjCdrrQWYezVtHFT4ZCB9auBWTRA/SNm6/9hQWBgNJjZvgVEow2pY0LNppVljFnOIcGX7yc19KrF0yJ6SpzPyXDVg6Sr3AKnLODgnGLIVsiJUcryPjYYI4mWfXWyaNfYRlnQ/5IIHyQHwpPIxstGei05MZjzmd07NODZBUPPuAnC7BdHLN9Iq/wQQeoj+x4Dk/7fEuZk/q1cWptJU0fPlwycnLFr2OOuIo4FeAhb638iiFdBUVg0MILiMS0ht8j7a/92q9N+RKjWARbT4+WrWwwByXNONlsqJCyDW826c3ZYZ0tbkvFBj/5JRiNwoJDa645Z6Szcwu5bLKGVmGmKx/wBPmhr7V2rf5wqNzMcqSklqJ6Ci9q6I/xcBmyriW79YKTjIxdCwKNYEq0scCQaQysoSdDDy+Qzg4OyZ48rLldWCcHDxnphVcQ5qCCICsa9IrKzkS+dwv5iD+b4l0LzLqW/dYk1dwFYcxOeEmHB9bYygZj/Utf+tJJmyz68id76qeQm/yYkSAoaFwfXp/BK67xRWtwxw297bzEWBcQV4AWHl28JUd/PEYHJEvwvFr21bNHQ7JcfSsUtGTpg8bkCDjaEt24qxoP+1rng2ZODvrW9YE1h05PR2idGTqnKFq7kUTjIY/9irw/uiYXpHeVnY4b7ZOJb54hINZmofnNKmRwivSrnJIE15re1VRS2BCPtYKsr2isawLnynWrUAyS5ud08BWaJNNLFn72AUlAl3xjxWXdyyT0QG+XaF5CrOFle2vkG7MNXXbC2W18Lc4uur0v0RRIcvTsZQu5bn8eSZNJJ7BO9s1C9q78t60gVkPXMeVeKnkFK0HWCqA+4KxW4uDRcqJWUsix/fojFo9uvmEky5Um8MlBL9gBOe7nCgDenA5XbbtY5wfyvKEkgz4NwGt4g1UWedlp3Ro5gd0Bjo1kkIVHQbCdbQrCWvZZx0Ou8a2A7BedvasJIkcoyICbVbYaalzjhHf2ndhLvJ7z6IwFXED0Ob4GFp05GsFTYH0/4jEUzq5BFr80wXbFKZRafhaQEqIgepchBg6kbHav7yUYmeS50q0pHmvFMV+y25yPikBR8A0/HDvXg6U58L8fo2MvuWQBdpo/HFh9f5d3eRei9lNiCwkvOPXhb6Tn/EWNDM4JMIfQcFiTRA4fF4R5+OO+glAMksjmisE2jDd+vNmUL3YDutFkm+SS5bFVjy9b9WyXSE1iih/ZaOFAuo71stmOBsgAcIqJLGPgcOxWUZGy0XqFYHyzcMzb/PyWkeAW6jnVOJq1t349wKkC2O0CX7L1muABSeK4ng7BMF+DC6eh8TpZculx23D/l0xXouAbK8SSRVaBJaMkoHFWMFdY6Nlljt6YPYoCZIP1bMefnfrw6PGzl61k6NGzjy5rbHDO8K0qnWS3e4ohXPLJvBlY88am4LwgChZCBCllAFwC6glAA+CMBSdgsHlF4P6u4iXr0vg5m6vwHd7hHaazGVRiyCvQ5KBNV3KtS5hAuZLdHmy5AurvMVxZaBQf/grD9k6f4EePB5BNT8lOrmTB4WVbScODvl0GP9nFI7/QsSU8HvHWw+MnG7DLzubfBdXHg67inITjwxpY9VxpvtI0xt94Chof5wVBGQM5m2JGFARjoOd4hq5jwq1z0BWqyp36FcKlUQSSpCkKxeAXR3joTY6ejNVQ9gC41vUVBJnGJc0VZceA449vKJ3k6QHwZJaE9CVPEWuKSUPnvk9+SShexSw/4At0Ppizg80B+fSi92Y1HoXtEZNP/LCOL334s2Ed01VLR334enhjkN7DGeJ+BXH/OIRtfGUbQ8ScLVhwmAuqcckxRueKc8V6iaK69ZwzdpWhERg9xyUAr5ZujgNzuvT0aMYAPx5ADp1o4chHxxZXobX+o1T3aLyu/BIkMXYvtxXr+PS+dfTSiI3r7SD/9elkMzmg9TlZPrIdKp/5BFrTs8W7lNask83eNU5o14YugI9WfyPAi/0oiC1DVgUcY5QAwgPCS4wgZKTAM9of+vzCL/zCLATyFIIrFR956MkraM3JJ1drDY5M89bNydLIsRPRIWGuYvLQuyejxUe/F0FuGb21dEWiUwSuRDuZJ4q3eZu3mc3Tgh0OVLj5ysZkZ6s5e0AFPSfjgw2Bcfbnb7HRK1T/vgWf0Bb79MAlY5XZeO3R3QgcdogHbhkYCaBYS/GqPEf00UqEYvBnc/5q3CGoP7231UqYVqKTbfv1qAvIs855VyPIDoEW4Pj0QHKAK1hy8Vojx3nB1o7GrhReYditrLd7uBL50PcddgVjDSgy63zQa9mzFgUd8OKiz77ip9dAhVDP/2x0EbnFNo/G/BiSFz4d9eTeBOwfMwTsSzJhlNcIhAMFQvAVgeT54xdB9m9KXBpnBAGzXjI4tBomiIIsIc4Q6xod6PHTWTHoa2jwoHHlupLYgb6tPV62wCkOL8Lo7ZBInnWJdns4PT2dup0zOivQYaexg9gtks938REPtuQDHN31xqB+TsZHSSbfGERjd3CLo4NtATo0tfDN4w+vD5d969pFYzvE4Nk/cOMbt42xpW5cbasSY44zSC+Rnvd9M+bvFfUCZrvloKDVFEWyOCghrk7J0DOg2xTZEgckCg2Ax2uup4NcxeBgyl5z9tGbnSVMsvH1wijecH40W+AlgowSZYxfktiEt558dPwDa9DDwRu3VizMNbZq8Mlz5jInOx+SD38McMfyL6I75rvavII4N2w1knBF4F7rPqwI/INkisKTgytUsgRLQAsah3K64LvaclzyT8dViR+tuYLBQ0ZOKQjyrRsrBPQKwS1AgvBIHj3kZ4fbiTMDWd6MorNGltuVM4VbA7yi0CdbAQGFy56Sh8acLeHQNYZHcwxsyCfrGp5orbGdzeLEDjg+NUabjPpjPc2tJxtu5Y1m7Q/nhz1cBXH/MGRjS2WogAiyc8B+/LRc8C+NW0JPD5JHKRrJ0Qsq4zUGcJBD7QoCCU/+Yw9/50gOfrzozclShOTnmMSTpeF3NnAQtL1LMrn04FVA/CBL8gWYHHrg8bCx3YlM4LbQmD42wJHhgmC/gswvNOQqAg1Yy2Z2GNOFFz3bNTi6yLMLwdllySFDjwa+ZBY768Z663q0dBm3bg3Aa0HzFXcoiPvRVBD74fzWle9Q85M/+ZPzcKhi/VUP4YKdI8aMMueoud4cfgoeAeE05+JnhHWnebgchxNASTSGz3CyclhyFI9CXXcL63YwPBJJBlq9JugVhCSjwQ8UlwuATk1A+cJ2NqE1VxTm2Ym3eUmAy0c94KeC0ODMNfLzVdF+7/d+76ThizgAY4AeJDMdcGQAuAoiPmvwa5vERx8P2SEGwx6z/6NpfW9QsgWqK13yBceaBjLKmHJzDoMCAcdgiXqLt3iLmVS0jNcDeoB5ydHX0Eqgc4sg6e0Q7QiufolHr5d8PGw2R+s24Vai2BUWYJdCkxigWPhW4vKVL+RpioFPaGrsNgZrb4w2v9pNySDTm9X7779/vvtY6fhBF8CrATSatfTMhZv4IFNBjH6PvR3CeD+CvfFVq2R2hZRQvZZzDDJmVAYSAigRZGsax9Donfi9ORR08gQbvR5tvPjRawJXgQmm3YA8tzIFIrHrv1brqla02aVXALZlxaGAFAjerkYFTyefFI6efGOy0KEhm93sQbM2tgfw9KJdY8QfdJoxeO5znzt1GeMD2cOm7Ep+stMdfjLewAe+Jz7xiTj2sa0Fcf9nf/Znb17wghfMNc4AyWCQOcckTlCNtYyKnhJNIDRgjfPmfsnkSpSgrhQy6ZAka8mCw1dfIEoG/XRJFl6HVLSSKKBwbgd2Ck8U+PmjENAoDPL5Y+dgBzAnC01+Kgp4MsLp8RcDtgBzY+sVBDy/6GBD8P3f//3zK2668ODFo/DY7naHnqwVilE617UbGR/474/nQcseqJLtaqzgAsoxpty8oBSMDESPTvDigwvG/zg7hwWKDrIESlAE4VhmutGxzw9gPHb66yg8ko/HTqEI3Eq8ZKrg3KbwuFV416Cg6LcDCHy2d+tBT55ksweteXY0h2NTffHiIBy6mjX8bGLz4V+lP/Hnf+ztzFMs2CWG6YRPBnuN2Qes3QyQfcjHPv7zghiLe4re//3ffxqJwLxgNW5undPaioMH4SgF6DjgQMmBtkSOCxB6RWFNS3byrUu2QLjt4HfVCiR6gXdLIEMggXuzf8EFOF/QhYYMzW6ULjbA4UfH7mw2tm5n8eMb47Vws3UqGh9s1bLLOuC/gnZw/9Ef/dH5Yk8xKBK7XDzo8ZqziW/FCz974BujvVlYzw9knBfEQeB+9JscSLE1xpnrretrresZGl996xxz5cLbCvUczXnyjLVjHWgVBBmKQJNQvQT1TsTV728sBcvbUIdku4kv77x/kFRzSZdUMvBUjGy1U6w20dmVTZ9CPIbiwk5QbMKLS+CVube8fITX262MNTrop9Oul8/JpQOdXuP/CtkAt45XGuPD+eFsxR8XxNnnfu7nbn7mZ37mnEawGMcoV16B44QGb52BaOHQCEQO5mQnfI+3nJUU9NYLYHLN6ZM06wLmZZhEOxOUGDRwgpIMNqHx8snZAS8astgooc4wEu9qpRMtPglwJfeo6qUWPHvJV0zsqTgVdFu39UBM2IQX4MlXdlgHdob8Yw8oifBkm4sZWjGjkz/WgXF5oU9jCz569GijxwP3iZ/4iYZ7H8FlBTGI9kPQ/v3e7/027m0Ao0bBmqx1bn1Vhg6gAdYZ7QqVEMBQznJEUuHRw+cQOrzmEiAp9AgM+oKKHw4tHJkSW7H4s336BRMdGjsFmegkTpCNBV4BSY7C8fSClz724kFrx1FEGrloCnrFIw50wevN2ajInGXos0Y2GR12yUIH6ETDHn4VWzzw6IyTPZmWD+vJgm5+ePdgvl/IH3LLsHb/533e520+/dM/fdJJ0pUaAxnMAcBp7RgYIZAeN93X0QsqJyRNAMlpDmecXIlx7+e4nUEgWl9tI6MA0ufxtKtUMTpU4gP0O1c4mMKRI+h0OvDRV2LR0l3PH4WDZ/U/v+HRgOwjqwKQfLslHejEsV2j4o+XfMBnsgB7xYGt+I3hjNHFk+7w9Wj8QycDLrtdQFy2Q0AM2D/ucY/bYgYUFbAUrHPKBUshlMjJOD5ygAESc3p6Oq92gQ3wCRYZdAqIAAEO0+XKcdW25aOjNxvJO35cJRe/YLk9kMM+RUBOO0W7hnW08Gxw20Tf7uEWIoklgb2N6WJP/uJnG5kaPJyzgwJ0G3NxeP0eDX7yu52KGR1sMKZrjT95cNbEjxx2oIEL0AXFy9ztYsx3rdU/pCAG0X4I3Y9/cXXeNlYjMj4cIZRrFMMHcAyocc4bSgG35qo3Fgi8a1BzjD4vsBQEeskMBKMgSJZk2hXQsoM+iQcCjRZegtmU3ebw1uGdPTwJKSLf3dDvttBX4xUinXTQiy/+bOJDW7yCtVvB8Zk9dNiJ4NiC1hpaNpkXT/FBoy+e9NDPHoA2Pxrr8eEJZ37RYXIKGR8PKYjDwtnnfM7nbH7+53/+PJAJrGdQyWWoZi1gxAquRNt2V5VekB0UCyh6ASLLlWELV/221q4Ueq2vu0yFtfIaKyK07QLo2GiN3GzMJzaR60noPd7jPSZduwteTRLwVZDG8bPNmK10NFdUCkIy2EKGHcLYWsVsXUzYrbj5zx66sluM0llPnnX6FBL9GpzCBWRreD7pkz5p4i76uLAgBtN+CJu7hDeXBK+NYs0VSLHgCvwKKhcP0LsquqrgOIFfy2EyybImGGTrXTE5zSnyBJxz5kDvtmEXsS7QHkXxezLw/sC6JNATVFj4JYbdesVre+8JhUwtW9sp2ACHn1wJaReiw5onGX6xAR+cePBJq3jxKTpxEk8Njs1o8puefMDPhmOINluK1ZOf/GSkZ2O+O+Yxv7AgDoRnXmX719UoLyB6oBdMSasYMiza6OA5tQYOTuDJKLjoOSC46F0pdgfyBJAuwTJnEz606dHTQaZtvpdIkopekQi4whBgSUJvjEcrEWQJtnUNf9s4/Y3ZkD1wGjtLFD8cpPnhvQg55OHLfj27HDr5jBcOLXvaRcwBe8WP73TTRya+eMUWL9/RaWTivRpcsSCGwv1Qth//9uLmhS984XmiCkZXYgoYaA0YawWTs/6pPvdnhjFW4CRfosnyy6QOhpLucGXbrEBspZwF9HCWDsESRG8vV6cFr6vNWraxCR1+ARLMNfhk4kPPHkViF8MDJE2S0eEDYqDxKbnW2OtNpGJgP789xpY08VCUgB908ZmNiplM/lcY8aGnC6Qv/+hlW/ZV/GR5ctTG2m4yX/Dx4HH0gsWBOhuPoFO45SqUYZwDGcKAoLEgaoIo6ZxgMF6NM9Ztz8aSI3CKIV0CxBmHRevozDW60QkqneljR/xwEigwis+Y/ZrEAzSrzWsho2tdn27ya9lkziY8/KTz0qVLM8meLMRA0slBIwbpol8jn59kodXgzfXk4s/3dJrX4MKTX5FMZy941DzgZ3fVghgGeATd+36DUIZSyjHOMFALGofPMAGTdEFgoERo5ABju4J7vgC470tyCVBICkJxGGslgS4y2WWMh61wxlr2GMOvLZvgCjZ6UMIkKV40/KJ/bRVodqDz8sqrcwdIu5TbGNniqG93MEZPBtl6ux6cGJHZmjFgTwCnFW99OD35n/EZnzHbGO/iu6h/UOpFqw/gzj7/8z9/GlfldhCkiGE1c6DnDGPwSKCEF2BJN+/gZht15XLEs7ldokdNtAqBzIqCzGyRSHIFDGQL/cb42LECnDU0eLui4UD01uhn1wp0afxiR8WJLtli5M8S2O6fPF4vInqso42ervSS5xbCPnTpaz2/sonetaFrHs/hReNZPFfqr1kQw2BPG/sv+qIvmkoYlxOErk41rrfOIMGQdDsBQzkk0BLvXmk7deAy9kNePAIkIJIFBElw3VMrMglJl3WywXHArNXYj44OrR2CLrLCo4NjJxweMoCxhia55vjp1jxmXhq3C1+7tyOiJZNvzg96tIoaTTakq7mdBG868jl74WvZb974nnvuYfbZoN8ZXA2uWRCYh6DHf8EXfMHJZrOZilUvZQWeYbUCsl7Bjx0/qpV0ZwnP9W2VAqJYBMSWqkmybdYOomDIReO0jM8uoSjcVhQIPRKDr6AVCL21WviDT5clEE4Qj2VJFCCf33SQA5JX8NnKf7T+eMktcPxzwTPZfARoFKHzDBx6iacHXkMDRy6dGrvM06EP2JEN+miNgYIY9Ls5ucbHFZ8yLuA7+/Iv//Ktf8tZcqruCoCBGuP0jOGUdVe+QrCFuiX4xbOEu3rGGWW+V7fuScQjmr/38HLIrkIGXU7qiqErKT16RQHQ0UsnEBhQ4NlFXnYmA41xwZR0TWLJVIh0KEC3NjYcyyixev75k0bvMfheovX0s8eBM1vIsmY3oocMOtjTo2i+ZXP62Z7PevjW0F7vrYIccN0FMZTshoK7v+IrvmKz3W6noxQGGcIZY05zWHWbc6ykejvp3ij5Xt+Ob1fnX4L7HQMav+tUFAIkcBKB3s7gsEW2hJGvSfwasNUuQUKvoSkJ7LaGNno9HHk1fJLUzlDi+MTXeM3JRu9vXNnubSe70eitS3TJjh8esI98sozZ4CKgm13AWi1782MSjA94TTHcc889+0G/a+1a/XXdMhYhZ6MgTj78wz98bofrQZEBXVUZWoA4jtatw/bvd5Wc4Jji8BP0r/u6r5sF4v/Y/LAP+7C5LrC2XcEUKAGyk8DR5bbhXq2IFJxnfq3bieJxdWuKCo21nu3ZJ9kF1BgtPWzGzxd0bNWbo0kGXslTCMDPBrzy911F/18o38lGZ4fdj7914YfbBhzZesAvc2v42AzW+Nq5sktxVURsYbve/196o7sDPde9QyAehu6HIYpi+1Ef9VFQM3BVujlnNAYzTu/xC43tU8VLmncN6NwaBEFhfMu3fMvJJ3/yJ09n0HkhJlBk4JVUMiWDPGAt/V19+pKIHh9dcIKHJxv1AqyXVPSKxm1RE1wNLz3G+M3RlkgJV0AvetGL5tfsfm9Anh0OvX8A5Lu+67tmAdO3GecxvNmpyPKJjXgryPD8Tb8xm2vmK1QMY32/4q81fmCvuhbVsn52drYfiXOi2bhPVq1IGMtADmW4QKlyCfU8rnFUUgXKurHA+HpYoXzMx3zMvDrcTkpmVwIeASo59CuogkavxgYygdsWOgm0FpAFj5fdksJWVy+95OaHdfJKoITVkuPqd/vzf3M6P5Ar6Xo7h/MTWnrI0Ss6diVDbPAoJLFAYw1OW4udTRob9fnhncNHf/RHnw3cLl+vt7/hgiBYUfzYj/3YZgTs1F95MYbRDGOUQEl0wee8bd4h0ssZAdAEnJOCImmctTN4JPuQD/mQ+ZRBn7MGGnId6gCdZEgoXeSQZwyHjl44LZ16dsWLlu346NasOwN0gFRcFRiZwG2Mr+YK+r777ps7i0OyYrDds7HbhS+4+OFJyq54eno6/zquwmOH5OvJxttX5sb0VxR0wmlsYH+gGJ7ylKfsx9qTw91If0O3jCPBZ1/8xV+8URD+6bwKAk0Gw1XRTt7Pe97z5prtlCMCZF0AFYRk2K7tDF7m+J96JWYU3wwseeaCI6ECpEjow0umNXQlVrLsSuhBAWxu3RiePPduc0UE19icXCARdJrrvTtxjnnCE54wcXjIraAUM7v8HsSV74WcuIlJMpKLRxGRRw9IF9qLWrzv8z7voxhMz3zcDNzUDkHR2CUu7Xa7u8Z365uf/dmfnV/xwguiJoAcEghJsxUKjC+x+huJvvhBrzBs1xyWTM3BzAHUFm7NFQQECI/i0MinS3N1a+mjUxK6TUkUOZpxtySJQEdePihS9oDktwbHDrcBzROFn+gpKnhyJBa9wrf9+xsIMp///OfPv5kVI7ZmE1p6yLCjsjFf6ROj5KOL3th/FfkN3/ANyM7G/F6Dm4GbLgjK3DoUxXhc3Dz72c8+r3YGaoLZmOO2Q4n29NDbS3Js1xyXHE4KhN8wSJB3E34k6x2GK0ryFVlPHsZ0oDUmh17BBsaKSWHo6ZAAOjVy3KJ6c8hOQFbFMhGHD+saPQ7CzlHsc0ZqhyFLQbBLAfDFv7Dzwz/8w/Ms0YGaDLsJG9PLfzi2pgcOrAWxFgM9nv7Gy7+zMd5N4pv8eGBPuknm2IZDu3Hb2H7cx33cDAJHJERijRmv1wCH/fLY4dHbSAGzC9gx2kYFUoCf9KQnzUOaoH3lV37lTKx7MD5F1b3cvRkIMn30S6pCMYYjryu37VzyyG5dz77st2asmBWQMT8Ui1ubl2f+NT3JIos+9gFPV26TnjD4oxDwSiA7yCY3+fDsctsUE3g4wCa3M41f7Ox2+Y3f+I12iLNBu5vED+PjYe0Q6bVTPP3pT7/rQz/0QzcerQSOY+sVW0FwTCBs4Zx2yBRExeMQBW8uwHjQuM2MU/PckhWNLZoOwVIQmuDZogUaLxlkw1U8BVQhwbMPkKOQ6CPHDiJRgL3oFJN19rl62cBmhehW4XxAD1r2eIS+9957T17ykpfM84ACIkujC1QQioU/2SPR7QZ6jU2Bdfag/6zP+iwX1i0pBvJvSUEQVFGMp4PN93zP98wgc3htAir4ek0g3CtdWRLk9uCAJnGugHgF68UvfvHJZjy7+/m4x1MJkQBXnYB1hZMPSmK3mLVHQzYb4JvXk2WsoaGfrYpFMdCv4CQWjSJ0cLXu6v76r//6+attxYwfXfr05OefAsGnZ0u6Kx70dChQRZC95H7TN33Tycd+7MeejfXddPoWfNyygmBLRfHBH/zB80yRfYzPMc5xVi8QAu2qczVLovuyQyfHBQGdsaQ4R9ieT09P527Sl2DWC7ygCWpXULrplxitZFhTTCsNOkCv5LIBPR1eOrkN3H333bMwFKQCURDonY++9Vu/dZ4X4AH52Zce8lYbxAOQEV5s6LbGJq3CF4tnPvOZ/g73bPDsJvMt+ng4j50XmsBAxo9/82D7CZ/wCdORrhAOc9C8nnOuOAG01brybMG2WAEWRIUiOBL0gz/4g/PJw7eIwO3EgdG9nAxJUlB04BVg/AXTmH1s0bOjJBgDfIB+9ihavy11G/yIj/iIKc9Y0vA699ipFKGDowMmPXSwQ0sHufSmw9i6PmidPZp5vR8rfeEXfqH/a/xsyN/Fc6v6W14QDGMoJ8a2PotCMEEJUgRAwNAJuPuxpLkXo1McbiPWBMxV5kq05jFOQQi8Q5tikbyuRMFzb+8A5swgIRJINzp6a9bCodFKgB3rx3/8x6etDri+gHP7Yjv7FK5zgoL0L/AoFLztVPw01yogeisIctJfTPRBtOJjZ3rWs55l6Wzw7aK5lf1tKQgGMpgzdoqnPe1pJ1/zNV9zHgQHJIEoIeiNOzh14HO2cKUpBAmzLniS4B3FuErmFfx93/d9cy15ishVq1Cc+D3BdEVLCpmKDNh12EK+JlEVqHOKJwlyxx9Bnzx2fDkn+XYwhUUm+XaRH/qhHzovIvLIwadvBzAHazGY80kDaK2bk1MbB/YTZ7MBZwO3M7gdcNsKgrEMH0HYf8mXfMl95l/7tV+rmzvBesUYFyR9O4UC8MYO2DEc0rzVBL74wucw53HX9wiS1NVNjm3cztE9nlxJ1BSFoNs9yMGrENx28Bi7HVnzE8LTcW5xa7JD+FN+MhTGpfGrKGcLuxbdipBciZVMUCGUdLg16eH1ipJO/OZkfNmXfdnJiOF+sJ2Nuf62wW0tCFYfHLhrBGU3XkfPW4hguso5LFmS0dwB084gKBJoLBESJ9iCK/Be//pTO4+qH/ABH3AyDrLzNxR2BkFEZ5slp50Hnk7B1gRfkaFBq0gkij3p+dRP/dT5a6/WfCeBjyy3Bfayj212NmsHv+eYHPJByYYDenJAdunh9V7fH84L+0H3+El4mz9ue0Fk/3Box1HnCreQr/qqr5qB4rgCEVyJECBJefu3f/uJ895BshQOGjIUChpJNfdPJ7qH2y3Q2BkUmKIhs6tWQvDFix8fvMS6fVQ8kuw24fsUNrLBEwa5zideQ8MBCUeD17mFDYAe9llPLzwfa/iCfEfv8PjN3/zNls4GfhfN7e4fsYLgCMdGgOYtRICe+tSnngdGMAqq3n3ZrlCQJU2gtWj15Ei4f3RdMmzjvaegU/Gcju1eYbmC3XrIxGsu8cmz80ggvLeofuBSsVjr0dirajxuKxrAx25Fdr1ABtDj13wn8Zmf+Zkn44uq/Vg6G2v6Rwwe0YLg1cHBeQv50i/90q3Dph1DYgXU1SEwikECKhJBk3B9wSPPWLLQtXUrGjsMIM+O4anESzBbvycZ5wQ6rbvS9cm2K0i6R1hnA/xuXfDmdNEL78AKFA68di2gp7bSPmV8Uzn+fBLqbKzv1rVHavyIF0SOHRzejcDuxtvNrT8qdhuRJCD5tntXuIS7Eo3tBq5Chz/BR4PHlq8QJNaaW4zdwq+9FYqzhVsKesVAvl1DYhWEWwEZrlBfzysACXeotaN0ayGXPE8XnR8kl02a8dWg9bX3GwqF8LLaFVZ7X2YFkREjMIrCI+QWzr/oKqmuOLuEBJhLgrEEKQxJlFRXvcKQNDxo3BYk3oFR0tyPJTAZ6FzZ9MKhUXQeZf19iJ0BThEqKruKpxs8di209Cky5w4FqRjaJfLtSrwOMmAAAAKVSURBVH3F4JdV459duCMKIVtf5gXBEEUxurlbuI34QYxk2w0kWPIF21UsmApCQiROktzzFYWdQYIAnITa4v0YxY9XJFIBKBi7A1o8ZHmcdEuwM9ALpyAdTOl28K0YJd/TjYIgE9DPNv3VAI1CcGD1Z5KD9mzg9HcE3BEFUSRGYHZjPAtj9FtXsNuAgnAVSqQGL2lO+5IejV6TKAlUOK5w7w2e85znnHzkR37kTLTfYzi02kGAIrA7KAB6yIBTDBKs2TEUmduNpComRaU4QHTWrgQKwR9P34mFkM1Xtj6Kl2E/Er8b6uetRJI1u4SrUjIk3BXuCpZM7yUUC5xkeu0swYrHbUfSPDm40v1gRTLtMs4MbgnW3R7wkq1o4OxSZMHbcdD6X4S8nfRewhMOu9iBDz1QHH4OT7ffOt7JhTANHh931A6RUfXLjrEZhzpt2yHPDuBq9cTgX6t1Rfv6XEIUjqvcGL0icUA09wdA1uDsMF5qSRx5zhlkXLp0aSZXMUimAsNjV6BHr8gUpd4ORp5iQqfQ3vM933P+XYRD6oD9aGdDj/6Ohju6IIrcIZD7Md+NwO/gx9PD1vlBMtzvu9olyLednQEk1JUtWW4vkmyHsTN4tISHk0g4V3pnEnQSrWAAHcbwdgzy7EDmDq6Kytng0VYE07nDxx19y1gNvWhccYy1u0fblCRJ88WUK96W7tzhMCmBHQYlV+IqBLQKocdY+iQanQYUj3VPNt6OOpv4B7wcRgfsfQw4G/r3c/Qo/HhUF8RxvI8LxLrtvduFBCsUtxhPMb4+77FS0hWHHSZw9cMrFGsKTX+A/aF/VBdAztT/vyqInFr7USSbMdeAnWSFzTo5jPcX4O4fuIl/NF/9F/j1ENT/AaJFeUo4zBjNAAAAAElFTkSuQmCC" style="height: 121px; width: 120px;" /></td> </tr><tr valign="top"><td class="rtecenter" style="width: 100px;"> <p><strong>Ana Diaz</strong></p> <p>Technical Lead, Climate Bonds Initiative</p> </td> <td class="rtecenter" style="width: 150px;"> <p align="center"><strong>Paco Moreno</strong></p> <p align="center">Energy Analyst</p> <p align="center">Climate Bonds Initiative</p> </td> <td class="rtecenter" style="width: 150px;"> <p align="center"><strong>Cristóbal Budnevich Portales</strong></p> <p align="center">Policy Officer and Data Analyst (TPI)</p> </td> <td class="rtecenter" style="width: 200px;"> <p align="center"><strong>Wu Di</strong></p> <p align="center">Senior Power Sector Analyst at the Institute of Energy, Peking University</p> </td> <td class="rtecenter" style="width: 180px;"> <p align="center"><strong>Catalin Dragostin</strong></p> <p align="center">Director Energy Serv</p> <p align="center">Vice-President Excorom</p> </td> </tr><tr><td class="rtecenter" style="width: 150px;"><img alt="" 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O8799xkdU1NdvfAPZYAT2QSKbs0MwTRtcC/4Sago0sItthqfc7DVwnXtlyGiApBRwFcwaaYnizzAmeSnbWJsSW4Cv7G6xUV0N4yPdklu7R2Cg2SxdWstrqquL2OMCD/0gz3YCbudWryXfz2rmsECcHffudvBh761hctzeKh723r1r3slBU7fel5OIJpi7Mb66qb2RFhpw0U7Lnx0L89TGihVLCjx16xhvp2TGzcXjv5ip1nISOEjCVQ2mUeXMjVtWVcv4L1b99tUXZUS2OVtaBJXnr5eTv87BEH8OJoFw+Cc/HiZWjoJZubm3e2XpHMDKZgkV04OjqGe7lsbc1NjqNIsdA5BCUEn7x95w4HKpOJNZsjxrBlS4fdfccdgNE0ruqEy18ooMmUwyAN5pWAs68LhRzazQCKeD7ELEJEK0O4q6Fw3ipD4KUA9h+gms3mEQAJS9lqZbL4fDq5jOexCviFrGYc5y+cljfT9eUvfX0Aj+Jvbpyzn/T3d1UQJARfevjPB776lb8BdOUttZ6GUFm14dHTtrg6bpVkAm3v3mstTT348TCJmAsfYr55bIoDoR8WCa+x6HXkz+zcjF0dG7WHv/YVXMoMk8RuYzLlN66uJ5nvlO0DFN5zy4csGEWAIIyee+q79uoLr1kKn/9Tv/jzRCTRSn199sDHPoEncJJFJdaA+i3g+zc1NmI6Vhx67+mGJayME1xKOcDXhrehKOUYQiKTpUUpIXSTo6MEmlrs1j0HrBoVPzgxbBlMif4eCim/gbuBuoY6ABDiGsfBNDCR6EAnKGGEoIIsqDifVQAriGvq8RPjyBFh9UcRHh98RtCqq3GpESxp08Rqys6eO60weNdXvvzwuyoM75ppkBB88aH/MPAXf/l/o7aD3DSZP4R9tZuKhQQ3u8X29N8FANyBugMocrOKFAYgcYQRtMOx/Nw0qpHXQQ5WX1tjt958m01MTdiXyDjKEeYt4y2k0vydwFNHTb3dtnuvhTHiv/5rv2w+hGt+YtxOvnbYzp66YLfffru1tQMWt3QRB7gEop+0p595BiDWycKfxf0sQzJVWJJIZUNDncMx+QJqO44JGhq1m5o77KVXXmfivXZg3368gavWWF/nzEZ9Y70lMQ/iNR548EFLoca/99LzNpzGk0ArSNMIAPv4bK6YMz8MZhANGAhxvyxsFFMRgBjzIQR+TxQ8UAtoLNrS6hKk2pzlpnFpCxkAZw2fg7FMFTgPQoSmfOrvvgsdXjOgOX+3zMSb23FzW76Dnwzoc4899a3f/Msv/BtUIwMGsZd8xPhRe0XUewlXqxGPIVpZxYQVbS27apdHT6Gix5H6SuwnmgFBkGsmQRB6lnD4fYBM+P3aykaIoho7BRVbxO3KY3JyTHwVk/t7v/ff2/0f+7TV19faiaNH7dq5S3b2NULTmQKsXQ07exXQ5mMHT9jx11+36fFJO7j/AGAuTSLJCna4YB1btrggVBKAuZ5MspHLLrg0NTWNIAcRTwN77LDhwSuMo9K6erstX5bGSxH7gB2Mhqyve6cjwEbHJ2wllXXRSx/qwA9gEB6SCdPOro57rCqGp8KY/MEaPKBqzmV4Ptutta6L8DnE1/QKMhRkHku2yr8XFtb5Sjjm0x9U6Lxgl65cZPP4u778xa++K5rhJxYECQESeug/feFPMQNQwqB5+fCZTI6dBv27TgIIN7S8PGdLSzPEDdZsEbKlvarJbt55p/MkNFl+BEFCsHmghN0CkCZieYTqHOj+5NFXELQcrl2Oz9fYv/jf/1eL1dSiikP2/OEXbARQeOHcReemBvDjwWaoWy9jwdavr5kHIdJr8hIYN7a42uqrqxCuHGPOgVmiuPhwCpidFKq4mr9VYq+HhketqraC8flsdm6RoNKqTY5MER5/xYG+1pZ288MF9Pdts6aKKrs6OGJrYJW4SAKIrhCus49YRY4dnkFbSN8pzhHA64nDPRQIbE3PDmOKqhwAnl9YRABSTAXeBdfMZkiVk+bE5MhtleZIQahdunRZAtb10Fcf/om9iZ/INEgIhq9eOvTIo19jkZdsHXstQKajp7MPiffYxOS4rUOUlKH1ZyBnett328FdH7YegJ2ficctMl+JYbBgzo3ksxtn0HcsKrszkUjalUuXrAO+YP+Dv2RVUMA5gkv9N+2xC2eu2AtPv2DjE1O4cClcygCTOu1iDItMfDpJboK+oHxLCGgVKDxFjCHLmLp7e60fEDg5PmbjI9esFlOEPiLmIfBZJM9xCfAZZ9dG7JWXjlkj6W9e/N7VmVm77cO3WOWH9kNBE9zC7dza1m5ZgmW3336rTRDj+KtHv+kwDEgQQeT24pgFH+4y4ScvFKi3xCIDihPJayTAMD95D+bsGVR/vcUj+ESE0otcS1imDNbwYmJKzFMuBX6CjcTqMtIcmVAPI4D9hyTYbKTPMWnv6HjHGkFCMDR8/tCf/cW/xB9PuEwihXWDwbANDHzEfv1Xf8fuvOM+iKGd7KxqWLhpBhoknLwLCrcJLwB1GUQFY/+EIzbSw968hw1hQC+gNgMh5Qj6mKBKO3jLvc6N3Nvfh80etKOvnbKxa+OASnYQE7exs8lKZutnQdwlMpL9mCdxAlmEIc+qBAGoSjBZJ1I4C/5QqpkftY3ica+ViuzmipiLPYiyzvCZGu6hrbUN07Fud9x1B5iiAYGbtZaOdmvtwrQwdD+ucpDAV0djA0GlRRuGbfSy+CUCYx5/EjNoVlcR534lDhBMCCr6CmGHCgdcF1loJcdI8wQJofvgK4pES3MwqIqD5NEEKC8+gzZBi3oVdMObeO75ZyHU9g782Z/9h3esGf4+z/vmWvzA3xCCAf546OXnn8Z1W7N5omtSX6Jpt27dZgcP3GkNgLSahnZ2yCfst37zf7F/+tt/gIbw2aPPfN0ef+ZbpJAtWNxbgZ0jEMMisPGZGGEKtKNwFqbB/YK5KDvc4GPqSvb4s4+yGHNIR9lOv34CLUMqGtnJPgQlBMqWE1LBOHwsfgQ7XgkLGUNt67U2cEQL6r4W0FYHw9lINLKVr0b+3c5C+xGACt7fyvtYEoSFc7F6IbSV7HsFJFIQN3RsfsGq0QCVdeQZoAVzaJpgFLVOrCEHcK3kXAN4MFsAm0EEUmypDo8nTsxhC6wimgVSqbq6FlazGZPAz0plR8OxICjNdURRcTWLuXWECB6CLKkCQpAF92huFH6XGc0z3jx4wYP5+c73vqNLSDMM6Jcf93inpuHQ+eMvQ8hMUjQCFiDWHwQQ1ddX24EDBwCGLTY+NWkRbHdbaxc3Hreuvn12+x0fw5Y/YTVxsnrADVenx8wzK1tdg4cAmEQFI+Ta2IBHtic3K8FYxQ1dBH8MkYjqgYKtQy8eO3HGRidn8f8JK4u5ZHJKQtkIgxe/vB77nPNSz4CaD2F75aaG2Yku4qlZ4kI+AFsYUxLAXovmzuRyLguqgECiqhAFVDjvqSDzORwh++ksQSY0wKWz56wNr2F+ehIbv8siFeAHuI0A+QoBsE5hKmk3777JRmfmyV/8muVB+nlY1IziDuAUZUAE/BVQ3oSx2dnF/BIax2+ttSx+SrudL4a4vspn0BZ+vDBhCz+Uuv4mYXe5E4Bq/Vsa9erooH3v8e/YJz/+6UN89AhfP9bxYwuCTMKFk0cHzhMqXkalKtsnwCREmLjt2w5ac1MXdCmmAnCmAU6MXbXmlmYImO1287477dzp150GmJy8hnuUtIa6NlvzJNAsqHGEoLWZBFU/atkIQfPvbMZrc0T+ro1PkZE8YlWBIip5wV458hqRyDlH2LQTOCpAQXvhFVIQPO1d7U4F59JhfHjUNTs6DPoPCZTys8z7fExiWW4eula4QNnKEfIPo5gq1TTE8CpsmQwBiB7lDczOrUEAhS0PLR1GO8xOgwt27ERqMTFwJaG6dqQ3wI7FS6KOQnUSH77tVkLLV+zC0FkrKoMa+37x8mW3eJVoqSK4oLZeINRP9lKawBPuNItcwI3wkn9hlgBfSePgZiKQZEvwk7/hTfnhHHxoxRAfqKiIMO6oPf74I9a3dduA1ujHxQs/liDoAozu0OjVUUuQ4z9BgqnyCOrra5z9VnzgzNnTkEHYY5BwJr1KrKAHQNUF6CF0K/4dOzo1fc0627qsobrd2lu6HU6YmZ+wKxdPg7gvuoKUC7hH166BpAna+Nm1x4+/RgLIDJ7Gdjtx6hR/g+DB5w+xm7NQwDkSW8IMrpWxNEJPh5n4MHgljqpVbEJ5Ddp9UD64pVgdVE2ZCS0hEMqNyEPzKoE1ChdRAnRGEYq6XNSaq5VIQpkc9LXYoRgeRdFTA42dsVMvv2q//NnPYgJb0RyYMITJQz5DkNQ0Txy3FC15770fhS9ZdwTaIgGxpdUFFrNkQW8BcD3FGPks4ytCQBXBAmEir9V4VM3RBlzNGovhCal4p4DZmCdeksPkhRDIajyeinilYySlUcO85iFL+9/+u39l//P/+PuHWKsjCMMRpuRHOn4sQeCM4IIXSAWrtgZKxO5kkaamRrFlOQImWXj6K8Tec5iCan4SOGHQMWznFJTs0dPP2cz4OBk/rRBKVdbZ1W9Nndswq0E0CzgDmnhsepQddA472UCyaJ0V17M2OTHHjgVcUZXkDyizmOvA8qXYsWF2g663DB9QFQtjVwPs3ioEqcKp6LJPuQnYVQSzBPcgwKUQs+yrULdSzaUZpHl0SBDk+orACXtQ9RhkH5+NgyLBb7YEqVOPLcfpsADYYmp80iXA1BPDCKIJfNFKUuwbwTQgfHZ5mFK77u5tLutpAtWt9Pw0GiiCBxAjGNa/hb+RPpdIj1sNcxoqNzqeJBBk3iIlq2mtsJpIp82t5C2RxVwgsFPkRBKgYXPAr5AhVUSryVtTFNZR+lz7O999xP6nf/YHh7mlDczt7u6Hf/uRBUHa4PK5c5A5hHZhByNkE4ncmZweQRiUDbRsw1eVdbNMSJYwLnWHTU0dhFLP2+EXnnAT3k+d4MEDdzt3LBSM2dws2T5L0yDmJNlD12xk6BIxgCm7ht8ej4G8AaHz5Ab6Fe2LBdnZong9gENqGvEksmmwiVQ8i6W6hFo4hUqIJxFS0ghZJol1daAzREUTEuDiF2h21KyEAlWu2eKFEB6NvB4B0hAAVjyGwtY5PAY/5W3VaL7K+ghaJ8u5yYXAH66COp4jpU6ld+urbIBKWEBMkYe4SIkFkcr3Yx6z5DisIz1lw73megpOZUnK7e3+sHMxh0fFXhatCW+qBNkWjTRYJfxCBnyj+yoQ4l5dpLyPZFqMGHMZcq7yFEk0ItoUmh8bu4ZArLkQ+eUrl+xvv/1NBPtHZx6v74UfLi2ccIB3HBq6cBoWjXwCbjiCe+VRBA11GGbXR8nslc8rf3382hDBm2lnH4+feAFiaRk+vsEVpAYBc7V1DXABytCpIk+gycLslIgQEK7a+krGlhcTNnr1iq3B/wPlUHlkHmOrhSKrK4ToBbDIAWQre8AoXr6iLD4iAbCLOZCq9woAapH1U+nrclElJFlcLvEXOcCbA3GQX1kYT94CPgFsCpUznjJqwCswSTp7tLKCvAPcWMyNhBCxshZqHTOQP89+7zGEOU0aXMqKUMRYeRYMEWPntnRusQdvv597rMSFRUAZQ5Bx+wg35mFcfaTHQ5OQeJPAL6wlF/MgzOVd1ty2x6rqO3lNmAaCDg2YJc1OYWml4MsMZLkHcSfaHEGAsNjZJEyqMq2+/s0vMg4TXhjQL//Q8aNqhIELp086PBAiUKSM33VU9cmLx+yZZx+ygzCEy7iDCqtmMssMTPsJQmZhmuvjzyPJqfQsuwkSiRvQLqmCvIlFlF8olyvvzMI6GcsZFlyLFpQtxqcUgtd/WrAaMoqbyDMcvTKCjWfxWRAvkx3FFpfh86sJFkUAgwE+r52O5LAg2H80A74Z52CBnOslFI9goQGQEUAm4WFpC0yDah4K8tE4B7mDmA2YTfCEA2ucR3iFZXBn92Bm/ADjPMkqV85dsN7duy0QW8V21/DZKBgEQcLmp7nWTbv22hKR15nZawBQglZTs3bswlFS5XFHJ0a4z0VLkNC6tXeftSYWwSq1mCWfVdf3WY+/xhaTp2yO5JYyiDoJ66ik2XKGcTCfXvBGnE118CO3WQVjevnVF21uedb+6F/9vv3hH/zrQwz2iBvwD/n2DwqCTML5U6cOnT32qrVh75qaWrGhFbhuV+0/f+MLNnn1OCwf1Txk4aRJCEHpMXFMZBa1i51l3hksaF61C5ArYsl8uDwuAINGieNG+ZdJLYNty8BFBJl85QjIjiuUqx3tJJ4E0Spo5RW0RBCbHcTVDKISRb6orL2GBNVKdm2Q3SJBVOmaFlUL6Hh+LR7/i61zZAwunUyBqqcYnq2T3BrBTRTbF+AcOcrlJQRZtJxcWAWXlNiqYJIwQBnNUkKjxKKYAX6XUBUQNOVNhFaWwAoIYSjOB722a88ea8BzWsus2lNPw6Hw01MkSff0casi+liNdi1DOmXY3SNXztvi9AJmrs3qKxqtgiwn3B5AbzVCvAhBRsgaN1nRyEg8bou5BcZAsi2bqa6u1vo6ugC1ZXvi6SeIVJ4jdH3GaYV/CDj+g4LAMh4aJQcvDaCrIdoXjLIY6YQdfuZrtjh+3jz5oJ05c9JhhzIsGHeOW4ZdAz8IYQXhx0NhMokhcPwgW/UkWIGJDIZX2ZWAM60CEyvQhnFgcvkcr4lckWbwCaixoFrYBuyhMEGC3+VTa3cqlh8lihcH4NXC88sMOBYOF7GENhF/IMdLmmFDTSiGwZeElQVXwKcgVc65kFSEBIQOAJXHIcWgJJhUkmIY+baMM4ObupFiR1U1L5W9Re6PewMPlLi3HMAtiYZSjEMMpicYd/T7CdLYYtVxgKPcbYAdeQ05hCtaT5ZSZYMV0W45KqbU08ETIE4Czmppibv3KS1/GfOax0TkMImqCBNYZmI4V4jxwk6WKuyJJx63+QM3g9ESzB93zTp87eGv2R99fu9hppYJ+MHHDxUEaYNLZASdPvEqKrkWsOaxWdT9ufNHLQAo3Lllpx29AICE8SoxuACTp0KTIgsjmlZMYTiiaZf9Jd2MCRWOkI0TwMvgI+dZ1JXlBdLHplyCiZC7Fl+l6s6ua9ezIAq6KEZQE6wEYVex+zKAOpA0glFJlZK8hRCTohQv5ocvBbXBAJgaD9cKhhBQBEyv+hASBsFkkVug2AgLpiMHVtgoeNHrXJTz+7HRQWImSjTlFgByLCaxgaIbJ4LI9SO4qDEymkRhz0xOWIid3QvV7EfbyG2taWq0S48cdy41F4NfwdVD+MrMxTopakPDWVhLPAk0ZTnlt6UEcZu1MnGaKQScgBXnSBMbkZsrzyCpOg6ZNo66OjwqVFYOAV1ayNo3v/0N5oqxIugBPIsruOGq8tJaohU+5z70Nt9+qCDw/kPnTp5gkeHeYxV4AhkbGT1qYW64o63PLo2NO/8dzcXOEg+HFGKr5VFUx9sIqa6BZJcdgk4JOacWQPw1SCp5iLxfu3yJ2oPR0SGEYRHMEIUYIjjksIGibxIA4QQhZYgT1LCyljeCU+xeQGYc2rqaKuWaqgqnCQqSGmka1LY0AnqcSSiBvCFrQODKQZBQYjGYKGhrdr8ESMJSYierLL7IZzwIowphtWBKUJU4C8ELRAbjVbxPZgX3FP7AD26Sh+DFdKzAsl6bnKaMvsLaMKFClefQmNokWzq2AHo94IMxK7FIzUQ0fYxH3lGGTVImJS1MaBr5sxo0b5SJXcEzmiX4tbqqTGjFP2jwgTaQ2ZL5dFFJxrTOdfV7hg2i+1UxDVPlNtXjT37X+rftPMR0fk5z+nbHDxQESdDQpUtIIWAMiliTxfktyCSukNr1/NGXqD18DRtMYgWqTupSdr7A5ATxkysrKfNCvSdTS9ycImlJGx+/6Ca0vXULfQw6+CykD4wkK8PCUCoK/hCaF7DUgmzeqNC+iktkPoQHPDByyl7SZla+Qh3kijSD7LkEQUkrcjL8LIySO7S5s2CYInkSEUyIgGYElL3JNkpTBEkUEaj0keOQLYsGBoVzXZkfAAH3RpaxwwjSsRt8hICzh3uTVIXYuRG0xcXBQeQQwUEQpQ7Sq3MkxIwi+KwuEcUGFn91jSTX5aQjhMoImd+La4gpWFhJEQENuQoqj8wLGKAWbVNCE6wlpqDZ6eRC0EmxhhCmZANQozmlEdhUBb40Onk+EgR5Elg7u3DxDAG6i9IKAz8IK/xAQeCMh1gJrkpfoXIARowKIVylJOrz/NULJIkc45LoAOoQIT2dhHKnLLjsaNIaGzsJQO2zl15ddJxCidqD2flJcAZUrOwp2LsCAibDTaysrbBLYBG5eUm2U3sgeSF8zV+IxVNCiChixSPSnD/L5+KQOrVog0oQc9kbZSezK9kGSVjPVD7p+iKUAQEJkk3WaaSliWKjQz5FKFoNuHR2fuB64n3oVoVvEJoIb1IOpBJKlHqIJeOQKynAiEnhjpWuJj2hFDN/iKxsPptmbqS51hG6dYiiIC7ywvQE1yYXgv9O437XV9U701DOr9nw8GWqqKCSucnKeK2771XS0aoqcghEFVFdOrCACZLJBNhCWIpFRgNGcZElxNrxSl6RNyRtILJM4FxCrRiE9lggLLCdse9+92H7Z//D56QVjuhu3nq8rSBIG5w99jqED6weOywBQlW61sLCLMwYTBiNq+68/QEkdN7Onn2ZaWGPMM6NnL4NpJ8vkOKdQo1jY/1E5RRyzbKrLg2exnRUIVAZYhAteBh5wNS8m6wlwJbIJZkNkT2S6DB5//X19ZIxFwX0sstS7HxVT3OL0L0xG0oG7aXnX4bLX3GC6MGGK/agvMEMQCovlYk6VRRRfnycCRMr2dLYSEyiArYw5oJIPtxixQ6YSrAAZgqTqOsJkCp7SkkxqrhSIEr4RSqyjMYOQlb52KEidvJgm+ra2o2/M77z506jqSCTGIPmZ5Z0eT/bVBS8