Inleiding
Enkele weken geleden verdedigden de hoofdrolspelers uit Rutte II (2012-2017) het bezuinigingsbeleid uit die jaren. Diederik Samson stelde in de Volkskrant dat de bezuinigingen noodzakelijk waren omdat de overheidsfinanciën volledig uit het lood geslagen waren. In hetzelfde weekend verdedigde Mark Rutte in de NRC de bezuinigingen op het ministerie van Defensie door er op te wijzen dat vanwege de financiële crisis bezuinigen simpelweg nodig was.
In de meest recente crisis, de coronapandemie, werden hele andere keuzes gemaakt. Het kabinet had binnen enkele weken uitgebreide steunpakketten voor ondernemers opgetuigd en bleef deze steun zo’n twee jaar volhouden. Dit had grote begrotingstekorten tot gevolg. Het tekort liep in 2020 op tot 3,7% van het bbp. In tegenstelling tot Rutte II maakten de kabinetsleden zich hier geen zorgen over.
Hoe is het denken in de tussentijd veranderd? Wij tonen drie veranderingen in het denken die de omslag in het beleid kunnen verklaren en laten zien waar het denken over begrotingsbeleid nu staat.
Inzicht 1: Een begrotingstekort betekent niet dat er bezuinigd moet worden.
De overtuiging die ten tijde van de financiële crisis leefde bij het kabinet Rutte I en II (en de Europese Commissie) was dat grote begrotingstekorten leiden tot hogere rentes, doordat de markt het risico groter acht dat de schuld niet kan worden terugbetaald. Deze hogere rentes leiden vervolgens tot hogere schulden, wat betekent dat er uiteindelijk later nóg meer bezuinigd zou moeten worden.
In 2012 werd bekend dat het begrotingstekort voor 2013 zou uitkomen op 4,6 procent van het bruto binnenlands product. Dit vond het kabinet te hoog. Er kwam een pakket van 14,4 miljard euro aan bezuinigingen. Het kabinet Rutte I viel echter tijdens de onderhandelingen. De daaropvolgende regering Rutte II besloot 16 miljard euro om te buigen.
Het begrotingstekort zegt weinig over de houdbaarheid van de overheidsfinanciën.
De positie van het kabinet en andere Westerse landen werd ondersteund door academisch onderzoek. Voornamelijk het onderzoek van Alberto Alesina was invloedrijk. Alesina’s onderzoek liet zien dat bezuinigingen goed zijn voor economische groei, onder andere doordat het leidt tot een toename in vertrouwen bij consumenten en investeerders. Ook was er het bekende onderzoek van Reinhart en Rogoff dat stelde dat als de overheidsschuld groter wordt dan 90% de economische groei afneemt.
De onderzoeken zaten er naast. Vertrouwen blijkt niet toe maar af te nemen door bezuinigingen. En het onderzoek van Reinhart en Roff bleek een cruciale Excelfout te bevatten. Ook de veronderstelling van het kabinet, dat de toen hogere begrotingstekorten leiden tot hogere rentes, bleek niet op te gaan. Toen de jaren na de financiële crisis de begrotingstekorten opliepen steeg de rente op staatsobligaties niet. Integendeel, in 2012 werd de laagste rente op een Nederlandse tienjaarobligatie tot dan toe geregistreerd. De jaren erna daalde de rente nog verder. Het lastige is dat de counterfactual niet bekend is. We weten niet wat er met de rente was gebeurd als het kabinet in die periode niet had bezuinigd. Misschien heeft het kabinet gelijk en was de rente zonder bezuinigingen toch gestegen.
De coronacrisis geeft wel een indicatie. Toen werd er niet bezuinigd, maar juist meer uitgegeven. De rente op Nederlandse staatsobligaties daalde wederom. Pas bij de oorlog in Oekraïne en daarop volgende inflatie begonnen de rentes op de staatsobligaties te stijgen als anticipatie op de rentebesluiten van de Europese Centrale Bank.
Figuur 1. Rente op 10-jaar staatsobligaties Nederland en Eurozone.
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diocWYFi0SUC4eKY98rnXr1hlCcO+99xr551zEeYWEmZYrzkskqaxD8su54oknnjCLbV7L+YAEWIsicCEE7CGxlDnuRHIHw+pGR/1EYko5e/HFF/8hsdw14FgdP368MchQ73GXg0SUu5wksVxckoxy7HJHkoszyiAXa1yAUXZoeHnqqafM2OZCjt+zXS5Ef/jhB4cmyVISqzLkkghwa5EklFYQbtVZfUlpHaEi4nYKTyWT0FK53H///Yb4Wf99KRJL68ujjz5qBI+KlcqNQkshpiWI127YsMG0ResrLToUbJJlrn45UVBxsm9UpFRmVHR//vmnWeWyH+wjt24GDx5slCZJLK1TJLkkrW+88YZ5LyTQvDcJqnXyoB8eiQCJK1fJJLxsgwThgw8+wD333GOIs7MUJbHO8iYK1g97SCwXi1xocoFp9Rf/5ptvDDnl1iPlhsqRCo+EjjJGskcZohKmGwJ/o+LlQo1Ekos2bnNSYfKwFhXlbbfd9k/71qcj6SX5HDlypJFBKlHWo2ImuaZPKhecvA93W3j4i2SUfWCfKFfchmXhjgstVHXr1jXEl0qZbfIetMpy7qGC57NxwcpFKOWYH/rWkihzMcvIJ5RtEgPKLH+jzGpRBIqaxFL2aCShwYOuPOcW6pmnn37a6ESSVu6YcFfimWeeMbqGeu+jjz76Z8eEOpTjmrLBa2iN5UKNOomGHLoQkMRSJ7Fd+qrTgMMFKxeedEGgTnLkQWMlsSpDLokALTskmNx+pNXEGraHAskVKBUPfXX4O7c56LPGrUkKOAWSgsbraYnlVgv9YCnw51piaXnhfUhCKexUTBRaElmSaLbH36mQafmkguJWJrfwqaQoxGyfFiAqQEZAuPvuu40yprJ+++23MXTo0H8ssySjDzzwgPGpY9+oTDlpsL9UhlSanIR4PypkklpatGh9pUKkRZnWXFp2aTkiCS9uf1gOLiWxLilisIfEkqiRKHLsU164yKT1lKSRuw8kuLTakJRSVmgR5cKOhJZjnlYeWki5QCSJpQsC5ZCLM8oZd0v4l+SQizfWtbrNsJ3//Oc/RtYo21xYkhTz37TMksTSemt166FrEucKKmxanqh4ubikzL/yyiv/kFW6OHAxSkss70F5pI8g5x5u3/IetLayHn/nYpKFhJdzAuWTC1/ORzz0wt0hKvfidvdxzdF5dffaHkssdRLHOOWjW7duZuxRr3HsU29RHmhc4SKRhWOVckR55ALziy++ML+xLscyF4uUFRqNOMZZhzuftLRyUciFJuWbfua8hvqY8kh5ouGHbV0o5GVRvUElsUWFpLZzRRGw+ttxRUhrCP1fWfhvWnuoMLk6pEKkoqBfG62ZvI6kkFuYtNZaSSytpP379zfCbvWJ5cENWnxIjCn0JIW06FBAKegsVGhUSFydsg7JMBUh63ASYX1OEFTKPOxBn1eSTCr5t956y/gLkZBysuA2Dg960DLEVS7rUMGRkJPQ0oLLiYM+vyTCPJDCiee9994zW5PsA+9Bf1puu/J5zt9qvaIv6f9vpiS2OFC3/572kFiOWevhRCo8LiapTDluucAiKeWWJwkev6MMceFGJUlrJ2WWC08SRaslln6tlCW6G9BiSispZYzjnN9bfUtZnzsZ3PWgrJE4f/XVV0ZGuK1Kv1TKPgkpF6W8N+cDEkwuNqmYeQ/OJfydbkb8nQc2ScpJbnkP9o1+9PyOB124oKRFi9dMnTr1H192ntDmPEBCzTmFBJv3orK3uhzY/7a0hasJAXtILP3HaXChLqKxhgSTuo9jkLqFuobjnzsE1GlctNGAY92BpKywLnc/KCv8nnqORJS7KnTN4U4j3diobziuKQdcDNJljgtU7ohycUqdxV0MRy7UlMReTSO/BD0LtxS56uPWHq033AqxFlpAKXxcCVJR0S+IQnxuqCsSTpJZKixuq3ALnxYdCht96qyJDyjwJJNsn8SQB1F4bypokluSVfru0crClS6tt7QqcQKg4FPAabFl+1RcJNN0R6DAk4BSwLnlyq0aKnBadOk/R4sulTqVPZUmv6e1iEqW17INXmfdEqXiZx22w1U4FSuJr/XEdnEODSWxxYl+4e9tD4nlXbljwDFMeeFikVZVLryoOFk4/rkjQWVH2ePY5k4DlSXllQqXxJRyRjmlQraedLbusFBh0zpLGbSGEmJ9yiDbpZyQOFKGqXjZBq9hv6hoKfu8D+WE8waJK5U7d2x4D8qUlTizf9YYs7wH/5/35V8+B92IWJdkne5GvAfnJxJgEgXOQyy0aHEu4DNTpvVgV+HH6NV6pT0kljqDCyqOee7EUS44Jqm/OP45duluQD3HsUv54bil2wDHLAmsdaySkDLWM/9SL3HMUmdRRjmG2Q4NJVwgUhdSfqnHKFu03rJt6mBHFiWxjkRX21YEFAF1J3DRMWAviXXRx9ZuKwLFjoA9JLbYO3+FO6Ak9goDrrdTBEoaAmqJdc03riTWNd+b9tr1EVASa/s7VBJrO1ZaUxFQBAqBgJLYQoDmBJcoiXWCl6BdKJEIKIm1/bUribUdK62pCCgChUBASWwhQHOCS5TEOsFL0C6USASUxNr+2pXE2o6V1lQEFIFCIKAkthCgOcElSmKd4CVoF0okAkpibX/tSmJtx0prOhECPPXLE888uW9rPFSGzWFIHp5AZmxHnqYsrsKTzzwNzT4wJE9Rx3N1pmdVEltco8y++9pDYhmZgyHuOMYpoyyMDsJT0kU91i/1lNZQWZwveEqb/WIEEs4Zjgz7Yx/yenVJR8AeElsY3Xg5vCnHjBDCKB6X0puUL0Ym4If1HJnkwNpnJbGXe3v6u1MiwNBSDNFDMsjUk9ac5pfqLGNXMqMIYzwy8DnD4xRXYXgSZvlhGKAuXbr8k6yhqPpDAsGkDwz9w1i0xfmsSmKL6q1e2XbsIbEcf4wZyZjLVGTWcFQc6xzzV4rIMnEIZYBhtRgzmv1ieCDGZtbQVld2POndbEfAHhLLsU7dSNLJkHYMt2hvYVx0hqRkPFhrJroLtWnNmMk4zqzH0HKOLkpiHY2wtu8QBBjHkfFQaY1lMHIGFL9cYXw8BkhnLDvmj2b81uIqjOH30ksvmWxGTHlpTZtb2P4wJzyJPck8Y18yNiaTJzCO38svv1ysz6oktrBvtXivs4fEMmYqE44wXitjKzOWJOM20zLKRZU13uuFnpBjlwk9GFidsZBZeC0VJOPHMt6rrYUywVjPjNPMeK2MAUvySmVsjflqa1taTxG4UgjYQ2I51qkbuePIcW5NBGRP35nE48CBAxg3btxlU5ozDjL1DmMgk0Q7uiiJdTTC2r5DEGCiAwZmpqAy7d35mamYSo+rQW6tcCXKZAS0wEyaNMkkKmAiAG5t0q2AwkYSzGDmnABo3WWAdmsSBQaBZvICBk5noGe2xzpMq8kMYMzyxYmC96Ci5Xf8yxUxrb8Mps57nJuQgUkRXn/9daPMuVolGadybdmypbEY0YLEoNHsB5+Nq1oSVF7HflIZ83uSYG6NMqUts47xORhgmgqbmcOYtYUZkqzPak2mwK1UYsSg7MSF2ZGYiIH9ZoYjFj4Xn5VB6nlfBsfmdwx6zXasQesv94KVxF4OIef83R4SS6sNF4sszEzF8tNPP5lxyhzrJLO0FHEcsZDscquSgdGZJY8ZhUhYu3btajJq8TuOPwZQp4zwOt6DQd0pi1wEMoUtx+a5hUHa2Q/KJOWX26KUsx49ehSrO5FzvnHtlbMgYA+JtaZk51zOcc65/9xCHcdFIg0f3PJnogNrcgPqG6teo5sbDT3cxWNWSBqOuINJncAdDS4yqb/ookfLL+WRLjtchFLOmBadC1hex91PJumhgYVySjmn/uGODNunrmSCH+o+tkn9Tn3JdthPyjdlmW1THzHznnUnRUmss4xa7UeBELgYiaVy5EBnfmiSMQ5+Wm64IiSZ5Bb7jz/+aCw8JHL8MPUjP8x/zuwkVJS02pI0kqjRqkThZjv9+vUzwsmJgqn9+JeF9R544AEj3HRZICllP5i1iFlOhgwZYgiwdRuVxJgWUpJsTgYUUPoOsm2unjnJPP/886YPJNzsP4WaOeP5GycETjJMuUuBZmpApvEkieXEwWs4Kfzwww+GDFiflXmsuaVLkszUmEz7aU29ybSerMeUnfyOSp8TDMnt+++/b4gsM75wImJKT5ILW/wKlcQWaGg7TWV7SCxlhqmTuZDkIoqLPFpEKRccO5RBLgwnTJhgnpf52Dm2mC3ohRdeMOSU13CsUslyO5MLrgYNGhhZ4DimxYf3oIzTqsrseBz3526fKol1muGkHSkAAo4gsfRXpR6jmw8XjTSEkOgyNTMXmiS0TFlOKy51hzWbF3c6mWKWxhOmkSXhpDGDi0nqiEWLFpnrqJOoB2kUIUnt2bOn0UdMlU6XHmaTpNGI9+OH+or6kClvqdcoy7wXjTBc8FKvceFKYxXlngYh6j5mHrv//vsN2TV6TRTnWa97LYqACyFwMRJL4rhixQpjxaQ1ksSRAkkFyH9zVcd8zw899JARDFoqSSjvu+8+vPXWW0bpWoWLLgdUuo888oghkG+//bZZmXL7nwSZQk1izHtSQVP4SEopdBRmEkxeT0sQFTKtShRiFhLCV1991fy7d+/eZiVMIZ84caIRfool7/vkk0+iW7du/6x2OVFQiEl8qcQ5OZBY8760xLJ/7Af7y+eg5Wv8+PHmWTlJcPU7ZswYcy1XxyQUJKwkFVaLL/vA5+KEQrLPbaQPP/zQWGs5iRF74so+2+LbqCTWhQTrnK7+l8QuxaiBXfDehAeM8rKl0ILCRR5lhsqQY4wLtOHDh5uF0WuvvWYssVzIsXCM0oo6evRooxApM9x9IGGldYfjkwtEtsHFE90LaP2hkuROBmWHcs8FIxeB1qIk1pa3pXWcDQEriV24bAPGj+6HCePvtrmLF7PEksBa081yLqcc0ohB0kojDmXpyy+/NGdMqC9osaXupOWUepI6jrJHH3daeCl3lEPqTS5U6WdO/bpw4UKj9yi7XKjy39R9NH6Q0FIHcdFKGSeJZspa6hyeE6FuYr1PP/3U6CbenwSa9+M92Ad+x/6S5JJ4K4m1eWhoRWdC4GIklqs1Wh858LnypCWTK06SPK42SS65cqSVk0qSB08oQK+88go++eQT41dKMshCEslCRczy8MMPG0GnwuUKkYLNCYOCTOEdOXKkWYFylctVIhU2CycGWnZJlK3bnRTkN99805DBESNGmOso+LTmcjLgavaJJ54wRIDCS6LN+5FUkkjS+kQiza1ZCj4nJE5GJLi0xNLNghMBySqJAp+VPoq0NpNA0HJL1wpOViQJJLScTGj5mjVrlmmH1mNatUhI+B0x58qXBJkWMxIGW4qSWFtQcr46VhI7bc4yDOp1K9585l6EhgTa1FEutqiwSCxpYeU45CKSMsYxRAss/z733HOmvaeeesosoh588EFjbeF1dBngWKbsUk75lxYcjknuInz11VdmccfrqKAp+4MHDzYLVCWxNr0mreSkCJwlsR9h0fINuG9oD7zw8FCZd31t6u3FSCx1G2WSxI/zN3URZWbUqFFmB4PyRp1BvUe9wMJrSFp5CJm7cZQ9+sVafcq5Y8KdOxp2SFq5MCVppQzTyEGZZX/oB08dx51Q7pJysUo3IN6fuozfs9CAQ2JLQxPrULdSb/F66kXqVhpjqHv4bxqBbCKx3BoiY6cithpuqTRp9VHneJvGlVYqYgQoGFyVcTzSkmkN+0FlRhJLv1f6zNAfiKtBWoK4/UFrDlejY8eONYLKg160Mn788cfm/2nRofWS5dlnnzXXcdVIQkxSSRJJckdh4uEsChxXkOzP0KFDjcsBrcBcsVotqpwY2C6tqtzaZ6E8UfgpR5xEaKkliaXgkqRy4iBB5eEsTjCcFOjqQJ+hjh07GjLOCYRbryTHbJe/k4hS8fOZ+Tz0b7JOSiSt9G0ikaDLAycKWraIIf2ZuB1LTCZPnmxILGYRJZ0AACAASURBVFfCfB4SElqo6YLArSRiyD7xPrb4xSqJLeLBf4Was5LY6X8uQ9+u7fHKEyNRtnS4TXfneKec0b2HxJNjj5YdLhapM7gQ5Bi3WmK5eOPuwuOPP24srBzb3FHghwsyjklagen/zjFJxUZiy7FL2WEd7grQJYZWHyWxNr0mreSkCJxLYkcO6ILnhcTauoCkDyoXgZQNkk0aRFg4j3POp9GCOoSGFhp4qD/atGlj3Maoq6w7d5RdtkUdyF09yhuJL/UEd/+oi7jDSZlmGySVJLE0ttDIw908ElXu5FHHkcRSt7ItEmHqUupw6hbqV+pC9o0GG/6lPl26dKlpj9dTt3FO4b95b+pXLmAvSWL5EHxIWq5oOWKHrCSWDdLszAfUoghcaQToa0qBoJBxBUiLK1dlXCmS8HG7nlZTCgqtpCRbPDjCsUzBISHldgiFltshVLK0mNLayDosFGauEkkUKQsUPAomyR3vza1Kkj0KIIWZq8P09HQjK7yvdVvznXfeMe0yGoHVgZ512C4Fm+4C/MvFIlekJOUkjI8++qghopwcOAGRkFLAKewk51T07EP//v0NISAxJZnnATPiwcMwnMxInvmstMJywiEhYPsk4SQFlGmueLkoJRFgPzmh0bLM5yeWxIREmfLO+3Irh4sCW8K3KIm90tJRNPc7l8T269YBrz45EqWjbAvXw0UR3QLoakNlQ0XFRRa3Jqk3uPvBhR9liQSUrjs8/EgXGypA7hRQfklKOZa5y8A2KGP0Waes0JWGMk2Z5Hjm2OVhTOtCkSiwHmXg/OgEdJUpzjjRRfOGtJWrFYFzSeyogV0NiQ0JDrDpcSlX1E/UOdQdnKP5oX7kXE5dxQUjd0aoT2hQ4cKPOoj6hruD/I06lnqH8zx9VrkwpW6h3FHOKJs0lnz00Udmp48LTu7aUd5IZm+//XbDGanTrAepOSdQZzPaAXUhr+WuCndJSaytvrG07FIvkvCStNIHlkSbuptEnCR2wIABZo64JIm1+jdwUqHVhZ1kodKzBrK11UfKJvS1kiJgIwIULm5LcEDTEkPrDgklCR2FldZYqzBxjHKbkcTM6tTOLXj+m0JCyyStsVOmTDGCyhUnC7c8SX5JZkliufVJBUlyx618bmfSMknCyg+JHa2UVLYUMgohC8kj26VF16pgOXnQTYFKmESR2/lUwiSV9KXlJETC+cEHHxh3AhJlElaSbZJ0ThacmAYNGmR+5zOSxJK4cluIxJ6TFf2OrM9KvEioSdw5UXHCov+udRVMQkHrNeuQLHC1zYmN1u13333XTF4ksfyOEwjxVp9YGwesC1azh8RyG5LyR3mgsuMY53ijAqPVlbsOlD0unjimSDKpSOkKwN0NRu6g3uGCjtdzDFJG6Q/HMU9lSrcffrhlyWsoN5S5c8kp5wladqnQqTSt0QnoNqMk1gUHZQnpsj0k1qon6Dpg1Y1cIHI+5y4GXe1o4aRssnCRSb1Diy0j2lBHUodRLkk+STB5DWWXiz/KInUNjSmUTxpkSFRJnnkNPzSyWKMGkZjSYEJSTEsuyS13Z6xuCvR3p6seD2tSV7ItGnjYZ+o79pVWWUbi4Q4oSS2tyPSTvawlloqWEw87y87bsnVYQsaYPmYxI8AVHhUTBcd68p7kiuE3KBz8nr9TuXFrgqSMv1O50g+HCo3CRnLJulxJkpDSKmQN+8ODWyRp9Onjwo1uAyTLJKy0uFLQudDjxEBhIqnkCpR+eqxnjV3LfrBdrm6t7jesQ8XNvvEaTjycRGhlsvbTah21JnJgH7g1Q+sS708CzH5bd0PYFyp+fk8hZx0q7XOflfckgSXR53NTxtku+8r+8Xk5WVHW2YY1jAnrER/+zuckJrbGtlVLbDELSyFvbw+JpdxZs/xQkZIwUonRJc0auo7yRIstf+O44oEOa1xYjmOOZ+t3lHGrvHGccmxSlklqKVsslH268ZxbrH53rMN5gbJmDYmnBphCDgy9zOEI2ENiOeat+s+qG0kqKR/UP9R51Em0olLnUDdaY8lyccm5nvqIZx8ojzTI8BrqLMoX5Ya6kbqBskyZoixTttk+9SFljYSVbVBO2R+SZms/qKNYKP9sm+1Qr7BfvDf7RP3C3zmPsA/UWWyD9+GcQWsy+3BRSyytM7Ti8GAJK/MmtEbxAajwyJLPjz/m8DerN1AEFAGXQ0BJrMu9MtNhe0isaz6x9loRcA4E7CGxzvEEV64XFyWxtOLwlBm3a63Eld3i1g3NyTT90t/CVmvMlXskvZMioAg4EwLbdskW8IOvYOvOA+aE+/jRfZ2pe9qXiyBwOv4MHnrhI0ybsxT9u9+C154ahaiIsxYULYqAIuA4BA4dPYmxz34o0QnW455B3fDCI3cjKNDPcTd04ZYvSmLpKM+wOjwNRsJKp1qabrkVyxPTNFPTH8IaisEeDGj15UeLIqAIXF0IcJ6gJXbYI29i286DcjhohJDYPuLCcHU959X2NHxvJ2PlcOHLn+H3uctNdIKXHhtm88Guqw0PfR5F4EohQNnbf/gYxr/4KRav2IgR/e/As+MG23yw60r180reh4bUi7n/XJTE0h+JDr48icyDLFY/QVpi6ZBP3wWeMuXJNXt8i6wZluhvwbZtyQB0JcHTeykCikDhEQgM8MP6LXvx6CtfYff+o3hs9J14YGhXcU3Kg0Xck7Q4JwL+vj6IPh6LVz/6GfOWbkDXDk3xyKheQmJDjQ91Xp6uQpzzzWmvXB2BAD9f7NofjVc++gkr1+9Ev25t8aDMmSEhAUbuSlJ+Kj4rz41YD4xdiGtelMSSVPKENE+G8cQ3Q2qRYNJBnuFPeMCEp8VIZO0hsbTA0pmY7ZLQKol1dRHU/isC/0XAz8cbG7btw5jnPsauvdF4Zmx/jB3eE3n5eYbIanFOBHy8vXDsZByef3sS5ixeix63tcBTY/qhVCQzzimJdc63pr26GhCg7O09GIPn3v4Oy9dux8CeHTD+nt7GEktSVxJJLA+M8VMgEktCSQLLkD3MXc38tmyE7gQM0UPiyRAHDCukxPNqEB19BkXAMQioT6xjcHV0q+oT62iEtX1F4MIIqE+s7SPjknFiaW1lYHRaS5lFiKFNGOaEMcIYAoFx+ay54G2/pdZUBBSBkoQAD3QNHvuqOdj1xtP34NH7+pWkx3fZZ42NSzQHu5ixi8kOeLDrrCVWiyKgCDgSgYPRJzDuOR7s2gAmO+DBruAgf0fe0mXbviSJZbwxBopm0Fwe9GIkAppzSWAZTL1q1apqhXXZV68dVwSuDAIaYuvK4FzUd9EQW0WNqLanCNiGgIbYsg0n1rokiWUFug0wmxAD0tIXg0HQGWD9/KDStt9SayoCikBJQkBJrGu+bSWxrvnetNeuj4CSWNvf4WVJrO1NaU1FQBFQBP4XASWxrjkqlMS65nvTXrs+AkpibX+HSmJtx0prKgKKQCEQUBJbCNCc4BIlsU7wErQLJRIBJbG2v3YlsbZjpTUVAUWgEAgoiS0EaE5wiZJYJ3gJ2oUSiYCSWNtfu5JY27HSmoqAIlAIBJTEFgI0J7hESawTvATtQolEQEms7a/dKUgsc78kJKdh457DOJWYhMoVyqJOjUqI9Paw/Um0piKgCDglAkpinfK1XLZTSmIvC5FWUAQcgoCSWNthdQoSm52dg/kLV2HG1DlIOnkKNzWojbYtG6NK7erwi4qEX1Cg7U+kNRUBRcCpEFAS61Svw+bOKIm1GSqtqAgUKQJKYm2H0ylIbGLCGXz34nvIXroMDf3cEOjrDS9/f6SVr4jS3e9ArY7tbX8irakIKAJOhYCSWKd6HTZ3RkmszVBpRUWgSBFQEms7nMVOYrOlr6f2HcK2F15D4NbNqBwWCIvFgoysHKS4uSOoV09UGj0KQaFBcLP9ubSmIqAIOAkCSmKd5EUUsBtKYgsImFZXBIoIASWxtgNZ7CQ2Scjq4eWr4fnll/Davw95kkyBPrJukurWTRItJF9XD54DB6JOq5vg6+1t+5NpTUVAEXAKBJTEOsVrKHAnlMQWGDK9QBEoEgSUxNoOY7GT2FOSn3vH9NkImTUTQadOINfHB5IazKSz9RQie8jTF5mt26LduHsQEBps+5NpTUVAEXAKBJTEOsVrKHAnlMQWGDK9QBEoEgSUxNoOY7GT2JjDMdj47Y8ovWoZwlOTkO3ti1xDYHPhJTbZYykZyLq+IZpMeBIh5csiK8cCS24efLw84e3poS4Gtr9rrakIFAsCSmKLBXa7b6ok1m4ItQFFoFAIKIm1HbZiJ7GHd+7Dmg+/QMVdW1E6JxMpoRHIDApGQPxpeGcJgU3PRGb16vAYNgJZ5cph7aZdOHosFs0bXYt2TRsgNDjA9qfVmoqAInDFEVASe8UhL5IbKoktEhi1EUWgwAgoibUdsmInsUc2bsPqN95DxaOHUCo/B+nVaiC9SjVg9274nz6JQEsOzoRHYkvdRjjs4YszO3Yh82QsIutfh4Fjh6POdTVsf1qtqQgoAlccASWxVxzyIrmhktgigVEbUQQKjICSWNshK3YSG7N2IzZMeANlTp9AmFsu0Kgx8po1R+qu3fDasglBiYmI8/HDOu8gxKVnoU5OGsKzM3AwMBx1HnoA9W9tjYy0dMSKb21IUIAkSihjnv7IqQTExMbDw90dVctGonR4iO2oaE1FQBEoMgSUxBYZlFe0ISWxVxRuvZki8A8CSmJtHwzFTmJPrV6H7c+9jJCEOAQiD75t2yB4QH9knDqFtF+mIm/bdqT7+uN4vjsC5PdSbvnwzMlGmp8/jnXohCwhvQcOH8PqDTtxTZVy6NfjFgT7++KP2Uuwes0meHh6oVnzRmjdohFqVC4LXx+NcGD78NCaioD9CCiJtR/D4mhBSWxxoK73VAQAJbG2j4JiJ7FnVq/FoedegkeCWE1zcxFyRyeUffxR5Ems2BNvvYOkOXPhHiixY+Wwl7cEivX4/0Nf2Z6eWB1ZCfO9Q7E1NhnxkjAhMMAX9evWQkVfT/js3oFSCbFIcffEFr8wuFWtjh6dW+L2Nk0QHqZRDmwfIlpTEbAPASWx9uFXXFcriS0u5PW+JR0BJbG2j4BiJ7GpQmJjnn8RufEJyJaoA6E9u6Hqs0+aJ4j/aSripvyI3NOn4eHlBUg0gjwJIuspUQtyJC7B5jxv/JHuhoScPFwjBtZESz6SPL1RwzMfLfNSUUMuyZD6C1PyMDfXF951r8MTDw3FLU3r2Y6Q1lQEFAG7EFASaxd8xXaxkthig15vXMIRUBJr+wBwChJ7TEisRUhssoenkNgeqPP4Q+YJsg4fMZbYM3/OQ05cPNw83OEmFlh3+U28ZxGX54YDee7wEevsNe65OCMuB6fkhyjxra0mRNZdGK+7WG9T3TywICUXs/IC0G3MUNzd73YE+Uk8Wi2KgCLgcASUxDocYofcQEmsQ2DVRhWByyKgJPayEP1TwTlI7HMTYElIQEJQKEIlzWzd+4bDTQ5kGSJ7JBpnps9A0pK/kXPiJCDfu4lVlr/n/f9jsKa7JEjI58dEjpX/yv9LxgRTw0v+0Fq7Nt8H6W3boWX/Xmhat7rtKDmwZmZmNpJT00xyh6BAf/XZdSDW2nTxIKAktnhwt/euSmLtRVCvVwQKh4CSWNtxcxIS+4JYYhORVLEyQu/siToDehtSZ4qQ0eyjMUj8YxaS5i9A9ul4wM8XHkxLm5+Hs+kO8pFLzspMX/KvPPktX1LUekVFIi89HXlnkuApB8KS8j2wMKoyKvXvg7533mo7Sg6qmZSUhgUrNmL+0rXwECv0ra0bo0WTeohUn10HIa7NFgcCSmKLA3X776kk1n4MtQVFoDAIKIm1HTXnILHPPm9IbOb1NyC0T29Uu63d/2Tiyo45hsz9B5AmLgYpm7Yid8d2IDNTHGTFQ1ZIq4QhgFdkBPKSkpCXk4PAZjcjuE0rpEl0gzPzFsArI90Q4r+zPBDWrw+6jxshh8RsB8oRNVdu2IHn3vkea3fsg6dETbi2eiU0r1waNwd5oqpbDnwiwuHf8AZUbHy9ZiZzxAvQNq8IAkpirwjMRX4TJbFFDqk2qAjYhICSWJtgMpWcg8Q+/RwsEg/Ws1MnhPXvi6jral+UtFkk7Wy8uBfET/wK+XINfWTdggLhd8MNCGrUEHlpqciXyAaBN94I/+vrI233HsRN/BqZ69YhNycXpzJz4N65M2qMHY0yURGXJbJJGVnYsu8IEpNScV21CqhRvhSysnKwZed+JKWkokLZUqhaqeChuzKzLfj5t3n44M2JKGPJQJSvl/QvBxG52aiLbFQTEusdHISAWzqg8vChCC5fRqzJxcy6bR9XWlMR+AcBJbGuORiUxLrme9Neuz4CSmJtf4dOQWJjnnxGDm4lIGzEMEQOHgDfsEsnJkjbuhXHX38bWXv2GN/YgMaNEDF0EALFakl/2XNLfnY24n+bjpNffAW3jAx4iTU2tsENyO8/AI2aN4a/l+dF0bIIGV66fAOm/TIHsafi0LxNU7S7rRUOHjmOKVPn4ujxWDSV9Lf3Du6GWmJFLUjZd+w0Fv40A6d/+x1N89JRyVd8fMUlgn694g9h/HndxNKcXaEi0Fus07ffhqCQoILcQusqAk6BgJJYp3gNBe4ESexDL3yE6XOXo3+3Dnj1yZEoHRVW4Hb0AkVAESgYAiSx4577EIvF3XDUwK54/uGhCAkOKFgjJaR28ZPYVatx9IlnYElKkfiwDyOi713/9Ye9yEuwxMcjQYgpfWTdfXwR3qOrxJftDHdf3wtecfrv5Tj09vvwi4uFvxgz90eUQXrHzmg/6E4ES5avi5WjR09g+lufIWf5coR6e+BAWGnEVqmOPQkpOHggGunpmWLNDcfLjw9Hr86tCjRkFqzZhkM/TkX9TasRnpsjXhEexi2Ch9XE2xd5ElaBcXOTJAJDUs3aqPvIgyhdt3aB7qGVFQFnQEBJrDO8hYL3QS2xBcdMr1AEigIBtcTajmKxk9iUZStw7OXX4FWmDEqPuReBjRtftvf5Qu4ssbHIio4x7gQ+VSvDMzz8oted3rINBz+eCP+9u+An2b52wxtpzVuh0xNjEBweesHr4lIysG7JKiSL20KlI/sRGuSPPRZ3LJK8YXPEr/aIRUimWGr9vT0x7u7uuGfAHWKluHgfzr/JtKl/4qTEwO2QeAwePLxGA6xYXvO9JOBtZCQ8s7LgnpGGTHFdyAoKQei9I1Gm4y0mgoEWRcCVEFAS60pv6799jZMEMs+++RV+nrkY3W9rideeGqWWWNd8ldprF0PgSMwpPP36RPy5aDUG9+6IF2iJDQl0sae4Mt0tdhKbdegwUpavhHeFcuYQk2fIpV0JCgNLshwKO/HLdOT9NR+e4kd7KDsPmY1vRJuXnkJw6agLNrn38HHM+uQ73LBxBaplpiBX0tfm5rthv5DX9XleOC4pF1LExzbGzQuVmlyPoYN7oF3T+jZ3b8bH3+HY91PQylMOcEn8W0twKHxrVINfrZpAeARO/LUI2Vu2INRLLLRy77gGDVFh6ABUaWj7PWzujFZUBByIgJJYB4LrwKbjE5Px6geTMeW3+ejUrilef/oeJbEOxFubVgSsCMQcP42X3vsOM8SVp2/39pjwyN1KYi8yPC5JYrPEGhgrFs90CVOVK9ZPhq5i8fHxQenSpREc7BrpWy3iC5skRDnhs4mwREcjWTKDZV1XD1WefBTlal8DT2ZEOKfkimV086qNmPvqe7jx9FHU8PNEJh1W5fndhXB6uMlH6p+WuF6rc72wKLAU2g++C2MG3n5ZKZRWkCKHy1a+8wmSp/6Ka8UX1lv8cj3kUFrkgH4IadzQtLFh4vdI/vVXVEhLRo5cdNLdC2WGD8E1g/rBS/qgRRFwFQSUxLrKm/p3P0liXxMSO1lJrGu+QO21yyKgJNb2V3dJEnvkyBF8//33iImJMcSVhfFbo6KicMcdd6BBgwa236mYa2bs3YeYCa8gc/duIa0eSK9UGWkDB6FOh9aIEleBc0tMYgrW/z4XiZMmo3Z6IqL8vE2aWxb3vFyTWMFdDpR5CBYJkiHswxQPlOndC888MhQBvuIOcIlCt4Gdew8j7stvELRkIYKYhczbC2F39kCEkFiviAhz9ZGde5Eg7gY+SxbDTcizRT65t96GsKGDUbF6ZZO1TIsi4AoIKIl1hbf0v31UEuua70177foIKIm1/R1eksTuFsL36aefwktO/N98883G+koS6ysHqCpXriyum5G236mYa2YeP4m9L7wMy+bNCJEAsfHBYTjcog1uHNIXVSqV+1fvFmzYhU2TfkbjzatR2pJpSKtH2bLwLlcWJMOWuDhziMxXcMkVcjktOQ8pLVqj532DUK9WNbGUXjwUVrr4uC6csxiev/2Gagd3iYU7H3m+Pig35n5zQE2yHpi+ZEm4rSO/zsSJT79ARE4m/IS1HpIDaZ7duqPF4N7wvERUhWKGWm+vCPwLASWxrjkglMS65nvTXrs+AkpibX+HlyWx3333HapVq4b+/fsjIMB1QzxkSKavXe99jLyVKxGenYET4su6u8o1aPHwfajVsN6/EPtRts82ffoV+mbGI9Q9D+niRRHUqgUiut4h2cOOmlS4Gbt2I2fffuNicVT8ZNeVr45wsaYO69MJPue5J5zbuEXI6dR3J8J33lzUz0o2bgrZoeGo+MhYRLZv869+HNuwFQc+/woRe3fC25KN6AwL8lu2RsNnHkVoZJhaY20f51qzGBFQEluM4NtxayWxdoCnlyoCdiCgJNZ28C5LYj/77DNjeW3RogXKSAQBPz8/lCtXDmFhrhUvMEsSExz5bQYyZ82C/7FjSHTzwI4AiUxwexeUbXaTWGfP+vqGhQVh6dRZiJn0Azr75iLQUw5dRUQhvHdPlJJ0tSx56WmIk/BY8eJugGxJniAREv6QqAUHbmqJ0aP7oXaVcvC+gN8qPYoP7juMFe98jIiN61HbKx9ZEo3AUvtaVBh5NyIa/ts9I0WymMXO/QsZ4tLhnpggLgWSOveaWnAbMhR1WzVFqN9ZFw8tioAzI6Ak1pnfzsX7piTWNd+b9tr1EVASa/s7vCSJPXz4ML799lscE9JHIsvg/97e3mjevDlat26NUqVKXTamq+1dcWzNfDnMdWbzFiSIL2rO+vXIFzJ+AF74BiFY7+aHINmujxTrZoMGtVD12BFU3rQW13jkwkvcJ/xubiqHrvpKBrD/kszkv5fh5PsfIU8OvjG6wLKMfCwKq4BrO3dA37s6o1LZf7taMIfBdol4MOe3PxGxcB7qJsYiDGJZDZPUsl27IKp7V/iVLf0/IKTs2IUDL70Gt0OHEOjljsOefjh0/U24bdxIVKxSwbGgaeuKQBEgsHXnAQwe+yr49w054f7off2KoFVtwtEIJJxJwavvf//Pwa43nrkXpSIvHJLQ0X3R9hWBkoTAsRNxePHdb/+JTvDi+GFykN51d8Id+e4uSWIzJW7p8ePHkZaWZqITJEp4qg0bNiBaTvi3aiVxViVNrCu5GOQmJ+PEm2/jzOw/4ScpXZNkQ35iqjump3sgTcJnefl4IzgkGAO9MtDXkggvS45k0cpHxKD+iBoyEG7+/x1EWQcPIm7SFKSuXAU3wSfJ3RMbMoHDZSuj5xMP4MZmZ6MMWMvugzH4RtwUdv61FANSj6OJVy6y0tLhVakiSo97EMHNb/7HH/bc67JiT+OgZBvLkXi6ARKpICYzF9HlqqDda8+i/HW1HDk2tG1FoEgQOJfEvilEaPzovkXSrjbiWARIYhmd4Ptf55kQW0piHYu3tq4IWBFQEmv7WChwnNjt27fjm2++Ma4F9JMtX7687Xe7QE36lDKEV4aEwSJR5sExhxSJJsAQWSmTf0TGrDnwFatyvny3M98Lk