Als u mij verdenkt dat ik obsessie heb voor de nieuwe Amerikaanse president Donald Trump, dan heeft u gelijk. Ik ben echter enkel geïnteresseerd in de marktreacties op zijn uitspraken. Vooral indien er technisch bezien specifieke signalen optreden.
Een het lijkt erop dat de Amerikaanse aandelenmarkten moeite hebben de nieuwe president goed in te schatten. Sinds de inauguratie op 20 januari is de S&P500 met een kleine 0,5% gedaald. Echter, gemeten vanaf zijn verkiezingsoverwinning op 5 november is de graadmeter van de 500 grootste Amerikaanse bedrijven met ruim 5% opgelopen.
De S&P500 technisch: de langetermijn uptrend is de afgelopen weken volledig stilgevallen. Bovendien lijdt de S&P500 aan momentumverlies. Er ligt nog wel een sterke pullback-steun op 5.669,67 punten (de bodem van 16 juli 2024).
De techsector reageerde nagenoeg hetzelfde. Vanaf de verkiezingen begin november is de Nasdaq Composite met bijna 7% opgelopen. Sinds de inauguratie is deze index fractioneel gestegen.
De Nasdaq Composite technisch: ook deze index heeft de stijgende trend stilgelegd. De tech-index heeft een sterke steun op 18.671,07 punten (bodem van 11 juli 2024). Het momentum op de Nasdaq Composite index ligt volledig stil.
De Amerikaanse halfgeleiders weten het ook niet. De SOX-index is sinds 20 januari zo'n 4% terggevallen, vanaf 5 november is de halfgeleidersindex 0,75% opgelopen.
De SOX index technisch: De Amerikaanse halfgeleidersindex heeft de uptrend verlaten en consolideert al sinds juli vorig jaar zijwaarts. De mogelijke lagere top rond 5.445,08 punten (gevormd op 14 oktober 2024) wijst op verkoopdruk.
Lees ook: Met deze ETF kleurt uw portefeuille groen als de S&P 500 daalt
Dan enkele individuele aandelen. Een van de belangrijkste AI-aandelen Nvidia, noteerde op 17 januari, de laatste beursdag voor de inauguratie van Trump, een stand van $137,70. Daar staan we nu bijna 10% onder. En gemeten vanaf $139,91, de slotstand op de verkiezingsdag verloor Nvidia zo'n 11%. Na de bekendmaking van Trump's importtarieven is de AI-gigant dik 4% opgelopen.
Nvidia technisch: Nvidia heeft zwaar nu zowel de stijgende trend als de laatste koersbodem zijn gebroken. Deze signalen geven verkoopdruk aan.
Tesla is een verhaal apart. Op de verkiezingsdag sloot het aandeel van Trump´s grote bondgenoot op $251,44, nu staan we daar bijna 50% boven. Op de dag van de inauguratie noteerde Tesla bijna 70% boven de stand van 5 november. Maar daar is nu alweer ruim 10% vanaf. Sinds de bekendmaking van Trump´s importtarieven is Tesla 7% in beurswaarde gedaald.
Tesla technisch: Tesla vormt een lagere top rond 439,74 (gevormd op 17 januari), die verkoopdruk aangeeft. Bij een daling onder steun 373,04 (bodem van 2 januari) rijdt Tesla lek.
Verizon, de grootste draadloze provider in de VS, is sinds de verkiezingen een kleine 4% gedaald. Na Trump's inauguratie veerde de telecomgigant weer 2,5% op. En vanaf de turbulentie over de importheffingen is de koers 2% gestegen.
Verizon technisch: Verizon Communications verzwakt verder nu de laatste bodem breekt. Eerder werd ook al de stijgende trend verlaten.
Dan Exxon Mobil. Op de verkiezingsdag sloot de oliegigant op $118,96, nu staan we rond $109,88 daar bijna 8% onder. Vanaf de inauguratie is Exxon Mobile 2,5% gedaald. Na Trump´s importtarieven bleef de koers per saldo vlak liggen.
ExxonMobil technisch: ExxonMobil geeft een vlak koersverloop weer. Maar lagere koerspieken suggereren verkoopdruk. De steun ligt rond 95,78 (bodem van 26 januari 2024).
Ik kan uit bovenstaande ontwikkelingen helaas geen duidelijke conclusie trekken. De verkiezingen werden in eerste instantie positief beoordeeld, met winsten voor de brede beursindices.
Beleggers weten de laatste tijd niet zo goed wat ze met de nieuwe president aan moeten. De technische plaatjes zijn duidelijker. Wat betreft de indices, die geven aan dat de markten stoom afblazen. Tech is duidelijk minder overtuigd, vooral AI en halfgeleiders zijn technisch verzwakt. Een aparte vermelding voor Tesla, het bedrijf van Trump´s grootste bondgenoot Elon Musk. In eerste instantie waren beleggers overweldigd door Trumps verkiezing tot president. Maar bij nader inzien doen beleggers ook een stapje terug.
De dreigende verzwakking op Wall Street heb ik ook in mijn vooruitblik op 2025 besproken.
Deze keer bespreek ik S&P500, de Nasdaq Composite index en de SOX index. Bij de individuele aandelen kijk ik naar Nvidia, Tesla, Verizon en Exxon Mobil. Ik beoordeel de technische plaatjes, in combinatie met het momentum. De werking en betekenis van momentum wordt onderaan dit artikel uitgelegd.
De analyses van andere Amerikaanse aandelen kunt u vinden op Tostrams.nl. Wilt u Tostrams.nl proberen? Ga dan naar tostrams.nl/actie en lees drie maanden onze technische analyses voor slechts €19,95. Dat komt neer op een korting van maar liefst 73%.
S&P 500 ligt stil
De uptrend van de US 500 index ligt al twee maanden volkomen stil. De pullbacksteun rond 5.669,67 punten (de top van 16 juli 2024) oogt redelijk sterk. Weerstand hanteren we op 6.100,71 punten (de top van 6 december 2024).
Zorgwekkend wordt de negatieve divergentie ten opzichte van het momentum. Terwijl de S&P 500-index hogere toppen neerzet, vormt het momentum lagere toppen. Dit geldt als waarschuwingssignaal dat de kracht van de trend afneemt.
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)
Nasdaq Composite maakt pas op de plaats
De Nasdaq Composite-index doet de laatste weken niet veel meer. De Nasdaq Composite index maakt pas op de plaats. Er ligt een pullback-steun op 18.671,07 punten (de top van 11 juli 2024). Weerstand ligt rond 20.204,58 punten (top van 20 december 2024).
Ook op de Nasdaq wordt de negatieve divergentie steeds serieuzer. Terwijl de index zelf hogere toppen vormt, zet het momentum lagere toppen neer. Dit geeft aan dat de kracht van de trend afneemt.
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)
Amerikaanse halfgeleiderindex maakt een lagere top
De verbetering van SOX-index zet niet door. Er vormt zich een serie lagere toppen rond 5445,08, die verkoopdruk aangeven. Bij een daling onder de steun van 4.288,00 punten (de bodem van 19 april 2024) zou een verdere verzwakking optreden.
Het proces van negatieve divergentie van medio vorig jaar zet door. In combinatie met de lagere koerstop rond rond 5.280,79 punten oogt dat niet best.
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)
Nvidia verpietert
Nvidia verzwakt, nu zowel de stijgende trend als de laatste bodem naar onderen is gebroken. Dit signaleert verkopers in de markt. De doorbraak en slotstand van Nvidia onder de voormalige steun maakt neerwaarts ruimte voor een diepere correctie, in eerste instantie richting de steun van $100,95 (de bodem van 2 september 2024). Weerstand is gevormd op 153,13 (top van 10 januari).
De negatieve divergentie van de koers ten opzichte van het momentum is ook hier zorgwekkend. Gaandeweg vormt het momentum steeds lagere toppen, terwijl Nvidia hogere toppen vormde. Dit bevestigt de technische verzwakkingen
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)
Tesla rijdt lek
Tesla vormt een lagere top rond $439,74 (gevormd op 17 januari), die verkoopdruk aangeeft. Het technische plaatje verpietert hiermee enigszins. Bij een daling onder de steun van $373,04 (de bodem van 2 januari) zou een verdere verzwakking optreden.
Na een doorbraak onder de steun van $373,04 wordt $212,11 het volgende neerwaartse koersdoel.
Het momentum draait neerwaarts vanuit de overboughtzone. Dat signaleert de kans op een correctie.
![](data:image/png;base64,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)
Verizon
Verkoopdruk in Verizon Communications houdt aan nu een lagere koerstop op de grafiek is achtergelaten. Nu ook de laatste bodem Verizon Communications niet weet op te vangen, mag verdere koersdaling worden verwacht. Goed is dat de steun van $36,46 (de bodem van 11 december 2023) dichtbij ligt. Weerstand ligt op $45,36 (top van 4 oktober 2024).
Omdat het momentum uit de oversoldzone kruipt, is een tussentijds herstel niet uitgesloten. Wellicht dat eerst de $36,46 wordt opgezocht.
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)
Exxon Mobil
Exxon Mobil geeft al een tijd lang een vlak koersverloop weer. Nu er een lagere koerspiek wordt neergezet, adviseren we voorzichtig te blijven. Er hangt blijkbaar nog aanbod boven de markt. De steun ligt rond $95,78 (de bodem van 26 januari 2024) en de weerstand rond $123,75 (gevormd op 12 april 2024).
Nu het momentum in de oversoldzone staat, komen we mogelijk in de laatste fase van de daling. Wellicht dat het herstel inzet vanaf steun rond $95,78.