UvLX8guYkTq0YScTiFZAg2jBJZDSiKtoATGHznOSu8xuV9aUyv2kCWSeJN0BhFY1nL6AmoMJ3shD0xi5Lue5cPmctMLAD9IKbysIzMShFHH3Imo6BtpvaWvfsOkg2jRAJkS+4db+D9laatUGCapkUotu8JJKh/Txf4+RZKEbjAOijMSlLByBwrw1+MdJbu6px79me0j83A/T+MDAx2DR1uzq1UEmTUIg+466hshRR7SuDkrgdu0i8li0SVSvlwnxg8aDkFErRC3nFmftzPCg+bMJu2lbH2Xmu2ya6CdrDdNYSf3hnC2zK+coY5tG/coUVeBiLcEBVMd8tpUeB5XcJ6oPapsAWjVkEiSWzIpUeloZTuw8qWu2PH/DC5HLwEKUmSNVbzcQek6hdXQOhc1rYDlxn9xuHp+cRKuhylm8jDQJn5frq/hBmDQ3tQWQJ6AoqE67zPyIOCqINEMLhQGe8hi0GWT/JVgal9xibhHZ1ZZgvAia/lNyrzK85ZWptN/gGQJova9/42v2v/3+P39brfD3BEESw7ntu994yPbf/GHr3Npr5e4+QB0cQTFJd5B5G8I0xOC5U6hAoWrl7SuTSBK8kZoOecOCpqj6lachYBNVWBjfvKt9lzW3dqJWQdbd28lo7sb+LVP9Q+cR3CfXnYTbcwCPSVtYWIKJXKHKuRI0Pe+YwY4esp+42QU6o9jshMVIevkI5WyHj75uN23tobhlzrY00S6PyQ+zcO3xJniCGjQbE8iGXyFgNDJLA43pJcLUZVjOPL+Pm4cxd2/pBQcx4yxAEu20RGRR1c8oPFhAKpw4X21do9MYOlcQoBJER3sREglADIJM2cxLBJgqyJV4/rkjvK77oRobDee6s3AuFcSqZC9MAkoVXtAM9RviNYyObUwXc7LKJiQXAs0oBlFeVDbLHKNN/IxNAiJXV+AXYgEtSWILmtLFThCMMCZUWkNaKE1yjgfX48SJo5QSnh14O63w9wSBMQ68fPgwEprD31+yhlQrNyKwFnODm5hTJVCt840TuD54i7bKvAnpy9ZJELSIAnPyFNDSoPo6AF2zzXvmKOlatW6In3hVOwubtcOvfo/zLlAFLMyBNLMIEpwixJMAWh5sIR793IUzJJBUYStB1A0tduG15yxHGf1tO/uscW+XzYG6j5LTGA/R5i5KRrJwBQEiLxMgGjZIcw2ZBnk3DbCa+/o7EMyinRuesmfOnLGrc6u2pw3S5+plq0D1Coxp10+gTeYRhBICECdYlmSyR6lo6undSgiZ6+DJhPEiajBzi5g4NfEI1Te4hUhj2zMQVXL5VOmtMLfoaRFuFdEKairJVmbD1iupF9u/ClurVPa1dQgnxpokLzFJTEPJvyq+KcpsMX5VfuPKsRnEwELa+WSaQmAztIjmDBMWoB1gJSRbwE9eBdqloa7atQYcvTZMUe+ev6cV3k4QDj3zxPdQg2FuOktuAdIkEOVBMJiQABNcz+7sbGu1UG8n2qrIe9YQyjUuiISyK5RMGkCStQsIzyAfaA4G1NN5gLQzI79w1KqTTfweBrA1uOYTd34oa0eOfJcbBBYj5VJ6uvldcPW/AR7RBKsQ1sNNPvXQ39jC3LjdvW8PlCqAiR0RhfjpbW+zPX1bUNcAThbs4uVBm2b8l67NEObFd2eSapngWjiFJiamtaPF7rqp0/b3d9tDL56y7w5NWA33R8GR891b6wnzwu8nBcbQfkMLqw4si7xagEfp7ukmRYwazZ2k6NfRrwGWsAx4bG3pBKUFEfB1O3n+AnMZsM523EHhmvV5tGSZwtleR7EPj43YDNyMwvkthLOjmAEvgbf5xXnUP9OBmXXuLKsQwO7zQ/rEzXWezaa4hbK0iajz9wLmGo4DMyOzIE3ickXwZurr26yHlDpVl2mz69uNx/cJgkDi0CWlSXtdfl4VkioJVOWxspAFoO69+1O0h5khF3GX1VGB5CEUTQIrE5ZwOwijgPqFWFLUDZ82yK5ahxsP+uasmX4CdXXddm3soiVnrtgWwtDSBimST1aI0+vOXVwAAZLqr2AX/uGv/rJVJ+AgiOiNAbBeuHx5I/UM3NAIAo9AvQa4UVUMuTgB10Qf2akzp3BXpxHCqDVEQe94DCuwo6qVWGcbhghxezAPeXIP41Df9959s1382pO2htu3COIXRhkkWzkkTYAK9mmmEXQfuCWBgKYIjOX9k7iA1fah+x6AUiYoVUevBAQgxXVCoW773lNPw/pBtsGWjk9NkTFNcSwqXziq4MEUALyFPbIwtTIrWjwV+4ow0lHkOgXe66hyxqHsapemxiZxVgSwqTC8I7/YPC7jCm2WRXA5OZS/MAualfOMT0xAU0fxRiqJFo+x177flfw+QdDFJyfGcf2asHVU2YB+BXKUPbRKRbC6gbSw+PUNdVZL8Ke6rpUCkm46mGWZKAgMbCHjBig1w5VX4bYtYOMXeN2LhzFD0sorZCAtQwmTN1hTgY9cyc5oZ+LoRYDN0+DViYRvaISg9Xa2WSVuoBB2rLHG+hiTXLinB69yjjjtZ1DN2Fexk0pUddFEdsEc6WsRFuiegX6XOaVJmyeOn1hZJZtoBVwAsMKrKGWjpI1T4QSAPUWiSxkz1MiCrKFylxCmppqwffTAdrADjCiLVIN3ofzHDPZpjvS5mXnqIJbX7KH/+AXbdvBW696+jTF1WAShWMDjevzZ77j4RRrssUY8poCZ8GHywJOWGBtzeCWHhtNC+ljkZdzoBcgjtQdQqp4IN1lcptTNobgW9iUmAjzAZtHGkXssjSHsoWwll2/BRtb7VG6XSCiymgKYpu30eSq+m1uAPyEaenR+n3l4qyAcGif7qKa23lUVSeUIkMhnVpRPRwG3sKah0kUBhd7DuE6qdE7zHqFiTcR9d32KWELATtIGN0F2bhKb50cYZqdGqWmYoF3OA4DE3WAHmlbAtoVweHWtBdLdx0YusTNw/zAR1ajSPHWKFoBSRvpjLY3WBuBqWiJ5FJwSw/WT+VGGc5pJC2Kvy0FyAaOYF7iKNeK7c3xePRWVP1lFdDLHYgQL+O4iyLiuNOXZqVWwwoT1As7u2rMd9vSavTQ+TxJNnS1TKLtKZ7ci47+4sEYmVsS6ayptZ1eL3bwjYtOLSeukqUcE4f3GH/+pBQCSn/jsL9D6Z5QVpJAFRrZYTrq4gxp9inbPghmEpZSZpA2kvggqxQ8KmyAQ+psH4ZBmkyfmwZMRsaXk4AIaS5pDhJvuq8A1hMcEDDNIWFRldLQJVuAtxb2KbAjDcFaAUWLwLivMnbrVferTvzig9dw83hAEqYrZ6RmADwMHKC4AfKJ8sIETyH5VE3tvaWphgBR1Mqg4IWTRqwom1aNep+EAhCUqyRfYRX/DCmxmR88ee53+g48++hVQNf0JIF529B+wu+/5uG3p2spr10kaFmUL773n3k/bSczR8aMvuzHctK3HkuziIMGmEK7aCvUKESKQN+/fhU0EwBKcKUkLIZwhxrgCHsAYMV6xfIR/WQBfDjIGFZkGTIpm8zMpMal4fq8kWHQR8zDGxBpJMp/91V+xKIsfgCU8OvMcEw7YBceoAoodYXmSU8/Nrtr5a9O2g7a/D35oD30V2ywPDbzr45+0nrvvtFcee8L+6o//2JbYyc0k8U4mNlhSJarkAW0u1M2OVdNvkUwSFs2b1ISoby1gCaGSghQfgDIDsOjypLCy8aBVnUZRmr3aCkgDi8EU4yqyqQCwVL6khM5VY3PdpuZWNEEzVVkirXIueWcZzXOjeXhDEDjdwCyBH6nmHH7twvQYPQNRzeTFZcgNzMruYYcTa7NWWQuzRTBJ4dd62t32bOnH65E/jfpl988tDVlTW5t1dPTj80ftHFT1tcGzoFv8d1UmAapCeACRSmkCFozPrufpdIZ7Jmo0Dx39S7/8q3bfvb9kC9/+KrsG6peeA0G8jWXAVgftatLLVEEzaSECQh6qiHmTffzWvfbYU0fs/oEPcx7cQgCiBCaPq1aANnZ5hdjPMtqhxE5UlHKdPMuZK4P2a/fcQRV0myUQimb6M7bCepaZzBpyC0QSNWHfK9FgyruUGzqDe/iN7/ydffqj94N9uklTi9kijbaWYQg//Eu/aH/yb/+9Va7XWDoImcRiyI8XiPYBunNspk1Xm41PSpwCR0JXLHsemIyWKyEJim2ESbfzgtGCfI4VRwvwOhpA5fdZsI7MrhhRAUucLsxJFpOcwF1X/QQp8hI4AHVdS4P19uwib6EBXEMeJxliWnO+jvDFOd487pmZnuJkAjekZ6F21LxK3LyPiyllfRX7GGfh1dLGJXjwWXU+v+fuj9CXiEnEe9CxuLRiSyuUtSEI1QCUg/tvt8pIFd1GZp1L+drxI3Zu8Kjtg0za2rcflZYgOfUFO/biYXbvmv3qr/xX9l//5n9nMA82zyZQXkIRdZmB0Jo6cdFqd/dbuKWXkBwJGkxqGlPipeZg/55d1kK61+Wj52x8iVY93HADVG0Pyax+3lPCa9CiqOuqDxXtQ21PzY5aC5nRe3bsZh61YGgadmwzNQtTvF+pYAEo2zI4JUzKmrKrtFW7U80QUqvkLY5bR1enrVOxreyoIun9auPX0UEWF27u4Mgw5oF6C84pttSFyR2ppPvSHKMV8SIKeD6K2BYQeI1DCyxhVRshpacpfuHH/Ln1FoaS1pBmkUpgbmQm9AwKxUfU70H4QEmuMWl0xVwArWrnU8N9qQ2hI8dueJjJjYIwMEcplwvRIqaVEEYJeIAkvq2yYuLVdS7RdOfu/aiWRpYbNMv3CCp/x7Y9tq1rGyqU0m2kcYHaxkp86xjJJFu7Oqx81/34rjfbFAyb0r4SsHzPv/SEvU6yy333/byLAzyjlvrkE9x3/yftwQc/gUcCTYvzGaptZgK5OW5s+do1i1Fipugfag0WEFAER6BnLaSYSCXRNoBZKnra7GBvC1G7FbswOm6PnT6DhqLZBpihtYM6RdlQiLBzZ4ZtgYZY/+1nfh4fFNDFnpQKV2KoGmVUgCXKwj2Yo0KuwiXOZHKie4nuMemq5SiygycAms39q3Zs8AxR15g9/sS37OMHP2QPvw79jhbUQ0A27b6EQZVbHgf7WUOxiZiBIFVOXBrVr3+jbQHOLojHOBVEk/lQHEvvlVnzYAYkAE4Q+JhC9zIP8irEMpbQgBLiGsxTHYvvg+ZX1bcX7001Gqli1LrrYwN81B1OEGQr1BvIywW1SHKdCqirZdy+JUibMiepoIFlW2sDE9rJAPRZBswlgyxSvdLHkTJx89olHfjzIZVsIYnqfbh7504EJGUZMnVGRkdd5szBfXeTK5Cw1158iietHAeFZqytbh/oGRXKZLJRMI3E+jv6rLw4YcsLc8T6Z6z/zjtcuJj5cGowDXZQinmIGcpq8tAeKhsrkslDIrAdYOF3tzY6kqXYGEPoVszPhGRQxb1giF/5jc+4MZYKLBCLkCJcnWXnbeU+X335JbsLTyADra4op/h8CYFYO20CH4A40CoyB6oYs3HH3ho0YdIO0xP65373dy3C/X7hr/8CLMXO536UHe0KYNixJaKNgoPS6dIWMokCjx4Eg/8dCBbTqPvckBC4A+EHcIZMhna/XE4JgvIUJCAbQqLfOQ//UOZSby+pbj19DmhOzzCPNAbDB8YMx6g0w6Sz9rz3yKZGGJC7E2HRUkxUliiaF5umm1U0MEg3MElyfVOzAyB6XQMUzFHCh5dJjAD8ipJSpFKkkr6U4i4OIoxJiWFzGTlEDraWgtDZuXnnxvT177TO7l5qGs46YRskiWJqZj8Fr3D1HEGaaucXxqGNcfeojajA5VS1kLRFsUA2M+pOE6TJC7Mr1LDKy0Ll0Bgetd/D9dvIaWTH8J4cTbVyaDjF91u6esyrFCXMj4RYybiKPDLXLkXMi4o/i+rvrmNnIQTtgOIs9LS0RpnF8PL+Amo9zM4TRvBem7AnHvm23UbLnsyLz9pn7/mInT951C4SZSyDc9KAyjKgdmPxmCvkQKsn++5S6iCPhBLVc8nDPSknQmo+gFZwkVjenicEL0/JB08jMJhHCyIH7kspdh42gua5hhhNBSnyUcB8LZtYJi+xSpDw4nlcyjTEE/dBrOgTD3x0gNO+IQj3TF67yoLhDkLQpFGzEdRjDJVWYDJEU9IszD3BhA9tSKl+4VCuvdhFceDcEy4Q0sprCCz4gvAsCyKh0N/c+znnwT076KDShr9Pq13UVg2Bo/1774LoGLWT4IfBS6d5D9pB54D2nX9hEbDTbkOnh2zs8ojV9XdgT0kRC1ZxbmaRyZP9L7LSyofMyZ1SnIGRMTewgbhvBJdw5y2hBt5oqwayhnyg6zw7k486Zs6HdikpSKNTos0+tReSidzMV8dHrL+7xwIIczNeVYMmmbS9KRjBaWj2lj60Bt5NDSp3feKq/frP3202fcnSz9L0Am0SwBTF0R7K8F4jWUcL6GFXKr9BVVdF7kE7WLhMEwWKcTbfJdYwB6q/iPDeKkxiEc2Z4ka8aGkRTKqMVtdZZMZ5Fk474FoqVN/W1UveRw+RV8glT4Zk4nm+FggPJKCxE3YKoUQQ7tG6vKERhi5esOZOAi78UWHOqPPtJWkKKzNRLK6YxbceugEBGx16n0sfZ1T86iRG4Oith5+/C8QJyEzhmzt0Xm6iRjFG/uNrVBGP2DzovBnNEaN5VQjAtEaAqfvAPpuZmLGuHVtshUUrK9ChknsWWH63LqXJ8Wp3c2vJJAidyc+T9RShaUaQHddSBwtJOn6ZhVCULpMnRA7XIR+9DFDLQmAxA1YQoYYGvIneR1XkYo6Qnv/KS2OAUogwAGMLQPCWm/ZbTLaXMQSIC/y/X/qyPbi318pXxwxmyDIsbAYtoHK0Hdt3U9uQUNAHgVDeAm4u81D2AhABidISEmo3l9yIcIHaC8mFzSOpqtZWAQ8OJjEWcAoaUYW0zlyhdbUddUggtKHLaGdpxxjFRmkywy5fPktz8jMujqHKLSXauiDX9cXZFATeQMYM/rLi/HGqhhR0SeIORmHuGin4zJJlK5DzdodwglZDsuyKV9lRG5Lwdu/WH9ESqK8Yia2tTVXOdibWJffG85HuggGcAVguWu22Nv5GuHlrnxWHaFbRBKO5pYmxKAkADILbKb2qQpuwdhN236Wf8VoatnKdUjg4RAvBYpYwbamlJLENim2pNvZjr/3wCcsk0rLWaK8g7fXm6LICq8e/FbypR3jymJnE9EXb29EBm6lsLMgrUH+qsGLf+tZXrYpnRtVnemzyzHn7UE+r9UbJfbiGFgBkT1ZuwdxSAAOBpOBTCO+jUil1ZdHMLCRC5KZKWhN7pMQZPSZAaW8C1XXQ4RmKfpXuV0E9SAjNJy2yjvpXrWQ6iUnkvuV9iGDSTlAAKgyHIle7jqDYAuGAocHjdJM7IbrBZTJJCwnrDA0Na4EG9M0vsDA2OuLqFJaW5ly9gVSUIn+TY1etfu8ex88nSfPShd566BVpBadP+S4NsCGdLMzbHtffy2LpN/JO8QzClkD4/LCGmd03w5kQqmKSBOgUVKnZucdmqSiKA/a0O3KQIR4WVwmkXtCxkwE0CNQS+CbjqpRnJ6Yd0SWCzA/QU21CCAw0R1OLCEGpDJpC9RbqbVDFhKGsLULRrJddlMF3hypUgA+8wFygCUMgT/EgursqYQmE4b7baPJJdtTeT/+CDbYjYNjhwOVLNPNas7W9u+0w4fEqMpfpvEHC7xmylSnHg5hLA2RXAeGbxI9Cx3IilASjA7lwdHmB1L8AXACEqMvXrCCaKMxQLTC/hDuPete96aFjXsC9TKkirH5MXs/WPTT26MUdz9rI1atOyMTusv5oAjAOF1HOxZWhK/p9QBphYGaSSUYty7YXsKc+FkRJESuLc9hPdecIwLPXOnTqRvoDvr0pDj/gDW+8LCHRTUsYmDyEooaUdy8C4fd3M1JUJiMjqopk8bf+HbZw4TILp2ogpJmSL+U7hAXF+SnpzuGVKLgzMXHN5R3G2c0ZFpUzQpAJWgpxo3IhWpYWad8zP+cY0tSVQduyrcTuq8Ju8y7lX1ZFadBVJDGWZzYgNMsLUtkkiKBFQgjoRgYzpBQubTJL/+axETgJQt6QZKnkMfMDFp8HPK4tLrid7QnQBIydjuHifplnAmiFArERMpLY+4yLzSSgx09XnMtYlSonj017rBYtEqUPZC2ZWmlcdIFFJVzGTO8AAEAASURBVPAkiTR6JeBoCYWjlZWktnyxWA0xnH44nhZbzU2jNQT8OSdkk+ouFNEUJc1FORfD4pAgMCE88KKBimbMwAqETpkbVMMqgb1VgiUeAiVVFHf+8ENiwLlv+O5+/QHfJAIbSGJjJCw9E8/3SgAqCyYX1ssM0cycQXqtc+A+m33xaYvicqZlPzFhAdi2LDhAkyUmcXh8ggoxdgZg0Et94jKCk0VIdAU17dZuULQuyb0VYApFoftZ8GUAlNra+FHPK2iYK6+dseHLoy4C29bdxgKRXcTje0T4KNFDdxmAwCJhn8JVTApFKWF4ilpcyHkWcHLnLltA23R13QztTf0Ck55aH0LF0/EVU9JI4G5VdQrkLTqNwzWFV5TWV1LuG/e/EVVkh+OtrJPQU4OnQ6iXuAPzQjpaDOAYWdN4mB/uTbWePj1wBLsWIKcBg4HAT5G8c5WNgMlHWwpXSKspboMRxeMLUWU1qd5PA04QNJFRqnwq8BiSuHxZaGKlg9eSwrWyxkkQ1Qi2+ocfGyKw8Z4bf3/7T735jjd/QyFh64m68ZEyuEN/2ezJFCZTuf3+j9nihVOoXnYuD/OQ9CsjWU949bIAyn2oraOlLSueZ2FjhJ/1pFflEqaZ7BiaZA3bqvQwL/mMQe5RTbL1+eIsFUSAKCWxFNgpFRBXaX6ukTzjHvODiVI/AhWoqGBW5sgfxV4z2Dyh9M7eAStdm7RCc7sdmZiyms5+glE3WxtTXtnQaVfYtZNjZ0D+Nbh1mAe0wRSd3CVUjjxCvlSXKXuveIA8LWkcHwRZDWyuej86xpD7FGeMz4RQSEAZiPAGWlSl8QFtBCZudPiCzeF2r6yMoAXIAGOzRxAeFegkmb8MGkVRzjlwEcc9EoR7pqcmUEXYWwYhVzGZXyGCRx0h6m15WU9Y427lqLu9peV5946N/cX5NBGcmhzZDfx7/TIo/43L8kNqvfHgXVZFpG7syLcdPtCfFanUMxWCLGoaGlpEVC3UtmoQvCx+GiCquIKCac3NDS7aJ3OCIXYp4mrRL+2hO3T0KzNZ4RJQSR5Feyi8y5TbugSHJdD7a1g0nULz5aWLqhZ08Mhztr59u3W37sANr+GBpO2YXMxJoAK3F7BGOrtgwDZwUDVZTC+mFRafIHZA7gbzLy9CjxnUrhb3okYe0pTNAqS8v6AKJtZChFeE1gF1tPRP0atJ42b20Gq47mgQNfAMoCXGRobha65w35BrBNLU8EOtDIv0a8hqw3NvKh/Q4TRCFq5AIKqKBg0CMAoKSQjEXiXwg5Uu7fSvEwT3uXft21vFStKsxd+Aktcvs/kmGTQWvIhLlYH7j7AbghJQXvMg8UrvUiAmgyq9fGHYWnv68AiItuGGqg8DAVkmEoHn/pRH4COkHGQiklDP6v+Yx4vRa2ECT1oUVUgrDKx8BxXoJhFA8QExdt0atroORrXMZ4hiEC5fsDKNPP3tfaS89WObEUikujGOwODtsLq2MDVnB+9pAsjtJjK7jT6PM3bx5BECaOqriOZCwAJyT0H8CuYpYWWaHRtmvHW1W6DuB+F1aO7FIqo3lYDU688/binMjKsPcVOhAJ2EnlA+xGCSHtF5iLcSwNM1MsVt1roW+LsH7ZIgB0KHE4QEJ5qcuEayQg9UaRUMH6we4u7ICW5AEyGJf2+O6zrhxtNvrPf3iZ3eJUZP0q/QcxnbLPWZZOHjTJza7ReJCMqUqBo6tZq2//yl79gysYFP3HXQdne08WynejgD1D/mwj07Ak+lLt5sNXAAJbRDFoygTn/qEZmR5xJRxhR+Pl9lBMM9KISdlmNOyqjYKOSOD74hyAO75GUtkqFUC0dR21FL43FMKaCMcAvXwkLzdw/zuLy6iqTnrbk+Zh958BfAJV47weMIEWE0BxnUNBfds3u/y4WYn7nKzj1KxdgSyTuqbmLt8ZTk6u7avdfxHRNDJ+3i6Wmif7TgYYwKLnkiqkQfcxVV6vhQ30DfazwLNSEVz5OGV8mRrMKWcByG1tUJgmoJUuACpVFV1jc6raDUbCWIqMBTrOGGHNy4Wvr4u3GwxCze98kZ/9TCv/XwsVCKHqodjlK8yVBwalSJm9rpIXx+1WCKC+nftRMuPW7fOf6KzbLLP9TfY7XNpIqNz1odq52iH4E+U0AwFNuX6RMWUjZ2DR6UF1JNjwJWTYfQtlrWCNHroeJsLlw1tAeaIYdmCBF6PndtxE6cu2L3du0nVV50N4ElbiLH4ilVLw1orEE1T45A8SZXrKeZ/Aw4ERv4OPdKaj3RUnVPi1ZG6QS7DSaTzC96QWVR4+cHLyKQnJOHiqah/GvaWpybGCTjuYqkzTAkWoKUeq+XriuYFM2n8hoUOxLvIE4CKUHDwX/AraiHgoJnKhdwxcpMtARh4NrVIQcyUsklZASJo+5OuYN5bGoN6Whl6OaNpXkvBIGZepvTvvWljX/zXici4AGygDO4V2qOJXOgIIqib0lYO7WhUZ1A176ddif2ceIq5WL3VVijHuBNODzIe7OjY9bQvcXWh0dpdkGSBtR3CW5hfmSCVDVsMAsyNbhurwxd45mTW8kCZscRVwmFyDBCY2iyleCbITZT09FoTz/yOGXvOdtGp7ldpe2OH9F9AdJdDqNiB1X1JPyyULVkOAkLhQAMnd1NtmPlVhjHQWIC6vZCcTDaI8sTaapq6+zWWx9kDf12dfgqORuoe5JwYutxGzn7AvOmZ2RPusbd0gQFuJ4qsIOWVZhApGCKANs43eeAuY5wi+DibrQGUFsjj13l8UgcA04jVGCXoMAAUQwAQqaiktQuYvVyOPQQK4yv8zfRxD/dg+tvDiHOrkhQFeRa04AXpPLCEC7r0MVkcjPJYg55ZB+dzUJnL9nrjx+2/q3bEHAo5Qr6JW7ptDyhdetA7dfRaLul1hYHL5PcGUeI6DXQ1mSH/+YRe+4kDT2vXKUqqsJux8R48EakKTuIaEqLKHMoz8YZHrzKxJO0i0ciIL95oMBQ+XgDqPMgGVUV1Y2uS70cON1NBQB3x7Y+8j8bEAJ6N7FQSejsM6STtbU28ayGBtu9axdUeZISjjHyLAs2Nz5mL+aecOtT0LMeSBZWGZwqovU8S7XvUSKMUt8EkJUKl1G3FbRDgbC5B74hRhd7PXxkgwy8bhoqcCu0m9TsWX2J5M5EUb+KiCmHXvH56zht8/5+Oj8ZiyZPAhrHtV3yXnLqDSYAlw4GkL8XMaSqPazGtcvDLVRQj7GdiVwghP3Yn/61DZOIUs2jAj/5T/6Rhetp6gFIqyQJNi8pBx/FAIAlJm4eIHbq6oTtrK7nia/7AGuQTJgC7U6FdwWop8enrHtnv3332eexAQgI1HceU8K6v3HIPGhBgpjXFAuQAUSuAtCq6JEkwl5/r4XPUBwnQ3S1TMe1aAAhX2+zY8ef4ukzHRQF7bDt/fs4d87mCJJp56c5h/IK5GsvkjVWhUsa4V71jAvR8pUkDM0S1EunhzERov7FXsq0YUIwa/JK1JBcUVcdbshhTuDDHhYRggxv1DMYo8pugbNWUavi6G7Eb+xH99n3/5tmjTHoRwiNlRdLSJq4nnmwRs1FFoSvqiKSjxyLGAHIpXEtRfMWvbTrL2yhB6PQ96I9/v88Yh39jS67uLGzw2r5eu7xZ+Ao4BlIiq2FcNoerrctdx+g7gI8AvJWd9cg6K++nqZXEFFRHhzOc2jtscceRzgqUL6EmsFZGwrh+liRL20smTQRd8vULHyHGMWtJOtoRwZZzHpwmZKEK4OAU8LMAZ7toKfZNvPw8Zdffcoaa1UigDfHOgnNClQqOKi4ghp8FMnwWlxaQGDACIxP7Q1DLHyURB/1q1A7A1cVhSlShxjt6lKBhlxwJIpC6nCCoGSQMmpO6dIZwI8euec4bnzxIoEZ8QuMxH3gp/tNsApB0CAYU1Nvjw2T9VytABJMYlB0dC2dzgCEawCrmgoefgFgKiP9TYShCSxaqETvRRa5hVZ5GXaVv0wTsJGETZ563RrI2gmq6RXMXCnDs5/vf4AJWyaOvQwAZeLZLNrdes6CiJjW3m32519/jOXHe4FjUHJpDAG9URA0VFH0YjwjnJecORs7d4IKqlGEipb/Pdtt4N6PkRVOAQxkGiUetA5mx7Iy5c5uq7nUbJcunmLnk7YH/pA3pznQw8g8fgKCzVvgFbz0ZiJng/eIs1hfB+uRQ9LYTM+plnYoAHo7wiSqUls5jXq8gPpDoSq4CCCGQ4JwpK1ny8D8JF1MiVmrl1CGeEO0QGq4npCOFEkQNni+DSl3n/ypfNMoQO/cloQhgM0tYgvXUHGqSywRW5BbpNK0HN6AB+ZMLKUSRvMAuQgRvDA3XlAUj5CzkmVD1BMKXeeg12uZqAyuonoeRKs4H9VbRWEOooY5QtFqgxsHD6yB+iPY+teuLNrzrxwnw5uUNljAAPigtaPTCQJnfWOGlH0UAYfpKTHqP1WgB6XK2qPs8PmpEbK2zoPJbiegigrnxhTM1R0GVegL+Fu4MmjrpBGq16RLnoDyF58QaafirG8HH/AgJBPsfELyaJ3G1l7r6u7DBW2ybd1dBLxOcn5VlbcTUV6wYy8fJsFYhct+u4l8Uo4jTiOoGaUIBtXgFzUSLT7/qXxbJd/qQ/DBOK4L4nXtpPb2ebRXCnaPvYYWI5efVH41uFrFA1B5vTSHwq4qAk3A5Il9UxwjHsflBEj7o7Kb7C68hjyLHcCVRGm4kK+eMAOyouMp/Z/rEZQmZWDjWvKQ7yVctb/44p9wHlwz5syDYN3xwMdogdvjhFS6S2YMs0womFY4qnBix7pO85iv9Nqiy/tYI7Zz5vQxHje8zerjjcQNyIe8fn9RAnG3sFApkl5em5hGmLknqqMUHFRxsRqK1YBpFhcrWT96Uy3OWjcJPb08TL0RHFSPcFcQ3hWgFjXe0dYLkbZsI5dP82iCUeYrvmESGKkThLXlBaR1kaROijlJdlTMTsSFso0U+lSNwAfh0NRqcqUN5HefevVVyuL8tkpySxDUn8Y/1uTkWFi9L0lamcr6A4orICwK5OgZUyKP9FwH0bVeIL6QP06h4wp8CMRGYjlENZO9RI5GDMIqTDJrkWu5xajtsP/4l19011K/BaXxqXH3fZ/8uGvCITzwxsGvK0x+HtTvnvgGs9fQQo0jbXLEd7Qq2IRwqZlGqQSAZJFdfIWbVL+GFoqJ7n/gU4w3aE99+2HUOh3beI94lCiBwCo64FfACktARZvXQEU3t3ZzLnJEoaSl+qGQyAYbhqqGt0D6M3AJ6k+pZ2BXy3PicIKwKmmFrKkkHzCG3VKzqIxyFf0qyqR4VLbEHZs/r//zff6h6ZWmGh2btN/5rd+2z37kbttbz5gZlrKtg7LtqFV1WY+xG/Rgrwjl+Hq8UBFEz/MwKIalzlIET5KwDaArvaYnw6u9H8ktLLbr14Sdz2ISUmgbPTRcHlSB90YRjHhLn708OOFYO4cHAF7awHrQxxz5HG8ahA08g5zQrb4WU6BmIR4CUM12JyRSI+5pCNOVwwtYoOxOqlvTfB0BuZkVpyOzXM8jiu/7yANESaft6b/9lms+6gen1FG4osBRENdUfIoPMmx6etK27cGM0TRkBV4oj6k8fuJZOtuftWyCKCdYRj2tVVHV0d1lu2864K7lBEHx6licPkDskmyKymbYLKPHn1KwxUvL19Qi/HTFgOszCPnJ/8cf/Wsyn8+b77673CKEcBNV+JmGQPCAB9SDsEL1ANxXYmUdr4KMHcAa80qSLYtNkskKTNw67phqA7Tg+qN6P8Z5yHgG85AFK60RiHKP9kWoAkhRMVJjLbfcb7mxLxLCJt0dRjODdlHP6XXwySoTv3FsiKzmS7/pGY8B3ptGAPW5bVu3Ek0kAqo3MyY9WAx6wLmTusmN9Bfdr1sepWTSxj9mH/3Yx+zs0ddtcngQwaeQiLKBWloOjdD9fZW4RYBciWHS87t6d6AhPHaF7PCF5TG7CqBWa+RX0k/S2wuNKfwEPmhAKHu6ezWK5zSW5/r3HmDA+MFpniU0P2K5xBy+ND6xiBpICI1W3vv7e9xwPc0mXxLIM+eH2cX0REJlK2lGRJJSBPxS87T9V0PMMK6cB2AI1wIGIJqKj5+kF4Ie0qn0rlxOzSe4I1yx5WWicDm5yWgOsnwyaAI9gzFFS32BqTAYIAdOSNPWb88nPkMfhGbnnqp+gGAx0FUzQyCK8HJ7bfsbm0VCoC/t8iJ0LmqJzOSM8+VDFMoAWdzfObVLx68lP1EP+dCrWhT9tvEG/diAnu3tXXbHffdakvMoLnL57Iv2/PMP8eiDVwguoeVIN2zv3EpsocMFqdQqefzaGK36mCfOKoGXm60YjcoWF3BlS3rGEoeueaSrt48TLbkOYBnK0+enxm1s9IqtLqnWYXNYbmjuQ+/PN133+rExP24Xv370uO27aS/dR8AvuHOuqRW2UcmrZQCvF9S/ToBGEUhVEeVYCeGGAulhUt/yoZXaXcFrVQRqGkmOVei2jMAvMZlJvIgEwRnRLAFInhIle1Xkaey75U6rqqH9Pq9XEWL2sPtcFzfMjkynMrxUn7BxbP7c+Jc4BwFSJxU6gwT7xznc+5Wf6OG5F1vgBqJQyGAWCJNZIprqvay36GttnWqyDJQyHqCYTqWtKe6gohhHi7Oe4h7U4TbHZtpok7whCM7OCGhkRC4QUUuCGYYunaU6Gb/1+rEx9o3vm6+99z91vQ3NoNqFV18/Y51QwyqY6W7rgM3TsxGJ6vEuUalKAFWfpqX5WSYA1xEgRvoFngTNsrVvca1ErIgCjsE9yAZrE4Z4XYW+XgiatNg9MoWqCAN7ST/Tg0MV7BJtiwy5Q0EvLgAZhDsKhnLV3JgeJX283QypkZfa/4vo2QnLqeSRH08adIcbh5JXkDzGCiaAknb5C+JK+LMScBZwI4++9nf0o7oEDojZ3r23kHyMAwA3oSCyNLyq18MIuPI0m2BoOY6gJTxHGgEdMRpeF9lBSvNWdq0utlm7r3e+ORT96/08Nq68QH8DLZaeyHLx8hWe0dxKbyO1rRO9gnnQzkRY8uRWdOE6rQHAlKamBfAhFB5AYhYyRVUCYXII1Bda6W1qP1PC9VKhqYvcSTAIT7uHg/Jk9zypesqpHMT2KhNZh0K6zCu4I4ytV1o+1C7Xv3LlMqr2+0VB/1oj9KzxFRhflBR+nJh3NKHuzKh15UmoGFePHSyQacQtOI2oTV9fV89DVruoOVUPinqCZe3gCxp8Y+aUj6CkVVVTuTR4klg7KVWUDGzqsCNbd+6xgpdO6TScVD2+cv9L7Ci3fXT37thYlM1/vfc/35zUYWoYqyhq1WTP4wJ2UyF1hkBPHvCorqmqIRSXLqyuntDSDGrv72dXB1nYiBYXfiQFjR5AEPQoQuYGecdbqqGTOhafFFhK4ilfwxX0SNVzg2XerweBXKDP0vDQsLvldZJGN1sEM4v8D4Zg17vuJm8VBN0CUiOzEWQnCiy+eVc//gyqT4Ie6JXBsyMdBq9IzTU3UtzkKgozVdPNLoLZTPLw8gU8jTXmS9FJgSnVrAScmeC9OAKbB1OxcbhcN06IdnNgSw0XSjy4UvF/Hdp3768YMF3advjSc6Rur1CiNnblnPPt89j7mcUUTzWJ2okLV+zmvq1sT3a3ACP2PksCaBD2TeHp+Tmaf+Jbx/GZ9VS5HA/PorQDLbEB9KTW1YY3iFcgxrHI9RSzCIP0M3hQCsQpW+uZZ1+wrt238MT43aR/kd3N7iowX3llPtOTQBFL1VeoHlGztbnltQOFTVSPqcrmzRzMjXvTzP4Ixw0TL/uur3qad/3KZ/9LHh4Ss6cf/4ZdoTmnMpbUCGN8/BJAGNp5atLGx3js0vI8iTS41ORwRkhVU6sAAe+ubf26+BF929QIz9Xg66q5graJEjxU6BkS+tZrP62DwSq3/+LFEbt8/jJj4eGcsHQL1O2pRqGWsrWTkyuYMPYzGAG75hI3MqhNJVyAJ4nkUecIWbYC7skB2pT8Lxo5w8KpF6H6E3nxyf1xXGhcNEX/skQIFbpV294yKl0PKT9Jc/IL5866zVBBIqn6HiqXU7tTmkhfOcalhd8UAjdt/DMFx7EhEMr1oG3vO5pPnZcFY/zatC1gpH0H77AdO/e7Dm/CAC4lno07NHyFh6Fdc+1+IggfiBrFjllC6AUg1W4vDanUBt7ieM6dV984jtQQAXMp5HIXuRnZvy2dXczbpqzobTe4dPrne3LoGnxJG3AMjszayZPnWMwl2uyNUQrHU1xQr2H4ArWpzcJ3PHz4RcgUULACMdp57Ei5Ryo917Md4oC6JBlCK1Rqr0PgjE6OYwYxJwhACayANSQMrQacenQO6WVIkJ7JVIZ8KSIQJ06fc805H3/sMWeWPvsrn7W//sqX7Z/8099xDUHWMB8ySuo1JULqxkMehTrHKvBURSa2njbrjncmDc4M6FxqeO5nYcUwoibdDueb61yrDPStfTtt4O6P2ic/+Rm749a7XW2ENGMlHo/IQ7X97+7brqEc0TdnGgQWJLFKSvEBGBWlqgN01NY06Nzc4qaUv8PR60o/8rFh6109IJd96aWj7MhFStP1ALA0CJioI6RPEO5/hk6q7T20yelotvNjs9bfzvMakCH1IyyiCsW6qfWt7iBCyFdgrUhMIAQITODbqwmoFs6RUbxf2b+qc4B8cImqOXiUDOTL6fMj7GKST6ngPnXirN119+3Wv30HX7vsH/3jf0ys4KR9/StfweTgh4BXbjyQAzCGkoHBKngYil6+00Ozr8IUcRgyN8rMlplTDYrWSV9p1TCsw6VgKtX0zIu5KKRXSG2fol1RP+bLa9MT4yjPnHX3bABFjecNjMDvR9p7egcmR/SIvRiJDYRTv08b6O0aynt7KFlianbZXj56kv5J6zYCnTw2PoUdx7OnFqASO69G2MqlbMfud5FfkCIodObYy7bEgt28rRMvgDpNdo1yDLPsDnkNsnDKFNJjelpa4NwBWgrHCiPo+QkhbL3oZDXG0JNk1ld4njS5CXMzC3ZxiPa+7DpxKideP0Yf6g+54Jyefqtu8L079tnn/uVNeCokyHCNtx7ObIBDxHHwdsnljwURNs+nj26ugXgAxw0gEDJjOqkH9a/6yKA3ZXNTpzEhPAm3uol2Q4Sheb9MShAtKHC7ffdNOtkRfdNx46if6+jZOjA+MoSJ2CBfXBIDb9LybwxCH3m3D+2gDfOzwsKv0lNRLtbcLFhglqeb0RU+LZIH03Dznh4AImnshMjjFWHr7e6nlH7GFgnYzPK5k4NTNMjI2O6eJme79Qxm4R71FlBqt4pgtG3KIbSC0DNZpgpMKVYtTajgk0rCMpiXdVzTDLzvlJpsck1FYtVWd2rsGotZcj0cm6iILpDmPgsZV000U/2cRcm/eWyU2Sk0vrC4YAfoEa0g18bx5n2/+f4f/puEaNNd9jPePOn1ObwVPfjECYL7LnBK8czsoM0uTXGvmI4EVdkkoaxSaaVAvryjbdudWXhu84o3CsIRBOFQ+VmoU3aNmjq4Em33Tn1covCTagSdY1OkNuru5Ivo4V4ZbP8ki69OYVcnF8AFJ3mwRSNtadPw6HPWRY6i0L1SsdS2f8e2XoShmu4rV2zoAm1zyRCuae2yw6OjNjW/aAf720gZryfhlImBJ3AgCcCoSKLoVrmAYucUdZRwuGpiwKbi/MswjPIW1D1mksheHryiYFcRszFECHd8YoT8yBpMSpJA0Cq1EJXgD55LSf4GTRm5llL8JBDcK5/t69tqnYy3t6/PxXP0ss74Tg49u0nhbNV6qrlIjojr6MhVp73VyBt5h03FTS5CotERhioHi5apnYQsW12fQVuAoKj62g5dwHFkcwxvCMImTpBb8f91d57BcV9Zdn9AIzVCA+huhG50I0cmkRJFUhwFkKKoMArDUdiRZrRar73hg2tdtsvzacskq/zBtbW16/HuVtnerfLM1mrGI+2YCtSakigJGjGKpBhAAgzIqZEaDaCBbjSif+cB2IHCKIzCSNsqEanR/cf/3Xffveeee+6yNBuxAjvpi3msGoAMSTdgxRj4chbFEo506wnGhphulpNm/t9Lr5pejodBRLPLSgKmCpawFMgjKKtXsdt9fviKaAQ0X2qhdoCAF/V2yc5OEggmcoLmSoRpc83tZmPlPCwdxvNyxGW4U22VUQil2tqyUIuzpUqCQjuwi6WJ4AXUXKuxOWo2jVgPRZ2A3oPkZAQ1UAuRyrzU0fo4ssIjEZtaziz2WTLrjZFBRLSCxDEYG9er4V9xvIFKvT/84X6OKUURyw/FXf+cSn7a/aXnYVjKEKZBgTvboMZTbJqkzG1Fukh9HUnEQmRRCorVyaR39HK9zhxqJnAdRb7V+bSeo0FrvnI57zsa9L2mQHlF4yR/kB6r5eeVZeNWfc4HnkavJWNT1e46VPHqyiADrrson46Z906fBYJFb0k5MTdwioFVN2AWb1hfivuLGsnsBEu8eAJ0EM9dRBqfjiVSNqVI7QwQ9ZRvMJPN50xgfZ3pphdgEk9RHilk8pmfMz7K4tOjwRVwGZSESft0NSyyStAqXQskkpB4nNlRU4oPQDPVimYxFPllAsG+3j7T9NZbZuttd5rzZ6+aE++e4+eLkEyhonPbN23aZLbfthVjDZJ1EJjh5USjKykWMwnAinZ7Vmv5NT/r7eQSVuM2zeIOBsrNBF4tB6RTsr9LS1D2gJ5n5eHwGgKRZgmG5xUgURjDCvh9lGD2/UDvfHDt239wyx+8Y8+9jUee/3t7c+wdW/vs3/hzmRD/A/LII0xyLg8jX3vyxGWUWCPMYqg2p06+x+4tBrj5JS6MiDYQMKH+HjNPnf7ajV4kXnbZqDs6TbfyyXcZG8CcozD5NCQPjkqi4Bwz3t1iNtWVmQg5spcIebANmRkUVOMJ5PdjCIAGiokDKBpBZZNnmAVwchIoanye+jgUkOpoEtlTXkPTWxMcB6rMSsFEQpia4XD+vYvm7r0PAi+zGDShUDdEjNRtdtx2E1Q2p/mrv/p7U1VdDtybT+SOkr3mNSISKkKJA0xB33dwxC2S4qoS+Fke4icoM9HMBhmwuBb6WoUldWpLbXWe61zA02ZQcJI+pdRdF3G7ug8prEFV7boPveX7DGH1eCgOllliw+JnvMgPvTrfkJCkRvOITi2Us7u31xw69JKpqa1lHsQm886bR6mJ+1ikoOnq7jMbNm827/zytK21B4gLxuDYTS1mmZNnm82DD9xpTr57mUAubMU7pKMc43ccUK68HClJ2X7OfUX3aFNMJcyTf/wfzIlXfmqutvA7MIRE+PSVeFAwoUPI5cIuiYXIDlR2nuIapbccoWlmmgAsqn5InicthGWQSORewCe9OCDXKIWtC+evAWFnm9958kFTUa5MhLgHg9qzey9xDDOqoMm3tXWBaaSbcyfOcYxkmJtuXY/sP32XnOc4EqvNqJRSWclak2Dzv+/r1XurpiN1Zo2CIF66/C68Wk2/gYSLJ9C4pDm0IBIEu4KdpYorXkUqASqniQW2pKdQBc+RtT6w+pr6+D5DWPlBU3FJWWNvNxi+dSm6JD3WXubyd1b/ff8zfvXVBDtqbDxuGzo09PLYL09BpfKabTu3s9BjGAYzG6Fbvfb6L813v/sIi30ZnQa6e25ez02mFY00cJ6zLkwV1FlaSw4P0WKEUTiOTPLiEELbEFXh72+sc5s0uoIk+BkBV3fm5Jp7djagsjJgNu3cS7DnMB3XWyC59ptydnoRnc5xSCmUGzguib4JwCRyrZmU0k6YBVGMYgQiqwpW0N8O/GSfr/axcQLNgsIS8/TvPwb9i4HmkFaFHjqpJQgSr60LUpfothD3OAWnYjgMqckuq5+UTKFL8oMeADyrDY3RDQ0SDFeW4W20gNJ94cHKKc5Yvu8rxxNf6cyX+Lg7j9lQKZz7bDBhHBYhVWcPhqsyu9WPwACkKZlBDUmtfDMEv/ffu0+vflD/rH18lCEcLCmrbJyMhGwuvnwhq4u79ld/9bm9Xn3JjdV5iqeCPJowrVcGmFhGpQ5qdbCkAFzeQM2+SpvVDZNFmff8qZNmw9ad5pXDJ2zA2NbcbGIlbuYdFNPQUW3eOPqmraZVV4MgEqRdo3WtqCDX9hL20LDiDVTAqBpFb2kJ1g+kUdK/jVs2IvTtRzeoC8Cnzrx6tMksZKCt0LCJFrZrZglcYJr8PzqF0jreIxOunxyfpHUkaTOD15AkcJzzXBA0P7ILI+hGT/RgqLMolml4VgEK9PMQSjv7+vgphNI0RgJ48uBFaIbUjDl75pK5fJmMJq8TT0JsQqGo6ehxhqwHMCRw/yyP6e7sNmfPnjaPPfGQueP27RgfepMQUpdD6uVU9J8zDJZB8ZUAv0yMzo0xWTIru19Go37MZILfDDyB6HdCSXWcpZMxCDNROf6++57SSjXpn7WPDxnCyvHQND7a3yhL00M34+NMwf5M1rDyJHv+koNHSQnTFie52XTjAHw89she899+9GNuNrsQjzDFrms/9AK9fg7z/M9esMM0rncg7EDEPo/rLC6GNEK6o89nwcelsRQeQWYfXSAHnUITgz2M3qHZhPJye/sNs37TTWbjpg3EHQMmj3Ty9dePcMTRFg8XMx6lysgArUlc6SKimBp9I8V2V4akdblAdmAM49WwC7GXVUQS+GQzCv4uEV+khJ4KmCUSingNb7x5jDMXl4zXUIt8WSnHDfFEDn2TWbTVZcWyIMVAL0ejSSN+rl3tZNJdFL3nAZMDD2CQFoKeEHWQeJJ57c0zpryujrkTqeZsf5upa6ilXK1rBBjTfdUi8FiFsGWwuibOA35EVmN3I9A6FIK8LETMrfAZ3gFvhS1gmHGz77v/xr6G1th+suaf1WxmzbfspwdLKuq5gGX0YPmHuhr9//6HUDPdVLwoN03SNGj7AO6M0G41Ex/FCzAEA3c4DTw8xuLv2bPLFPi9NkqPcwMwYpRMGH/rL6U/lVatDBpwObGkDShZec2ULkbmbu+eu8x37vs2ZWJQQMrEGQsRGzWHx2D/ciPy3F5eww8ti3HDgCgXKRtrcKmbDCNB8NgH03l8kfG7DC6dhdcQYYcMcVb3DI8jtc+RwjXLU8xyY1WQ0mBvTXTTDlzeCXyECR3FsNat32DPX3e+D7WyVsYQXTan4BJe7+giiwHH55oSBGbjHIsLEFYvXbgKuAOHAHA0jfJw0pLU5BdMwEslkN4JXx6LR4Pt2WPHTS3KbGffu2Jar8M8ImiexSh1CXpo3YWlaGC6KPoz9FdIMWaZGaWlJOWnVsSBYBVUbK0EL8RpYdFTJ3gHj4P654OPD3kEPWHVKyTic436WhegYGPlevSt5Yc1VbT82KlyrZrNMDhClY8oXmKaQyPTFI0iprQrbG7fuZEbPEMmgGAm6qtJSbWIWTSDg0+YdYhsl1RswX0N0E6umgAGCO06j/QwPAr/HzYNAQuj8jgaCgtMhDkQFWX1JkSc4KS06oVuVlpeYkZGSTsBgjTVTXIzU0TLEWjvo0joObLQRpjk+zSVphfvNBNI/o/Qog4mjLo7VDIyCN1KbSwdCwksW3+ejFugF3G4ZQDVcNyocKSGU82DauZvkyqKiwmv/kjcePA22TTHpADRp2UTdLJzJYV3/doZU0ZAnMa4HvU+qptMottCTlXYG6OqOtfGjKmrHeb7j99vTr/7npnIKqfMjMfjWLHaBwpmSWlFw58iUJ4EaItBnNFZbIVCSA/VtCMcSKOQyX9WJIhSzd4H9pnde7+ttT2wsnrv+/CRhrDyjIOIVzaqj1Apjm6QQB3CYl4MBI4fRFhsV660iDERLEXFmyhcQe4kbWiLpqYMYW/axc6cauV3F0xNJdUvWsJbj7xDp28hcvjZZsPG7XpJmjR6TIAzfxbO3XDfEPkuI3RssYZmXG5UZyeqrGgFpmXQtUwAlgGDV8yqbLzIhnWbMToaQGgZb0OZNZNqowdDKMRdX+/qp4ZEkytq8ZX+YowR94kWYgru/ea7HzEtZ48zcGySNnbIKvobWfkpglh5GdHbbAqim0Aw6UdgXCihi7b7MPWN4d6LUOmpcC7GzfoKRgsBMxdBPddRk19TLI69GfR5zDAvrF0pDUoRWCorK0yAEnA67jDnSh78SfSrIM7U1lRCMNXU+gx4mevMxfOtaFGmM5OS69e1wEO8cum8TXs1gDzM0aiK6zw3MI0jSrUQNfLYIengCAQQHF10upOqypx5HFxZ2w99+LWGsOIVdASxM+QiBcQIaGWINYphHZ2DYOsIPMGh89IS5pDqGMbQcQW0j0g/DgF0oK/XLkhDvY/ZxGX2D3KjMzANKhin9zAWwJXzWsnczP6BboZZ99BiBsef3SRxilHk/pWuKfpX1pbN7lf938XuHg+PMB5gp0X5JGYh2lZfd5sNoqYBg9QH2DmIN6qoNe0t7