7N9MD/HG1myXe8nxHWMXzZGBuQgM8eCDOlPoKS0DRJ/1/ysbOaFNd1jYoKMZcuQOeUXQA56eQcGIkkyeB3y9IV3v76o3rEtyoYHI0faOBGbgB/mr8GiOUvQMPEkBvjloKpkx2WcWfc6tRF87wh41agh7Wf9z6NbJG1u8roNyJf0tB779yNdLMppkaUQ/pAkapCYsV754qRwtktaFAGnQ8BPonVs2LoPY1/4FLv2RuOpB/th7LDuIor55lCkFudEgGH/TsWdwYdf/45pfy5H22bX46kx/SRObKhJjf3/06Bzdl57pQi4MALeEq3o8NGTeP/L6Zj793p0u7UZxt9zJ0JDAsy8WZIK5xoPOexON1Z/f38TFer8UmASy9ix7777riGcvXv3Rs2aEpzfjsJ2UlNTzcehJJan/kVpuu0/gKzZc5G9ao0EzcqHm0QYWJbjifkWH6QyjJaAdodnNjp5ZSJLIgekBQYhYGA/BN7SDvlyKIttCNOG5ImVOFiHkfXNZORs3YZ8+Y4HunI8PLG6+nUI7dYZzZo2QGpGJr78ZT5mzl6Ga86cxsDAPNQRNwX39Ay4lS8H39s7waNNS+Qz5q4Q1n8VadON/RYLeNKnEuNW+uwrrgt54o+c1LcfAlo1R5gP09WWrIFtx3DTS68wAgH+vli/ZS/Gv/wldu8/isfv640HhnYTMZKse7Ig0+KcCPj6eMniOxGfTpqF3+etRJubG+Cx0b3/351AIqronOOcL0575fII+MrC/1D0SXz0zUzMX7YRXTo0xUPDu5tkB2cXkCVH3/NZPYVrBYqRkJ8CkVgSShJWFjJgazl58qQhsaGhocYSy1Bb9pYr+mLk/ScvWIjT9I0VVwmCkidEkXFgz0gKg0MSaSDSLQ+13LJhkaQGORJPtuyIoYiQ6AT/Mj8IwcwTN4LkvxYiceYsZB44CB8hxZnSzirfcFQdPhjt+3TBqYQkPPjEO4hfugLDwj1xg5cFnqLAczKzEdSuNUqPvse4FFy08D5ChHe+8ibS5s1HuITvyg0NQ1rPO1G22+0oV8r2VLf20DnS8QAAIABJREFUvie9XhEoKALcWdm8fR/ufvgN4xP7uqQuVXeCgqJ45etzPyxOkh28/uEUTJn2Fzq2vUnTzl7516B3LIEI0EZ29NhpvPz+JMyctwJ9urUr8WlnqUcutkt/UUtsfHw8NktMVfrBWiMTnDlzBgsWLMDixYvRrl07k/DAmgTBlcZajmz/J/46HQnTZyBXns/HzxeeMnAs4iObZpIa5EtIK7G6+ohrQMOGKD24PwLr1b3gI+ampCBu/kKcmTkbbgfFyivWpS05HqgoxLfJyEHYv+cgJr/yAUptWY/OEX7wksUBExd4Va6CyD69ENpFsnxdwER+7s3yJALC5jfeRdqcP1Faepkt1uHEdreg0l29ULl6JVeCXvtaAhHYtusgBj34iiGx6hPrOgMgMSnVHOyiT2zn9jcbn9ioiKJPC+46iGhPFYErg8Dxk/HmYNfvfy5Dvx4dwINdQeclZboyPXH+u1yUxPIw13o5xT99+nSTXpaJDUhs44QAtmzZ0kQnKCsJAFy1ZIpbQfyPPyNFogwweYGbmKw9xO/C09NDDnMBOWKF9ggKQkjH2xAh/rDel7CWZhyNQdx3k5E2d55xiYiXPLF5kpTA/c5eiN93EPjxB5Q/sBsRskVnkWxhnhUrIKxbVwS3aQXPqMsnjLBkZmHzh18gffZslMlOR5avH05c3wRVBvZFzYYXJteu+l6031cfAhpiyzXfqYbYcs33pr12fQQ0xJbt7/CSPrEkrXPmzMFRCfBPU262+GzyQNddd93lcnFiz4ckX8hmxs5dSFu7Dtkxx4TIJiB91y7ky4EtEto8OWjmGR6OSPGHDb2jMzxCLm6B4CGv+J+mInbi15IiNhceYlndX/cG7Li+KfyTEtBk7VKUPhmDVHEBdJfFQFSf3ggTX1jPcNti7Vpoif3qe6TP/ANlkuIltqwPoqvXRrW7B6JOy5tsf9taUxFwAAJ0BzqTnIqDR47jxKl4c2DLVyJ9VChXCjWrVcDufUckxNZrIJnVEFsOeAEOalJJrIOA1WYVgcsgoCTW9iFy2YNdjB7Aj7XQh/RCzrW239LJatJJWj7pkoEr9hOxdm7dag5v5Qth94qKQukH70dwh3aG2F6qJPw5H8ff+xAeqSlywMsd60KisCaiAiKQi9axR1AhOQFJEsbL/do6qPbkYwioXtVmICwS4WDbL78jTazipY/HIEMOj0WXqYBqo+7Gtbe0sbkdragIOAKBTIna8cdfK/Hj9AXYLESVETlCggLQtNF1ePie3saVfIjEid24bZ+SWEe8AAe1qSTWQcBqs4qAktgiGwOXJbFFdicnb4iRB5LmL0Dc5B+QuXe/9DYfPhUrotwzTyCgcaPL9j55/Uac+vJr5O3ZC8+cbGx098M6+CFMMn61yE9DeXEDYKQDrxbNUfmeEfArFXXZNq0V6KKwe95ipEz9FeF7diFTrOJHQyNRTUJz1enS0eZ2tKIi4AgETkoIufEvfoJ5f68VKywXhbLjwGgd3p54/uG7cWPDOhj16FvYsGUPXtdkB454BQ5pU0msQ2DVRhWByyKgltjLQvRPBSWx52BlkUNe8b/8ioRffkOehPwKbtcWpe+7B97iw3q5khUdg/hff0Pq/L+QL0kVjnn4YL/FA14SdquOpwXhWZnIr1IZwT26IbJTR3hJsgVbC8PZHFy3Cck//IiAdWuQLYfPjvsGoer9o1CzV1dbm9F6ioBDEKCbwL1PvY/V2/aKm1GwyXIn6f2QKqmex43ojTbNb8CTr3yOLTv349UnR2nGLoe8haJvVEls0WOqLSoCtiCgJNYWlM7WURJ7HlaZhw4jdfkK5IoCDmjUEP7168FdohdcrtCHNnnBYsR++jlyJMuWRWKapYgXRq5cGCohu7zloJyftFdKSLHfddde1j3h3PsxKtypw0eR+N33cJs7FzmyPxsvSRUqj70PVXv3uFzX9HdFwGEI5MguweKlG/Dee98gXQ5LlpMTtMfy3E2ouoTMHAzs3g5N6l6D97/6FXv2R+Plx0coiXXY2yjahpXEFi2e2poiYCsCSmJtRUpJrO1I2VAzXZIeHH/1TWRKSloPfz+uEUBvYlkpwCKhuILbtkEF8Yf1jIywobV/V0mXFLXxX3+LNHF3sMhP6ZLmttwDo1F+QB8TFEyLIlAcCJxOScfiuUux/fufUPvYIVQK9MFWixdWWDyxKSMfDVs2QfWqFfHLzIU4IlloJjw6TElscbyoQtxTSWwhQNNLFIEiQEBJrO0gqiXWdqwuWzPnxEkToSBFLLn5YnllNjAWnt5OlzBZQeJGUP2J8fDw9blsW+dXYBsM40VLrymSoCFA0ttGDhmEwODAArenF1zdCFjEBSWPKfvEncXDUamcBcL9JxOwbNoclJk9E5XiT8DL1xfZcoAxQbYPlmS64VStukgvVRpLV23GKYlc8PwjQ5XEXmToWQ/QOsvBWSWxV/ccoU/nvAgoibX93SiJtR2ry9bMl1BYqavX4PRXsrW6fQc8xKXApKiVaAcpPn4IltiwNe8ZBnfJS16YcnTKLzj60acIFicFL4mAkHxDI4T274drmjUuTHN6zVWKwMGYU/hz2QYcEMtng5pV0F7SH1coU3Drvy3wbNl7BEu++QlN1i9HufRkCf/mDS852SXJkBEnvjTLIithjl8kdoorQXJiEp59aIiS2POAZTSHHXsP4+/Vm00K6ZY31UeDa2uYmNXFWZTEFif6eu+SjICSWNvfvpJY27GyqablTJIJtZUskQ48rEpISGxO9RoI6d0LFTvdAnexoham7J0+B9ETv0KZ5ER4C0mICY5A3m23Ify2W7DnWKyJUXu9kJbalV03CUVhcNFr/otAliykJv/wB9b+MhM4k4i8CpUQ3qAeWrZohGb1r0G4HLwqyrJh4w789f5END28E5Xzc5Apbi4sJLGBbvlY5BGML/KCsO9MGtLSMvDs2EFKYs97AfFnkvHuF7/gt9lLkScZ/3p2boXx9/ZBRPjZ2NSMThJ9/DR27z8CX28vXFuzKkpHhcovjnUkOp/EMmNXqUjeV4sioAg4EoHzSSwzdgUHBzjyli7btpLYon513PafPRcJkg3McuAA8t3cRQtZEHBrB4QPHYyg6tUumgP4cl05umELjn3/I4K3bIRndpY53MWkB/sqVcf27XvhJifC6zW9AY2bN0G9a6sjSgiLp2wnaykZCOTKFv7JE7H4+cV3ELH8b9QL88fiLA9Mz/KCb506GDGoK+7q3NKEvyqqsmnVRsx/9T3cFB+DSt7uyOIpRJEBbon7CIldm+OJydk+2JjtjjNy0Ov5BwcoiT0PfJLT0U+8i3Wbd5nwZI0a1ML7L45Bg+tqmLni1OkEfP3Tn5i9cBUC5JDp4Dtvw13d2sLrMrGr7X3H55LYjm1vMuHRypQKt7dZvV4RUAQug8C5JLZPt3aY8MjdCA21PaJRSQJYSawD3naOpLGl/2rib9ORJ1uFbmKRjbp7MCLvHiKuBGf9ZAtTUhPPIP6POciYPMWE8XLz8cVOd29sz/dBFUsGPIQ8rJX/P1WqApp1ao0eXduhYtnLp7UtTF/0GudDIDnLgp1rNiF74kSE7tyKwMAAJMjJwuWZHvgl3R21O3fAa0+MROmIi2efK+hTbVmyEktefAsNU+NRzt8bOZKIg/7akvEAXvl5OJTngd+zvTE70xOnhMROUBL7L4jpt7x4xSY8/foX2LnniJB/N9SoWh6P3dcPt3dohgB/X6xct03i8H6GXfsOm2t7dGqJ/zx/P8IdrNSsJHbKtL/QvmUjiSwxHFUq6i5PQWVE6ysCBUXgLImdhBnzlsvOTEs8J25YZUo5xiWsoH1ztvpKYh30RlKWr0Tct5OQeeAgfGvWQNTQIQi82b4UsTzclbR6LY6+/DpwOhY+/v5Isoi/rWxBRkpSBdrXTghR2G1xx9EKVdHxgeFoe1sLiC1YSwlA4GTcGayY+gfKz5uF0rHHkePtK4e6YEK9zYjLQtz1jdBrzFDcKJm0/Avpl30ujBniv7llxlzsefdj1MpMRoSPB9zKlzfRN7IOHIIEikWauBcssPhgYronjmZY8JKS2H+NxJTUdHEj+Bsffj0Nh6JPCP93R2mxdvbr1h7D+9+OMIknPWX6X3jtAznUGZeIHNltadusId6ecD9qV6/k0FFtJbE/SCa2FjfVk8QVQ8WVoUqhd5Ic2lltXBG4ihAgiX2ZJHb+cnRu1xRPPTgQ1auUv4qesOgeRUls0WH5r5Zyk5KRvm07ck6cgHeF8iY2rEew/f6ISbv3Yu+E1+B15BB8vTxka9gdnrIHyXi0chwdfsJYU7JysCXXA3ldu6PRkL6oVbG0g55Sm3UmBI4ePob573+BypvXoqolE9liFeXChv7T8TImNkRURGanzujTvwvKhtm/NXUsOR27p85AzqTvUTozVfLT5cG/VQv4162LxJmzkBMTAz8JNbdSwm29kirJP9IteP3hQZKKto8zwVasfUlKTsUn3/4OEkVmPvOUxai/YNZKDndRcQVJ+t53Pv8F0+csRVJKGrLF57nJDXXw1NiBaNmkvkMPf51LYm9ufJ0cyhtsDpzRxUGLIqAIOA6Bc0nsba2b4IkxA1G7hmMXrY57Gse2rCTWsfgWeevJkhns0MRv4bZmNbzTU5HvKe4JYqHlgZB82Yp0oy+iHCTLEz2zvFQVRA3siy7dbinyfmiDzofA0d0HMG/Cm6hycA+q+npIqCsZGjIu3MWdJUCWOWst3thc/0YMfXy0rOrL2f0AWw6fQPQv01Fuzgz4ZWaAqZvD+91lMt0d//gzZG7fjkg/H6zL9cLTqb7YLZbYF0b3wWP393O4P6fdD+fgBlLlkNuxk3HYJL7sM+Yux7otu+XgW6axxDLUVo0qFfDeS2MkRJo7nnnzS2zdeRDZ4pqUnZ2NOmINvX9Id9xxSzMEBfo7rKfnkthmTeoaElu/TnUlsQ5DXBtWBM4icC6J7djmRkNia1WvqPBcAAElsS42LLIlk1jcX4tMCtq8I9FwYzYxUXQICkZemJwczkiH9+k4c6J5jcTpDBNS0WncSDngddbdoChLliVX4t9mmyYDfL3hXYiQQGwjI0sS6Yp1x99HwjOJEtdScASYVOPgui3Y8OLrKHf8KMoG+iJHDv640UfVkgMfOVy4JzULeypeg7bPPIx6jevZPR6Wrt+BYz9NRf31K8xBw8xsC0qNuBvh3bvi2CefI33ZMoTLfdeJn/azaX7Ym5WHfrc2xdgRd+L6664p+ENeJVeQjC5asVESQCzCuk27kZqeIVl6zV6KKRkSUzpCDmW+O2EMMkW+nn7jS9Biy8NyWUJiK5Yvhf7dO2Bw79skWkCYw1BREuswaLVhReCSCCiJtX2AKIm1HSunqJkvVhr62Z54/S2kr98IN0mc4CnkNVgSKXjXqS3fbUC6hPfKFWV3OtOC9DbtUP6e4ahVozJ86CBZRCUtIwvL123HvGXrTYu3t7sJbW9qYA6m2FpIYJes3oK/V22Bj48Xbm3ZGDfKyWwG6NdSMAROp2dh3/wlyPz8c4TFn4KfEFjPSpXgW7umWER3IPf4CaQK3qciyiBv4EA07HILytkZsmXu7CWImfITbo7ZB688C1LdvBA1bAjK3tkdcdNmIOn3GQiMPYV17v54ISMAByUVbflgP9zVpa1xKQix8/4FQ8h5aicmpeCZN74SC+wyZMoCzpPvios3Wchx5GfLYsDf3wdD+3QyYcmmTFtgEqYwbixDqIWHBqNzey4GeqFSece5CimJdZ4xoz0pWQgoibX9fSuJtR0rp6mZJ9nATktmsIRfpyE3KwvBLZqj1Kjh8K5WFQl/zpM4tR/DgxZZUYw7y1RC2h1dcEefrggOEKttEZXo6OP47r2vcXzFGmkxH9U7tEH3UQNQRWLU2pLKITYlA6sWr8KeuQtxZsdupMvxs4ptmuOOIXeierUKNrVRRI9yVTSzTbb2d/86A1Xnz0JQShJyhOwEtWmN8J7dEfvjL0iTJBz+Yi2P9/HH6jo3IKqjxCuW6BanE86gab2aaHBNJXgX8LDX7Cm/I/q7KWiZHg9vCaeVFhaJyMEDUKHb7WeTfnz9Hbx37cR6z0BMyArEYYlU4Jaehnq1q+GhUXehQ6vGCAxgeuaSVaIlpvOI8W9i+ZqtJm6vRSyzJLP+EonAV3YjSGI9JMJDNZElvsfDMSfNTgU/tNh6S6xYHrR67qGhqCmy4qiiJNZRyGq7isClEVASa/sIURJrO1bOU1OssRk7diF5yd/IFUIbdNONCGx+M9y8vXFm7QZEv/MBPGKOwk+IxeYcSQF6U3P0euYhhEUVTYzHTPGz3L1qA9a8/B9UORFtrEg7oiogoGcPIcu3o/RlQv/En47H7mVrsWPaLPjv34uq+dlIEcW9PaKcyWp2R/+uKFeEYaCc58U5rifLJdvT1m+moOnerQiRrf1kOcgV2qMbyo8ahhNTfhar6EwE5OYgyc0Dq7yDcKxqTSRKnTMSV7ZW00YYMLQXqorP1SEhWMdiExEp77B6+Sj4CWG6UGE42DmfTsIxIbHN3LPMgslSqzYixQe7VJtWyI6Oxom334P78uXY4Bf2D4n1pWuDWN1b3lgfzz48REhYyfPz2rbrEB56/gOs3rhTSGyIhDwLw3W1qhjL9O4D0dix5/BZyytDlclfYs3C7/Lk8KZFXIXq1q6Kd154QA5aVf//3yS3RXIKSJBzRT4rlotCpCRLsOcQlpJYx8mrtqwIXAoBJbG2jw8lsbZj5XQ180WZUcm5Udn9/4nh9JhjiJ06DZnz/4K7ZGw6JodpUuvWxw3PPY5y11STaAb2P8bR+CQc+GMugn7+AYHxcfARl4adcopobdnqaP3gCDRr2QQ+F/GPpULe8OssxP0yFWVPxJhYou5CgHxEOe+RNlaVqowWY0agRdum8CugZdD+J3PdFhbPWoSNH09E65RYhEmUgGSmORYrbOUhA5C8cTPivv4Webt2weLjAwnkhJ15XnLYKw8hWZnY5heCxqNHoGz9Olgw929s3bQTVYRc9pag+g3r1/4fUPgOo0/EYdWnXyNv9mzU95YICPKufFq1RIT4YAdKJI58cWehy0vurFnY4B1sSOwRscQGyMKKPqCVykThjWdH49bWjY2vZ0kpPLS1dPVWPP/W11i/dQ/Klo5AJ3HFefz+/vAX//Z3v5iKiVP+ELHOE0z/u4AgeaWrDklpsoTlqlyhND56ZZxJUctC39kZ81dg6h9L5ABYDrpLaL0772iNYIluUNiiJLawyOl1ioB9CCiJtR0/JbG2Y+USNfMkjmTKuvU4JalvsxmrU0p6larIHTESNVvdjAjxtbO37NixDzu/+xG1NkoGIXFbcPPyRqqQlt2e/jjarBWaDbgTN9f734M7PLqScCoOx+XQj2X2HAT5yMEj8QfME09ATyHX6bJ1utfdD4ebtkCT/r3QqmEde7taYq5fMHkadn78OZrnZyJEwMyuWBmhd/ZEme53IC89HSfe/whJM/4QFwIf5Lp7IF3Se3kJofTLz8Vpcd7Y26QFDvoGwm3TJpQ5E49Tnt6ofldP3D64F0qdl6o2TazmU2ctQeLU39Dg0G6Uccs1STx4v4h+feAVdTbBRvz3P8Dy269YdToVL2QGIBpCnOl2IP7UYcGBuG9INwzoeUuJygLFQ1tzFq7Gfz77WSIOHDAuA/QRHj+6L/xkMfj1j3PwrEQjYCgtH3EtYKEF1k1C6QUFShAzWUHESgavsmUi8PJjI9CtYwsTweDEqQQ88uLHmL9knalPcvvmM/egph2xZJXElpjpQx/UyRBQEmv7C1ESaztWLlMzU6yxB154GdmbZWvZyx3x4VE40KEzmvTphuqyzWhv2b58Lda9+wnqxcYgxC0PFiFFtKgmCTFa5BWCsv374LY+XRB13sGddFHga/6YD6+pU1Hm8H5k+/ohS3xhaYeT8JjwkTZSpI2FHkGocvcgdBP/WK8isBzb+7zOfv2ppFRs+OZHpEjEilrucihILHbe4mISLu8huElj0/2kBQtx+tvvkbl7jwnj5O3ra1Iiu3OzWqx7S7xDcTw7Fw3SE1HZI1+ya2Vjl/jOVhjcz4Ry8j7HWhp9Kh4vyon58iv/Rl8fiU4hftn58nup+0Yhok8fWdSc9YrO3LMXOZMn46+5SzEhJwTRHj4o7y5xFMSlIN3LF03FpWDssJ64qRCLFZ7w37n3sNmSD5AwXs2lraqSTcrZQ5gmnEnGr7P+xheTZ0oGrmjjRjCw560YeldHkxt9pRyWfPX977FSIj+kZ2YaHKMkAkG9OtUQEuSPw0dPYc++IyglrkHjRvbGwDtvQaDElV2/ZQ8efPYDbNq211i26abx6pMj0E4ybfkUMkugklhnl3zt39WKgJJY29+skljbsXKZmpmxp7H79beRu3YdwvMtOOrlj83X3oD29w/DdZKP3Z5y7IwQpl9mIHXKD6hjSUegJFywcKtTGs0VC9DRrFzsqNUAlQf2Qc/bmv8rjFOs+F/+8foHiFq3GnU9LMgQIpMZGYUASQbhlSBhwQ4ckLbycCQzF1m3dETNUUNRS1Jwejg7M7EHUDuvZWitldsO4OSUH1Fu2UKE5IlVVNxMQiXMVZSEu/IsVcrcwZKQgNRVa5C8eAmy9h9EzunTyBervaeQ2TzBNyZHLLNSr6L8h+sGT1lQ/GHxw6k27fHA+BH/WGNTxIq68O+1+P2TyWhyZBduD/NCZo7Y0kOCUWbs/Qi57dZ/nojuLrkzZ2LOZ9/jmdP5OCgW307eOYiQmLXzsr3gGxaG58cMQN/u7QqMQvSxU3jvy18xe8FqIXE+GNb3dowYcAd8LuLDW+AbOOiC47ITMemXefhRkhvsP3IcjSUaB/vds2NLBMghN5Lc5Wu2GXLO5AZ8F6WFsNarUxXHT8Zj1l8rsWrDDgnBFSIE9laMGngHSolP7e9/Lsdbn/2EvQePisuQGyqUjcLdfTuhf88O5vfCFCWxhUFNr1EE7EdASaztGCqJtR0rl6mZnZBoEiJkLlmC4OQzxheRvqadnhqL62+6/p/nyEhNgyU52WT6cpMUtn4hQeZU9IUKydJpsfjNEr+7BNmWbsRtZLGqsXYuT06LD6yHEFB3+fye4Yn4Fm0wfNxQ1Kh8Nqh+qljOtq3ehN3vf4oKB/eiiq8cBAoNg6f4UUa2bY1s2cY+LQeQPCWuKENsbS5dGXk9eqBH3y6Fij/rMi/Lzo5axJD626zFyBTr9o2HdsFNiGOOWLNLSair0hKx4lzTJEll5sGDSFu2CmlbNiNLEmfkxMcLUWKSjLPklf+1ZvlaciYb+2vXwy1jhuPmm2+Aj7yXrQeP4ZvPf0DkmpVokZWEsm4W5Pv5w18sv5FDBsKvVs1/P9G+fVg8ZRrGzt+MvSmZeCQoF9d75OD9NC/sznHHQ2JNHC8JEHwK4P/Mg03cNn/ytS9wOPqkDN88dBFr8fsvjUWUkx8IZGrZT7/7HX/MX4no47ESZaA+HhzeEx1aNDYH3i5W6CKweMUmuXYGFkhYuxDxde3Y7kaxxt6F0mKp/fKH2Zj823wcE5LsIS8zJCQAt7ZqgvuH9UAdCa9XmKIktjCo6TWKgP0IKIm1HUMlsbZj5TI1LRKxIG72XCRNnwHPw4cQI/E51wZEoPmT49DsttbmOXIlVM/2GX8igQfAZNvS44YbUK9fT4SUPmu5O7fQ0rpj/1H8tWgVTi5aivoxB9DIK0esdeS/+fCQa9z9/EwsUg/6xmbmYW1kBQR36Yz+Eq2AkQa2HTmBOd9PQ42//8I1KYkSV1SulzimEcOHIbRDOySsXIWYjz6HzylJ0yukZH2WGzLbd8CdT49FQGDhD6e4zEsrZEdpuf7ho0nI+f13tMpJMumHMwOCUGbkMJTp1f2CreampIBh2hKXrsCJr76FR2qqWSjky2KEixWSWC5OjmVkY3VgFNLatsOQYb1RQ1xR5i/fiC9f+Qjd4w/jZslxnCH+tl7lyyFq1EgEt29jfG7/PXgsWL9iPUa+PBHbZSv8qXA39PTOwrQMD/wsi53Gt7TCo0LizmaCsg2EI0dP4puf/8SkX+chKSlNkixko22z68UHdDSule15Zy67xBXgP2IxXbJys0kzy4NtPNTV5Po6xs3jUmX77oPG+jxt9lI5BOaDGyX97DPjBhur7OsfTjHkNkXiytKdgBFDrhXy+uwjQ9C8Sb1CQaIktlCw6UWKgN0IKIm1HUIlsbZj5TI18+R0ctqatYiTgzU5m7cgId8dW32CETaoH1r0lm3msCCcPBiNYx99ipyFi8ho4VmnDmo++yTC61/3r+eMli3Mecs2YN2S1Qg6uB/XnzmFa90kBqlYYXOF7vhUr4qg9u2RL0Q4UeLW5oll10NCfS3O9vw/9q4CvIqrbU7cXYDg7u7uFoq7e3GKVKi7QqG0BQrF3d3dIbgHJ0hC3P1G/nlPSH9KSXIDCU367fmePHxN9u7dfXfv3Tlz5p3BjjxF0apbOwzq3gpXaRs0/9Np6BJwHxVMkxHBDmsLdrEX+OQjmJUqgWhvH/ivXI3YffvBP8IvRofwqtVReOI4FGdeu9UrpIHlmgv2Ggcq/qLbv54BHV0CqlkSBZqycat8BeTp3wdOtVP0sGmNiNt38eS32UhiGIKhjtpWNtmJ24VyvCCiNGYT1qEYA2xyLY7B4wahdpUyOLnnCC7/uQQtY4NQ3MKY/r50HKhRHXnGj4ZZ4Zdne1+++QCDJv6Aq/ce4z1nI4w1i4YnWdjvYywQVrgYxvdxR/+urRSIlSjWowzA8Hr8FOUZr9qkfjXYvhCteuD4eXz/63Lc5v4SaCcVHROLmlXL4OPx/dGA2lgJBcip4+K1O/hy+mKcv3xbSQc6UnLz5buDUVIPqzFf/yD8zIawBWz+EtlEcUptvv9oBJy4gjLxi99xnXUW5wgBsfG8ng62NviVWlUDAAAgAElEQVThk5HoxOavVxkaiH2Vqmmv0Srw+hXQQKz+NdRArP61yj1bEoTE3roFv7nzEXPsBGIJbO4YMfazRl00eXsgyhd0xYGl6+C8fTMKMt1JJy3PTo4wHz0Gzi2bslEmJRRBGNhtm/dj9+J1sHlwB7VJspWzMoJ4fTJBFKZFCsOxM0MUmjZBPJvJxBc07sED2FAn6xkHLI+3wJMixdF7YGdYhIfh1OyF6JIYhhKUEkRyydu6Tm3kn/IujJ2dkUzgHXb8BHzocZv01Jf2QkZ45JQPvu7t0aZfFzj/j6Y7pXfTxfP6PPZ6Aq8Zv8Hk+DG4mFHSYW0D65494MTrYubslO49Gx8SiuA9+xCyZBkSqZE1pD5WAViyqUKK2tC54Ex0EuYb2CN/o3ooUaEMLG7fRNETh1EwLhLmIv1gwIZjz+6wb9Mq5fUvGZfZhT9o0k+4ev8JJjsbYjJBrH+SAabGWuBQkgU1sS3w/ZRhiolcT9eDmWQbH/sEEMQWRl+C2zZN2aTGlCoZ0t2/cPVO/DiLEzRKVMRLNSo6VvmmjmWTWDsmWVmx0SmnDg9qXd/9aja1q0/URK5Xp+aY9vloOBKIZjQkretnsrhTZ69WQN2er/mRDgSieR3z4QyI3tZcrh0vntRJbM8+eqc/9cLuyvkgs0MDsZmtmLa9VoGsqYAGYvWvo94gVkeQERISwhjEKFhw6diBTRlmLy4d6v++2pbZXIGEwCA8nTETEUzwMqTe1cfAGGvsCqJ0/16olc8Bh2fORdUnd1HePCXKMoHgJ7JVaxTo1hn5ixZUVj5ivH5o1kKYHTqIejbGTGUyIHDQKQsf0+LF4ODeBnaMuzV2dEBCQCACGUEatmcvktlElGBuiXMMWlgaZ47I4iVRwcIA5e/dRENyd9JslsSGLnu+3okd9EY2KQ/wKDYcef0wDYk3bsCGEbn3k4xxrVhp1Bk7DJVrVIJ5Bsut2VzSHLf7CC73n9h1CJbrViMvJxkCao2cnOD2wWTYMa1LnxFz+w6eTvsF0RcuwoiTF+O8eRhj7ACdnz+b7YJAJ19sSTTHEWNbJLu4oL1hDDoHPYAV74MYMqC2zRoj74TxMHXLl+bbXb5+F4MmT/0LxE4wi+HqgAHWxplheZCOkoKG+OXzMbBn9/1n9E/9c+U2mBibqCVx6d4fwM79zm0bwYaNTzfvPlJeqpsZ2Sq+qSZkj4WJLVYoPwb2bI3eBIWpgFef809rG9HdBodGKKAp+lN7WoJlBcN76ORFjP94pmKcdZT0DOIxz/hyXEqwgR7jD2piv5qxhK/VEawaYfJIamJdHOhosBwSZyuJX8LGCsAXECsgeUS/9ihRNPPJXhqI1eOCaJtoFciGCmggVv+i6g1iPWmUvmvXLjx+/BglS5ZE27ZtUbRoUf3fSdvyzVaAWkmfqdMRzOADibMMp3/AzHgrPCxXGbWdrZH37ClUjw1FPrJ3EmUZR69X/3IVUYTm+CVqVUUY2a0NyzbBdNtWVAnyhjmXLwXYigOBMLD27m0JYFvB2N4+5bz4xyhKF/zpARvFJi1z6lgj+J6H44yxOokggM/o4cZRKGuogxEN9s245O3Ytxcjc+uppDEZcQS/vms3IGrnbpj4+yOU1l03KIPwb9AY9Xp2Qt3yxbMkrOHNXoi/v5uOjgBqqV5P0JL6aklhEmAl9RfVqgAqST478MdS5D1xBMWiwxHJa56YvwCKffwB7KpW1us0RRsbun0nQllzA1oxWdevB0MrS05G9kF37RriOBk5y2CEeTFmCOVEqL9ZHDobxdBflqlxPAeHTu2Rb+zolMCNNMaLIHYcQWwUQexRnTEWBNNJoVYNvMcGL9HlStPTrkMeZA5Nld5aEFlFplINJpvYpklN7KDH6pzFWyg38FFNa1JHkVTkc3VCF/dG7Nbn8TBAQJ+Rkn7FCZXc2BzCBAsoliFM6ZqtB3HF8x5qVirN4ICmytP1dcdWNnRN5tJ/YHAYyQBzDKWDwFfvD9U7WWvNloOKhfahzZlMJkVTK3KL3YfO0JIr7q/jl8+0nE/dmhUwsn9HNKtfNdOHroHYTJdMe4FWgSypgAZi9S+jXiBW2NdNmzZhB3V3NmTNBMS2a9cO5cqV0/+dtC3feAUCFi5F0Jq1MGUgQSyBz0qyousMbVHYzBBvJwWjPLWtYsfDpzj9Wg3g7ZIPJUYORcmWTfCQ9j/bvp2BghfPooqlIaK5/JtIGyU7xts60E3AvFRJMrB/j7FNJGsVvGo13Qu2Ipld78YEp2HUTG5iAw/VBehmkcA0qUQkREVTR9sMrmNGwqwgGaJnHT0S1BB1wxN+M2ch9vwFmJD9Ckg0wHFzBxg0a46mnVujRjmmjr3xSmbNG4pt0okzV2FNRrFx3SooXaLQ3yzI0noXYe2kM/0Uk7RCItm4Q6BVrVp5lHMgw75yLYrc80QRapQjKRtJqFgZxceOgF3JlDjSDAeBUALdLOKfPBExJUzz5kVidBR8KVGIOHIU5ra2KuFrLlnT4ASgs0k86honwEwiKqiBdezeFY4d26f7Ni+C2DEEsQxnw51E7jcMCCxbET3bNmCTWAx2H/TAjTteCpwm8r4UMCb6z/Kli6J6xVK4Tm/Yi2R2kwTQ8+9GnOgIuLcli9u6cU0yk71QpGDeDE87NDwSp+jFeuRUSoOVsLqlGLvr3qwu36swVmzcjx9+X4mAoBBGuLqqBioBya87VmzYh0+nLkAIWd68ro4Y2rsdj5neunp2tR2gPl3kFlIDYVvz53UmcDVi2EGQqofIEmRfQdTbyhygAI999KBOGNi9daYPXQOxmS6Z9gKtAllSAQ3E6l9GvUDsRTJrh2nX9IQPOisrK+Tlg65Zs2YoU+afkZT6v7W2ZXZXIOLQEQSuXgudxI3ygXYB5lgcbUJIkoSPrOJQhKb20fy9GN7HESz4mVmjzLvjYdmkEU5sJRO3bBkK+HrDXsgpW3tYtmoOJ0aZWlIHmdaIe+CFUKZxhe3dj6SgYJiQDfI2MEEcmbcCNOI3JOsVS7Di2LUzCkx+5y8WNnV/STExSssbQhsvo9gYNhuZwIsC3JOWTijIBKn+wzNnx5TdNU5v/09ooXSZTJ43I1oj2TV+iU09lwg+BGR0dm+IUQM7KXukjMaKLYcwfcEGPLnrhfzxUSjGBAi3MiXJODqi2P1bKB4VCttEHRL5uTRv/xZTutrDghrnVx0SGevHpr/grTtgwmXreALK02Rjo5IMUcYoEW5J8cpH1rqxxMz2hEXFCvqDWCcDjDKNUU4IEbwnZkUawyNfMdSqUAL+1HTepoQlSJbFCVxdWZuwcDptBIcSyJpS62rOhqUEJR+QiFZnRzsVYRtOP1WJaK1TrRy+obZWjP4zGsc8rih9qccFTwiglWsiYLU5wwGaN6iG/UfPYyX14DLJMyDA/Wh8P7wzjOEbz5jajPaf+nc5XmlSu3H7IeLJGF9k2t2qzQfV/VC8iBuG921PIOuuN4iVe+iPZVuw5/A5JeeQuoANeAL2paGrQa2KKsHrMMG5yBVkMiD32ScT+ut7yH9tp4HYTJdMe4FWgSypgAZi9S9jhiBWdLBr15LN45elCzVxFy5coAehHVq3bq2BWP3r/K9sKc1WQez4D9sqWeyMfGWU6HadKcGDIQaYxsKV7F0MgYSAWGF1IrhcXOaT9+Fdujz2/PAbaty6iIKJ8WqZ0ozuBW7vTYRVBoBFTlSAbMjmrQij00AinQZE2yhL4ImyNkwQG833dOrVHUXGjHhpXaIuXubrGahw4hQMmQYlQOJSSDTiGjdBE9qE5SXYyMkBCLLMe59+oBt3HME2mtPfffAE8QQUkmrFNV6CrmhUItv3KYGRe9Pa/Gy93B9UFrnDyW5/RZ3ojjXbUJe65PqmSSjHoAg/sqK+ZMfL86WunIyIbZZ5+fJwpUuAFaUEhkYpy+KvNHj8keJusXINos+dV8ccy/3xLZnMxoa+hHjipmSlZ3bu2xtG1NCmN/5iYukm8K6bOUZZxCNZUr64jyWxpthk7gJrsvxBBKuiQRVGUZbuxfv1Fs37BVBKDKuAM5EYyP1Qg0v8tQlaRWN64dptBdbKlSyCmd+MR5UMAj1EAy7a0u9+W85FiCSYUDsqjWwi2RAdaVm6IsQw1OHeQ28FDmWlYET/9nhneDc42dtlqqTCov+5fBslEqdVdKyZqTHu025OAKakcIn8oftbTfTe52NOjJS92Lo9vI8iFYgVAB4Xp1PeaAK0He1t8NuCjQgMCVNAtw8Twb76YAhdSez0BstyQBqI1fuyaBtqFcjSCmggVv9ypgtiY8iKnT59Gvv370fTptSEFSuGNWvWqIYud3d3DcTqX+d/Z0s+8CXf3m/OPAUaDAmWLiWaIJiMWh1j2mSRweGjTz3AxZZLhss74/HYKQ8u/zAdZSIC4Mo82Fg2fVk1a4oCNM831vMhLvGmAQuXIIoNQ6D9lgEZLDGlFxwbQ1ZXQGzhfr1eXhcCi+grVxEk+liCKbZaI4HsYGjZ8jAYMAAVG9aGLTWTOXEIMLtD0Lp47W5s33+K5vNBLHBKtK4Zm9XMyerFEkSZU3fajGb0k0f0QGkuY79s6AiqTjKdafv8VbA5cwqtbIxgx9cbCvPGyQBDthgHK//NiQPZRKu6tVHki09gzMnmaw9pbNq4mTZtK5BAFwMlOyGIlPOTpC/xg81DOYgDGfWMxhW6Ewyc9COuMmZ1SqUCGO1ggPhHj5HIa7ovyRyrdBbwYiCHnJNISoRxdW9eV4UgSDjAb4s24sxFT8SykU10niIteLt/BwYFVGaT02LFbIL3ViGmVP1Ayyn3FnXSBWt3HjzG7ws3YTX1pXLvm0kzFM9LQCzPTi3PS+SDAGbRMMs926NDU4yj+0FmG6TEjWD8J7/ynnhMbbqFAuJqnxz1qlOvOrAjWpD91XfEkc2V8/2W0bTBoWGKkRZNrwBzqdsPH49Qdl0/0ILs7OWbCCWr3bheVQYqdEUTSlgy05wmjW0SgbuS6WL1qK39bNJA5eerDa0CWgWytwKyevc1Gzi37D3OXoBa+JD2gaWKZb45M3uPMmfsPV0Q++jRI6xYsYJfvpboyUx06UxfxiVmc1rpaCA2Z1zAjI4iimymH5ut4igFkTStKC7Px5MJtSEvqlpxVKMQB/8mD/Swlq0RaWkN8+1bYRsXAyOCGfOaNeA8dDBspFlIT+2egOawbTsRQI1s/GO+N+8hChn5DgZIKFyEILYH3Nqlo9Pjgz74pAfu08fUxNsbtrR78nF0QWDTlmgwqBec9FiGz6g22fH3e14+WM1l6FUESN7UWgqLmUQAb0+kWcM0EVUN4xFL0HGcOo5Q57z4aNIg9KC04GUjnGzg4pXbgW1bUN//ERxpOyZXSSCQwpTCbguo5P+iqBexaN4UpT+YBCNKfrJi6MjkB69ZhxA2fSUx1ECAq6R+CZgVT1jXt4fBmo15GQ0FYukTe4VL6p+1rI6x+cwRwclJPBPjrhlY0KXAFCcSjDmh4vkQ2JZkJ/2wPm/RlaC1AmiiW128dhfOXLipluAHdm+D9vRXtSZo+37uWixgWpU/PVRdqAftzyjWwVyeL5w/T5qHtZuNY5J85XHJk3IXI2po8ykQKPIPQ4JkYWeF3RTAKXpb+Yi0ot52DLWlEjCg75DrInGw7389B/5BoUoLLYBYALOM1rQOGz2oM2oyejYzY8+Rsxj/0Uz4BQarfcbExisLrWYNquKDsX2ptXUi07yZut59ygWhOFPzenVsgTGDOymgq+8QECt+vLIfDcTqWzVtO60Cr18BAbHf/LIUm/cc00BsBuVME8SGhobi7NmzOHfunHIiqFKlCnx8fLBkyRKli+3UqRMKMXHpdYc8MKL5gBTWN5EPDH0bHF73ff/zr3/GnCXQtiqayV0JZEST2VBlTNZJ/iRLtklcgowhqE0iQ2vNLm1DYRFd8yOBvyvr+wgG1ENGE0iZtWoBh5HDYGhtrfxc9RoEbvG3biPyjz+RdOMmX0tgJQCIrGRixfLUbraDTfVnHdM8lheHESdKoV6P8HDeYthfvwYHXazS1gaUrYAq49+GXZECSKAeMieMlFKnSCbWbz+G35bvIHgIQElTA1RlU5yTQSKseI4ljZNQgjGtIt/YF5WMTcnWqMoENQmDKFk4D5eueU0UgBIpsAn8A0KxaPZylD57Eq2N4xFJSyUd6ydspSznK1ZNfF05OYi0Z0c+2XK3Lu1hTJZXgc3XHdx/3JnziFy6HMkyEREHAmEReW2MqlWFBb1oTdngJxOgvyZDL7yngKvzV25jwpdzcYMd/x90pBa4kDXi9h5Qkcf+xubYTInLhnhzOhZAAdt61cth/LDOqEpZgGhdI/n9cPbSTeUY4EbngTpMoMrDJfOEx944t3Uvth29gKMBTCAzYgAA2YpxA9ujJdlNAaZSz9QhDKsYESxYvRvLNuyHf2AomUxTtG6UwoQeP3sN4VGxf4U9yO/kcyKYsxo1u/27tUCTOpVUNLN8V6U15DtMGsVCqOfduPM4wwl20f4qUjkuyEiRKABvNa+NQT147YvkV7OS5481rX3LOdygzdgv8zbgNNlpObbCBVzZ9FZCORDUICAWicGeI+cwfe56ylp8+X3NRkLG234yoS/c2EwmTHAqkE7rfUTi4hcQgt8WbuaD9ITa74RhXRhhW1Cdvz7H+rq3n/Z6rQL/ixWQRlYvphv+Mn8j9lJK1aRuZa4CdaSNYD71nPlf+uzJ95QxsYTYuspPynP27yNNEHuDXp3bt29nrGMYateurfSwAmJPnTql5AQ1atRA9erVUbBgwdcCnvIwiGTspfwkyDLlSw7yf/FGzpJzFtBBrWTiydOIWb2OjgHBMOCSpgKivDlMaIbvb+fEZdpY5A0JZBRsArzpC5rAByohomJuQ/i8NWnbGq6D+yoGToEYfQYfpMlc7oynd2wCI2WTuQyaTLBlQG2lCb1FTWjRZej2rIs8lQ1+br+GBC8xYsZ/4gws2Chm4fMYYdTyhrnlh92wwXCsURnG+gJqfY73NbcR3W8ota4/zt1IIHsEVWxM0NY8EU3MklCQzVDJBC7SXMeMB1hQDuBLScemeFMcZxxw6+5tMbgjO9+JtwQ0yUhmne7cuIsDc5ejzF1PNKQeNp7uA+yqhCE1qBJOkES7OzUI1kBQacKlfdNStCHjRIUU4mueEV9OAGpAti+BdluSpJZIL2Bh6w3oWGDepSOMxYtW5CXpADph/s4xnerdb+fTd5ggluB0bEknAmOGFcj9yC+mnToTzGLwQSg1voa8ph1b1aHMoquyjhImVkChaFVFSiBf4Do6EsRxghO3bTsMqZ9+HBKJTTozbGGUbSzv+bF92mAI/VcFbCnA+GzIPsLYBDZt7gZs3H1SfQbsbC0xaXhX9YBYT8C598h5yj0YFMCJnHyBChiV27NooTzo2aEJOlCqYEpd6/P7fVmh5X64Q1Z+zdaj2H34LIG4NGGlaJ9Ffy7n1KtDY7LKLamzpU8y/zsjYCmvlYmLhDvcuPMYZ1hX0e5WpmNH9YrF4UzNazJlFdKIduueN779dZVyMRAwL8ERH4zuQS1xyb8sxdK7QczMTOjaEILZS7Zh2/7TqFaxJMYN7ogyxQs8uw7PVnBe/y7T9qBVQKvAcxUQr+cHjNb+fdFW7D9+EY3rVKRNXrtnIFYmu/87n72UngUTRZyKM1amQOz169eVpZY4EsiQB0I8l/oEbMpwZspSc8aNtmnT5rWBp9LZPfvRmNis/zzHMFbUl56xsTdvw0CACa+lCbvXbRs2wFNbRwRfuASXG1dhootTAEE9LPkj1yTY2g72tFEqO7B3pg9MwLLYNAUTQMdc91Tsk2hjnQf2VylPip1NZ4gmMeLBQ/j++DN0XBEw5Yc7ztYOoa3cUbR7RxQqnD/HzErlWK943sePc9bg3uHj6GtjgIZmicpSTGkthdEToMKJgCxTi8b0PkWt0p3v9lZbvD+6F4o+twTuGxaFQzsPw3/VGpTx8UIx4tJkewfYNGsCG9qcRV2+ihAu9SdwkmLA/Uk9nYcNYXCEdaavU0YviPW8Cf9Zf6hmLwGxpoULI8+kd2BNDW5G8hLZXhwZBlMTK/X56Zt3MKlaMTz6+jtEP3oCO4Lcgwkm+JERtL6JhijgbKdsp0ZTK/r8d8HzX17CRIcdPIwAymSSnj5VS+SHE0zxfaQpfDjH6ta6ntKvVmZcsYznv188adH1LZfIdx7wUGA0P3W0PzMxS/Sim3YfV0t4D+kmYE02WwCjTidygmS4ONnTq7YtJQWdFbDVZ4gedvbizWR4r6ol/xRv4JQmShlirSUpY/LQyuyQY5LIXcVUcL+pWtdUlkZY5p/nrsE2+tJKkpdICob1fQs92jeBE8GuPkMau374bQU1uAdQt0Z55XAgmljtO1qf6mnbaBV49QpIY5fo3rfuO6GsA0UmlFbvxKu/S85/pXy/yfdN6s/LjjhNJla8YYPo9SnL/KkpTRJ0cOTIEaWJrVu3LqpWrQpXV1ftSy2H3wtJZNODNmxC+P6DEC9Xi4rlFIC1InvnyyVPv01bYbF7FwzoJ5sSPMBJBR+QAlDCi5eAE2NMS7Rp/kpnqSNjKAEIIbRrkg4kiSbNN3E8HGjVpc/QcXn58jdTEcfUsDymRsrZ4L5jXpQYMxwVWjfVZxdvZBuxKJNGrj0rNsLN8yraUf7oJKvvZJ8FbMgQAJ8a7GDCbPsYzqgPRBvgepEyqNe3CwZ0bvaXB+71x/5YO38NSp88hAqRQTCh3MOYqVgugwbAjklnsUzaCpi/iMESl2BKr13XIYMUwM2OIfrmoPWbEMJGL9HG2tJaSyYiJvky9mOV47lK8Np//LcQbey0n97HpEYV4f39Twi/eg02vCfOJJliZrQZbtE3tj6lAmMIYJvR5iqtoaP7RSBdN8IPHFLHY2dByQI1tVNjzHErwRCFOBno17kFBlAf6yAs57MRH5+gwhJmL94EDy7F29tZkZksg8/fHYTKBGcPn/hi5oL12HPoLFwc7ZX37FXPB4jh+ZvzcyEg9vPJg/Qu8S563k6dvYqMrLeayAj2FVY3npM7I8pCvqYd2HACy+wYEgCxadcxzFu2Feeu3kYeRtNKTQU46/swFAmENHalamLl3CuWKZYdh6vtU6uAVoHnKuDjG6Qau0QT25YONtLYVbIoZUfa+EcFMrTYev4VXl5emD9/vqJ1u3fvrtwKtJELKiBLsL5+iL13H+LDKqDHvAQZFdL0sQRfgTt2IXL2H0iiDlqWd2VIB7rS9rVoAUd6gbpwmfpVh3i+SvCCzt8XFmXKMuRgBKxr6NeRLXKTh3sPIXL1Gpjfuqk0ocHEhIFNmqMQ3Q3EAD8njFDqc2cv2oQErl60DHtK+zKussuBccVCztW8TCnFgCdyQhFxygOxV64ojWk0da5rEtidX7E63NmsFMOlYldnewSSiT2xZiu6+N9DZSOd8hU15TXLP+U9WFaprNwmYhgMEUetqjFZdQtaoEn8b3aN+Ke+iKPGOYnva8akPrOihdX9o88Qi62BE75XIHbq95MxuW0d+IsX8NHjMIuOhKehBRZGGuJYrAH6M11K0rvEIzatIQljAX8uYEhDqGL3rej6cC3BCH8yVexSMj2JWdOitGFrUKsCmrAzv2HtiopZjSUb+tOcVVi/7TAeevuhAFnYru0aK4ayELcXOdMt2oBJtK2wu6Jrnjp7NQMPwtiTmKSaxn7+YiyXt/SLiF2ybje+mbFUXTsZBQmuhcUVsFymeCF8zACFzDgT6FPr1G2Ekb1LOcMX0xZi656TbM41o3Y2L76dMlylfOkzNIstfaqkbaNVIOsroFls6V/TTIFY0cSePHlSaWKrVauG/Pm1mYH+pc65W4Z6nMXDL7+BYSB1sXQREMVNEqUjBpQWOA4fAqfuNHnPRFfzi2cqfrURx09C58P42tJl1DJ0ZgBXPO2jfBcuRsja9cqiSoDAMWMbWHTtim6j+sEkB+ioA9nJ/eN3c1Do6EF0YjSruAUk8XNi34qaR9qJmTGqV0YSwa6kqAWtWkvmm/GtBGAHYwyw0cwZfk6u8AmNRH423+QzN4HjnZvoYxDBhjD6tnKyYVm1Ctw+fB+m+d1y7s30kiP7G4j9ZgImd2+hpBCBW6hpDfDHYyNzbKUu9pxtHgx9ZxAGvkWtbRoj3ucpAhcvQSidLzgLIJA2hhl1oL6mlthuZIt1vtHwidXRzzaZK0Ym7PwviyG926ISpQWPvf1V2tX5y7cYqBCO0rSi+nAcvXqb13lp1/6FK7cwasp0+sU+VX6r3WmzNePLsXCgC0JGQ1wNfp2/galfKxT9ak4ZTzf6wZYpWYhyBV9qVIuiKd0EJC43u0YcmWcBsWL3JtZc4mQw8e0eKlzB1iZjBwsNxGbXldH2q1Ug/QpoIFb/OyRTIDZVWya7T0+joP/ba1vmhAoEXryCG198CytfH1hzaZYqFCTwoaczMUWB9yfC5S331z/M5zXPetp0Pf+mvvsPwX/xMpg+8lLd8HcjddA1bYYqE0ejEGNG/83wAwH9D8l6LfzyZxQ8fwYt7clws4aGBJv5xoyCzQs2VOKBG7hkOWIYHGLAppsQhlDsZof+FjZ6RUm8L0G6i0ES3E3i0MpEBxcGTuioh7VjVK/zoH4wziBc4PUvVtbu4XkQ+9NX4/Eu3QOi9u7D0yUrkPjgAUJMLHCL3sQxLdugUYeWKONko3yLDaUblfKT1JFEdw0J0QhheEe8t4/6tbDbhtJY5uSEe4WKY4FvDM49DaFzRTQ1/AkqyKA2bbHEO9WbFlrnrxLAUuspSVr1a1TAT5+MRAWGDrxsXL5+Dx//OJ9Ja7fptxqJdi3r4qv3hnA5PmNXFr/AEMyYtw7zVzB5jpOsfHmcMWVcX+U3m0wZiUzE3oS2dCXjc+cu38rEMC/l9NCQ7gpjqettQLeCjHTUgOIAACAASURBVIYGYjOqkPZ3rQLZUwENxOpf10yBWP13q22Zmyrge82T4QYz4OB1j36m1MNyyT6WD/kwa1sUf28C8rds9q+fTjydDoLWb0QYtZCig5QJ1b3CJRDbrQdaujeFg3WKDOLfGJGs1cVTTI6aNR+Fb19HeUsjJFtawapeXTgP6Auz4n8HSUkMfwjduQeBCxZCx45/U7LfD9jUdIl6Tlsujz8lkA2nZKKWaTLKMp3LkvG7RqVLUZvcHbb0gn0e2P0b55vZ93wexP74+Ri893Y36C5fweNffkcM/wWt24wqV4Lz2DGwJFsYtXsPpScBsOTvrFlDYwd7dc3D9h1ACO3iYu/cVU4ZCgRKsxxlAKYE9sY1a+JJzTo48DAA+/ccZzKWj9Lzi8WUNE9Jl75oReXfovSG7dOlBYaxiSwtVvImwxl+oqb1CK+t2E2JD+v7Y/ow3rZ8uqEBonsV4Ps7tbfiE2vOTn9hgt8d1UtF2r7J4XnnofLEXbvtoOpqljSvCWRjRzIsIqOhgdiMKqT9XatA9lRAA7H611UDsfrX6j+7pd+d+7hEAOZw5SLs42PZQc9UKbYYBeQrgJJjR6Bww7o54tzDqCV9OO0XGLIj3ZayxDMwx91aDTDog1HK4F2GMGye1DSeYWe4MdPG6pJtK0Xz/Oy0bnscEoGDW/fDbOMGFPN9yCAJdozTkk4cA+zoPPAy5lQas3xn/o5oOkcYczk8gUvjEgFsSfutcP4bwR87/n+aTDF7NhxWbMTLM3Y0tczFlBtBbhp/A7GfjsJ7bC5K9veD1+ffIJLX1IQuFVYlisKF2utoer+KzEDiis2KFILL8KGwLFeW4QgeCGFzWQwdNpLjYunCYANjNpUmUhaQEBoCI04EbKk9dhk7Cr5mljhy7BzWMHDiApuaxOtYuvfl3pCl/WIMTOjbpSXjXpuyCSztxlRZ9p/N0IBte0/gEaUIdehfO2ZwZ5qP16ZnIe3O0hgCFncfPI15ZGGPnr4CG1qFSeqOpHNVrUBf3Tc4REawhBG139GRIZJSFnHJ6M+wiPdH9yY77KTcJtIaGoh9gxdKeyutAs9VQAOx+t8OGojVv1b/2S2DnwbAc80GWO7fC8ugQPqpkYk1Y9hAxaooPrgfClQunyPOPYp2W94LliDhzGmY0z3jWnQi7pUoixYfTUCpSuVUrKswZlOpe9yw9xRPwwCD2KX+DpOWbLKRqb1OKcGW+atRxeMISkWHKrbPlIlWbpMnwKpWTeVK8OJIiorksvhO6mPXMYL1EQMKrBg2IWEHyTAi4FIepwRcifxvAR4O7d9CnnGjUpLPctn4G4hlLOp7BFA0J8ZjSljCDx1hfSgJoHTAvFhR6KjLjn9CqYAypDXkeburWkYcO4EYT5r7U5tqyFpZEbBaV69Gq61DyqFBXB/MyXgX/ORDmJK1FkeBPYfOYNn6vTh57rrydS2Qz5ma1MLKTqtts9rKxSC94RcQjKXr92DFhn24+8AblRm+MLRPO/TlPSVRtWkNea+Fq3eqlDFhcx3sbRlq0BqDe7qjgFsWRAJn8vofZuKZuAyIpCCa9RMmedTATmjDGkh4ggZiM1lQbXOtAtlcAQ3E6l9gDcTqX6v/7JbR7Ij3Pn4KCQsXAnfvKlCRRA2mrn0HFOjSAU750n/Yv6nCCDsXRtATtHQZEh8+Qhi70B8650NCt25o1KUdCthbqQ74iVOmwevWfaU9rFq7Kr7+bLRqqBFv1uwYF5lRv/6H39Hw0U2UMUxEBJerzcqVQ6HPPoQ5O/nTGnEPH8KfiWYC5AzFfov6TwG84jyQGkghXeYWIiXo0xt2rV7N5iw7zjkz+3wpiKUEwJeRwqG796pmtxR9qKiLRSLAfyT0gYyzOC/Ir3W0+yOiV9tZVKoA5359YMl/fX/5DSHbaN8mptiuLsgzfiy1w7ReYx3Fj3U/GVnxfw0mW16nWjm0alIT5Wj8n+LZmv4I4/22aecxxcZ6MjK3CAMROrVuQDeDdqrTP60hjO/X9JtdybjWYOpvxWnhg7F9lB7WmmEjb3o8ohZ4CQG1gHGZ5MnxyLFMofdkejG0GhP7pq+U9n5aBVIqoIFY/e8EDcTqX6v/7JaiL414+Bi+33yP2LPnVH68MSOF7SaMh1PDejDV44H/RorD44wlyPb+bqrSUprTMeGBsQUOl6kG99EDUb9SKRw94oGN3/+O/N4PlS+tb5ESqDO4N5q3qA/HbGBjBXad3H8Ch3+ciTqhvihmZogYC0tY1qsHtzFvw5RL3mkN0XKGMwwilCAsgRpQU7p9GNrZIu7uvRTdpzQsEYyJO4QT7cSM2byUG8dLQSxZ56DV6xGyZSviKSGQBi2VNvVM56rOM3XSIRHJYvnGbcyLFIFj9y6wY4qcWHwFLFqq/Gt1fn5KYmDHiGRHhnOYkdWVIcvpofRCFnbU2spc6V/1baiKo0PH/mPnleH/lRv3lW9sCUbEdqXLQBf3RioC92VDmPgJn/72lw61AO27JFChFU3L9X3vrLzO4lF74MQFfPz9n2SUnyjP2raMvJ3zwyRqZG3TfCsNxGblVdD2pVVA/wpoIFb/WmkgVv9a/ae3jCPrdPGnXxC7cxcMxV6rVm1U+PhdOBQrkqPOOyEkBI+pi42ix6gNO/gfsSFqvZkT8lF7WqNJXegIALFsGfL6PYEZGeWLVo64X7cxegzrhdKF9DPnz8wJ3/cNhsf67YhdtxZlY8PhxMY4AyZa2XXqCEcekxGbltIbiUzAi6fXaxL/FRBmQFuuaC6PC7sodlIWZcvAuX8fWHHpPLeOl4JYnkz4gcMIWss0N4YeGDDmVSYdAuylcc2QjKW4ESirt2fNWyKlcO7TCw5dO8HILiV1KurMWQStWIWI00wTI6g1LZAfrm8Pg22zJq9dLpncnaemdsq3c3GG4QiibRWSWEDpqAGdCGQbqt+9OGJi4zDyg5+xjn60FuamKEFN9m9MKqtFl4R/a4j37Tuf/oqLPJ8I1rVZg+oKxKYnqdBA7L91tbT3/V+vgAZi9b8DNBCrf63+01smcAn0wZnzSGSjkYDYJCZ1FW5UFxYZRMO+6aIksrM/kA0+YbRZMvL2RqiBMSNHTXDEuSBAD9omBrFoef0MbCNCYULm7orOAHvzl0bvj8ahZjaAiI1HL8BjwQq0eHAN+RPjwHxRWNauCdeRw2FRoRzZw3/qYTOqWSJDJ6IuXFQd+uJsYFm+XK7UwqaeZ1ogVsIaApcuR8ThoynBCeI4QG2rRcUKMM2bhyz1Mbo3BKhGNkNqUK1q1yZAHaqCOlJHIpveAmi9FrSavruUj4hvrPOg/pRf9FI629cdEkzw9nvTcIwNWs5OdnQ2oN0ZWd261JW+M6ybkie8OAKDwxRglMQsa7L/FegJO/2LMaiSVlMXmeaE4BC1ypDMfYu214Tnn1Gkb2bOzYtNalO+m4sTZ64qi7Fm9atiGp0iypRI2y5MA7GZqbC2rVaBrKuABmL1r6UGYvWvlbZlDqhAMpfYY67fQMCCxYg+cRIGZOcewhiLYkxxzsASzS2TMQRhoFKWff0GuBWlw0kbpjdNHo1GrRspdjarho6s4a+Lt+DawuUYZRgOZ7KwMeyEt2vbCnkpxchMoENWHVNO3E9aIFZYddEEB9M6TcCr0ruWL08A2hPGzk4qrjiSQRwGZGgtKlWEy+ABBLI1YWj6d2eAEEnwWrBISTJEG2tNX16nvr1hxWSz1x0hYRF498vZ2LjzqNqVNHRJw6DISERS8MHoPqpZ63mZgCzZf/jdPOxk7KydrUTbllZJWRXT8KNV9mG79iKEyXmih7Zr3QIOnTsqZj6rxqMnfvhy+hIcOnEevtTFNqpTGd99+LZyS0hLKq6B2KyqvrYfrQKZq4AGYvWvlwZi9a+VtmUOqYAsM/sxJjd43QaYEFQkGBrjtM4IJ8nIuhglo5NpPFwpNUgkiA1ketN1M+r+OnZEve7tUbZg2hrVzJwe245w894TrFmwBjr6mvaw0MGG7ggJNrZw7NYZLgP60eUh6wBzZo4tp22bFogVuyv/PxeqCYk4MAjb6iQRx0MGEowmq2CD0J27FYgVDax9+3YvBXYxnjeZgLYGEZSYJJEJN8njCtsWzeDQsT1M3dwUO/uqI55NehvJqC5h6pWAU1NTExUjK3ZVxQq5oX/XlhjUs+3fvGblfD+buhD7jp5DHhcHNKxVSUXMli7O1YKXDJ2vL7y//RFRBOzJifQFJvjO994kRjSXftXD/sfr5KH4PbW9e4+cgY9fEJvcyqpjalS7cpqetxqIzbLyazvSKpCpCmggVv9yaSBW/1ppW+agCoQx8Slw6UrE37+vPGBjjEzwNNkQOlJkhY0SIQvJKj6XbKm3oRkOl66CmgN7o2OD12fnpAzxCUlYtf0wrq3ehAr3PVHdhIb7BFumFSoSiPWATaMGOaha/+6hpAlieViRZNMDFi5BDBvZLMqUgcuwwbCuVUMdcAKDIEQXLEJUidpNq7EtifG9Anb958xFAn1jjWjBZcQGOfOSJQkIGZhQp47y132VIbrYEEYKe1FW8JTg7xydKNZtOwJv3wDOUQxRjz7EU+l9W/rZsrw0p3lc8MQ3dCc4eOKisvVq0bAGJjPooHjhl8cFx1DC4/3194i5dYusqCFMCxWE6wjqeps0yjIZia9/MH5dsB5b95zA/UdPUbNKGbzHY2rRqIYKgnjZ0EDsq9wx2mu0Crx+BTQQq38NNRCrf620LXNQBcRPNOLQUQSzMz2eVlUm0nHDJWkdQwIEvqaaaZlLFzxp0z8NHVFp6ACMGdA+U2chTTq37j3CHfqEujE6tHK54iqDPpRs3Ic/LoTRvr3obxwN26R4ugkkw75LRzgP7K/YQG2kVCA9EJvIJLZoNnbFPyHLWbAgU7oqvtIyuoRH+P8xDxGnTiOZ10xYcAMGSJgWzE9tcgWYERgakEUV2YJZkcIwp22Zsb19pi/RtZv38eXPS3Dy7FWER0ajaOF8+JBWVSItSPWOPXzyomI9j3lcoRVXHrRrXgfjhnZ9qS2XNLKJB64fpRNxXl7KYs3E0ZGSgpaK0Tchk5wVQ3S6Er6wns1m0uRVrWIpTBzeHW+1qkcFRhIu05ruCf2iizDJrDwtyCzMzZQ9mIQkrNy0H/VqVsCnEwegUtni/4rDQlbUQNuHVoHcUgENxOp/pTQQq3+ttC1zWAUSgoIRtmc/QnftRNwduhKQNROQoqJIScOK1s+cS/whuiQsjzCEY+cOGDiK4Q15HNNNKnr+NC973sNv1L0eZwJYyaL5GZzQGU1qV8QNAoEvvvkDJS96YISzkWr2STIxVQ1dEg+rjf+vQHogNqvqJGxs1LnzvBf2KM10Ymg4pQXRKTcB2U3qFZREwcDCHJZcpnfs2wu2jRtl+u2jKFdYsHIHljEF6w7lBdLs1ax+NQxlfG1eV0f4B4YwJewOVmzcr9LCitIRo6t7Ywzv9xby5/1n0IE0poXt3Y+glatUyIPSBrPJzZLaYNdRbA5kU19WjGDWY/HaPVhFQHr91gMFRkczBETswm7wv3/5cz3B7UNU5CRNImnFU1f0wN/+skwDsVlxAbR9aBXIRAU0EKt/sTQQq3+ttC1zYAWEyQujJlVM8+O9HhK8Er0+M8oXAMOed0Tzv4/HGuJuqQqo1acLurapDxM9oluTuK8la3bju18WI4Zeo5JkNrBvB3Ru3xTnzl/DWVpr1fS+i1Z0WdKR+TOhtZbEpNqwsUgbbxbEyrtJ01/8E29EkY2NOHYSsZSaJDLZjakH/JuEJxDQynXn/3ckY+4yfAh1uGbK3ktYWn3cAOSeOH/lFqbOWk196VlY0Xs2HyOPRTKQmJSoUrGExbzLFDevRz4oTl/Z/t1aMua2FVyc/sn8ir9tyCZqf3fspBNDoDqeZDogSGOb6GJtGjXMklspNDxSxfBKiph43pYrVQQDurdGa7orbNxxTEkN4qj/Nacl2AiCWElVE49dSfpazpAEjYnNksug7USrgF4V0ECsXmVSG2kgVv9aaVvm0AoIkI2hP2zUaQ/FxiUw3cmQ/qzJfAgnMUaXBBy8kwywKtkG1u5t8e27g2CdTmxo6mk+8PbHwkUbcGH9VtQyjEdwogF0VarCpGxZPL59DyUf3ELz+FAUSdaBGgNYN24Mx17dlUWSNt48iE19R2E3ddTSRt+4qQBt1JWrZGZDU+J/CWIFJJqXKEGWk76tZGjNmKpm3bA+zChn0GfExMbjq+mLsXg1PZXJ9EtEsL2tNRIIosMjoghizRkokAhJ/CpJj9ihfd5Ct7caw8Hun24DcQ+8qO1egYiTp5AUEaGY2GTayInrhitBtjSnZUXUcBQb0bbtPYk/lm1VnrcVyhRDJ07mnAmsdzOe9/DJS5yjsTac8FWvXBofjuuLSmRlp81ZjcWcyGkgVp87Q9tGq0DWVEADsfrXUQOx+tdK2zKHV0Dn6wfRRiYKGCCQiGS3etievey+NkYSgcavwUl4XKsevqPdUTl2istDO72x+YAHLq1cjzKel1HOKAGxMMIec0dsMbQlwxeJYQhHc2MCZbJ9RoxHdRkxHPbUMmYF6Mjhpc7U4b0JOcHLDiiJYFDuBwGKOn9/ygw8Id60cr0kUEFGEllaE147h25dCBjfYjiFfrZWKxgpO4cyE68nT0n8JysAKzZbEmcrqwGSeid2a2VKFMSogZ3RgdpTSQt7cURfugy/OfMQe+sOGeIEpeUVkC1gVhwZRJoiGt7XHbHUCe+lW8JvCzbi5Llryh9WwGpgUKjSyIZHRCsiWq1kUFc+vF879OvWGvOXb8MSSic0EPu6V0B7vVYB/Svw2DsAX89Ygq37jqNt09qYMq5fmu4m+u/1v7mlBmL/m9dVOytWIGTDJvjNmsvwhjiYGhtibXgyThYoifZ9OlIL2BT26cTQirPBH3+sQsy69eioC1GAV1ajz8UbYXO8CXTUWfYxi0cVIx3CycxJKIHb+5PZmFRJq/0LFfi3QOzzhyEMYxglJ/4EjPEMyTC0JKDk8n+y6KfJ2FtWLA/nAX1h27SJXtfv1r3HmLVoI1ZvPqjAqzgVCAA0pg9xqmdsBBu/hM2cOKIHWjWqCUuL//e3lYlW3EOCx30HEH74CBJDQlVamZI7cH8qYpfaXef+fWFTv65ex5TeRjpKBQ6fvozpc9fiBJvSRAIhet7AoDBahlE7TJW4+B6b8Pgjo2PRvGF19OrYHGfJ2kpoQ5UKJd54Y5fIG8QOLCg4VLHY+fO5pOmk8NoF0nagVSAHVcDHNxA//L6S9n5H0KJBDXw4XgOxaV0eDcTmoBtXO5SsrUDUuQu0b1qMOPqIGibo4JlghF3Gdkhk8tOEsf1QrsjLO78FwIZxWXjjj7OQuH07GtuaKBuvRP4+hn98nGSIUNp5lTBKgnN8DJLY5W7bvBlBUB+YuGquBC9exZwAYuWYYm/fhs+PPyOG8gKV5iWsp2hlCWal+cu6Xm0GKgyEibOz8paVbVSj4EuGANblG/aqxqcAdv6LY4UA2QQ2+KUOkRaIldUn7OqvX6PiX36swrSGHzqstLDicSsabuWTK+ywgGoyyPKvoY21ArFOvXropddN79MjDgRnL99SGtcjpy6puFxDzsqERZa/mbCZTKy2hLGN4k8BAsbqdDCw4nkdI/gtWigfQexA5c7xfLBD1n5i/763azcfYOn6Pbh07Q7KliyMwfTjTTP1LDsPRNu3VoE3XAFpEP1t4UbVVNmgZkV89I6A2LTT9d7w4eWot9NAbI66HNrBZGUFxGc0ePMWhDKmNik8DEmm5tgcmYydrkUxYfJQdGtR56VvF0UgcvmSJ3znLYTTOQ/ksUmJLxVwKw9wCTrQkbkylqXXyAhYVK6sOsmtqlVVDJo2/l6BnAJihf0M2bId4XQDSNbFw9DOXskMkqiXFemB6KhN8+WlpMCasa95YVmjuvKsNabc4GXjPhu35i3dhi17j6sGLgGGV2hVJQysgFyZCNWnNdW3HwxDNaZ2pQ4dmeCnM35TcpdkidqVdXxKXqxrVlcOG1HnLyhWVvYh8hSXIYOUd+zrjuu3H+CLqYtUQ5oca8owYFJyHMFpCTSoXQEHjl2AJ10KLNmcJo1o5UsXxc07D5X11qeT3qzF1oJVO5TFV2hYJKUYlnifzWZvs+ksIxnQ69ZJe71WgX+7Av6BoZi9ZFNKUyW9qD/WQGyal0QDsf/23aq9f7ZVQLrVJQXp6c+/QEcfUhtLcxyNTMISE0dUadeSOsX6iOLSqQeZnkgme4k/ZpsGVVUq0/YVm2G3fSvKBvoggd3rScLWcX+GBKlGBBwSPJpIFitZmnratIbrmBEK/GjjnxXIKSBWAKKA1rj7Xim6UzoBiCY1lO4WOroaCOsqYNaAwFLCEkzy51dWV7aNG8KiYgUYWqUCv5RzFAbzLv2Dr9A71tnRTvmqCnNy/sptxWhKqlfjulXw0ycjlRuAeg2twCIY8CCyhrh7DOqws4OJizOs69aBHdl83dOnCFyxSkkNJILWlMfg0Km9ahg0NEvR8b7quOfljY9/+BO7qPW2ZRyuAFg5B1Oyzn27tkLPjk3x5/Lt2LLnGIEtJRaUPxQleJUlfWFgJeGrEqNz3wQTKxMBWU4V1wRpnBNAP6hHG7w/preyKhO3BWlGCwgKUYyxMLSyWqINrQL/hQooELuYIJbaew3Epn9FNRD7X7jjtXNIswJxjx7D7/c5yrXAXBeHh8kEqMmWuOqcH1ZsmDEgk+pz5TpsY2PgUqwwutJHtjof2Pum/wHXMydRgelfsWYWSHawhzHBbTK9aRPCwhTQSSIQsiQL60ItpZbQlfZNmGNA7EsOUSY3AUx+C99/QKV9pUoLVFStNGsR2FrXrAHnQf1hWbVKup808WJdum6v0spKuEAstbYtmYg1+4eJXJ5PkZnE+/ggYNFSFZErLhrC+No1bwLH7t1hWsANCcEhZIu3Inj9RiaWBSkZgXjFur49JIXpT0PeoM9XgDwY3/1ylorRdbCzVlICidVtXLcywWEfVK1YUjkVzJi3Dhc5sbOhlMCKvroh4RFoQjD+4fj+bwbEErB6stls5vz1tP86oj5rIn2Q5rJ3hnVDtQqlsJnnMJ9+vX6BwWjTpJYKkyiWRiKaPrXRttEqkJMqoIFY/a+GBmL1r5W2ZS6sQCIfwOJQELRuA5LoI6uzsMS5RBPMjTPHjSRjVGNjVlujWFQ2iMeNaALWFq1QoXYVRK9dj/xed+FqTMlAnjwwb9IEFgQZ8ZevIPzEKSSTURMmz5Hd4840zjeytc2F1Xkzh5yTQaxUIPrSFRU4EHP9Ohla8ZRNVA4X4mKQTPcCkYi4vD0UTn17ZygXOXH2Gj78di4TsO4qxrIbwwRmfDn22fI9pQLUacvKQDyZ1iQyrSJXcBk2hPG4lf/ad+z9B/Cf/Qeizp5HEtlcI3s76nXrwGXQANqBFXnliyaNUqOnTMeqzQdoCWal2E1hkMcTGA7vm5Jk50+3gh+YNrZ8/V7qZAnkpT4MeGjTtJbqkH4TTKyww/vopPDH0q04RScFqaMBQWwBNxcM6dUO1SuVYuf2UhxhMpqwrwXdXDFyQEf06tQMjvba5/CVbxDthTmmAhqI1f9SaCBW/1ppW+bGCvCBKKDAd8avlBacgRW1gI+SjTE9xhxP2QzexSQOzc0T4Uila7QuEcdtXXHf1gnNg56gWHwk4gkipEs8z4RxsChXFnG3biOIUbdx9KW1kOQnWjNZVCifGyvzxo45p4NY0Z8mkoVNiiZoFbssamTFySDiEF0DyLpL05Vjl06ME+6nmNP0hjRkzF+5HRt3HiWLaYEhvd3Rp0tL1fUvwDh02w4ysUsgkytxInB4yx15J4z/m1RBgHTEsWMIXLYSMdduqAY0Y0oO8owZCbtWLTIE0mkdn7gPTPj0dyzbsEcdj1h+9erUHMPpY/s8i7ly0wH8Tjb50RNfWofx80NpQdtmbw7EynEuogev/DzkMQgLmwJkDdG4TiUlHVi39RBuMg7aXBLO+Ddp/Joytg9akZXVhlaB3F4BDcTqfwU1EKt/rbQtc2kFhM3yI7MVxkhSUzb0hLETfVeCOcwMktGITKyTQZJq1jJlf829BAN46QxQyTQZDoa0ZYqJh0XtWij26RSYuriohps4guKE4GBqGV1gWrDAay3x5tKSZuqwczqIfdnJiHuA0qbevEOFQQJsGIbg3LtnhpKCRIK+xz5+jKT1ptbURHk75mEcLW8t5VEbsGQZIk95UFcQz3unIJn8bmoi9OKQ4IOAhUsQsmOXAtIGjDS2bd5Usf7mpUpmqv6pG0ui2MKVOzH9z3Xw8w9CC0od3h3VCzXYdPa8nvThEz/MWboFK+i+IJIIcVxoTXA4hQEIb8KdIJ7s95c/L8FK6gHjdQl/gVjx4nUi0yrs8VPqdMNpDWZMRwjZxtjIGF3cG6rGrwpsRtOGVoHcXAENxOp/9TQQq3+ttC1zawXIroXt24/gNesQe/MWdGzMCjAwgQ2hqxOBLPO2lPNA6hDTAX4wlPl8EoGqlbs7CvTvDWPqA7WR+QrkRhAbw5CE4NVrEX7wCJu9YmDBlDannl1h17q19ENleuj8/GmpRacMglIdtbA0ZVWsqrC7aYFSkRNImlfkmTOKfTV2orcr9deOXQl6xbT4FYY0d+09ck5pSaVhpCGZTQvKYl4cwiR/Pm0h/AJCmNqbgGYNqmHyqJ6oXaWsarTKziFuBJOo3d3MY7C0pM2ZMLHP3lCkBipMQjTp/FcmDclMXTM0NKKUwIYgtj1GD+xEpjlFCqENrQK5sQIaiNX/qmkgVv9aaVvm4grovNlQQxYshMu5Ej+a+iCWB6EsF6uhAg1SHpfyuwRqARUDN3QwrMqWVsuZ2sh8BXIjiNUFBinQKUA2kfGxJq4uZEw7E3QOyByIFaBFeYLcd6HbdyLu0RMVdWtkY0Pri9v3rgAAIABJREFUrIFs6OpKltXkpUWVFYSgVWsUkE1iYIf4ydq1acXXDYZZoQKv7R2b3pX0uOCpQKx4tUoYQj16VY4d3BnNG1SHmdnLjzfzd8Y/XyEA9eadR/iILgoHjp1X1loylJxAPHTls8lt5FMqcggBqxKpG0PGOJKOBu60zfuQHtASq/vso5wVh6XtQ6vAG62ABmL1L3eGIFZmvgnPPAtTnvOGyhhbG1oFclUFeB8Hrt2AQIYfiM2RyolPfSiK9ytttAy43GpI9lV4H7nv4+J0cKa1UYFxoxTw1carVSA3gliZxITu3A2/Xxl4wTQt0aU60uoq73uTMqVJTQwPV6lcwQTEsbTUEoZf/Ght6tambVYP5TyQ3og87UFZwVLG0t7ifRurImgdu3aGQ5eOaYLfV7tKf3/VFc/7mDp7NY6fuQJxXZBmqmHUznZs3QBWtKrLriF62P1Hz+PnP9bg3OWbbECzViER8fy9uCnIJFNF/PIA6teqpOQakp528eot2m2FM5QhL/rRLmx4v/aw/csLN7uOVtuvVoHsqYAGYvWva7ogNorduRcvXsS5c+cQSjZBhjPTbJo3b44yZcq8Eb9A/U9F21KrQPoViDxzDoFkY2Ou30iJ+JSsewIKI+pak+wdkPDwIZJpRC+MqzA+CS6ucGFiUr5Ob2mlfY0K5EYQK6cbyUZA7+9+QoKvr3ItsG3VHPkmT1SsrL4j9s4dPJ36C6KvXuU9lwgTWrVZ0bLLsXsX1TCoUrrSGaKHDWayVzAZWbHfEjBt17I53D54l2BYvF6zZ9x58ARzlmzBjv2n4Ev9bLnSRTCgWxv0ZZNaKjuaHe8sethFa9jUtWqnstkqzqSwQgXyEqg+UrZlFgxhiFUOEkkYPagTendugVPnr2Mmdb4PHvnS49mY4LaiCpiQoAZtaBXIjRXQQKz+Vy1dEHvv3j0sX76cM2FjmmPbKiDrzYd8lSpV0K5dOxRkY4I2tArklgpIM5YsEQctW4VEsU8i82pRujTsuUxskMdVJXtFHzkGQ/GDJZC1atMGzv36wJr+sdp49QrkVhAr+umn039FzM2bSIqMhHXtmnAZPozewBX1ZmPDj5+Az9ffIyEwUFmyWdFKy5XyFMtq9JzVc7076uIl+E77heEI95DIpXORuOT/5EOYMF0su8aTpwFYxsjXlRv345G3H4rTg7VHh2YYMaADPWZtsvxtRat7g8lgD5iCdvT0FVwlE+wbEMyms1K096qjQOzB4+fx5GmgYmbLlCiETxi+0MW9EW7df4wp38xVYDaGbHXhgnkxSllutVB+uNr4/wqI1N/r8VOcOHsV+RktXJ8yEQm7+C+OMAZiXLp+lwx9GGpVLYtC+XNPJLgGYvW/IzMEsQcOHFDMa/HixeHPtJsNGzbgFpe2OnTogGbNmun/TtqWWgVyQAWEXfNj5GcMLbKkYcTOvS2ti0bAmAlNfoyZDVq+iklJsbRSysPfj4a9e5tXbqLJAaebIw4ht4LYeAZliB414thx6AIClMWa+ALb0SXA0PLv6V0vK7R4zIokwX/2PLKoQcpL2L7DW8g7brTSX+s74h89gu/MWSqOVvS1VrVqIu/4MSlSBD2BsL7vlbqdSAg2MGhA2Ni7BJgF8jqjY5uGmDyyB90B7DO7uzS3D2ET1/krtyghOEfpwlU8JGAW+ZoRG7UEhIgW973RvZSMQLY5f/W28tyVON/ObRsxDjevSkZbQOZ2OUH3nftPlFa2esXS+GTiACWDyGiIf65YowXQI1cS/KRZTGy95H2KkQm2o6ThvzIEHC1dvxu7DnqoCUBvAv3IqBhGJEfC3sZaAVs5dz9OIB55+yOayXN5nR1QhHUw4+T++SF1f+Ljr0gumeRkVZKbxDXLtRDJV37ed5Kg+CpDJkGbdh7D1n0n0In3bh/ayf1/3PKr7PHNvUYDsfrXOl0QK18m8ZJK9OwLO5JsxLZt23D69Gm0bdsWbchUaUOrQG6qQEJAoEpECj9yHMZsrrHv2kmBEhmRp8+oRpr4x49hVb0anPr0ei1z+dxUl+w81twKYoW5D926nffLNhUDK3ZqdowYdqJO2tjBIcOSCfsasnkrgtasV+DTrHAhalk7w6l3j0yBT91TX2W3pcA0pQ2WlSupZkMbMsPC7mbHEGut3YfPqOCD67ceKFurNk1r4/PJg5DXxTFTbynNk+JwIA1Zwvql2nlJTO/mPcexZO1uPHj4lDHOiYiLpyadgFWAVBTBlXvzOpj2+Wi45XFmFG6csvyS11uYm8Kc5y7byRDpwbczl2L7vlPKdkuO97sP3ybQbZghuHpMILaCdl4C7CTu1ozesyYmZHtLFqJkoTOqlCuRqfPNqRtL/SVE4tc/16My09mG931LaYvnMWr49IXraNmwhtISJ1JznFqP4NAI1KxcGj0JAOtWL/8XkBV98mXPu/hp1io4O9hi+hdj/wrHeN3zP3XuOlZtOQArSkfGDulKYO38SruU85BVhGnUV0dGxVIr3VIl6OWGoYFY/a9Sho1dz+/Kh5GJa9asQQQ9DEVOUL16df3fSdtSq0BOqIA0KtLiSOcfoBpjTNzywYi6WBlJ0dHQ+fBhGhlFOyNHxcam1TmeE04ltxxDbgWxkqgVeewEAhYsQgxDLozs7WFdtw6Z1FEZhh7ItYm9cxfBTH4LO3BIyREsK1VUbgSiac0MEytgOJhNiWF79hFMP1QhGw5sCrNv0Uw1iWXHEMDjceEG3v/mDzZN3YGVlTma1KuKnz8bkylQkcjPm1z/vUfOqkbJJvWqKGsvSQM7cuoSvpq+hOlm95QbiMgEJFxBAJK8f0EmdA3q2RZjCCTNCVrTG9LsNWPuOixgFG1AcCgsLcwwilZbQ3oxTII+vemNu/T0nbuc6WCUIzSrXw21aCMm4NiOqWYSovBfSQETb935q7bjOOUan04ahAbUDl9h7b/4eRFB7A3VENerY3Nc8byHrZxcFCuSH0UL5uMk5j4Z2Xi8O6InXR9SdMZyjc5c8sQH38yBC5nalb9/+sqM6YvX5vDJS0xr26Iijz/jcRYumOeVb3HxOF63/RBWMcCjLu+7D+l1nBuGBmL1v0rpgtjY2FjcYWOCp6en0sMKeJWf1vRKrFSpEr/Ysq+xQP9T0LbUKqBVICdXQPSN/cd/qx6YUz8ZSb/RXjn5cP92bDoC0Sff/wTRpfIpDUumsxX47COYFs5YJx1z8TICli5H5IWLKqbYtnEjuEhYAXWxmRrUb4fs2I2g9RsRe/s2zIoVhQNlCU6d6VBgZ5epXWVm4wePnuLt96bh9PlrMGRDmSzhz5/2AdzyOum9G/F8nTZnNdZsO8hVvQTF5n46cSAKkF1bs+UgJnz2mworsCDolEasemT7Upfv3biUXJ1BDMUL59Pr/cT/dvbiTTjJ6F9hUhvVqUImr4s67vSGNIQtWrMT9x/64IMxfVCxbLG/bX7u8i1cvHZH6UfLlSqM25QsXLt5X8kqZIldlq19fANpPWaKSuWKk7ktjqCQMOw/fgFerKEsYTeuWwUVafslrK8A+gfUpVqyqc/K0oySCDf+vbLyuRVJhUweRNZQlclkTepXhY2VBQ4825eri4NyYxAHlYa1KyqtpwxhTCWi9xLjjoWhrs3fS+2EsU4d56/cwcLVOxjekYjPJg9GPoJ78QHeuOsY/ly2hfZk9dREZdfB07hx2wtfvz8UNcjCzmJN5y7biklv91A6Y/NnFmsi7fjspwVqkjDn+8kqsviox2XcIituzWOWEA2pfQwnL1K/YNZEpAL+fE976qrlnEtT2yxs8HW+3zGC65CwCG4XzrCQJ9Sw5sFH4/up/UsAx6ETF/HENwCOfK0cZ1ky5Q+f+PP+vM7JTwqD703NdDHeL1JvF6cU2ctTNiZO+XqukoXN/GY8ZRM5H7cEhUTg94UbmK63V913n1EaU5yTCm38swIZuhNcuHABHh4eSg8r2hcbLsE2bNgQFSpUgD2ZidcdMuMWyYKO+jH5/9rQKpDtFXhRR5h636X1+2w/oP/uGwjjJkzeyA9/wfWbXvjy3YGY+HY39VkXNidHDwK3RDL2QdOmI4bOFgZ8+JvQ4spp4niYkVVNFtN/uXde/N6S+4hL3rFHjyOc0bHCnvILDpb0eLWlFMEktSFWn+87sYEjAI46eRoRlCXoSCgY58sHq8YNYc2kLyNp7uJxZfWQWNrHPgEY+8lvClQl8lpVq1gCv349HiWKuKnrl973tegZdWTBpLHms6mLlZZVyiLM3heUJDStV1mBp09/WkQJgU7ZdvXv1hIThnVV4CP1/hDLLWHT0nuvlI+tgQI6f67YgVWbDyh3kXyUIIxhI1q/bi2eHW+Kx2zqSLlMhrjn9RTL2cAmALAxga+AR5E9uDjZoSDB9nymnC2gY8Lkt7uTqWyKLXtOYu22Q7T3KkSAaoEzF2/iHgFwdS7Rd2xdXzWdeVy8pRjAwKAQGHPFp3n96upvMSSGNmw/jIusSzABvjBu7s1qk23upMIbFq3ZzcneXeV9W6pYIRULLLX6esYy7KTcoUGtCmxu86cWNVClqI0ZTDkUQdmuw2exm3/3p7+x6IkLs87d2jUmACr/TE6RjEMnL2PnAQ/kcbany0QLNRkR9tuTvrzjeZ2rVCiB9i3r8np74vjZ62jVuCaBd1HsOHCaAPKCOv6B3VspOYkw7BcITL/7daWakHxOkHWYIHTr3uPwJeMrk55CbnkwcmAHBfQXr9mjGvesCdoF4CckJKNDm/roz+MQlnfZ+r04SmbeiEBT6iW+v1XKlyBw7qbkHZt2n8DuQx6IZl3E41tkAfJzz8tHgWzRMRcrnFd5DEu0+AiGXrRtUlOl5knvw8TPZuEur9GX7w1GhVJFuA+xUcyZ3z9yfqJJlvtuzbbDSs4xeUR3ZScn2nC5T/6XRqqtq1i7vkx3naGcQHQlcVxWk39DQkJw6NAhnGGCTKtWrZSkQIDt6wzZbzi9FIXhFSD7fPzh6+xXe61WAa0C/34FbKwscZZM1vvfLyRD8wTvjeyKMQOpu1P+01kPvrL0jMmskRqCbt0GJBJEJvP7z8DVFSYd28Gofj267dumAMgXHyoCbvmFmyjpXKvXA9FRahvj9vy+7NgepKleDn5fdvCyL07yk27ehm7tOiRf8wRo02VIEG1Cmy6DokWoW4jN0tOWnQmofPDYD19MX8brd0d5s5bhQ3TK6B4EayX4IE1Z9k9rCHDx8WNjDcHH5r2nmRAWoh7AYs/VokFVdHNvQBnBfUyfv