{"id":3562,"date":"2012-05-04T00:41:42","date_gmt":"2012-05-04T08:41:42","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3562"},"modified":"2014-09-12T04:53:41","modified_gmt":"2014-09-12T12:53:41","slug":"monthly-unemployment-numbers-tomorrow-support-and-resistance-levels","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/monthly-unemployment-numbers-tomorrow-support-and-resistance-levels\/","title":{"rendered":"Monthly Unemployment Numbers Tomorrow | 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 Friday May 4, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<\/p>\n<div>\n<p><strong>Monthly unemployment tomorrow is sure to move the market. Big question is which way and how big of a move&#8230;I wish I knew.<\/strong><\/p>\n<div><strong>Be careful, moves can be quite volatile so make sure you know you risk before you &#8220;simply&#8221; decide to get in!<\/strong><\/div>\n<\/div>\n<p><strong>Below you will see the daily chart for the mini SP 500 , followed by the hourly chart for the mini SP 500 in hopes it will assist you with trading levels and direction.<\/strong><\/p>\n<p><span style=\"text-decoration: underline;\"><strong>DAILY CHART of MINI SP 500<\/strong><\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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0ESKiu27ado8L47uIiFYty4V6z157XZR5dPW5pR5qUaj37rPPpSfcTUS05kKNUBc91Gsv20BEP738hFIPNRfq7I\/bdjzoyiU\/IiK67dJcqOmBhySn3UtEdNu3IVQIFUK1EKpy7Neyh\/rLf7tl\/6+tCv6vVS\/+k9VXfXdVev+qd35gZfDfVgb\/99r3fix97NFnf\/6znz76+OPxKc+uuvU\/anuoOfl47ys\/+z9etduLv3jn\/IOnTnh\/ZQ\/1y7linz7pHwWhbnLUSQ8TPXzNFq\/TC3XF+b9XLdQ3fPEPN73wB2I+r79wZtP1GzKnPrjsoiXrieievcv3UG+4WD0pafOTT3uEiOjaQx33ULPu6fIjDzMR6vYXPyvktUqoB60iIloRH7vptsd+7Fvit4iIaPX3su7p9cfrhnwvOPdxInru3H1PetO+a9dTNur7ja+uISK68STtkO9CqDtcMwvf8eILniSih77+idOiK58v5uS2H5oIddfvijPgNULd5fqVRETrj9n1ioufIqL1x3ymRqhxFrj0gm33uHDbZY8SEd1180yod93yfnOh3r3qQwZC\/dLyRaezWqiZRG+99ModD7ryE5lH7719p\/wPCBVChVCH6qE+98t\/W3Xw4av+24tXBb+5eovt1v7LfWuOOG7V7\/3Zqpf88ep9D151371rTzj1jldtevdrNnvme9f+h+E9VPNZvsZDvlvMZ\/m+pKVQ81m+H7\/uQSJaf91eyzYQ0YPLjn9pmA35EhHRDRcVh3wrZ\/nOPXrKUEL90MXPEtHDl5z1uq2POmAlVQj1o5c+S0S0KsnuoWZCzXqo+T3UGqGe8GMqccNJVkJd8qkrnieim6647RGiR6645O1zoc56qNX3UIUh312yP7572T\/889lH3k56oc47pnesJ6LHrr5SvIeqHPLtU6hfvO6nRPTE8ms\/+uXvfOMeglAhVAi1Z6G6uYf63AsvrL72ujUXXbLmokvWXvyttatXr7173dpbb1u79ta1d69be+utay75zuql56695DuPpj9evClpBELNhn+vv3A2xXf98i3DL790Nt5rJNSXfe1HD55\/stBD3XjapywmJb3ysPuIiG7+ToVQP3DRM0T08EVnKIT66C0fEoSa\/fHwJWfVDPnuuXI9ET228qP5pKTZDdT0IEGoH\/\/2s0S0\/tvnK4WaTUdaf9kF2WMz2agvrfm+xZDvDks23\/+2Ryjj+Qv2P+3tixuoDx1mOCnpyTt2ic464naaC7VyyHeXZe859K7HZnt84eJDDSYlVQz5thfqhnv3FYSa\/fHE8mvbDvlCqBDquISqm6\/rVqjOZvk+99xzq9euXbvurrXr7lp7151r775r9a6fX\/3eD67e5kOr9\/jS2nXr1t55x9p169bceeeq1auff\/75msdmmgk1T0f32IwjoX5uhbi3xT3ULZdtWISuX77khuyvDUvOrRGqmNq1h86fQzV7bGa7C58heuaMT1c\/NnPGmeKUm0yoW55xViHwmCM32eqK+cE9+7BWqCvPeUz6Ij228mPbxdlt1EUBfPu8v\/3AeUsflyIKQr36BiKi587dd\/4cajbqSw98tTQp6VMfPTl7VIaIhElJ12SzfLO7p3TrtYtZvgfc\/oiwU8U91JzFYzMr5tO2Xni0Wqi7Ljsmq7Z33GD42Ix2UlJRqN\/c+5p8wLY0Kakg1H2vuUyobjQb8l0zn7\/10ycWQr1sv8XkI7NJSRAqhDptoTZ7bMakH2x2D\/XZZ1evXr02574frd5y+1VBsCoIVr9n+7X33Zt\/smrVqo0bN+LFDk5e7PDKLU4945G8e2r0YodFDxVvSmr4pqQrMiWtPBsvdoBQIVQeQrUa8rVSYydC3bhxoyTU225be\/lVa85ZtuacZWsvv2rtbbfln6xevfrpp5+GUN0IdecbH6JnztjZ4k1JEGpboWZDvk\/etRvelAShQqh+C\/UgYzKhWsVvthcjoT722GMrV65ck7N69Zrbb1+z7q416+5ac\/vta1avzj9ZuXLlo48+CqFyevUghIp3+UKoECo3oW7WMc32YiTUp5566kFjnnrqKQgVQoVQIVQIFULF8m1YYBxChVAhVAgVQoVQXQsVGzZs2LBhw2a7KYRqfj8WAAAAmDiiPRVCdXaTFwAAABgvZXsqhFrxJCwAAADQBcQNU6EOnU8AAAATgqN3rIWaRPMfD1EyWK4BAACMmvELNY3DIIzTwp8AAACAU0Yv1CQS+6VpHKKXCgAAoAPGLNQgCEoGTaKsj5rGYfFeMkRbBceKAroD9WGa4LzrmMakJJ1QAQAAAKdMVajooYIxEgUUqLYwHjpnAEyAsQsV91DBdEjUNoVQAeiH0QsVs3zBVEhjCgIKoqHzAcBUGb9QCc+hgmmQROiMAjAkYxYqx2PzFhSm\/8QhBQH1MwSD+jBNcN51TGOWLwCTIZuRhEEYAIaCo3cgVABKpBQGFISUZn9gOhIAvcPROxAqACX0U3yDkDATD4Ae4OgdK6HKD8rgsRkwUmZTfOUuaR6Iqb8A9MCYhRoEwcSF6vAmuVU6Q92cn\/J+04RC5QDvvOfqdrLS4MeL\/Q6y307z4+Hxmn99IpOSJi1UAGg++xf1HoCumapQ8epBMBkgVAD6YRJChTjB6In047rZR6j3AHTNJISKHioYPdlrksqTj\/J5SajeAHTNVIUKwMjIHz8VnKqc+gsA6IgxCxWzfB3CsaJMDt2jqB08M4P6ME1w3nVgli8AI6SwJCpWVwKgN0YvVAAAAKAPOHoHQgUAAOAdHL0DoQIAAPAOjt6BUAEAAHgHR+\/YLTCeRJiG5ACOFQV0B+rDNMF51zGRWb4QKgAAgD6AUAEYEUnnT6ACAHRMVah49SAYI2kMiQIwGFMVKgBjJA7xEnwABmPMQq2alIQeqiUcK8oEiQIKw\/l4b0jdvSUJ9WGa4LzrwKQkAMZFSqGwTFscYvgXgF6BUAEYC6ncJU0pxLt8AeiRSQgVQ7tgmkQQKgA9Mn6hAjAR0li+b5pgXXEAeoWjdyBUAFTgHioAg1Kc6soBu1m+wAkoTB6kFPbyVgfUh2mC865DlhTx2YyFOnQJAwAAmBCGQo1TikNFeBjLv4n18RdzI4SXo5Xv70TKj6T3qVkKFbN8AQAA9ICJUDMXKoQaUpIqhFqOHyULKcYppbF6L4vwkFKVpyFUAAAAnlIj1JBSojSmRCXUOKEwkoWqiS\/9GxEJPVF1TzcqveUbQgUAAOAzhkO+ZaGGMSURBZF6yFeKH1Ja+lcSaiFCQGFMqfD4XOReqHj1IAAAAKc0FGregzQRajYILAz5kn5AuBw\/Sgq7sJzlO\/Eeqm5yFsIRjnCEI7xZuBhBhZ1QF\/+aCTUQJhklESVyp1M5nqxPDT1UACqpvZ6xYcPWzWYvVNXjbWV9ah0ZlW6XlpRcdQsW91ABqCa7VKpIKIzr01HOuTcPBGBqNBzyrdRhOX5hyFec5RvGivlH4iBw8yHf7AghVDA1aoSaUhjUCzWJZi9dEhctNw8EYIL0I9RA8xxq5kvdUzQziunbCxVDu2BSVAk1oSCgOK4XaiR0N\/O\/zQMBmCCGQvVpw5uSAKikpodKlNYKNaVQeM9+HFKc2gQCMEk0c5S8Bu\/yHQAUJiN6EGoQhBDqBEE7oCP309AZsQY9VACqcCBUDPkCYA9H70CoAFThRKiYlASALRy900ioaZJgJApMg2ZCLXcu8dgMAFZMRahJFIS4twOmQa1QAQBdMGahCseWPTuDB2aaw7GiTJYehIr6ME1w3nVMaFJSGodBFMehYFS8ehCMF\/RQARiEKQg1nakUw75gGnQuVBgbABUTEOrCo4JR0UMF4wVCBWAQxi9UsV+axiH6qGD0QKgADMLohSq\/Gz+VbqQCMEogVAAGYcxCDYKg9Gb8IAhwI7UJHCvKZIFQQUegHdAxoVm+AEwKCBWAQeDoHQgVgCogVAAGgaN3IFQAqoBQARgEjt6BUAGoAkIFYBA4egdCBaAKCBWAQeDoHYtZvhwPz09QkoyAUEFHoB3Qwdc46KECUAWECsAgcPQOhApAFRAqAIPA0TsQKgBEpBUbhArAIHD0DoQKABHNxSbrrRTQ2X4BADIcvWM3KcmHG8VD5cHhfq3SGcHxstjv1IQ6tfPr4X47zY+Hx2v+dU9c0wD0UAEgIgz5AuAXHL0DoQJARBAqAH7B0TsQKgBEBKEC4BccvQOhAkBEECoAfsHROxAqAETknVDhWTBxOHoHrx4cAJSkj5iITZwJrNu62C8YI2gHdPA1DnqoABCRsdjc2tR8vwBMDI7egVABICIbsTm0qdV+AZgSHL0DoQJARJZic2VT2\/0C1nRxy2C8cPQOhAoAEdmLzVUjCKFOCtjUGI7egVABIKJGYnPSCEKoUwM2NYOjdzDLdwBQkj4ylNgg1AkSBBQELyKCTZXwNQ56qAAQEYQK+gV90zo4egdCBYCIhhZqaTdoaccPznElHL0DoQJARBAqAH7B0TsQKgBE1HSWb\/\/7BWAacPQOhAoAEfklVNxcA4CjdzDLdwBQkj4CoYJ+QTugg69x0EMFgIj8EqrD5IGf4PzWwtE7ECoARAShgl7B+a2Fo3cgVACICEIFvYLzWwtH70CoABARhAp6Bee3Fo7ewaSkAUBJ+giECnoE57cCS+OkcRjGqfqDQPGJIn4SzXcZJW3C0UMFgIggVNArOL+1mHknjcMgUGmT0jgKy0JVxBe8KynYNpwgVABmQKigR3B+a6n3ThqHQRDGcaQQahpHcZrIn6jjp3Eo9DMXX7ENJ4JQAZgBoYIewfmtxdg7SVmoaRxGifKTcnz534UubcOJIFQAZkCooEdwfmtpLtQkUrpPHb84ajv\/1DaciCBUAGZAqKBHcH5raSpU4V9ve6gFmhUEwhHub7g7oXa7X9\/KDeGNwnF+lRGsRDNHNtxiAm5OQaqKO6u4hwqAU9BDBT2C81tLm3uolZ8UQzHLFwDXQKigR3B+a+lNqITnUAFwDIQKegTntxaO3oFQASAiCBX0Cs5vLRy9A6ECQERMhBpgodSRgNNYC0fv4F2+A4CS9BEvhVr8EEIdCziNFfA1DnqoABARE6E63C8YFJzGWjh6B0IFgIg8FWqH+wWDgtNYC0fvQKgAEBGECnoFp7EWjt6BUAEgIggV9ApOYy0cvQOhAkBEECroFZzGWjh6B7N8BwAlWcFgDQ2ECnoEp7ECvsZBDxX4BYTa037BoOA01sLROxAq8AujhkZ8pkS3OdoxhAq6AKexFo7egVCBX5g2NG5tqt9xt2LTZxhCHTc4jbVw9A6ECvzCoqFxaFP9jiFU0AU4jbVw9A4mJQ0ASrICu4bGlU31O8aQL+gCnMYK+BoHPVTgF9YNjROb6ncMoYIuwGmshaN3IFTgF00aGoejr5pgxYcQKmgBTmMtHL0DoQK\/GKyhgVBBj+A01sLROxAq8As\/haoOHatQcb13D4RaC0fvQKjAL0YrVF1834SKlr4XUMy1cPQOZvkOAEqyAh5CrfrALn0fhUropHYOhFoBX+Oghwr8wpWnet2xeKO1ejPe7zBCFY8IdAmEWgtH70CowC9YCpXqnFqRvj9CLSSLq75LINRaOHoHQgV+wVWopHdqdfoQ6iSBUGvh6B0IFfgFY6GSyqm16XsiVF3eQDdAqLUEDIFQgV\/wFiqR2qa18c2z00VLrEsQF35nQKi1ZIp6EbHZLIQq4kMps96vVTojOF7L\/Vp5xz+h6j7yTKjS+a1I0HUdmF59Vu+3a6H6drxWXxep11gYBKkqPA6CUA6J5olGpRSqw0NNuJw99FCBd4xBqFbxB++hVqeGa78bOq\/P\/DER6sxtJaEGaRCEkghFvwZhEMSCZaO68Iq\/xV1AqMA3INSa5N22uLVJ4drvBgi1lmqhBmkQBEEQa4QaBUEi2y4MgmT+t\/CRuIsgNpCosLssDxAq8BcItSb5noVqGAdYAqHWYjrkWxJqEAdBUhKqXoTqOIk89Jyo4kfSKDGECrxDOaenHFL4yNmO+48\/oFAN08Hl3wEQai3NhBokM8lJ3dC0FK3wb1QUZ57O7FNlJ7jxPdSMoUt4JKAkK2AvVEfhHgnVKiYwA0KtQOwZWgt1\/m+THmq8CK+OX7hBix4q8BQPh3xrL2ls2LA53xoItThOGwh+Vd1DVZgyCIK02KMt\/hsU5wPn4RAq8AsPhVoRP5pdS1FSlU4SSRdeGJfCYyqQvIjCIHSRz4r8dxofVIIeai3NeqiL8MR4lq\/4t6LCTYIAACAASURBVBhHNZu3MLMXQgVe47tQhSHpJAmiKKAgSCl8ESVSBM0XUwpDSomIKI0pCCmlIKAwCEUlUxpTGKRdCrVBCmgEnAKh1uJWqC8ig+dQdc+bFu7FykCowF98F6oQP6JgbsEkyo1YkdEwCNMgnX0azyQ6i5+m84gpRTGl3gm18beACgi1FkOh+rNBqMA72Ag1s+PsnzTOB3L1GY3TWY+WiDKh5kO+0SJeHFFKnQq18dfRDrgDQq1FdTvUdzDLdwBQkhWMVqhSfCKKZjdTpSHfNJ7\/4aNQW3531DS6Be8gnVHC1zjooQK\/YCNUyyHfNA7CWAyPQ4rTefy5jyN5ECksTVaCUD0FQnUOR+9AqMAvGAk1SWZDtQaTktI4DeIwkEIUPdTFp131UIe6\/zp2uhbqBEXL0TsQKvALRkIl\/WMzUVGQSURBUky\/4rEZCJUZruothJrD0TsQKvALXkLtLlybnTYH7OpCRoNQAkJ1DkfvQKjALyDUmuz4IFS3SY0CCNU5HL2DWb4DgJKsAEKtyQ6E6iUQqkP4Ggc9VOAXEGpNdhofsPOrGM2CAITqHI7egVCBX0CoNdnxR6gdpckTCNU5HL0DoQK\/gFBrstPsgDu6hNEyzIFQncPROxAq8AsItSY7Xgm105RZAaE6h6N3IFTgFxBqTXYaHHCn1y8aByKCUDvA2DtpHIZxqv4gkD9JFgvOSA+KuwrHLN8BQElWAKFKweWPfBNqD+lzAEJ1iI1x0jgMgkAl1DSOQkmogl8l1boKJ\/RQgW84a2hcCdI2vvMeavZXHscqn\/00w2gfmp72wqflkNp0Rky9d9I4DIIwjiOFUNM4itNE\/CSNQ6E\/ufjIVTgRhAqGovNf7qyFGgSKYGUbbJu9jph8EwGhOsfYO0lZqGkcRknhEznaQouuwokgVDAUIxFq+VstD2D+b81xVee2\/wt28k2E5ndR9\/V8vDQXahIp3FccnZ1\/5iqciCBUMBRd\/6JnKVQhgtFxlfMwYLs77VYCQnVOU6EK\/3rbQy3QrCAQjnAhcDChqvPpKn7jcPlT6+Oyzb\/z8NKnXtW3rsO7FmeFUL0qhwbhYgQr0cyRDbeYgJuTfYp7qGC8dN7Q2P6kdxW\/8S8Fw+x421XxM1d9MaBQx0qbe6jKTzDLF4yWcQq1ostsGc5PqDRpp0KoznEuVPLnOVSzAwPAFAi1OhxC5QWE6hyO3oFQwTCMU6gOw2336wPeZqx7IFTncPQOhAqGAUJdBI5GqDRdp0KozuHoHbx6cABQkgShioEQKn8gVIfwNQ56qGAYINSGDaT\/Lavn2esGCNU5HL0DoYJhyPtmZctAqE326w+eZ68buq7P\/p9253D0DoQKhmHkQq09sMbXlP8tq+fZ6wYI1TkcvQOhgmEY+ZDvlIVKY3bqUEO7LE67Wzh6B0IFwzByoSoD8\/A2FxSLltX\/HDYFQu0Njt7BLN8BQElS1w2Nso\/YLEO28e2FalcfWLSs\/uewKRBqD\/A1DnqoYBimJVQxvOXVxKXF9Soz7oBQe4OjdyBUMAxuGxrFpxDqsHiVGXf0I87Cpw1+H44Ajt6BUEG3tBkZNU+HjVDbX0pchErjdCqE2hscvQOhgm7pR6g2H1hm1DY+hJrjW35cMNTQroent2s4egeTkgZgUiU5WEPjp1DVKXW53wHxLT8ugFB7gK9x0EMF3QKhLgKdXEe8WlwPs9QO2yFZCLUxHL0DoYJumbpQ838h1FEAofYGR+9AqKBbRi7U8rfEEKVZW8KuxfUzV00Zqj57e3q7g6N3IFTQLSMXqvh3eWuTvm0+vW1x\/cxVUyDU3uDoHQgVdIutX1gKtU24LRxbXG8zZg+E2hscvYNZvgMwqZKEUGvTH+0s3xxvM2YPhNoDfI2DHiroFmVDoFRsRfwG4YyEagfHFtfbjNkDofYGR+9AqKBbxilUhwdgC9MW1+e82QCh9gZH70CooFsGa2h8E6ormLa4PufNBgi1NwKGQKigW7wTqpMWC0JtgOfZMwNC7Y1MUcRng1BB54xQqFk0CNUWz7NnBoTaG2ZCDSlNKSyEzJNIIoPw+RanlMYG6WvDLYQqMkTZLhgqDw73a5UO9+OFUA3S63IylH6nfderIBhmv7Od867PttWKaTmXB1HrbEpEstiS3JchpURxWBOebWFMaVmoqvT14eihgs6BUB3TdUvcKf7kpClchDoCaoQaxkREcSyLLSJKFnHidC7RSIoWJVK0IKQkpiiRhKpOXx8OoYIeGJtQ8zgQagP8yUlTINTeMBvyjVQ9yNJHoey\/MC56NwqKQq1JXxEOoYLOgVAdw70l9ioz9jgp\/rwRbp\/+iGkl1GSeSjTvg6bykG\/+rSiZhUOowB+8++UOofaTH1u8yow9UxRqwSX97bZlDzWgOBV6otEi6SgfGY4ks0KowBMGE2ezDJU\/hVB7w7f82ODdD8euqfg50HGGmgi1MJar02Huzigp7bYQvxuh+jC\/dzSMsiS9a1CshFrdQNRf1diwYXO8NeyhJvLM3lmnszTkW5jlG6CHCnwiq1Tm4V2nY5dQflXUpln+yuzqqt5v\/qtZeBhu9klEsRC0uKRLMavS97Bro8e3\/NjQrPjLn\/I4jYOeqaZDvsKFIwmy7jlUCBX4A2+hGu6gLNRsxCgOF2NHinRSCoOZNdNYsm92AS+EmlI4TzOJZhP0eziunvEtPzZAqD3u3ESoHm0QKnBG1w3B8EKtahGThSbL6RQkSunsl3ISURBRHDYRamEvyjbb8LgGwcMsmeGqWjEQ6tDnqPySB\/+BUIEbpi3UlML5gJJSqGG0GB0qTIOQhErqSYnl\/UKoAzEVoXpwgoaWYxMwKWkARlmSEKpWqEm0uH9T7K0SxWEq9XT1MZvlH0J1CoTay865Ggc9VOCGkQu1\/JHVkO9i8FZQb4bYQ62O2Sz\/EKpTJiFUP84OR+9AqMANExWq6aSkqh6qMOQ7mR4q+dJq2zJ+oXpzXjh6B0IFbpioUIPS\/c5yCFHVYzOFe6jixP3yQ+cN8g+hOgVC7Q2O3oFQgRvYC7U6qU7Tt82MV\/lpjJ+5qmPkQvXppHD0DoQK3AChNk\/fNjNe5acxfuaqDgi1Nzh6B7N8B2CUJQmhNk7frj542hLb42eu6hizUL05I3yNgx4qcMNohdrAvuihGuJtxvRAqL3B0TsQKnCDd+05hNpPftrgbcb0jFao\/p0Ljt6BUIEbvGvPIdR+8tMGbzOmB0LtDY7egVCBHd41BDog1H7y0wZvM6YHQu0Njt6BUIEd3jUEOpxkqEHWIVRzvM2Ynq6LH0LNMfZOGoeh9D5sSuNwPq9JWkJcF05J5CYcs3wHgHVJZhd2+fL2rj3nI9SJzvLN8DlvKhwWv\/K8D3MaPTsLNsbJHCkJNYlyz6VxuPhMFy780yqc0EMFtkCoDffrCgh1UMbZQ\/XyLNR7J43DIAjjOJKklkRCtzGNw\/l\/iRRtYVchihTLNpwIQgW2KC9spWIr4vdB+ww1y7dXQq04MZ7gc95UQKi9Yewd2Wm6jwqdyYUW5a83DyeCUIEtEGrD\/bqi+rgKn0KorhmhUH09BS2Fmt\/mnOsujUNpyHc2UFwctZ2nZhtORBAqsIXNiCOE2k9+2uN59mQg1N5w0UOVLCrPJcpHhofooRZoVhAIH0G4wwal2\/zbZ6iYzvxfN\/sd6ri6zk\/78EblPFS96rr+D3AdNavn7sLFCFaimVNlOK1um98rxT1U4I6p9FAbZ3rYHmr\/+WlPo+wNdVjoofZG4x6q+H8SBaIIMcsX+AWb9hxC7Sc\/7YFQO0jHYn++0mLIV3jeVPrEm+dQzQ4MjB827TmE2k9+2jNqofqWviJdX+HoHQgV2OFLex4Eis1VeJscQ6gNsM8hhOoGj+sGR+9AqMAONu250o6GvoRQewZC7Sv9YqIew9E7ePXgALAuSTbtOR+h2tUHNifAhkkK1eq8T0qofI2DHiqwo7pBKX86sFDNwwtxnO\/XFRDq\/Bvchepkv20T9ZjyUzT+A6ECO8Yv1JbZhVAbYDhyUPpG\/0CovZEpivhsECqwxqpBsW8n3QGh9pMfDda7hVAb7bdVin5jJtSQ0pTCQsg8iSRSh6fxPDAq7TYp7iJOhfilrwi7gFCBNRBq1e4Km8NwwwyYh3cMhNrPflul6DcGQs0cKQs1ySUXUkoUh6Vw+e9Cann8bAtjSmWhhrHsV\/RQQQtsGxRmQm2f16m19Bog1H722ypFv6kRahgTEcWxLNRI6mLGqVqiSqEWe6IBBSElMUWJFB4lKhlbCnV2bMAFrEsSQm2436pvsHveoh4I1SCp4Y7X7yZInOajFerCoIUhX81H8iuNKCrruZROnFIUFIUap5QuxpQbCrXnAgXeAqE23G\/XeHYC2AtVs4OhinlSQs1oJdTcnrk4xZ5lUvpKuc+ax5eEGlIq93QF10KowBoIteF+u8azEwCh9pKdFsl5T+seakBxOu9EytHCWO5clhMRQgo9VP3eIVRgzZiF6iSjEGqz3fopVHk3pQD7\/CjbZYPwWUBtfPOj8x7bZ0B9AEIFdkCoDffbNZ6dAAi1i+w4S4sDQ8uxCRAqsANCbbjfrvHsBIxEqMb7hVCdY6awME6FRdlmIfMkFqusyeHyNxYfyOHSKuIG4RZCzeihEKcA65KEUBvut+obmOVb2ftzkr4t3QvV6rxPSqhmKs1VKGkwSnLPhXG6+EwIl\/4WI2nCpXR04XZCHbiAgTeMVqiucokearPdaoQ62GGNtYfKpzE3kWkax4kktSgRuo1hnColWpCu3I8Nw3J4lIgSVYVDqKAREGrD\/XaNZycAQu0lO40SYkKNUHVO030kP4cquDWJFGO48ncXGtWFQ6igERBqw\/12jWcnYGpC7Ro3+2XVkrcRaq5IqTe5sOj8K\/KYcZTM\/y6O5s73oguHUEEzINSG++2aYbtOpb1AqG7RFLN9KnxoI9RgocvqnqU4Eiz6suMeasbQJTwSWJfkOIVamUWzCxsA0D\/VhtP0LBf\/yl9Y\/Id7qKAXJihUPeIdl0rEq24xSV\/5deM0C\/h0c69JXyr\/gllPd5o91LZJsKKJUOX\/F0O4YmdVCscsXzAoEGpOEs2kl8Zhjf7yqHVft0izAITqFgh1aJoJVf+8qfY51MV11ttzqN2XHuABhDpHlKRKmAJpHApXc8XXLdIs4pNQm+wWQq0EQmUBhArsGKFQm+VPkqTKmAKFuzrar9ukWQRCdcvIhMqwDR9Kim2AUIEdEOoMC\/kJw7f5nxBqxReEb0KobvbLsA3n6B27Wb4Zw+Z4qDw43K9VOr4db9dCdXa8lkK132+z4dlck4uvBEHQ\/5Bv1+Wsz45mvx0L1fp4HQm1Yr+W7UCL\/fbYgLSsV165pgHooQI70EPNMZ5AlERBqYc66klJTXaLHmolrfbLswHn6B0IFdjhnTh1dC9U\/SMu5c5lHlMcxR3tYzNNdguhVgKhsgBCBXaMTah+ZboFEKpbRiNUtjWco3cgVGAHhOopYxIqLc4LhNoWZtldwNE7ECqwg02DAqFWh3e8XwjVF5hldwFH7+BdvgPAuiTZNCh8hNr3rGa3dCnULGysQu2jHfCgejeAr3HQQwV2jEqoPI6kHRBqM8bRQ+WU1yIcvQOhAjvYNCgQagYvoeZfw5Bve9hkVA1H70CowA42DQqEmsFUqCR1Uh2kbwuEOjQcvQOhAjvYNCgQagYvoRZCGgjV1fFCqEPD0TuYlDQArEuSTYPCR6jd1gcItRndC7Xz884WvsZBDxXYMR6h8jiM1kCozeDeQ+WRyyo4egdCBXZwalAgVOr+JiSE6iEMslgPR+9AqMAOHg0KQahz+AqVsrE\/CNUeBlmsh6N3IFRgB48GpQIItTrcUfoQ6mD4nj9TOHoHQgV2MGhQqgn0LwsYJRBqMyDUoeHoHczyHQDWJcmgQanGP6EOM8vXN\/FMT6idnHefKnZj+BoHPVRgh2cyssc\/oXYLhNoMpj1UrzNnB0fvQKjADt8blFog1OpwR+m7ESpm+Vrhb86awNE7ECqww+sGxQT2B2AJhNoMCHVoOHoHQgV2eN2gmMD+ACyBUJvBTqieZqs5HL0DoQI7\/G1QDGF\/AJZAqM2AUIeGo3cwy3cAWJekvw2KIf4dAGb5NkhnBEJ1ed49q9ItsTROGodhnBZC5klEiTpc\/kYSKeNbh6OHCuzwz0eWsD8AS2yNZFs+ExOqpzDKqjFm3skcKekxiXLPpXG4+EwIl\/4WIknxbcMJQgW28GpnFLA\/AEsg1GYwqidc8mlJvXfSOAyCMI4jSWpJJHQb0zhUSrQg3cUXkkiUpU04EYQKbGHUzqhhfwCWQKjNYFRPuOTTEmPvyE6r+GgxUCsO1spxFrq0DSeCUIEtjNoZNbxzbw+E2gxGFZ1LPi1pKdTcnlJvcmHR+VeKo7bz1GzDiQhCBbYwamfU8M69PeMQaukjCHUGi0w2wkUPNRsVbtbj7LKHWqBZQSB8BOEV7YxX+dSG6yvwOMPdCdUqfet60r1Q3ZSbf+fXr\/zYh4sRrEQzp8pw2p7l4l\/cQwXDweWHuxrGWW\/KOHqoVDx36KESjbw+N+6hiv8nUSCKUJqUpBj0xSxf0C8s2hktjLPeFAi1GSwquv85bEGLIV\/d86Z4DhV4Bot2RgvjrDdlNEIl6fRBqL5nrzXlEWD\/gVCBHf63M1UwznpTINRm+F\/RPc9eazJFvYjYbBZCzRi6hEcC65L0v52pwsusd1sfINRmdF\/RW513L2uyK8Q+X73GwiBISyEZkWS7Aor4oZxOpEhHl76dUIcuYeALECozxiRUmp3BLJC7UFvhc94cYSLUmdtS2YKR8Gms+Vasii\/+HS\/8qo0vpw+hAms8b2eq4JrvdkCozfC5onubMadUCzVIgyAIgrgkVLHrGRc7kQVTVgk1DIJk\/nciyFWfPoQKrPG5namBa77bMTKhkuRU83Ss8bmie5sxp5gO+QbFId+Kj2YaFgWcyAPBieK72bdq04dQgTU+tzM1cM13O0Yh1PKd1OkK1c9cdUAboS5ufyal8MKNz0TuoaYa75YHlkvpQ6jAGm\/bmXq45rsdEGozvK3ofuaqAxz0UONiCoo+q6YnatRDldO3EGrG0CU8EliXpLftTD1N8117SWPDhs351kCoZfNJnyalebyp4uuzTqrqHmpN+uihAlu4CrWTTCfR7LqSX5eiIA4VMfPAMK4JbMEoeqjl0In2UD3MUmc066EGkTwjV5x\/pJyjFMpDvqEQWTfLV5c+hAps8bOdqaeDTCcURERElFL4IqpQahrPYxJF85iFwOxFaEm08Ggc1nvaAOZCtY4+YqH6lp+OaTzkW\/Vcqe4pGl38DN1zqGExJxAqsMPDdsYI95lOooXwxL8VMfOPUgrn7tQJNX\/FaBo76aRCqM3wsKL7lp+OMRSqPxuECqzxsJ0xwn2m49BOftn4sLywVNWIcW7ZdkCozfCtonuVmV4IGAKhAjt8a2dMGV6oaTr71nyZ4qrR3TjEPdRm0SHUscDRO5jlOwCsS9K3dsaIrmYkGQ75UkpJSb0LHwdBIPs4cjYjiSDUpnRf0S3aAX6XXCv4Ggc9VGAHhJpjPCkpDqXbpVU9VOEmqyPGLdTyV\/gI1RRPstE7HL0DoQI7\/GlnLOgqx7qboOUOa\/UTMrluFyGlyE2BUJvhSUX3IQ8DwdE7ECqww5N2xg5+OXYHhNoMTyq6D3kYCI7egVCBHZ60M3bwy7E7xi1UKp3cMQl18AwMCkfvYFLSALAuSR\/aGTu8z2639QFCbcbgk5K8r7fdwdc46KECOyBUZkCozRi2ok+80hIRz44HhArsgFCZMXqhknyKIdSxwNE7ECqwA0JlBoTajAEr+sRr7ByO3oFQgR0QKjOmKdT21RRCHRqO3oFQgR0QKjOUghEDW96DtBWqI5EXo+f\/cBfqxKurAEfv2M3y9WHm1VB5cLhfq3R8O96u2xnHx2uc1IB1u49ZvlMTqiK+5fl1VNEr9qsOd9fIeNVuWH3dE9c0AD1UYAezHiqnvHaDb0O+HQmV5ufaVQVtkE77\/aK6CnD0DoQK7IBQmQGhNkq\/8\/i6RMAcjt6BUIeAmZQkmOWdU167wUowDe4+QqgkVLM29Q11VYajdyDU3tHdu2ICs4xzyms3TEeoVJn\/7oQqRoNQ3cHROxBqv4g2ZaamGZxyzSajXTKdIV8aQqjKHyUNQF0twdE7eJdvJ8Th7HqU1t+aX+0vItmsrOCUZSYZnda7fCHURURHXdvRwdc46KG6J4mE5aSD+cKY5b4pT6dyyi+bjHYJhNoofaP4uggNKh7qagmO3oFQ3RMFFKezv2dyrbYpJ0exyiybjHbJpITqLv36+BWf2lY8VFQVHL0DoXZJSmFA0T8Y2JSPpvjkFO0UEUGoDdOvid\/YtU7iTwOO3oFQuyIKKLCyKRNTMckmEaGdIiIItWH6VfFN0jHfF2qpBo7egVC7JAjim4LgpiAdkVM55JGI0E7NgVAbpV+VjuHXzXcEVHD0Dmb5dszLgpCC+GWSMouzfPnYlCDUDsAs3wb79V2oBjEDNtdS3\/A1DnqorkkpFCYlUUplofK1KUGo7Bi1UBVf0l1NTo7LNgUncaYKR+9AqO6Jw8VjM7O\/x2JTglDZAaE2Sl8R37ZG1cZHFa2Eo3cg1E7IX+wQhDTrrI7CpgShsmPUQq36QPy4wYXWXqi1X0EVrYSjdyDUHuFvU4JQ2QGhkguhNqtOum+xuYqGhKN3MCmpX4LSpCRu8Mg1gywuwKSkBvu1E6p9+lL8NidInw20qDr4Ggc91N5h2zfN4JFxBlkcmtELlVSd1GY7cCVUVEsbOHoHQh0CHlJSwyPvDLI4NBCq4Q7a1yXOP6AHhKN3IFRgB4+WgUEWfQVCFeM7qUiojY3g6B0IFdgBoY6cMQmVSJLrUEIFjeDoHQi1K8Z6MfI4LgZZ9JWpCdXV0DdwDUfvYJZvV0jXY\/5rNyjN8p1vXK5fBvn0PX9F\/