zJgA50HXmOatDIyNmvuvvtOjrNZzuLfN4OdHebquTPEFiEb1FmpIB0LWj3r9biX3Mi779hNL2EQ8kcIrkINTgoNRwo7Ct4GqUwqO5ihLiFDUOEqnfigq2uIn88jVJZJa1yOqW2ot5lBDsLdaXiEstJSVFYIWDE7IZbdbZ30bOZiFAFrMCKoJpPezJKppBH07bztFvPcT36Mx1mm3C+w84VQao2W12m5qKSF5y/guiHLIBGwe+8Dv9YbyCqWo8EP2cfyNw4cOKAjslELLK9A+kzqsmDGuMGFpGvZ0MDEA1Q+ruAkG9qUUrWSynLOdiJwpO8i4ZC581vbqYd7OINnzECoB5i4EjDpnK38tXd1UMa9hItUV47opDSU8FpiRk2R00s2TlAp9kiuTfsZTSQzCQgqpEIXmq+Ye/fuNdcuX2DCbCdROwYE/i+4+VrnMA0gJSYpPmi2bdkKJA3nEWPWa9x+RyP1CwZ3YcCdHddNH4u4eds2ft+B8fZgxPQ1ywD0pvyvOoQTbuKWLbfSuzBtCrwYMwJd7Z0MPec6VCSrq68w2269hSMphwUnWFRjjbD/GTZKUT5HGfpKGIwLLzc8SuzE8TOGm798hUFnHBUdBLsjIyOmuxtqGXGOp8hLwJlti1WaWJdH6T0cnsA4aslETnOMRux16G8VSismtlRYbQcUHjEFL6pOtXQ+v+feh01ZRc1BHk3LK/vhfz/WEPSLGMMBIVY6CkhzLfyqN/AgY5vK2cW9o7CTxjmMwAYgioo7Mc69vtAAOznE2V0KuZPIlQRLcx9aW2AaYVTSCb5wCRgY9pAMwMWArSnq5hPsZg39jPG9KAHXNMGWgKghEMj4PIzkGE6bnZEgEFkEXLnRepneA9ry2IXSQezqY5Yi1DF1kiYTrJYHysAPmENFO5+IpTt2bOV8ZXIrlcNTp85wHQkzTmzRT1Xx5lt3mOLyGtLRPltwkquVPUhQq5CF9BaV2Da1118/SlZSjDJaEa/jptew1gRLmYsA8SSTNvRU4g5pKSiN7ukZtEYlOeOu7m6wBEiwZEvSc5ZbP37sBOc5qR04hNhhHtJPZSwCp4p4vyOHX2eKXqcV36wjq7h08QqD1Spo32/nnsGn4DiW902l3sLV2mDUiwJ9PnFKNpmKOBP3PvSk7vmuDy//r77za4+GXz3F7KLh8q0Ylqc3nGJqmBpfpAyqoG6YUvEc1C5NJ+uHzJJHcaOPtqs2uITFAR/oF2c2wtClpZVmmHJtbNFpWjqGzNnT73FEgP/DKZii0jnN2dgV6iUrKIF7iCPG4nX05NPOngJRJM7Xi0tRpGiFks2Tr1fZQFNjCGNUC13smLb+LrSUA6iVjZnKInEqnOT4vRSuAHAgrXz74fvM8XdOGC8B55FXD5MCMmwTbr9GE2xgkmxilmMJhPKhx/eZ55/9GaVv2uE5kxSjuGEDXyM4dCJUJbHKe+7ba5pAQHPAFTSTMtRL+ZpKYACYPI9g0kkFUiro585z5AB8JS8Qh9AnIcKo5jzHdHwBmGm8sGZGyeC6e0PEMMQqGTmmM3QMBpWLlrRNMKgv8TqtTMLZRiFs3JyDd9FQV2/HM08juY+jtsYq3cl0Sux5eYxMyiJeQHCsprpOS3lwzXp+5KefaAgrsUJTe1tHYxilsvPnrzAsyo3e/xK7qNe0t57jTMsxm9avN9ufvpX2shRTUhpkp/jNj392GIPBk8yMYb0IPmYUArbMmmMnTpPfM0w0BcFHXOxYnMgDJk0W84YSMcS4AVu8zH6SUoukZdXIWrUUJNomNWTHjWNQorZPsVMlR3el9SKt4EE4h+XI8IdMkHRzjhRNE2g0t9GJiw0ES6lPDHMsVZn/89zzMJtp/GDnxTCaP/rXjzP8Kg+XHTbHjl8lBoqbPffuNYd+/hzeZxEEEE+A10vDA4Yw1n1PPI3HUPdSwqyrXg+M3GYHk6QqZsBFq3CVwvDySQxU5Bg1psyDlSRIhceVWhMfpdNDucDnw1EYR6TPTlLTOGRZTyFMKZjV6uV86eXD5s7d95pRUu9WOJvNgFMiyjafOWXu+5PHzKUTL9kYEEdiS+RK91MYS5SRDprL/a7ZeL+p3bLrIGt44CNXf803P9EQVp57cNPG2sa/+dtDFs1qIxKXO73jWzezU9H/ZzLICTqTu0PjZt93Gs3Nt9xk6jkzS0sK7ZEiTv80qJaH6Def4s9VvIVmHmteQhmp5CKyuvNQ0PPQQE4kyEKIgOdYJAdFGRWGKipKsfJcFipiU6+Kyhrc64KpAE1cQlV0fKLcxi6jzGKurShjGHgYb+DmqIhTu2AWNYahsX8K1povXqRJJkiWMcICoIqaC3UMDoH6RtT+PzIMhM1Q024EqDSVRuF+UbDEVFdXmDf+6TVTTK1i374HLbX+F8/9oz3zPYhciAgyMEwWQCyh0UMivoyEqV7iSTXxXbGFVNzy6ZZKRCmDL4wzSBRx8TmGf9J2lkRG4MmjOxoKnouB49FJoGRS1KsXz3ByOjHsHHPy/FUTGRmwWU2muxyVuBKCbGRzkAlScYxbxWvhcfBii3iH2i17tHxNK2v4sR8+lSGseoXNGyobDx1+m976kNm+rRbu2yBFnBILGafyxvMEdb09w9TjwfRJtf7kjx43Z3FpZQA9noLllrDTp85a3pwznzMNU06jjFrOLu3r6bKRqwN2DX6UbILdRkm6srzcZgpu1QeIkLs6e9mlUNCRsskhxx4j7XQSrIWpQXjr2VVTaiUnZYNN9OBDjxq17imQbQPWPj0QQocAmX8AJmkTnT7xDiynIMdXF6hiquns7rKDQ50wuONhSsbyuXicdRs3QkZhaMhAh7nt9h1mEsCo+b0WgucU89yLr5pHH3/KhCLwfoid0sJxvCJUeFDBwShUfP4fR4dxDg+RmhShOKa/ORdQLBPCbcIUUjNYNPROOElXMRpNzMnBYCfHlru1ElxXZbmbwSDgAwTC4h548gvN5ev9Zs8Dvwtwdg47psKoqiRpapzYKzabjhLcQ1p4eYMmffJJj09lCHoRXnAX6cnS62+8RWGINI401bCZtGuqq+lFdDJMSvGBdhIo2SQASUVNhdl56wYsW+AMYpMAOxp337hrD7te1G+iKf4Ar7vQVular7Wa1EJ2KZVBL0ghcLmNpNVXINx8oK8f5HCC1+mzJIu+npMMqKDUSswiOlgEkkoJRaCqikomyN3Ebukymkh3/PhxzmlGFbEA3QRv8jCtdFPL23T2Dpg2Bm2cPtNJTYCbXlXFdYEu9k6ihJZp8ssrrKtvvnzVGlw2O14CmvIgfcDDwBLmjddeMrvuAqQiSM4lVcwje1rgiFuEGpaLVE4um0CBYXJ6kOcTNJNiKmvIJIZJLEjcivIwAaZmYxX7mW8NTO7kPaYgn4yQaiu7wHlafCRAfLOA7kELqmtPPXmv2Ygk8dF/epFg0YVh0umFZ/AUNpgNW+7Xmh3Q2n2ax6c2hJUX2/X0k9996x9+ehii5gz193rcLVNh/WHYQu/hDp24yAEi+QvsrCx+ls3Ett2mHLeKVzT/83/8mKyAljN2Gd4TggkujwhaIpLC4rcQGM1QLg5j9WrVl2sPDQyYfmRjBkIVyxVDXG6EEqwoWKkYnHYl4TKGqJQzl3lQIXPPPbv5XeYaAS+/euRFUj0GdgAwqVDUH2KyCobpJEZI5bUEgqn5ZIY6Q3eox1wB2cvO4qwnG8oNVBLvcNTgXRboiRQgpCEaFRWFBM6Id00MmgYo4ZNUPTUERCxoaRx70KaUKEZnZz+fuy1HYJZBpDPAz3rdDZSiG9Y1EBTPmm07RjFyhMsILlUzUanaBR9TYl4aKOYpJu0EB1DQKt5BjIKXBL2ywRrGxhPm0Sf+mJ7Q09aTqOqonz3x1L/Tcn1igLjWQD42fVz7RPvKBw92/ehHf5lUVRVsTEG/aIqJYTkEiiJ3Sofg1PET5nLrJXtzlRKqpNjf10uq5eXsHceNXQP9Y2B2Tz+pJRQrOITC5eUpxA8cgoiqKtkseXwHO1U0cR03bBk8Cd7HyQ0hbhghqItBbpE4ttq8FbiJySutE/382vVryAkX0wx6liOqyDz9zJPmCpiDBDacWQSkXIOMQ9NphxnpO0lwGGJ3q5lmCdncMLFIGhF+ZXU15BcYwLh8KdHKC0QJVHff1UjMMUla1wsWoqHgqKFCNqmrr7W3rIDPlWLfaO8mdSQQ5mgq8gdATn2mtrae2ReoFGBsUokdYeMsz3wksMVKRCyRWuqN1haMGZo6qbIfpfiKCj8VS+Y18HdH8Yp1tXW2k1vpqwf9hpbWd6k4kvE88gOe26Aj4cAH1+/jvv5MhqAXErbwF3/x540YaPkUke2VyzcgbjLwExc2QKBlKVIUjNQjkcRcgUmeMzg8ac5cuEJah6sbGSaNElUecWjiCqmFKz3zwzRSG7vVG8JDRMDsxZmUBJ0g1HgUvj4yep1dfTBzIYvik3kbjA5IlZsVBbpN4XWz84tsYBjqRVmVqt/DjxDYMex7hMHg1zsZCI6QVdIijSjsXAFMs8DS+XgucDmMiLOcI0bp5ab1m9i9VO/IAqQaI2MroKtY199LD0UBw7a7+wfsjr/rrl0E0QUMKFtH8MiIZOIZcRSSCXqXO5FBQ4GRc0mHSXfQLGhDERUklA6qG9euUjnt5sjqwMii8CnG2FxA423X6KdA6whMRVQ0VVNdeFkxp0pLS/BIk7xnMe/PMZrrNa033jO79zwCYvpoE0bwrz5u0T/qZ5/1aFh9jYPV1SWNbzYdI/oehi1cZLWDCgCZ5uPpZojW7EU8xhBFGD/BpNeP2gjuLQ0MIAmodCiMTDzkiiUw+uws1f2p+vFzMYXiMGwEEc/jAhc4+2PIvajhBLY+LGVImIBHOQQP8TF2t0Q1ce/AKCaWhggFQlMBj4+6gc90dXTjfZbMP/z052bnt3aa4yfPwBQCgQO8KYWyJn0DoX9DoVEyGzIU1EvDqIq48/wEwuTrVCtV6JKBpAGSFftK7GJrYXsHRs2bbx+DM1FvuRPaiUoZR1lYqa5In0H4wBg5fzJpoSqFY/AwB3ivISqdyWD/FeXL+MTU5JQl4NiWZjaEDE/Qt9AowfmQ7kl7IxB1molx8CyMGXDDg+jpIXjt6TS1VUEcb5K5/c6HTOMd92t9PtORsLqgv5EhYHFNBFQH9+zasf/v/vanaPz1EATRdxgHRAFwSnJ6uLkUoCb6TWYamn6Lxcafj/ysq8i0kSYuuB00roSAnAFViHQ1oGKMAopkajRJdWgA10xv/yjqJtmkUhznGAZnMgWpmrJydgxCVLyOZhemYUQSpNa5jq+1OL6bolB6dZK5QJGqsmaT+dnPj5hAEV6IolDfwDTru0zaEGSukWIqLs0Tj8j7bL91hx3GlcQRo1qBD3j4tp3bAMwm2L2M94XIUlW3CfCJ8jpw+yIl+JPHTtqYRSXjfM52ebIpdu47SO9l0j+qhpsIx5ntTsK40zjfYwSLWlg7zxH0VDzOhdgA947npw2SAidMiOrtYnIYoy2nfrHMgvLiGWY5iodheWe6Q7acrtHJN23YYY1Aa7O6uJ/l429kCHoDnUGKrn/wzBP7/8t//TsrXgWwTZGnnnnJDIsAbatiiol2/RipXXWVx9YqHKRmqqH7fYUUbnB3LnY1nkCkkyBAlEgtctvqasoAQZyMhk2BC7UxkD1NQEsH045Sg8imUKPzNA26VlIu/gKvER6WF0AXieCrsDAIRAtxNUb2gitNJwoXkTRIqholCg/4PQRlXjwBzS+c1cUlPn5eAJBVDC1eTaN0BaVBZsFrANtR9wDrIFXq5si5dLWL8X0NTEnpNG3Odt6PCmFZhYXXCwsLiXFoMOkdwjDxJhgUewSyC0k+C7gIkDaAkNcI8yclgddHV7fqLBmwm6KU3l0QcRYArhbBOJLoa5wAuOsmwF1IzoJqxnBy8JCejg6OiXw8IGgmQW5JUL2VKQe1Jp9l8dc+9zc2BL3IqjE88MDt+19++RWzFS0mBTrnIFGOj8PtQ2DSgdJ5iJSyvJSGlGwGTxEda2aTQn0BIGOALvmifHGT1aco3qHU1SNUE1M5NjTuVzdSTD6BTBKVnAah23LzVnYzrpQUVC54lEYTvy8bg6s0RYEgC4/aqt9FMBk33R2dnC5MkAWOra30mVEWLh3vkJlDbMIgLlHle4DFS4KVdnZVWjadzlDbU+gPxNbN5eZmguC25V4HyCwZOcUUrRDj5DiLwxHwc05Lsm4oBASNwalg1nKtjYadEf5WBqzjsYbo2VjAaB2uoJkOA2Uv8fvTMLj4yF5H8S3dFpY8yO76KFo5PB5wB4LU2MgKfY6Wf+Kq69fbMV7YERiBBLG8PP/zGoHW8nMZgl5gxRjuKnTnNrbd6AJNGyPl8hNcwRmAV5dCZO4vzudik+hOqmYyaSkBoZROknB9DLHgDHbDa9R5rDmHS5yfaoAdHZ6wmUQPRaQ4nH1V1QoK3ezEOoIwjgxSw2GaY2Ocv6K2TUnAkrxfCzhLUSmOUWWCEGZ4me1A1D4BKzlO21dnd7tlImU6q9nlEFQ5XmYwrBi/c+Ltt2n8mOa56EnBtCJ0VKkMgKrAFpCIRuFeqAVvmmlyncQMRfy9IJFMpAVQMZG5CZOS4yMtTTJdg6iyzWDwZFNOiDUFxeWAXj3GlUp11ZMCibeMuowGlIE8ZopsQvzE0SZEUimo1GrkQYoJeGtgLWXC+4iSpUWg6sXYEOr2ugd+pted+7k8gdZQj89tCHoRjEFg01ssUOP4u+M0eTSY8ooKvMIYOEDIDPW0m1xuWF9fH9+vwSjEzJmEy5fLjqWlHGRMJdvEdKqNjGMEbwm6lXOJBaprEI4ialdePU1xqJ9dt3nLJhYuRnNsr2lpbiVAS2dBJsgOgKEHejgSiohRFonE0ScW9KrSObOPsgFdqALz/lm28qgzOoYRSWYnzM/zvW4WXtkO/Arcum6Ok+CNb0JzJ6jjNSO48STy++QMSeC4CFbnKA+jy+zzMuScJhfmYRW6CeiQK8yiqCU5Hh/HoIaJdSfRRgieMpfKaUMMlYRHUaCsJl2l1ewF3ptOdI4MtfxfjIMa8t+chq/ixebxPtJhCo2Eze8985Rp/NYtTdz7A1qDz/v4QgxBF7FqDA0N9Y3nm6/iVukz4GbGcPXDpIUtLVcZzAlOsH0WDaQbOAKCS4CdJP5AJwuZwZERgoBSVVXODmUWESlpAr6jtIIk2DHNjlWJdwJewcULzaRwPXYiSiq/q5skgSsRT0UBy/dAS8O4JHkjxk86dfq5TG5migaIqh0eTh93XdyHDCJ+BbmKBQrQDpilhzFKyVhVQMUjM/QQZmaRBi+IEo4RgU7OURxyAWb50iHUBuiBJMbxoWBSwLg/ye07Sfey8GCqlbCMBHdMjqPJRb2a4+OakpNnxw/5QRHzV/QW4yLo8PxRCxWEAAAORUlEQVR8dn6Rr4SMCU4SSvnaDNl4ylwXfA7uyTnu7TO/+5R5/LEHZAS7Pq8BrP7+F2YIa42B8XmNzeghqsATY7fprJybhqdHLl4c6JXV4HBJn9gJmnGUIOVMTcGNcqc1C0HEkGF+h3XCXuhYhu0rONhDqdlK3gBTCnZWTUBa0XPs6hQaOyPEG2pyFblzCmBKympzBJ2Csmco9c4LlWTnR9LRJGR3ceSabKp1yghE7sj2oIWEZxlX1ZCDwYsXWiDmmaR+kZMKJE68k0U8EJ1iTjb8hiiCnPlcg3SYHexsFZm8xDMLGNsigZ+6j8QTkNK9t6DQtuMr4gdVN2MUxrI4Mma5Jpu+8venYYzqa5hi86i3Yp6/2eHIszGTn7RRhNzvfe8x8+T3HvxCjUBr94UawlpjGBwaatScArltDwBNT0cU1x41zRfOU2PfDDBCCZidNwFwtMBNFatHFDGRUvJhP2Xiw2cBo0TKnMcTaP50KrCzbqIm0vnhKwqIiYFLTFHUic3D4KHJMwo/QseBAisXiGZoXC1fKKSmeLnBuF9G5KWyQBmc6SKoRuIpAFN4L9BLqaOpI2s0gjg3+X9qErR5DCwXOnx6UQ3XCiDFHCVnKosE4unA4DSyuDBYZnyUuV2kdnmku154lJs3Q8UT2ikKH24/EAhgXJSX+f1x6jBLMLgmYGLLQ4xSyRU7SShiMuVzt6eQ68ukN+OyKWPzZADFp3Km3LL1FvPww3u+cCP4UgxhjTEcAO/f/yz9ChxulpateGASckuCZk0H57XEqBOLfC9ClkEercHhA+p4BtyZp+7eMzhKFM6kVYiiSwRq2ekipyjrIEXM9KFjwPcoTg22nme+wYLJpwV+ioWOJuAwCGyCfeQA43dQ9aN2B/DCwrDDCwphNKUjgQ9uoNfuS4QBqXLotyyBBzCJCsozbOt08/ILrwFtUwqnBpDD4kYhniTz/SL6LdzeoCnh7JdquwI99S8sgVrOTiaZQRFNkuEkKJaASZxCB5Kkf2QAgxhxP/UTdWPnYjijAEwyMKvIBlybLHADD6Y2uCxa+RJkU9P83LOu3uzYueNLMYIvzRBWjMHiDOTu+//T/v9l0nLZucjfiKY1QgOKx0vgw/nLXSQ+IFfnoyakcOfwHNxwzksHxBTNWoyRlzuQvYuyIBp36yQLkC5AOkhhPgBUKXUFTUcRoBPhCCJox8MgqUcBJ2WJlnqOmFSwhVGKWcIdUkkLU4kRlnh+sIQMhyKWg3ZxBY4uegwCBI3TM+AZeAPt6gJPsVlHkaimRqwoZlpMjtGRpM4mroNrEzdTgV4qBZ8hMochuslnoLePW+lbYQloMnHs5ZMdZbLT08EMpHgi8Q15oekJdLDxLONkBWr6mcXTZHE8DcOv2Lx1s3nksUeh/AUPflGBodbng48v/GhY+wa6cIFOr/7iz/c/++wh82d/9pfccM5ZonUvRJNiv99Cs+NSSsftF9DOlgAWzqOQpUJNFhF3jNKyh91IbG1dbBHsJUUYSrO8TFpVwUYCUSNaTG6m+gHFj0wn01jA9av4JVXWBZBIxQyS3VEglgI+kYnL9QIZjwLhDiBu7QsE2YERIN0QHksNM0ySJ0irgHepabD9IJ6KW9wcXe0dXebU9U6MFHALpFCdT6KpazbkPFxLAn3L6SQfAkVE5Fzl10VwDTaD5AbC8gQca9Jh6IUMLNmeGXoCNUQkR0eEE5raLdvMf/zhv9ct/VKNQG/wpRqC3mDVGL7//X37pXby33/01zZlCkcGiR1UGuaPZ5kXcK9RUDc2KTsFBBGR7CyifmkXWloaRSwFbhpVJ1a1KpS5VDfVraxB3oEqPwZAEEaN4MaNNl5H5oKqORF3PmP0XFToRLLNzPRacYncbNrhYQBpMHfjHXeY196YhCHFhHmIIC8cuYTH8pgSahLazTlI7w1RXxBfsKsLOJ1agmhnyfRUqilVbCsOeI4QBaBUJ/S5IHAKZZID4iqtAksMo82iaTcZ3CGcGAFUkuaRgk28Bl5KiyGeZg5CWL/3O/dRQLqd75hd3MMmffJlPr50Q9DFyxj4IO9wgBu4/yf/+ye4RoZ1smGlNuYtRN8Q+fjsbFI20rMUsgovUK0yihmqgSJxOLAQ7byczCQAnhJ2toMmkQDPd+JJCshQLlj3D7JjthHtB8REAoLWXIIR6OrSFVAv4/DQMDELMv4IbKoYxIkB1EszKVakVvYkk2tKiqoJXOMmQuAZIzO4SsqWzGJn0ngyy2Ja5TllJHyu40UiGwnFPrM9xB0aTErhDdxEPZ2Lht4P3k+AWJzjItelRpopU8Df4SVW0UgfxyKeCONSad1BNvSnf/pvKWhVNnHfdun+fRWPr8QQVv8QGYSOij/8g2f2v3L4iDn5zkmzCah4kC6lJQe7kbqCk52aBCeg2JtvCiCTFELvTgPUEct5gaBrOjpk2Tp5ZBXCAnJVmkUvQZ3Gw0Te03RaaaC2RuE5wOw19maWOGMKF6xWsxEEOubwOD29GAIp5DyeoxrEM0rp+zTMak1jUSs/ADOpJThDljSHiDnYqbnoJqVREJqj9B3BtfeOtjPprYysBrJWMvrPYBh5hDk5sLWSMOAimljU35FM1SybGEfpbik1Dl23Wtfc/Fw9G1YdDc+y8aZ6s/8/fzVHweqarH6UN/3KHxhDI2/a+PKLr+xXFjBIUcqRSsUSKDmdOr4k9gtYTA27ED8hDgwsqfsZILnFeYAl+H1xMpBxyCzqQxwZphKXBTuJfgQ14ijIKwCZ41zhvIaO1t3BAnMs8Jxxyr7ObC+GQhxBFVI9lhLtuAT3T8O0pHU8RYEInVLqGFQIKUELDcS14HHgEgCKjdMtpTJzNDLF8wn8Mibo4vLZQDAQKOd3NSeKUjRHhGZQ6hhLgcMoRTVVTnVcqTqreCUHulo2Gc6dt2+l66mkiXc6yIbRx6/08ZV6hNW/bOUPbZJ34LH//x56xRw+8i43dgh1NHJ2cnjpH3px2WquETStBY5E0CVQWsVALlppyDrmuImwoNn5TtjIKWMMI+PMj8WXUEiNIoihGkeaHXqu40WZBepNYAziHAL24C0moYqrOJZD74WINorYB4bgKJDixmMTEEKQJiaOyfUETTJBrYZsStJXaiTZhRksLLA0KaWHQpliAU3CmYJDkQz4JD6EtBTi1D/AKE0xlU0n3WENpILCStTaXknlsLqyRPdBBnBAn/w2Hr8Vj/DBP1SxA9/b/4t/fAUNpWOkiFQH2S3qcnaALPb0gEYSII6MjXDj/aCMQ7hacAiHYGCEIXiu0tI2InmVscWOyncrTsCQyBiG4DzKswg0UqUyM7cMA5sg3mDx4UhWVtIqTyYxGubYIWJXn6Pk8rSz82l4ESgmqRshmz5fgNcbgTCyZCewzi/CWEa7oahALn+Ba5YyOkIVdHLPz9OrQXqoFn9N1XVzTaoc+oGjPRi8SuGklF9pLPDBe7/69dfCEHQxK8agT/e/cOiIeenwm5Y4qoZatbaTHFA9JHjkxkfwHC4i/DhuV7L36zdshhRLfo8moxZ2kvN3jrTTR8OtzfeAeYdGaY6h8DNJFA9PiQIXPAcPFDWOBjuJlfR1mD7N/LwinkdOP8EUeJpti+BLyDAFdWvEngS5NTNRJNtkjqBZvI+LRa+qDFj2tT8YIBZgiAdMq/b2djwbJWpqIJmkuJLOz3elmJs31xPg5jdxcfIC+vhbf3xtDGH1Tqw1iFeOnjXPPn+UnQU0SyAm8EaL4IS9BHmalEu0roTZuL6BlBBuH1j9QIhOZdz7NFoN6sMUxOuCezDQ22FTQaUHSQ4ied7QRyDqAH0Sqzofw2ppuQjpVX0UgFqc8bMY3RxNKEVuWMt4FnEXRYoVh1CFJFUv48DmSyx2FkQSxSCKAwJwHDRwvZs+CXmWEXCKYl/QPHD/diR+ypt466+NAaze96+dIaxemD6uHhkvvvSmjfqf/8VLqKyR77sCLDAkU4S4lPJpR0uoWhPTOzs6Oakp9VJEcnK2LzK7oZDy8I0b1zk2gHDJ2adw1Ul4AI8rywJLOgoCPj8d2vAR1m+B+AVphqMiznzeFHoJfby+GFGqFvpIa2PA0G3XrwFaIYahYhl4wlhPFxVXZiyRuXghlWjyWw609L3376b/sFx/ThP/f+0MQBemx28lWFx+60/+F7d5gGcdWDGIu77/5EONh158w7zy6jniADwDtQI9pkkNRSdXY67mKEg6WIKaeHILR89QJpYAhpXvJT2UxrTbU0TYoVmPWcQYwMrUGaTQ4gNEykUpVczqiUla/llouXSBHilUGOeIBxRyCk8YQ3xD/ZSj9HhIpsZHylteXYbrX0cG4DPlZYEmLu9ru/i6d6uPr7VHWL3I1Y8YRCOf6//9V1rbGWDVy2Inm9eOHqM7aCNneyoZxgAxAFPcoZLFKP64Ic2q6zhBRqBOoKryMgyA9vOiMkilTJAliJP+gZsi0NE3D8NPyLPt6FlE94r1s+E1LiTo+AZJVIVQTCcBW+qllPuXYRQH/OZ7T37HytrV1FZyeV/v3a8L/ODjG2UIay9+jVHcxfcbJaqlNvSOjn6Cvgl2K3R0AoHiojzwfKqCxBdhijr5sJ0dpKcORLsWaYPPY3ZDAsDJBaHkxOm3GRg2De+xDuBq0tLbE7OMCiROyCM9FL+grqGa1DEboq3f/q/mWB5N/P+2PuLF9Pk37vGNNYQP3umV40PftoahT0KDY9QHUDmlMogzQGmkhSh/htKzuq66iPwhkdIqNwcBxE/DSjLVzBHkeurrGuzxIoJoZU29qasr46hw0ONZrpfVo8n++w1x+yvX+rEf/sUYwkf9lWu8xuqPZSSrj8bVT9Z8bFrz+eqndqfri2/qbl/9Qz7u4/8HrjCxZuIdJssAAAAASUVORK5CYII=" 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" /></td> <td class="rtecenter" style="width: 100px;"><img alt="" src="https://www.climatebonds.net/files/images/steve-pye.png" style="width: 120px; height: 121px;" /></td> <td class="rtecenter" style="width: 100px;"><img alt="" src="https://www.climatebonds.net/files/images/shuling-rao.png" style="width: 120px; height: 120px;" /></td> </tr><tr><td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> <p align="center"><strong>Ryan Foelske</strong></p> <p align="center">Manager on RMI’s Utility Transition Finance Team</p> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> <p align="center"><strong>Run Zhang</strong></p> <p align="center">Agora Energiewende</p> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> <p align="center"><strong>Tom Luff</strong></p> <p align="center">Energy Strategy and Policy Expert</p> <p align="center">Energy System Catapult</p> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> <p align="center"><strong>Steve Pye</strong></p> <p align="center">Associate Professor of Energy Systems UCL</p> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> <p align="center"><strong>Shuling Rao</strong></p> <p align="center">Senior Researcher</p> <p align="center">The Institute of Finance and Sustainability</p> </td> </tr><tr><td class="rtecenter" style="width: 150px;"><img alt="" src="https://www.climatebonds.net/files/images/kae-takase.png" style="width: 120px; height: 120px;" /></td> <td class="rtecenter" style="width: 150px;"><img alt="" src="https://www.climatebonds.net/files/images/andy-ross.png" style="width: 120px; height: 120px;" /></td> <td class="rtecenter" style="width: 120px;"> </td> <td class="rtecenter" style="width: 100px;"> </td> <td class="rtecenter" style="width: 100px;"> </td> </tr><tr><td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> <p align="center"><strong>Kae Takase</strong></p> <p align="center">Renewable Energy Institute</p> </td> <td> <p class="rtecenter"><b>Andy Ross</b></p> <p class="rtecenter">Senior Manager</p> <p class="rtecenter">ACT Initiative </p> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> </td> <td class="rtecenter" style="width: 150px; text-align: center; vertical-align: top;"> </td> </tr></tbody></table><div> <p> </p> <table cellpadding="10" style="width: 750px;"><tbody><tr valign="bottom"><td class="rtecenter" style="width: 100px;"> </td> <td class="rtecenter" style="width: 100px;"> </td> </tr><tr><td class="rtecenter"> </td> <td class="rtecenter"> </td> </tr><tr><td class="rtecenter" style="width: 150px;"> </td> <td class="rtecenter" style="width: 150px;"> </td> </tr><tr><td class="rtecenter" style="width: 150px;"> 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