0npZcXxYHCPFhhIICvb6fh+qUBWPJvTGwJGDRglLWPN1iOYtXQbohkXLaNPxyYYOaAdrLk0LffciyBWQM59MrFrtx/D4VNXEMdnkAWvuw2vUaPaFdCzfUOCx7NYsekQhvdpg44t62DvsQvYtt+DnrScTJBBPn3hJuUOJhjVrx1rVIhg7jJ2HToPRwcSPrXKE+A+xYWrd1GRNmXd2jWAE39/4/YjbCegvOTpha5t65NVLEiG9iJuksV0b1ZTsbfb+R5yvOMGd8AW1lDeU86ndtVSBIseeEKw2JV1dHG0pUxgD4FvNN5qXotsZzS3Pct0tVLqsyYgl1MOHPG4hmP8ccvjqLYTJlaapsQT+JOpS1GOzOaQXq0IvCMI0o/iHllkkVJIb4xINOS4OreuRxDroNjzq7e8MHPBFjb9OWFU/3Y8n7NsyApR5yLX/sDxS2yoqo/yZK837T5JF4knPP/6KJTPldueUf7D7wzthBu3HmIjJwZNyMzWrVqGYPcRdpNVF8/fIT1asSaPsX7nCXoGWxLYFiNL66PAfzWCbifqcVduOaxcKPp1aYZQNgMuWbefbHpRXg9KSQi4BfR9Nm0pbt57gonDOqMq9yHnnVO/f8x5//nw2q7YfIhNaadRlpOi4b3bME65sAr3kM/i/8qQz74pJzFCnsrPy9ICMwSxLxbrwYMHmD59Otzc3NC/f38UKMDkmNcY8iEV8Pp8oMJr7E57qVYBrQI5qALC9AgTO2LKDJX+9DWZkIlktATU5XhGQRwECBAjd+1BxDambd29CyM2dFk2bQQbBg6YCqOaFhPL5qKwJcsRsmgpBYQ06edD02HYENjydcnSjKQvmyIIjdsmsNkwiMELMac8YGBlDdMypeBEhwLTUiWzhYk1Jnj25hL5e7SuOuZxhThapxjGD8b2JgitxocJvZTTIYTk7xev3VWa16tsDEsWwCsNW/wR5m7UwI5cNo7A1DlryNgmoDCXjuV3fTo3U9tm9t4QhkbY331M+fpp9ho6KjwhaxeLtmQ5x5KtrMzmrJcZOQhpIjKCZRv2URN7gyxzfqWDNeTxlypWgCC0Apau24fFbD57hyxxj/aNsY3NYxt2HFXLu9aMxb14/Q5ZQDd8TL2laHf/WLpVsaatyWT27txcaYLnrdiuGFDRZBZwy8tmqi2KFW3GBLSu7g3pyuCL+St2qua1KWP7KD3wlz8voXPDbfz06Qgu8Z/Bfp7bZ5MGKBnBn8t3EpReRjMuq+cjKF2wahdtye6pY47lpOf+Q1++fw0yeD1Qqjif0Sz/wVNkYun768Kmt/5kVPOTqRaW8io/lxPIVFYuX1zVytjIWFmaRcXEkU11VU1z4lIhgHRIzzZKCiDMp5z3tzOXq21k2X/rvpPYR6lELJlVkQUEUeIwqEcb1r64klb4+gdjwvBuBGNFVLOVyAO+mzJMWartIWj98ZMR1COXJuC/oxhpmQiN5j1x9PQlsq1bFJEmk51wJsjJZ0qkFrLvpWRxRbrwyYT+CsS+/e40zvNs8PH4vijJesi9MeGz39Vk4usPhqB8ySJK85xTV37lPval5OLPlduxjkxs6eKFMX5oZ9SplhL5nFOPO7seO3L9hIUVwjRTTGwYTbbv37+vlvrFF9bsWRfstWvXMGvWLJRllni/fv3g6Ji5TtXsOlFtv1oFtArkzArkZk2sVDTqzFkEUhYQceo0jNgHYFW+LFyHD4V5VXq9pjWiuFS8YDECVqzimrWRcjPIO2Yk7Nq1faWLlEwLpMdffsMmsYMwZLqcWbEiKPQFm2nKlnml/enzogCGC0z6/HeCp3NkNuMIkAoqu6sOrRr8pYtMaz/SoLWFzUGimRT7KmGXBPMm8fcC9HrSc1aY0RXr9ylXAmkYGje0q0oEe50hnrG/L9yEXQdOIZDaSgGvg9ncJZ3p4lrwsuH12Jda0Z2KBZVGsDZNa/1ts9kEcPOoCR0/rJsCpdIktJZ63trU70qi2GUu/wvAF/ApQ+y+NlMq0YjM4oDubZSF2MJVO5QN1ZjBXZSmdT3ty8S+S2QEoh+V9/6FrgGB1JV+Ommgap77fOoiLo8/xMyvxmED93fk5EVMpVND9YqlMIdA+TD/W2KAi5CxnDlvHRnlp2hYpzIiCPIecJm9BZfbJRDCLU+KhlnY4IVs7BIWVVwmxL5KhicB68j3fkb1yqXIWnfEI+pMz1y8gXYt6iqN7wIC8Pk8/kkExN3aNfnLESJVE1u8cH68P7o3pv6xmtKEh2Q/nSjt8KVOOEA15ok84xCbtULIvE5ic5joisVJQoD5DLoanDh3lczvYXz5/hC05PmILlgau/KQKZ48ohfP8wJ+pT5UNMRSZ2lQE5eKpgSx4gk8l9enecPq+Pid/sqFoPeoL8j4W+Mr7k9q7u1LTSwbFEXa9MvX43JFkpvSxC7agBWcXJUl6JbPnTTiaeOfFUiTiRXpwKlTp3Dy5EkFWIV5FWB7lckzMdRoderUCbVq/f3DrhVYq4BWAa0CL1Ygt7oTpJ5HvK8f/GfNQei2HTAkiDVmM5U1AwfsWrWEeYniMKLH8ItDWNtAeg6HksU14HKYeYlicBk8CDaNXg2kJVPS5c0Gs7DdeyH+s+KqUeDjKbCqUzvbbjgBnx9+N081IkXQ7ko8WUf070A2sgmXcdNvKJPwgnkrtmHN5oPKa1SWQRUdSO2qsGAlipAdJMksTUDCrtQkAyd2VqLDfJ0hjUObdx1nM9kqPGITlYOtDRnEBgogybL6y4a4E/zBxqYTbAhrVLsym5lKKVmbsHkCgs+yC38GQaIwkLWqlFGgVXSkTelkYE8HAwGp0qD0BZulREt7mozu2q0H4e0XqNhaYSBlWbQNNazC2Mq+rpGdbt+qPpe2S6jGJbEEO0HwJglpRbmNrGDcZXNTOQIYAaI/8XyOkkmVxqQ61cph5vwNyjdX/E8b1alEtniPYlRLlyjI53Oc0hm3a14XHbj8n1J7qCauBQSxh09cUh66DWpXUsy4yAkGsvGyFpfyPxjbl1KHh5wIbERhJqU5UqrgSdlAAbKtwqIKUy1DpCQel+he8dUcpd39cFwffPzDfAJpH9WIFBYexdjgW+jarpFiS/cySjiQkoQp3L/obD+ftlDZoc36fqK6L35dsFFJKKTe/oHB6lpITT9jE6DUT1Lc5H4UCUcApQR5CcxbNqpOmUMYvpu5DG3ZMPjDxyNUqlvXYZ/w2tkS/I9Xk4G1Ww9hNXXSDXm+7xFs54ah3AmWbFJhIwJixZ9Z6iorHNr4ewXSBLFCWXt5eWHlypV4+vSponNFGyvJXe7u7qhTp47SKmhDq4BWAa0C6VUgt4NYrm/D/8+FjCxezrjTRBg8W9Yy51K+Ax0CbJvT6oqay78Gvzsjyd4Gr1qLiJOnVDCCdZ1ayndYbLZeZQiI9ZszD6E7diIhJJTRt64qNMGuVQsVRZsdQwznP5u6gKymB8JoO1eARvh9Ordk/CyXovn/0xsCUGbOX6eYOVl6FqcBAa8CSOTZkgqsZOlblgmFZRI5gYDI1x0ebLSa/MXvquNdlqCbcsl9xldjyXy6vXTXkk62mszqHvriSsCC6GQFRIqsYDzZ4XwETIu5vL1j/0nVZCS6XglUKMcGIdHPSsOSgCsB+LIELud7lLrYpc+FLwjwF89bYX2FZTxH4GvJe0bcA+pUq/B/7F0FfBBX+hwS4m4Ed6e4u0Nxd20pBert0V5d7tqre6E4FHd3KS3uLsXd4yFK5D/zaPpPaZCEACHZ9zuOkqy8/fbt29nvzTeDp3u0JMh2NmBUHw0CgQJd/bh8/wRVGz4hUJO6x5ukI5SjesIUghsBvWakDDxJyoQ+GgR4tjKDKmteZWg7tqxvKvWTtzWkJPzIrGaFMsXQi9npYoXy0iDiAt7+bKS5nlcGdjXqBVPmrTa6uSrCqkrgLrvhquVL/qUFKxC7nwoN34ycweI3AlwWYM3jx8MsFrzpuvKSDhEZGWOy0aItqF+iGAzo0cqcUyoSys6+/XJvQwWYyvPJXCOMOr36veIoIDqEhXl+Pl4mJtKuPcviPW/yYHuw4E3ZV31Q/EgAXJ8Z6FdIU5J5xmsf/Ggysa8/3wMx/ID6ZtRMw5HWuFX29nFoFoil7TtrJlTgqBUbjSmNiVTRCXSjxVO9cuUKRadp0flnNaojU/o5c+bkktCdPb8fh4Fi9dGKgBWBBx+Bxx7EMkQRe/chcApF02n0IqUBNQFaV2ZCcw59FQ75/9+CWz8PWbYcwbQxjjp0GLYsSPBo0RzeVBNwoLpBWpqyrwFTZyCE5gmx584ju68PfPv2gmdrFpkx2/ggmrJa//32FxYYbUYIAUgO6oG25XL/IAriK6N4p/bT+Ln47CcqM1BeSUoHfbs2N7qfAoMRXMkT51ZNgE/LvKo0H8SlbGU677dJGuzdz8dS7klL2OFm+f0dWtRKdulW1ymdS8vrknUSyBJtQllTvSxV3CaZJ/0dyN9LqimJDiF6hP5ouyhyQHVcqSokmS+IF6pMbBjBqIqItHTvyeIjuWMpI3qdRVi6doFBURIE+nQ8fTjoPHE34qm/6mlMHpR9k4SX+LIC1AKp6o+OpeyyMsYC6/pA0D0Tb1L7qugpKc5JMdXxBdjXkCLSieoFPQlOVVgnIK/jqthLWeik643hsr2yxFJ6uNWeVrFSFb3un/YTANW/dU3S6VWxnagSuv/XjRNavDmWrlNZVW0vqoMLecVhzKCLgy2agDKyiqf6kYPXoQ8enUsx0DU7UOJL+0mKTeYUOqf28WcRl4qeztFpTDFT4k2KDfOXrzfjtkf7RgYMPQ4tq4PYRCYO9hw8YT4cg0MjjL50Az6/KTmupbqw63EYAFYfrQhYEcg4EcgMIDZBblG0Kg779VdjgHDjylXEU1VFmq0Csa5Vq/xljJHIj/8A6sPK6UvmGeLD+lAf1ovKBDJMSEvTMUOodhA0Zx6iD/9hjuPVoS3/tIe9ZLYeQBOQkWPXwpUbTUbOi7SJRnUrMjvZmRXnBW97RgGJ//0wCV//PNMAHJkGfEF9YAEwLTkfI29VRWECGioYk75qBy6Lyy2qDIt+7rcJAEh2ad7SdUaPtThVFZ7q2gLdyWf1vQsN4n7PndH3V9wl0bWLkmcC6JKxSi+72Ix27QL9B0mF0EeD5MOSOMAZrZ8p9Serg1jNC8qgq6AyKaP/AbniytLf2iwQ+ziMaKuPVgQe4whkBhCbFP7YCxdxbfwEhK/bCNnS2ufJQ5oA3bNoAGPreZMnKsB5+ZvvEbx4qXGBs/P1hf/Lz9Opq4mhIqSlydFKtrNBM2YhYvtOZl/d4d6oAby7dTG83AfRJIH0NavIVaQkiSzJTklEX8u0ym7ergWGhBrwK81WCeMXyJPTVJ6XI9/xy+HTqA+7jnKNYVzNczDcTWXm+nZ+Es/0akUeZtrdmZL6o2zdghUbjUD/7gNHTdZOmqqvDOxy1wzyg4ijdUwrAqmNQFYHscrcD/7310ZTWSsAKiod+eVQalX/c96xQGxqR5e1vRUBKwKpikBmArEJlNwKZoFX8Nz5dM86ZripHrR/9e7amZJbN7MEAq4XP/kMISzCkumBPc0Jcr/7Jlyr3UfRElNokfv2IWDKdISvXccCM2e4VKkM39494VyhXKrux71urOX1H8bOMVxFVYQLbMpV631mRGQde7smHuwdbPWAAAAgAElEQVR3o2dSs/U3I0FVgdXpb7OgpxblqhZThum/303EUVboa2lQy8fGIrYvLWLJC01yWbrXPqa0nZbpd1Km6ePvfsGvG3bCg+BbVfb/e/tZUylvNSsCGT0CWR3EahXo+be+NQonoqRo5ef7j182RYK3NgvEZvTRbPXPisBjHoHMBGLFd72+dRsCJ07B9e07qEzgARfayPoNeApOlN5SE2f1El2+wunYZePkBIdiRZH7zaFwosrL/TQ5f6m4LIQZ3myUPHQqXhy+T1PxoHaN+znsbfdVkdOwCfPpPPUb7TyvmeX//MyqfvrWQOqbVkpxPxVhbGbBkZbzVRjkwYr+hjVFQeiISuWKs7DpEl77cBgdoQ7AnlzJm25dTka+SfJWemGlRwsICsPr/xmOOUt/N7zQPDn98M1HzxvurdWsCGT0CGR1ECsr6Nf/M+zmHELus+aOz98ZnCLdyAKxGX00W/2zIvCYRyAzgViROWPOnsPV4SMQumoNbBxZuJKHmdahr8GlelUKGSQgcs9eXKWSgFn2p7uWMqY5nhsEx0IF7+tOxtPV8NrY8QhkgRfL52HvnxN+g58hlaHpfR33djur2GbkZMpksRDoHOWqlOH0ZhHR99TabNEoZeCsiuIl1GgdNWkxq+f3wYeFPJKBGtirtdH4vM5q4++phypd0CsqYFJxHLPK71LjU3qu6SUhpH588NV4TKZCgAqIVNH+Niv7u7VrnG5A+YEE3TqoFQFGICuDWIkI7KFRyvuUYdNKiq+3p5EX+3Bof0MruLVZINZ6ZKwIWBF4oBHIVCCWkUqIisbl735gkdV8Oh7ZwIbqALleewWeLZtDUlhh69azsGsqovYfgB2LrtwaNuCyfw/YU9v1fpoAcsD4X3B11FgehnqrzPKKa+tNma8H0QRiR1PoXhqbArE3CAxVqf81Bfe7tGmY4ilVkDGZAu3S9ZSDlCrG+1Mmqk/n5kaiS6B1667D+HzYVDo27TKgVZSDr95/Dt0pm5ReTdXNY2g6MG7qEhxlIZkksSTLNKBnayOAbzUrAhk5AlkZxMbFx1Ez+QCLQ6fQ+GIvOe1+RkpOGr/SqrZAbEYeuVbfrAhkwghkNhCrWyQgGUgd2ITICAMmffv1gW+fHkhkRbQ4s0FzFyDm2HE4FCoIzzatjDJBdp/7dzcMnD4TV4aNNGBZZgH+L70AXyofPIh2K4iVC5dArLKm0vuUNeutTXJT0iGVZqmUAQRcX6VIflc6dAlIqikz+tmPkzGGAFOcWDlXffvRC8Y8IL2asjlraHU6gm5Ov23ebYrI6lR9Ai9Q97UOszpWsyKQkSOQlUGs5gRlYL8eMZNW0AeNBnO75rXpbtfRmFdYIDYjj1yrb1YEMmEEMiOIDV642IDYWBrCZKMepUfLJ+H3dD/+t72R1xLV4MaFC3AqUcLIa0lJQG5f99uCqRN7dcRoxNE9kYKchovr17+PcQVL73YriE0SHZcBwDPMaEo669YWyariD7+ZgNnk0QaSlypb0P+8/hStamsb3c+ktopuU2Po6HWGmp4Nqf84sA+1Z29jRpDW65IT148sTJsyb5XRTi1ASSllc7rQeMBqVgQycgSyMoiVushSUpJ+Gj/PuL4VL5zXrPw807OVWdmxQGxGHrlW36wIZMIIZEYQe30Li7uYFY2gM5cUCAzvdcizRk5LVIPwjZsRT+tu5/Llzc9dqlRCtnRw1gpduRrXxoxH7PnzxmzBly5gvgSxKjBL73YriE1gdlMKBeKuiuOqLOutTS+gl9/7AQuWb6SJwA1ju/rj/17+R/ZTIvUyJUgSvJcDWEpGBPdzTdE0Wvh+9Cx8SctWNbltvfh0R7zMzLCE/a1mRSCjRiArg1i5rs2m89s40oH20RVOXPredFvr06mZMcuwQGxGHbVWv6wIZNIIZEYQG3PqtAGxMiBQRtS+QP6/KAMBk6ch5sRJxIeGwZXFXrnfedPQCtKjhdNo4dqESYg+cgRy8fLu2N7IbNnlSX+e5+1AbOfW9Y0xQami/3QfkxPTc299R6ekLbCzz05pnEIY/tmrtEp9MFq2d4upaA2ybA2gWYOcqcStk1lDzSplMq3I/91iYv0+40cgK4PYq4HB+GXGCkwjF//IibNm7tBHc6dW9YxSgQViM/74tXpoRSBTRSAzgtj469cRRBB7dewvpKYmwoaZUFnP2jDbF0WAGR8WznuYDR7NmiDX0FfSLVN6fdsOBE6aiog9e5AYG8tishYmE+tAEJ3e7VYQS7Mnky1tVr8qLWLbomr5v1vEJjIOh46exhv/HYnfNu02lqjVK5WmNM4g45r1KNruA8eM3Neq33cYy1I/Hw/06tDU0AocHdOfgvEortE6Z+aLQFYGsRdp1zxi4kLMo8nKydMXUIVW1C8/0xlPNqyWom2wpU6Q+ca/dUVWBDJUBDIjiJXUVsiyZXTm+hHx4dfJSbX7y41LGVL93rFUSWZKOxDINk6zU9etNzJy3wFycafj+qYtVEmIgnuD+jRa6ESN2tJUSrA1/WCKMV3u/60gVvak2antWpNGB0P6tUPDWhX/dp4bdCpbv3UvM5+TsWXnIeTK4YMmdavgrZd60onrwVjj3u1CRSmYR4cwZWMv8eUYeyMerZvUxDcfPm9scK1mRSAjRiArg9iz5Ml/RxrQ0jVbcPbCFdRiQeabNEupX6O8sbG2MrEZccRafbIikIkjkClBLO9XzMlTdNCahrA1vyH+ejhsaEAgy1lZyzoWLwYvLvW7169rLGLTq8klLHDmLITrnASxKhyzL5jfnNuelAIXuoI5lWSGNB1w7K0gVoVZUiR4omQhVgp3QJumtf52Wcp0Ll69ieoE86jzeMyoDnRoUc8A3kcJGPcfPom3Px2NXbSglQtZnWrl8MGr/ZklLklQnjYb4PS6n9ZxrAikFIGsDGLFlf/8p6lYvX4HLtIpsH7N8vjgNT2v/FBP4QPdysRaz5AVASsCDzQCmRXEKuMaTe5r+G/rcH3HTsQcPY6EG7FwKl2a2q1t4Fa3TrrRCJJuUOzZswicPQ+hS5cjISLCHF9yUom0w83u7U13sCJwqVjBFJo50insftqtIFYV/nqHSHHgBcrd9Ojwd13XgKBQTF+wBhNmLIesZ2UV2ZvFGL06NYUPzQYeVbt4OQDfjJqFJQTY5y9eQ9nShY26QqdW9Q3lwWpWBDJaBLIKiI2iJKHmiiPHzyJXTl8DVC/wGX338zE0S9mPoJBwNKpdEf9781nz3KbULBCb0Uav1R8rApksApkVxCbdJhVwRezaDfFVEUcb1UoV4VavTrpIat06FOKuBSBo3gIEzZ6LBDp4GWktgVhtSFCdQJ6sXQ4/uDVoAK/2bQlkixhDhrS024FYb093w1EbQMmb5O3CpQCMmrIQc5esw0lmUyrTKnJw33bM2NaGm2v62Mmm5TpCaJ8r1zEZMBz84xTy5/Wn5FctvPB0J9rR/lN3Mi3nsPaxIpCeEcgqIPYgOfQ//zKfgPUACpJy9DY1qN1dnfHqBz9SXusoeeyR5MJWx/f/eRH58uSwQGx6DjLrWFYErAjcWwQyO4g1UaBCQSKr34kojSVseshppRTdhMhISKP22viJVD8Ipe2towGx5g/TpJLdUoZYWVnXOrXh07kDHIoSyKZB3is5iBVPLXt2gmGew47HklTVa4O7/W157+SZi/hqxAyspgbsBWY/61R7AkOH9EA9ctnSWz7r3kbeza2kSrCBWZ1Pf5iMTTsOwIsOa9UrlcInbz2LEo+o4Cw1/be2zXoRyCogds7SdXiHVJ+rgSGGAfU+aQOaN/710XA6/p00ZigyOhjxxVADblNqViY26z0f1hVbEXioEcgSIPZhRZRgOYRUgis//Yw46tDKLUzAVaoIdrlzs8gsHDcuX2ZvWITl6QH3hvXhSbcwp5IlUt3DJBArqZvzl66ZoooEnj+WL5ZOrRqwwr+70YFNalIm+OCr8bSVPYTA4DA0rVcZHw19GuVKE0SnU7FZqi/izx3OEYS/9tEwLF+71fBgixXMjR8+fhk1KpdJ6yGt/awIPLAIZBUQK9e+dz8bgxiuIMlM5Tmu3FSvXJqWs5Nx4vRFA2w7tqyH7z9+KUVlAt0AC8Q+sGFoHdiKgBUBRcACsek7DsJ+XYtLX36DuMCgm5lYZkYFUmVvG3vxEkIWLyWQvcLscDxsPT3h07Ob0ZJVwVlqmkDsKLpqTZ27hqYEEfD0cEVAYKhZ4pPaQO+OTSi11Z4vl5vGAbv3H8Mr7/9AjttZXI+MQhu6dH33nxeMSsGjbhF0ElNx16zFa6H/zk1lgo+GykmsjiW19ahvjnX+f0QgK4DYWK6QDJ+wAF8Mn4IbsSyI5UJP6ya1UIwOXVOo73yJRV2OjnbozA/mT98aBGfnlA1KLBBrPUBWBKwIPNAIWCA2fcMrea3zH/7XgFilKhzy5jVAVWoIcUFBCKIdbsiKVYZuEM/iL4/GDeH/3OCbhgup4McmgdiJM1cQwLpR6zUvtuw4hGsUI1fWpEKZYpTP6oUGNSsSR9sYXttzb35trGQTExKNvasyKC5OBNppaNLBjb1wkdcZCFsvT6ov5CVoT5vTVkzsDXLvFmDS7BUQ7cHXxxP9uz6JfvyTkvNYGrpr7WJFIN0ikBVAbCALQYfzmRwxaQFLCeKMLXUZKp/48dncSbvZUHLZXUkh6NauEd57pe9tXfYsEJtuw846kBUBKwIpRcACsek7LqKoFXv+408RS2WERIJYD2rF5nhhCBwK3nTQij50GFfH/WKKzRJouuBQpDC8O7WHV4d2yGZHHVk1cmgFcKVqkM3OnkVozv/I1BoQO3kRxk1fSv/yfKQHVMG6LXuxfc8fRqrKx8sDDVk5/Fz/9nTVKYy1m/YYy1lRD1ydndCT6gUfvzkwzXzYyAMHETx3PqKOHoUjr8GnC+1in0jb8n88KRdLqDs5atJC8mIPstDMGY3rVsILT3VCpbLF0vcGWUezInCfEcgKIFYfkz9PXICp81YjPi7e0Hw83F3MfBEYHI5YfsTqY7MXV3xeGdjFWF6n1CwQe5+DzdrdioAVgTtHwAKx6TtCRBUInDHT6NPaurnR7KAzPFu3+Kt4S9JbIYuXUMN2Bm6QXmBDQOlWtzZy/utVFnx5mSK06OMnEL5xE6L+OAL73LmYrW1kDBOSGyUkB7FFC+TBM7R+jGXR2Pjpy0yhlCN5uF6ebmjVpAa6t2uMM+evkBM7DhcIYnNyuV5e52/QGSslgfK7RSQuIMDY+gYRxCaQvmDj7GwoEd7du8DWJQ2yWKx7O3DkFL4bMwtzqJ7gxBeili3ferGXqX62mhWBjBSBrABidx88TmeuBVi8apPh2tupIPZP7nx8fAJXe+KNYkHfLk9SCaUl7JM+wG+5URaIzUgj1+qLFYFMGAELxKbvTZX6gLivsafPIBs5sY5UH8ju4/3/J2GWNYrZ2Itffsus7CEjsWWfPz88mjc1GVhRDm5cuYIY7n/jylVko1GCd9vW8Bv4tAGLSS05iM2XOwf+/XxPU6Q1nXJVI/nykQJBdvJx/fw8UbdaWdjSMWzl79uZpb2OwgVycbm+BZ7t3ca4fKWq8eUlGbFA0iJiz54z4FzFa9K+9enTC2410wY6xYX99McpGDZ+rum3i4sT/v1CDwzsmYY+puqCrI2tCKQuAlkBxP7OVZ2RpBL8vnmv0brWM2k0r41eIOcpAtvSRQvgqe4t0b19IwNyrUxs6saRtbUVASsC6RABC8SmQxBTeQjxZa8MH4XwdetuZjLJS1XWNp4FWvGhIQbMiloggBgXFgbXmjWQ+63X4VCAlIQ/syHJQax4o/9+vhcacQn+FJcBJ89ZCcnjXLlKQEyA6eXuSs6aI6TJKvvZJ0oUxIAerdC1bUPyZe8dxAqgKzt8deQYRGzfYZzIknRwbZg99WzVEjkGDzSqDGlpI0kn+GLYNISLSsGXZfsWdfHSgE4oWzJlIfW0nMPax4rA/UYgK4BYZWD1PO6iu18SiE2KmzKzcczGVihTlMYkrdD+yTq3ddezMrH3O9qs/a0IWBG4YwQsEPvwB0gCua5hv69H4JSpzMoegS1BrMlyEGCCoFMFXjJKUJZW2rOOpUshx9P94FqjBjOzN7lnt4LYfw3qRh5pZZNZPX76PCbOWmGMDa6xQMOOP9NSYAILuvQCkvPOoD5t0LxBNVOwca9NmeGAiZMRtpa2ukHBN80ckpYYr1+HS+VKpkjNuUK5ez3k37bbsG0/fhg7Bxu37SPnLg55cuVA/25Pkhvb3rKgTVNErZ0eRASyAogVF3bkxIU4fuaCkddWcWhSU+FozI141KpeHkP6t0PzOpVwu1nkriBWE59I8ZqYNElpQkrNl/WDuMHWMa0IWBF4fCJggdhHcK84bwsQXv5xGMJWriYYZEbTJpvJvBoHL2ZhJc8l/qy0Ze3z5aNVblt4MNMpfdnbgVgVctmz8ELvhT9oFfnd6FlYs3EXwsMjyVm7qSMrPlvT+lXwXL8ORoc1NRKxETt34dIXXxuqgwCsLQvOTAaZ2eIbwQTLfr7wJC3Cp2d3Q6FQP1LjSBbOrPTkOavwzcgZCKKWbWIC0KJxdXxIua1ihfI+ghtlndKKwD8jkBVA7M8T57PQchHVTrgyRJkVG85Pf4FYziFa0VEx6QuaR6pqHvn/3yeP2B1BbExMDA6RU7VlyxZcvXrV7Ofr64smTZqgRInUi2dbg9WKgBWBrBcBC8Q+ontOhBayZBmCZs0xUlV2/jnJK60EZ1b4J/KFEX3kGKQ5G3PqDH+XA+7168G3Xy/Y5cx5VxCrDQQgF7Pi/+ufpxmNWFUWx8dpGTAeHVvVx8tcpi9Z7KZiwr00cXXV34CJUxAfEmI0bl0qVzQFZ6EE4lGH/yC9wNFIhXnRiYypVNxgAZgj30XK0CaB77uda9vuw/jomwlGvzjseiRdu/KbJcueHZoY1QKrWRF41BHICiD2i2FTSSdYZIwOBFCTQCq/K2VgAL/EOHQs4IMuDSqjQIM6cOBzni0Fib07gtjTp09j1qxZiCMidiIH6TqXc66wIKBkyZJo2bIlChUq9KjvtXV+KwJWBDJ4BCwQ++huUNy1AETuP0AQewF2TEA4lStLvdXcpkORe/fh8vc/IXLXHtgw2+nM3+V6/dW/pLpSohMkZWKTriiA2dEP6dIlWoEyKcrCCsQ+1b0F/jWoO/z9qIZwjy1yz15cozSY+pUQFU1wWswoEjiVLYOr5PeGrvn15mogM8j2lNwS0BXlwJ6g1qVieVIhqnOf4rB1db3jGYNDwjF57kqMnrIYp89dNsC1BukP/31jAEoXL3iPvbU2syLw4CKQFUDsO5+NNplYB4ebsn9JQDaG/+1CfkEbu1i0t41Cfi9XuPDZ9nmqH10Jc/0j6HcEscePH8eaNWvQuHFjFC1aFCGcNBYtWoSNGzeiTZs2aNWq1YO7i9aRrQhYEcgUEbBAbMa8jcrOXvrsS4Rv2GQ0Yu2pM5vnvbcJZp8wHb4XEKts7Owlv+NnOu/sO3zCUAfiqPn4yrNd8AbVDCRldU+NNITghYtwdcRoFp5xmZ9g2LNlc+QY8iwzrJ649stk/n6xKUrLRmsfnTepqRjMhv13rlDemD641qp511MePHIab/MlumErATPPrcK1fw3pbgwa0mrOcNeTWhtYEbjHCGR2ECuqwL9oAz1u6jLK9LkaPvoNPscJfK5jbbLDJ1sC3nKMRBPbaIRHxcCuYEHk+eg9OJUqmToQq4NGRUXBjV/pQskSnxWonTdvHpo3b45OnTrd4y2xNrMiYEUgq0bgoYBYAhEVLQnc2FC8X/xPtb8KmcQFTaXtqvRUzf7KEmjfVBQoJZ1b0lDaV1zU9GqJ6hfnZnFBTb9SQzpN1gmpFlwkiA1dvUbIkzQCf+R48Xnj8KX+aqld5gAyOzAgj4Vdt2ZidbjLVCj4bvRsjJu2hEoFcbDPbod3X+2LF57uaLzP76XFXryIgMnTELJgEXmqCcy2OsGvfx/49u1ldg9ZutzQIqKPHjPXfFOFh/+va2cxmSx29bd3l47I8dygu6oXXI+Iwk/j5mLa/NU4d/GqycbWqVoOrw7uiirlLKrcvdwza5sHF4HMDmKvBYRAmdip89cYhy5fb3dER8cilAYrkfGJyJU9Ee8SxNazjUFwVCzsCxdGnvffIYj957N518Ku5LdJdIK1a9dixYoVaNasGdq2bfvg7qJ1ZCsCVgQyRQQeBoiNPXcewQRAccHB8GrVAs6VKiKRVqPh6zYgct8+OPIL3vPJZqkCfCouClm2wixfu9evC4fCqaNPhS5fieuUiXKnkYBrpQpG0zU9mrihQbPnkStaCu4NGyA7LVnT0hSfa2MnIJjGCHGsebBloZRP967wakvdVJoihBHkjmL18N1ArM694rft+HrEdBw5cRZlihcyWc3GrCi+l5YQGYXQFSvpzrUAUccIUll0poyLb78+cKt9M6sauW+/US0IX8+sMQvLzEcBM7IycrDh9nGy2A0OgVv9OsgxaKDhyWZLVu2cUj92kcf75fBpWPbrFlOs5klO7xuUEevXtfltNSnv5XqsbawI3G8EMjuIVVHoJ99NxLzl65Ezhw9KUQ82f54cOHb6ArYfOI7CzEO86RyDWjZUWUnIZtRTcr3+mtHEvrWlCsReunQJU6dONbQCAdiqVave772y9rciYEUgk0dg/+GT6PPSJ9h36AS+fHewATjp3WKoLXrhk8+Mxqh3547wo1xUdncPulZNZxZvmQGhOV58LlWnVdbv4udfGYco//594Uggmpp27cfhCJi/AP6DnqWZAKlX6QRiI7bvxLm33oN7g7rwHzgAtizKSlNj4VfY0hUIZIYz8uAh2Hh4wKNRQ/hySV7UgojoGIycMB9jmGGV2cHQwd3RiMA0uRRO0nmVQdm66xBdu66iUP6cqMxsppfHnbmpyqTqQyH8t98Rxo+N2LPnqZQQRjkwJ/gSTPvQiSxbkolD+HVc/mkY+zoPJNGZBKxzmTJwIV9WBWHh23YglkDcsVhR+HTsAK92bUC5hDuGRfzd78fMwc+/zEcIjy+pgrbN6uLlgZ2Nja7VrAg8qgjIdvWn8XMwhUoapflROHRIN9ShoUhmaVt2HsKXLAhd8ds25CKIbVirInqwsPIsDVT04Wxz5jRedIxCTft4RNjaw5mcd/+XniNfv2DaQWwktQQ3bNiA1atXo1q1amjQoIFRKrjfpuU/0RYMH+JPGa/7Paa1vxUBKwIZIwLSD1XGa/Bb3+HgH6fx0dB+eJV8SQEY8Z/SpTErF3vkKIJ/HoVogljJMHn16ArH2rVwfeUaXOdyuVO1qvDk8nQ2aaQS7CQGBN7USvX1AXIQBFJHlWWyyCY+5tVrSCSNKubcOYRwfxtvT7h37gRHVslnY6Y3QUotLDzK5uGObP7+SNS+LDCizhSoC4OEGzxO/nwInb8I17kM7t6DPM1G9WHD3yWyMNbsqypbPz/AlRaqzHiCmUQhM2VHwf1tvLyQyOuAipRiWepwNcD0S4KKUUePI3jmbDjWqQn3Th2RnTSAP21u7j2cOhdjEb17D8Jmz0XM1h3IxutQxtqjT084s5AiJDQc4yYvwqTZK5Enpy9efKoD6lYvSyxub/RgkzdbxjI7JbZsVdzF391QHDifp9iEQKVPS05uBHmwYcx23wgJNbzWeN4D2/x54c1sqmuDejc1bf/cPnjyFIT8MgWgYUM2Zp/du3WBS8N6iN1/EGGTpyKO2XijaECLXU+C+2yy2NX+t2mSi1xPTqwqpDfxpar+Kiv0VNcnMbBXS1Oo9v8OQvceWmtLKwL3EwE9S5evBZuPx1mLfkfxwvnw4tPtTfGh5tN0mzfvp5Np3FfPXBQ/jn/fRLcuFlZu2nHAgNiWjapRq7kDHPgBO3feSlzmikv9SydRPDYCsS6ucK5ejcmAZ+CQ758yePeUiRXA3LRpkwGxfpx4VdCVO3fu2+p2peb6pEEbRg3AcL4AdJ7UCGOn5jzWtlYErAg8/Ai4Uedz+94jeOPTcThy/DxeH9wJz/drQ6DDKnYWAKVL48SXwEziDQI7EITqjw0Bp22zxkigjFQ8l/Rt+SWfveWTiD9xEok0Ach28jQzdfZILJQf2Zo0gm2pUkg8fwHx6zcice9+2FBekMxTJPDvbMxKZidFIZu7OxLW/o7Ew0eQjdQqCABXrwpbykBpv4Qt2wyYFJ/TpmdXxHPZP37Fati2bglbLv0n7DuAxC1bYUMjggQuhaNiOdPPxPMXkbBxswG2Wko3QDdvHthwPxsWWSUcP4GEVb8Ch/4wQDOBQDc+MBC29Woje9MmyCYQK7CWmo8C8Xu1Pc91g8v4cWvXmWV6UCPWltlY5+aNEcRlvBlL1tOZayNy+npiAJfZq1cqQaUaR6NYk7ypZkIZWv2dSBCr+5u8+OpvG+vcvNaE39bjBuW0EphJ5c6wEW+ZHxQ21arAlgA2m1QUGH/DRRboPXIECfyoSOS9y1asMGxYl2FTugQSDx5G7KixSOS9VbOhQoHdM08hGxUMxPVNKS5G5YB/wkllmL9iMykTKw0HWP1uQY3bl55uR0B7k6ZxK2BPlzFrHcSKwG0i4MhiyItXAjFl/losWrUVRWjh/HS35qhUtggc+Iym27z5CO6AtKRDqSm9av0uzFq8HvtZYJnb3wetm1RDl5Z1kC9/boRfuYbYnbuRjQmAbJz7svn7wYXzgX/f3nDIlUp1gqRrXL9+vcnAent7m2KuPHnypAuA1fGTZ2KNcHUaixQewf2wTmlFwIrAXSIgP+zdtBUc9Oa3zMSewkevP4XXnu2cvhkuniPmwEGETpp60+GJgC6eBUa2BEE2BIs3CG70Je9E0BdEXmU8l63dCDwFjMJ37IQ9paVcKaAfywxn6IxZcKSMiyszt7HMxEZs2w67ApRwat3CaK2Gs0LelfwsRyw+cKMAACAASURBVGZawznRqsrWh9zNKALl8EVLjDyVJ8Gyfc3qCOO2EeTFunZsx8yhN6Ip5M96BTiXLI7wrdsQy4yiI7m72ViUdH3RUtixv+KA3jhzFuHMkLq1bwvHqpUR8etviN663ZzXnsvlkaQTRFE2y7lJQ7i3b5e2TGzSfWP/Q8ZPRMiUaTdjp6IpZoc9a1ZDVPmKmH7kIqYu24TcPh4mE1uvRjmu5hP8pwYwpzRGVDg2bwGCSLnQ/ZL+q2v1KvBo0xrZixZGops7+0Lea7JsbrY4Zqkp6UWtx5sZar6PlAWPJ80tZMQYRPIDIZ4Z7ey0znXv3R2u9eretcBLSZNtu//A58On4wBpL6IVVH6iGJ7p1QpPNqxKrM2MudWsCDzECGhMXrkWhNFTb2ZiSxRRJpaC/8zEZs8uZY6H2Jl0PpU+HINpTS23rpkLf8NhcmOLFMhtXPM6Pkl6lL83bPmRH7F+AwKmzkTkgUNmTnVv0Rw+1IaWTOCt7Y6ZWFEI9uzZYzKwArBPPvkk8ua1XE3S+b5ah7MikKkj8FA4scx6Xhk1jnqn1BQkMLzBaveIzVuQnXzReC7Xi+vpXqMazn3wX8ScPwfnqlWoPMDldJq5OBcvDo9mTRB7/jy1SNfCh7QD9yaNDVAMmDQFts4uBJc1EHPsOIIWLDaVsvbMlEaxYCwbK2n9+vVG9BlyOwlkXWvVoH1rf1q3OiCARVMhBLE+pDbYk3ZwfRuB6+WrpmgqinzbRIJYV4Ld7KQOBFPk371RA8MDjT5xApe++hZuzPK6lC2LME7ocQRXvuyXE40KwtjHgF8mGV1UXy6p2+YgLeE+morfro4eSzMBZpjl6sW3pDu5qJFlymKuW05M3nYYedxdMfQ5cmJrp8yJTfXpeY6g6TNxedgIo7Rg68EK5T49+OemGkGqGl96gcwmBy9YiGhmbuxy+MOTAN+Px7K5h9jIMUiasVPnrsK5S9fg7+uFNs1r471X+8HTjXQPq1kReMgRyMycWPHnfxo3x4DYEyzkkjaz6iTa8ZlTFhrEnVIjCZg5F1FcfXEqVgRe/Fj3ZCJBdKF7BrHiBx08eBATJkyACrrq16+P8uXLc3VHUrSAFydeAVqBW6tZEbAiYEXgdhF4GOoEUaQTXOWSsqrVfXv3QkJkhLFcTeASsZbovbt2gmuVyjj//n8MSNTXveSz4gkk5WDlVq8OYs6exXVysfyeHWAKwXTMa8zc2hCQujAzG8OMbsj8hQRcXHJ3d8ONa9duAqZ2rc3vBKDcuOzl06WTkYG6NnocObWr4dOtswGu4Rs2IoqZBWWA41hJb8PMpxvPk51zqJQMfMlF9WzTyhzr/PsfGX6q3KpkxZpIeUM/Fpc5MRsbTjqEQKcLl929u3SGfa6bDltpbXEs1A0nnSFsxSojYZVAPrADebnBLu5YUrwCZp64htxe7hj6Qk+C2IqgqNd9t3hmUwOnzSAYn2y4ufZ8l0hOy4vXn+rG/VWYdnXUGFyn5q0NaR8ONOLxp8asKz9c7taUTd+0fT/e/2Ic9rL4UJmwKuVL4Mv3h6BsySJ/s8O827Gs31sRSI8IZGZ1An00fvrjZFIlNuHS5UCUK12Uts/9jZqJLVdoVKgppRJ92MecPGVktbz5ce/RtLGxoL5nECt+quxm58+fbzirrly+0cOdxIUqzuyFTBDk3mU1KwJWBKwIPFIQSzrBFWb1bJyd4Tegv7FODZw5i7qjiwloI412qBsLfq7+NIKZ2PM3RbMlrH3xEitfK8CtTi1TFBY4bSZdrZ5g5X89A0rDVq6iS0weVrsTqLJwKGTWXDgUL8riMT/EMPua3YdFZO3bGCmv66QeKIPr272LWZqXcH8o9/cmqNXye9ja30zhlxP5tzGnTyGW3C8B6+xcIgulgoIBcR3bGyB5/u33WUh2U0Irig5WEZSYEtVAwFYgNpwcXA9yeSWJZXefIFb3TYBeyg7BLPK6zmV5O875wc6uWJizKGadD0VeqhO81r896lcqCQfJWpGHfEd9WhXuEQwbIwJua6gKydqNy5dNrIN4Pt0HOW359OphriktTaD4Ct3Hgnm/pRGsceDdoa2RC5N0GG3EmB23N3JpKfX74pUAvP2/UVi1bifr7KJRKF9Oo3PbqVU90oT/+eJMSx+tfawI3GsEMjOIvUS+75ufjMTqDTvJDgpHpfKl8N1/X0SVMkVNeG5cuYpA0ptCaYl9g3UKWn0ycnuco828c0u7LZ1AmViB12BW46r4Sv/W30lcKBfKzvj4+BhwazUrAlYErAg8chBLdQJNcj69e8ClfDkj33Tpq+8QTaqBluIlhH+dXNQQ8k+jme1UJtSheDGzhO9EnuqNy1cQNGe+yXxKBcAUWpFTa8ciVu0rqa2gGbMRSQpCAkGTgKxHs6akAdQ3+4WtW/8XsBRouzZyDIJFJ+jZnRlbAlX+d8SOXQZ0CmTHs5jVIV8+o6YgPVpf9tuAWCotnHv3QzjRdtXv2WcgU4LAGTNJffiDWUZXcmhZOMUldPf6BFjMXNqnYMWYltEoIBv2+zqzzJ9A0Bzs7Ib5Lv6YExRrzA4GVSqKKoiCR+6ccOa576SbK8AfRptYvYRcmA0VbcKWVcZJLYbZcIFYLRsKVOpDQnFyIx0jrS2YWfKg6bNI7ThraBHK7jqT+6z7FsesuWPJEiZmKYH+CCpG/DJzOSbNWoHDx87C28vNyP68NqgrypRInT5wWvtv7WdFICkCmRnEnjp7CS++851RJojhR331SmUw5pt/o3BeFqiyqfZA+tXhGzcR0F4x9LAcVCZwqVwpRcOae1InsIaWFQErAlYE0hqBh0En0BJUFKvUVQwkQWwBTDVpqmoidODPnAhi4iMiuKR/0CxT3bRaLQhnao2aDB3BobKrAr1aYrfh0pX4qqIoOLLS3ZbL1NHkxUZL8YAf+Hbk22p5X05X4rje4OQrrqwR5OayWNShw6QonIMTgbK4XLE6tqpteV4BKVXx2xAoS81ARWSOzPBqGTye575O3VNbSnhpAlexlWgIyhRLy1R0BnFudV57Ss4IpKVXiwsIMBntqEWLTSZ2bjZ3zIvKjpzO9ujPWqvKEYF0cHSGQ5068KRiQ0o2kDIvkIVs4NQZJo6KnXR73erW+aubMi8QiA2jRqyMC9zq1DbcYWd+fKS1mezuzDkI5gdFIovAstlmNxxpOZup4MuOyge+A/rDk0UitzZpxv5x/Aw+/WGKWeaUn7tkxT59+1kWeFVPa5es/awIpCkCmRXESh5sK+Xs3vh4BHYfPI6cro5oVsAPr7asgXxlS8OelNW4oEBc4YqZVrY0r7uyKDfnSy9wruXqWQqF/xaITdMQs3ayImBF4F4j8DBA7L32xdrubhFIJJd3Aq5PnowAyrzOjnPCgjhH5EiMQx/bCFSziYUTAWICwb0oF96dqO1YpBCB+f8bC4juEDBpMiL2sPCNAFI2sj5duxDI9jXUCbXwTZsRRBB7neoQAvWeVIfwJnfYsVixu3Xwjr+P2LPXcJEjScEQhcAoHPDFqT7QNx3epCz4Dx5o6Aa3tlhmhf777USMnboY0dSrdeIHxgf/6od+XZ40igxWsyLwsCKQWUGs7J4XrNiAb0bNwsFTF9Ekhwv6OcfhCc4r7oUKwmvAU8jOBMSlb75HJFfE4sLCDY0g9xv/gn2B/CmG3wKxD2tUWuexIpBFI2CB2MfrxodSizWCxgIXTp/D7Fh7LIh3AjUe0Cd7JKrbkdPLbHAstWqVpdbyvE8vOnzl5wuGQDGWqhBXh480HGFj3vCnHpAjayd8mWl1b9zQBCOUBW/KxEYdPmxoHZ6kUfiQsmFP+cb7aeLhhlGSTCA6RnqyBMjKZBtdIvJz3RrRpIfcY6fb1HKMnbbUOHidOX/ZWNH2M8YHrcmR/ac+5f3009rXisCdIpBZQez5i1cxYcZyTFv4K45fCUZfLxu84sBC0thoerrcgJ+KMUk9uvTND4imsICoVCp+zf3BO7AjfTWlZoFY61myImBF4IFGwAKxDzS86X5wUSYip8/AydW/Y1akDRbAFTkS4tDPPRG1c3rAntawUXIoY42EluhzMLMpakE8XbdCFi9F0Nx5htdmKBpJopYEkt4Eqv4vDDH9FX81gHQDUSySeMw+zOraEhjfb5NqhI4ftmoNaQQ0vyBITiD9Q0VmUntQpbM7Jdey0Zzh1rZq3Q4DYsXXk2Z5ozqVMaRvW1p+pp3mcL/XY+2f9SKQWUHs/j9O4tuRs/DbFq6YXI9CX9d4A2JtqOsdRRqSePHOFcqzKHYUbajPGQdDD3745vnoPdjchjZlgdis93xYV2xF4KFGwAKxDzXc932yBBaNRc+bj4PDx2LW9UQstHGHv50tBlcvgaatmUmlPm7gqrXkuwYbPqsUFHIwg6LCsIuffkF93YPMwvJ/ctoSh01KBVSIkA6u/2svG8HygEnTTLFaPMGwDV3dtMSvojbJoaVHi710GbEs7BO/LpIObGF0WrvJY/anakE7GlT0vtm/W9oRiq+PoHf7DGaK4gjSixTIg5cHdkb3dmlTTUiPa7GOkfUikFlBrGye3/18LI5SH1arND0dYzHIIZomMAmIJmB1b1gfDjQrCSYnP+5agJEj9KQrYa63Xr+tcYkFYrPe82FdsRWBhxoBC8Q+1HCny8nid+7AwR9GYvKBs5jHbGz+IgXwap/WaN61NXDkD1wcPsooPah4Shq4frR5VTHdhc++RBwBpHR09XNptt7gv+NokyttXhcaNGTnsmAkVRoi9+83y4Wy0s39xlAjZv4gWujqNbhM8wi9FLNRvULGF/4vPfcXPzf5OcOpKzxq8mJ8MWwKQWwC3Fyc0LFVfbz8TCcUyJs2Pd5QOhT9QXAcHHrduBMVyp+LDAdyda1mReA2EcisIHb+8g2mqCuI0lo+jvboZh+NXnY3QWwMnzdHOhJml9EKP4Sl3qJVGi8WYubgCo5Z2UmhWSDWeoysCFgReKARsEDsAw3vgzk4M5hnVq7F6NmrMOPgGRSuUoF2wV3RkGYH9qQWXJs8zRgVJETH0OErwVi82lM2LIS6uKIVCMC60oxB6g+hy1cYAwcVU0mRQfJlasrcyjXNoUA+5Br62j0ZE6TlYiPpvHbxk88Rc+qU4e068EXp26Mb3CmentKLcd7S9XjvizG4fDXIZJQLkg/buXV99OncDLly+Bi99NS0Vb/vwKgpi3COfMAGNSvimZ6tULTQ/XF/U3N+a9vHLwICscMmzMW0eWtQqhgdrQZ3Re2qZSl6krqxl5Gu/MaNeIydtgQf/zAJUZw3Sni7oisBbIv4cNgyK3uDf6S8IsWWuMAgJNBYy9bTiwYoLeH3VF+jyGKB2Ix0R62+WBHIIhGwQOxjeKP5QgkJCGJWchHGz1mFfPlz41+Dut0EscwiSv4mYNwviJTsFyv5bb348rGzRxylrBJZ5S+pMXFgZc5wdeRoRNBAIRszKQKtRoOXHFktJ4pT6/FkM3i3b2skwx5Ek/6v7INlNhEXEGgkzSSg7k8DDKcnSv/jlEeOn8PIyQuxZPVmBAaHGdBaMJ8/urZpiJ4dmyC3/z/922/Xb13jh1+Nx88TF9AoKB7+ft7Gvrdn+8ZG/cBqVgRSikBmzMSevXCV9s6LMHbGMsRxjqidPwe6EMRWDr5krK7jRT0yfxgRZmXl5Kf5watdGyO/d6thSlLcrEys9QxZEbAi8EAjYIHYBxreB3bwSIKuKQSwP4+fCx+aLMjfvBGtIe3tsht+afCCRQSHUxFPC11RApTlTOLAOpUpQ5vc3tR2LI3AWdRunT3HOPGYRgMJZW2dKpY35gbSws2ew8/wax9EU0GX3Miu0nxCusF6SWZ3c4dn29Z0W2tLrd2/Z0VjWCV9mJqxY6Ysxsrft0M2mQKyxQvnw3/fGIAm9Srfcze1r9yJps9fY0CrDTNpTepVxUsDOqJGpX8C6Hs+sLVhpo5AUEg4zTeWYRzVMgrxA3LokG6PfSZ2y65DGDlpIZbzmUogSO1QpqABsXnPHDdzR4JWOFQI+mcxaCK3secqjT6GBWRvx5e3QGymfhSsi7Mi8OgjYIHYR38P0tKDyKgYzFnyG34aNw9urs58kRLEKhNL6Sk1Awx/Go6IXXtMVtWGy33Knki1QLI4ckmT7mvMqTOI3LWbIPbyXyBWxV1ONJmQ3eyDAq/Jr1n9kh974MzZRhFBL0R7OrHJCcj9Nla32/cewXAC+F837UZ4eCQcqRX70oDOeKZXK/h6e9w1pPF8Me+hoPvnP03FKr64nQn0lWjS34P7tcOLtLW1k/yX1R5IBGKoC3ycWqTHT5+Hu6sLnihZCH4+ng/kXOl9UPGo9eEzgqAvb64ceJ3Z+8edTjB36ToqfyzAviOn6AydDQMqF0Vnglinw4f+H8QmBZLPjkCsY4mi8O7cic6ITVJ06zLfxJx8bhKUrGZFwIqAFYEHEAELxD6AoD6EQ94NxKooK5xWu0GUs4o6yBeRyaLc5Lp6d2wHvwH9jXB5RmlybguYPJXyW4tJeYg1lsLi2vlKqeA2fLvZi3+7+eI9fBJ2VGioVrEUgWwngvlKd70sGSYsX7vNSHbt3HcEjszEihMcSYvblk1q4s3ne6JsqcJ3PY61QdoicOzUeXPv1lHOycfLnR8frdGZRXqSTsvoTSB2GkGsMpeZBcTqY/jHcXMQyGtz4Mfbq9WLozMLu2KoHiIzksTkXHMDYuMpt1XOGKW40vDgdh+7FojN6KPZ6p8Vgcc8AhaIfTxv4N1ArK5Kclxha9YieB6B7JEjSCRwE9/Vb+BT8OvXx0jkZKQWSu3YgAmTjL2wuLseTRvRrKFHiva56vfJMxfx0/h5mDJ3FVc8E+FBy91XWeD2XH/Kgd0FDIVR6WDSrBWYNGclTvE4ymArZ3SDID+3vx96d2yKAQRWjrS41bGUlbWxyfgAKyPdz9v1Rd9Ti1ZtxFv/G4VLVwLM91X3do3x4dCnyEu+fy3iBx2DzAhiP/xqAn4YO5urINnhzGfh3Zol0TF7FIJ27yW9gCs4yehEysKSRA7X2jWMdqxLxQopWs7qPlgg9kGPRuv4VgSyeAQsEPt4DoB7AbG6svjw67i+aQuCyHuNOnIMTiWKmSysK+W0MlqLPn6CTmEzjKuXtGsdi3K5kk5h4tyl5Mt+g7zgSbNX4JPvJyGMlIIEZoh6dmiC11gtfjcXr4CgUHwxfBoWUlYo9HoE39E3LXB1HhV5VS5bHF3aNsT5S1fpjmuLZvWrokKZYhaQTYdBo9iPn7EU342ejShmvuPiElC1Qglq/nZFs3pVmBXP2DbCmQ3ExlAD9t3PxpAesQCOpHb4urngrYoF0TohDNckp8XnKrlus7KwWtGR0YFvn16GdnS7ZoHYdHhgrENYEbAicPsIWCD28Rwd9wpiTUaWbjsRu3cj9vwFo0zgzOp/yeVktCYKRMjSZabIK55KCjZOzvBq24q6sc/ftvp5w7b95LVOMfzW6xHRqFq+BAZSM7fDk/XuqPeqDOCrHwzD2o27YZvdhkCVGSgnB5OJlR6th7sL8uf2x0Vup5/16dicygXd4OLslNHCZkDGAbot7f/jlCnsK1+6qNG8zah6t7v2H71ZREQ6hwCUDav5XF2d0KZZLbz9Uh9DL8jILbOB2MvXgvCfb37BZK5KuHq4oXAef7xc2BsNwq8gkA6BWuX4J4i9Ac+WLVgg2ofFl/ksEJuRB6zVNysCmTkCFoh9PO9uakDs43SFETRpuPTFN7TGvUAtyljjEpTztZdgn4cqBSlQBC5dDcTk2SsxZupiXLkWwqIuN3Sic9l7r/SFK80QbtdkcPDi299h657Dhobg7emOfAStOt6lK5T6InUgnsumohIItDSmxe03Hz2PIgXz3JWq8LDirYzxhcsB2Lb7EH7dsAubWWFuS4pIm6a1MJh2vDmpm5sR29xl6/DjmDks6uI9JkCSukRkVBSzsSXxxXtDWORV2BQXZdSWmUCsKDQHWcz1xfDpmL98Pbx8vVCR8R/AGrvKl04jjGYo4oqLF6tm5PeUiaWqiBfd9XIMeIrGJLcfZ1YmNqOOYqtfVgQySQQsEPt43sjMCmKjabxwbdRYROzYSVvaYDiXewI+vXvCrW7tFM0P9BL+bdMe8itH4ujJ8wSe8WhStwq++uA5476VUhPt4FdmYN//YiyzlyeRk/qwZUoUQrnShbFl5yHsPnAcDkblgRkoginxZys9UQz/fqGX0eK9+btH3wTEf5m5AkvXbEJgUBgSifsiI6NRgnJjX7w/BHWrl8swgDt5tL4fMxvfjpzJDHf8TelR/p8K6uS69sJTHenCVg+elI3LqC0zgVjZN2/kasYPY+calQ6/XH5oUPUJdLsRiJIn/0BkeISxP5FiiCnw4qqEFE4SqS6h5zLHswNuazlrQK+lTpBRh7HVLysCmSMCFoh9PO9jZgWxccHBCFm81EhuxZw5C7tcOeHeuBEL0XoZS9yU2snTF/EBTQvWbd1rDBAEOIc+3x1NmD2VZNatLTQsAnOW/s6isLk4fvICChfMhabUh1UmcNbC37B6/Q6TxU0qDhPAKszl+f7dWrIAqRGztm6PfNDcYOHbuOlL8Q3BoPRu5RZlT6Chvvp6e+KVZzuje1sWxt2D3NjDvJhgWpp+8t0kw4l1sKc2LzPeArKxzOy5uTijQa2KeHVQV5QpXvBhditV58pMIFZ0DhmHjJy0CJt3HEBufvi1bVQdba6eQN59uxHNcSYjA+fKFZHAsRVJyT5WeplsbI5BAw2/PqUVkqSAWiA2VUPL2tiKgBWB1EbAArGpjVjG2D45iHVnIcbr1IltUKvCXzqxGaOXqe+FMj1R+/fj8rc/0qP9gOHFOjEbm/vf/4JDoUIpHlDi8xOmL8OUeatwjNnY/Hn90bFlPQzu0xa5c/7TwUsWsxPoTDR9wa84e+EKKhD09u/6JA0Oyphir1mL1sKLQFWi7wKHylaJbtCay/TSj82XO0fqLyyd99hBndzvRs8kANliCqFsKEmmFk+AIeAu44sX+nfktRVN5zOn7XCqmTtz/jJVCTZhBuN+9ORZONMlzo1jN5o2p9cjosyBRYH4mKYVrZrWTNuJHsJeyUGsKChvUCe2ZpUnHkvbWX30TJmz2pg37OWqRMFC+dCvXUM0Or4X7ps3gnomtKn2ht9zz1Jr2gnXxoxD9LFjsM+VC/4vPEdHv6Z3jLgFYh/CgLROYUUgK0fAArGP591PArHDKDEljVNJSzVvUNWI/j/uLS4gABc/+wrhGzYa7p1DgfzI+epLcK1ZI0VR9djYOGwlL/R/VClYv3UfPDxcmY0tjo/ffIZFTkX+EQ5xAFUZv3bjLlwJCEb9mhUwdHA3VClfksuqc/AD+ZpxBIO+BK5a8taLXkVS1SqWxv/eGogSRW5fyPKwYv/FsGn4ZdZyXAsIMTJgZVnMFU6VBVEMpKaQl0D7HRZJtXuy9sPq0h3Pc/7iNYxj9nX+svW4wGI55l/hRcpAxXLFTSHdEfZbWVrF+ZVnumBQnzbwZJFRRmxJIHYU7Y/9/Xxo+dzVZJAzaiHdnWKo2EumTh8WJ85eRLGiBfFS9+aocWA7sq39FfG0q1YxaO733jbmKKHLliPq0GHY588P9/r1+HdeC8RmxEFq9cmKQFaJgAViH887nQRih0+Ybzhrzz/VAR1b1GP1/D+Xzx+3K5SaQsDEyQhZsgyxly7BjqYMKiLxat/G+LWn1LSk/sZ/R7I4ZZ2hAeTJ6YfP3h2EllwavVUzdhOXTT/4chwOHWXhSngU2javhfdf7YfiBKdbWRw1lnaiFy5dQ9FCebB7/zEcOXGWGc5E8++fPnnF0A4eRYsg3zWcCg6nzlzClz9Pv6mswExxPvIYhzIbeIKFUloWjuUSsXRvX3++BzmmHQyofdjtOu+hLIIFsEVzWLpmC975fAwusRDNmWM0ktnXPP6+eLpHK4I/GyxetZlc5GPmXtWpVo5av+3uybTiYV+XzmccuxaswajJi+iW52IMNpSllzLE49ZCeC2ffD+Rz80GXGZhZMniBfBen1aosGcbIlatAr+QYV+ksPmIdKlQ3rh3mSIvZv6zcezdrVmZ2LtFyPq9FQErAvcVAQvE3lf4HtnOyUFsAtdqh/Rrjy6t62dICajUBimR2c/wjZsQNG06C7x2wcbNFS7lysN3QD8WepVN8XDKmH5JKoAMDK4EBJEO4M5sXlv069Kc2TLvv+2z8rftePXDH6lmEEyJpzj07dLMZFg9eJ4YKiJcJSCWo1d2G1t8zBf8wpUbjJapqAkf//sZtG1W+6EvHSuTueTXzUaF4PKVIKoSXEMIub1u5O4qC/jeq30Jys/gv9/9gjPnLhvZrW7k777wVCeULPpwM8dnL1zFkjWbcezEOZQqVgCF8+fG+m17MX76cgjcSsoslAVDxbl0/enbz1LTNydGTVmEyXNXI46Zdw9mYJ+nYcUrA7ukdug8lO3/H8QuNh+Nopi0a17nsaTyiEM+9D/DsezXrfywiCUXuQA+798apXZvxdWly/nsucGxTGnkHPIsraifSHV8LRCb6pBZO1gRsCKQmghYIDY10co4294KYp8jiO2cSUCsTAdukFJw9edRCF64GDbM5ImXJ71Yj+a35+AtXLnR6I8qmyqeaFXSA5SJbEy1guRtFu1qX+eLO4xAypb6sOLO/ueNp1Os5P/f95MxYdYys2zv5+NBcNUBvTo1Z/HUw9MyFZ1h7NSlphhKAPEGgZ4TgWBEZAyKF86LN2iR27FFXfJMz+FrFnqpylwgXOYMAvIaF+nVrpJ+sWnnQeNyVoznVtY0uZLAEQLXmQt/xWIWCylmufy96YDmi6DQ6zjJTHEM+y7+q2gvbZrWZga8L/LlyUGN0lVGqzSE5hxSmJCDl2TSUuI0p9e1pPU4mQnESiN28BtfG2oNU+IoXyw/vuvXEoUJYs8vuHswQQAAIABJREFUXm6eO5eqleH3dH84Fi+W6pBZIDbVIbN2sCJgRSA1EbBAbGqilXG2zdQg9s8wXxszHgGTp7IqOuqmXS5fpLK5tElBcUC7qEjrS+pdTmQ2ViDWm9xYFdx0alUfVUgByOHjZQDS2GlLjMuXsoJ+rOQf0rcdq/n/mfWTDuu0eWvM9vsOnzBgrQPB4sDebZjdzP9QBkMsq8OlA/u/HyZj3ea9VE1wZvY41hSbeTFjqWsTlUBL8+KUTpy1Et+OmmkAuvrbv1sLGgj0Tje+5jxyWqXqIBBbmrJkypY2qVvZxOI0M8C/zFyOWYvXUms3iFa9tkYHVmYSohRIdzcxMYHZ2YJG/kt/alcrayTLRPH4+NuJ2MfiogiC3IosthvYq40B4HYZbJk+M4FYffi8QL3kjdv3w5lZ1+qlC+GzTvWRd+cWnF+6Ctlpwexet46xf3YoVDDVY94CsakOmbWDFQErAqmJgAViUxOtjLNtVgCxoat+ReCUqayGPm4sYd3q1zUg1vkOy5ojJi7EF8OmmuVqgSgBJ3FdBeaU3UsgiPpp3FyMmLgAUeRlFqem6mCC2L6kHdzaBMDWbdmLn3+Zb2S3VPVftWIpvDygM2pTSzOUWUPdB4EwqRnYEWind5NF63cEpXMpRH+VnEU3Olv5UjZLclSV6U7WpU0Dk3FO4v3KBevfH4+gXe41ZmzjqLlan0v2A5GLVf+KhTiQokxI0eJOZhApXYf4uB9SykxZYXFxlU3t3LoB7WI7w5XL6uISz5TiA9UfTCyyEcCSkiEZLVFeRN728nTF2y/2Qc+OTf52iguXAjBx9nIDgi9fDTLSYNUrlUbfTs1YUFeKRV6uxhQhI7TMAmKlsbxp+wHDVd6x9w/45vBFw4ol8XqdUvDfvgWXfl1HiTt/uDdtDJ+uXUyBV2qbBWJTGzFreysCVgRSFQELxKYqXBlm46wAYqOPn0DQjFkIXbEKCVyGtqdmrKwuPdu3hd1tXIL2Hz6J0VMWG06mKq/VBN5qVi6Nrz98gSDQGV+PmIHp89cYkKciLYFYWZ6m1E6cuUBh/lmYyu3t7WzN8vbT3VvSGKEIft+8xxSH5WVhVXva3ArYpnc7ffYShrz1DbOxh811yJTh1UFdULlcScOHVbY1eVW8Msb/+WYitjN7G8TMbK2qZW/Kr1GB4QSzp5IVO0dKQp3qZdGqcQ1SJGjN9GcTqCHyTFH2U+feffAYvqQqgoCy6AzSd/X18kTPDo2Nju6wCfPo/nTaZF3t7W2Nla8yxtpX1r1OVNGoX7O8UdKoUObv0l/aZsO2fXjn09HGPldcUxVK5cnly+K8GuhKzVvRFzJCyywgNpoc2JWknnzOj769h44jf8G8aFG1DJ4p6gdvgthrW7cbpzzP1i1YVNkOdjn9Ux1+C8SmOmTWDlYErAikJgIWiE1NtDLOtlkBxCZERyN4wSJcHTYC+m8bZ2djcelSuRLcGzUwRV42Tn+3lpV4u5a6l/PlPG/pOhw/dd44bhUhyPrx41fg7u6CH8fOZrX8VgOumtSrbECslrZTauKWfvrjFGZDZxmKgoqSCubLxUymsymgUhGYE3+u4qq+nZujXvXyLNxOP8vU3fuPGhB74PApODDzKcewYZ++Cn/ag6bUlMUcx4zoNFbPS5e1SIE86NG+MXozo7lgxQZ8O3oWwsMjUYLFXq+ThtCqcU0muROxkcv5m3cchBPPUa9GeTxR6u/WrwI8M0kTGE+DhYN/nGZf6FpGFCvKRV4Ce2VKxYcVfzeHrEupT1sgT06sIdfyKH+uDLi3lzs1VXuavgiA39qkMCHJuClzVzEbG0ggbG90b3Mzi/w8nbye4seD4v+oW2YBscHUV5YF8IhfFuDw8TMoUboYOtUuh840S3PdvhVBe/fDgVJa3l07wqNFC/JjUx5zd7of9wRig+lwcvjwYfJIIpCfJyxYsCAH2KO/0Y96oFnntyJgReDuEbBA7N1jlBG3yAogVnGP3LsXV34cgYh9+4y8j+BhNgIt1xrV4ffM03AqlbLcVQCrrqUbKz94WbIWLpALHw2lzzuXucdNX8Ks336zvK3l8EF926Is/eJv1/Si/+KnadRgPWOW7fVH3FobSlfZCsixXwK1jWpVwrPky8o8IT3AlkD2qnU78B7tcXVuHy8PFkPVxH+pkHA7W1bJWokCIQczZdeUadW1Natfxdjz6niGo5rdDr07N0Pfrs0RRMrCJBZWrWNmWVldgXFxhJO7nSmr/ckPk/hhsN5kuAXUBWBFK1A/FQ9lYGNvxDLbWhEvP9OZMme+GE4qhkCpWmM6qL1B2a/y1LRNqckOWEBYclzK9p7kx0gkP15UCCbe7dAhPVCLHGdlgB9lyywg9tKVQEyavcLcH2XpK1Ypi971K6NJdCActm1ByB9H4VC4MHz79eZHY0PYUk4ste2OIDaaN/fy5cs4cOAAfvvtN4SEhKBevXpo3bo1vFlRZjUrAlYErAjcLQIWiL1bhDLm77MKiI0PC8P1DZsQvGwFoo8cQSIzoyYrywxszldegGeb1tSr/KcOqrRShxFA6SV94tRFZk9zmmV4GSNI2P0Al6zF1XyGoHMwdT7z3MGe9RKzggtXbMRsqhqcYvZV2UY1gTzxbqOYpRSwE5BtWq+K0Q194g6g+F5HlDLIc5lNVhZYtIbCtATt0qYhj9/ZnOt2TQoGQz8ajjUbdpqiKGVXlR1VwVQwObFC77aMWSFKX0kCK4zc3i27DuM6zRIksyS3ry/fe4584Tx/cW2lm/vKBz+ZKnYHZkjtSK1wZLJMvGIVmomGIA6xv58nFSE6GlUENVEuZPGrD4YO1DEWCDVZ3Ds0je1feR7xY7dQCUH/FhiXZNi/BnW747Xfa2zvZ7vMAmJP0dxAHPIFVPU4Tx5z7TpVMLBZDVQ5fxzZtmxB+Elm/6lI4P/sALjWrU3HrtQnR+8IYs+fP48lS5ZwaSCcg+86oljB+cQTT6Bly5bwuY3H9P3cOGtfKwJWBDJfBCwQ+3je06wCYnV3EmIIlPhCDZ47H+HrqNkaGmrUCnx6dIF3l84pGiCI7zpl3mourS9hRvKEsYod0LMVQsgTXbRys3lpK+uoyv5B/LmznM4I7LKlUDyk5XaB1F0U45ee5k5avioTWTBvTriTY7v7wHEcOHLSaLMqW6qMr5bw77ddZKZsypyVlNZaxv5eY0a1kClA681M6Z1MLSIkyTVlCSbNXWkoDyqyEmBXBlnXoj8qktIfxUD2uqJN6PeRxBGlixcyxVrioqr4S9tv2HYA77EAaPeBo3DlNYsHXJWFZUdp86s5RGYQ2lbX/UzP1ihSMLe5fKkrXGdBmJqK0e5VaSCK/ZESwmekcuheSdWgdtVy+PD1p1GFLl+PsmUWECtd4a9GTDMZekmnNW1WFy+1qYMiVCa4sXkLoi5chGOpEsj54nNm5YMDJtVhvyOIFXA9c+bm8sbBgwexn37TJUqUwJNPPmmB2FSH2trBikDWjIAFYh/P+56VQGzSHQpdtQaB02ci+vAfBnC6SfqnO5e9UzBAEIjVsvRIWoOqAjs3HbxUya+M4pr1OxFO9yt7++z4z+Au6JnPE6G798KpfDm4NagHW5eUl00FUlUUJataLWm7C5RRmWA6Zbi0JHs1MNgsrz/bu62R7bpfjVPxeUfTFWoeuawyOFAWU3SFlqQUOPK8t2sCnZIb+3rETMxatPavqn4BWV2Dlv8FbAlnEU9KgCnn4gXJ2UsFWD7krrZuUstklPPm9jPSXbMW/YaRzNodP30efr6e1N6tbMCq+K6j6BJ2hXqjNVnYJr3iyuVKGNB8v+3YqQukRYzDRhZ8hVBnNn8ef6oaNOV5W/2tIO1+z5Pa/TMLiN1FN7qPvh6PXeRd6x63bd8U/+5QH95LFiJq6zbEBgXDqXRp5Hr9VTjLrSsN7Z44sTrur7/+ilW0CCtTpgxakIBrZWLTEG1rFysCWTACFoh9PG96VgSxktoKmDYDYStX0/oykV7uReDbuwc8mv5drkl3NKnaXba8K1jkpeX0BqyMl5TTzv1HkGCTHe7ODninckG0iQrAtf2H4EB+rext3erVQXbP/6/av9sI0dL3D2PmcOn7kJGVkgGAltQb1Kpwt13v+Hs9m9+xEOs36sMGkrfarH41vPRMR2Yky96TY9gK8kpVyLVr31G5hDImiYZWIbmtfcxOK2MrsCmprFw5vI0DmACasszlShbB5+8NNioCJ7ns/P3o2YanKnH8En9KlglMRvJjYC0zeUHkIJcpUdDou6oALT2axvjsJb/j5z9VD1yY6S1TvCA+fvMZ1KD81qNqmQXE6uNObl0nTl9k8WMEevRqi497NgNGj0YoQWw8M+hOZcsi73/eJze2UJrCfc8gduXKlYYXW5qo2QKxaYq1tZMVgSwZgRNnLqPzs+9iD7/Kv3xvCIsnumfJODyOFz1r8e9GQ1TZs5ef6YJet2hvPo7XdLc+R06djosjxlDrlPqsHu7I2bMbXPv3TXG3MxcCjHyQfO7dXagqwOX/65GxuMAKfgfyWYv6uOHp2CuoFxGAG7AxmqZO9Il36dAWjvXrwcbd7W7dMb8PCovEsHFzMJxgS8VOOSkQr4zp8/3b4X4Sktv2HMMHzJRJNiyMtMFONFp4hy5WRf9cqr9b5+ToNXPRr8ygLsJFXTPBZU8u91cpXxwTqDKwiyDZwc4B1SqXQl0C79XrtmPD1r2GF5s3tz8+e3cwWjWsgt37j+PN/40gZeI04xfDIqsqNFDohcplUy7Qulu/UvP786RUfMDCtsWrtrCALtEUtA3pJzvhZjSq8EjNodJtW1FLps1fTXe4RUZv9zXydFVw9zg1SZ/NX76RRYPjcC0wFLbkTvfv0RLvNK+MiOEjEMmVCTtKpLnUqgGfD98jF4SSBWloGQLEqupQRWTi3JqKTPIiXF1djQKCfi5VBFUVqjlTAsWFSzFxnFTF1dXf2t7R0dH80XaRkZEk14sI/vftRY+QnZ6apDV0Du2r4+vcajqnEwn9+nlSn7R0YseqSDe6Tdy6ffK+atJTn7S9KlR1HJ1HfdHx1Vctqeg4Oo+2V5+Srk3b69r0bx1HfdX2ui79Tj/XcbSfWvLtdZyka1ZfdW3qg65N8Ui6ZsUv6dp0fTqmtlOfbt1e59ZxdH4dW33S9iLs69y6BvVRx0+6tuTbq0+6n2o6hn6n/ZP6mvzaFDMdJ+nakrbXz7V90s/VRx1H16jtdX1q+reuTX3TtopT0rUl31776Jg6t2Kt69C1JfU1+bXpmrR90pjRcbS9/q1YJF2b4qDfqSXva9J908/VH8U7aYwlba/+J/1c59Z90LVoex0r+bXp2pOuTefW9jqOxpi217GSrk2x0B/1VcdJek6S7pv2T35tisWt2yfvq+Kl4yS/Bm2vnyddm86d/LlK2l66jq98NML4rv+PGY4XnmpvjpX0nOg4uubk16YxqljoeI9yDkh+bVltDlAx0VLyMyfMXGmq5Ad0b4GmdSsYLc60zAEpzVcZbg7Qe2XlKoSPmQA7ziNxHNO2NavDgwYIjswUmTmDc1nSHHDm/CUCywWYz6IsR84NWkKPj7thCpEkzl83fw50jQ5A8eCrCOWzEk0KQiLnQE96xecl19atYT1E8Bm92xygZ3/+is10AZvMTGYYEvn8NqlXCS8+3RkVqefKG4R4Vu0nxMfxsb2pxarnyoF9TXovJb1bk88BS1dv4nL6WLpfBdKuNYGc3jZ468WesGNWVR8ud5oDVHSlc6jq/Odf5pHLuwn+dCx7eWBXNGZGdw1VCsZMWWSKuXp1aooGtSuRK7wFU1n0doaZV093J/Qh97Y7Qe+eAyfxMa/tyrVAFnJFokXD6nj/tf40kShg4i1FgkjObwJGKu5KGkv3iwMEuh0cnTBhxnL2dYGRThMFpFSxQujRsZmhPLjx4+QGz6+Ph6R35YPEAWYejkvADFrrjqHpg7SDB/ZsiXbN61C+ze2B4YDb4QZdq8a93mfJMYvmAPVVc3RKOOAKget48sUnUKlDnGU/fx/0pVby4OL80Js7DxepTJBA4OpWuxbyPT8YrjlzmndCSjhA4zAJf6gvydWxMgSIvXr1KlasWIH58+fj3Llzhqrw4osvonbt2lAGeNSoUQgl0V4DqFu3bujZs6fh6v74449G+svLy8tkh5s1a4YA+mHPmjULW7duNQ+gtu/bty9UpPbTTz8ZXq9alSpVMGTIEPj6+mL8+PHm3Gp16tRBp06d4OHhgWXLlpl+hXHSKF++PF544QXkyJEDkyZNwpw5c0zA1Vcdp379+oZyMWzYMLN9YcpGdOjQAZUqVcLu3bsxd+5cnDx50oAOHadx48b4/fffMWLECNNnNZ1XfdW/dW179uwxL/LmzZubYjodd/bs2diwYYPZvl27dnj66acRGBiIn3/+Gdu3bzc/V/GdzpEvXz7T1+nTp5ufV6tWDV26dDHXoOtavnw5pU+4dEOe80svvWSk07TttGnTDOhRDAYOHGjiumnTJtMnnUvHbd++PapXr45Dhw6ZWBxhVa8GlmLRqlUrE//hw4fj4sWL5tz62YABAwx40c+3sDJRE1HTpk3Rpk0b83DoOOvWrTPgUNesc2tyV4ySrrl48eJ4/vnnTZ9nzJhh7p1axYoV0blzZ9O3tWvXmoJEjatChQqZsaQVBB1/4sSJ5lx6EJ566ilzbt2fH374wfQ1V65caNu2rRkHJ06cMGNJfHA9yM8++6y5p/soxaP7fPr0aXNu3Uv9TuNBfdWKhR7sRo0amTipaXxpfAgwN2hAyZ1Bg8wxR3NZZfXq1WabAgUKmPtWrlw5s/3IkSPNhCUKj+5b0aJFsX79eixcuBCXLl1C7ty5zbVpjC1atMjEQkBW96FPnz4mHno+dG2nTp2Cn5+fURZp2LCheR50bbp2NcWia9euOHr0qLk2/a2mZ1D3VBPYmDFjzJhRvzXeNV51Lp1b16DJp0aNGnjuOZL0Oc7Hjh1r7kNsgh0C4nwRFWeD5/u2RPnCnviJ54jgxKb7qX7qGjUmUpoDNFYVp1vnAMVfz3TyOUDj5tq1a5g5cya2bdtmrqF79+4mHppbtL3UVtQ0B6iveoZvnQPUJ3d3dyxdutQ8K5pAK1SoYOKtOUPjSM+07rn+PXjw4L/mAJ1D22sO6NixoxmbyecAPdO6zxofmgP07Oq5EqDT9poDNHZ1HzQHqB96BlOaAzS+dO+0v56rHTt2mGsryyU6PScpzQG6z+qz5lbNcZJQLFWqlLk2jcGpU6dixvRpuMGl4QR7bwRGOZhrKVXQE4d2rkPE9TAjtaj5R/dbz4fmJY0ZjQfFVH3VHKBr0FhV09jTfJV8DtBLsEmTJn+bAxQTjXvVXmgO0IeEYrRx40ZznKQ5QH9rvvrll1/MzxVnPSd58+Y1c8DixYvNWNAcoPlN16h+ak5MmgPUH/Vr165dZn67RDUeP4Kk5rZ2qJ3dHieoyDM/OgJHmQ3LzvvwbP/+aM/r1hyg+3yMZgkCgFGJbnDPVdy4RoVf/gMxYVdMhX2dIkXxnKc7fK5TL/PaZawNuHZzDvD2xfO9esG+SyeMXrgAazjG1DQHa2zo/s2bN8+8+xSLalUqwS9fSWzeexq7d27HtXNH4elmj7JlSqJu0zaIjnfEySPkdV48zDEZz+V6W/Tp3QedOnfiO+8Avv/+ezNfae7XXKw54OyZsxgzbgIWL1tJ0ESA5lEAQ6nG0LJeGYwc8TMOiRfMprlQ41tzgJ5DPQ8CMJoDOvP4NsymjRw9HlOmzSR+TkDXTu3w9ltvEHgm4KOPP+N9WIICef1RqmRxlK5YB3+cC8VKHiMm8Kix6S1foRyVIHJhz9ErCA28gLCrJ+HuZIMaVSvg5ZdfQs2aNc1YTT4H9OjRwzzXuibNb3r/SDEpCQfo+dH8dusccPbsWTMmk+aAalWrYgjH65XAcHz+1bfs1zLD23Xxyo0ipSpRy7YYXLKFMrYH+PEQShxQwTxXSXOA3ilqyeeANWvWmLGhca7nRvOk5g6NMd1T4QA90zqO5gC9L/TeSJoDenTviqbNW2Hhqs3Uzd2Ac2dPo0ReVwNiW7Zozn6Em3Gc9DwkzQHCDXpOks8BGkt6HjRf6X2ppve2npM7zQFTpkwxc2gSDtD7TXOQzpmEAzQH6H0oXKF4KhaaA1zI49YcYOeaC6MmTMXvqxYhNioCtsrS16yB93i/Qylr98OuHdgRGQFXf3+07N0LbXksve91bcIBSXOA3j/CBN9++61RyOrdu7cZe0nuahkCxKpjO3fuNC8xTTqa5AUkBDw0+Wui1ctZD44kvgQCNEj1MteLSS9MvZD0MteLToBHg1pN2wtk6AbrZZsEPIoVK2YeZg0mcX03b95sttfLVC9ugRwNBvVLL2cNRgEeATuBEd1MvcC0vyZsTTp7eWM0cWr7nPyqqFWrFooUKWIGrbaXXJmAmyZNDWrdeL3kBU7VdF71Vf/WtWk/bV+5cmVzfZrMdW16aajpBaKBpRemznvs2DHzc72I1FeBFvVVLwU1AT9NSJ7kYumB0vVpXw1yxdufg0nb6o8GjV4wmhQUVwEF9Ul903E1seh4mhR0bQJF+pJTTKtyYlD81SeBZDX9TABDg1Q//+OPPwzQ04tH16EvOV2bYqLBq3Pq3JrwBSSSrjkP3T0UP/VZA133Tk1x1rWpb7oPmrw0FnRNujY9cOqnJhidSxOyALQeaIHVBQsWmL5qIlR/NPZ0vwQak4ob1R/dUwFCXcOVK1fMuXUv9cJV0/3Uh5I+uPThozipaXypX5oUNFY0ZgRa9EJIApJ6wei+6aWr7XXdGmO6n3Xr1jUAW3HQc5LUV12bwK0Ag2Kh+Oo+aHJUPPR86NrUV41dTTjql54zxVvXrvZ/7J0HfJZF9v0vhJoEQoBQFUWwIIKAIihFUZEuKCgooIgNdS3rutXd/7bfVnd1de2i2AVRKQIqgoIiKFKkFxtIL0kgJKSH//lOfNgYU15SeBOY+WwWJG+Z587MnTN3zj0XW/Ad27Ztc8/GnzTswJgyVvSVOUO/eQY+n++iP4AtgMEZZ5zhXs+85fUcrBKS0m3B6r22d3+q3XfrULvkvNb2tr4jTdI5jCefw/gwZ3hu+sa64tkAHsxVwHN+H8AzsaYDH8AcY97gT/L6ABwe9uBzeT3jSSvKB9An5j/9xwew9vAB9Im+MY842BXkA/gOXo8PYE3zvvw+gHFmHJgrjDPrCrsyv/ABzF0+h/fRD56L58O35PUBzC/Gjvcz9wIfABhinRTmA5gLzDuej80WsMuzMQfZVD+aP89F5nbuy7TV3yS4ddS9UyvLSNpumRlpP/IB9Ik5U5QPYO7hr7ANfcUHAHpZP3l9ADbBrvg8fAY+gNdzYKYFPoA/8QHBIbAoHwDg5hnpJz4x8AH0h3599dVXNl32TtBhoKEONedGRdsJHy20LQJJC+L32nfpqU7Pctgvf27d9Z5vNS6MT7z2lcVfrLPlG7S+Gp3seKQpCVsE9FXWVDJPw1ueYFdJPL/agST7ZF+irdiXYNka57aiFgwUnSD6+tH2wY7ttkLrh4adGTd8APOLvQ9btG7dSkLx7WzrziR7+MkXbd3qFaIR6JZLYPvEU9paek4N27nlGyXKbJXUgiKoh6rY1aNH2K/uvc3q1I4QMHjT+bO8PmDr1m322NMv2FvTZ7tCAbGNT7af3XmLDbqkk814e7p9t0WfpcaeiL/CB9Af1iMAAh/A/GYMV36xXL5ptaKoadbipJOtb5++2sejNT7zNMeWuLUeXaeude3W095fuN4ef+ZFy0nZ6aKbNSOjrV5cC5MKrKXKbh1Pi7NObVu69w8YMPCwD+C7mf8BgGZd4wPYl9h/wA0BDgjVB5yug1B/+atatSNt0uQ37Qn1a8NXWyT1VNciY5pYNW74ItKsQXQVJZO1ti7nnmN95OsDHxAASf4bv0cACV+IDw18AL6E8cTXMqaMA2uacS7IB1zYs4e1O7uTTXl3gaq4zdOc3GPdO7Z0ILZz53Nkg1wcEKyHonwAfgawir9irdDYt/H19DnAAfgAfDCvP+wDvg8ogYXY+9ir+U7sDW7At+CvOEziU7EFPqCWbmoGDRxky7Qm/vPEi7bjO2GxQ5nWo+d5NrL1Sdbl6812EN+96Vvb0qK51Rc/vGOHjtZF6zDAAYEPAPtgVzABAQ76iS9n7gVlkEMGsTg2nAVvxtmxSfnmLeAt4C1QnAW+2rTDrrrld7oy9JzY4mxV0X5/PHJi3Rgoa3r7U89YygfzraoAaI26MRbVqYPF3HiDRSjZK2978Y059scHJzhwUU0glsjkgZwq1rp2Nbu/WU3rmJpgqTpYVa9R02ro8Kywp6Xpv63FiRZ33UiLGTQg5GHfvSfR/vnEJHENF7gqYTWkIJCZka6oZyZ1Gtx3oysL0GvepL50U3u4ErYkVeVv+1VV65lXZ4rz/IZ7/0nN4+wOZf6PEW2kPNuEie/Y31ValiSvQJoLGgSBk2gBpl+IznCzuJNHu8HpfVu82DmiQWxQ4Yf4xH0CogLfEuDvek6uagOJe9UiSq+KUNyzHQuc2L8+8rL9S3O1qg4CyLX9SdJl14gCvumBBy1Lh+6aCvQ0Hn6VRd91R3HmKPL3RYJYokac8PmT6BxREqIXIGFOjAEfolQ98G/2FvAWOKYtACd21J3/57Qe/3H/rSpFec0x/bzHysPBy5uspJ1Hn3vLySbdMeYKx1+k3vwx3+DmfbHC9j77gqUqkoi2a0S9GGtww/UCnbpFyRPE+Wz5Ovvvc1NUjWq50ywFWCYLxJ6mBPrf18u29tkHLUnUmRoqqVlbwu6Z23ZYqiK5VRXJQm6rodQKqp98kun6plizwgf9/Iv19p/xb+RWxhJorqnxACREqk9Ob1YFB9KlgZqmm5GTlGhGMt6Y4f3FQf2hrBdc1qdfnmEuv9DjAAAgAElEQVQvqlgDOq4d2ray2zXGg/t0K7YfpXnBKhWBoLTsTMmTIWuFjmymeMTQL7qpotO946628zoUXCWtNN8bynvTVKgCAAsXHOUFJMiyVJa2ZvUa1kVqBaglUJmsvFvSgRSX2MX4oI1LdTIisYx3ZWjIaf1F1ezG65AEVxwpuN9ceZENyDlg30n9I0vzs7bocHFS/qij+V+aVmyxA3glhIi5yiOEzJUC19FcGxLOJzTtm7eAt4C3QGEW8BJblXNuHI8SW3lH6pCik3tfnmiJU6ZZ5u5dqtolsKjr3IajR1rUOR0Pv5TqWm/PXiiVgtds2849jkqUJcmAdhFZ9staadamaqYlqVRrrVNbW0zfyyx50WL9LLKqijpG6Eq3RrOmFtXlPIvpdaHVAMwW0wDKlLp9WvquJCKdrivafhd3kSzWWVIYSHEC/nOkUwtXlyvXTu1OtYf++JMfVfhapEpVT7003RVXqKrX9ereUdqzQ6xHl/bFdaFUvyfqu1YH26dfmWFz5i9Rha8DlqFAWbNGDXXAHWHDVTEMqatwtj3x+1SNbJkrBLFcN0gkOcKVpRDEH1RooqhCEGXR78osscVBasNX39m/n8rVEI6OqWPt2pxit50uiuWeLbZ3yVKXnBeNKsE1w3XD8b+1VBLbFQliIfzDmeJPOIRBFhocJfgQAFh4X755C3gLeAt4EHtszYHjHcQymqkbv7T4F6QIMOcD3dVXsQhxGRuMvMYajLrWquYpBrBtp5JqpBc7URnlu6VnGhdVy86vmmE310y1k6tI5USasa5wwvBhFj9psiVOn6lEsTp2SOANpYFq4i3W668iQtrUqzUovqQ7mqlfrP3KdukKvIk0WQEJDb+Xg/pizZf2N1Wh+kjar8nSWD1Rla8e/es9rtRr3jbj/YX2pEDsYkWSAWjDBl5ot6iU61mnl0yv80hmP0AHcPiqijjMmrtIag6Z1u+iLnaPyva2Prn5kXxUub2WiPYUleR95Nk3XTWz/SqdO+CSrtKQvdlOP+VEp3VbXq0yg1j0kz/5fJU9OmGKzZ632Oo1rG+9pGc8IifJ2mxcZSl74+0Q1fAUhW2o+c5BrjQtZE5sab7Ev9dbwFvg+LWAj8RWzrH3IFb5KEo8Spwy1faMn2BZyCcqilhXiTcNpRsbKZmsQKSVxJNVa7+xB56aaFPnfGYnVq9i1zWtbZdlJVk9qRtkN4iz2MsHuEIHiVOn257nX7YcKRZQFawq0pC66aylBM24m8daXVEMqujGs6QNgPiHfz9vLyuKuFcFDCjf+sf7xoofy3V0xOGPfU0lcx8RVYQrcwJUt4wa6HifFCo4Wm21qAVzPl7iErx6djnbOipqHGrZ2KPRR0reUtFrkUT7E3RFfv45bV2VMXRsaypxr7xaZQaxVLKDs/2M5NU4IMVp/l3VV8oK27+yJksWWaaisFV0C9H4p3da7MDQ+eCF2dqD2PKahf5zvQW8BZwFPIitnBPBg9jccTu4eo2LxiZzDSqwWV0KDvUG9ndAtqoysYNGZjWVuya8Ndeidu+0UdE51mLHd3ZICUI1Tj/N6iuJJeaSXpYmWS6AbOradZaDVreu07OVdR0hlZ1oKaM0GneT1TjxBCFolWxFm1vc1qriZFZVglGVEHiz6Ls+pijYC5Pfc3QDQCk806sHXWwx3/NiU6UW8LB4tc8pyYpKXeil/vrOkY7ziQ7w0WyAblqQbU6GWjaa14rOVo2UZnsYk8i3qoTw0yor/NZMqdRs2+mqeaFti+4tRRHKq1VmEJsm6sVTorq8/MZs26gSwic0a2S3iZd90ea1VkNqFdmi5URoDTX92d3udqK0zYPY0lrQv99bwFugSAt4EFs5J4gHsbnjliPO6/73ZttuorHI6gl0RXfvZs3v/5VVi2v4g8HFZrvFp0wX8K3y5mTLURlbIrjRXbsI9I7O5f/pujVL6gQA4rRvN1n8S6/aQcmKVVGUtLqSXZrcKZ3lbudb+jff2oGPF1ja19843mzdSy62yLPaFjuZALGvvDlHAHWmK/3aqGE9FTEYaKOHXuYSbDKUvPT2+5/YeAnRL1e5WDRi60RH2t9+c4uNGHzx/8Bksd9UPi/IkE32z/3QMpSLE3l2+9wSvZI+DEcj8eytdz6yJ1+cbuu+3GQnNImzAZeeb/eJu9skrvz6VJlBbIooLH+TMsHr0z+0XYn7pXrRyH47/DLr+u1aS3lfmugUSpIkZuM7brUoSZaVtnkQW1oL+vd7C3gLeBB7DM4BD2L/N6hp4sbu+Pd/LHX1WkVND1hUh7Otyb13WW3pggI+f9QESr/5/Z8tbfsOy1YmNnzXJnfeZtWl6iOUePjlOcov2f3I45Y4612B5YPSJ1XFyDPbCMw2tWzpVqd9s8mypEUL5SBGn9Fw5IjczyiiUdVqpoTyiSAuXLLGYuvVURS2l1OXiBOgRUJqvJKqlqoMdIpkwWqJSnBepzYq8zrKzuvYJqwzGbpGwutv2N5XJ1k2MkzSLo276Qarq6S3cDRoDgs+W2l/ePB5W7Jig1MK6HbuWfbQn+60FgJn5dUqM4hNFpf43j88qgTDBZauA9spzeLsgVF9rOPXa233u6r+Jz3f2lo/cWOvt8h2Z5XahB7EltqE/gO8BbwFirKAj8RWzvnhQez/xi1rz17bo+pW++fNVzR2t5QGWln9EcMt5tJLLKKAmu9Js+fYtr/9U7xXlY4WaK2vErNNxAEsiA5w4JNFtveFlyxl2RcCsTVyk70o+ar3UXmriiS0Dol2UOOkFlb/6mEWO2SQQG3h2ftkfn8s4PW4SsHOnve5oxD0VRnXu28cZmkCzX99+EUl3qwxVBWidF2PesENI1TFq1sHi1UmeWlatkrMZkj4PkvFOgDbNUWLCJnfi6zZmrW25+lnFYFWdTZRJ6pIUiqmn4oLXNhDIfEcR7+AdgDdguIT0A3Ku329abvd8/8esfmfrsgt9HJGS/vvX35qHc9qXW5fXZlBLKoYd/72YXtXEmU1ND5nnNDIHriiu7UViN06+0OXuFinxwXWgFLO4oGXtnkQW1oL+vd7C3gLFGkBD2Ir5wTxIPZ/45Yt3uo+RUsTVfMdTiuR0hhd7zdQidDqTX+o0IPaQOJbU23XY09aDhWmFHlqcO1wi1OhhIIavNf4SW9YglQLiD4C1uCJVlWElAjsIaoYKCJ4SHqltZRMxjVspKpoVZGIfEENiumq9V+L8/qmuJzzra5K5l6g6OGAS7va5q27FIV922nJos/a4czWKm7Q3y6XNmxkGXBhDyxc5J49Q9XAIs9u50B3LV0dh9IA/HtefMX2v/OeZVHpUdq86PNC2agqVYhsUTCy98s+AvZR+ux6gweKdnGBs1N5toR9SfbzPz0hFYVP7aC4xK1Oama/u3eMDZRSQXkloVVWEOtUJxThv/8f43WQWuGUCc5pfYLd37mVtfpqre34ZLEON+KU9+9jsUOvEE2mWamHzoPYUpvQf4C3gLeAj8Qee3PAg9j/jSnX3MlLl9neZ56zlOVfOFkggFSjO+9QNOmHIC1L1b4S3njL4l95zSVl1VC524bXXG2xVw4pdJKki/eaOH2GHZj/sePLAmSJZBJxzFQUOHPHTstR5bCq0miPueQiF9mt2fLkQj9vy/bd9u8nJ9mLSu7iCvz0VicqIhtt23ftVbLXDqfT2aplMxtzdT8bJa5spErjlraRjLX78aecri6R5AhF3ADusYMGughzcS1t/Qbb8eAjrshE1dqqbAYaF4h19Av9nTHIjVDnCv5Hn3eukuBudvSL8mwA/oefmWyTpn1o323fJbWHhnbzyEF27RWXim8cWy5fXVlBbLr0kOcuWGIPqFLX51ImaK6yyxef1cpuaVzTmm1YY3tWKrmreTNJzSnJcUBfqxZbevt5EFsuU9B/qLeAt0BgAR+JrZxzwYPYvON2yDJ27LId//y3HRCloIrUAgCYzX7zyx8UPuAdJGTFT37T9s18RyVmM622oqdEbOteenHhE0GgFaCavmWLSyQTapMmbZT4g9EGuEt8e6al6qrdlNldQ5HfJj+9S1eyhVfWguv6t/++ao8/P0VqAzWUuBWlYG62q+IFz7OGrurHKtnr9usHlxkQS1m23HaLCpDy2WJHIYArHH3BBdbwumstsn27IhcBkVdAfOKbUy1TyXNVxA0m+gyV4jCIBdQCYtX3HEr8KkJbXweD+sOuKNfEL7Lt35gx355VotzyVRstrkE9G9D7fLt11GBrc2qLclnclRXE7lcp4TdnzbdnpE6wct03dnrb1ja4c1u7IjPBGqxdbYlaG4d5zrrJcIeVUjYPYktpQP92bwFvgaIt4EFs5ZwhHsT+cNyIqu7810OiFbxjhxRxItLY5O6fiBerjP48V9oHV6y0+ImTnbKACThGX3C+A7FU+ypJyxa/dPdT4x3IOyROKxSDJvfe47ixhTWudald/49HX7XakTVdMQPhYoHYDHcF3l3VvX55x0jr3LHk5V2hQaSLWkF0tKrkwZJUECLpgw9V3WyP07+lRYi722DUCAHZUUU++sGVq23nI49auhLoXPRa18yAVCLUAFY6z3cQfc4UJzlz5053kCAK3vjuOyyqY4cffT6yZWmoQyiSTcng2pI5i4iJOeIhyNYYLpRO7MMqekBSXF0dCDqdfZr9QuWzoWmUR6Ns8AuT33WqCETS7xx7pSs7S0njitx2qPjGs1K9oFLXV99us46d29vonh2txzerLXLNSkvetcdxmeGH15GcnJVBGV0PYivyjPB98xY4BizgQWzlHEQPYn84bnBdkcNKUPEDoqYAIigC9a8c/APFAMBr/GuvG2CWa/B6KjVbXyC21mmnlngixKve/N6XX8tVKlCUkqIIXMkWlTT13MRZ9pf/vGTx+/Y7AEurquv59me2srtvGmZ9LuxskZEli4ShqpAkGaz9M2Y5/m71E5pb2roNlrl1a25i2vcKDIfEIY3u1lU2UrSUSmT6fhLhqqtCmYu2Ak8F2Pa9867tevQJp4vLa2J6X2p1JDOW8NY0S1m61EVjo7t0VsGIQY5ykfTBPFfpjM9qMPpaqz/0ysMJdkSyM7ZvtxTp+iYv/NTSN21y41OvXx+re3EvjduRV4j6btsuJcS9bK9NnWO11O9mohT83y9udHJbZdUox7tTIJBIOXzldz/8TPzlmaqWWqPSgNhvpEv8rycmugIW25Xg1f3CrnZ73652xrx3rerKlZaWclDr4DRr/rtfuxuKsmgexJaFFf1neAt4CxRqAQ9iK+fk8CA237jpyh/wFP/6ZAHUVU6E30VZJXvlqnd93/YJ2O19ZaJlCDwRkaw/7EpXTpaElpK2faITxOsz05T5j8IBiWKA2KL0U5fp6nvCpHdyy8+K1wmOPaVFU7tywIU2/PJe1iD2yMFc0P/Udett13+fsIMCmFWUdEWSGZxVuLyBhJhLSBP3loIQJGZBL6gibixgHpAafUFX929Ec/dOfN2S3p/rorAATkr71rvsUpX7nes4tnxmrOwYI6mt/R/MtwTxjdMFmKvqe2uJE9tQZYDrSLvXRJ9NVnJZwrS3xa1dKYCcntsvPTxRW4pUxPTtfcSlTgGWf/jXBCk+THUmiBL4//v9t9rIK3uXdEh/8D6qXC3+Yp1NnDrXlQo+r0MbJ3/2lsreAmgrSyR27cZN9jsldS3+Yr0lqsLZZX172q8H97SGk1+zNHHJszUOkWedac3/+P+sptQ2yqJ5EFsWVvSf4S3gLeBB7DE2BzyI/fGApq7fqIjoKw5wAdxqntLSGil5qQ4SUN+3vS+/anuVZQ8NgNc0uuVGB2ILUxMIZdokfThf0d1J0qld4yKVlLClAljNk04q9O1U5dq2c68heQRIoiG31aJ5Y8frLGmD85sokLhfmp9Z8QlWBVUDAOv3FAIirhECrRnSyHUAUg1wSlQaybCquh6vfZaUC64YJP3Xiyxp3ke264mnLHPbdge06+hg0PC6kY5Hm5WYaBlbtjoQS4JcNdEC+O89z05wahFVxBGuInpFHUV7Gwy/2qo1irM9zzzrfgf1wsl0yV4Aar7bAVnZDmWJiNgjswFqD4+oyhl8VSgZ998z2pXprVGISsSR2PfbLTvsLw+9aO/OW6wb9qrW6uTmrjDF6g3fOtmzO8YMscsv61bh6QSfLVtrP/39o0a53lRF2Af372l/vaqXVX/pRUv8fJnGPlIFDjpZs1/c5xQ+yqJ5EFsWVvSf4S3gLeBB7DE2BzyI/fGAwrPc8+zzArKvuihihPiRDUeNFF3gKsdVpSGttfelV3KjkNLJbHLv3QKdA0s1O1I+X+J4tsmLPhOIreLE/+sLtBHVKuvGdXzahg26ht8sRYRkYU8BVEKcalzhowNLJBqACVA8JEF79FyxBwoFUZ3PtZiLelrqho2W/OliUS92fB+dle4tnE7ArGwV2a6t09k9qKgugJgkOKFDi7t+lJ5tmOgBhUSKBUh5/W4B2Yyt293nVY9r4IBxtfr1nI2o9kVSXFUlxyFxhjwX3FgSxWqe2toaSWg/uvsFimqHzjF9+c337b/ixX773Q7HMb5tzGC7TYlxDfWdpWkHFXkFvP5ekd5vNm8TBzbSfX5svWg7kHxQyhItlEQ2yAZVcBBLJbgZ7y+03/5zvDs4RYgnflXfC+xPfTtb1msTLX7JMlFKGriExMbjbrFqpbiZyGtvD2JLM/v8e70FvAWKtYCnExRrogr5Ag9iCx6WhMlvKdHqGQfYtIFalKSeGoweadECb0Qktz/woNN8rVJDCVUql9r0vnvExbyoVGOcJqAXr8/c//4HAm05+s7OLlksuut5pfrcvG/m6t1xSVV0IfnTz6SGsE5VwwRUpU97uMoYXNfvJa8A6fBLSZo6JOALX1ehQkWdr7aG6hsJWPtFv0jbuPEwCM7avdsydu5Syd3c6mTVFTmFX5sVH+8izDVEJWh02y0qsduryOfKVD/3vTNbP+85wEqjEAH8XOgWLjmsSWOL7tHdZcMfXLbMkj/73BWNIGLMIQDKQu02oSe2vS2A9viEqbZs9Ub3XddIYuu26y630045sVRjQALUoxPecjq0+xTlrUFxC4Wkc/R/0BgoRnHzyIEVPhILnxdJNyrFJew7YE2aNbJrpU1865lNLUP6yolK3qvevLmoJJc4+ofjSJdB8yC2DIzoP8JbwFugcAt4EFs5Z4cHsQWPGwlbcF6JjgLeuE6v2+cya3TzDVZFwG7X4086SSw4szVPPlnFCcZZ9PldSjUJMiS9lfD6m5YwdbqTmUIbFYpCkbJdR/iNgNfEKVMsZfFSy06VIoCrHCYAG2SFBZ8Ht1URU6qGcTVMRBXAelCRtpq6rieK6sChQFiOrpQPZUEpEPgVGE5WJa6EQC4MuSw+Sz8A6KpR0QKXPXOT4PJp7/7oUfTZqCAkvj3D9r/3fi7lgOYoC6IPKDpcR5HWRrJ9TdEQDnzyiUu2czJlOmjwXbFDh1hDRX2hPoTSqIL2xAvT7MOFy5zObn8VOxh33WDrUspSvSRB/e6fz9rmLZIWk5kisIn+AoDN1E/7Ni1VUa2/DRt4kdWswOoEy1d/KTWFaa5SFxzsTue0tet7nWu9I9IsXYoeSVKeYH6gG4yyBlrLZdE8iC0LK/rP8BbwFijUAh7EVs7J4UFsweOWI4BHWVQ0UeFx5mRnufKZsaogRbIKAJbrbjbpyLPbq0b8GPE7SyfFRAGEBGnPoo5A5LJmixNd2c7YIZeXyeTKloIBZXUTp05TaVfxVyl3S2QzALDfqxsAbLmmry0aQ/T5Fyj63Ck3mqr3QC/g6p4EtoLK69JRKpgdWLDQVT47uGqN48yiUnBI/15NUViqkZH0FWqpWoDs/tmKyM56z+nzImkGwK591llOP5aoH8iQ702c+rYqgr1sOaqKdigrx2q1Oc1Fs3lNYf3Na9xV0j196qVpNuXdjy0zI9u6ndfOxo0ebH16dS7xGOzbnywprffsoacnqQywlBzEF46NiRadoJrt3rvPUjTXqBA2athlNlZAtnYZVFUrcWeLeeM7iiQ/+PRkWyMeb4Y42AMEum/q2cFO/XaDHVSC3sHN32lc2rpCHTGX9nLJfmXRPIgtCyv6z/AW8BbwIPYYmwMexBY+oFl74xWNfc1FATN1RQ5grdX6FMlAneeu4ZPmK6tcVII6PburWtdwF4EqTQPsJbw5xXY/8bQAY5oqHdWzuJvGOuUDCiSkLl/hrunhrFaT9Ffk2Wc5FQC0VItrSFwlL/rU9kx4wQ6ulOqCgGg1B8Db5X5GHg1cPt9FmAWia51xugOtR9qgEqSsWKGI7xKnIIAEFiDSJXTdeH2RyWoFfVfmnj1KeFvruLeOTqBIZs2WLV00OKLu//oHx3fPCy/ZgQ8/spzkA4rGRlntdmcJyF6l6l/n5fJ1i2jIbD2jkr3PT3rXKIDQts0pdtuoy234kCKKWHz/eSvXfW1rN2wSz7WO6AGnHU6sI4ufghTvzfvc0UTOaH2ynXHqiZacnOoy/OMTk6xpo/p2tdQkfnqL6CMCuWXd9h9Isc+WrrHtogO0O6OlndP+9BJ9xXOvzVKBjZcNYJ6tcRin/t7R82yr+s47isAvsHQVsYg69xynGYxcWqgHleI640FscRbyv/cW8BYolQV8JLZU5gvbmz2ILcL02qTTlLi0S6ASWgHRPpK40MAkiShVV6fV4+Ks3qB+Vn+IdGSblj4TG5mt7aoYxtV7FQHJ2AH9rK4SqA4IgKKdmr5F3FBFhSPqxQoknKuI11CL6kQRgNykrMIaCU+7VC72wIJPXMlbwHddge9Y6d/WblN+JV1RNkgRBSF1zRpXyIBiEJGK1JVGxaGo50S/lpLBe1Q6OHXVKkWBiSrXscgOZ0vZYJiLmgPQC2sHBL4R8n/oKSXY6bq8edM4cWJzk7sKaxSXWLpyg0rWfmCLlqyx+gKxRFVHDLnUqks6a/yrMx0fdrtUJEjmGj74Yru05zmqDPalTZw2V/8ebzF1ouzK/j3sDz+/0eqUMYhFtWLquwvs2Vdn2NYde6x7l/Z2/dV97VwBWRQYCmrwdjdt2ekKZ5wgG/ADh/cfj76iUscToUpbTUmp3f+rW+zWc0+1XU8+YwdUsplIPTJocbfe5Ogw0D7KonkQWxZW9J/hLeAtUKgFPIitnJPDg9iix43kIa73oQ+Q1EQ00UWXxLlExcDpnY6S3qmKHZQF/+/ARwts+z/+5ZKgiDZWb9TIRRozVL0qOznFXaW7VkXgQLg1dvAgl+lfvUmTwh9E6OPg2nW24y//cAlYsAYAGE3uuVMAuGP5T1zZyunJ6hDgQM33RRLK64uxU9Ls951EWKr0aR0/VnSGaCXnwcUt7plfenO2/fbv4y1JqgHR0oq9RZHY3/30ugK7C0BcuHS1gOoM+2Txagd8MzIy7eLunez3P7vBWktG668Pv2RPiEcKdYMo6/13j3bc19mKzP79sVccWKwhsNv/kvPtwT/eIRBcNjxSOkzU+utN2+03f3vaRYJr1lA0XID5ovM72I3XDrDOZ5/xIyDLM7z9/if2+tvznNRYr24d7ZLu51o10U+ef32WKnXNE6e3qgB+I/uNdHSHNq9nm//+gKWoEEaO1kRdqVEwt2qoOEZZNQ9iy8qS/nO8BbwFCrSAB7GVc2J4EFvMuAkEHFBFqPhXJyr7fbmTh3Ixz+85mOiaklgUg4asAG5pW9q330p/9lVLXrBAla2SHfgiBMYVfy54DZQD9M/wZkVhgPNZb0BfB3oLajlSWKCAw+7xz6na1jYX4SVa1vQX9xZZSKG0zxLO91MVDBoIQJayto4iIcmvhtePtoZjRhcZIZz23id29+8esf2yP7YfNayP/eVXN6sUbT5+p363SJqpEybNcgAx9WC6RVSrquhlpp3UvJEDql2V+PT69A8VpZ2rqlw17URl8/9ZVcD6XdzFPlu2zu763cO2/qvvNKcO2QWd26m4wjgleZ1SZqZDvuvt2Qud9u3aLzc7EJ2lhLjoqFrWu+e5dp0ist3yldVdunKj/fHfE+xTPRuR4/oqmNG0UQPH492+a699+c02F4U9r1Mb++nd11vXjP226c9/tzSpSaAMUW/gAGv26184vdiyah7ElpUl/ed4C3gLeBB7DM0BD2KLH8yshATHU00UX9VVrvoerFLogEIIze//tUW6K/3SN7iwaK8i34UWKtzS3NrzVZSBf4KT+oJqQGEEQC59Qdqryd13WDWVeS2oZQi4kjAGqIPnW715U6vXv58rNlDU1Xrpnya8n5Al6bB9M2dZwhtTXBQ9RxHGegP7WaNxNzkZKCKjBbV5C5fbL//vKdu0dYelpmZYv0u62K/vHCUu6SkuAhm0FH3e3x971UlOpUgHlqpbfCKfyzV9CwFZuKdfqijAIvFRKUJxgQDjz24bYZ3OOtWQ3brzt/+xJSs2KMCebSed0MTGDO9no4eqhHEpKq3lfabN4vj++aEX7MNPlttBVQdDFQFFhCx9X6SoMaOH9rb7br/GYutGu7ft2ouE1mx7+qXptid+nwPe6aIU0KhgVl3zLUVqHXWV+Dd00EU2dnAva7Z+le14crxlKnGwau1aKj88xBrfebuTUyur5kFsWVnSf463gLeAB7HH0BzwIDa0wQTAUkEqY+duJyPFnTxJQpSkbfqze6yGkqDKrCnCl/z5Uts3fYZkoxYp6z5FMl4nqZRqH4tRmVYA2Y5/PeQijIBekq/ibrjecVxRAcjfDq5aLRD+jKWuXavr3hSL7Ch+6IjhSkjrVm7c1DKzRSk/CN7ynvET7KA4zdA/aqtCGKV868qOhbGIV6z9SrzPSbbgs1XSQk2yjtJwvenagXZFv54WWTvXvoBAlAx+q/Kr8wQQ4xrW0+9yQR480iTZmb83iavvqlpt27nHmqpYw6hhve26q/pY8yZxrtLaXx9+0UVxoS6gHdv+zN43GfEAACAASURBVFb2B9EQziulpBd9RCLs48Ur7Rd/fkIFFrY76S73oyhqqlQS9iTs1/ecYb+441q7tPs5DoR/+MkyJW69YusUtU1XRDlKEduqAqP7VF6WVlNUmoMCsfVV/OFXokVceVozy3pnlu17/0PLZi4q8RGeNjSXsmwexJalNf1neQt4C/zIAp5OUDknhQexoY1b+rebJKn1ngOXOYpokWVeo1kzCfZfZHVUVjVCWfBl3dCqTZwxy7KkSBClggf1+vR20dZMJWnFq5rY/jkfWJaywSNileTVtYs1VjJN9QJ4iFAJdjz4sGUrCoueK0A47pabcuvalzM/taxtcqSfR6LRvrdnOToI4B/7xYi/HHfjGEcvcDxjpykbpf/OBagkYL345nv28hvv25btuwU4GwrA9rCfjRvhkrZoiQJ1RGBfemO2Iq1b7ESV+e3Q9lRV9qprq9Z/IwmqTbqKV4UzeMD64VqfMrO/UxnbPr3Os1o6bCRIleA5JZG9poQwvidH/ainK/u7b7rKrhfQrSvuamkakVQqkD3xwlSngNCwQYwqg4n+onLEn3+xwTZv3SXwHWMDxMX95R2qSKfqYY9OmGIPi3oAEKfUboe2reykFk1szbpvlRS21yhzzM9pp55kf/vd7XZBaoJt0yEh/etvHWWjrqTMGlw7/IgKTITyjB7EhmIl/xpvAW+BElvAg9gSmy6sb/QgNjTzs0GTtMIVPqCHUCzVuki6clfy5QAGD0mFIDtxv9NZJbM/Qle4NJKkDioDH9UE/oRSUPOkk6z5b3/lIo15G4Ab2S6iyJSaBVBRqKDxT2475qOwzg6yVYoOHtv/+S+V0v3OFV6I7NjB4kZfa4dkC1QniE4jm0axCsBsuhKz3lOJWBKy1omvSoS0Z9ez7aE/3WktxGmlQQX49d+esk+XrLUkUT46tG1tY6/pbycq2enVKXNs2nsLHAjMpSwosU7Ar6NA7sN/vtPOEi2BRtIUigbPv/6uffntVkdVqKaxhBOLekD/i7tanfw83NCmq3sVFAa4sAsWr3LR006iNlCBrLGixv955g1bLE5uNXF46Q9JaNmiGTylSlwff7bC9bv1ySfYTaoi1vei82z919/ZzPcXuSQ2IraX9epqY64ZYLFzZ9vmR590BS/gZMdJPq2BKnU5LncZNg9iy9CY/qO8BbwFfmwBD2Ir56zwILZyjhuJSzsfUvLR+3NVRCDVqknFoOl9d1udC3v+QNSf4gDxE19XoYB3XYWr6ioD2kAAjiv146XBCd716OOuJC0HEaKxXHvn6GCS+d3WXJpB2zMdRzjqnE7Ofuu/2mL3KOmK5KtsRd3P1jX/P347znFas2VHQC5UApQFcvT73j3OtX/+bpy0YWNdJBNJrSpSkIjQVXyO6CfVBIQvkWLB//3yJmvWOJe7DIgl03/CpHf0fZtVzbe6S6TitYDl7iq0cEmPcxyA5t+PpCGH9exrM+xfT0xylIiMjCy79opLpLJwvePr/kk82WmS3SJC3EQatQMuPd/iRS9YKImweHFba1SrbqPEl73zpmF2giLRNIA20VtA7MktmlnTmEhL0uFot9Q7SGpEu7jxXXcoybDfkXQ1pNcWC2LTxGVYIWHirVtzy7pF6TTSqlUrO1nl9KrrNOGbt4C3gLdAURbwILZyzg8PYivnuBEZ3vv8Sy77PnP7Doto2MDVqo8d1N8iBCaCdkAC9HtFPaBQANFip5eqwgx1up1fOR+8BL121dcWfmZ7X3rF0sQLrlqzlmgVKrcr8OnK4UrloYrK69btdaHUC0ZaLWGf+H0H7Dd/ecreFVhFM5WKWj8Ze6VLutqXlGKPCaRyVQ9AbFg/xmm//v7eMQ7gvTFzvj0kTu3mbaIICE1m67tanNDYrhlyiavIVS8ml5IAiEW54LmJs1zWPxSDvQKSgOJsVRsjCtvz/PZK9upvPQRo4dyG2jZ8vcX+/cREe2vWxyrMVkXas5EqpHCVewZkt6ZLseC/z75pn69Yb/XVnwZ6hmQB2n0qigCtoYESy/4swD1swIWFfmXG5s22a/zzliSaDVxsV375tlssuhzmVpEgNl2Zjp9++qnNmiVyrkSQa+tqJFPXF6eccor169fP2kgIubAsvlAN6l/nLeAtcGxbwIPYyjm+HsRWznEDxO5XdDVh8luWum6dA65wPRsoqaYGXFc1+J5wQROnTbdsFR3gKr2eSthSXawsNTwrgwWzdeW/V+VoE6dOdyVpsYVT7+fne9myqpFRugofYQ2HDTWJm9mEiTPtFWnGbhCloLEStAb2Pt9V1KKq158efMFxX1NS0lzE9I4brrC+4rqClTbo6v3pl952ADVVADlTUdDzzznT7h033C6UPivJVQGInTT9Axv/ykwHLE8TX3WHKmrtFKAFTKarYlikFAG66r1jRwxw7w0Sy4qyeXxCkovCThRVAXUCvu/Crh3srpuGqh9t3VsBy/98/DXH663q9HtzubsAWKLHbU472f5031j33QU2vS5Z1dj2an6lqBCHK2ShSl1xqtRVu13ud5RlKxLErl+/3p599lllm9W3vn37uj8///xzmz9/vnXs2NGGDh1qMXlOdmXZMf9Z3gLeAseGBTyIrZzj6EFs5Ry3XK4nIGKSKydLjfqoczspGjtS0db2jv+6f/YcS5gy1dK//MpFHnlNI0XK6l95ha7Mj+x6upJa6QfdTt2wweJVRjhpzofu3ylaEZRFPaRoLVzj2qom1kR0i4guXWz+56vtYVWn+vjTFZLHirYzBexuGTnIvpX0FpQBMvxRABgzvK/98vZrrVFcrPtcJKxef/tD++O/dNWu5CqUDIb2v9D+JH1YdGID+jSRWCp2Pf3yDKdBO1rJXCSILfhspb3zwaf23dbdlq0+1ZKaQLfOZ9kN4tz2ufBcel7ocJDAxXe/+tb7tlHSXhRjiFMi188l6wUfFpmsoE2XHu7jSvpCZQGKRPXqEZah11M9rHfPznbXjVfa6a1zD0T52yHxhvcpApvwhg5RKqRBBbiYfjpECS/WaHFCmU+XQkFssrggH3zwgc2ePduuvPJKu/ji3PrAO1UdBGBLRHbIkCF29tln+2hsmQ+L/0BvgWPHAh7EVs6x9CC2co4bEcSMLVttz4QXpIX6jgNjNU5sbg1HXqtqXGcqSva5dGFnG5xYl9ClzPsoUQnibrrBIvMlf1VSCxxxt0mUS/l0sQP+6V99YzVbnuTkxjJ37Xa6uyTBVVVFq4bSOY1T4tv2A2n2mz8/bq8roolqQLR0VVud1Fw6qamuQAERy+ZNG9o9UhMYJZpBXmy5WlHavz/6qs1ftMIpGtx+/RBXIQu6QdDyglioAz+9eZg0abvazt2J9s6Hn7kCCes2brY0AcbaArKD+3a3n916tbVqKY3bAoAsagQz5iy0F15/z3Fs09KkRCFAenGPTnafQGxbgfC8LUGUiYlKQntEtAIoE3BlUR5A/usG0R7g0DZqmAvM8zfmFJHtfVLPyNixQ5Xl4hydBT5sXjrLEQ9SIW8oFMRuFqdhxowZtnv3bhs9erS1bt3afQQUg9dff92I0nbv3t369OnjtMJ88xbwFvAWKMgCHsRWznnhQWzlHDd6DZDY/eRTtveFVxRlra0r3SiLVCQxol6si45lKMflkF5DBJbobP1hV7rEJV53vDY0dw+uXGMZ331n1Zs1tVqnn2ZpKpe667En3aGA6mZ1VH3thPvusSotWtijz0+1R5+ZbAmS1KpGkpYODxG6es/OPuSu+kcPu8zxXFu2aPoDk1K6demqDbZa0lQAYBLC8r8mL4glQnqn+KpU+eJaH4A55Z2P7PmJ79jX0nhNFh2ihaK0113V124ZPdDqSRUjf5vz0RIB51dcZDVdEdV6ih5fqKSwsVIROK/TGQLCP1YM2Cju7INPTVLkd7ED5ygznNryBPu/X93ktGNJNiuoZR88aDsfeNAlFsI5riFbNrlXiYU9pFVcBpXr8n9noSB2rUjOM2fOdKB1xIgRh0HsQXVw+vTptmrVKuuisPrAgQM9iD1eV71/bm+BECyA4xx9119s5dqv7Z/K4uXk71vFtwAlMt+Y8aESVaa4DfqOMVfYVarEU/t7zcyK/wTHdw/3TZlme57Rren3nFd3Vx1wPXXVHaEkpsiO7S12yGCLVjGE3OpfvuW1QJbUC3Y/97wrLJG5WwlWZ55hja+52upIl3ftll324muzlAi1wGmtwh+FN0pE9dyz29hvpfvaucMZJTIoygCvTZ1jT4k/C4i968ahNqRvj8PRWr4Pzio/323bqaGLsDOkz3r/XSPtom6dDnNr+XI4rv8d/6aTyHIUBK3fnl3auyINvbp1LLR/0AgWqCDCPx+faAtFn+C9qCg88LvbrLUivoW1rPh42/bnv9mBjz52/OLaVK77/W9luzYlskVxbyoWxGaIfHz11Vfbqaee6j6rPEAsAw952TdvAW+BY8sCRA6IxN5w7z8ciP3bb26xnyuJwa/2ij/ORGLfmjXfnnxRCS/yz+NGX25DB/TUpirtU98qtgW07tI3bVay0jRLmq2ImGS33KJTdrsr+anIW6Sko+qpelKd7hfkVvMKAG7FfrLy651LYvofkAeTZO9PEn/4fUtUqd+MbzdbtbiGqn7WQwUhxpqpkATUgGdVlGDOR0slQ5XkOK5txBW9fcwQG3TZBa4oAdzYvA2fmPf2mu8BA+VtTieWxK5XZzkQe4c+7/LLurnoJ2CZTyQK+9f/vGizFWUlSgrt4BJFSHltB5WudQOu/02RXNaTL06zZau/VMQ4QolZLWzc9YNtyGXdNQ2qu/4VhL/oJ/14beoHjkfLf1975aVOSaEojdrUNetsz38fs5QlS522Lslcje+7VxSNk3PnWAlafpv9wJ7qfIGfGkRiAbHDhw//USR25cqVLhI7aNCgUkViqQt8QAssRaH6LBHMvdpBCUbYv8VboIJaAK7YkpUb7b7/G+/0FX9x+1V255jLXbIADt+3imkBRNwpd/nuvCX20lsfCPscslFXXmz9ep3ruHQkefhWwS2grT1TnMSMZV9YzherzHRN7kBs06ZWRcCieruzrLqARUSdOq5oQkkBRgW3Qsm7R+Ra9ICs9Rst47kXLEd/wi+OOLWV1VIFtGqnneokuDicT5PY/8efrXZYaMDFne3qQT2d5mtJ1kkNcW/jEw+Iw/qpKnbNd6oD1w271Hp37+j+nqnkMNYnwHXux8u1PufayvWbXEGEWEli3TpqgJLFujmubOL+ZPvvhOk2VYla8Gdrqf9XD+ounu6ldgL9079xQC2o5VYUM9u1Z580YHc6bNaieSPJhtUruH6HqAJVdFOfvXS5pesWIFtJg1WU1FVV3OJa0h6uQsU43ewfSQOeUuQhWgoHdTRPC6KuFhqJ3bhxo02bNk36YMl23XXXOW1YWsCJ/eabb6xHjx520UUXlQrEcgIhuoseLYDWg9gjGWL/Wm+Bim0BHOnSVV/aXb9/XIkI39n9d19rd48d4k7/XE/5VjEtgID6AXH3Zs791J6f/L4Dsddf1dsGXtpF2dJR/gBSMYfth73SGFb9HlgcUhRR+ky5IFa6sVUEXokkIuoPEPOtAAuA4Ei2Eh0j5elnLX3RYstOPWhVmzSxyOtHWS1pntaSxmqODuTfqLDBuq9yK2ud2fpEVedq4OS5UCM40gYdAd7rNAHPl3WABLiOHdHX+kp9oFatGi4A4MCcAF6KbkteemOOgOwcl4DF77p3PtNuGN7H8VepyPXC5Dm2ZuMmpyXb8sSmdp8CCT0l/RVEf4u6BQePEa0NOLOpAqHpohkV+B7NtxzZKlVc2HT4sFu2WMSJJ1rtS3pZzb69rYoKSUgR4IjMwfdEQEmQvCs/RwRi9+zZ45QJ0IkdNmyYXXhhrrDtLtVjRp2AD0Od4PTTT/fA84iGxb/YW+D4sgCRiuvu/qvnxFayYfec2Eo2YL675WKBQwJu8aITJE6f4Sga1QXGYvtLclTJcNWUtFQerThObN7vXLx8nSsVO/fjpS6q2kilY7uL8wqIpbws/nf33kSVlI1V4YVeohJcYc0bC2SXQ8vSQWmPlAmS5n3kbgGQJWt47Qire7GS0sq43GzQ/UIjsSDgNWvW2Pjx43X70NQlcDVo0MAWL15sc+fOtfbt2zud2Hr16pWDKfxHegt4CxwrFsgLYv9x/63289uvOVYe7Zh+jlQJqpPY9biysNkckQIisetIqgMd0wbyD3d8WADd3aXLJBv1iqp7fWoRuomo3eYMa3TzjRZ5TuGJUT8wjqiSOemq/kXhgFrSYw0EYQuxYJIKGpDYhU5skNg1uE93J3WVvyF99bI4qw889ppL4qqp269a4s5GKKILXQBKw0EpUZzXsY2rHAbALVxNtnRDmv71N7bzP/+1g6uUCKYCWVFdOlvjcbdY5Nntc7nY5dCKLHYAV/W9996zjz/+2PFVawpJow9Lpa7evXs7ioGX1yqHUfEf6S1wDFnAS2xVzsH0EluVc9x8r8veAtmq5LX70Scs/q2pTiYKvdMmd95u9Qb2L/bL0JhN/uwzSxE3OUKJTnWlBFFcpn5BEluA2MJkrdZs/NYeVjR29vwllqTStxHVJPmFAoVAc6YoI0hwjbqyt92kggyxkvUqrwbY3/7Xf+ZKuCmCXUflepv98udWvUnj8vpKKxLEEo2Nl1wCcloUOeC/IdeeddZZdrJq4Xr+armNi/9gb4FjxgIexFbOoQTETlaFnydUuYfUDyKxwwZe6NUJKudw+l6X0gII+O996VXLVnCviniaDUdeY/Ult1VN3OLCWpaikQfmfeyKS6Rt/FKJYdWtTrcLrN6ggSo8cYZVqV6w1iog9lUVG3jmlRkWHVXb6cQWBWLTFeWF9/qRKoh9pCIKa7/cJL5smjVqEOuUCi6WlNb50qM9JZ9mbUlMkpUgjrDAKqWLo5QcWLN1br5UjnKb0Ibd9fjTlq3XINlWT7SLpr/4mVUl+lxOrUgQW07f6T/WW8Bb4DiygAexlXOwoROggfnfZ9/SlWSm04n1ILZyjqXvdektcOCjBbZXpWlTV69xHxbd9TxrMGK4RXU+p8APz9q/XwD2I5VfnWJcsx8iqY6kLGXa11WEstGNY1xRhYJastbeZFXlekJUHugBlHktCsQGnwFtYNHStbZ4+VpLVgS4WeM40Qfa2dltcoFmQS1Hyfvp0sOlmEM1UUZrSEWgsKIEAHgqcfGTlXTA6l12qTW4drh7HwUhEiarwtesdy1bv6umSl31r7jcGo65zoH+8moexJaXZf3negt4CzgLeBBbOScCXLq5C5bav5+c5PQif3IDIPYiH4mtnMPpe11KCziQ9vobLsErJyPdqjduIhB7tX6u+tEnHxL9ct97cyzxjTctbcPG3N/DCUXjlSpWJ5xgTe6506J7dDsM8HhPjqpvIe6aViXC3l243B566nWFOA/Z3TcNDQnEBh1BpUDqr05TtijKJ9JqB+Z/bIkCpZlK5ic6TGWtSN22R8TU/SH4hBv8xQpV43rI0r780j1LjZYnW9x1oyymX1+B+9W2+5nnLHXlKsf/pRJcw2uusjo9e5YbH5bn9SC2lBPbv91bwFugaAt4EFs5Z0imQOy8RV/YA6rYkyjRdw9iK+c4+l6XjQUcMBXY2/Xfx3WVnuzolLFDr7Amd//E6cfmbQBXAN2BBZ/kAkHkzrhSp4CC+LVo88KnReGAyKe0sSxlxUoBygVWXVlXOR062CfJWfbQi29btrild9807IhAbChPDD00bd162/PsBJewRj+rSsaqWoP6Fn1+F4vp29dqn55b5IqWuXev7Xt7piVMnGyZogtUhQqh90Qqyb/xPT+xjE2bbNcjj1uWZLYO6Xnq9e9jDa8bqSIHLUPpTolf40FsiU3n3+gt4C0QigU8iA3FShXvNQ7ELhSIfSIAsdRv95zYijdSvkdHywLJiz6znf9+yDK277AcRVRjLrvEGv/kjlwg+r3iACBu7wsv2b53ZwvQxTvObI0W0ktV2dX0b8VVpZKVkuRrnHSy3jvOopXBny7d/T0qqMDn15QCQebpZ9jSJi3t8YWiLggg3z32Cru89wWFJnaV5Pkz9+y2vRNeUkWyOU5JAAksIrMAUPocKypAg9EjrVrduu7jD6rA1e4nn7HUdRvc66Ac8GfVyEjZ4VJHITgw/yP9W24hlIY3XGcNrx+pZy0/Pizf40FsSUbfv8dbwFsgZAt4EBuyqSrUCwMQ+68nJ9rO3Ql2q8rOjhp6mUppRlaofvrOeAscLQukrl1nu1X4IFVR0yxFVOHDNhTQi+5yngN18EqTxJ3doyhsxvbtDhDWUiQSykFkpw6KZM5yvFoJbVkVRT0b/+Q2B2ITp79tiVOmu4QoFAhSata2z2Ob2YQ96ZYlGdPbr+lv1wzvbzUpvlAGLTcJa44Dzpm797iiGKaStCSeEXHOStxnkarqFicZsTrduipKW80Sp023XY895Z6xSpWqqpuRW8iB5DRX9U3PSoQaOkREnbrWaNzNFnv5wDLobdEf4UFsuZvYf4G3wPFtAQ9iK+f4ByD2309Nsk2qSHTDiH4qaXm51StHiZ7KaSnf6+PFAvBi48WLTZoz14G/Wio9W/+KIVIb6O+u4g8K3KJigJwWQNFFKS9VtPaOWy1CYDThzakCjs9btkAiJW35XbXYegK+kjHdG+8im+gVJFtVW3Sopr2UUcuSatS0G/teYLfePcai6sWU2tSHxFdNVhGr+NfftINKUkMKq5qquNVEcUpRX6gQmbt3WzX1t26viwRkb3BUA2gH+6bPFHjN0bPECLRXd9HoHCWTAVyriPMLkAXUoqPb8PrRDqCXd/Mgtrwt7D/fW+A4t4AHsZVzAuQHsWOG97Vxowd7EFs5h9P3ugwskL1vv2gC74sXOsnSv9vi9E+5So8bO8Yi6taxvS+r4MCEFyybBC2pEcAtbTjqWos6N1fB4OAXArmvTrSUzxY7wIreLJUHXEKXOKqAxeqiJRzIyrFPMqray5m1LVFlXke3b2m33DHS4rqcq1K4BctyhfR4+o4DCxZa4ltTLGX5itySw/q36At7ij4w2A6pcMKe5yYoSWut60ut01oLgN/moq9ULUtdo39X1Daqs0rgnnqq04NN+XyJZUuJAQDs6AXSwo3p18fqX3Wl1WzRIqRuleZFHsSWxnr+vd4C3gLFWsCD2GJNVCFf4COxFXJYfKfCaAGu2pM//VzJXY9K9/VrRV9rKZu/mwT977OshETb9eTTduDjBS7hqbqimw1UchVwCAeWBhhMmDrd9oyf4CK1jleqyKaroCXwGt21i0W3aml71n9pc7/YaC8mVTHBQxtet6qN6nm2tbr1RqtSQmDo+i7wnKhocMqy5bnfr37W1Pc1GHmtxfS+ROA71T1b0tx56muyk86qc1FPyxa3FwAOhYJnAZjXGzRApWV3WvzkNyxFXN6ctDRHRSDi3Pi2Wy1mQN/Dz12eQ+ZBbHla13+2t4C3gJfYqqRzwIPYSjpwvtvlagE0X7f9+a+utCrcVkrPIpdFwla8MvdJ5iIqGXNJL8eXrdnqlB/0BwC565HH9H5d5WcqEqoGMCSy2XDMKIs+u50lrP/K3p05z578dL0lHki2YdXTbGhsdTuxdy+r0rq1i3bWaN7MfXYAkIt6aADmwZWrLWHS6+rnMkMblvK3NU9p6Xir0AagFBCVTfpwnivqcFBSWUSKoRXkHExxxQ1c0pf+u8m9dwn0XupeT+GDBPF5k6WJmyXgG9Ux1x6Reo6j0TyIPRpW9t/hLXAcW8BHYivn4HsQWznHzfe6fC2QJamp7X97QBHZz9z1OVzSupf2cnxYACIR1epxcdbo9ltdMQCisnkbFa+SPpjnopeZiYnu9QBDqAcUQSD6mZaRZe998Kk99NxbtmvNeru6jtng6ukWcyjb0gWcq9Wvb7XbnmnRF5xvUe3PsmqNG0vCKzfaW1AjIQ1gmqI+Z5OYJd4qADh24ACL6XNpLq3h+4ZSwW5FihOnTDusbeuqsypifAiKgd5Hyd3IDmcffk/K0uVOfitLz0Nkui5c3zLg74Yykh7EhmIl/xpvAW+BElvAg9gSmy6sb/QgNqzm919eQS2QLc3kPeK9JqnEKoCUClyAQKKbgDj+O/q8ztbopht+FIV1j6ToZY6SqUiKQh/Wte81WoPyrGmSqZr90VJ78JnJtnP1OtEJqtjgqgetblaGpav4ATQEIrBVI6OstlQEYi8fIBDc9bDMV17TkciVoKILKBFAZ1AGlkrFCsAqAhvT9zKnLJC/uWjsq5Msbb0KNUiFIJDT4rXR3c7PjTC3PPnw24jQ8vyHqEimBDcHqL+XHCvvYfQgtrwt7D/fW+A4t4AHsZVzAngQWznHzfe6fC0Al5TSqkhipUnftSqFDgQsURvI1tU/4C5OADbm4ouc9mpJWqoSrACxDz3zhu3Zut1GNKplg/ZvtzoHky1N1WstQtW/aAKNVVSWFj5r3JjRVkNR4fyNBK74l16xA58szE0ci2tk9YYMstghlztlhIIaBRkSZ86y+BdfzU3aUuQ2R32q3qSR1VeBBwo1EA2uCM2D2IowCr4P3gLHsAU8iK2cg+tBbOUcN9/r8rUAyUtk5LvreQoXKPJIdNVl+levYXXFhW10281WQ1f8JW0OxM5fYg89/brFJybZmB7tbXjLOItSJDZDkdUMKSNAEQBgQg+oru+KFTAlQur6k6dROSxh8pt6bZLAaDXHZW0owFvzpKKVA9I3b1bE+UVXwCDnoJK29Hw1T25hTX56l4v6AmwrQvMgtiKMgu+Dt8AxbAEPYivn4HoQWznHzfe6/C2QsWWL7Xz4MacXC32ASCyFAqLOO9fqDxlsUdJHdeVmS9gCEPugNJoT9iXZuDFX2I2St6vlZAwk1SWpKyptJc390LL27HHFCGoIlFJUAY5u0EgyS3jjLQe6nwy3+QAAIABJREFUTRSE6uLbNrpjnHiwvZ2ua1HNgfVly2yv+LHJS5Z/LxnW1Zr+4t4ffEcJH7HM3uZBbJmZ0n+Qt4C3QEEW8CC2cs4LD2Ir57j5Xpe/BSgQsOu/j7uCAehjUdQgSioFsVcOER+W6l0lB7D0Pj+IvfX6IXbjyEFWO/hcRX4ztm6TpNczuZJeApwoIlSNrO0AbdCQ7zokZQIqaUUIbEepsljcjWNcclYoDQ7tvpnv2L4Zs9xz1hswQFSCfu55K0rzILaijITvh7fAMWoBD2Ir58B6EFs5x833+uhYIBlJredfdFJZFDOof/UwZey3D0nyqrge/gjEquTz2BEDLLL2Dzm2B1Tidu/Lr9jB5SvNFAk2qSUAXIOGqgC8XJLIap58kjVSGdm6F4urC483xIZaQYb0YEnUgiJBta6jlbQVShc9iA3FSv413gLeAiW2gAexJTZdWN/oQWxYze+/vIJbICcj3VKlvZr+zSaX7R/Zvp3L4i+LFiqIdZHSd95zEeGMTZtcCVkXMv2edqBqsGqHnARXPVXRajjqGqsm+a9jqXkQeyyNpn8Wb4EKaAEPYivgoITQJQ9iQzCSf4m3QDlYIFQQy1dn7tptyQsXSad2lavC5aKkeUGsqAe1Tj/V6vTsYbVat6pQUdSyMJ0HsWVhRf8Z3gLeAoVawIPYyjk5PIitnOPme135LXAkINbFWtGbzcpWzNWFXn/USDIrqyhxRbOuB7EVbUR8f7wFjjELeBBbOQfUg9jKOW6+15XfAkcKYiv/E5f8CTyILbnt/Du9BbwFQrCAB7EhGKkCvsSD2Ao4KL5Lx4UFPIgNfZg9iA3dVv6V3gLeAiWwgAexJTBaBXiLB7EVYBB8F45LC3gQG/qwexAbuq38K70FvAVKYAEPYktgtArwFg9iK8Ag+C4clxbwIDb0YfcgNnRb+Vd6C3gLlMACHsSWwGgV4C0exFaAQfBdOC4t4EFs6MPuQWzotvKv9BbwFiiBBTyILYHRKsBbPIitAIPgu3BcWsCD2NCH3YPY0G3lX+kt4C1QAgt4EFsCo1WAt3gQWwEGwXfhuLSAB7GhD3tIIHafyo7xU6tWLYuNjbWaKmPmm7eAt4C3QCgW8CA2FCtVvNd4EFvxxsT36PiwgAexoY9zkSA2RzV409LSbNasWTZv3jxr0aKFDR061E455RQVhQhKQoT+Zf6V3gLeAsefBTyIrZxj7kFs5Rw33+vKbwEPYkMfw0JBbFZWli1dutQWLlxogNkNGza4SOwtt9xibdu29SA2dBv7V3oLHNcW8CC2cg6/B7GVc9x8ryu/BTyIDX0MiwSxa9asseXLl1vz5s1t2bJltnfvXrvhhhusTZs2HsSGbmP/Sm+B49oCHsRWzuH3ILZyjpvvdeW3gAexoY9hSJzYhIQEe+6552znzp02duxYD2JDt69/pbfAcW8BD2Ir5xTwILZyjpvvdeW3gAexoY9hyCD22WeftV27dnkQG7pt/Su9BbwFZIGVa7+26+7+q/vzH/ffaj+//Rpvl0pggaysbJu38Av715MTbdOWnXbDiH42bvRgi6kbVQl677voLVB5LZCWnmGz5y+xf2vtJexLsltHX243XjPQateqUXkfqpx6HhKI3bNnjz3//PMexJbTIPiP9RY4li2wcu03ArF/sRUCsQ/8dpzdd9uIY/lxj5lny87OsQ8/WX4YxI69pr8DsXXrRB4zz+gfxFugIlogPSPT3pv3+WEQO+66wQ7E1qpZvSJ2N6x9ciB28eLFtnbtWpfAFRERYU2aNLF27dpZs2bNXOfKE8Tynampqe4nOzvbc23DOh38l3sLlK0FateqaZ9/scFuv/8RJYdutvvvHW0/u2WY5RzK0XrPKdsv859WZhZgH0hXNOjjxavtsRem25Ztu+3aKy62MVddZg0bxBhUA9+8BbwFyt4C1bT2kg+m2gcLV9jjz0+3xP0H7IbhfWzkFZdY3ejalqkbkuOlCZ5atWrVnKhA7dq1rWrVqj96dAdiZ86caYsWLToMYlu2bGk9e/a01q1blzuIBbgeOHDAkpOTPYg9Xmamf87jxgLRkbVt2eqv7P/9+yX78tttdtfYwXbztf0sR+s+y4PYCjsP2Ei50lyy8kt7ecoHtn1XvF3eu6sN7dfNGtaPMSJFvnkLeAuUvQWqVxOITUmzRcvW2ytae/sPpNjQ/t1t8GVd3S1IRsbxc4AMQGx0dLTVqVOncBCLFmxGRobxBvRfOYWDfPmTlpiYaAEn9uabb7bTTjutTEeOaCzf7Zu3gLfAsWUB/MlWRfFeeGO2bdu5x4b07W69e557bD3kMfo0RMo3frPFPlggZZrEJOva6Uzr0aWdRdWuZd5bH6OD7h+rQliAm451X262uZ8ssxQB2u5adxec29ZqVD8+6QTsIwVFYRmskDixVOsaP368UydAJ7asQWyFmDW+E94C3gLlYgEShHbHJ7oIQv3YuroS85zKcjF0OXwoEdf9ScnuCrNOVG1FgnxSVzmY2X+kt8CPLJCWlmH7DiTr1ipHUcgot/58+7EFCgWxXO/Dk121apXFx8e7YgcpKSl25plnWv369R3doH379t6m3gLeAt4C3gLeAt4C3gLeAt4CR90ChYLYpKQkW7JkiZH0RdJVVFSUoxocPHjQcVcHDBhgXbp0Oeod9l/oLeAt4C3gLeAt4C3gLeAt4C1QKIiFowpYpfwsDT4CIDbgr1YXNyPgzHozegt4C3gLeAt4C3gLeAt4C3gLHE0LhMSJPZod8t/lLeAt4C3gLeAt4C3gLeAt4C1QnAU8iC3OQv733gLeAt4C3gLeAt4C3gLeAhXOAh7EVrgh8R3yFvAW8BbwFvAW8BbwFvAWKM4CFQ7EwrmFi0uDc1uYNlhxD1YWvw/4v3k1yvJq6sILjoysHHJBPAv8Zp6Ffoer5dUEDjjVmZmZLnkQHjb/hk3DOe6h2ob+0ndajRrhrWmNXfmhugmNvjFX6R9/R/e5Zs2aoT5aWF8XcPGZp+GcB4FNmZOsG1p6errT1KaP2JMqMpWh8SzMBeZHOHMZglwLxjUYW/qFXfFPjHlhlXkqmp2D9c/cwK7BHAlHP/PumXnXP3OVfjFXK8v6D3wWcyGcNs3vU4P1z1xl7PH5+NWy6COfF+Qflcf+nHf/Dyeu4jnpCy3Is+LfEAzg+fk35umR7KdhA7HBgzAB8k4CVBG2bNniHvKEE06wmJiYcPgEBwB27drlNquGDRta3bp13b999tlnTi8XY8fGxjrJsaZNm5bJRC7tgzIZgqIR+e2akJBg33zzjbPnqaeeWtqvKtH7maS7d+92Um3YDrvSli5dal9//bWzIQD2jDPOsJNOOukwICvRl5XRm4qyKTJ02JR+Mw/CBQ6wJ3altWjRwvVj69atTiKP9cRaYy2dfvrp1qBBgzKyTOk+Jq9d8wNV+o4PaNu2rVt34WhsVJTbxrliO+Yla2j16tW2d+9eB7oaNWrk5irrP5xgO7BPUXMVrW/mw8knn3y4nPjRtivrHxtSPCcuLs5JNXJ4XbNmjZuv/L1evXpOh/zEE088oo2sPJ+lsL0KsLVu3To39qecckrYAhrsUfhPwA/VNmnYc+PGjW4OA7CZq23atDnsc8vTXqF8dlHrn37jW7Ep+1VZgMRQ+pT/NZs3b3Z7PvslY8y6R2p0x44dbp9lD8OnMlcrQitq/bPmmBPsDfSX6lfhaPgh9ir8Oj4Au9KvFStWuMqtAFj6d/bZZ4e8/o86iKXDCxYscJsUzoFNFb3Zzp07u8nK74MSuF27dnVgJhyNfnz88cfupHXBBRc4B4XcGH1jsjAJcLr0v1+/fmGdyDgx5NC++OILt9CIZODMzjvvPGvevLnrL5vvJ598Yq1atbLevXuXqUlZ6NipuAag+vDDD52DYmzpGxsY/8bv2NQAB0zkiy66yDp06FDcR5br79mgGHOcFoutWbNmbp7iuGibNm2yefPmubkxZMiQkBddWXaasQWcLF++3Nnv4osvdsDrnXfecbYNDgr8G+DgkksuCSuQxYkxT3FagO/gUIXTaty4sTMN85S1N3LkyLCtKzawzz//3PkobErZQ+bpwoUL3d+Z7zhd+sx6wk+Fa7PFDzEH8AGAFvoHWMWmAaj59ttv7bXXXnN9ZQ4X14jgHUk0pLjP4/f0LegjPpW+8d/vv/++szMAljmB/2L9n3XWWWE7yLKu2Gzx94Aq+hcELTp27OhsjN+bMmWKiyBdeOGFbq4e7TlAv7777jt799133fcjfYl/ffPNNx2wpc88C/8GiO3Ro4c1adIklOEql9cE0p2sf3w90p2AxE6dOjmgTcN38Uz0FZ8V3C4V1iFsUJaHSOyFNv57773nbDdixAgH/mbMmOF8Ans/awNfhs2Zq6z/sg5isK+H+pmsb3AVATb6jC1Z/8xVGr//9NNP3UGnW7du7uBdVm3//v0hBxvx/R999JGTZ8UPgQPnzJnj/mQu8MyMN/0+99xzQ/rcowpiedj58+e7zYBNgE4zkdnIiGSdc8457qqOBYljYMMNV3UwNgUcAZNz8ODBLoLwxhtvuAmCMwC8AnRxwjgwfnBsR7sx6EyAiRMnOrDFRkAfmaw4KyYL0bn169e7yUJ064orrjja3XTfB8B+8cUX3cK88sorHfjDxiw8IlpEvHByTHLANq/heY72xoD9cFCM98qVKw/3AUfJuLPAsCP9xuEy7tdff31Yrutw4KwnwDbzEpDy5Zdf2syZM50zACzQb+YpoAuHi3MI5dBRHpOEfrIZ4AsYW+Yp9mbszz//fDcPeB7AwV133WWtW7cuj24U+5nLli1zBxRAwOWXX+7A1dSpU50f4HDIPOCQwEGG/+7evbt7nnA0NijmKhs/EQ5AYBAgYKwBCPzuP//5j1v7gPJwNG4tAAb4+EGDBjnbTp8+3c1XACtrnn4CcBh3/D8H3XA0Dn34IeYitgQU4JtYN6wzxpwDDP4MX9G/f383d4+2r2L/5CaL9c44Dx061Pn6V155xYEt5iV7KTZlzbHGevXqVaagL9TxwY6AQOYA64igQEAjY+yxKQGCt99+2x108WU8U1GHqbIGsDwLn0nEFR/Emr755pud7Z5//nk31pdeeqmbB8ENAntB3759y3z/Z76FchMF4J47d64DsYw5fWONsb4IELJf0W/sjr/t06ePwwThaPRh2rRprvIrQSr6zX4ATmGt02+CRxx4OTyw1oprRxXEMuizZ88+XCyBScxkoSoYjpiH4kFYhEwkgGG4NjH6wKZFf3D8UAsAXDgqnACThZP6008/7TY0nDIb8dFuOFuiQ4ApopssfK4OsCsbMQ4AuwIccSD0n005HI3F9uqrrzrQgrMFxPLfHGZwAoBufvfYY485p4Hd6W9ZnrJDeW6cPnMSYMCJ9eqrr3YbAZENbIjNcQ6MOxFQnoOoYTg4Z6wTnBc0FyIaOFiAN/3kYBhE3TmFc4AkcoATCxetgGgg0a3hw4c7B8U40zeADJFkIklEvvATd9xxh7tSDEfDhtiLAwrrBaf6wQcfuCsw+siYMx9wwIw7Ng2inke7v6x/1hGgD9DCNTfzEuDC2qFvgCsAFwdy/Go4GgCVqCsHgoEDBzqwTcCCNc/6Zz9gs8XP8id+FhATjoZvx6aALPrKXMUnYFeCF8xLQBc3BryGdUbAJRwglrmK/+cgwD7EuLN+iHQF6x+gi63Zz0aNGlVsdLM8bA7gJtjCuuEgRUSQOYHv4uaDPRX/RQDpq6++cuNf3LUyc72sOaT4VPoImA58OwEYQC2HGexH41DGa3g9/4ZvCEdjThKgwg/hmwCvAEHm67Zt21zQAn/Pv4EHsH24KBABaL3xxhvdfGVO4lfvueeewzQn/O6kSZNs9OjR7tBVXDuqIBajEt0AtHAFD0BgErKRsenyeyY6pw8mNM6WE1o42vbt252BibZxymYyc9plEhPNou8sNhYlfWTyBNchR7O/XBOxifFDv/ih4VhxDDhZnC7OC8eMU8DRhaMRCcS5cphhcgKyZs2a5QAiDotNgD5y4gV0A3QBBkd7Y+A0yMbA+HOIAnDRB/6d+QDo4hkA3TwTzgsQW9bXr6GOEaCPuYkdGVscLhFPTtuAFmyJ3fk3ogaAnXBFDQFS2O5nP/uZWy8AGEANIBZHDJAFwDBncWzhohNxq0HUgEgra5uxhebARoGNoWkAFgAPzAPAQrg2BiKGHLjGjh17mILD+seH8QzMC/wXh1rmKeAhHI1xxR8BWrgqBgjit/D/l112mVv/bLqAWOYFNmWjC0djnQNisRt7FfMQO3KABRACHFhXRBTZCwL/dbR9FXZinFlX3LwwN1lPgKt27dq5QAC3dey7HB6JdOJXi7uiLw+bs7cTIcY/cWghEBCsf0Ar85hGEIbDI6XtwwFi6QNRUIAUIJtDLLfF3Bpw8LrttttcP1lPgDLwCnsEviscjVs2Ahn4JOYqgJW9Cjuy1sApzF0wFX4/nCAWmxGJZe0zB8B82JA5yYEVv4XPYi5wMACAF9eOKogNohlEOXFiAJkguxcwgEMDlePUOPkyecIV3WDBsdmysfJ3NjGisZz62KwI2ePo+B0gFypEOEAMkxOwyoLjBMYkhg8XNAAODoxnCa7x6G84Gs4UUACgAiSw+JkTHGSIYrPAiNbywzU4m1g4sr85WeMAiBoyL5mHzMcgIkzfOS2yIOkr0S8WXFlHBEIdIxY+wDrYBNhc6RfzkU0riCxgXzY5Irbh6ivrCYeLw8JugeNnbnBwACiy2dLXX/3qV2EDhsxJnD8OlYMi4BW/xBrCpqx/aDy8jjXHlV045ipzhLVNlIg1xCE27/oHHAQ2ZWO+8847Q4puhDr3juR1jDEglQMXf2JD5i52ZVNjLuAP+GF/IIgRynXqkfQh1NdiK6LGRK8AW3l9ESAxiHZiX37PYTHgyof6HWX1OuYg+ybjjI8CcLHHsh9wCGCP4maOwzZRecDt0QbbPGsApgFWzFX2oYCzzz5GH9kbOCRwACfPgFvEo00noK+Aa/rBHGD9Yzv2LvoZ5O+wt3IYABRyHR6Omzj6yn5EP8EBRLLzYhEOjuwL7FccwIIgVrhoOqxt8AjrBx9PnwhYcEhkTrDvgrPAWOy7odxuH1UQy8TAKTCJOb0yGfJea+I42MB4DY4YIBOO6GbgXHCwOAM2M4zLwucZ+DOQg+G6m0kTLhUF+ho4MUA1k5SfvE4KR8vE4XkADgHZu6yc6JF8Do6M/pBoxmQNMirzljTm4MIJrCzJ50fSx+C1zEXGn2gsV4d5nRR9hy/HZgwgI2oQKgm/JH0p7j2AbUAgjhXHENiVTY35QWSDzZa5ES5nyzMwRwH/RGMK4jxyI4PTZT0RRQoX7YG+AlhZ+4BENoNgI2bjCq4xOdww/uFc//hNxh4QgE9lnPM21hubHIlIRJXDlWcQ9In+sIkF6z9IYAlUAFj/2BR6QbgafQqSe4nGEmnNy89nbnBwBOjQT0B3OPvL/MSnArQAXYw1/ojDKnsVc5a1DygM12GLsQTEALYDfj5gKi9djHnBIZcDDj6VuRCOqDF9DfZ/fCoHLWyKXwVU8ydzhIMLa44DQ7ga/SCiyVwM1k7emzZuC7ApFAn6C+0wXFFj1jigG18FhZQDYSBhyp/YmL6x37LvhhIYPKoglkFmQbGBBcTj/FIPOGROFHSeCR6OZKm8kzG4rqFPOIrA4bLI6F+4Tt/5FwzABQeB08ov+UWfuXIiOseJMlynsLx9ZmExiQO5Ihwu4CpQqwgnIAz6yRylf8xZbJo/egn1AVAGPQbncbS5u/nnAP1k42Wuso4C54BdicgE2f/hcrbB9+K46Cc2zR9p4xmIcHJoZG1h23A3xhhwwFzAHwQ6izjZcHH289uENR5I6OU/+NNnAGMQ8QgXdy9vnxlf1j/9CvQhAwUQwFZFafQvUKFhL8obHMCuHHD4N9Z/uDXDAQjMVQACIDHQ4WSP5fYl3EGBYEwZe/ZSgBaHv/x+E7CF/8Km4ZTYyttfghnsr3l9Kv3jBiEcUe3864NoO3sqh2tAYH7cxO/wq8xR9v9wz1X2VtY/fQqS+9hf6Tt2PZLg5VEHscU5JyY3kVhOX2wQ4TzhYGgcAouKCUzfAn4Zmy8hb04MOImKMJGLsi3Ahk0O/l4oGX/FjVNJf4+jZfJiV0AgiyuQ6MKmTF5OtgCucIPC4p6R/vMcRDaIcIQrYkA/cfrwSvnBphxqADb0LVD/4NYgXPqAxdky7++ZH0RAoRuFK2JAf5iXrJlgrgK+8QkcCtgk8E9czXLwqujrH+AAXYu1H65kuSCIAZgGFPBnEDVkA+PAwvUhawk/Fc71FMp8BcRyW8PYc0gM59rCjtiUKDe+gMghexXBFg4tHAiJwONjK/pc5VaBgEu41xbAkPUPHmH9BNFY1j+4hFwY8jqgRFR0m4JfiCgzHzjQhIumE3Cg4fESkQVTsV/R8PXs+/gn/FSoN4YVDsTyYFwnAnagE4QrsYPTASF6ruH4O8YNqsngHDA+jiMgU4dzYyjO4TJxcAxcKeDIylontrjvD36P3XCy8AyJDBMZyFv1CJsSQWChwe0LRc8y1O8uj9cBtqAUsPly9R3K1Ud59APAGmiYAloBWDhZQAA2BYzhgDnhwt8Mp05kKM/PNS3r7rrrrgvb+ieiwfVcoKbCQYAfIhiABAAtcxU7wzMMBNFDeb5wvIaIx4QJE9zaDyXjtzz6iE/nkIWiAxsXtgP4saEyh7EnduXwCs8QSkG4uNuhPD/+bPLkyW59QTcIp1YwCbIAam4J2JOwK/0DiAW8Y3x/oGcbyvOF6zXsDwSOoBMAvsM1BwI5MGwIwAo0d4OqnQBt9jD2KtZ/RT50EcRi/8eWUF/CFZXnZoPkTihl7JuBIlEw1wDbzFtuY/LmTBQ1F48qiMVxYcwgQSLgQOXtINEtTj8BOAyXOgFOH2eLUTkVMEkBCACsIHTPFSMTHYeLEwtHiJ7NFuBPf9kAaPntymv4Pf1lAodLnYDNH5sSMQBQcdJmImM3oobMD8YfEjoOl4zFcFwnYT/GPaCQFGRTXsOCJErH3EAOJBwgNih2gJIC40/meeBwAxDLYQtgCKCFhwrfOFy8OIA/QCYvBzrv+uff0YgkSoeCQd4kpaO5qQZyUPQXe3HrEoBY/Bc25SqZZ+E2hg03XLdGzFX4kEEJ5PzrH5uy/pkDY8aMcZtDOBqbfpAQSRQbpQwOXNgVEItdsTtRGtYUgDtc1CeACmsbnxSUQc4/T3kNNmW94VMBXEc7IhdQiEhC5e/Bxo9N8Q3YlXUPaCCaSGCI/Soct1zBIQbKA30N5mv+ucieyu/gb5O/UZRfPZKCAKHOeewGdQiJTbAIazuoMMchAZviawkMMV8DndhwReJZ//SD/ZWbIvqfv4ER2P/hbZNQFy4lFcYWJRX8OrcX2DUYX3AVcyOIxKMTS6S7uHZUQSyG5pSFw2WR4cCYzEFjYXEa52EAr/kz7Yt7mLL8PRsUUi84UxZTQeF3+vroo48eFkQPB7EfW7HpcxJnEue/2sCpstBZeLyWjQFpi3A0FhtSMERfyeYtbCE99dRT7jqJYgfh2BiC5DNkagCyUBzycnQDAIY9sTkRo2uuuSYsEQM2BiRK2PhxpoVpALOJEa0FFCBnFK5revqKVA2HQdYUds0LuogU4GyZI/fee29I2anlMZeJwpIMiZPlMFUQNxdgyLPQZ9ZVuJRU8FUvv/yyiwgCpLEdczho9I/DISAG4XYyqcPRiK4FkW3maUGC64AD/C7gEfAQLp1YADVSQEhpBVx99qoAIDBvsTfggAN3oPpxtO2KDwIYoPhAwg5+taDGnssewY3itddeGxZfhf04bBOJC8q5B/sTfWb/xxdwgGXdYVMickVFYstLJxYKAYof7Kfjxo0r0Kb0kz0C4IhNw8U153YTu0IXwK8TFMqPq5jP2ApKGSA2HFgFI4L/8JnYlCBWQY2DIfJ27Kmh3BodVRDLhs8mxmkckAoSDyr28DBEjnAKRDfY4NhswxWJxeEGunBcweTVKw1ADKD8hRdecM6YBReOiYFTJVr01ltvuU0KIAM4DBxCkJ0e8NCIGoWr2AH9Y4NiQRExxEEFEYHApmxi48ePd05u2LBh7hBRVHSD15dH8g8gGieGY2CTYh5yYgwqxNA/QDmUE+wdzkgsah9cFcHNRJg9P0ebPgPIALrcKiDDEi6dWMAh2qo4VLLoudYKABfjjI25FmX9AWLDFYnltgDZIvrGYRquZv6kHiIG+DM2L3xVuKrgAPqJGnEzwCbFmmHMA8AFCAsUSpin3MaEo6HkgU3x8fhUxj9vRJD+4qcAZPSfeVrYRlfe/ecKHg4xtBaCLWymHLyCAxf7FtH4oEoS6y4cxQ4AK/DH8f/QGa666qofgT6ALsCAdcXcoHhLOK6+sR2HAsA0QRX2AA5dgU2DAy395PcEW4qLxAbKC2U5H5iHHFCJGNI3bi+YA8zVYE0FFL2ATgbgCpeSCgc+wCFjzP4flOoNlJSwK8+DTw1k1sIVieUAw+GQG0FuBfJXjmTd4VOxK1UwQ6EUHlUQy4QgskUHATI8RF45GDYJABkgl8aDsujC0QK5r6BqT6ANSR/54YqGScG1A3xITsGhEpHL+nmICASRNjZbwF/ezYHfBxWIAgHssu5DKJ/HiRUnRjQGx8ohJnAO9BdAGiSgBbSH4iga5XGdxLPwuZzG2cQYb8Ss8wI/5jIAF91T/h3+ZrjGP3Bi2BbnxGEqsBvPwVxl/KEQoL0YHB5DGbOyfg0bP5x3gDfrn3WT97qQecD8wO5333132A6xbKJIAeGruDUCIARJMWwO3MIwP5izbLY8R3kcpkKxf3AbQzSGwxYc3bzZydgUoMPhEN8A9SkcjfXPoS8AqfQ1b1IcNsf/ExwA4BDdDteNAeubPYBIG6A72KuCqCA+gbFNzvXBAAAgAElEQVTnGp/nIroVjlujIFEGYIBtORQyV/FFgQwU/oHxZ05w2CKQcbRpD8F8w2aBTihBDEBK/mt4ggdc4zP+xYHYAKiV9XxmTdFP9n/8O4dp1j/zgh/8GOufwzg3BhzKwkXRwseDRegve33AJQ5swlhDjQFAAhrDeeBmf2f9A6rZqzj4B1iFAwm5MhzKOdxw2ArlduuogtgAHNBRogZcbeYnGAdAhoHhIcMVMWJxEI3jqgawgqPCgQUnWE4M/J2TD04hXP3M6xyIHgEICopeYG82BzaFcEW36SubP/QHHC5jjQ35YSLjOBj3oI52KELHZe288n4eDirQXcWZ5o9ecBBj02VeEAELpywYzgG7cotBYxPDeTGPeQ4cLPwiNI3DLVvHwY9+ArYLStwkYodTZpMLp/4qkXbAP1exbA7YMIjGYFPmQzBXw3WVGMxXACC0Asa2oCQTABmHHPobznUVcInpC4erwKbM1YAjyb6ATw1nolRgVzZbqBhcwxdkt6CIDCAnXJxo+ko/qcjHusnrUwFc+FUOWASM+AlXZnpgU9Y/e1FwOMzvVwGw7L0AHK7zw+VX6QO3V4wxdsTPB4ALm9LvQCeew1g4eMaBTQNpQvrMusnvj1j/2Jx1hl3Dxd8NpLWYq/BfsRl2ZIxZ//yQ7MV+C28+lIPBUQex+UEHk4MHozFJwjVhCwNDgAAWFU4CgMXkpeEUANkVVZWAvmJX7BmOhKPiwCUHGexKH7Ep84AJy2YRbkBYWN/zztUAJBb3nEfz94w5ERccWeAQggo+bLLhykgtzgY44EC6qqKtf/rOVTzAGpsGvgqwGEQSKmKfmasAb3xquLK7ixr3YP2z9rFpsP6Zo8zVUDav4uZVefw+8FX41Io27ox3IAcZrH9AC+Aa4JJfP7w87FOSz2T88V3B/h+uKHFBfWdesk8Rjce+AS+a9c+hBh9QEdcX9gwOhRURVxHMCm6ysXvgqwDfrP8juYEJO4jlYYgiYXQmRbh4JcUtvmBTCDRsMXQ4o0RF9Ze+5j3thouSEYpNOSQQQSaShE3DfaItqs9EjrjqYPMCaFdE5xVU6iKKCPACbGPXcF11FzcH+D2ABqAIzeFInFcon11Wrwmul/FV2BhQUFH7yjMTeaH6Ef0Ml0xhcbYPfCo2Zf0DssKRV1BcP4Pf01/8P0A2iLxWJMCVt5/kH+Cr8FHw4Cuirwr6C0hkvwIQAmLCwdctbg4EFIL/39697chRLFEAPZ/Eh/AKMhdz9UXiYuwHEP+ABA8WFraQZcBcDDwhPvBotbRRnjrdU9Wmq3Y9TEkj4+nBExUZsWNHZGSkaqZd2L3P3BarxsrrHrlKYhVZ7cxqHWAD5/pUncQKYHrkAIPm+faViFcZM8KtgV4WbjbcXitbMjBbIA4dAFuHDvb86OeyZZd5e3uUNQfo9EgKCKdOrO9Fdj1QtmxsHerXare7XKUX/bH6pN5+++1d+7/tL31lqjF6NlsHuZbYmJ2jp0+fHvrjWj2wS+TUUgT/+b9JBK2DXEtkhas5mBqsam4hXyUzAptDR7Bqb1XjUXb973aQ0nfcOlswZwMKA3pktZE5W7DXgpv3sP56+hFCWLXXRJassMoB+fRrz63D9PM6iZUtOK0su3EaVTVmrw8jNjCckyGGzd7Sq3QkIXDQy0EPScFbb721V5UeKvDPnj07VOOMMtMHuUfATcXYQQ/r/8EHH9T6ipYspl4ugGsr0aGTPV9w4MS6AzKffvrp/xz0XPKeW/6M/mdYhcQCXNWYvT626r766qvD2remkSzRjUNHTqvbrhVsEZm9PnAV/pMZ/otVeySxuQ4XVkliYdVe2zOstcKQeOUgl17ovcqKq0i2rb+T883e8jkfcZbDAVkkFlbtdTfWe9iJ/frrrw+FIYdSz33qJJZByMT1RJhfuOQ02rkveamft0Xj5KRKnEy8NaZi7n30GMlsZWIqscjhXh8kViWWHRjCvdce41Ri2aoTnmbY7rHXOOvsMJJDianEOiCx10fF2IiY5g1dS3Sj19juhoocsrXnre9UNwy/h1V7fWwlqm7TrUsl9lzEsO7w3+E0WAVb9/gEq+iV/5ues+fHhJdcM+3g2V4rseEqbNZIzT1XYu1siP8eWOWsyV4fxYGffvrppW8TrJFY1YzcJuIlkBkjSlo3tCxZYNVip5VVClVh9ZnIzvd4eErV2Alw28hOpevpAcKZxbnkfbf6GZkYp9OeYYt2ryBmG8k2PT2qGLdP+Wd9yBM7TBXD+vMrumSre5F1lFkVi++owiHdqgV8KjfjbWV/V/0efgOnJIZ0qneXD9nhkMTu1VYFWjN5FQUkhjmUKvHaU88h281pdJeK2Pbcc/8msqV/M5M19iJrhttnbeEpn0Jog1XTmZwN/1Kssub8JkUAuwZ24qw9ve7JPumIbsV+RSyYCmslXHvriR+xyjSiTKqAVarGey26SAoVMkwjEP9zKG3pgbQKiWXEwEDfBuMgtLmWFA1091w1EswEMQrWz+XwBKKIKLQDWmbYcTzg5e9IAlCQRTJqsra3FtLQHTnZA8BFuiUyvhCZzORtgG1k82cazdmpQyjs1kEppFuGu3Td15hpmKoLcg2kHOIgU2ZEIop7CbRZR8kAWySvwGWtbdXBBAeSfE/i1RxZRFZ2ab3pFnHRE8/nkQEBjB9pKdhrv3HGAMEAAdhYqwSKlk+N2BT/Jiffp2NrjsiIAXvYqp9iFfyH+cgMG2UD7KGJVXCJ/uBQdjJhFExV4RZbYQJsaI6CI6ciEJ9SrFJ1hU2+Px1h1bTP8Xfzd4krmZEt9mC9YRRf2ovvs0trro0gWCX5hq3BKuvfHq8W3YarZAykRCGklc0qbOFUS9rgNiexaTgHAqpDGcYuC2cgHFGW42tvwXfqWALu77//fjBkw/lbJXs6tHUsSDFgoMUAHJQLoQFotkI5nt6jxiMLR1QAguQlt59YZzf12AIFsmQGxmbwsotzTyv+23ejT9VBh+MEU7NVPfTnEBIwQwx8qXLo5Vty+nONixno0E0tZJOo8CnbnCFYewGtrIm1t82VKR+paAR8AS9ya1vZgbRWBTkBV19ZgoHZipIX6y+4IV8SGb38dL61nZ5j5/xLPyffdzFD64FPeqCtNx+XsKoasQdE29ojsS66abYWwSeYCZPgVhJQBQEJl8kfcApewVpY1SCIyEDOlahiaR2TbGl7EGsRGATH95AYcap1IFlS6GY5SQAiyJ8UrmCouLS3B3l1rsBai1H0yA5gkneBrQ4jig/NKicCKPZry4BJOBTZ8ABYlSvn6ZpfNQ95wU2TCOwSJV7xH3Eg7VkIrD5pNyWaFzv3bEpigRSjcJ0fh+P4qjIIGCIoC88AXHdAK4O3iKzFR7QZACPJ1ZhRqIBlEVyRB4wpvHFamVxAzMEYW0hAC7ABWwRMn7EAyzBc50bnrR4pW5y//fbbIRvXT8Roo1vr7nPyAwnBTZP/9LrPOYO+xOe5WUifJhvUcM52nzx5ctj2IhfQ4owAQzM6IJurHK1xzzdQdVMLck2XMm/kGpgh1shs5hnO3X52Cd3N/RsO8QDbtOOQmf3Sjdt7rD2AA3a3b9+utRcJXE5N85tXXnnln4tXyMdO4VYSMn2nvpYkMnP6eZnP4ZBKXNqFjmEVHbMTfceta2dhKqx3OA5Gacdgp9o0VOaQQGQL7rIFUxVafYeqQe5vR67JpSJEr7lVSAEDvvIpFVmY0OiRpj/+4sARDNKrT2ayIzKmU5DZRSjsRGFDP+8cVr2MHc79P2R9/vz5gVwrTvDxtLf5OyKblrK5f2vtz9mhg3HIYa7HZhP8DCeRwPAp6y/2i1etNgiJllhldwvp40u4FNnELe8iVsE09qDo0rrswK6WCR8SV5xP/ORX5OVDbNjPPHr06D83btw44OrcsymJldnKwgnO2YAD8pJrCIEWQANyyBZna2S3lGbB//rrr0O/FmKgApO+I58jCowDMFA8Q2708+Z6TJMIAJSTiGRS6QBuHEum608n1m1/tk4r05fKlkwcwHJ864u45hYv1QIEJ1WOxnxTJJY8SD/dOeGtKqvqrjqECABfCZmqou8tOei1BolFBsgBpJLRAls9RmwXyc1VlORko7nqdw4c1vjcKBW6/Pzzzw9rz8f+/vvvQyb+5ptvHmRTRUK4XDvbqsY5LU0GtinpO0ZQ6RcpV1VKNXYNnc39m8g00qJiSE6+nvvo/b/+DlcFtDt37hwS28ajCs//JQCu6uUPfEpC6O552CQRF+RUQlWN+F/jISNMZauCrWSWvQq2iLhAi7yyz2BVI0lEDPk+OxQzHTjyd6RGIpBdN/YsrvJ/o+wahIusP//886E6KNazVYSWbNlBRGbFgLQVNiqcMFMV9s8//zzgkakpHrsZ9Oo9XN+MNErIkW8V8NauF3sUA9ghrDq2e4UPsGfklU20Jivgf/xbTMVXYJb1V9hik3CBfuGZq96X7BptSmI5l9l1DJOzcShZN+UiBQzBn4KaPwWG1hgrRFAlRqVVxUA1ZuyPko0JDBaAjJTfMAyAQEZkyvZrZkIyDpmi0/QyNVUCAcJ70H3jEVgFJ2TaFrjHdoygSo+2xP23jIyztfrMQmKtv8AqMUBqOaBMN0kA8iAwCHICw1xvrPe/dAXEv5m7yCUFfEaCJblBWlRlVA8ECwHYSXU6b42xSSVelRXoAjRVZGvOLunyjz/+OOzWILGtaSXIi/UGrMGqqc+ELAjGbKR1Wl0wtf0meUG2yMEu0q7DLhFuOHHz5s1F1Y018IENCvrIqyDmUcCgY0UAOAt34T/bVTVasp24hqw5JMM2JYT8VqKFGOZ7grDvIQ0trLLGdoec7iYjW1XhVEU0cxepUemCETAXRthZapFYlVhVbOvNVnPAG4kVF5Atay9BsMP1MsPv/609WHtymJojMbl79+6BsyC2SCyZja30J6Lr5yXgrbM8CCBeJZkWm471kaooi2dkpNcGV7EuZODz8F/S5cEJFA3DA8UvhS6j4fjb3LMpiQWyQIyxyrb0ZgBXWS2HM0CYAXNATiYwtEgsA5V5MWRGiiCOB6IAhr7JFy9eHLa8OGWj1yTbscgBkkKOMZhyPAauCi7DYeQJIHPGsdbnQNa6AwqVeBlsmtFtdQoOzZO0SCyn178l4Mq0yecLANCxB0FUWUK4gdociV1Dn2zT+pJXgOIzoxyq35lUkAkQdg5a20nG/gAyJJqPj9f3ZifDFr4HiC1p7F9Dr/QmAZRYpUc7OkMcJI+ILkxT2Whu0UlY7LrQK4xiA2NVUFAg6/fff3+obtjhajx0KtlGptggv4ID5JNYqcKRk9/BVIWBVmIQ/VhnSYIYxX8kLP6kczFB0t3w+3H9YBQMyEglMvIh8QBRgPuwlh3DL/3mjf5tcvz444+HdhwxKCQm70KvvuAqH5PASGK3Jtzxb7tEihfkYI+SMPaKu2h3RMbZqgf+t0isXQNJiiRVsYrPwKoc7hZvEV3ywgYjtxo7nPREn/gdrqTgNo4pVWyBt+xYEe7Bgwf/nEe5Cq82JbGUSlAKp1jZDTCgcIDAOFQNgRwHjPE0ADe/ExgAMttG05EaMlxZuqpsxgM1ZAVithOQLDpDZsYHGUe2GLEeE9WDPTyCGv0CBmRbYpDqS2NrLjqxrsh1TstnUgJ7VSHIwQi7CCrIgoYK59ZgS14kFoHhVwBfAnDqQbiAA7BtBV6EWpZNt+mDJTd9IzD+VNmS1LYHn0tSbdWx0UxQoVs4lv5TRAyBbbU9Za35Ejtgi0jK9CyBQAerVL8ayXbkhO8SGUEU3se32GQOqAp0KjCIbjOZHf1IDx+bDVbxH+0OtjvXPLexdPcGMURU4ChbEFfhKcxir/CUTjMRoIH/igOqcCpv4tCpKivf8j70ihu0Lr+RuEhkFdbIgAfwc+RLcU310G4MvJLMtIihtRTjYZVkxRO/YT8KXRkLCKvW6DOH60swMHYqMeQ7MGB86FwbH5ntKizZiduUxEZYRpExJbnbnVGoyOWOcovg7y0DjqzJyhgwAgBoORe5c1q5AQjT3wkgkCoAwUj93QPE6JJRAAcyt0cX5R7qzAwkNzAgY7bsGoTw1DpyvMxiDXmh08yzEyA4cKO6wT4BSEAfKSCjL3rO+lvzNYPtOT5Ab0kQkK70myOx/EyigMTuRV5yCRJjnym9qhxKaASxpTMNz9HTJX+W7Cph5Gz6FnvVMqCIAd/HEUWINpLIlpFtVfg2/k/XwNa9XQ/YxU7ZACyAAQ3/n8rH7+Ep/Kc7vma9c9DH+rcSA7IgLx4E9lRLUybXJMG5pB+c82+xVckLm2Sb9ClpTZ8+3FU4IqddpD3gVWbuiqX5wlX4kiptdsAu7VfnTt7hR2xyagPRuWKGg/JLZvFuTmJDCmXbjCOHXQQzRIBxU3ijoXtq4EA/lUJVLODKMATdjAeR3bZOJY/ykk9iYMuDTlVdGZYAS5+cT6JA9kv3ZZ4DDIKpqqGMSzIDHAQ0ThVZ6RQ5aAZb7wRMkS3yqmyocAheQEHlSJaoAi9puDQonKPTEANZeAB3nL+cKQV7mGka0q2vkD+xU1/WmpyAzU4CgtBe/3EN+FJ6TH2fD/G5zLsV2PYyM/KY7fA1lVi6bW/RX2Xb8CCV7xzwPMcXtvjZ2II/tcbxfVvjrRaduXdmt7bp4Rj8d1iuFQMyquwqmcUx2GBHAYlpJwfZlifHqDfJmDjmczptVmLJIHHJNCU2KU5lx43/2wXxff7f5Cz8RswP8cX1fEW3kgP8UJV2Se/u5iRWoNUXa6sOac3IEkTAQshmVOP0bbS2PENgOBNZEQIZd7JYMnOybC/o72n17kZWvbv6XjOIXYbDqBFxho186Tuj11bvDr0BUs3xMjHk2hqrYiAsAlhmRdqysZ186QcRXRpstGDYTuL4wFTliOOxB/pEvpBYrQRLxqstAfCXeV/yaNHRS5SqEDJIp+zU52RFtPTztuZEejdVIv177IAdAlM6zcEYwZbc1t5XMzDMrQUbdvgL+NoeXWIDc//mWp9Lbp8+fXroM4UBe31gKvtQ4ZLM7vkaWv7stD0s0Fqw51nB/M02LRwzSWVPCeLUFk1a0BYBVxGZPVQ4j/mLaiH/h68O0C2pGq7ld/qIyYIAwlL9z+J9Yij/18ZDl1r2GuPgvLs4pO1J8qcIAN9xJ7KKpWKtxMDUEgf9fX/u2ZTEUvB4CEW1BWlxEhlBEFz1mSBdDiD5vEVkZS0akCk6N7PkOkzEkNwMQ0WJsyFdjYBLFovuRDdSkOHxqpq5Lg8x0LuJ1JKzNWKHAdOpRAah0p+FwNJrLr0gKxtROXaKVnXr0pn4XJ8ZWdihQ3sAyvqSI9mr7yHcdMqmM8pmLjCcu+Uy57w+F0htd0sM+I2DccA0o5bIiRjoM1c5cKiHvK3pBHrirK/ebaCVNgfvQX6BAcBZo/fee69GuK0r/2azfGyswmZdbDX6Gbg1PVC5ZO0u9TN8Rj9kbhMc2x78Dv6jHQJWvf/++7XpBJkBm97sqZwJcggM3HdgrjWdADFFDMia+bDjetGpn1HdVoDRv6fKfWmsmrMRssUO+bpnqld/51eIrKTASfo5rJr7vS/zOTnEKgWstLcd+3eQHJ8jMdZ/613Z7GzxbTiQSuxUVrYhlsHbd999d5Ve0yV6trYOddIbciqmju0PGWUlRiCxDve1Em6xCldRic1uK4zl7+KSBNvu1rfffrvPObGAVraAYL322muHQCvjRmwYrfFAmU6AxPh76xYsyjb+R6A9NQMOOXj48OEhECPdjewmp6hlWaY7nJqr5uSiTFyvoZOVjQcgOJ3KYMl6aqvg8ePHh+ChYtAIDMgAQDDqB4iaCXjsse3pZ6z/khFbbPzSwUNgsFtAXluap2YAI9zIIxsFYq2qgVuj7BiYE3tq8oBdBZXle/fuLWrsX8OWM/oPkbG+uaUnv0v1le8huPo3VTibgcGIJbJYV0F/vPAg4wAlMUbbtJJY/g+DkGkYgPxpfRp1KkGEq2yDnUp0Gw8SwA75jd0NstJpCGIuFEHIxAgktnGdN0xBpJykl3jbMSRbrvNkp+RGuOlVZe7111+vtD+R1Rglu1tkyjmC2CpZ6dd7KMjQqW36rSuxSKukT0UYVln7FNPGZJa/ZYcL/rfOmkj6+RU+JbaTQ2zKQT/VbPo0pxk2TKcCbOlfYpVxgGIqcs3ftQ74ymxoNoDo7nJOrP5CJNajcoHECBa2bRlq5peq1jAWJLZ1HZ1sALlmvMrvKodjlk3R5rAKHk77kr2xTQucGDGHE5xU2o6dTDa6glEjuRkRtaXx+l0SFAbsTxmXmbVjj1H6pW17AjaJjvVvVDcEBjMAJVFuDqHTUQ7BVzC2i2AbkcPN7RqsQWLpTDVIEoPAvPrqq//M2M36Zk6kgAzQ+FWrf1NiSF5gOz285V0ytkbVyJDx1kl6bRgCA71KpOgtJ73TG6edIJUYVcMlJ2nX8DkVI4RLRUbfM1JNlwm47JI+JTHmxLZu7BKkrL3Ej62qvKgaRU7kCzYIwL6XmcZr6Gzu3ySrxF9sksDAK2Q2skpGkUK46nN+R+9bY5X3UIl3QYiYZf1tz8IrssJXuKNa6/CsOGYc1KWT6Tl9pkKMrIhVKnE5KZ/EgKxkhqk+lxg2KrFk9fvNAGevklN6tdNK1qyxpJBO2QW/arXpOWgIp5BYOstV87khz9QCCXfOHWl9GUdbLVm7S/0MTMXv7LIpuuTwIfuMXdAxDLh169b+5sTKbpHY3HJEkbIDRNY4FVUk2TqQA7yCbevGHosOxIyuArQAKqclGTGwdYiGIeuHQQ633vZgWJxeNRuI0aPEgNOFHCJbqgUAzglKRj4da3EpA537d8gCxGxrCBI5DEFWX5xOYuA9JA4Sg9a2t+RAEqPCCRSQKbJwMKQwFwkANnYqgZg7LLFWTyxZBFsk1RpnSynbYBlrQlYVcFuKjSDGPtL6oNKO9Km4JSiogMMDlRiBWBKzxjiYOTtNwCUL4scu9bxO51ryKfhAlwJDC6tUhCSoqlz0poKZW3tCZFSUzYnVooMcNh6yWHc6pVsEZXqtZFrO4CqyvaQnbo134edigFgkWUFix6ogm2UX5nPTf64ebZDYTPuwpSxuSqjHvn+fIwU+h2WtG7usk5YhPuO8iSp7LrbJGrIRs1f5lsRQoaMVV8UilUM2aVdwmlD7nE6tf5PEiv/ktMaKWHSaCRTirFYy8YFP5bKexq5x8J9PwXWYOSb+/EyVHtEVC+7fv7+onWjTnlgvoWqAxAq8HJ6wsnKAJQgIYIiD7wkarRJ9+mJkORwKAeNM2aZBcgQvVRoEvFXZCpFF/FRkVWNy0o+s6T3ScwwQkPHmDFbAb4tGVR6g0WFO9rMFgKuySaeNa3zHgIj8I4Z0S8YQv/TIZW6simLztCeZ9XDTq8TKE+DPnEDBTTUBiDV6t6NXoKrnURADqipGvsiZsWDWHWGQjG29lTiuv3XmT5IACff0WknBi22QXfLYunaSzPSq2kqGY9MHfA5XBY22Xwm6Ki8C2bGWEjYMJ+xsLZk9uQaJzb8JA9gpOY8lVIgDO2CrrVhFVr5Db2zWGY7pk0sb4IAYMJdwr6lTsZ9excxjZAo5RBz5lOpma/ILDgBXJV4wfpr40zksE7dS5FpTb6f+bXLqNVYgoDNxftwVxAFwLoks/0dyW7bKDskKN53fmWIVu1DolEBKxpfsbm1OYgO4yCHQFaRkOF4GADMUgCsII1tNZxtlDekCEmTmgMCiVSk4ZtD6eAQqgRdBRGIZM8NGClvZ11RWQZ/DqcqqzgMB654A7OKLRkXjmE4RGNsxgJVjAQy2CVwRQuC1lwdAyGTZAR+iZ9VjCSHAaFUKj+nHNrzqIdDK7F3Vw5xUbSaFU3mRGHZgi1FAyOxd/YdLJ11sYSPIFDlzmM/vhKH8ir02Klqn3psv0Subjf+rHgmurW3ZU7JqcUG8yMxWYVX02ibZ06QL4SIvW82caDaqAjvX7rSFjeZ35FpssioIifN0KsHeS5yKrOw0PsX/xf/MBt+T/4v7qpl0ifiT1ZrTadp2yJ651luu9/R3acNgn+QLVyGjYlA4H90u2YndnMRSLEcTwARbwIuwBGhVPGS1zWohhee0tIqRSmxmWiKxZGMIKgX6ugSz1vZsjIPxIoW26QQFwSGykk9vaeaENhMDQUBGKCnInFg2IIDRqWqHxEBi0wZd4MVOJVs5GEG3GWMmS9SaIUC0119fHJ2qDOREPZAgKzCw/pIuQbdV2WCr/N9ui35igYGs/gSu1h6JcUDGLgzZm8kM2dhq7nNnAwliAgOcIifMaq5/JnvYNkwCy3Y99OmLjCo0cLbp/3TIn1QwVWMlWzCBTcJVvqTdhW8tCWBrBmK+bnfD+ic58L1cdBOsYgftBEF1G1apxgar6PUYVjXXn/+QkV7xAL6PxNAfnPKlzcAOZ3v9xVCYCgMkBb7olqzIFp+CqW3/5wP0SNZglZgKF8gKq8RTWCVBaO9uwSZ9z6rt/N/f4TycUnAhq8o3W1hiq5uTWAxc7xbBbWsxalWuzIlFHpEYfVvNbU8GrKqptE0mhgoQciMS0OCE/q6Xt9VnyoDJaq5aDpkIBAghwGUkAJi8ggO9tjJdoJqeSASWsQpcyRLpMyNtnKDUF9t6rLkTv/qiBX7kj5MhhsCMzlUR2UUOIM4RrrV6YpEtPU+IITkBLH8CVvRJVuSGv+kzPnXd4xa6tpWkf8s2HTtUdRt7Yn0/N7ex1fR2biHb+DsEgRzsEQiAa6YUsF0651MwyvSSHFLYWk6/LyN2+FYuYYlOM15JFRFG6UNrHEAlp6BKRr3mfEhyzbfolY3CKbqFE+R0ermVyMJOpJBfIQiIaqpadMqvEnzdR3/Vdc9r2wS9OhNhx4i/BANGrJIw2ImBVa2Z5vBPku1MRM5vpNqGrFh/ehWznLXEavoAABURSURBVDFxWG4OU9fUrV0t6y/BglMwlTxsl4wKR75Hp/y/RQ4RawcMcRV8xC5WbmjL7XgIo++ZaS9BWEIO19CtAkb6d8mpTSeysGMxVVKDq+jvXbLTsSmJTb+DLFxVQGVQILAAgoGWAtVZVSXK1hfXysb07iIxjJWsHD83YAA4QczPGAWk6R/oNrYWyCcwaIYHtJxfYMjsVcGYjvXLAgnE0KnQxiMYAFtJS64WJSe9Alw6BWJOhWqBcAglwLGlvEiUirYxH0BLkLK2IVR0ihTol/Uu7NTBjrlq3FpzYlXgAYMH8QvZIg852YjMF+haewG3tdPhFL3goAdexTXzbHMtKlvVv0XuDz/8sJZw2X1xwEDwpzP2CKMksoIYoOV3knJVAy0wrW1wvu2AEeCHVQh3AipCKJCxEQmEw3KtFii4LtDCfzoT+LOFzKcQWUmM9ZdwIQet6RR0BqvELHJmZwBW8WP26X0QMlXj1rD7XDOriME2xSH4nwJQLmVRkEEgtJXBs8ZuDFklMJmSoB0LriZRsf5iAJ3CLvNsJVxbEy5k27pbf2usN1Mcyi4GW4Wp3oMtSw4ksq1zEXY2HDCTAMIqxQGxil7plKx2lFWU4QMO0BqxqDBg6g85xE1ENlNf8Cp+x1ZV6994440DTsw9m5JYQArECO4EJUejeGTRCzCWjNhByJxObFUNBCjKlrWoXh2rCgOIb7755mDcRgYtuSJtbkHO/RyYOu1pxIbZa9objj2qdLJKRuGEeuMBCObEIq5Oe55a2ydPnhzAw8+oHm2djbNFxMApSr2k5Dj2ZD4j8HrnnXdmq0a5YvmSus+cWPLahlO9OPbk9jmZrwkVrVP/mRP75Zdfnsyy4QEC+dlnn9X6eOlTgmpXw1zNYxVBSYHkUZBFDFo9x077IzF37949BIdjD+w1nQBGtKYTSAzswiEJSN+xA2YIgndROZIYIF2NB4mBVWIVWVWNjz2PHj06xCwYISnbGqvoyxgoY4sQmIypnMpqqxmB9B6mEzSqhuLls2fPDpVtOj11ngB5RGS8S2PEFkxF+IwD5P/86tjDRvi/9zK27JSNrG2/2ogUBvAPWHWsmKLYooAAx/CsVnIoQSHHxx9//H/TXqInXMXoUknMktsFNyWxKgGCE8dDUDMnFrGVkduWB3AckiHJxBsDpClTlRWJIYfqpp7CZISACiFRrQO4nBF5aFzMQJcCFIBSiQH8Y/WaPlVgVTdkbIBOwG08GSDO+QUnATcOR6cqHH7m+fPnh+xM1UiVY+vAQA6ZoEqsBAXg0qnqReZE0jtnU41lo2Sd64tbqxJLBokMGQGUwDtWL9iqz/Wh0bltmtZJegRVVVjFSEKVUTDsMRNB+L8dmU8++aR2gYBtz5ySpS9J9Vi9spa2myWP2jOCZw2/EvDZqoCvyj6uLZ2qHNvtonfVjdbWt7YHiQHfMpJO0jWSqczeFujYBZ0eO2m/hY5VhBAUO0MSWbJm/YNVPvvll18OVS+7RohBA6vguoJLLgjIgehglV0DWCVO0KdEplmJVb0Uq8abA+nN+iOEbFkSg5DZrd2acNObBNVMc5VMcsBUsSo6tVvH/1UWFQT8TKu6iVfl+lucSXI4ldVBev4v0eZXpy6aWdu36ItfWXsYMO5e0y19wwitMW5BW5LEbkpiCSiYElLJm7JlCAwGsGohsH1nO1lAFjyOjYtZW9H+fY5PkbZpORgSm4MmCIIKcg5RATBbdHPbyWvIHZKKHMi2AVkCrs84m+Bhmw7ZQmBbPVFkUeG2vvSH/AsAOU2Z7UQAhuSoGM4B2Fp9poifqhGnI2MOGyIvOUijsgTA6HR6ccOxtV5LVtV4yaGMXCuBCredA78vsqoakzUVkEYQoxMB144Av5fESvymPbFsQ7CV1LZGwajGC/y26fg1rMp2Ib3SufX33xJYYNvq34SZ5LS9mYMRWd/0mfkZmKu6tWRszRpYlXmlEm76Q/7HdiHbnjAVOVQthv+NFi3vzv/pE1aRNVjFVunW99gwssv/kYc5rFpDp/5NCbVB8Sqy9IVMi1WZaU1GiQNfI6tt3MbDV1KNVyQSh/g3fYoB3kPLg1jFn3KBzNaJAd2IVbBf/Ccb/Of/ubVNYgjL+Dw7Rcha/k9vilR2ZBRSMu6PvtmAuEpWem5Vt2NvuB78V+nW7woDxp5Yn8Mq+ob/Sy5l2JTEehFVOMGBsJkLyrlUCBFWn3tBYIw4tkCMrLaJVK/I479znV+MXMVD9cOWd6t3N8aR+brAIU8qBowEscmp/wbZjkwCFUIlQOh/JONoxAKBCp2vFoGJrIKpbXiVA6A2HpbxM+QTEFQLWgAWWTOdQCID1LLGIc7IguoHW20FW7LyecFf9ZivA9lUDXKaVrIlKSBzi2yT1a4A8GcDmaDg+6nGwCZrz1ZbB9CCRdZftcWBmYyBymd0KBjwfzgwt2OwJsFRaSOj9ResppVYOKpaZP1bPcZ5f4UMVS5YhQjCqWAAW0UU+dQe5kRL/NkpeWFVMDW3YfElOuVbTaxKD6+qsOIKXxplpV8Jg7ja2NkcbV/Mh6cqruIW2TInnl75v15p67/GIXS/Y2k/sN1WcZUNIK0j/nsnXEVhgL22zkMEj+A+rJKwjrdY5r8RWFilWrwkVm1OYr0IJdsupHigRdgYrCoMgrun2XaybjJRsi+BWGAADLIzivYeSw1uzSABGOgwlxz4MydWyUfW1lby+N45PIVw+e+MWkMM0+xNp03CHXkFMITbugPhzN+TSQoI9MoOGhWDqS0hM1l/8pI1Y3aAV2ZcNslhZEZmBQqBLAmt5NUXnbLbPaw/GflV1j5zTdlqZlvTcZMcRqeIIVulU/L6okf9epnFObZwrIlFV/3b5LL+8X865T/8yBdd8q09yJrEK2OL/EmXwarMDd2DT0m8rX/W3p9w1Prnsp69YJWCi0RBQkCnbJZs9Jq134NP8X+4mhF7SRLhP0xlt/jKpbHqZa4px6nIOq4/+6TTyMgelpDDtbEBpk6xKlfjBquWJFwVEnuVcnKSlmHIclrN0mSUfclwkVjyMFjENdVh39drhnTJcJpVY8QFgOUmMcFVYhBgVamV/UgY9Hi1Hs7FcMkLtDLgPP1EvqflhAOrci4ZsbHWu0i2yGrriFPJttljAitbVVGiY9dnNoEhp6WTDExllfWqKrJRtrpG5WDJOljXjNJhC0CK//CrJIF2PuyAGLPWrMbxJaRQoGWXwD+nlL0r29AeAxtUuFu2mitSYRWZk6iSNSRAYNPGlVv7lqzVGj9j/cmCGCAv1l+AzUFDulb54nuqhq0DKN4debXG7DVYlVFrqSrpifZZpkKsobMl/yb/Jyv9JQGEVSEBYgOs8ne7ni3Cbc3hZkYphmCNo/a08bFl+N+YThB986XEf2ucCw6y6yIuiKlslU6b8R9XCVaRn6x0Gln5HKxCtFVkWwd7M4WIrQarxpGQZFcwxKuWXtCzKYlNj05K8jEWBpIv2Tlg8DP6olonfikYmOo1QwBDtjiW/hcEMY39CGMaqpcAzqV/hjM5DOOAB4ciq743fcY5rZzJEILtqRPsl5Zr+u9Zf0TKwQ3bXgIsJ7MlS1ZrzQ6cTBQ49G+1rkgkqx4jgR/h5vwSAGvv2j4k0OEffbPewYGZJVnjGjpmq+k1F8QEKPZJVuAqUFh/PV6Iln7jVqsG/9a/a9sLoQFgeuMAVlod6JxenQpu9m8KUHoiBTLEAIHh/w5PIt4SAwcqglWt/n2kwPpbX+Qwg9htyTmQxD71Ij5+/PjQE2e8WeNJT6QDs1oKPAK/CTCwXssDv4e5gtyIX1vLi2zBKFjFz4NVCIAT08i1JMwhVD4Hq7S/NXZj+BGfEjfpLz3c/J9fITTehU8hLzdu3Lh41XDp+uh31WfKt/iUWEVvDk8rWtGf8x22xiWxtuob1Vi2Kp5af+TQ32GnXl16RRCRLZ9bf/27rYTb+pumkvn79JqLOPg6fqInWjwTC/TwNiYpsRFYCt/1b+MquaUTVqW4ooXDFAtnjeh67tmUxOqF0F/EKGS504cBIwy5N9lBrxaJRVwdQBB0BQJZrQoR4iqYIa2+ZwwLkHAISS/H1g89yrBMSRCsOD2nknkBNIbB8bwP4wHCrRFbqgXINkKFuKi0CGZaS1S5BAfG7HSqrQazV8l7VZsGAnfpLceckjZ7Uy+kQADE2CW9WmfkkO4BMkK7ZMTWGrZBLusPwBCYHDATLKw/YgC0kAJBjs0KuK1MXFM/WcnFBlSOkQRALDkgq0MKxuzcu3evdgiR35MV+RNckf7co454SQTYHfLggQctrIKpv/766wGHJAKSGH6VA3Kwyfo/fPjw4PvIQeOBnTl5jPDnDASf8tjNoEPBlrx8bMnp5DXehd/DfzsCcIqtsgU4CmfJBmtfvHhx0DOskoxvTWKRbdvy1h/uwyr4Rafwio7pFWGAVWLXzZs3KySWj/Mp/o0Qwio4T69sVh+sBJFPIblO0TdGbLEnHMV0AkWXTFFgk+SVwJq1KmaxVUUkY8taOzF8nV7ZAZtEDGGV5JasMJV+6RWJhf8NrkKvEgNcRaKdC6LIz9/IbroO2b/77rtDYrBkpv2mJBZZScXQaV+LPpJZis4dxTJd4NuqxMgGKJscMgKGQdkyGtsyFgFACCCIQSoJawDqVf9mJj6oxDAAwZVTqRIxGAZBPpU5B5RUPZz6azxA9YcffjiQUmNeOBKwVSVQ9UZoGDLg8NCpwHAViUXcLt3jq8JCd4KY3w/02akAZu3JJ5BZf8CBxJpp16jEZk6sLTiyWluBlK3SqTVXQSYj3xLE2EhrHIwMWxLz4MGDg2+xXyScrAKHygE7MWnBiK1WdVNlQ4CiJ8QP6Uds6VOAtf4qLzlEIai1sAoxlHAZSaN6yVZzIImtqh7zEfZsnmmrEpuT6eSzG4Qc8n+Yar3ZsgkKElM/gzwgMY0nc2IRFVhFLgSGXu0ikFVy4+8qnxIDu0Zbk9jMiTWdQLHFjpDvibWwis4zsYCeJWN+5tL9m0vWyLrCf2vOp2C9wgb/VyCiX+tN9xIDdsp2t67EKgyI/xJpurtz584hYVV5hVM+s84SrtwwprrdqsQ6KJ+Z1vSKuIpLsArW4ipwTKwUo9jqklP/S9b03J9RuTZi69atW4cElU0Eq9in71lvPJGd7q4SK1M0q0xGABRkjRSeB4lFugQJRoOUtebEqg4BfcEfmRoHM2drVlBDGDmeSkzDMOg0NzbJbBGU9DuOM9dkYABDVn5qIPa5BnnuzwMm8wzJBaDoLb1ZnA4RR76QGFtM1n+OxNL/pfs7kVjgbygz8iKIxU5zEQKCowpC/2wU0d0abOlfMEW4VDcAld2LVAQEM58ZhK2KAMzYsUy8RWIlhuxV5VoQiM7IJxALCjCAnr/44otaxUAAYI/WWEVIJU4yJcCpzll/iSIyC8vYaotwI4D8SgJjJyN9cAKECg0sk8CQ9/bt24uqG+f69pKfRwLoTbICh8axhPzfZ8gMrEIIBNtTlzcs+X3/5mdgkGH3fEiCMs6JpU+7GrBKtYtPWf8GieUntt7FKv2jRuhlFFzGxCE4HriLeEu4GySWPKqb1lr7gK/sovF/6+9d2Amf4nfWf2tczU4cIkVmBFURKP6fq9PFU7GCrcKz1u4WUm2NyRccSssm0k2vuApCjqP4mQZXYYMwVTsRO7W2mZQgjiO4bANPkIR99NFHJy9vGn1700qsX8xY9W6pak0zbYoHtAIyQwJ0reoG0Ee4ZbOyQQ6VShvZZA9ITgZ3Iw+N28UEVUBqO4lDkVMLQR7vQd+5ZEKgQ7gbj4BAn0gVXSHT6c30HjJwBq5fRkCQVc7dgnPOGJJz3pkuES5OJZiy1RzcQg4QMU7HjiU5LjtoHexC/BBAvpOZtQF+OlelTbuBgMxGWlckSlABmcqgnRbBKo/30A9Jr4j4/fv3a9fOCviICltUDYBFIYdsLvOO2Qd8UFk8dgPVOTb3sj8rQNGZwx22Dkf/l2TBUyTH5/qMWwc7+RT/t62tCi+YJuHi/2nh4FuCLKxqXXbAx/mNAyZktb7Z8SGrIEun3iczjSXeWz9k4ePaGpA/66+aFZJqzcmY3k6+j0A0DnaR1c6lPnL45JbL0WfEKj3oSBfSmGptA1clr3SmCMD/tbrl4Ja2CEkuTMUDFGNUDVvnDJBpJBa22okhawo7sAqRFR/YLNtwRW7rsgN8SWJNh2zRznAeRBY3wAF87lYvyePcszmJJRBjpXiBdHqiD9Bh4pTv89b8Vb+fHAyAQejfGGWlZNU6wQwha04nIKsMFqFCCqa9WUiuLTDbCT4bDWfOQC75ORATVMlinemM44/tAtmyl6HL1NboM1pKfJFCTid4kXVsFxAc2AZ5BTmyNgKD9fE+5CQvfQmm4yzA3J0tSZAUsoFL9xEjfUtmpZKFrAiLStx0FiSgZR9sRbW+Rbbp1famYEWXkqkxSLFfAUxVTrsOIjPuKl3Sb+b+LdUissIiaz/dvYJjiCEc0HfcqsIE+8kJP8k5Jv6pgKl0ZwZrK9iyPzad1gFb39Y37QI+z66huCCRaVXi6FVVWEJFRtXWsXqJHHgPNmL3g6xbtz3EhiUHKodsUky1viP+K3Jp5eJfMJV9tHDVjoG46vfD/7FtLRf3wDL+j8g256+KQ2SFwfxqxCL4YIeDrPQJqy7dgjeHUfk8bXlpbZyeI7D+sApXUakfixynfkeFxC594T38HNKVWZvHtjUQ8sw0azlb9CQxAK5AdQpSjAeB8A7nJAaAHKCMAP5v10XlAJghhb6msgLdzLdcuu2VrX2ySTqmfbR+n9/r/XPz2pL3sP50R6fT9c3vJL/f2QoM3iMJAlsFptPqhe/TK31eeqYxwPH+59i/qivAPdZHbK18nTsnlhw58bzUbuZsIHZzamYpn/PsYaYxYmDdjyUT1p8vk/PSvdv+3Vx1OqdPnweLrNGxViB2mssEtt5Knso/rv8xrPLuZPUel7K5kfCdk2wGqxCUKf5Z/0wuOaf9CmZ6R/h/jn9fZQfBIrbq/aay+p1kJaefaeJqZOFTU0yVdGX83rGYs8QXLvkz4jt5j/m4+ACr6DpXqF/yd5/7b8Eqvn3MFsV+GABTlvj/NYk9V/vXP3+tgWsNXGvgWgPXGrjWwLUGrjVQ18A1ia0vwbUA1xq41sC1Bq41cK2Baw1ca+BaA+dq4L8Q1iuFjkmaxAAAAABJRU5ErkJggg==)
Toelichting: Rente op 10 jaar staatsobligaties. Bron: OESO
Er zijn twee redenen dat de rente daalde in plaats van steeg toen de begrotingstekorten opliepen. Ten eerste vonden beleggers Nederlandse obligaties in de financiële crisis niet riskanter, maar juist aantrekkelijker. Het werd gezien als veilig beleggingsobject in woelige tijden. De markt verwachtte dat Nederland de hogere staatsschuld wel kon terugbetalen. Dat kwam ook door de macro-economische omstandigheden: de reële rente was laag en al geruime tijd dalende. Dit was voor de eeuwwisseling anders: toen was de rente hoger dan de economische groei, waardoor de kans op exploderende staatsschuld aannemelijk wordt door rente-op-rente-effecten.
Ten tweede zegt het begrotingstekort weinig over de houdbaarheid van de overheidsfinanciën. Schuldhoudbaarheid gaat over de kans op terugbetaling van de staatsschuld. Dit is een langetermijnvraagstuk. Twee landen met dezelfde schuld en hetzelfde begrotingstekort kunnen een compleet verschillende schuldhoudbaarheid hebben. Kijk bijvoorbeeld naar Griekenland en Japan. De kans op terugbetaling gaat over de trends in de economie zoals vergrijzing en de potentiële economische groei. En of de markt erop vertrouwt dat een overheid kan reageren als de schuld te hoog oploopt.
Inzicht 2: Begrotingsbeleid heeft wél effect op de economische groei.
Het stimuleren en afremmen van de economie werd ten tijde van Rutte II gezien als een taak voor de centrale banken. Begrotingsbeleid zou hier geen rol in moeten spelen. Met monetair beleid verlaagt de centrale bank in het geval van een recessie de rente om zo de effectieve vraag aan te jagen.
Het idee dat de overheid ook iets kon doen bestond wel, onder de noemer Keynesiaans beleid (naar John Maynard Keynes). Daar stonden andere ideeën tegenover: als de overheid extra geld uitgeeft en dat leidt vroeger of later tot meer belastingen, gaan mensen dan niet meer sparen? Het handelen van de overheid zou door deze Ricardiaanse equivalentie ongedaan worden gem[AL1] aakt. Bovendien zou begrotingsbeleid ineffectief zijn in landen met een open economie zoals Nederland: extra uitgaven lekken weg naar het buitenland doordat het leidt tot meer import.
Tot grofweg de jaren negentig was er weinig consensus over dit vraagstuk. Maar de economische wetenschap werd steeds empirischer, en zoals zo vaak bleek er een kwantitatief antwoord te zijn op een kwalitatieve vraag: Overheidsuitgaven blijken de economie te stimuleren, vooral als de economie in een recessie zit en kampt met grote werkeloosheid (de ‘multiplier’, het effect van overheidsuitgaven op het bbp, is groter dan nul, soms zelfs heel veel groter). Ook het weglek-effect door de hogere import bleek overdreven.
De noodzaak tot expansief begrotingsbeleid om de economie aan te jagen was tijdens Rutte I en Rutte II groot. De rentes daalden tot nul procent of lager, waardoor centrale banken naar steeds onconventionelere middelen moesten grijpen om de economie te blijven stimuleren. Desondanks werd van de academische inzichten weinig gebruik gemaakt.
De schade aan de economie door vast te houden aan de overtuiging dat de overheid geen rol had in het stabiliseren van de economie, is groot. De bezuinigingen in Rutte I en voornamelijk Rutte II hebben naar schatting meer dan 365.000 extra werklozen veroorzaakt. Het wordt, in combinatie met de crisis in Griekenland, ook gezien als oorzaak dat de recessie zo lang doorsukkelde in Nederland en veel andere Europese lidstaten. De Verenigde Staten voerden expansiever begrotingsbeleid en kwamen sneller uit de recessie.
Als een kabinet in een crisis besluit een extra snelweg aan te leggen, dan is de economie waarschijnlijk weer in hoogconjunctuur voor de eerste schep de grond in gaat.
De bezuinigingen die vele landen in die tijd doorvoerden waren ook contraproductief: de schuldquote (schuld/bbp) is door de bezuinigingen mogelijk zelfs hoger geworden. Summers en Fatas maken aannemelijk in hun studie waar zij landen vergelijken met hun bezuinigingsbeleid dat het verkrappende begrotingsbeleid uiteindelijk ‘self defeating’ was. De staatsschuld is hoger door de langetermijnschade aan de economische groei, veroorzaakt door de bezuinigingen.
Tijdens de coronacrisis was er tegenovergesteld beleid. Er kwamen grote steunpakketten die ten koste van de begrotingstekorten gingen. De overeenstemming was dat lockdowns zonder steunpakketten grote economische schade zouden veroorzaken.
Doordat er dankzij de steunpakketten (volgens het Centraal Planbureau) geen blijvende schade is ontstaan aan de economie is de staatsschuld waarschijnlijk lager dan de situatie waarbij de Nederlandse overheid geen steun aan het bedrijfsleven had verstrekt. Zeker is in ieder geval dat hierdoor veel economische misère is afgewend.
Inzicht 3: De overheid kan snel genoeg reageren in een crisis.
Begrotingsbeleid kan dus effect hebben op de conjunctuur, maar is de overheid er ook op tijd bij? Als een kabinet in een crisis besluit een extra snelweg aan te leggen, dan is de economie waarschijnlijk weer in hoogconjunctuur voor de eerste schep de grond in gaat. Eerder economisch onderzoek stelt dat de overheid vaak te laat is.
Het optreden van de overheid ten tijde van de coronacrisis liet zien dat de overheid wel responsief kan reageren. Het traject van de steunpakketten ging snel: tussen het grove idee van steunmaatregelen naar de daadwerkelijke uitkering van concrete bedragen aan bedrijven zat soms minder dan een maand.
Ook het type uitgaven doet ertoe. Een snelweg bouwen duurt heel lang, maar sommige belastingen kunnen snel worden verlaagd en bepaalde uitkeringen snel worden verhoogd om zo wel op tijd de economie te kunnen stimuleren.
Toekomstig begrotingsbeleid
Er is een verschuiving geweest in het denken over het begrotingsbeleid. De afwezigheid van bezuinigingen ten tijde van de coronacrisis liet zien dat begrotingstekorten niet meer meteen gezien worden als een urgent probleem. De steunpakketten in dezelfde crisis toonden dat de overheid zelfs bereid is extra geld uit te geven om de economie te stimuleren.
De coronacrisis was alleen wel een uitzonderlijke episode. De overheid maakte zelf bepaalde economische activiteit onmogelijk door de lockdowns en besloot deze schade (gedeeltelijk) te compenseren. De vraag is of toekomstige kabinetten bij ander soort crises een actief ruim begrotingsbeleid gaan voeren of dat de overheid weer zoals in 2012 tot bezuinigen over gaat.
De geschiedenis laat zien dat kabinetten beïnvloed worden bij besluiten over begrotingsbeleid door hoe de economie er voor staat. In economisch slechte tijden wordt bij de kabinetsformatie vaak besloten om te bezuinigen, in hoogconjunctuur wordt juist de portemonnee getrokken. Rutte IV deed hetzelfde. Het kabinet trad aan in 2022 in hoogconjunctuur en besloot historisch veel geld uit te gaan geven.
Er is een kans dat het volgende kabinet formeert tijdens een recessie en dan besluit om de broekriem aan te halen. Het tegenovergestelde beleid van wat dan wenselijk is. Een oorzaak zijn de indicatoren en adviezen die de politici gebruiken tijdens het formatieproces. De gewichtige adviezen van de Studiegroep Begrotingsruimte bewegen mee met de conjunctuur. Maar ook de andere indicatoren zijn optimistischer over de ontwikkeling van de staatsschuld in hoogconjunctuur dan in laagconjunctuur. Wij zullen de komende maanden deze indicatoren analyseren en we zullen nieuwe indicatoren voorstellen, zodat het bezuinigen in crisis – en het extra uitgeven in hoogconjunctuur - tot het verleden gaat behoren. Ons begrotingsbeleid is gebaat bij stabiliteit.
Rapport begrotingsbeleid
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Het Instituut voor Publieke Economie werkt de komende maanden aan een rapport over het Nederlandse begrotingsbeleid. Delen daarvan publiceren ze in hun nieuwsbrief. In het rapport stellen ze nieuwe ankers voor waar Nederland haar begrotingsbeleid op kan afstellen. Ook worden suggesties voor nieuwe begrotingsregels gegeven. Tips, feedback of input? Mail naar info@instituut-pe.nl.
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Te citeren als
Jasper H. van Dijk, “Hoe het denken over begrotingsbeleid veranderde”,
Me Judice,
30 januari 2023.
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Afbeelding
Binnenhof met Hofvijver en torentje (Den Haag). Door
Fred van Assendelft.