{"id":3609,"date":"2012-05-14T20:25:08","date_gmt":"2012-05-15T04:25:08","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3609"},"modified":"2014-09-12T05:13:46","modified_gmt":"2014-09-12T13:13:46","slug":"cannon-trading-new-website-support-and-resistance-levels","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/cannon-trading-new-website-support-and-resistance-levels\/","title":{"rendered":"Cannon Trading New Website! | Support and Resistance Levels"},"content":{"rendered":"<p><span style=\"text-decoration: underline;\">Jump to a section in this post:<\/span><br \/>\n<strong>1. <a href=\"#one\">Market Commentary<\/a><\/strong><br \/>\n<strong>2. <a href=\"#two\">Support and Resistance Levels &#8211; S&amp;P, Nasdaq, Dow Jones, Russell 2000<\/a><\/strong><br \/>\n<strong>3. <a href=\"#three\">Support and Resistance Levels &#8211; Gold, Euro, Crude Oil, T-Bonds<\/a><\/strong><br \/>\n<strong>4. <a href=\"#four\">Support and Resistance Levels &#8211; Corn, Wheat, Beans, Silver<\/a><\/strong><br \/>\n<strong>5. <a href=\"#five\">Economic Reports for Tuesday May 15, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<\/p>\n<p><strong>Cannon Trading Co, Inc. NEW WEBSITE TO LAUNCH TONIGHT!<\/strong><\/p>\n<p><strong>Same great information, more tools and much better presentation and ease of navigation!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><strong>I wrote Friday after the close:\u00a0<\/strong><\/p>\n<p><em>&#8220;I thought we finished the week on a somewhat bearish note&#8230;.<\/em><\/p>\n<p><em>The market tried to penetrate higher the last 3 sessions and failed each time.<\/em><\/p>\n<p><em>Also I got a sell signal on the weekly chart which I am attaching below for your review.<\/em><\/p>\n<p><em>I think what type of price action we will see ( if ) when we trade at\u00a0 1336- 1339 area, may give us further clues about this market. &#8220;<\/em><\/p>\n<p><strong>Well we tested this area today and did not get much of a bounce and actually closed right at 1336.<\/strong><\/p>\n<p><strong>To me this shift the medium &#8211; longer term stance into bearish but as I said in the past, each day is different and one can not tell what the next day will bring&#8230;..<\/strong><\/p>\n<p><strong>On a different note ( market) , weekly chart of the gold market for your review below with some key areas to watch.<\/strong><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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XHdl5\/y0kOf8tJTP7tqB93+cWYWayHIuy84XTpJZ78biOiO\/Y65g+iO\/Xe65Cqiq4699CoiWn\/pM3Y++k0XbRXPtf5rb75YElgKcmuhyb8Vu1izdURE+ZpdP3\/uA0SUr3l9hyAPKaR48toXvGXtyoub\/qH84xsv7C\/I737rpT0E+f7LH2M+T5sgj72ZiGj9mefu\/IFzX1HI8ntXrwT5vWteCUFCkBDkIgVpoAX56C\/+bcPBR234b7+xIfr1jTu8btOPb7\/x6BM2\/O5TNjzhiRs\/dvCG22\/bdNJp33vac3+w7faPXPGt\/yjHIIUu1pUX97XVxbrHypcmBSl0sa58OUKQqxYkNwb5lW+TUpCKFmQxDPnIVTc8Qpuvf+NOZ5y5me654Y57iO754hmVIFctyHIMshDkqgUpjEHS1nvvJyK690vnCmOQb\/vyViJatyEnonu\/8nl2DFLaxTqlIAs7bs6++td\/d+bRN0OQECQECUG6GIN89PHHN37rOzdeePGNF1686aIvb9q4cdMPbt303Zs2bfruph\/cuum7373x4q9uPPdzmy7+6ub8J8xKOtwknUqQlibpVIJs72L9m3MeIqI7z0nlgnzbd+4kurOYwtqYpNMUZGcX60evJSL61hHVAORt+\/KC\/Nh1RHTbx18mdrHWY5BH3U5EdP0l3GMeu123mr17wyXb7nTk\/sVUHdp61oeOesbO1QDkjw9gJ+msBiB\/fOCrZJN09lqZ8py9OUE+d58N5Rzered+uMcknZYu1vGC\/OnNf88I8qibqRTkuC5WCBKChCB9EqRqPqpZQRqbxfroo49u3LRp0623bLr1lk23fH\/TD27ZuNtHNr76DRt3edPGPT+x6dZbN33\/e5tuvfXG739\/w8aNjz32mPoxjwdP3MXqYx4PrX1T5ySd9DP8Yxuts1ibj3k8fOo7NSfpXPul1SzW917NFsbd53+56Fz99icPFSbprGax3nftri8\/fNeVKYXnIC+5ioiIrjr2yG13OnLbY+8gIqI7Dqieg9z9BrZg7rn47Ge96thn77GeDeTGIHc57m+\/VPTB5mv4WaxrNhAR0cYrej7moZykwwty+7ed8t5Lq5iNSTqCIN\/9pQt+yn1r159+xsvfe9X1q\/8e21wL8qwPZNVknH6TdCBICBKCDFmQwx7z6NNO7TcGuXXrxo0bN1Xc\/qONO795QxRtiKKNr3jzpttvq17ZsGHDli1bfFwooP9KOvxzkE5W0mGegzz9jPvK5qOLlXSeu+t55z5ARHT1CVgoAIKEICFI77pYtVRnRZBbtmzhBHnTTZsuvfzGc8678ZzzNl16+aabbqpe2bhx40MPPRS2IPuspGNTkNxKOu+\/9u6q+ehEkEUX6wMb346VdCBICBKCtCnINb0pBKkVf9hZegny\/vvvX79+\/Y0VGzfeePPNN956y4233nLjzTffuHFj9cr69es3b94cuiCxFivWYoUgIUgIckpBbm+ZYWfpJcgHH3zwrt48+OCDECQECUFCkBAkBLmI7a6wYTIECUFCkBAkBAlBcoLEgQMHDhw4cEgE2X88EwAAAJgZrA0lgjQ2SAoAAACEQ9OGEkG2PIkJAAAA9IFCo68gXecTgJokoiiirBGeJRRFFKcOsgQAaCdEj2gLMkvKHwNJs4IyRZ7GcZqzIfVp+VPnaVwGcu9QxVeFg3DIKVe8UogT3yoAHjJ\/QeZpXHqI+dMwhfP4tJvGJKJCd2V1yP6tiq8MB+FT2DFKXOcDACBjzoKMokhwEOVpbLwJlqdxFMVpmgiCzBLpqZSCVMRXhoNgKbpViwOdq14RYoU4F7LkoCiSHfE6WQNhSxpz0eK0sX3tGJYxBikaMVtpjOnmNNR3mQmCzNM4jmNJ4ooeU1V8ZTogWNK4FmQUURQrO2ABWAo\/SqR2lAoyu0geM1pruLNtqYI0j5BynsZ8S7F6kWkRZkkVqoqvTgfMgKx0JHpZwbLJ18XRQVF0UY8mQKlSVpyrt6uam0OZsyCjKHLYglS8ykdTdvmqUrMneOCI0pH4Wn0gxApxHhSNwh56y9O18pilI810sy2ji3WCMcgVgroU\/wrzhOp\/VW9vTxbMAUxkBYun0F6fccRiqFIWczUqafJOmr0gp5nFSk11iZNxurpMFfGV4SAkymai9NZN0IIES6fQXg+3bcmVNwoESUS+PgfZbNupnnc0FQ5CopiY05yzmqdt7gRgERRuW5vm\/NxUrQHFVRer0Xk6cxZkiJ8NzJayEcn+SKvsiIc9PAGVhhvUU1j7Cq80a\/IjMzkyNAbZfIydafBwDTblgjCqBp4qHEvNgSCpdCgemMIKlo10DmoV2D21tbSj2SmsNPYHk2QBGWbIjB\/yUywIoxoibBk6hCBBsOQU83ZEzyoA+Y+SWKq3VcuydfJO1frs84iIJsM9Il9Ahh+JEyaYSEYA+Wml9btV4UToYgUAWAKVhmesHupQdZxaevyRjHWxNp\/rkz\/mp1gQRvVYYNvjglotSP6tFh\/zsLdYOSbpAACWSZsgq\/V0TI07NjEsSO4pBrYDVvF0g9h7qnhckD+Lh4K0uFi5Mj4AAMwB9aON5QKtDQWuxGl8CVYB04Ikfm5NywLc7QvLmGhBRlE0hSAtL1Y+UpCqLxjhCEc4wj0JX7UFL8qE8GpxHD68smNiKj9sBIH2+F20Lu1Sv6haEMbmGCQ1E6r+C2excmwHCQCYOdXjj8xEG9X4otkl5doxLUixi5Vdolu6IIztWaxNE06z1JypxcpV8QEAYEaoHoUU56Yqd8Wyse+VhRak6jlI5VwTW89BRi1drMEsVt4zPgiEavsOPAHpJaMrRDAGQX4tC65aF6ShLlYHeDhJh2wtVq6MD4IkTyFFAIIBgjSFpcXKsR\/krEhj7NoBQDBAkKbAYuWgmySiOC77V2PCtwmAz8xZkCF+NjBncoqZxcrTGN2t3oFKAxQsZAwSAG\/I+SZjTjG2gQTAY0L0CAQJZkICQQLgMSF6BF2sIEjylB93zLCbh3eg0gAFS+liVa12Z5r+i5XrhisfCAWBgTFIAIJCfFo+BDwUpMZi5brhLUsKgfBg94OEHQHwm1I6FM7RW5CFI60LUnOxcs3wtkVpAQBmqX5Yg4XDt8oG6irNKY3FkBWZIpwoYcKZyr8ObHoiGSDIVbJK7whMtFi5ZjiWmgMAADeMEWRRb7OCTLLac2lOeSoJT7K6nylO67\/Z+MJZ+HAfu1ip92LlmuGtG2MCAACwx0BBxpQT5SllvCC5fxOisuXHhceUl+FpTlnCxGcHaBoGNdrF6myxct3wRbcgqy8RaIFyGwzKbQAzu94k816GdrE2zScVIXuwrUmVOOUJBtWCVP2rG44xSAAAcINJQRadrkwXKzX0VlT1icJ\/mbrDNjhBKjfA1A3HLFYAAHCCWUFGzPyaLKGMbxGmudhf2t6CbCY+UJBGu1JV2FusHM9Bzo3B9xsOHDimPQwLsj74McWMJM3BtjFI2ZBkkWGspAPCpriU28goTrvTSdi7Sz8QNEGlAQrMj0E2uli5Wawy27XMYo1Taf+qjiBdlzAAcjoEmVMcdQsyS1YjFuwmzP0DAQCdGG9BSp6DlG17V\/2ilT4HWYRLn\/qAIEHwtAkyoyiiNO0WZMI0B6u\/+wcCADoZKUgXB7pYQeB0tCCJ8k5B5hQzPzzTuBzh7xkIFKDSAAWyhz3CwM9ZrCMXK2\/MJarfwEzewSSdWQBBAhAEUYA\/mDwUpInFyvnUqijM4x94zGMmGBAkulgBsM+cBVl8tmAWK2fTq1Pinx5hH5YEwWJEkJikY4MQK0Rgg6orz3VGtJnnYuVMxoS15Za71FwodApPN75UkM3GHx7zAMAqowXZ7DBUDpmpnnfXDfewi5VGL1Zep8Jnl40v68gFHmBckAAAHxgnSEmNrRoyU62YphtOZrpYPV2sXBqN\/aEwle6BDhDkbAixSw3YYGwXq3zoTTVkplpzWzecKJAWpO6i5LI3dZ4E+AEECcAsGf2Dqbkdk3TITLVrk244USCC1F6UnOQjjGIXK\/zoIRAkALPEsCBVQ2aqfX91w4logCCNdqX2LAjiunF7L0ou8x+eg\/QdTnh91rqAIAEIAdOCJMWQmYsWJIYTSP0FI9xguCg8xoXbUEOZrS1Irz4XwhG+kHA2gkB7\/C5aR8WGjzWaG4MEwDYS4amaj6r4AAD\/sN3F6nIW67gPBkBf5MJT2FEZHwDgGRZakN48BwlHgmlQCk9mx7b4wDWoNECBoS5WBwxqQeZZ5sv0T\/YZzOaiAFEUSRcD6F7CFbiiTXiy1yBIAIJgKYL05wFC1WMebEeyfD0dXz4BENEVHgQJQBDMWZDMZyt6a314SEI1PbfxDGSeM6OxssXQgTdAkLMhxAoR2GBBXax5GkdJyhnI\/FJzQ2BaillSPBWjzIw\/bWAgAkECMEuWIMiyceaZYrKEESHfh9pcxNy73AMGCBKAWTJnQa4+W20WxjFTtCBbVsBZdZsqVqaTLioHQfqLSniKSawQpL+EWCECGyyli5UVix8zQbmmY0ne6AEWYkCQ\/gJBAjBLZi9Ifq1yDzYclnWfEnXMYiUI0mfaBdk\/HADgFTMXZGOlcsVDhpPR2rVb51aSRQjSX7REKG1TAgA8ZM6CDPGzgRCBIGcDKg1QsJQxSABsgy5WAGZJiB6BIIFfQJAAzJIQPaLRxepJM9mHPISIb+VmSoS2BelbuQUEym0AM7vevHLHANCCBG4IRZAAACOE6BEIErgBggRgUYToEb0uVte5BfNBd1YqBBkcqDFAQbgGQQsSuAGCBGBRhOgRCBK4AV2sACyKED2CLlbgBghy9qDGAAXhGgQtSOAGCBKARRGiRyBI4AargsQSdAD4RogegSCBGyBIABZFiB7BGCRwg1lBNl+FIJ2DGgMUGDJIcw9iZkcn7hV+6ylmu8P6BX4PRFU4WpDADRAkAItinEcKFzY0WPqM2\/e3adIqiVU4u2WwMpwgSOAK25N0IEgAvGK4R\/I0jqI4TZOegswSoSFYpcLtGMxIURZOhC5W4Ardlh8EGRyoMUCBIYM0NrpX9KTmaRzHcSOYf3utRVU4EVqQwBUQJACLwoog6xYk12PKtSyLV8Te0zI1VTgRQZDAFehiBWBRmBZkW8tP9i6bLUiB9s+hioBwhDOBzgTpVTkgHOEzC2cjaImji6bJpP+qPGpzDHLcBwNABC1IABaF6Rakoiu1OXmnDMcsVhAMECQAi8L8GKTyOUhVuLXnIE00kAGomVSQUdR9ANOgxgAF4RoELUjghqlbkLAjAE4J0SMQJHCDgy5W2BEAd4ToEQgSuMHNGCTsCIAjQvQIxiCBG5xN0oEdpwI1BihoPu8RCmhBAje4nMUKOwIwOYVytqFgDggSOAOPeQCwKEYKMoqjKG+EFMSK8IiznUB3+v0FWeC6hMF8gCBnD2oMUNCiJQ07RpzAoiSKkh5\/x4rU0o700YIELoEgAVgUwwQZ5VEURVHaW5BMtOK9YoIpZ01V+hAkcAkECcCiGNvFKggy4ztMM9lbGHFyOsy700cXK3BJu9iarxqexQrsgxoDFIzvYpULkm1BNpwXJbLmY0OZZgTpuoTB3IAgFeQUs09qJq7zA4AZDAuytSs1ihWjj4rmIwQJ\/MJgV+rgWw4HDhyTHQYFKfSUiv9G8mZilMmt2Uy\/ChmyH6TRelIbH\/IQIr6V2yRjkFmyutaZJfolb6iiFUecNsJTosZb4kagEXKKI2J2p7N1Hvt4db2Fgm\/36UiiBkYEuU3RRpTNVlXNXN2mmJ6j6F8dK0jX5QzmxhSCzFYdlDnF21TOae1izSmOqdw8jqLy7zRmFUt5SnE8jSCTiPgNfgAIFLOCXDmyoLJj3jQyEz8Rn+6AIIGn2BdkxjQcs6T6u02QaVzrSJRivXU5JSnlqVVBYgwSzI6Rgpz+gCCBM6wLMk6jvLId4zOlIPOU01EaU1J1sbLhCeVkW5CVmVNrLVUApkXSuPMePOYB3KAlPOm81o50tAXJNh+JKGEGI6vWZJ7Wf0wiSLajNzRQY4CCcA2CFiRwg3VBanaxMqOPBawvKx0mfCeMDUfOR5AAsIToEQgSuMHNJB2laZstQjZEGI+UxjcFuljBPAnRI+hiBW5w85hHKchEFF7WCCHmMY+moyabpBNw8xE1BigI1yBoQQK7TCJCZbjk1dbHPAAAlgjRIxAksAsECQCgeQsy0AYycI5bQeq8AAyDGgMUhGsQtCCBXSBIAAAZ+MGUp3HMryuVp\/ViOtwrWVKG82iY0TIAACAASURBVFMLdMMhSGAXCBIAQGMFWbiQ02CW1D5j\/87TuIzI\/KkfTuhiBbZZoiDZ8U\/hWBKoMUDBWIPkaRxFcZomvQSZpzHTDswSVn464URoQQLbLFSQA15qRMRtB+bEaI9kibIjle0c5aPV+tMNJ4IggW0WJ8j2xCFIsFSsCLK2YvmS2Etavks3nIggSGAbCFI7QhkLtx2YE6YFaaqlaKIFKdD+OVQREL7A8IAEaeDzRlGv+HwErXIzk0+EI9xaOBtBSxxdNE0m\/RdjkCAcAhKkAfqn3F25aH4uAPzGdAsyT2N+ko6kk3WqWazjPhhYLgsSpFayECRYGObHIP15DtJEAxksEQhyWPwZCBI1BigI1yBoQQK7LEWQw9JUv2sGggwalLNxQvQIBAnsAkEOe6M0m9ES1xtwA8rZOCF6BF2swC7Whad5Xis135gEWwUpZDYsQQZdYwRUzv4TrkHQggR2gSCHvV0qSELFPRUoZ+OE6BEIEthl\/oIcn5pakP3DgVlQzsYJ0SPoYgV2gSCHJTIDQQZRY8ygnP0nXIOgBQnsMnNBmkpqjoIMApTzZIToEQgS2MW2CHXP66kgG0mh4p4GlPNkhOgRCBLYZc6CtNlVi4p7GlDOk9FcmtV\/MAYJ7AJBDkttBhV3EDXGDMrZf1jlUDiHhiBdlzAIFQhyWIKouKcB5TwZ4wQZU55TXP2bNJLP6sjVsqx5yqdQxU260ocgwSTMVpA2bgoIcnJQzpMxQpCF20SBca+mcW3HyosZ48L6bz6+On3tLlYfOlp9yEOIuCq30AWpLDdLhVkmO4OKO4j7lK1pm4Eu8jOr+q05qqdtxzglIkpTpSBZIxaqS9i3FyJMuLcnWd3iVKePFiSwTuiCbDuBDWYkyCDwTZAzZlwXayIXZCyILSHKiNn+WB4tTrkuWUX6ECSwzjwFae+OgCCnBeU8GVYEmfEDikVzkO1iXf0dU853sYqpjRPkzBr+YDIgyM6UxMSiSB6uiu8rQdQYMyhn\/zExi1UqyGZgQsR0sXINR2ZeT5KgBQm8YApBDr\/rcODAMdFhXpBJxs9TjcQxSElXquqNECRwQXGxjQ8fdN6MufrbT5BxNxj3SlLPGicSpwOYyack1Hb5gAKU82SYF2SaSx7YkM9ibXSxcrNYRwsSXaxgGA4FmRR3CBGlcT1uLzlBTnH57FSecjYt7rRakOUtRERZshrwGJ3PuQoyiBpjBuXsP7a6WLOm58rwAo3nINGCBC5wJ8gsq1WX1dprnkCQIuWrGylLKEoojSHIGYNynoxxgnRwQJDAOu4EmeZRJbCc4vL3o1SQcVL\/eMz4hDhBsuOdzbU8huXTcvmgpm8FgpyM5jOR\/gNBAru4EiTlKdPCaxVkltTdL2JrUhBkRlGkjDkICHIY5n5IQZATEaJHMAYJ7OJMkGy3amcXq1SlBawgiyENVcxBzFiQVmsMCDIgDBkkT+OY6c3JErG9V0004F+q1w1gXki4niJVOFqQwC7uBEmU9J+k068FGUVtbc1BzFiQVoEgg2OcR\/I0jqKIFaT4asz8kI1lEZlIXHxVOEGQwDYuBUnqxzxEt6kf8xAEyc6LE0YrB8FOC2gGNssCgiyAIINjuEfyNI6iOE0ThSBFrWWJ0BCsYjGL0CWsFGXhROhiBbZxKkidDPV8r+nzzliQ6GIFBYYMkskFKeqR8jSO41jW78pEq7WoCidCCxLYZj6CHJmtVkG2hfMvGxNk4AaAIIPDkiCzRBg4zNO4DsmSsl9W0syM01wdTkQQJLANBNl+XghyGKY+1kyLx0fsCFLRrJREsNmCFGj\/HKoICF9guEFBmsmn+gQd6Uh6Ow2ct1c5MDG0y0f6hqjRq9uZjmfhpq4fZ9fhfMPZCFri6ELmQkmYEFT9a3MMctwHA8tlJi3I8XmyL0iN87YKMgjQggwOG4Lk5VbHk3SxYhYr8JCqKhYuIgiyPTtiePnPQEH2\/wICAYIMDhuCbJm3s4J\/2dZzkCYayGCJ+CJINh9shkyFa2WgEayKLgYFJUirNQYEGRDhGgQtSGAX3QrIxxakkQzJRNViWMOC7B8eCBBkcIToEQgS2AWCbDmvniCp+CkOQRJBkAESokcgSGAXCLL9vBDkMCDI4AjRIxiDBHYJXpCmcmNEkEF1sRqpMWQ90\/ot7670x6cDWgjXIGhBArtAkO3nnbEgjWBVkAZFCzoJ0SMQJLCLtKJxWTFBkAMTMofOeU2Vj3fX4fII0SPoYgV28a5iCkSQmsnov8FVF2sR2PvUVgU5IBwMoLmkTiigBQns4l3FpNsHZ\/m8AwWp2404\/sRGqM4YliDZfl7VAbpwLbshQJDALhBk+3mXIsjm6fqd3VWLUIwPO45mnKriNGfWx5Hs91gthiMsxMqm0BXOBmsJssBu+YE5AkG2n3fGgqxrjJa+1u5ENLLfIqyxgiS1I0EX49QYsRtWqV6tXkuy2nNJVr+pRziXjp4gHRcwCBYDFZNZ+p\/AbD7MCpJ6Z895C7LlLD0y4JEgSebIyQhfxmPkmKdpphAkr7UkExdiLezXEl43G+tgCBJMAwTZft5h5aPsAOx\/gmkq3PZTjBZk81Vdceqe14Ed2XOFXBUPFKTUfAo9Nt\/T7DVVh0tOMWQ\/SB9K2W0eQsRVuYUuSGPltkBB9km\/K453gux4bSzc9ab6MOGgsN0A5IJUKXD1kkKDzfBqSFN4AS1IYJdQBWk8E0YFWf\/TmZATQWol3hrT1MfSbfg57tFsP73jzA1ksBtLhTUFqWhWlt2yjVdU4ezLnCIhSGCXCQQ58I4DAASDzIXqVmXfpqM46iimCEECuzhtQVaXPjMpXHoC9qYoZsxFkfzt8sAeLKQFOSxN9bvMtiC1cuSm2tPNZTj0E6EKiQybc2oifoZqz3BuBiwfB495ALs4rJiyZCWxPI1rnUlPUEVl8iF9uzzNPtgQJDFVpHNBNhLUqDFMC7Ln2GR7jhxUeANOGUK1PEyJapGpg9hnHVdkSUu48J6GQdGCBHZxVzGx0mP+lp0gT2PuDlo1H5tvV6TZh3kLcnxSihS8E6Sl8hzz9kDqZxOanBoIEtjFmSA56TH\/yE4gjEJQFMnfrkqzD5YESWX96EqQBtPRSd5ZF6v0BamTtU42Emc9whq4ktwY0MUK7BKCIJnu0uJPCHJgVoTXtWdb6Z+kb3zDghReHiNIr9rxdgjXIGhBArsE0cXKkKdRlOaqt\/vXxUouBGmvvdJI1q0gxXexoUJyw8rEeDF6XFeH6BEIEtjFnSD7T9LJkohtQUaZ+u3eTdJhQwcI0uHXo0p\/3AknEuT4E5A1mdn+joYSokfQxQrs4rQGVj7m0Wj8MVPa6tP7+JhHW+K2BamZ0YE1Bv8uT7tYjZzAKj5V1+EaBC1IYBffmigdJ7B3bj8FqZXONECQpvCs3h7tEWHUv7kWQP2btX6N\/x2rGw5BArtAkO3nNfZ5rQpy4hqAOd08BTnlrw1vau9xHikeUVRNi8vTuH6N+WdUOKGLFdjGpzuUiCBI\/fCh+RteY4wQpClmIsjqdE5vwrEGydM4iuI0TRSC5LXGTw\/IElZ+OuFEaEEC27i+NxtAkFrhrr688rwzFKTrInXFaI9kckGKrT4+Wq0\/3XAiCBLYJiRBWs0oBKlLFDWzM+XJ5yZIcnw3WhIkMwediNS+1A0nIggS2AaCbD+vM0H2ScftNzdLQfpwMzjKgx1BNgNdtCAF2j+HKgLCFxje6iMX+dQXpNXzGiufSD2\/Zlg+G686+L6iyNX1Y1CQdfp8BJf3qfwjm0mfjaAlji5kgpSEYQwShEMwLUjbuZysBSkkN6wF6cl31ipIy2e20IL0pFQLJs+MDUFK1+twMIt13AcDy8WfynYFBNkzHT+YjyBHfi82mDYDNgSpmLcz+XOQJhrIYIn4UA9wzF6QxH8Wd4I0UmNAkHaZJA\/hGgQtSGAXT+qBGmmGDGZRswK1IkhiPhFakGbPO0yQ0kvOk3KeKhshegSCBHbxpx5YYUqQuhXlxIKk8kNpncCrAUgigiCnYap25ARnMQu6WIFdvKoHiJYkSNIXnlFBmuxinfwaMinIYV2yE2MzM+EaBC1IYBff6gEIsi0FkxkyQ\/CCbLGmT+VMZL2QQ\/QIBAns4l09oOqKHJ\/OoHBfBFnF8ewLq7PjSa5mLEiaqB0ZEOhiBXbxrh6wKsgWIS1PkEZqjLAF2ZJn724MIrJVyKxytqFgDg1B2ig1sAS8qwcWJUg2S+2VtfkMmQGCnBpruRopyCiOopwPSUvrxpzVBOQvJb3CIUhgBt2eJ2cIGRqcOZV43AqyvwhVgZ59YVx2fMhY\/++3Pbc+3zD225GhAEECM4zs4ZuOJQuSZJ8XgtRiCYIkK0VdKIfCOTQEufpsAChYqCDHh5uif\/psTNV3ZiZHRscgKShBdmbVt+uneTqTidUM1VVMeU4xH8jskdwjPKZqTbos6ZMOWpDAGJ7c192066E9vo1wU+imX0S2KUgjiNlxnreFCJLMF\/UIQRZu4wWZ5rXPMsZ5qvD675hyojTuiA9BAoN4Vq+qUQnStgh9EySphyR9+iKDFOSUP7ysYvSMAwUZp0REacoLMqacKGGjxa3hCff2JCPKWuNrCpJrIzvFhzyEiO1yc1ivOp8OjgMHjs5jXBcrb7goIcqI2cWxIzzm\/Rqn5UuqdNCCBEbxrOFRkCWrm5PZw6bKKJfdNG7GrAOjVBoY+9QCMJW+Z1+kJDtus9f5\/fbMXhAtSDJZ2iYFWTQr2a7R4m9VeNFSZLtYi9SU8SFIYBRb96\/0bukXnmVRkkQURTnF21DGJUjsnZ+ntIpJlJQx85SipIiWRNusxvGzZHVLEcVRTJG4VWtLQUCQg1iWINkrued5dRmQjqECN92