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PjhRpwnu7X1dXbtkEov5mpPSDEXostB4Tnz9+1jXu+9zYUEESsubfnmdfy1Q0Vuw8Itq7pTwsI3dWBK73a0DXy182Ne9tPbH2hZbpbiPpl+oDgr/kXqSEgAAAwXS0BoVZuKJAmVMZjAaH2sCCBQN6nCQU1BAT3tZgaEGqSPSDYVx2kc7evJpwFhMBzCKFnCezpH8M1/+KZrjEgTOsO5DcSZrAxvcf0HtN7TO8xvVfLdGmAv379mly/t+lyfL58qff4yG9rzXT7t7alTDfNvkw3x9pMlyb6zz/7Y//s2duTgGCm2+u3p0u9CRtiqf0X0uD/+eeX5OnCnif7bQJCnv153/zxh29/+qsAMk+27zb7Zhl7Xmi6bFfGZd7U/RSlT5eAcH9/fxjitxsNBAQNB9EHlI3SAwIAIK+nT9+e/EC6NH5DHsfxWZYJCC53uj0eW8YOBaG63KRR9l0BCE0X9rzz1/N+K596BUGOlR0ExrwW7vgWZbuCoOHg7E+ccosR4CcpHShdzvNUAoL8YC4lJNAAx9VyfGr9Xhpr9u1GP6Xxd6eH6nJLDQjxUGC/ntd0hwJCTCwUmCCRKyDIb+lL+iVJTI6AYP60qff/P+gaeR5SBs4QEFCD3AGBKwhlcY+BPU5AWNaUZj/ltXDHl+IGAcOdLuPSbMu081DQT+vnj2+6bXMCgh0IXLGAMCYs7CkgmHDwxgkAR/yZU8CLgIAabD0gSEOw55BAQLicUBMfa/Z9r+WrnMehZZbkBgHDnR4PBfb0tEY7JOcVBBsBIcIXEPTqwGvflQNbt6z1vIE77uM+h+COi5QapTEgTOsAAAtxA8KlA0MtDfCSthAQahVq4t3pdgCw54WmC3d8Kb7G330t3HkmGPinpzXbwg0ESwUEl9TJvpohNSDUZE5AMFcPpL0+H47/u/J57ek8czXg6ub0ikJ/u9BxGV/jn1Ij2vlxWgcAmCnU+NvT5bX8YCUgXNZQQLCbIMJCXqEmPtTsy1f5HMw8uy60zNLcBt/3WqTU9a+HG207BFwyIIxdpjbJAaFyGgPCtA4AMJMbBHyvhTu+BrcB9r3eE18g4PisI9TEx5r9lNfCnWcHi5zcBt+ESRlCAcGWMyDI636745p1AoIfAUFpHbAankFADaacp5cOCLFmNtT07rUBdt93jcdna88guEJBIPRaxObldN7gH1/bIcGeZztffrjRDgUE4Y6nmNvsj1lmk88gVE5jQJjWAashIKAGWwgIKU1vyQ3wkuR9SyNX8/HZY0CQr/K5hUKAb5kxzht3//KhOneZ0DrOlxlutHMGBGnu5TgSEM4REJTWAashIKAGBITtkvdshwNR4/Gp6XupaezNMLZxDzX+bgjwzZOvsk1fo+6KNfuGTLfXF1smdR0+0vT3NX0TnjMgCLvBJyAcERCU1gEAZioxIEiDIdPMazPY00ptgHOzj4/vWPnmuXWYJtbUpzBNvmn4Q8uHthNq1F2xZt9mN/ihZewaV2jdqaEgVpdqSiiwzV2+VAQEpXUAgJmk8Zcf2tL8lxIQZFy+yn7tvQG2j4P7vs24XWNPxzyhxj1V6jK5AkKsuRf2+kKvhTtuhKaLWCgIBQICQj4EBKV1AICZTONvBwV7urF2QEh9vXWx9x06Dns6PkuaEgpsawYEEwziTXw/z673Ca0jvu5wKJBtmYGAsAwCgtI6YDU8g4Aa1PoMgjQO0tDar828oddbF3vfMm4fL6Pk41PbMwi1BARTF2/ix9fZ4suEA4Lv9VTS4Ms5P7XJtwPCUFjgGYTyaAwI0zpgNQQE5LJkE15rQHCb3lBDbJTcAOeWcjxcJR8fAsI5AsJ6TChICRoEhPJoDAjTOmA1BATksmQTnnqehvZhyX0LiTWzoXklN8A5yfsMXVGJKfn47CkgpBoKCPJVzoOUhj70WsTm2ULz4svUFRDc1z4EhPJoDAjTOgCojjTa8sNefvCs1YSHtmPviz3dfS3ccZ+UGlesmQ3NK7kBzsF+f6HXMbG6rR+7OdxGXf5tlBAQ3NeuUJ27zJT1pdpiQKgJAUFpHQBUIdR4T2nCp3C3KY2PL6SEXgt33IgtM0TqZT/GNrNbb3Ll/ZnjMuW9xpbZ+rGbY81QYDPbNcPcgCDrkHH7tSu2vilqCghyTCQYEBDqozEgTOsAoAqhJtptqE3DPKbJTuGuN2V/7NfCHTdiyyxlDwFhzvsjIExj//b+Upa8grCkWgKCjYBQH40BYVoHrIZnEDCHr4mWr24YmNtgh85Td72+/Ym9Fu64IdPN+wjV5EZAiCs5IJT8vbSEgGCTBl/+bUmT7zb7KUFg7YDQ7+vP7vUWAsLQMwglBQwCgtI6YDUEBMxhmmgzmB86qU14qlwBQb7a+ymGlnFfL4mAEEdASGeHghIDQigEDAUEmdY37Ou8n5RQsMWAIMe4hJBAQFBaB6yGgIA5Yg11KDBMabbt8zS2rtA8eW32Z8wypt4NFUupNSDIfssxkn1fsom3l3fXNXfdcxEQ0s0JCCI0fQm+ICBf5XzfckAwy186LBAQlNYBQBWGmmsjNm8ss7x8dRv30HZCr8WUZZZy6SZ3KrPf8tUEBZ+5789e3l3X3HVvjQkF8lU+k9oCgnztm/Dz/V4zINhCQaC2gDDEXX7u+uYgICitA4AiTWmuRWpdirnb8S1jgkbqMkuptcmNNe62ue8vtp25696aEoOBkRIQYi4ZEPrQUk4Y8CEg1EdjQJjWAUCRfM11SkOdWpdi7nbcZQyZLj/87WFomdxqbXpTG/e572doO/KZybS529mC0m4rCvEFBPkcYwHgkgGh9HAgpKGXYzi1qY8FhLXDAgFBaR2wGp5BwBimiR5qvN2G2ozby9uvh7jrttdhL+/WDb12TVkmJ7cBlvdZQ6Pr7re9z7F5Y5nl5at9bOxxd95aSn4GoWS+gHCJ5j9FTQEh1tCP/StGZly+yr8tAkJ+GgPCtA5YDQEBY7iNcmpDnVoXInXyg0lqY8uH5rl1ITmXn8JtoN3xUtn7GWvW574fdzv2umLz1kBAmIaAsJxQQ+8LCHYoCAWE2OulEBCU1gGrISBgDLcBTmmo5bVp7t1xuy7G1PnWZS9vj6eu2xZaPnVdU7ZpizW9JYs157F5Y7nrCoWPuduZgoAwDQFhWb4m3g0IUmMHCXeZUChwl1sCAUFpHQAUyW2aY826zV0uZRnblOVT122bsh2b1NnHZCy3sb1EoztFrDmPzRtrre1sAQEhv60EBB9T52v63VDge70UAoLSOgAoktsopzbRoXmxZQypCQWRKduMCS3jTk+tGyvW9KZaqzkONeSx9zB331LXlXObtaopIMi/bwkF9usSbS0gpDb+qXVLICAorQOAIsUa5VhzPKWhlnkmGIS2M7R8aN5Y7rpC6567TWlm5T3PaW7XaohDTbi7/di8sVLXlXObtaolILi4gpBXrIlPbfxlXL4vybRY3RIICErrgNXwDALGmNqQpzTUbk1oXmwZW2zeWO66Quueu023mQ01t7mb49Q6W2g77rpkXJoLM4zdji22HVuoLrbMXCV8L5VQYB9rAkJeW3sGIdTsxxr/1LpcCAhK64DVEBAwxtSGPKWhdmvscfs8jS1ji80bK7ZvtrnbdBvYUEMba3RTG+LUuhCzjHy1G393XVPWHWKvK7ZeX518nRtQYkoJCCYU1HoFoWRbCAgy/scfX7rvU6FmP9b4p9blQkBQWgeshoCAMaY2wCkNtVtjj4cCQkxqXQpZlzSXoX015m7TbXpDTXBourDnTamLLWNLXT51fSli27G5dSYY5NwXFwEBJXKbeBm3A4L825D5qc2+XZe6zBwEBKV1AFCknE23sNfnrntuE557X22h/Z67TbeBDTW0senyAz+lIbZrTb2ZHlrGZpZ3t+Mun7q+FKFtukL7k3NfSkQogMtt4kMNfmqzP2WZOQgISusAoEi5m+5Ycx3aVuo+5N5XW2i/527TbWCnNLpz6+Yu4y4fW99Yse3YQnU596VEBAS43CY+1OCnNvtSJyFdalOXmYOAoLQOAIqUu+mONdehbaXuQ+59tYX2e+423QZ2SqM7t27uMu7ysfWNFduOLVSXc19KRECAy23iQw2+PT3GLJNaPxcBQWkdsBqeQcCQnA2wK7Zue/zSzyC4Qvs9d5tuA+s2t6Hba9w632vXJZaZa8o2U5eZ61LfS3nuADF2CBAyLs8gmP9zwg4IY5v9KcuMRUBQWgeshoCAIdL0yg8SaXxzN92x5toe30tAcElD64YCe5qRWmczdbHXrinL5DR2P+WrfQxSlpnqkgFB3qMEAwICXO5v+k1AkO9Tcxt8AkI+GgPCtA5YDQEh3dOn0iTryI6Yple+yg+anA1wrLm2x/ccEFIaXXs89Nq11jI5jdlPc7xiy5hxu36qtb6XuiHAjNtBATDcJt4OCHMREPLRGBCmdQAKtPeAsIRYox0KI6n7s9R+u/vm7nfObYaa21Cj63sdanxjy/jqhZnnrje2zFJS9jP2WsTmlSoUENzXgLCbeHkt/26XbupzIiAorQNQIAJCfm5zHWq8p1hzv+W1u/+5uc1sqEH3vXbrxdAyPql1JYnts4yb41LCews1+7EQEJsH1I6AoLQOQIEICPn5Gm1j7nYvsd9LbjPWtKY0t+700DKx127IqI39fkTo/bl1U0xp1kPNfiwExOYBtSMgKK0DVsMzCOkICPmlNtdTztNL7PeS24w1rSkNrVtjj6e8FjJec0hw35v9Xsy8Me/RXp97jk5p1kPNfiwETNkO9u3h4WGx71O5ERCU1gGrISCkIyDkZ9YtX6UpC22nloCwJLsZdcXmGW6NPR577WuiaxV7P6HXMXbd0gFB9tseZJ6ZTkDAGASE8mgMCNM6YDUEhHRbDwihRnfpRlsaHFl/bDulBwTzHpYUalplumx/qKF1l7fHU14Ld7w2sfeT8tplz5sbENxm3ywfmm6M3Q5AQCiPxoAwrQNQIAJCfltY95LbsaU2qiFujT0ur6UJNYM9PbTMFrjHwD0eMh57z6HlRUrjHmv+U14DW0dAUFoHoEAEhPy2sO4lt2NLbVRD3JpQcxt6Ldzx2k05BjYzT77awUq4zb+P2+wTCoBTBASldQAKtKeAcIkGOLcl9/sSxyelUY2xm1i3obWXD73eoqH3LV/dxj80z15epDT1oYAgX+1wQUDAXiUHhIe75pcXt83fvz82Z9Wf7pqXz6/af1NP2uFV8+b3H83j8Z9qL6XG9VmWeXZY5j99y6TUtNr5cVoHrIZnENIREC6n9GcQLn183ObUJ1Zjzwu93qLQ+4sdA3eeHbrsuqkBwQQD9zUBAbls7xmET83dy+fN1ZM3za9uQOga/+tjw++Oi5QaV9f4Xx8bfndcpNQojQFhWgeshoCQruSAkGPfTKMrX6UxKakBJiDEuc3pHG4DnGu9JUp5f25N6Pi4dVMCgs2eR0BATpsKCCe/+XcDwkNz98uL5vrm9+aH1ZF/unvZPL/9tfn+KJUpNS7/Mp8Py8j/VB2v+UdXc9SngAitA1ZDQEi3l4Bgv5avdli4FALCemJN7x65xyB0fNy6lAafgIBL2ExA0HDw6k3bhH94176+PQ0I3W1HV83Nr98bu89/uPuleXF109em1Oi0g26ZZ/0yVp/fLfOsX+bnUM0/2hqdJjQGhGkdgALtISCYMLCFBnjJ/d7C8QmRRlfOAzMQEM4Dgu+4uGFBaqSpl+bevHYREIC45GcQurDgCwjXzY17S49dm1Kjkw5Cy3S3EPXL9AHBX/MvUkNAALZDmnD5QV9iL7jUFQT3dU2W3O8tHJ8UbnO8R76A4DsmsWMVavBp/IG4WQGhm+Z5lsCe/jGhxv1nHXqWwJ6u6/XV/ItnusaAMK07kMvqZrAxvcf0HtN7S0+XJnxM/ZrT7YBgT7cNTe/X0a9Emt6vX8+nC1Mvg6206f17+JpcP2a6vW43IPjqBdN7tU33BYQvX87PK5kuv0CQeTa5ncMsY58nselm20xn+t6nS0C4v78/DPHbjXYUEIClyT9ChMkPfCPHb+lzsvcnx77ZjW7o9aVMOU+X3G9Zt5wbZrj08cFy7IBgQoDvSkHsHJUrBfb5wq1DuCRpwmv5nsUtRkrrgNUQEOLkh7lBQLicEgNCLT9gMY8bCuzAYBsKCL5QQEDAJewrIPCQMjAJASHO/q2fDCV9T00NCKnNrBsK+vdbxhsu7TwlIOyHGwgICKjdbgICf+YUwBJMKAi59BWFpQMCDXAYx2c/UgNCDAEBmGZeQGh1061nCdxxkVLjcp9DcMdFSo3SGBCmdQAKUUNAkK+xqxsEhPw4PvtBQAAuZ3ZAaPW3Cz2VJrwdXnkb/3hNfzXg6ub0ikJ/u9BxGV/jn1Ij2vlxWgfgguxQUHpAMMEgti8EBCCfKQHBRkAA0iUHhMppDAjTOmA1PINwTppuEwxCAWHot/ZjTQkb9jKh5aXR7/dzeOUlBwTOU5Qu9RwlIODSNvkMQuU0BoRpHbAaGq9zdigIBQQxpakPWSogiNRmn4AATEdAQC0ICOXRGBCmdcBqaLzOXSog9L/p1wkJYgGhH+8nTAkIpeE8RenGBAT5ty7BgICASyAglEdjQJjWAbigSwWEsesaCgh94Phn+7r+gABshQkFdlAA4EdAUFoH4IJqDwh2OOjHCQhAKeyrBlxBAOIICErrAFxQLBTYSg0Ioh/vJxAQgHI8e/eseXL7hIGBIWH47cNvBAShdcBquLf73KUDQmy9oTp53V81OI5vKSBwnqJ0nKOoxdRnEF68f+Ft4pcavv/8zhUEQ+uA1fBD7VytAcFeph/vJxAQgOVxjqIWUwLC2uFABgKCReuA1fBD7dwlA4J8ta8EuOxthl6LfryfQEAAlsc5iloQEMqjMSBM6wBcUGlXEELzhpfpJ2whIAAALscEhDdffjQ/9cfEp08vmmdv+2bent7Oad6/f9ZcWc3+qw9/NI/O/0D+8OlvzfO3T0/nPbxvXr67IiC4tA7ABZUYEMxVBfd1bBlfQIiFAAICAMCnCwgffmt+fH3b/K1t4J/evmpDwZ/N7cfnzdVb+/UxFASHD2+aP/760LyTECGvv942/35Y52Pz4ePLLngQECxaB2BldijY8hUEAgIAYCwJCPKb/j/v/737rb80+ofx+5tjw++GAc/w5sv3QwjowsJJQJCg8aILGgQEi9YBq+G+2V7OgBCaHjPc7J++lq/mSoI93ejH+wnS+Pe18f80reSAwHmK0nGOohaTn0E4u4Lw2Hz5+Lc2IPy9nf61eWjX2a314X3zQm8TOhtOAoE17a+f7bIPzftPx6sQBASL1gGr4Ydar7aAEHst+vF+gt34ExCAZXCOohZzHlI+Pmvw0Hx6+NZ8/ahXFD68al61X6XplysLf79/fng+wR5k+S5U6FUICR3fndDBLUYeWgeshh9qPRMK5OuUgBBr1lPElk/Zjn+ZfgIBAVge5yhqkeuvGEmz/+Hj8UFlM7i3Ih2HN81vPz80b61bkc5qNTDIg8oEBIvWAVhZaiiwpTbrKWLLz93OFgICAOBy7FuMutuHTh40tqZr0++9guC9vci+gtA/n/Dl4y/NizYwEBAsWgdgAbEQMObKgTG3cbfFlp+7bhsBAQAw1vktRuE/c2r+fOnZFQMNEubPmJpBQsHhT6TyZ079tA7YlSm/vZ8iFgKm7EOocZ/SxMeWn7tuGwEBADCW7xajpQcCgkXrgNWUcN/smgEhZA8BQQKAvM8aAwL3d6N0nKOoBf+Tcnk0BoRpHbAaAkJvDwFB1HoFgeYLpeMcRS2mBASxdkggIFi0DlgNAaFXQ0CQr7KfY9dtIyAAy+AcRS2mBoRLICAorQN2hYAQX37uum2hECDT+/AxY+UAAGREQFBaB+xK7oAQWp893a2Zsg+hxj21iU9dPnV9KUq+SgAAgI2AoLQO2JW1A4J8dWum7ENqgx+Sunzq+lLYAYGwAAAoGQFBaR2wmi0+gxBanz1dXptx+/UYqQ1+SOryqetLUWtA4P5ulI5zFLXgGYTyaAwI0zpgNVsICPbysWbfrZvLNO7yVdZnvt+mNvR2Xey1ve65CAjAMjhHUQsCQnk0BoRpHbCarQUEYY+nvJ4qpcGPMXVuCHDHcyIgAMvgHEUtCAjl0RgQpnXArsxt1mV5ex1jX0/lCwVjmnvf8u7r3GoNCACA/SEgKK0DdmVus+4uHwoCoddTxRp8Wf9Q7x0KAgQEAAAICAdaB+zKlGY91uyH5sWWmSIWEHyvXTJP9sOdH1tmLjcg9NtfaGMAAMxAQFBaB6ym1mcQZBmznLu8PZ7yeio3CMg6ZdydHuq/Q/Niy8xV6xUE7u9G6ThHUQueQSiPxoAwrQNWU3NAMNzlQ/Niy0wRCgLmtXyV7djfh2PzDHtduREQgGVwjqIWBITyaAwI0zpgNQSE6ewm327q3demxoz7Xq+FgAAsg3MUtSAglEdjQJjWAbsypVk3y8hXd3l7POV1DrGAYH8fLiEgyHuXHw41BQQAwP4QEJTWAbsSatZjTXys2XfnmfHYMnPVFBBqvIIAANgfAoLSOmA3TAPva9hD04U93a2xl7O/2nX26xxSAoK8lu1esic3ocC+kgAAQIkICErrgNWU/AxCrIm356XW2WLLTBG6GuBOLyEkGDVdQeD+bpSOcxS14BmE8mgMCNM6YDWX+qGW0uC700PLhJYXqeuea0xAKOX7MgEByIdzFLUgIJRHY0CY1gGruWRAME16ahNvj4deu1LXPVctAeHp06fte3/SDfYPCKb3lphu/3C7urpiemsP03/+/KlTm+bZs2dMb9nTHx8fdWrTPH/+fFfTX7x4cZj+48cPnbq/6S9fvjxM//79u049nf7bb7+d/Bvbqva9xmkdsHkpzb7bxJtx+erOCwnVpS4/V8lXEAAAKBlXEJTWAdWa0rinvjaDGU+RWrcUAgIAANMQEJTWAdWa0rjbTb9vuhGbF5JatxQCAgAA0xAQlNYBq8nxDMLcxj3ltYjN85GalLollRwQvr29bp6233bkW8+T2w+H/bp/+/Qw/fbDPxvf7s5ZdgoeAEXpOEdRCx5SLk/7MzNO64DV1BoQUk1ZJqdiA8K3t8319W3ztduZb83b66fN7X3b0N+/bZ7e3us+3jdv2/29d3c4tuxre/p1c/s1T0ig+ULpOEdRiy0FhIe7X5oXV8c/CvHm1+/No1v+6a55+dz8AYFXzZvffzSPQ28/ZZnPUmMevH/V/GfKegPadcRpHbAaAsKy6gkIvmY+NSD0y367vW6ub78e3p9cZbDH56D5Quk4R1GLrQSEPhy8Pjbv2tSfhIRu2rVTY437pCzThYPrYyhwx0fSGBCmdUBVpAk3jXhqQx6qs6e7Nanrtk1ZJqdiA4KQRv+p/Obj9Vk4MLcQBW8T8i17dgXhafM6U0AAAOxPOCA8NHe/vGiubn5tvluXDD7dvWye35ppfc31ze/ND6trP61xpSzjr/l8qDn+ad9UGgPCtA6oimnC5WtqQx6qs6e7Nanrtk1ZZknFBARPM9/dJtTPPZBnCs6mR5Y9PoPQBofb1wQEAMBkswLCw13zy4ur5sa57ai/8nDT/Pr9sTlbc8IyP7uaZ32NlQW6mmdao9NSaQwI0zqgKrGmPiRUF1tX6rptU5bZg7Pbf06ePTjy3SaUuqw3XAAAkGjWLUZdI3/d3Li3/XR1t5GAEF+mDwiemu42I63RSak0BoRpHbCaJZ5BSGnKQzXuumwp63VNWWYXTq4C9M1899v++9uTZn/4CkJg2e4WJM/zCxNxfzdKxzmKWmzqrxhpKJAW+uxhYt+zAyI0XaQs87F/ffa8wYznEPoUEKF1B/INxww2pveY3psz3Z7nmyaGprtNvW+6MNPdeb7p8tVel5km7Hqbb7q9Dnu62Pv04+1A7RD4U6XHW4ROH1hOWdZ+fiFlfwzfdHuaPV0wvcf0XmnTpRkz0+2mjOk9pvfWnG7PW3O7U6ZLQLi/vz8Mdljobie6enO8EqC3B71+o88GbDkgAEuTf4RzmcZdmNfy1ffacMeN0PSpcq8Pl5HjPAWWxDmKWkgTbjflJQteQdAwEH2+gFuMgMuym/CU1yLUuIemAwCAfQkGhJTf9H9LCBE67SAhePCQMpAoJRS4jX8oCISmAwCAfRl7BeH06gB/5hS4qJRQ4Db+oSAg00PzAADAfsQeUh58BkG4VxpCVx5sKcu4zxvMeP5AaAwI0zpgNUs9gyBCr0UoBISmY9+4vxul4xxFLTbxDILqQ4L+wYx2eGWHA9XfHvRUa5y/dBT4/xTiy/T6W4qONVPDgWjXEad1wGpyBwQbAQG50HyhdJyjqMWWAsJWaAwI0zpgNUsHBDPPfi1iywAumi+UjnMUtSAglEdjQJjWAVVJafbdGgICAACIISAorQOqQkAAAAC5ERCU1gFVSWnq3bBAEAAAADEEBKV1wGqm3DfrNvdjAwIwFvd3o3Sco6gFzyCUR2NAmNYBqyEgoAY0Xygd5yhqQUAoj8aAMK0DVjM1INgNPwEBS6P5Quk4R1ELAkJ5NAaEaR1QNDccEBAAAEBuBASldUDR3GafgAAAAHIjICitA4pjN/hTmn0CAgAAGIOAoLQOWE3qfbNzAwIwB/d3o3Sco6gFzyCUR2NAmNYBqyEgoAY0Xygd5yhqQUAoj8aAMK0DVkNAQA1ovlA6zlHUgoBQHo0BYVoHFEUCAQEBAACsiYCgtA4oDgEBAACsiYCgtA4oghsKzDgBAQAALI2AoLQOWE3svtlQKCAgYG3c343ScY6iFjyDUB6NAWFaB6xmKCAYBARcEs0XSsc5iloQEMqjMSBM64DVpAYEQ6YRELA2mi+UjnMUtSAglEdjQJjWAUUIBQECAgAAWBoBQWkdUAQCAgAAuBQCgtI6oAgEAQAAcCkEBKV1wGrGPoMAXAL3d6N0nKOoBc8glEdjQJjWAatxf6jZoYCAgFLQfKF0nKOoBQGhPBoDwrQOWI0vINgDUAKaL5SOcxS1ICCUR2NAmNYBF2OHAgICAAC4FAKC0jrgYggIAACgBAQEpXXAxRAKAABACQgISuuA1fieQQBKw/3dKB3nKGrBMwjl0RgQpnXAaggIqAHNF0rHOYpaEBDKozEgTOuA1RAQUAOaL5SOcxS1ICCUR2NAmNYBZ9Zq3AkIAACgBAQEpXXYKbs5dxt1AgIAANgTAoLSOuxUKCDIawICAADYEwKC0jrsVCggiNi8OXgGATXg/m6UjnMUteAZhPJoDAjTut1bqhkunXmv8tUMRuj1XAQE1IDmC6XjHEUtCAjl0RgQpnW75zbDZtx+vTXmvdnv1WaPu/PmICCgBjRfKB3nKGpBQCiPxoAwrdu9WDO85QY29X0veQy2fHwBAEA9CAhK66o3pckMNcDuurbWwI553/ZguHVz5V4fAADAFAQEpXXVm9Jkhpped11ba2BzHivX3HUDAABcCgFBaV3VpMGc25iGXoup6y+Fvf/m9dj3Y9eHXouUdfMMAmrA/d0oHecoasEzCOXRGBCmddWb0mTay4ReCzMuX915pfK9B/t9jGUvE3otYvMMAgJqQPOF0nGOohYEhPJoDAjTuqzWavhkO2Zb9tfU7YeWiS2fuu5Lc/dz7n77jo98DW3HN88ILQOUhOYLpeMcRS0ICOXRGBCmdVnFmsOc7G2EXsfY+5m6fOq6L81+b2LufofW5a43ZZuxZQAAAC5lMCA83DW/vLhqnrYttLTRT9782nx/dOo/3TUvn1/185+8at78/qN5HMpHKct8lppnh5r/TFlvQLuOOK3LRpq9lCYxh9B2YttMWWbK8qVx923uvobet/s6tc7mjgMAAFxCNCBIE/9vt83vPx6bvi//1Ny9fN5c2SGha/Svjw2+O+6TskwXDq6PocAdH0ljQJjWZWUaPvm6ZPNnrzv02mX2yQxG6LXLXi5Wd0n2Phpz99Ve3l5/bL3uMoa7vD0PAADgUsIB4aG5++VFc33ze/PD6sgf7n5pXlzdNL9+f2z+CtR8unvZPL/1XGnopCzjr/l8qPmpU9JpDAjTulncJi/0Orcp2xxaRr5OWb4E9r67+zZ3X+3l3dehdfvqYvVASbi/G6XjHEUtNvEMQndr0XVzE/uNvd5+dPPr98bOAqchwpGwzM+u5llfY2WBruaZ1ui0VBoDwrRuFrfhs8eXbAbd7Zjx0DbtGldousuuS11mLbF9m7uvsrxZR2w7tlBdbBmgFDRfKB3nKGqxiYDQ3fZz2zbjH5q3cltR9xzAk+bVG+u3+qEQcVg2FBDiy/QBwVPT3WakNTopVZ8CIrRuFrfhW6sZDG1nyjZlmZTlTE1q/Zrs/Vlq39z3HdtOqI4faqgB5ylKxzmKWmwhIPS/0X/a9jNvrEa/v/Xn6kZvBfI9OyBC00XKMh/712fPG8x4DkFjQJjWHcg3HDPYYtOl+bOnm3Ezz2am2/ViynR7u2Y7selmsI2dbtYtg1m3CNWvOX2t/QkdA2HXyzwz317GZtfbmN5jeo/pPab3mN4LTZdmzEy3mzKm95jeY3rPnS4B4f7+/jCYsNAHhNeBRl6vDmw5IEzhNom22Lyx3HXZ4ymvc1hy3XNdYn9St1nasQIAAHDFryB4niOwnyH4yi1GJ2LNX87G0F2XPe57LV/dZXKKrdu3P0tbaztTlLxvAAAAYvgZBF9A0Ob9mxUWrKJguBB2wAgss5mHlG05G0N3XaF1y3QzL+f2XbF12/OW3AdDtrHGdqZw900u4wGl4zxF6ThHUQu5jce+radkwYCg/+fBrdPInwYH/szpiVhjmrNpddcVWrc9XV7n3Aebux1baN5S+1I6+33zQw014DxF6ThHUYttBAT9jf31jfUfpXkad/vZAZnkjvukLOM+bzDj+QOhMSBM62aJNb1TGuLQMvZ0eZ2y7inbT+Xujy00b8n9qQU/1FADzlOUjnMUtdhKQOh0zftV2895/syp6m8Pkr94JDWvnHDg/OUjFV+m199SdKyZGg5Eu444rZsl1vS6zbEZT13GFlvmEuz9cfdNxs0093VO9roBAAAw3WBA2AiNAWFaN5rdlMYaVF+dfDWDPW7Yr21u3aXZ++Pulz3dnufWzZV7fQAAAHtFQFBaN1pq0xuqc5dJqXOXKYnsm9k/+7UITc8h9/oAAAD2ioCgtG40XwPsY5piMxjuMmbcrjWDYb8uTeq+ue9pilqOSQj3zaIGnKcoHecoarGpZxA2QmNAmNaNZhrToYY31My6y6TUucuUZMq+ucuYcfkaW589L1ZXKn6ooQacpygd5yhqQUAoj8aAMK0bbUpjOtT0mvl2Xeh1acbum9S7y9jTYuuz58XqSsUPNdSA8xSl4xxFLQgI5dEYEKZ1o