CZLpG6waiKrx8qSBJmBakKj5msQJzeFavElGW1M1B5m9JRZZlZXhOcelClSDLGW9RlOZsy7IEgqxT0pw0JIsvD57+UhvxQ61XuHAWVQZMfZBpMTGLNWkbg6y7TFXh\/JFkXMtSER8tSGAM\/wSZxtz07bLlJxHkKjwRu1irHlpZSzGJojyS7GUOQY45b+PsvgiSPXXL99t8qTN+4zo0c\/24ug7VGBWk7izWRhcrZrGCKQlMkM28xlEeRURpvHJk2ZsaRRRHMSfOInGMQRpFJgzVd+WvIKcPN5VP+xgWZOGzAuE5SHm4+jlIRTroYgXG8E+QrV2sfF5zyvJVYKXS0q9RRFFU+5WIKNmG4jS2XMG5wlw+x3exKgVJ7hwJQepjoovVwYEWJDAGe2l5QlaOy0sm6XC5TGNukk5bC7IepLRdwbnCVT4V5w1DkC2XvpH4LeHt+RTe5fQWjQIEggRm8FCQLY95JLIu020o2oZrKdZPdCSNkMbjH1z6krx4VjRKbOdTs3zasuNPeQqND9VLzUBVUv3D+2Spz3ntE6JHIEhghlDqf+u\/6CHIYemHK8ioMT2VfaldnNLUDApyfDrmCNEjGIMEZgil\/rf+i96\/ikkPc\/mU1xgGBUkeOLLKwDQ\/vPp\/Oz5dh4YMkqdxnOZi0Cpp7pUsYftJmd6i+gW+C0kVjhYkMEMo9b\/1X\/Q+VUxDCKgFWcVwRfM3ljTO4gVZnnnMeQsVchrM07gKyBLGbRKTCvHZtyrDCYIEpgil\/ncmwlAKCILsiSc\/sMK5Dod7JE\/jKIrTNOHklacx397L89WLWSI0BCXxs4SVoiycCF2swBSh1P8LrJj0MJfPKbpYq0jTA0H2xpBBeHcVGpT1jeZpHMdxI5x\/e61FVTgRWpDAFKHU\/4uqmIYQXAuyijclzdP5dl35dx0aFiTf55olEdsirBxXh4u9p2VqqnAigiCBKUKp\/xdYMekRqCBpQkf6c\/1E5iYB2cdCC5JvNkaygcf6XTZbkALtn0MVAeEzDm+57zzKp8EKxVzF5FH5kP18mhOk\/Pu1Xz5GPpeHgjRVbmwELXF0kbWNQaqEV\/9rcwxy3AcD8yeMBpKXgvQL2\/k0J0h5IrZR69qv68q\/69C0IJWzWMW\/yziYxQqcEUb9b0qQuum0xPcNzwQ5JH17tCQeSktxRoIk9vnFhjpl4daegzTRQAZzJoz6H4LsxFw+zXRFDjqxlaJuTzNoQVq+PsM1CFqQwAwB1P9F\/mz\/4g6gIFoJvQVpNcEBp5smXHi1U6j945sjRI9AkMAMAXgBguzDNIJsnsVes89Isp2J2L5+rApyQD71CdEjECQwQwBemFKQARSHgpkJ0kjifd7rVpD2ws0RokcwBgnMEIARIMg+mMu5szFIdYYsvhGCVBOuQdCCBGbw3QhV5ox0YbWfyOuC6GKaFqQ0cIJyG3CKkd87BFmfITwgSGAG370AQfZk3oIkTUf2jwxBdlEoh8I5NAS5+mxg8bi7v8YxUpBaJ\/K6ILow9wXLawwfLiCtnzsj07R9\/YQgSLZNNlRXMeU5xXxg9YhjnvIxqzNnTHjC5SlL6pcyWSBakGAAPtRvQ4Age2L7C\/bnAmo\/ne3Pazu+T4IszzBYkIXzeEGmee3FjHGb8HcVJ055jzbTiSknSmMIEgzHn\/pNDwiyJ7bLwasLqHnGqt40eIoB5db\/XbMXZJwSEaUpL8iYcqKEjVaILeGixWndiEwyoYEoSSfJWImiixVo41X91hc2Z1ofYEB16XVB9MCVIF3R+ctpfPpWBal7Xhffi4kuVt58UUKUEbPEuPxdbGsyzSnPG\/HVQkULEgxAdf\/6Vu9x9MkZBFmwNEGS5Sy5un58EmR5BnOCLJqVbBdrs\/s0I8Z2MeWyrtc4bXi3\/heCBNrMXJDjP5jXBdGDBQrSKhBkfQazLUima1T0XEy5TJmS1Ay1ILk2slN8yEOImCq3IOs9CLI\/EKRbbAvS9nnFVEUMCZIfO+TElhCJ81Flfi3+NTQGabzgQKBI7yOpWXyhZ7ZsiyEUIEi3uCqfwFqQrbNYpW1HVRzMYgUGgSAHphMKEKRbIMiegoyY5xfZZzlE+GFIIb6QDp6DBCMJr96DILWAIN0CQXpz4DEPoE149R4EqYXZchDe1QwBAnMUZHMkMhTQggR6+ChI1780ceDA0XkUDH17\/0k60vgRReIcHFk0POYBxlFcSP3DncJPbGuhvm0UAxWSNNklHxm8LAgNTH3BQV0oHuGqfOyf16gg1ZN0WgSZ5pLFdNQTfDQEufpsYPGEVO8lZZ7SmFl0o0lGUTl1LU9Lm+YUR5SVH2z19pziconkOiaPjwWhAwTpljkKku20NCbISDZJpzM+M0m14zcxWpBgAOHUexlFSZmnrK0RmWeUlDcG5RQXTxlnq9smqvpwmlLMJY1I\/wpCDwjSLXMUZHmGMYJ0cECQQJtg6r3ix2D5z0p7Lax+Yyb8TPGM+2B5SnFS\/yyVNkq9KwhNIEi3zF2QYYEuViBHer9Uv656xnfJMEEKI4t5XoZXy3OUEdDFOk06YBpsfi\/hGgQtSCAneEEWjb\/67655OsUHYO2YZXV4XK7uWLcvFdL1ryD0gCCXySQtyHEJ5Gkcp7kYtHIv\/0qWlE7mJx\/ohkOQQI5u\/eZjvVf1gnZM0mGG7iuKBmg1SaeeudPVggyd9i+4\/9cc0oUC\/BdkoUJOg3kaVwFZUruNCWejaIdTf0EG2kAGgwm+fosi9WMefINSnALHKrAMzNn3yjpjZwMEuUx87mLN0ziK4jRNOHnlacy39\/I8b4ZnCSs\/nXAitCCBiuDrN91cBv+BDWG7ixX4ie8tSBLdRVkSJZmkb5SPVutPN5wIggQqgvcFBDkMCHKZBCdIvs81S8q\/xV7S8l264UQEQQIVuj1qfjEg0xBkgVY5tFwiSyu30AlOkNywI+s5Fy1IgfbPoYqA8IDCWwTpVT7l4VGknY5+Re\/R5zUYbl+Qfn1ehJehpr4vNoKWOLrI2sYg6\/8wBgnsE3ADYFi+0RIqMCXCpZVb6ITXgvRpFuu4Dwb8RdpSDLhzlSDIcUCQyyRAQRL7\/KLb5yBNNJCBj0CQ9btC\/cBGUfWtQ5Dzxub3Fa5B0IJcOnOr3wZnOtQPbBoIcpkE0IJ0AAS5dOZWv0GQIzElQpRnWECQMtDFunTmVr9BkCOBIJcJulhloAW5dGZVv43JcZAf2AK65TCrC2jBoAUpA4JcOrOq3yDI8UCQy0R39vKQM4R3PaCLdenMqn6DIMcDQS4Tm4IM1yBoQS6d+dRvI7Mb3ge2AwS5TOx\/jyF6BIJcOvOp3yBII0CQywSClAFBLp2Z1G\/j8xrYB7YGBLlMqt5U4VuDIDEGuWRmUo9BkKaAIJeJTUGGaxC0IEWWdl\/P5PNCkKaAIJcJulhlQJAiS7uv5\/B5jXyAORSECSDIZQJByhiyH6TbHNvOw1zva1W5zeHz2hSkD9f8pECQTnF2vdn5Hr1yxwDQghRpux7meM8H\/5lM5T74gjCEEUFKR7OAz6AFKQOCFFFeD6pB7MAJ\/gNBkGaBIJcJBCljubNY9a4H1o7zuvPD\/jQGsx52QZgDXayAxcT3GAXLcluQGj98m3ac0c0f8Ecxm++AC8IowwTZfBfKcx4YbUEGx9IFKXz7kjtdZce53P8Bfw4I0gYQJGDxRZBxmudpzIYkGZt6lrSG84HcG+I0byaiKcgCI8XkCb3u63Y7zqIKCPVDGM90qAVhGlNdrGGOOQERL7pYC4fxgmwasz2cT62KkmSVF7nwgqW3INvC+9gx\/Fo1yE9gI8dBFoQHoNzmjfMWZJzmRHmaZoK8kqzZ4GsLl+oxSrhkGVtCkK2C7G\/HwCuIILMPQfoDym3eOBek1GRFQzGX9I2qwqV6lP0LQRJRqyC3IU07hlxHhJd3S9kNryD8AOU2bzwVZJzmtf6SrOp\/VYXXqfAGZONLOnKXPgapDPffjobOG1j9Zi+vgRWEN2AMct6YqOvGqVEqyJ6vCuHSaPX8nSwR+2fRglSH+2xHgiAtpBxSQXgDym3emKvuRvmxQ3XVv63R2iUriwBBtoZ7a0cxo86TmQSrGQ2pIHwC5TZvPO1i5TpL2a5UVXgkGWGMml2sA2exFhgpJk\/oJUjqcqT9\/Jh7g9Vk7GM7l8EUhGegi3XemLgvxqlRLkju+UVx+o40XNWANPEc5MgC8pC+giS1IyfJj7k3WE3GMhNkMYyC8A+UG+iHCU1ODQTZL9x+zyoEqWSa\/AVQEF6CcgP9cC27IQzZDzLquh9UEbwK1xMkEUXRNoqX7Z5Xlb5+15ZWfnTTsRXO\/G33vIbKc3HhKDeEK9AVRxdZwnaHKv9VhedpzM1YLWOpwomWvN3VAFEZ+bE85LzWMmMuGWtMljnfC8JXUG6gH6YFSVlSP6ORJfVgoio8T2NWilVaqnCCIPuHe3dec7b29+udMmdeF4THoNxAP4wLsjFFtTO8a0nzRjhmsfYNN3ve5lmsC1J2Yq8FOXG2\/C0Iv9HvYgVLI1yDoAXZN9zseYWzDBGVCUEOSGYips+TpwXhPSg30I8QPQJBtoazUlEdJs7blpipJqcivo\/1m5MM+VgQIYByA\/0I0SMQZFe4UTtqnFeagV5v0DuxX\/Wbw9z4VRDhgHID\/QjRIxiD7BE+yI66IuwQpMYbNDPkCc6z5zwDgaIut5nVGGAw4RoELch+4fptR2nclnfrCXJAE9ZnAfiQMZ\/Lx2dQbqAfIXoEguwbrtuzCkH2wp9c+ZOTsEC5gX401w3wH3Sx9g3vem1s+kvsYvUqPx6WTxCgixV04cxvo0ELsm+47fSVDdRZCtKrzBR4mKUgQLmBfoxTVZzmwlYcqkf9hXXmIkk4t2sHdvOQMco7zSHJxgFBep0NYAp8oaAf4+xI4uZVTWNW2uzYJ5Lb91EVrifIAscFbJSx3mkXpKku1iGDlq0ZdovzDADjoIsVdDFCjSs55mkqbuaYZM0Gn7jnY71FMheb2TmZj8\/aVUuQrkvYPAa8o7bjgPRnLkgf9AxsgG8W9GOUJhu7HcdpnufqvlG57xpJCY1GxpwQpKZ3pC8o7Dggfb3ztr1BgauKDBXovMH3C\/phVJBxmsu7Ujk7NvRYjVuWL7DpSDpyh+wH6ayAiagsZRPpGBVV41VTXrMrSIXdDWAjTRf4cM17DbpYjTKz622QC6WILcjWV1fdsqronF25vSDFflu0IPuGt1X3spf8FWSLEXu+1K7Vyb049tYDAPiOoMCWf2VNR7HvVKHbRjAE2Tdct973VJD939K\/cWmvGToWyY9EBQfLYkrf3j9NAECNphE73NU2W7XLfUwcsYt14CxW12VrnmUJ0kd7WSdLVhLL07hdZ9mOUbJjRkmU7\/Isdi\/y5tv7pwkAYDErSO75xeoVYUNlIuYXrSy+ED74OcgC2yU4JQsSJNuzuiAqlwl\/S2NGWUaUJZQcXMaUvr1\/mgBjkGDFODW6BC3IvuGmBKnNSEFWcZYmyDyN65+G3D+NmEkcPTHPiSij6E2rmNK3908TAMDjWnZDgCD7huu+wb0ghQgQpEpmZ8Txr++SExHlFEfpUyFIAMwTokcW2sXaMiQ3UJD8qyaH\/HQz6s3kUtf07g5NoiSKsrLckmhHdLH2JY3L6y1pvjinGgOMIVyDLLQFOX9B9g+fL\/0m1GQUxdmbypj7\/UEU7djydkzSqcmS2otJRHHqNDfAd0L0yEIFSXPtYh1i\/hmjeiSDafytavkq5o5ZFFHW8nY85lGQU1wVFFGeUhQTOpyBmhA9stAuVgpIkCpUQ4wQpBZJRILp0BjqQw8jzqzGAIMxZJDmqD\/\/WAZzI9cvqDbF6hc+\/xaksZ5InwXZZzIOBAkMkqfScUcAVIzzSPHoIi9IxTy5PI3LiMyf+uG0HEE27TATQRr4YADoA0ECTYZ7JE\/jKIrTNBEEKZ8nx08PyBJWfjrhREvoYp25IKWBECSwjdjFmje7WwOtMYBxDBkkEwSZp3Ecx42+UT5arT\/dcKLltCDHh3sqSOlIJAQJrMNP0qGMIvZfAERMCzJP44idXs5sV8VG0ix5kAAAIABJREFUK9+lG05EEGT\/cL\/Ew9oRXazACXjMA+hgvAWpeNVFC1Kg\/XOoIjgJdyhIW58rGjRbdfp8Inz24YMWCkD4vMPZCFri6EIQpOpfF2OQ4z6YS+bWgqzOZU6QAABgG+MtyCyRdbFiFqsWZjwi7cxsT8gGfU7kQz4BAIDHQhcrs21VY36rOHdnUDgEKQ8XX2VD2RdaxGmcnmeBIAEA\/hGiR5bymIduuORVt4LsfwoIEvhBoDUGME64BlluC1I7vkPxGPkAECQAwB0hegSC7B3fiXgGJA5BAhckEUV4EhKoCdEjy+1i1Y4\/vXiGJQtBgsnJktX1xQoy0BoDGCdcg8ynBWlqiNAXQQ5O0\/lkIrAwimVZ0YIE7QThEQEIUp6OxgvGxTMyQQgSTEm55BwECdoJwiMC8+liNeUvx4IcnxRECCYkjVdrzDUF6XmNASYjCINImVsLsn+4bjpTCNJIOhAkmAp2Sw+0IEE7QXhEAILsHd+2IA1aNoTvCwRPRlFE1cIjECRoJwiPCKCLtXd8q4I020nr9zcF5kHCL1GOLlagIgiDSEELsnd8S4L0bY4PAD0onutgdYgWJGgnCI8IzESQLZM0vRakjYKFIIFtMooa+z9CkKAd\/z3SJDxB2n6KQTudwSf2qVQB6E8S1XNzuEAIEqjxyiM9GbJhstscSwVJ5hpOEwly8mL04bsLEZSbQJ5y96D0KGbuoNwGMLPrzSt3DCDUFmT\/cFPpm3sD2o4gYPoLEgAWrzzSEwhydDoDBjkBmB3oYgXteOWRnoT3mId3ghxwAgBmBx7zACq8MogWaEEOTUfatWQwHICgQAsStOOVR3oCQdpKR5k6AHMEggTteOWRnqCL1VY68qQBWAye1BjAOV4ZRAu0IG2lI08aAAAWiVce6QkEaSsdSboAALBUvPJIT9DFOgn+5gwAW3hSYwDneGUQLdCCnAR\/cwYAAFMw2iN5GsdpLn8h4l7JEnb9HmbdivoFfjELVTgEaR9PswUAANMxziN5GkdRJBNkniYxL0iFSRmPckpVhRMEOQWeZgsAAKZjuEfyNI6iOE0TiSDzNEnzjH8lSyLJaod5GjPB9VtU4UQYg7SOj3kCYAo8qTGAc6JgQQvSMj7mCQAApqZQjnztMC8PCNIy3mUIAADcME6QMeU5xbKX0ly+xYw8vJkOs7UpH19DkAKdBWEvfIAgreZHHl6Wry\/5QTjCEY7wScLZCBJ3DLQjEckEGaeUy0QoD5elkxFlieRvT1qQLWLTiq+bjkV8yQcAAPjCQEHGKRFRmsoEGVOWUpJJRNgMV6UDQU6KF5kAAAC\/GNfFmkgEmeaURBJBqsKl6QjzXZMRXaz9SsGM8HTjuxek+xwA4BFWf1iDgBjdxaoQW9HaE0SoCu9MJ4oo416y0oJcqCBRFwAAgBqjgmT+5USoCu+RTlR0w2bzFKQtpN+WwXAAAFgAJgUpWweAYnW4Kp04bfl3VBerqZacbjremcWv3ADgC+hiBQVWulirQ95S7NmCjCnnJ+kwbxnVgoQgiWBHAADohZeCjKw8BwlAO+5uQwCAj6xqhnCOyIfHPMD8wAUDABBw9WN9DBAkMA8uGEC4DEBJ5RvXGdFmmCD7b1wpI0u4bb3yNBZ3qTRFM5\/FpmIFds4JUDMCABqEWC0MEKTOxpVSsoR9f7GVswVZSfKZJfWZBE0Dg4R4JwAArBJitaApSN2NK6VkSZQkySpalkRxXO9XKWvhCU3MPq1UeT75zPHbZAKDhHgnAOPgMgAFS+tilWgwT+Mkk77SIEuiJMsKQ2ZJlKSVqdh3s6091mU6XmvLDZs+MEuIdwIAwCohVguGBJklEsWpKCKvNBklWaW8PJemSawVtbymzE2WYAzSIiHeCQAAq4RYLRgRJPNvf0HWg49Mm7AIk0yjKeP0SV+ZzzopjD5aJcQ7QUWgXUM+gHIbwMyuN+GpCdfZ0caEIAWrRYopPOy7k4zqxmApP2FwkW1Bli9KBz9bzyRER9NxCkK8EwAAVgmxWjA2Btn5CheHUxQrSK5TlUtqNX1Hq+kn5gYzV6chxDsBAGCVEKsFnwTJzWGN00ycraqvt+a0VQG0Ja0Q4p0AjIPLABQsrYvVDXrjj8AdnlwwAAB\/CLFaCEiQ8GMw+HHBAAA8IsRqIQxBFtOAoMdQcH7BAAB8I8RqIQxBgrDABQMIlwEoWdAYZP1MBya4BENz0Xb+0Rz+eVPZozqq+PLwEO8EAIBVQqwW9ATJPKnYa98O4AGyxeUV27GIi7mzD91Iv2xFeIh3AgDAKiFWC1qC5Jd5w2Lf\/qNaXF580qYOlgtSEV8VHuKdAIyDywAUGOpi1dhmUdXTqRuuI0jRiOW0Ujxf6DviBOA8jeM4lnxZip5UVXxVOGpGAIDAuGpBY5tFVU+nbjiZESTwHeGb4vYP45ZfYFqEWcJdP7L4ynQgSACAwPBqQW+bRV5U9Uu64URoQS6D9p8y1as998tUpVaHQ5CAcBmAEkNdrD23WVTVY7rhRBiDXAbq3VfYf4Xehfpf1duVyaJmBAAImBekdJtFsZdUUb91hhMRZrEuA9mi7Tpdpor4ynAIEgAgYFqQqm0WnbUgV4mhGzU0ml0TqucdzYQLd4LqxkA4whE+v3A2gkB7\/C56brPoagwSgH7gggEACNgYg5S+4mgWKwD9wAUDABCYTJDk5jlIAPqBCwYAIBBitQBBAvPgggGEywCUGBqDdAAECcyDCwYAIBBitaAlSH62D56DDAZ7u3n0msUKAAAhVgsQ5OyxuJuHKn6IdwIwDi4DULCQLlYIMjQs7+YBQQIAehJitWBCkFiL1Xds7eahih\/inQAAsEqI1YK2ICHCALG0m4cqfpB3AjAOLgNQsOwuVrQgfcfSbh7K+CHeCQAAq4RYLWAMcgnY2c1DGT\/IOwEAYJUQqwUIcglY2s0DGyaDNnAZgIJld7EC33G8mwcAAIRYLWAlHWAeXDAAAIEQqwUIEpgHFwwAQCDEagGCBOaZ0wUT6NiJD6DcBjCz6014vMF1drSBIIF5cMEAAARCrBYgSGAeXDAAAIEQqwU9QSqW5ASe0383D91w+U7cId4JwDi4DEDBUrpYIcgA0djNQzecWRuAWzUgxDsBAGCVEKsFCHLWaO7moRnOPwnLPGwZ4p0AALBKiNWCCUFiLVbf6bubh2Y41mIFbeAyAAXoYgU+03M3D81wYS1W5iwh3gkAAKuEWC2gBbkEeu7moRuOFiQAoC8hVgtoQS6Bfrt5aIdjDBK0gcsAFKCLFfhMz908tMMxixUA0JPR1UJzMj3Te8mZSe+xtJZwbUGiKzVA7O3mgecgAQC9GFctSB5XY3648xMiNB9LU4UTVtIBNsAFAwAQGF4tyB9X4zo0ufEevcfSlENFBEECG+CCAYTLAJQYGoNsmWzIvaT5WJpysiFBkMAGuGAAAAKWBFmN8pRa03wsTf24GkGQwAa4YAAAAjZbkLwV5e9CCxL4gXDBqK4fhCMc4fMLZyMItMfvos1kIx5LMzoGWU9nbHn0HPjFyN08GpOX6zfIp1njFxUAQMB4C5L9f8xjacZmsbLvFv0NPMXEbh58atxFKZtmDUECAAQsdLGaeSytJVxLkIITsWyA95jazYNNr06Jv14ZW0KQgHAZgBJDXawO0BGk2PokojzPsRar\/4zdzaN+WRwDwFqsAIBehFgt6AoS5guRkbt51Knw3z8bn+vIDfFOAABYJcRqYWQLkspwtCB9xshuHtJobNd93T8b4p0AjIPLABQso4tVMgaJmaxBMHI3D9mbWk8S4p0AALBKiNUCZrEugbG7eZD86xa7WDGLFQCgIsRqAc9BLgEz06M7utfxHCQAQE2I1QJW0gHmwQUDCJcBKFnIGCQAvcAFAwAQCLFagCCBeXDBAAAEQqwWIEhgHlwwgHAZgBJ0sQJQgwsGACAQYrWg\/RykZDEAyQMB4jYkhqa8StfSVm8EFjySzyubRdxvtw2+jFSL88poSV+ezxDvBACAVUKsFgYvFMA895YlbHVd1KbcegJxknRtEtED2a4UVK0fOr+HTiSfl33YsLHwWzOK9rYvPXPV2BlEzGeId4KKQLuGfADlNoCZXW\/CL2vX2dFmxEo6Ve2bJVGSJLUt45iPFqd59zZKbKrNZopqV4py\/4m5rVog\/7yNT5nnzV8Lyt026ne3bRDana\/Gqq7N7yXEOwEAYJUQqwUTS81lSZRkWVL9nfINzTjN+2w0WJ6Abf5IbNhsvSQZNRu37V2CodBc+y3JWvpGW1uDTGuyfWNuNcr0xe8lxDsBAGCVEKsFY4Ksau8kY6JxrZZOQ3a2kCS7Uki7E+dC02T8snAdu23wL8l6xyVnac2NIn0IEkjAZQAKFtnFKgiyHnzk+\/IYuqrhzrZMv6p8zi1IfvPGXp5bdYPyS7EOaEG2FD4ECQDoIMRqwdQYZMYEsP2efEXcYTc+\/TxNxOhL2z9E0mLmBdm5twrXdJS\/s2ehtkWDIAEAHYRYLRiaxdrYR5cT5YrumlicpSlW7QsXZNssVmk7UPWAzYBZrK3tTAgSANBBiNWCoecgZYJsDlkJIdIxLfks1vrFRQuS2PLp3G2jtau5Za6P6ntRFz0ECSTgMgAFCxmDBKAXuGAAAAIhVgsQJDAPLhgAgECI1QIECcyDCwYQLgNQYqiLtTnPU75hO6mHkHTDIUhgHlwwAACBcdWCZElLZrYEN9lQNQlRN5wgSGADXDAAAIHh1YJ8SUtudqh0eZpVLEZ+OuFEo2axrnQue7yxCOva5QPMAGnXBAQJCJcBKDHUxdpzrRLVQii64UTjVtKpsyauJlctPte2ywcIHlXXBGpGAICAJUFWv9Flva3Mu3TDiciIIGm1Tnn9WHqexqu151p2+QDBo+yagCABAAI2W5BsB6VnLcjah3GSlH+17fIxn7VSF47ywhLuBNWNgXCEI3x+4WwEgfb4XbQvIl296s0YZL3qWbHl40qHK2G27fIBZoC6awItSACAgPEWpDDw2LkhvO1ZrCrDCW5kulylu3ygBTkT+rYgAQDAQhcr45Lm3n8yt1h9DlLZBGR7V6M4jquuXfkuH2AeYAwSANCXEKsFM4JkthxkWrqqXT7AXMAsVtACLgNQYGgM0gHjnoOsfCcd8IQgFwCegwQA9CHEagEr6QDz4IIBAAiEWC1AkMA8uGAA4TIAJQvpYgWgF7hgAAACIVYLECQwDy4YAIBAiNUCBAnMgwsGEC4DULKQLlbN3Tzk\/4FZgVmsAIA+hFgt2NzNowSCnCt4DhIA0JMQqwWbu3mUQJAzBSvpgDZwGYCCKFhs7ubBvC7+L2YD6weECNZiBQD0paztKZxDX5AsHbt5lKAFOU+wmwcAoDcjBZnmlMZiSEXChMdpGZpTLI3Ph6vSN9SCVO3mwbyMFuQcQQsSANCXMYIs6hlWYElGlDF\/l86L0\/pvMY7sb1X6BgWp2M2jBC3ImbKIMcjVPQ30QbkNYGbXm2xcT9OOMeVEeUoZLzDu35jyshGZ5pQl3NvbZalK36Qg5bt5MK9CkLMEs1gBAD0Z2cUqE5hEeBlRktQnrbteEy4znESV6Y8bg+zYzaMEgpwxeA4SANAHS4IsKp6EaQ5yXazVcGPCtSCbSY0XJAC9wAUDCJcBKBnVxdoqyDQXZ9xkbOswprx8l6pLFoIEU4MLBuhSVElgxhgXZEbiXJtIGIOsRMiYMmr+C0GCKcEFA3pSVUZg9pgVJNd9yhyqWaxpLp\/1CkGCqcEFA6jrMoAXl4P5LtZirJGn6jKtp0PoPAcJQYKJwAUDVKDJuFhGCtLFMXIWa8duHmL8ldjriY\/N6bDMu4FH8N8Z8wuN+YrrUAgSCMCLoFnt+4\/V3TwaD5Lz71aJEIL0DsVXwn6l7AOwESpCUF4G8CKofOM6I9pY3c1DiM+vTAZBBgS\/fxkTiqXmgBw0GYHA6GqhaQZ5D5a6x0v+3HZLuNXdPAy1ILF2q2vyNI7juL3w2a8Xglwy8CKQMq5aKDTAmUHVg6VSi2rlL1U4DRAkS9duHkJ8MctoQQZCnsaKC7EkSyKMQQKoEbQwvFpYrWWaJortg8o4TCUlb8lJ145WrilNZlqQyt08lGu3Vm9DCzJAhK5yZiHeEghyaUjViMsAFBgagxQH6YTXKi0oerxUQlWL1pAgVbt5GBIkcEym\/uEmNB1XoGZcDmg1gp7YEyRfDSl6vFT716r3tSVTglTs5gFBzgRVX7+0u5UgyAWAOThAFzuClPRgKd41SQtS3tUp78+FIGcD89VzQ9vy60G4E1Q3BsJDDG960c98ItxVOBtBoD1+F01BSnuwVD1e1scgAegFLpj5gSYjGIlxQap6sFQ9XrZnsQLQC1wwswFeBKYwLMi2yZuyHq8yCTFuazgECcyDC2YGjPciLgNQYKiL1QEQJDAPLphwQZMRWCLEagGCBObBBRMc8CKwTYjVwhBBNmaZ8p3B7HOZjS7jJKPGonNVeop0BOSrJBhBOn+We6oG9CHEO2Gx2PMiLgNQsKwuVqkg2Uc76j09GEMWo6CVIBl1coKUpCNgS5CStf7K3MWqvAApId4JSwNNRjAxIVYLxgXJtA+zJEqSpLZlHMfsC+zk287FzatJRnGaJuwU3iRRTD9SwCzzzjdiJWv9lafIup7oBDwh3gnLAV4ETgixWrAgyGoybpZE1cKsWRIlacoIMqvfpBAk\/4Bn+YJy4ezGZiESuGapZFmGRlCVI7Fxq5peDIjCvBOWANQIHBJitWBdkKUmWSUK+yl3CVLobc24FmT9QttKttJ8EuV5qyBFn8KDPQnxTpg3TtSIywAUYAxSLch68FEUZBmzjyD5YOmuJgMEKdKdRJkMWpBthHgnzBW0GoEnhFgt2B6DZCetNgVZKClJ2scgW1uQwwWZp4lkW0NMxjFAiHfC\/IAagVeEWC1YnsXKd2hKBMnNHVXNYm0bg9QRJJeobJlbCNIMId4Jc8ITNeIyAAXoYlU8B9ktSNZaLc9B1i8lSd8WpHTUUD6LVZUEGESId8I88ESNADQJsVrASjrAPLhgpgdqBJ4TYrUAQQLzzOmC8b9ryFs1el5ufuL\/9aaFMJvRdXa0gSCBeXDBTIO3agSgSYjVAgQJzIMLxjZQIwiOEKsFCBKYBxeMPQJSIy4DULCsLlbHu3lYBLt5mCHEO8F\/AlIjAE1CrBYC3M3DFtjNwxgh3gk+AzWCGRBitRDEbh6NcOluHv0Uht08JiDEO8FPoEYwG0KsFoLZzUMlSOzm4SEh3gm+MQM14jIABRiDtLmbR3sLkllbtauVh908JiLEO8EfZqBGAJqEWC2EsJtHT0F2LxSH3TwmIsQ7wQegRjBjQqwWQtjNgw9n\/xnVgsRuHtYI8U5wyyzViMsAFBjqYm0+ZcA2VrjKv55rwjtBNzyI3TxYcYm7eQweg8RuHvZAzdifWaoRgCbjqgXJUwZsnc+6gKnnOY\/ohlMwu3kwr4i7eaT1Ph+CHrGbhysgyD5AjWBRDK8W5E8Z8NU1N+tTusuTbjhR6CvpiAoGfuDtBeMJC1EjLgNQYKiLta0BwzSHVOLUDSeCIIENvL1gnLMQNQLQxJ4gufEysZe0fJduOBFBkMAG3l4wDoEawcKxI8hV92uuirbkFiTwE+GCUV0\/Cwmv1OhJfhCOcKvhbASB9vhdNAUpm2qJMUjgObhgCtBqBKDCuCCF7TAqPJvFykwM5WeIik\/Uy7tDLfaTYncON0CQUCMAAoYF2bpgi1fPQarCVQ\/+Nz61FV1hdw5nLFmQUCMAUkKsFiYUJOf\/rN6DI1XsztFPm9idw0NCvBNGUnhxeZ+7jQVeBkCKoTFIBzhpQbKdnMZWxsHuHP4Q4p0wGHgRgD6EWC1YFySDZCEgosbKrNUL3cvaYHcOTwnxTtAFTUYAtAixWpiyi1URrNqdY4AgRbA7hxtCvBP6Ay\/2ZN6XAegPulil4S2CVLYghwsSu3N4Q4h3Qh+gRgAGE2K14EKQrWOQOoLE7hyeEuKd0A7UCMBIQqwWnAiS2G5NcXcOtSCxO0cohHgnqIAaBzOnywCMYVldrAC0M4MLBnNwADBLiNUCBAnME\/QFAy8CYIMQqwUIEpgnxAsGTUbjhHgZABugixWAmoAuGHgRgGkIqFqogCCBeYK4YOBFAKYkiGpBwIPdPCyC3Tzc4POdgCYjAE7wuVpQ4cFuHrbAbh7O8PNOGObFQMdOfADlNoCZXW9Cw8l1drRxsptHQ5zS3Tz6KQy7eXiIb3cCmowAOMe3aqEPznbzUAkSu3nMAH\/uBKgRAE\/wp1roj4vdPNpbkBn77nZRYTcPT\/HhToAanePDZQB8AF2s0vC2tVi7Bdm9UBx28\/AUt3cC1AiAh0CQQwTJ\/jOqBYndPLzB1Z0ANQLgLRBk38XKGXGJu3kMHoPEbh7+MP2dADV6SIgVIrABulil4eo2INOrKe7mkdb7fAhvxW4eoTDlnQA1AhAESxGkPfgxSBAq01wwUCMAAQFBjgWCnAe2LxioMQhCrBCBDZbVxWoPCHIe2LtgoEYAAmV0tdB7cE9Y\/pR\/NEI6IqcK90uQYB7gggEACIyrFhRLh0rDFSZlJnVyz8SrwgmCBDbABQMAEBheLaiWDlWFy7siG8\/fM1KUhRPpCrKxb0e9dByDVPJ9Z5Oqmrq68XXDndK\/i4AtavYDsNOCubWFFOFKjJQnBAkIlwEoqeqsccmonkoQw1cbUogVEx+t1qIqnGiAIFUtV+7BfzG3UmtKaGnqasUf0JR2h0YXAfugi+KZUdVyepOWJ2pGAIDAVIJUPFsvVoHlu1ThRGRDkM11wKW7apDkuca2pq4M3Sazbvr20esiaPkFJC1+Pn73ygvGyhOCBAAITNaCVLzqaQuy8wMoonUvNaf7gRXh7tdi7dlFIL6nQ6LCNzFZeTbuBNWNgXCEI3x+4WwEgfb4XfQUpOrfyccgFftFDV3RprWpqxF\/UFPaKf26CPg3yFcaan4vTBdrR0e3ufJECxIAIDBZC1I1FGV9FmtnC7K7WdP\/8y+4Bdn66qpbVhWdsys3h6bzKVNbLUgAAJhMkFyd3hi8ktbxZp6D7NHFKo3SU5DLG4Nc0bOLgORNR\/GXhOKDTVieECQgXAagxFAXqwO8GoNc5ixW6t9FIO1upaZCmc+IWawAAB8IsVqwMItVUo3L3yftj215TlErflDPQfbrImjrClZ1KbQ9B2mvPEO8EwAAVgmxWsBKOsA8uGAA4TIAJUvpYgWgD7hgAAACIVYLECQwDy4YAIBAiNUCBAnMgwsGACAQYrUAQQLz4IIBhMsAlCxlDFJYSceD3Tx0d7dgXvDmIQ9p+bTmU4jf+FpkCwX0LtLy7Kr5yqpZskx4iHcCAMAqIVYLYe\/mobu7BftP99rdEyEpn9Z8tpcnX24av0y4NJJYVvqNcLH8y79DvBMAAFYJsVoIejcP3d0tGovX5bnjRqS8fNT5bC1Pki6Pqv0jIE+TNJcUviQcggQt4DIABQvqYrW5ko7uWqzim7uWgc2SYkVSocPRu7VYFflUxi+RNd47dwVpppFkkjPIwxU9uCHeCQAAq4RYLYS8mwd\/gu7dLfi+SdWybS5o\/jJoz2fPlYm6dwWRJCFbh7w7nChL6hdCvBMAAFYJsVoIejePOl6\/3S343FU+9rEFKcunMn5L4NAIXNwe4TTb3TwC7RryAZTbAGZ2vQkVq+vsaBP0bh6kubuFeqzUMZINrVrzKSsaSVj7JiGyXIjEaa4Ol2zIvPo3xDsBAGCVEKsFr8YgB81i1djdws9ZrNQsn658SqfQSHSvmuWrnyNpuLILN8Q7AQBglRCrhZB38xiyuwWTvi8DkKRq\/anz2d1aLFGWA7X\/ROglSGX6Id4JwDi4DEDBUrpYAegDLhgAgECI1QIECcyDCwYAIBBitQBBAvPgggEACIRYLUCQwDy4YADhMgAlGIMEoAYXDABAIMRqYUa7eUhW9G5mR7X7h1t67uYxfNeOXg\/NKNNvOa9815EQ7wQAgFVCrBZms5sHF1+1iPbw5wItorubRzNK1y8Q1e4cXbnqXO9Vlc8Q7wRgHFwGoKD6ZT0uGVU1JwlXNbR0w0PfzUN+WoUURy2GbgXd3TzYGH137VDtztGVr+7l0JX5RM0IABAYVy2oGlrtDQzVD\/pe4eTZSjpjBNbch6mlx7GMIu0hdtD7qrmbh86uHardOdrou12yMp8QJABAYHi1oGpo9Wlg1FWfbjjRPHbzEHftIOUuE\/xbXDcfa\/R289DYtUO1C0dXbqRlI1\/JSJZPCBIQLgNQYqiLtef6XqqGlm440Sx282Ci9\/jAkt0\/fGxBtuzm0X9TDtUuHFqZaQlX5hM1IwBAYCJBqipM3XAiCns3D9WuHepdJrxrOq7Q2c2j\/64dql04tPLSFq7MJwQJABBAC7L8Z+AY5JBZrJz6mPdKuxy9mbkqoLGbx8BdO3q3IFXtdml4z1msqhsD4QhH+PzC2QihE\/JuHuWpV6ied+TmKgl40pbU2M1jwK4dqrepyr93Asp8Rl13DgBgaawqioPCOXQFCUAfcMEAAATGCTJOt+TpWi4w+VGZ9I8SPmYZviWNu8NXR7wuF8MhSGADXDAAAIERgizcxgmS8VmcbqF8XVxbs\/Rln79Xx9o02wJBgknABQMIlwEo4ca1dO24Ns2J8nVpxgkyTrdQdlH570VZ5bZBgozTH6UxkwgECSyCCwYAIDCuizXhBcn\/uzbNKUsqWTJwEpWGHxTF6\/LsIs6yECSwCC4YAICASUGuTXOVLy\/KmJYiE6czfLwgG0\/WOd\/NQ7mmnO6itE4Ryqf5ACP3EI3sA\/QI7\/d5jSzyC0ECwmUASrjKzG4LckS4EUHqPwdpcTcPlXkHLErrjvbyad2lRPYMoiK81+c1tcgvakagRVUluc4IsIhRQSrGIIWWZfWvKvyiZrOBiWblOcjpdvNQ7WIxZFFaN7T4saCZAAAgAElEQVSWD4laG7BChHJBHlVujCzyC0GCTtjqz3VewBQYFaRqFmucbuEn4zBxZOHM4agFqX6fiPZarIpdLDRF4n4BgZZyVZZb3yXF20\/REmfEEk0QJCDFZQApLhALXayl5wpMPAdpfgzS9W4eiiXlBi1K6xSNlYbqlxQabIZX31qPBqSZRX4hSCAAL4JxgnRxGG9Bjmi+NKJp7uYh38VCzF1ALUhVoTV2I+kIZ19u\/1xoQQLzwIugQKxlQyDk3TyUi7iHMwa5QrFSqqJV2bfpqNrtRAnGIIEZ2J\/hrvMC3FP5xnVGtPFqDHLIbh7S2ZtBzWKlHltJ1fGkmW4Jl+12ogSzWMFgIEXQTojVwlx38wjrOUj5bh4yZwp0dhG37fKhVf54DhJIgRRBT0KsFrCSDjAPLpjZAy8CXUKsFiBIYJ45XTCBjp3Yo78XUW4DmNn1JnRtuc6ONhAkMA8umJmB8UUwnhCrBQgSmAcXzAyAFIFZQqwWIEhgHlww4WJQirgMQMFSulj9282DObf82XkhtG1Wpzv67+ah+rztu3b0L3\/d3UKYl5kzhHgnLBw0FoFtQqwWwt7Ng40kXfpcOK\/43KQXT3po7Oah+rytu3ZolL\/ubiHVGZIYggwVeBFMQ4jVQtC7eTQeps9zxiSS83onSL3dPFSfly8p9oN1pc+jvaTc6v8kzfkoId4Ji2Ka8UVcBqBgQV2sPu3mkSVRkrX1yTbOy3deMo0uZZfmJPTczUPxeYVoknIbsqpez91C8jROMvEMId4JsweTboBbQqwWQt7Ng+87lC2lJhNk3YL0ZxCy30pDys\/LrkMu7VDVFmTfJV+r8oQgfQVSBJ4QYrUQ9G4e\/NkkTVfVauZ8+p62IJuBLZ+XbVdmjV2ktQTZf7cQJlkI0jN88CIuA1CALlYnu3moxz6lSUi6Ij1pRPbczaPz86re2F+QOruFNCfblmcJ8U6YDc69CICU0dWCZDa+YoRNOpbWEl8Z7tUYpNlZrM3zKjZYdk\/f3TwUn1fsYu0jW1U+tHYLUZ0BgpweH5qMALQwrlqQDB4pfaF4rm3ALk+h7+bBxJefIYjnIDUafYrP2\/4cpM4YZ7OruU8XNATpCHgRhMLwakE+G1\/d49gcZWqL39ZziZV0gHlwwUyA\/17EZQAKDI1B9ptTUjQg42aLYchjbBAkMA8uGHugyQgCxbAglU89KIbSVPFbn56AIIF5cMEYB14EoTNZC1LxLrQggR8IF4zq+kF4n\/CmF\/3MJ8IR3owg0B6\/C8mkS9nYocqjGIMEfoALZjxoMoKZYVqQytmnqrWjp5jFKpvN6Go3j+aDeJ27XjCvejSLtf+uI9JdNdrKQac8G0nJklEVMxsKQQ4GXgRzxbggSVm\/KZ9W8PA5SIu7ecjf2vl8ZGP3Cado7Dqi+mUkpNbnl5EyL9JIinBVfiDIAczPi7gMQEH1I9p1RrQJejcP\/p3cY6KKXT6KVxu7TzhDb9eR7kHptnLo85Hlzw+pwpX5CfFOcAIWEAfLIcRqwauVdHTXYmVjCqOyyl0+JLtPeLgWq3KlJD5Ko2Xcttp7j\/JUPD+kDFflJ8Q7YTIgRbBMQqwWQt7Ng4nXb9cL5e4TrpEJsnXXEemSqbJy0CpP1VJ83Uv0CfkJ8U6wzQKliMsAFKCL1cluHqrE+VzUnmBiet2CbC8H1W4b0nIY1CJXJigNl+QnxDvBEgv0IgBSQqwWgt7NQxVNMSbanOzpSyuydYWI5rZW7Y\/D1uiWp8rTLf6W5yfEO8E48CIALCFWC16NQQ6Zxaqz68WAHE2DrE0m69JUzFwt39NWDr3KUzUrtS1clmiId4Ip0GQEQEqI1cIcdvNQ9QO2tRK9FiTJn+Np7QruLode5dnj+cse+QnxThgJvNhkgZcBkLKUMUgA+rCoCwZeBKAPIVYLECQwz+wvGDyqAYAuIVYLECQwzywvGEhRl1leBmAA6GIFoGZOFwykCIARQqwWIEhgnhlcMPAiAGYJsVrwbjcP3fi6q7Nr7m4xDa27eahWqedfkH2utl0+VBgpzxDvhArBi4F2DfkAym0AM7vehArIdXa08Ws3D934uvt7jdgtxB7tu3mM2udMOEvn5zVVniHeCWgyAmCVEKsFr3bz6Ijfcd46c0N2jnaD\/PPyOauLSbV0XPfn6r3ZlZnyDOhOgBcBmIaAqoUKv1bS0YyvEoZmuG9rsUqWmpOvb9t3G6y+rWVD5RnInQAv2iaIywBMwIK6WGUaMbSbh2581W4VuuHuaVlqTt7hzC2B2vW5FCvINzBXnt7eCXhUAwBXeFsttODVbh668WfaglyFVFnJ+N2Km7tntLcg+xf+PFuQkCIAPuBVtdATr3bz0I0f\/hjkitascC9Kd89o\/VwaH3NWY5CQIgBe4UO1oEvQY5DzmMVKnV2s3CzWjimq4ufS2gVyBrNY4UV\/CLFCBDZY0Bhk9yzWcbt56MafxXOQrbt5cD89lF3BLZ9X9TvAXnk6uRPgRQB8Zv6CBKAPU14waDICEAQhegSCBOaZ5oKBFz0H9QYoMNTFKllhzVQPoiocggTmsX3BQI0ABMe4akHywJupORMtczggSGAeexcM1AhAoAyvFuQrjpmadd\/2FAAECcyDCwYQLgNQYqiLtfUJtuHPbbc9Rx76bh49dr1oNMrlnc1uMLU7hyodrc+rSr9tV5D6BEw5o2YEAAgYFqSplb9aVyILezePvrteqP52\/SCkqd05VOmM+Ly9zsv+w54LggQACCyiBdn9HOR0u3lwa7AJy\/nI\/u5a1HtqTO3OMeSLb6eXHpsp5rl0JR3VjYFwhCN8fuFsBIH2+F1IFlTxawzSt5V0lG\/hOwWlWqjF6X4tVj4\/nWJrXQVItfxC3yXLW9KX9EUkmawvGC1IAICAaUH6N4tVGIxyvJsHE1s8MdO2zBJF49WLMcgVXH5G7M6h+lxan7evYvm+cLYLF4IEAAgYFyT59hxkZwtSUbdO0IJkFzBtb4E1dsNw3II0tTtHM532cBWq9Jvh\/LfNeB2CBAAIhFgthLybh8ocQgusMZ3F26ZjyYDdOYw0HVvSl4Yrx55DvBOAcXAZgAJDY5AOCHsMko3HdPGxu2E0ZnW6nrnKosqP7u4cqnQGfF7VVB5pOGaxAgB6EmK1EPpuHj2ed+SGYh12pTYwtTuHKp2uzystf40GpJBPPAcJAFATYrWAlXSAeXDBAMJlAEqW0sUKQB9wwQAABEKsFiBIYB5cMAAAgRCrhb6CBAAAAMbg2nfaQJAAAACmwLXvtEEXKwAAAOuE6BEIEgAAgHVC9IiWIDv2fZQ+\/6h+0pB7nB8AAMCMWYQg1SvmZEmcJLEQpDZgnsZx3LIrBQAgaEKsEIENFjIGqd73kVa7ZuQpZ8gWQRYvud+TEQAAgH2WJcjG3rnlQuH8toxy\/VUpwZAAALAARgtSaH8R6W9fpcuYMUjmzLXnuM+gEGRjfw0oEgAAZs04QfLbz1ZBmhsg6zKwBSlYTTV7p3WSDgAAgKUwXJCrPW3TpGVno3o7hdbtAjUZ3MXKnpZv+TL\/QZAAAADIQBdr69a4XPOtZcN5PUyMQaq3vIcgAQAAkHFBir2n5auq8EGMmMVaPvfYHESsQuqRUiMDpgAAAMJk9i3IqVGdF+EIRzjCEe5nOBtBoD1+F5nnY5C+0Cx3Q18AAAAAK5gWpHezWH2hJT++ZRUAAABZECR59hykF\/Rp10+TEwAAAD0JsWaeoSB7xgEAADAZIVbLgQmyf078yTMwBb5TAMIlxPsXggRhUHyh+FoBCJQQb97egvTj0MqJP9nGMf6IGn\/gwIEjoGPWgvSAAdnwJOdgJML3iK8VgOAI8baduSAHvwt4RfNLxNcKQFiEeM8GI8gxecAaAkEzeCEPAIA\/hHjDLkKQVQo+fBCgC9aFAGAGhHi3LkiQVTo+fBzQE6wLAcA8CPFWDUOQxjMATQZBz+8IXyUA\/hPifbpQQVpNNji8LQc89grAbAjxJu0rSIdNLnvnDfELs4GrL7f9vFpZwlfpIfhSQIFbg4whgBYkBGkVVyvUVGdU3Tm6WcK3CYDPhHiHLlqQthP36qQqWFE5OW\/1LxuCRSEAmBkh3qG+C9L2qZ20nPy5UFytUNPyaOOYFq0\/BQsAEAjx9gxPkGYF46rZ5ImYnQjS3pMbNvLv1Q8aMHtmfL2F+Lm8FuQE512OIKV0KnOCM4aVPgBgGCHemxDkdB9t5BibcVr6Oac\/aVinAADoEuKN6e9jHs7Hw2yfxfnlMr0gPenCBdOALwIU4DEPw7hq2E15Cp\/nBlsazDOepg\/nAgD0IcS70kdBzux0TnoyO7E3U2aC1Hw7HQCgkxDvSu8EOb\/WKgRpPDU\/zwgCJdDev+AIsZD9EuT8ZgNN35PZh57nNZU9Jx8zxLsRTA87sRymtEqIZeuRIB0Wn6VTT9xK60\/\/846sMtzWOCHekGBKVJMDcOXYIMRS9UWQnvc3WkozlKbVsLc4vx+cZwB4TssV4sMFPDNCLE8vBOm84IxnQKuJZvbUls6o9S7nX2iBJ9kAfuLtT9i5EmJhun8O0odSczghJRRBUr\/f1L797vYqM0vD58L3+Sfs\/Ah3fNd9C9KTUnM1ISW45x+EFCKekYkbx8MsAed4fpPOlRCL0bEg\/SkyIzmZoPdyJKY+prdGFPA\/h2Bi\/L9J54rpMswS4ed5lGTSl6pgfSDIFcabVlOe2rcT+cMCP3ITFAILBOkKm2WYp3EUp3n9X\/3PKFwK0qtrbmRmxrwdgrTKMj81C0qgIoj7dK7YK0Bej0RZMqbVyAJBrnB750xTFF4V+GQs81OzBNEZPgGh3KdzxVbpiXqkPI3jODbQwepQkB5eag77XiBIeyzzU1cUH3\/hhVAQ0K06SywVXZYIEszTuA7Jkiga0d3qRpB+XmQQ5CxZ5qeuqD7+wsuBAl86cQbYKbcs6RBgZ4Q29J6D7Dl3URVBda92xp8mvLMqaYa3\/zyfPh2EN8NVpe1bPi2FVzcsysGr\/Mw4nI2gJY4hSPQnBE0iyMH5b+Lt7y\/djAVXLN6WvG0W+8GJ\/+woBz9TWwg2Ci1P4+YgI9vpGl4Xq7fXlp+CNPXLy9tin4DFfvaeXTVLYCGVmM\/YKDRF8zBPqzk64573mFqQnl9Y\/bNn\/IM067KWzrHx6S+KxX72\/t2qsweCdE6IhQZBcvTMnqVPUenQxg9\/z0veKov97BBkge2fs6APIRbapIL0v4CcC3LweHifxEemEDTL\/Piq6SrT58QtNj7yAotxJCGW2ESCtDWFyTR9Munkg0CQI1nmx4cgCyBIHwixxKxvdxWKGivac+vqs0CQI1ngx2\/5yNOUhj9lDkG6ZYxB3GK3BRliiUCQs2SBH9+5IP3h\/2\/vzK4l1WEoykuLrxsNcbwQiIZkCKb6gyrwIBvPluyzF6tXXyiMJBsd20xVbxoAgUgMVy2BFNpf+HBNKxDITCZ0n2dXrz31PJ0nhkWQGK4qAikxEDeuyzbdnco0oLv93ZktAhDICwgkEySGCwJpYj9iwcQdCGQmU0WA7e1m7anq5iQxLILEWJUXSIlRMLhdYOULBDKTqSIAgbyBQDJBYqwgkAQ877mCQGYyVQQgkDcQSCZIjFVhgZQYAhueXuRYxdOj9swTBwjkRW0fZ4hhKSTGqvBzkBJDIAUIZD7zxIHD2coh2g1s4OAmc3jOyYWAEaQkksOLermYJA44YW8gkHyQGKiSAinRf1lAIDOZJA4QyBsIJB8kBkqeQAodqhchRyBnjttNQgQkxg0CedHMu4IHktjeApHoVzGBlOi8ODCCzGeGUEAgLyQK5MBIjBIEUhIQyHyGD8VsD2V5gECyQmKUIJDCSIszaudm+FCMJ5Ai+oUiItkXiSEq85iHRM+FAoHMZPhQ8BHIUoVDIKUj9x6IMiNIiZ4LBQKZz9jRiPWOfzTScmtjv\/iHsTsSQ1RAICW6LRcIZD5jR2MwgbzMg0AOgMQQQSCFAYHMZ+Bo8BeSWKQIZJcjykJifCCQ8hhsiNCFUWMiQkiiuM3j3+yZR7I7EuOTK5ASfZYO\/0zBn1FjAoG0d2wJ82D2RWJwIJDyEJEp+DNkWAYTSNU2PnfnMjyuCCQGJ0sgJTo8ABDIUgwWGRGPQ0RhGBZuZ0eP2AazOxIjU\/hzV6ABEMhSDBYZbgKZXywEcgzkKkjhz12BNoiYbhLBSMHhJpD5SBTI7kdnS4WwHNuisB3EBmVlAhBIkUAgCzJMfAYTSNKqEFM5uMPBBm6Uj8m5r+t+UquX73rlv0lAIEUCgSzIGPHJ8YJnBCCQg1E+JsdGDRDPfVVWH1uOQkIgRQKBLMsAIYJARv2mAUzM4EPxgJz7uq6rNZeqS6Iul7FAIEUCgSyO9ChNIpCe9SFbG8PKmO6Ujsa5r48sHtvylUVzVjVrCAmBFAkEsjjSo5RpPzf3PfZAIIVSORq3EPYYQRr4C43t+mF9wnpPRbju\/WNlP9YXXH+tySnH9f+ydhaxx9Oe8+NQfH34eTrMevUHUcIRiTE0vP\/ENUgQ3B1D3UUhNFz5ZnNzPGGYyM2FC55WdaF4KI6NmmLFXazgA4GshsSIQSC52a\/C2baWVIjDud\/36OgyiOcgZwcCWQ9xQYNAcrNfhbNtLZEYBwikVCCQVREUtyKmsvI3xJiQi6Z84G9hAyQGAQIpmNg8AqKQErrJBZKV5S5EGFkbiUGAQAoGAlkbEdErZSQfZ8MbNh+b\/UixsyoSgwCBFAwEsgHMA1jQPD6ehl8+4GOzHyl2VkViEPC5K8FAINvAufFzFsi0AsP3YlspJLKsLYtcBcEIUjAQyJbwPMk5C2QaTMwozqh+hSMxAhBI2bxWDequOKxkEgIphVH9CkdiBCCQsoFA9oKDTJY1oLs7F0zMKM6ofoUjMQIQSNnEPk8NCtI9vOMJJAcb6jG2d69IdB8CKRsIZEe6h7fxbTUN\/O0e0qqM7d0rEt2HQMqme0abnI4RrnFoT5ltppTHbrFje\/eKRPfxmIdsIJB9iYow\/xnRsgKZYOHYLXZs7zzIVRCMIMXjT2otLZmQWIEsKKgtBfJeX7VFzdBcZ\/DRhUTfIZDigUB2JDzCsRqzvL1KDQIpkRl8dCHRdwikeCCQfYkSvMBdXn9cqWZfjwWBzGQGH11I9F2eQAqdy65HoEAibmm8xi1BIP172ZtsG+pVJXn0BsetXTgfXpvTqHGQ6Jc8gQQGGEH2paxAhnd3wqyL5tXOloPXIZnHUwOJjkMgxQOB7EtIkAOnScOnXiGQcpnHUwOJjkMgRyBhOAIKEnVN0bU+fCTabJ6z++XPIZnHUwOJjuM5yBGAQPYlWSDvTVE1JUUga\/xyDCb0V6iCYAQ5Ai17+sAmRyBDdm9JyCxucYNZRaABs\/l7IdFrCOQIQCD7Ikj\/XoFANmA2fy8keg2BHAEIZHdGulXqdTasrEfi4pPPhC5\/ZHoNgRwBCGR3IJA5hytYmhQm9FqiyxDIQWh2Oz4gGek+qeQHV+odbjwSvJYeKIn2QyAHAQLZFwhkvWMNSazjCXc7c0Oi8XjMYxAgkN2ZaqK7lIiOGp9XphJIuQqCEeQgQCC7A4HsUohc0p4TlRs0iZZDIAcBAtmdqaoAAplPmkBG7ciKCmaf+3qPTrfjWX9si4K6JRII5DiMcRbJZSqB\/JTwbuz4hJA8Cy0xdMVtPrZH\/I5tWdb9vP449\/X+fx4QyHGAQHZnqirI9G7s4IST9kSNxOiVtvnYFkUGz31V1TJj1KgCgRyHqbIzT8a4VhQIBLIUnlCkbeJJVYPV0eS5r+t6z71mSSUEchymys48maoKIJAFSZtHlRXDetYemyqE5746pl7jgUCOw1TZmSezVcHr9OBIM4RVSb6ALSiSdUw999UvgfpMbCRxz0He+AuNPSuwvsj6+09XHTGxc+z1d\/DDU57c9S5PP3oc7IaK9mmvV89fci9\/nJvZ+bresC1cOOLRh47PSlURmwhkqgOgKcY5Btrj0YzxiJJSdeUk8Ykl7fyVEszidrqmT513t8YDgRwKCGR3IJD+9XVGEuOQ1n5EhLSwkeozkF\/0y5AXec97QCCHAgLZnakE8pN08Wye4KSRFh\/+UeVvoQ0EciggkByYapDkupAG2sO84XG2zQUEciggkByYKvi4ssgNtrXA1jAPEMihgEByYKrgo8kxhGdd8LTKDz53NRqzXQMD3XE1OTTCjrAKvlwFwQhyNCCQoDFCc9\/wcKsX855TCUAgR2OBQIK2oLFx5s71vQ2BQAIGXPXa2woAAC+6Z4Y6ErbuJ\/FE5LWBelbSV5D9ewjkaFz12tsKAABHOuaHFPkLEDXylQHLuh9njEA6fg+BHI2rXntbAQBgSq\/8kCGEtKSdn8+57wchg+t+7OtGbXGV5fg9BHJAUF8AAA9dUkS+JlIQsrbu5\/d1rGEC6fk9BHJAUF8AAA9dUkQZQTSxZG07ro98hAqk9\/d4DnJAUFOAA2iHnGlZO5ka+KZvqqwpfwYJ5MvvMYIEAIDpCM\/qpfJ\/KUl0KtxifxvyQ9\/Cs4T+HgIJAADTEZjVCyb\/FgIZtiW8JAgkAADMSEhiL5j8UyUwXtbcW7bj873iGPZ7eQJ52d3bCnkgbmkgbqAlLdvb64HKWhIrfRyQJ5AAAADyeU3sZTN\/X6lLAwIJAACT4sntxdO+RB3BYx4AgCogY\/CnjUDKVRCMIAEAYF7I9F4j50vUEQgkAADMCwTSAwQSAADmxU7vlRK+RB2BQAIAwNQYGR4CeQOBBACAqVEzfL1sL1FHIJAAADA1EEgXcY95gGHo3fAAAIy4ckLVzCAx7WAEOSOXRGLBggXLb1mUf2sdonfmiwYCOSOoUACAQe200DLtPC8kJz5oFUGUQBqvOl\/307JJX3dsmeYZnPtqHvRrVdHDNIf067vBCrOrBLJBKOuVciCQAACDYQRSSZvBGdRBtEDe6dc68rGt27Yaqwoq15XrLWfPfV3XvCD0xeHX5\/M59y3Ms2O7dVGrFmW99n8IJGiL8c33B29P3+44OssB\/GmVdjSd+hxbjjikC6Tx1+fY1v00WnSCQCrf6lJ2Pfd1WdZ9t329DmHYIga3X5\/PuW\/7GVS7WpjVUEAgAQfMdvhr0t6ePtFxdJUDRNAq7ehJM08bSo0gf8qoK2SsQJrDH0IN7ZNoOwzTiM9nMhdPwtVzX7\/f9ozLAvoO+qdB7yhAIEFDXAnL3dOnO44lEx9oT6O0Y\/a1soaQOdcgjRHe3egfayIF0mry5+kVSOd0ojSsKrwDF1O5txpqSefpcT8FQSBBL5Tz9FXwfK1f8vk+KRONII3W6bp7J1cgTcLkQvwIUvkzvvej3LPkbChmeACog93QF22mx9\/Td7Z+rRw0aTnEZLJkWFyDNCZE9ESspPd0gTz3zfQrz1e++OZFl2V5udhi9it+pRkJSPmzVUsF4OY7bapfUkwYQdrlABk0SzvM7mJ1Jei8a5B2J3EWgQzb4vqVcvOC9gCMelMDBBK0hTqb33v65JiS\/XwQcNAy7XR7DlK7b3VZ1v20Lwbca6yxkHWHt2U9fRfrsxECScaNft4Rz0ECDrjuOH3r6ZutH3euikZi2sGbdGYEFQra4b0nwNvTt+dgfR1uwByJaafwy8p7uwOCQE0BABojMe1ECORrWRL9nxPUFACgMRLTTmGBBAAAAEiqC1ppSo8geS8X\/31GW4Q2vlean79V6N7scR5Nch51auA+eockFwjkCMsYbdGm+elche7NHufRJOdRpwbuo3dIcsEUKwAAgCpUV7DKiLxJZ4C4dwFxSwNxSwNxSwNx4wMEciIQtzQQtzQQtzQQNz6MIJB4v0YgVAVFvOve\/nztJKhxS3iFVdHPhksis71NC\/IbHwYQyGNbt23S1B0HBDKNO25JL0GeVxIgkGkgv\/FBvkAe27qfRu4+tmXbfl19+3XHv22znahvCct6ebQeoOkFUn8JrhUtcmhJfKRzGgIEUn19nN70tkJvmxYI8hsfpAvkr+XoLUidlDBf7T3xhAUEMo1v3NxfrTG\/3G29L37OVPUqkOZXaKgvz0z4YWTkNz4IF8jndNNakJbb7W+QzNp+IJBpvAmkJYHnCYH8BLQ3NUxqe9PO0flOWOQ3PsgWSOP9\/mpv1NlkJm5AEMg0ogVSAwKp4pyYVucEtaY33wmL\/MaHkp+7ai6QesZW\/kIPi4SKm1Mg7bw+u0A6r0HqoTr3TYsSBNLR3oz7nPQRJAQS+Y0DkgXSfU3oZY5+1gZ0V5Dj6pkam3NfzWs\/0wuk8y5W9Q\/rm\/cQSEd7s\/pjCykA852wyG98ECyQ9tX7e82xLdt+T09YP5q1AenXNqjoqOs3TLF+URu26zlI112s96YJQ\/fa3pTV63482gmB\/CC\/8UCwQHqY9tFsP80qaDAQtzQQtzSQ3\/gAgZwIJKw0ELc0ELc0kN\/4IFIgX0EDAgCMCvJbMyIe8wihtzsAAABAGd4F8voPFixYsGDBMtviE8i+6g0AAAD0xSmQWLBgwYIFCxYIJBYsWLBgwUIsj0D+DwAAAACFv7+\/5Q8AAAAAFnhUAwAAACCAQAIAAAAEEEgAAACAAAI5HNdnOJI\/xjHAVzxquGCX2TjCFevFKHqAFgBAGYgv1HT\/fgpti\/KFITtTPa+\/s99a6PpkUQbap9Gdpaq\/Mr7hRu5pvHPRtbuB9mm974pXgfRspTeJSpqsBLKUsgbVS1LR0MfiXClJ\/7BxVv4pXqDrDa\/2Z7fUA1bPZp69XI0y0AAVTTGW56tihIXEx9OPreercfVP9x7bup\/2ykX\/eq32OTnK+IJfsbU\/LexqUsq35o1P735\/rX9U3axjenfKnnXVNlcZQYrKmqwEMqSo9L1KiJudlPBu7EzOfV3WddVSVrZAFiuQyDbPURzF1s9m73sRhgUb4NrrzULyY9ZqObp6qyfg\/f9zX9d9f3o02odRT22NPiAkwkR+ANSy7+bjNEsAAAVjSURBVNEkZ4eHLuAxdbGGXW89FdNnpbPxmpceD5RqJL4h7nDFLfDXkbWouQRSraZnq9VHI0Kkd7jW\/VR2M\/12NgZiLkD92LzdzPZtWZZ1VT3Xv1VvHt8\/C2KcP8r\/zSIJM5SI2Ufxl+zZ0eUIyXu9bJtRTY7Wbpx6Tn30+5WzlfDNiAw5X\/Q6nrDKIetU+fzwdtyFFu1S\/Y5yR3LdtlU78V0tzWGJu0CrWenJwvlFZTvbXD8N6B9Vy2aBeykNOMIAZa+3AZOyfTH3dVmkaCEhkMb4zvXVa6W2aIEkLSdW\/goKHBqqArlYToXK7D2g1bLq9ovByzToE6voJuUeQf7qwK4XUiBvL79b1YLVkNoh0otTanS3BVJvDGbVW\/sSvzFssNIr1aKUaJL9lWflNei+9duqGNIMJWLmUfwle3Z0nBo0IfVi\/KnsYtS0rjqORhjkV9JWHevsI2NFtdXwcvQ6VVXYzgYFuI78M\/7Y1v24bXlraZ4xAl2g+ptf71U5ZRx5ydhyW\/UukNWymW8vNSpPA44xwBDIG3pYqo0g9V2oLKNkT8cI0nG+GWvemmHYAPI5F4j+v2so\/IwgTfuDJ5UUNSS6E5vTMeXM1XwxvHWZ4ZZvPQ2pvVHXCNIUUdsYOkQugfSY9KGr3tyX+g1diKqP1C5EZqcsO\/d1O34dml9Rga2dPkpAyfSOMadGSL3YAmk7ZeDWxxe\/srZ6LHBUpe\/EcZcTmMHsQGbytfb8zu+oDSDKqpACCYfVUyZorKYPFvzJsFo2c+z1y+zexB5hgG2OEW7NQusu1nsH7XA\/Q14F0q42Ta3fpjLI6NECaaVF+pf6epf9FQVSr4HoPhc90n4KsCMbLpBaFccIpHJkojlrjcE2UN+X\/I0lx1pniNxF9cWR7K5yvsla+yO4tTuO4ivZs2PUqVFHIL37e\/3K26pZ4Jxx0nO+3xd\/Of4MZnueiXq0VZ9BiLIqpECtHT09L1pDH9RsYzZE\/x0xlbKZey+y\/DQDXss1LbQf81CqIrCf7hfI4PGZdiCfD6qO6opaWSA\/0VOstuDrU1gvNervbTmyYbhARnRm6fxx2rMlZplO83\/7Ur+h8rSVe927uJLdd2ZK6WX\/KtTZ2j0RU\/\/vL9m5Y8ypkSmQdCP366PXr8yt6jEDR5CxAhlYpw7Xs1ATjpE5o6wKKfBJEsqe576u2+ZzyTPC8ww662WzkKPb7kQZ4Cp2URKLuc9yrdc7BZZuaJ335+QmLkxenRF3T+6+y9TVl9D3j7yLNU0gHTZ7O9xPn8vsAOpl+Po8Zg3as13eGjYPqp9sIQJpzpb4zlW9w7kRaymr7Kq39yWaB+Wacgsf2aLUTovjIsfT\/b4L1e5cI1o7ETHqKJ6SvTtGnBoB9WL+qSdMLQ0QZy7VjH0Ry9qq+GiffUqzfAJEtdWXcgLr1OF7Dj61jrEqoEC9YD0v+jyKFcjK2YzaSxt16I2CuPPgxQBlL0NV7Qam8NykQwyudRUw1m072bnTdnPPAfgG28qv6VkAOyf7pgYe59S7NyldV0p3m2fF0VX1alA1s+8Neu3bsyT07orFZEckQiCVo9y3i3oyyG2fGlLDa09jMI5I1i3douwYEy3qLtndddal0yjUbu3eiOlHcZccsKPhSJRAavVi\/Ok4MdRMYfRDyHGZM2IZW+2pOi32arO06le9tfmlnMA6\/RBNLgufQMZYFVQg3bBeRoJEu\/DuVzmb0XupDdjZeMIMMPqFHj\/0DdLepOMaI7ZFC2Z\/c0pQNkEADrzVqW\/0yQSXWqCtvsCxMiUiTSDVISzqPxtF6RHO4XgREgH6aEwmo60GwmMcMQLyBBIAAABowD+bWMTE6dYn3QAAAABJRU5ErkJggg==\" width=\"486\" height=\"704\" title=\"\"><!--more--><\/p>\n<p>GOOD TRADING!<\/p>\n<p><small>Trading Futures, Options on Futures, and retail off-exchange foreign currency transactions involves substantial risk of loss and is not suitable for all investors. You should carefully consider whether trading is suitable for you in light of your circumstances, knowledge, and financial resources. You may lose all or more of your initial investment. Opinions, market data, and recommendations are subject to change at any time.<\/small><\/p>\n<h3><strong><a name=\"two\"><\/a>2. Support and Resistance Levels &#8211; S&amp;P, Nasdaq, Dow Jones, Russell 2000<\/strong><\/h3>\n<table class=\"blog_table\" style=\"font-weight: bold;\" summary=\"Support and Resistance Levels for trading - S&amp;P 500, Nasdaq 100, Dow Jones, Mini Russell\">\n<thead>\n<tr>\n<td width=\"168\" height=\"43\">Contract (June 2012)<\/td>\n<td width=\"104\">SP500<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"104\">Nasdaq100<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"104\">Dow Jones<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"104\">Mini Russell<\/td>\n<td width=\"104\">Dollar Index<\/td>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1352.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2728.50<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12813<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">802.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.29<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1348.42<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2668.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12772<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">796.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.07<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1341.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2704.50<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12713<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">786.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.93<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Pivot<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1337.42<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2644.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12672<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">780.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.71<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1330.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2680.50<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12613<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">769.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.57<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1326.42<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2620.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12572<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">763.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.35<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1319.33<\/td>\n<td rowspan=\"1\" colspan=\"1\">2656.50<\/td>\n<td rowspan=\"1\" colspan=\"1\">12513<\/td>\n<td rowspan=\"1\" colspan=\"1\">753.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.21<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3><strong><a name=\"three\"><\/a>3. Support &amp; Resistance Levels for Gold, Euro, Crude Oil, and U.S. T-Bonds<\/strong><\/h3>\n<table class=\"blog_table\" style=\"font-weight: bold;\" summary=\"Support and Resistance Levels for trading - Gold, Euro, Crude Oil, and U.S. Treasury Bonds\">\n<thead>\n<tr>\n<td width=\"168\" height=\"43\">Contract<\/td>\n<td width=\"130\">June Gold<\/td>\n<td width=\"130\">June Euro<\/td>\n<td width=\"130\">June Crude Oil<\/td>\n<td width=\"130\">June Bonds<\/td>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1608.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2970<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">97.62<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">148 4\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1597.