01pTKc0vfLaHko0dd/cZezx2PpS6wAAAJCOgKC0brQpjelay1xCjvdmj4deCxk309x5AAAAmIaAoLRutCmN6VrLXEKO92aPy2szPlQHAACA+QgISutGsxvYJW25AXbfmz1uXstXd7qvribcN4sacJ6idJyjqAXPIJRHY0CY1o1WY2NaGvcYhhp/eR063qHpJeOHGmrAeYrScY6iFgSE8mgMCNO60WpsTEsTCwGh1zZ3mVrwQw014DxF6ThHUQsCQnk0BoRpXZKUphXpchxDPgcAAIA8CAhK65IQEPLiGAIAAJSDgKC0LolpaOUrze18HEcAAIByEBCU1gXZDSwNbV57PZbcN4sacJ6idJyjqAXPIJRHY0CY1gWZJpZwgFz4oYYacJ6idJyjqAUBoTwaA8K0LohQgNz4oYYacJ6idJyjqAUBoTwaA8K0LoiAAAAAgD0gICit8+K2IgAAAOwFAUFpXRAhAQAAAHtAQFBaF0Q4QG7cN4sacJ6idJyjqAXPIJRHY0CY1p0xwYCAgNz4oYYacJ6idJyjqAUBoTwaA8K0LoiAgNz4oYYacJ6idJyjqAUBoTwaA8K0LoiAAAAAgD0gICitAwAAAHaNgKC0DgAAANg1AoLSOmA13DeLGnCeonSco6gFzyCUR2NAmNYBq+GHGmrAeYrScY6iFgSE8mgMCNM6YDX8UEMNOE9ROs5R1IKAUB6NAWFaBwAAAOwaAUFpHQAAALBrBASldQAAAMCuERCU1gGr4b5Z1IDzFKXjHEUteAahPBoDwrQOWA0/1FADzlOUjnMUtSAglEdjQJjWAavhhxpqwHmK0nGOohYEhPJoDAjTOgAAAGDXCAhK6wAAAIBdIyAorQMAAAB2jYCgtA5YDffNogacpygd5yhqwTMI5dEYEKZ1wGr4oYYacJ6idJyjqAUBoTwaA8K0DlgNP9RQA85TlI5zFLUgIJRHY0CY1gEAAAC7RkBQWgcAAADsGgFBaR0AAACwawQEJUXfvt0zMDAwMDAwMDAwMOxg0BgQ5luIgYGBgYGBgYGBgWGbg8aAsO46AwAAAIBd0BgQpnVndDYAbJJ+qwviT0iidJyjqAV/5rQ8+qMwTOvO6GwA2CT9VhdE84XScY6iFgSE8uiPwjCtO6OzAWCT9FtdEM0XSsc5iloQEMqjPwrDtO6MzgaATdJvdQAAHBAQlNad0dkAsEn6rQ4AgAMCgtK6MzobADZJv9UBAHBAQFBad0ZnA8Am6be6IO7vRuk4R1ELnkEoj/4oDNO6MzobADZJv9UF0XyhdJyjqAUBoTz6ozBM687obADYJP1WF0TzhdJxjqIWBITy6I/CMK07o7MBYJP0Wx0AAAcEBKV1Z3Q2AGySfqsDAOCAgKC07ozOBoBN0m91AAAcEBCU1p3R2Tn9fzqEyDb/7/5lUWSf/4/+JYCt0G91QdzfjdJxjqIWPINQHv1RGKZ1Z3R2TtJoy3r/Vzd2SoKBzCcgAFiFfqsLovlC6ThHUQsCQnn0R2GY1p3R2TlJo/1bO/y/3dgp2Z6EAzcgyHQz2MtJyDCBwsyXJl7Wb4/bZHkzz96OTP+/2sEEGBkMMy6DzBfy1Q45si7ZrpBtSq2szywntfZ++gISgJXpt7ogmi+UjnMUtSAglEd/FIZp3RmdnZNprOWr3bxLMy0Ntgx24y51Ms+QRt404rIe2UdTbxpwUy/jdqAw6zfsRt0EB7NPMu7uh72/KQHBjJugYNYn47I8gAvTb3UAABwQEJTWndHZOZnG2m6ohWnAZZpppKXObvCF1JjmWubbjfbQuPt+ZDtmW7IdO4jIa3vbZv8MGZf1G/b7MQHBGBoHcCH6rQ4AgAMCgtK6Mzo7J7uxlvVLs2w343ZAkOl2iBB2cz0mIJjl3IGAAOyYfqsDAOCAgKC07ozOzslurKWplkEacTNtzSsItrEBwd5nQUAAKqTf6oK4vxul4xxFLXgGoTz6ozBM6xb3r//6r83//M//dK//9//+37JjzX/8x3904+L9+/fNf/3Xf+lYX//f//3fOtZ0tWa+rEfmG0Pj9rIumWdvR17b+2Xvt5D9lMGQ92HGzfsyhsb3ih9qqAHnKUrHOYpaEBDK0/ajcVq3OF+jbTfmbkAQsntmsJvysQFByLi9PmnWxVBAkH2Sent99npkPgFhHH6ooQacpygd5yhqQUAoT9uPxmkdAAAAsGsEBKV1AAAAwK4REJTWAQAAALtGQFBaB6yG+2YH8M+yCJynKB3nKGrBMwjl0RgQpnXAavihFiD/HM0/SflayTfTreI8Rek4R1ELAkJ5NAaEaR2wGn6oebj/FAkIF8d5itJxjqIWBITyaAwI0zoAlxL6Z/j0KSEBAIAVERCU1gG4hNg/QQLCZE/bYyff3mr5jRUAoAwEBKV1QFXk1N3E6Tv0HggJo7jBQMZLCAml7AcAII6AoLQOWM2c+2bllLVPW3e8Kin7TUBIErtiMLU5n3Ke+rYV2zdgDp5BQC14BqE87c+lOK0DVjP1h1rodK3uNJb9Td1nAkJUavM9JSSMOU/t/XC3Zcan7AMQQ0BALQgI5Wl/ZsVpHbCaKT/Uhk7Vak7lsfvZNpXtd1UdgW1Mwz2lOU89T0OBIPYayIGAgFoQEMrThYAYrQOKlXKa5qpZjGx75PZvb2+7oVuOxvLMmIZ7qeY8tF4z3Z2/1H4ANXn27Fn3/dgefv78qXOByyIgKK0DipV6msbqzLzVT3nZ3shtHoKBsl+jN6XRzt2cD63PN5+AgL2TcOALAyY0EBRwaQQEpXVAkcacorFaM2/1U37E9txgcNA2lYSEU5cOCHPWRUjAnoUCgjE0H1gaAUFpHbCaMffNjj1FffXutNVO+xHbiQaAtqFsO0pCgpraYI9dLnSezm3wCQjIpbZnEFKbf0LC9tT2DMLbt28Pv7Tb4vD4+Ci9UJweD2A1qT/UppyevmW861nj1E/YhvnHGqUBQQzWbtyc5jpHQJiy/dAPGkIC5tpqQBCEhG2pMSBs9fy7u7sjIKBMSwYEYS8XXMfSp/7A+k2TmISAcLDmb+/nBAQ7FHjr2/W8vbkJzwcS1BQQpjT8hITtICCUg4CQgRweM2Bdc4+5WT66niU/18C6TdM4GiFhdjgQc9aRsqwJBoPbsD5PWaaWH5zAVAQE1GIoIDy0899ZvwT68OWx+cv9Fv7wqbl7Z2o+tDV/nde4UpZ5+Nzcvbdq/vzZ/Bz544OAMIMcFvvQcJjWlet42+sx/5DdYTHOe5i9PQJC0QEhORjYCAnYkanNPiEBa4sFhD4c3B+bd23qT0JCN82tscZ9UpbpwkE7zYQCdzwRAWEG32HhUK0j93GONubttsz8YE2I7KcZXNa0Sev2sZpJkWWdFckRDsTU9QyFg0n75nymhARs1Zwmn4CAtYUDwkM7713z9v5L82h1+g+f7pp3h2l9zX07/lewxpWyzEPz+fP7tubPdr+sms93zft22uOIhEBAmCh0SPZwqOQ9usMSYvfN5tpmUmPubMssM3a5btwZktYzBgEhW/Ocui77PPUtIz9A5HOYvF/OZyoICRijlmcQ5jb5hIT6beMZhISA8PCp+fTubXPv3HZkrjx8efyrOTsKKcs8fG4+v29r/nw8uVrw8Plz876t+fPx5/l6AwgIE8UOydYPl/v+lnq/oR9qc7dnmvJRzXNgm8H1tPX2dkJDdp5mcpHtFChnOBBjA0IoHMzeJ89nKggJSFVDQMjR3MfWQXiow1YeUh68xahr9u/bZt+5nUhvGQoHhIFluoDQ1ri3E+ltRtUEhIVWu4rYvtf8voaE3tsS7zl3QJjVlA9s06zbHi6CgKBj840JCG6t/NCQ455tfzyfKwEBqfYSEISsR35GmHWZcXsayrWpv2KkoaDvCZyHibWpP3veIDRdJCzz81vgeYMJzyFMDgjyDccMwjRFDAwMDAwMDAwMDJca7KZdQofpV+3wMXd6/ArCXfPu7YfjlYC2ie9uD/qgzw9sOSDMJatcYLWrSNnvWt9bTOw9rfl+x25LvlnMlrrNEj73HV5FyHX1wP3Nv6zX/MAxg70dU+9Oz87zmQquImAL1rr9h9uMkFMwIJgwEH1WgFuMgswqF1j14lL2ucb3NST2ntZ6v2O3I41bNmbb8tUMtpH7tphAM5n1WBQmR0DwNdu+9a4WCmyBz1QQElC7NRt3QgJyiQWEod/0//UtIUTotIMuIGz8IWV7dZlXvQh3H1P2uYb3NdbQe8r9nuUynmvMNrI3xLJtd/v2tBH7tigCwmixJttdt4zLeWim+c7TRQQ+1yUDwtXVVfPXX3/pGGq12jk6wdoNOwGhbJt4BiHQyJuA0Df//JlTL3t1mVe9CNnHsftcw/sa4xLveU5AWL0ZLunzDjSSYqshYU5AGGqwzbrdYGBcOiCIpUICAWEbCAinCAnl2kRAaA0+g6DTTq40uOM+Kcu4zxtMeP5AEBAGuPuaur+lv6+xUt5P7vc8NSBs+TflSXYWEJYMB0ZsG6s2X4HPdomAIOFA/r0REMJqCVAEhFMEhHJtJSCIPiQcn1/7YIcD1d8eFPhLR8H/TyG2TK+/pciqGRkOxOoBwbeqjKvPzt23lH01J0PJ72uslPey9PtNPfZo7SgkTA0IS/3WfVGRzzX3+zHNL1cR/AhQeazVrL979+7ws9k38DlirKGAUDsCQsTY/TLfaAz7dc3GHIclP8uhdW/leGdBQBhUZUAQgc+WgLAuAsJ8a4QDEwzcz0m2LZ+fbF9e39zceOuAEAKC0vpZQqvJtPrsUvdLvqn4mi5ZfgvN2JjPZ8nPMrbuLRznrCIBQWzpeE0JCNWGAxH5bHO9LzsUEBDOEZ7yWDogSDhI/XzMvoxZBvtmAoLpAbc47CogpG4rtU4OYIhZR6ymdFM+m1yfp33f7NA6az7Gi9hJQCghHFzk/u7A50tAWEdtx6fUZxCWCgihqwYx9r7sJSQ8f/68awBLUtszCHs4T9r+K07rZomtJtMmosw2UraVUjPUZJl1EBCmSQ0IhAOPgYAgtnDcxgaEJa4clBQQRI73SEAIc48HAWG6JQLCnOZe9sc0zHsICRIQ5GdrSSGBgFCe9hyJ07pZYqvJtIkgd/1z9yWlubLXU2szNvVzmbqcLSUgEA4CCAheBIQ0NTbBayEg5JE7HEy5auCyA4LYckgwVw9Ku4pAQChP23/Fad1kKavIsBmv0HrHTjdSGyt7PTU2Y3M+jznL+vjWRzgYMBAS9hYQlggHFxX4fOe+T1/DS0DocWzyyRkQcjbybsO81ZBgv8/SQkItCAhK6yZLXUWGTZ2JrdOdN7T9MU2Vu67aGrK5n8Xc5Y3QeggIAwYCgqj9GBIQ/O9nznulCfYLHQOOzTS5AkLuBt7XLG8tJPjeIyFhPAKC0rrJxqwiw+ZOxNZnz4vVSSM1pZmy17m3gCBC6xizbl8t4SDBxgPCrsOBICCsJvb+CQjT5AgISzTuew0IQqb/+PFDxzCEgKC0brKxq8iwyU7KekxNqHZOE+Wus5aGbKnjL+NmGGLum3VrCQeJEgKCqPV4pgaEpcPBxe7vXiAg0AifG3rfNRyXrT6DsFZAEFsKCSUHBJ5BKE/bg8Vp3WRjV5Fhk53U9fjqpHGa2zyF1lu6XMdfmHW56xzahi8gEA5GICB09hgQxJT3TUA4l/K+Sz82pQWEUsOBseWQEHpvxosXLy4aEggI5Wl7sDitm2zKKjJsdtI6cgQDw7f9vQUE4Vvf0Dbkh5pbQ0AYITEgiBqPa0pAWDocCALCthEQ8psbEJZu1GNNdO0hYSggiEuGBAJCedo+LE7rJpmz+MxNj1o+ZzAwQtsvvSGbe9xDzDE2w9B2zHxTj5ESQ0KNx7aUgHBRkc937HsfanL3GBBS3/Mej80ccwLCGg36UBNdc0goPSDUhICgtG6SOYvP3HR0edN0Ltl8hrZfckM295i7YsfYnmcPhjuOkRIDgqjtOA8FhM2HAzHw+Y45BgSEcwSEZdQeEEStISHlvYmxIWGPoYKAoLRukpmLT14+tNyaTWds30ttyOZ+XsIc45T36NueWTbHvuzaRgMCVw/UwgFBljf/Fs2w+WNqISAsY2pAWKspT22iawsJqe9LjGn4Te3eQgIBQWndJDMXn7y8b7m1m6DYvq+9L6nmfF6miRhDtufb5pz9gBoREESp56SrpKsHF72/O1NACIUDd1mpu7m56c6TPQSFrQSErTyDUFpAEDWFhBoCAs8glKftxeK0bpKpi5tm0wxjududso4cYu//UvsUM+fzmkO2awYzjpkICIsrOSCIlGPhNrihZey6NY/xJYxt+ksOCSUFhNLDgbHFkLBEQHDr5oYEAkJ52l4sTusmGbu4NCluoyLrMNNTmxh7u6nLLCH2/i+5Xz5TP+rc70P2Y+q+wLHBkBALCGs3rhdvvgY+36UCgthySCAgLGOLAUHUEBLGvqeUZt9XMyckEBDK0/ZicVo32phFpTGJNSf2ukxtqN7UDq1zDUPH4NL7Z5vyUZe0//AgIGxbwucbOyZjm367noBwVHJAKMlWA4JYeh+n7JMtZfn3798f+iYZYp+VCQLuMinLbgEBQWndaKmLysk0JLQu+4Q03PFLGjoGpeynGPtRl7TvCBgZEETpn2soIOwuHLSGbrcSKQFBauRzH1rX2EBRKwLCMqYEhEv8dn5qMy77Kv+OltjfOQFhaFnT5NufjQSAN2/edNNjg+/zNMtuOSQQEJTWjZayqJxgqYbWZ07YGbucXe5jsJQpx6yE/caAjQUErh6cSgkIwhcAzDR3eoyvEd7icScgLGPrAcGYExR82zbTpu5XbDkJB6HPxL5daMytQ/bVha2GBAKC0rrRhhad0ojIOofWO2OXs0vZlynHIbexx2zpfS7tL29UraCQkNrQhpR29eDS5+nY4+mGglyN8JZCwtRmv9SQUPMzCJcIB8bckCDGBAXZnvwc9gUBMz51n0LLDTXwcwOCGBMSeAahPO05Gad1owwtNrcBia1/4i4vInVflmrIUo05ZmvsKwEhowkBQeT8nKWRlXNMvvnPCQm+ZS/ZnNYWEGw5G2ECAgFhSC1XD4ypzbiPCQoy+N6P2ZavTubZt/pM+Y28772kNO6m0R8TDowpIYGAUJ7253ac1iUbWkRO8hx825mwu4tL2adcx2SKscdsjX0lIGQ0MSCIHJ+128QSEPKaejxzN8JbCQkEhGXUdPVA5AwINjsEuIP9fofCwphj6b6X1IadgBBGQFBalySlXE7uHHzbGrm7q0jdp1zHZawxx+xS+4iZLhQSQs3rlKa2tHBQilICgtjC5zGn0S81JJSAgHAutg2ZJz+b3flmmTG37kwNCGJKOBDucmO2WQMCgtK6JEPluRtMd3sjd3cVqftEQMBiZgQEMfZzl6ZVzqtQs0hAyGfKsVyyCa79M5lybOQ9y78R+Sz20DRMUVtAEEuHhKH1++bb01Ka7jnhQBAQ/AgISuuSxMqXaC7N9uTryF1dzZj9ukQDnrp/hIOKtY1L27XpyDSpn39qwzq2sXXrCQe9tQOC2GpIGHtcTDAw79WMuwPn6biAUEI4EDkDgqxLftaa9U1d99oBYSpfsNhSSCAgKK0bNFQq3yiXMGIXL2LM/i11jEJK3TeeQVhAppAwdB74GlaznDukNk6+dZbQhNb6DAIBwW/McQm9R1mHfF+113PJ41HjMwilBATha+THNvd2vbyW82PM8raxDb9dv3aDPvYqAs8glKc9V+O0blCsVJqBvRpxCDtrHqvUfVv78yMgLCBDQDBC54PdrEqNGXykVual/EBwm+BSGlACQliNISH1uKS8NzcoXOp4lHCO1nh7keE25GbcnR6SWjeGu85Y4y21Ux5szmHsVQQCQnna72FxWjcoVBpqEPZkxGFc9Xil7tfanyEBYQEZA4KQc8I9L8y0lPPFNLYpjRMBIW5MSJgbDowthoScAcGw13mJ41FbQCgpHBihUDDU/A/Nn8q3Xmm85fuue5zXvmpgIyDUTzJAlNYNCpWmNAtbN+Iwrna8StwnLCxzSBBybphBzqkx3+BTQ4LdANfWdK6h1IAgavm8lno/7nr3eP5uNSCI0DT5XrhEOBC+bRomKJjhUuFAbPk5BAKC0rpBvlI5QTGuGRdrHLfUfeIz3JAFAoIxpkk1Uhp/d70EhHMlBwRRw2e2VkAQezuHaw8IItaU24EgVpdL6jbW2JcYX0AQWwgJBASldVGhMprLXuJhPCAgYBGVBwTCgd8lAoLYUkhIeS9T38PeQ8IWAkKKNRvylG1dOiCIrV5FICAorYvyldFYHiUexoO9BwSeQVjQQiFhbkAQvqZJauQclKG0hqq2ZxCkLucPtbFho+SmeO2AINY4HjU9g1BzOFjbUPNfQjgQY64i8AxCeSQDRGldlK+MgHCUeBhPLHn8UvfnUp8hAWFBbZPYfhfWkTymhAPhW06aJhMIzFDqDw0CwjYCwpLhQBAQCAi5ERAui4CgtC7KLjM/1HEq8VAeLHkMU/flUp8jAWFBhQcE29T1rqWk8zTlWOUOCGILIeFSAUEsfTwufY7u5faitcUCQCnhQBAQ6iYZIErrokwZwSAs8VCeWOp4puwLn+WGtY1i+51YR8JSm84539Rjy89d956kfla5f6iNDQiitJAw9B7m7u8lA8KlcfVgOaEgUENAEDU/i0BAUFoXZEpoKOMSDuUZAgKWkNp4D9XlaOBj68ix/r1IOVZSk/uH2pSAIEpqjNdo4PcaEggIy/EFgZLCgTHmKkItCAhK64KkhGZyWMKh9Fri2A7tC5/ntqU23lIn50qoNkcDH1tHjvXvxdCxWvJYTgkJpTTFQ/u+RkAQWw0JKQGBcDBN7QFB1BoSCAhK64JoJtMlHM4zewwIPIOwvNSGMlSXq+GMrSfXNpZS0zMISx7LKQFBlNAUr/Wb/ZRjtMTxqOEZBALCNFsLCDyDUJ4uBMRoHTKYejhzNuwp+0BA2L4xDaVbm7PZDK0r5zaWQkDoERCGERDCCAjT2YGgxHAgYgFBmJBAQChPFwJitA6ZTD2kuZr2oe1fOhwIAsI6Yk2jPS/0OofQ+nJvZwmlnaexY7b08aw1JIT2e4n9ukRIuOQ5SjhYHgHhMggISuuQydRDuqeAgHWMaShlXM6dJb6B+/Zj6YZ2i8Z8nrlNDQhCmmL5vrP25x3b50sFBHHp0JQLAWF5JhSUGg7EUEAQtT2LQEBQWoeMph7WHM17bNuEg30JNY1rN+xrb2+rYsds6eM5JyAYazfGoX1eaj/GHKMthIShgEA4mK+GgCBSryLUgoCgtA4ZTT2sBATkVkJzXsI+bEHomK11LGsLCWsHBJF6jAgISFV6OBBbu4pAQFBah8ymHtq5TXxouyWFA55BWE8JzXkJ+zBFLc8grHUscwQEsVZz7Nvfpbc95hjl2JeSn0EgIORBQFjfmIDw6e5l8/z6TfP7j8fm5F/zp7vm5fOrrid78uRV8+b3H83j0D/3lGU+S82zQ81/pqw3oF1HnNYhs6mHdk4jH9smAWG/3AbyEs25vc1LbH+KEs9T37Fb83jWEhJC+7lGOEk9RlsOCISDfUkJCPKQspwXNYSE5IBgGvpXTkDopl8fG3x33CdlmS4cXB9DgTs+UhcCYrQOC5h6eKc286HtlRQOBAFhXW4DeYkG3d7mJbY/BQHBr8SQIPsk3/9kkH3z7eMa4cBYKyQQEFCCfQaET83dy+fNlXzfOQkID83dLy+a65vfmx9W195dabj9tfn+6FtvyjL+ms+HmvHHtf1+Gad1WMDUw7v1gID1mSbyUs25vd1L7cMWuMfuUseypJDg7osJC+7+lRgQxJr7lQu3F8GWEhCMGm41SgkID3e/NC+ub5o3N1fNlX2L0cNd88uLq+bm1++NnQW6+qub5tfvj83ZmhOW+dnVPOtrrMPX1TzTGp2WSjJAlNZhIVMP8ZSm3rctwgEMaSblHLlUM2KaWQLCdKUEBGEacTNMaQjnNsepjfjaTfieAwLhYJ9SQ8ImAkLXrF83N7//aD68c55BsOad3PbT3TJ0GwkI8WX6gOCp6W4z0hqdlKr9vh2ndVjInEM8trn3bYuAANslG0oCQh6lHscxTbFtToNcakAQWw4JBAS49hMQTm/1OXtIOfS8QWi6SFnmY//67HmDGc8hdCEgRusO5J5GM9iY3psyXQ7zmHoz2M29Pd1mT7c/ThmX5WP1tjWn2/N80wTTe1uaLg2tnKPSCNnTbSVNt6fZ08Ulp8tx/Pr160lAiNWvNV32x/xQtafbfNOlOZb3k1ovZFwa8C9fvuiUnq9+6vrnTjf7l1JvAoI73Rg7Xe73NtPt4JFrugQE897cenO8l9gu03slTpe/tvTHH38E6+1lJCSEzh+3Vqw9XQLC/f39YbDDgrm1yASCXQUE5DfnMKdeAfBto9SrB/KPEPtU2m+9Y0o9T80xLPFYrnkVIWVbU9aby9hjMWVfL3WOcgUBrqErCNKEm/O79KsIwSsIntt8zgICtxhhrKmHempAKDUcCALCfhEQ8ij5OK4VEoa2c8lwILYaEAgH8BkTEETJISEUEPqHhvsr4b7hjTxA/FUaeR5SxghzDnVKs2+vv+RwAGC+LQYEkdokx7Yh65DvgSUcnzVCwtoICAjZyl8zGnxI2XJ2BYE/c4qx5h7qoabfXj8BAcAlLR0SfOsvKRgYBATsyZiAIEoNCfMCQst9piD0jIEtZRn3eYMZzx+ILgTEaB1WMPdwxxp/s27CAYBLmxMQxFCz766/1MZ6ynEoOSQQDhBDQDg6vR3plRMO+qsBVzenVxTiy/T6W4qONVPDgWjXEad1WEGOwx0KAGbdNQQEnkFADThPpws1xrl+o27WMxQkLm3pgLD2OUpAQEwsILjPIBglhoQxAaFmXQiI0TqsJMchd0OAWWcN4UDQeKEGnKfzuM2xjMv3qikNsx0CZD03NzdFBwPbkiFhzXM0Fg4EAQHJAeH/+T+HhwsiICitw0pyHXL54WgCgf26BjReqAHn6Tx2Yxx6PYYJCjLUEAyMOe936H2WEhAIBxDBgOALAGOHFREQlNZhJbkPufyw5GMEUJrcAcGYu/wlLBkS1kJAQIqTkOBr9OcOKyAgKK3DSpY45HyMAEokjbF8f3J/2M5p8gkI6+P2IqSSgOBt7O0hQJ5HkF96dueabzl7WJAEBPuK5RaHx8dHAkKJch92PkYAJQo1xnsLCKLmkMDVAyTzNfMyjHD24LJvfTIsxASEWCiu2d3dHQGhVLkPe20fI/d2owacp8ua0jDXGg6M3CFhrXOUgIAkkSY+9FeMQrx/3Siy/pwICErrsaKch73Gj5DGCzXgPF0WAWEcX0hY4xzl9iIkGWjexwYEEfwTqJHt5BAPCA/t/Hft/OPtOh8+fGn/Deh7e/jU3L0L35704ctjY0qD2nV8enfffH386+T/VhAPnz8379t969f3ofnw58/m57jDSkAoWc7DXuNHSOOFGnCeLm9sw1x7QBBT30OJAYFwgI7TsPv+klHWgCCcbeYUDggmHLSN+Ze/ukb/oa19Jw17GxIeg51/u9xdu1y0xtDatvn/4gSEPhzcN38+/uynP3xu7t7fjw4JBISC5TzsfIQAajWmWd5CODByhoSlERAQ5WnUY/8fwliXCAnBgND9Zv9tc+9cBehDwv1ZQ28MzT84ufrgBoSH5vPd++b+w5/tfpmp7bTP75u39382jyMSAgGhcLkOPR8hgFoREMZbMyQQDhAVaNBzBgSxdkgY/QxC19jfH64qnDChwr4NyUfDQXe70teP3foGAwUBYZtyHXo+QgA1S2mWtxQOjBpCAgEBUYHGPHdAEMkhIYOxAeHh013z7u35LUEiNi9IA8fQMuaWI24x2pgch77Wj497u1EDztN17DUgiLkh4evXrzq2jFBAIBzgpCl3GnNfQJjyDIJrrYeWRwUE+zf/55cPuucJBq8euIYCQvfsQX8r0oeTW47SEBAKl+PQ1/rx0XihBpyn6wg1yTJdvsfJsNVmdG7wWfJKAlcPEDXQkLshIUdAiBrYnzGSA4KGg+ADytroe289ikm8gtAW6i1GH5o/231N3QQBoQL24ZfXYz+OWj8+Gi/UgPN0PaZR3kMocM0JCXKOSiMjv0nM3Xxx9QBBCc346gFBJOxXChMQ+oeFtzkQEAonh98MhjseklIDADUwwWCPjefcqwiGNDQ5j58vIBAO0ElsxJd4FiEqcb+GjH5IuTJcQahA7PAPfTR8dACwDblCQq4GnqsHiEpsxAkIZSIgbEDs4+GjA4BtyBUQhDTxcgvBnPVx9QBBI5rw1QOCGLF/IfGAMPA/KRvm+YSu5vgfq0WlLGM9oMz/pLxjsY+n5o+Oe7tRA85TrGlKSIido1MbesIBokY24CYkrPIMghi5fz7hgJD4Pym7DyenPKycsoz7PyfzPynvm+8jqv1jo/FCDThPsabcAUFMaezdgEA4wImRDfimAkLbtA//T8p9iLi/P72q0P1/CO007187Slqm/4tF9/enf9b04fNd857/KG2f7I9IXpuhZjReqAHnKda0REAQYxp8wgEGTWjAJST88ccf0YAgNdLbzL4lacL+uUY/g2D/tv9bSohwpASPh8/N5/dtzZ+PJ1cLzH+W9ucjf+Z0l+Rj4qMCgG3L+SyCTRp9uWd5aN0mIKTWY4cmNOApzyKYmtlBYcL+ucYGhJP/Lblr9u/bZt+5nUhDRDggDCzTBYS2xr2dSG8zIiAAALBRSwUEwzT+QwPBAEETG/BYSPDNSwkVXhP3zzYqIHRNvPU/KWtTf/a8QWi6SFjm57fA8wYTnkPIFhB83zwYGBgYGBgYGBj2NdgNuG/+0sNg027t31TJAUHDQfQBZWOLAQHIjXu7UQPOU1zCmKsIc85RuZ1IWoDU2yiAzsQG3DykPOZqwaSrCBP3z5YUEDQcnP2J03Y6txgBE9F4oQacp7iU1JAw9Rz1/SlTINmEJtz+K0Z24z8UAsbUTtkvn6GAYP60aej/P+AhZWAiGi/UgPMUlyIBQX48+0KCHR7cczSl8SccYLYJjfjcgDAYDsSE/fKJBYRDOHCa+SP+zCkAAFiQHRTc1254kGnS0AwFAAICZsvQiI9p/JPCgciwXyIYEMxv+n1XDmx6a9DhmQJ33CdlGfd5gwnPHwgCAgAAG+AGgth4LAAQDpDNzGZcmn5pQZMa/xQz98cWCgjm6oHv4enb2+P/rnxeezqvndtdMXjrXFGIL9PrbymyakaGA0FAAABgo0wocMOCCAUBAgKysRvyiU158pWBIRn2xZb0kHLFCAgoFvd2owacpyidLxwYvjBAQEBWI5py+xmE7EbsRwoCgtJ6YDU0XqgB5ylKN3SO2oGAcIDs7MZ8oDlfLCCM2IdUJiAcbx/a3kBAQJFovFADzlOUjoCAi0ts0BcJCInbHksCgvx7kRZ5q8M//vEP+RqnxwMAAGyMCQYEBCxmoUY9asFtSkAI3bq3JRoDwrQOAABsjPlNKOEAi1qwYT+z8LYICErrAADABnH1AKtwG/fczfvS61cEBKV1wGq4txs14DxF6ThHURxfE98Os55B8KyvGxZCQFBaB6yGH2qoAecpSsc5iiL5mnl7SOFbzh4WREBQWgeshh9qqAHnKUrHOYqi+Rr7ucMKCAhK6wAAAIC8fI3+2GFFBAR1f3/fMDAwMDAwMDAwMCw9eAOAM/iWY8g7aAwI0yABrEZOTKB0nKco3cePH5f532mBzPbyW/maaAwI0zpgNTReqAHnKUpHQEAtCAjl0RgQpnXAami8UAPOU5SOgIBaEBDKozEgTOuA1dB4oQacpygdAQG1ICCUR2NAmNYBq6HxQg04T1E6AgJqQUAoj8aAMK0DAAAAsAMaA8K0DgAAAMAOaAwI0zpgRd+a29dP5OQ8DK9vPf8j6P2tVfO6OS9JWU/itoAz35q310+dc+drc3ZHx/3b5ulTU/O6ufn6z+a0pF/PU3s9N+fr+fb2emA9gKs9t/7t6uTcenXzpfnrL+fM+fiueXZlzuVXzc2Xv5rTkofmnazncP4F1mP5+O5Zc3V903z56y/OUyR4aN7/7XlzZZ9jb/5oHn86Z8+n982LZ1da86p588djc1qSsp5PzfsX7fmp8w/Dm9+a7z+5zcloj0mc1gErMQ37seH/dvu6/8d7a93z3YUDKxS440nrSdwWcMaEg/bc0Ua9a+C7c+fDsbnvwsGxpvnYjx+bexMOjtMOQeBG1qNV3bTb5kM77l8P4DLhoD1P2oZfzpOHd//WNk7teXvz9+anae67cHB9DAXu+CEcHIODdz02EzheERCQwjT1x4b/4f3fmudyDrVN+w/TtHfh4PoYCtzx1PU8vG/+9rw9x8/CBWySAaK0DljHt9vmdXvauf1537jfNv3kvrF3f9N/f2s19inrSdoW4PHtbXPdNvG3H04b9D4k9I18O9Y1/+5VhY9v20DQhYh2Yreep/16rJrTQPCxedvWnF5V0GBh1gO42nPr39rG6PZD26Bbp0jf3N80f2+bpX9q83/tXA3ofvt/q83/w7tuPTd//3lyVeF0PbaPzbtnetWCgIAUXcN+1dz89qM953Raq2/ub5rffrTnnjb/1zenVwM+vX/RPLvV5j9pPa0uWNwex+GlMSBM64DLsq8QzGnsz640eKTUAD72FYNYiLCvBvgMXiEgIGAi+wrBt7HNv+XsSkOvW/b6prm5ac9PbjHCHPYVgm+Jzb+Pc6WhW6YNwIcrCvDSGBCmdcBFdVcHTn7z72ngu8Y+HhBO1hOQUgP43MvVgfbc6a4gdAFBw4LO73TNfzwgdFcZ2gYtVNOHDG4xwnjd1QHT/HdXB86b/L75v40GhJP16LT+akO/vg9veQYB83RXB67e9M1/6LaghKsBJ+vR8X+7ftV+D30qTXA3eJ932LkuBMRoHXA5XeNv3VIU+g3/0G/+3fX4pNQAPvow8uGWIvf5A2Po6kA3372lSOm87hz1zQdi9NmAwwPGgasAwemGu57O6e1KPKSMWbrG/+rYuDtXAQ5C0w13PeYB5Vdvmj8efx7OzU/vXzb/dktIsLU/Z+K0DrgMbdijDygbsYDgW48rpQbwMX+pKPaAshELCCYAWA8o++ktRq9vmq+kBKRoz63uweHYA8pGLCBoOHAfUDa3FplAQEDAZNrURx9QNmIBwbeekLb2pVyJ+B65VWlnJANEaR2wPm3Yz36bP/YWo9B6bCk1gI975cAYe4uRhoPkKwOxoAHY2nNF/urQ2Z8mHXuLkffKQcuzHgICJtGm/uyWn7G3GIXWE3J4wPn7yTMOeyYZIErrgFWZPzfqbdhHPKQcXY9KqQF8+r9a5AkHYsRDyv20dj1jbhvq1n/+F5AA27e38sCxnFtOUy9G/IWifponHLTMPPk+6hvc9QM+5k+Sepv61L9QdJgWWE9IKIDsWPtvN07rgNWYhj18p0/CnzltDa8nrQbwMeHADQBHCX/mtGXCwU2o0Q8FgdCVCECZcHDj/KnTo4Q/c9oyAWBMo88VBIxhmvo3TgA4Svgzp63B9QSCBrcYnZMMEKV1wDr06sDgb/O7W4Ks24zc8ZT1pG4LcOnVAe+VA5v7HIJ7W5A2/0NXDrpQcfK8gT98AAftuSVXB7orB7FzxH3ewB3XqwzeKxARBAQk06b99dBv/LvbhqznDdzxxPW4oULwkPI5jQFhWgeswvxG3z+cPndwWhub5w597ZhtATZz9SB47ljPBZzWnj4zYK4enK9DhtPa/k+fHucHrzgALXP14PScMsPxf0UWp7cIxea5w2mtjYCAVOa3/qFzzH4A+bQ2Ns8dTmv7P316nP+GZw/OtMclTusAAAAA7IDGgDCtAwAAALADGgPCtA4AAADADmgMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIC1PHny/wMqFBzO5ipp5gAAAABJRU5ErkJggg==)
Uitleg momentum
Momentum wordt in uptrends ten eerste gebruikt als overbought-indicator. Een hoge momentum-waarde (boven 80) wordt beschouwd als overgekocht (overbought). Dan is de beurs te hard op de muziek vooruitgelopen.
Ten tweede kijken we naar afwijkingen (negatieve divergenties) van dit momentum ten opzichte van de index zelf. Een negatieve divergentie ontstaat als de index een nieuwe hogere top neerzet terwijl het momentum een lagere top noteert. Dit geeft aan dat de krachten in de markt wegebben, wat als waarschuwingssignaal gezien mag worden.
Als in een later stadium de index uit de uptrend breekt, wordt het eerdere waarschuwingssignaal bevestigd. Ook indien de index neerwaarts onder een vorige top of onder een laatste bodem zakt, gaat een alarmsignaal af.
Vanwege de gevoeligheid van het momentum geeft deze indicator ook vaak onjuiste signalen af. De Tostrams TA-desk past overigens een genuanceerdere beoordeling toe, waarbij ook wordt gekeken of deze indicator net uit de overboughtzone zakt. Dat signaleert de kans op een correctie. Dit zegt overigens niets over de omvang van die correctie.
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Royce Tostrams is technisch analist en oprichter van de
Tostrams Groep. Hij schrijft zijn analyses op persoonlijke titel. De informatie in zijn analyses is niet bedoeld als professioneel of particulier beleggingsadvies of als aanbeveling tot het doen van bepaalde beleggingen.
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Analyse door: Royce Tostrams
Royce Tostrams werkt sinds eind jaren zeventig op de financiële markten, onder andere bij Rabobank, Robeco, IRIS en de ING Groep als hoofd van de afdeling Technische Analyse. Hij heeft eind negentiger jaren de Tostrams Groep opgericht. Dit bureau biedt onafhankelijke beleggingsadviezen op basis van technische analyse voor par...
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