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2938<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">96.73<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">147 10\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Resistance 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1577.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2889<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">95.44<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">146 25\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Pivot<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1566.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2857<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">94.55<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">145 31\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Support 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1546.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2808<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">93.26<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">145 14\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Support 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1535.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2776<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">92.37<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">144 20\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1515.7<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.2727<\/td>\n<td rowspan=\"1\" colspan=\"1\">91.08<\/td>\n<td rowspan=\"1\" colspan=\"1\">144 3\/32<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3><strong><a name=\"four\"><\/a>4. Support &amp; Resistance Levels for Corn, Wheat, Beans and Silver<\/strong><\/h3>\n<table class=\"blog_table\" style=\"font-weight: bold;\" summary=\"Support and Resistance Levels for trading - Gold, Euro, Crude Oil, and U.S. Treasury Bonds\">\n<thead>\n<tr>\n<td width=\"168\" height=\"43\">Contract<\/td>\n<td width=\"130\">July Corn<\/td>\n<td width=\"130\">July Wheat<\/td>\n<td width=\"130\">July Beans<\/td>\n<td width=\"130\">July Silver<\/td>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Resistance 3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">593.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">605.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1415.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2956.7<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">589.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">602.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1406.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2928.3<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">586.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">600.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1396.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2874.7<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Pivot<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">582.9<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">597.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1387.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2846.3<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">579.6<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">595.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1377.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2792.7<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">576.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">592.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1368.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2764.3<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">572.8<\/td>\n<td rowspan=\"1\" colspan=\"1\">590.3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1358.67<\/td>\n<td rowspan=\"1\" colspan=\"1\">2710.7<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><a name=\"five\"><\/a><br \/>\n<img decoding=\"async\" alt=\"\" src=\"https:\/\/www.cannontrading.com\/images\/divider-black-190.gif\" title=\"\"><\/p>\n<h3>5. Economic Reports<\/h3>\n<p>1:30am EUR<br \/>\n<strong>French Prelim GDP q\/q<br \/>\n<\/strong><\/p>\n<p>1:30am EUR<strong><br \/>\n<\/strong><strong>French CPI m\/m<\/strong><\/p>\n<p>2:00am EUR<br \/>\n<strong>German Prelim GDP q\/q<br \/>\n<\/strong><\/p>\n<p>2:45am EUR<br \/>\n<strong>French Prelim Non-Farm Payrolls q\/q<br \/>\n<\/strong><\/p>\n<p>4:00am EUR<strong><br \/>\n<\/strong><strong>Italian Prelim GDP q\/q<\/strong><\/p>\n<p>5:00am EUR<strong><br \/>\n<\/strong><strong>German ZEW Economic Sentiment<br \/>\n<\/strong><\/p>\n<p>5:00am EUR<br \/>\n<strong>Flash GDP q\/q<br \/>\n<\/strong><\/p>\n<p>5:00am EUR<strong><br \/>\n<\/strong><strong>ZEW Economic Sentiment<\/strong><\/p>\n<p>All Day EUR<strong><br \/>\n<\/strong><strong>ECOFIN Meetings<br \/>\n<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Core CPI m\/m<br \/>\n<\/strong><\/p>\n<p>8:30am USD<strong><br \/>\n<\/strong><strong>Core Retail Sales m\/m<\/strong><\/p>\n<p>8:30am USD<strong><br \/>\n<\/strong><strong>Retail Sales m\/m<br \/>\n<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>CPI m\/m<br \/>\n<\/strong><\/p>\n<p>8:30am USD<strong><br \/>\n<\/strong><strong>Empire State Manufacturing Index<\/strong><\/p>\n<p>9:00am USD<strong><br \/>\n<\/strong><strong>TIC Long-Term Purchases<br \/>\n<\/strong><\/p>\n<p>9:30am USD<br \/>\n<strong>FOMC Member Duke Speaks<br \/>\n<\/strong><\/p>\n<p>10:00am USD<strong><br \/>\n<\/strong><strong>Business Inventories m\/m<\/strong><\/p>\n<p>10:00am USD<strong><br \/>\n<\/strong><strong>NAHB Housing Market Index<\/strong><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Jump to a section in this post: 1. Market Commentary 2. Support and Resistance Levels &#8211; S&amp;P, Nasdaq, Dow Jones, Russell 2000 3. Support and Resistance Levels &#8211; Gold, Euro, Crude Oil, T-Bonds 4. Support and Resistance Levels &#8211; Corn, Wheat, Beans, Silver 5. Economic Reports for Tuesday May 15, 2012 &nbsp; Hello Traders, Cannon [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[67],"tags":[149,134,602],"class_list":["post-3609","post","type-post","status-publish","format-standard","hentry","category-future-trading-news","tag-commodity-futures-broker","tag-futures-trading-brokers","tag-futures-trading-online"],"_links":{"self":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3609","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/comments?post=3609"}],"version-history":[{"count":6,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3609\/revisions"}],"predecessor-version":[{"id":5479,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3609\/revisions\/5479"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3609"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3609"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3609"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}