LqyuAtVGdV8v4ULs0v8Ou8+YWmcNA7DxcvpZiHzJGbrURNREgUFVJ8twpqEo4faFcXrsWTQwnXLQFRExCKfvufPbyYrVDECxns9wMw7mTsloSZR7rk0DoOCbMvhwj+twglC7Q7F9ai3qTq+lzDIp+\/585tpCrX8EYOKPnLqvZPGYRCEcRxJUksioduYxmGhE0lFDcpRkkiUpU04EYTaHerrUWNTbXz\/YJBP3\/PnN7bC81+oVNnjdJQf4Bxj78hOq\/2o2KuU4yx0aRtOBKF2R02DUvqYy\/XLIJ++589vJiXUBqIFfdFSqPltzkIHVRgQJiK9X23DiQhC7Y6q61H1GZfrl0E+fc+f30xEqPm\/mh+4HCr6yHHRQ81GhUV\/liMP0UMtUH18ugiTCq+4Hp3EHyrc93wKf3uRH3bh\/gnVTT0Uv1A2q41Q\/Tpf\/MPFCFaimVNluOKnCvniHioHbH\/gcvlB7Hs+vc4cB\/wTqlU2679gKE7fK\/r4adxDFf9PoqDKtnkgZvl6DoQ6DF5njgPjFmr5OxCqr5Q7rP4DoXYFhDoMXmeOA+MWamf5Ac7JFEV8Ngi1Q2wbFC7Xr+\/59DpzHIBQgR+YCTWkNKWwEDJPIomkyMKjp+r4UrhB+nJ8C6HOjg0YA6EOg9eZU+PXlQWh9oVf590nxEHUOpsSkSy8JPdoSClRHC5smvsvEVyr+7s+\/WJ89FA7BEIdAH9zxgcIFfhBjVDDmIgojmXhRUSJ1CUV5RqJX5+LVidIdfoQ6kDUNCjyx6WAHum6IesTf3PGBwgV+IHZkG9UFJ76o4goIeFhl0W0wqTfqC59fXwItUMg1AHwN2d8gFCBH7QSam69SOhuikO++d9RIvQ4y0mphKqJD6F2iG2DAqE6wN+c8QFCBX7QuoeazUJK5tGE3mSYD+TKXw9jqfOqSL8qPoTaIRDqAHSUs\/qrGhs2bI63JkItGjH\/VL6HmkcL49LXC3oup6\/9F7N8OyQrcPMPtPG7xnLHg+XThL5zlghXXSWL6fWaOfeKNIWYfaI7wZbhtvW\/83roaL8OQYuqw3iWb0l4QUCJMLNXHNpVz\/INKZUnGRWfnCmkXxUfPdQOgVD7pv9sRfNbNXFYnKogkSzsmMZz+6YUzr+eRPOvpxTOn5ZbxOwXCBX4QdMhX\/1zpYkyvPo5VIv0IVQXOGpQINS29J2tRBBeUiW\/NKEozv+hMKSUKE0Wl2UcCpMmxHTSATqpECrwA7wpaZJAqJ7Qc7bSeGZBooUma0ki4VskzZiYpRktfg5XdHq7A0IFfhAwBEJtDYTqCf4LNY2Ld0ZTeXQ3iVSDw\/0CoQI\/4OgdCLU1EKon9J0t4yHfWZSoaNNkcUtnPg7cqNfrFggV+AFH72CWb2vGIVR594W7A+VwH+k\/W6aTkoS7pDnZdIaEKGs4FjOV0ENtlU3rLwxXodGi6uBrHPRQWwOh+sAwedI9NiN3WItTB0VlyiFSmnhspkk2rb\/gaYUGLH9wQKitGYdQTYN9bX98zBNPIFTgBxy9A6G2BkL1AR\/zxBMIFfgBR+9AqK2BUH3AxzzxBEIFfsDROxBqayBUH\/AxTzzpVKiB\/iY8hApkOHoHs3xbA6H6gI95MsWvKwtC7Qu\/zrtP8DUOeqitydsIuZTGKlQfYZNRDmDIF\/gBR+9AqK2BUAeHTUY5AKECP+DoHQi1NaoLsmJkyzuB+ZafBrDJKAeYCNUaCJUbHL0DobYGQh0cNhnlgFOhKj6EUIEZHL1jNynJhxvFQ+VBu19Hv9D113vHx+uZUJscr4uMDli3WdRnCLXpbrX1qtPz7l07afN1T1zTAPRQW9OxUDvHt\/zYwiOXfMCQL\/ADjt6BUI3puEGBUBvCI5d8gFCBH3D0TpMhXwBq6a8KM7zqvAZCBX7QazPiCPRQgXv6qzComc6xEo\/6NmlVMrbpOANC5QZH70CowD0QKmOqxVP4tLFQWb4wSwAAIABJREFUjdNxBoTKDY7esRZqEs0H9VQrKqdxGIRxzTKOSRSIkdI4VCfWnjQOC7lJ4zCoOgDgAgjVCr8aDiuh6uPbCbXqC47wT6h+nXefGODOkSPshCr4UqXONI5CQ6EuYmWG7kBumTul3CTRYk8FrQOH9HQlMLzeGIB7qMAPRi\/UNA4F8yWRLKQ0juK0GKgiiYIoimbRkigIw0Wyqh5koQtr0gtO4zAIwjiWcyNnTj4a4BAIlTEQKvCD0Qu1SkhpHEZJ2bIqkiiIkiQzahIFUZwnJH5b7E2Ku7LxYFVuxPSBWyBUxjgSqrP0XQGhcmPsQi12DQVdJZFCiTqyyDOtBlGSKzJN01K0jFR0rrkHtblJItxD7ZA+rgSGFxsPIFTgB2MXqraHKpvVUKiLm6dCn3Mx5akwbWgexyR9aU\/l2LPhYNw97Q4IlTFdi8crofYwuxg0ZfRC1dxDLVgwKE4FKjLves47m\/NkCz1gsYc6\/zC28qlCqOia9gGEaoVfDce4hVrYy6BC9eu8+wRm+c6x6KHmiEKVBnmlpGbTlay6lsXcYGZvP0CojJmUUHvYL2jK+IVKdc+hthKqNMc3jJOisu11WB6jLoC+aid0fiUwvNLYMG6h9r9f0JRJCHVA7O6fguGAUBkDoQI\/8MQ7VjASKnzKBgiVMRAq8AM\/vGMHD6Fm48zQKRe6rTBD18aRA6ECPxjcOw3gIVTACwjVCr+uLwi1L\/w67z4xlVm+VDspCQAIlTUQKvCD8Qu1\/rEZADq9EhheY8yAUIEfjF6o8mv\/8HJ5oAFCZQyECvxg7EItGnQ+7RbPdwIZCJUxECrwg6kKFQCZrq4EhheYCX41HBBqX\/h13n3CclJSGocFEwmdPLlzt\/hA\/oZubpBtOHqowD0QKmOmJlTgK2bNSKaf0jv1ZgqS5vqI\/xSXB1XNDbINJ9xDBV0AoTIGQgV+UN+MzN74XlgzRXq3raCpkrFm64VqFn2xDifCLF\/QBZ0IFa1hP0CowA+Mm5GKm4\/iR\/MluIvDqAbLkhqFE+E5VNAFECpjxio8CJUbLYWaq0rooAbSkG\/2d7FvKN7KtAknIrwpCXQBhMoYCBX4gYseaqbRvGdZGAvOF\/QerocKQC2FCqOrPxbhQeAmHYTXhtsLtdv9ckkf4U3DxQgFquPPqTKc8Kn8gbxq6DD3UAEwwX2FQQ3sDfRQgR807qEWbpzm\/\/g2yxcAIyBUxkCowA9aDPkKj3Lqnjcd\/jlUAMxwXGFQ\/foEQgV+wNE7VkLVjUEDIAGhMgZCBX4AoQJABKGyZiihdg33\/E8PCBUAIrdXAsOLyha\/Gg4ItS\/8Ou8+YTnL1yNcCBXv8gUyECpjIFTgB5MQKsQJanF2JTC8otgDoQI\/mIRQ0UMFtUCojIFQgR9MVagAyECojIFQgR9AqAAQuboSGF5OzfCr4YBQ+8Kv8+4T056UBIAMhMoYpXiyQNZnhHv+p8fohQqAERAqYyBU4AccvQOhAvc4qDCockOBIV\/gBxy9A6EC90CojBmreMZ6XOOFo3cgVOAe0wpTMZCIKjcU+UkZ2SkY3xGNHY7egVCBe4wqjBin0IhPrL75dX1BqH3h13n3iYnM8qUkwrxeUE\/9lVARwb+Gb1qMtfzHelzjBUIFgKj6SkC75jljPUFjPa7xAqECQFRxJTC8QibHWMUz1uMaL1MVKt7lC2QC5U04hpfHFBmreMZ6XONlqkIFQGZxJUx1nhFjxiqesR7XeJmqUNFDBTLFK4HhhdEnfjUcYxWPf8fl13n3CczyBWABxysBzPBPPG4Y63GNF47NCIQK3MPxSgAzxiqesR7XeOHYjFgLFUO7oBaOVwKYMVbxjPW4xgvHZgRvSgLuQYVhzFjFM9bjGi8cmxEIFbgHFYYxYxXPWI9rvHBsRiBU4J42FWao2X0Dzir063g7Fs9g5TyQUCuOt9NyYHodFe4pOsxYP0CowD2oMIwZa09urMc1Xjg2IxAqcA8qDGPGKp6xHtd44diMWAt18RaHME4HyzbwGo5XApgxVvGM9bjGC8dmxE6oaRzmHk3jEE\/NACUcrwQwY6ziGetxjReOzYiVUAsOxWsegBqOV8KA+FVcYxWPf8fl13n3iWlMShL7pzPSNMW7fEERjlcCmOGfeMA04diM2AoVpgT1cLwSwAwIFfhBsZvGgZY9VJqHF4B3J02AFpkvECrwg95t6ICW91Ax0xcoCNAi8wVCBX5gprAwTgtdOsFK0tvn5W7e4iPRYuIXdOG6dKyFilm+wAgIlTEQKvADM5tSYYw0SnLJhXEqP+epGEwV4wdRskhMF65Lp4lQCc+hAgMgVCv8Ki4ItS\/8Ou8+YaDSmYDSOE4koUZJoe+Z\/yd9IsYXvr74gi5cl05ToQJQCyoMYyBU4AdGWi2YT\/9RGKdpqh4LFr+g\/EQMr04HQgXuQYVhDIQK\/KCNUPO7kYIHNUO40lfUfVghvCYdCBW4BxWGMRAq8IM2QlXYr+pbs+HjUjK6cO3eIVTgnpFVGLMLGwDQP\/qbndKnUelWa\/6vWddUuTsIFfTAZCqMOOGhQUzzQAAmRxOhllVZN2tXOfxbE+5oyFf+qjRKLUz5TeOw3EK4mRKcxmE5odL++FE+LqGopUMr\/BZbsPghpSqK0js5Cj+yTHKo3q9y1ncwDaHmL7OufYRMGTMPFE+CeZqAOxO5TBpQslgF5SHfooyqwhViSqKK8Kr0g6DFix2EJlrOQD7peJGPMIoUIrQly3spnTQOw1D9CiceKI4rifISlFQohEt\/C5FUr7NK40guoWI6dYVnsF8pfBothbg4RPVCEcqY5oEATBEbrfpCizcl5S1oEgVRFC3sGoZytOxBWEPjCUPWQmuSxmEQhHFcfjdT1upw\/TmvPi6pJS30aVR\/l85LoTMaxakUKMcwKDuj\/dJsrQSaiFClOl1ZwZUxzQMBmCRDSbENLl49mERBlCRR\/ncsd2TLLYWWYndMYc\/ygGOUULnzXMBz2Va8xFH+SL5DLjhOK8g0DmeD\/po9iLKsyqB6v1GiGmsOINTamBAqAJVwbEacCTVvXaNEiLb406R10PZ4insU4iuHQ7mh1p1idorQd03mYwKlUV4hNXEoUVX8SWT2a0O730Aa8p3\/zfFKsAdDvgB0CMdmxJ1Q5Tc2LSZWCNQZ1WRuh2E\/dzQ9VHHOla4nahCu2MNsuNmgC1SRfmFsehaN45XQAExKAm2YyGXSgLzhNotuPqlTPdQmfSBfdLbhru6hJkKAOA4rN8Q1zXdxsDIqRjcTKj+qb2rOPy30RBf\/au6hKp6skqeOGbbXhvsV\/ptMS6F7xKXcucRjMwDYYdaMWEzq1DlIN6nTNpxaCFWe5Vt6tEMS6+IwDYwqDiEqWqUJCFX+XxhKlR4QEodYa2b5lvZg+SCTyX4nOMsXANAh9c2I5aROzV0U3aRO23CiBkJV9Jc1Qi3f1CyEKO96qmf5KvM+HsrHpXvus+FzqNIe6obEVefFYL\/Tew4VANAdxs2I6aTO2SOWCoE1vZVGRb3iTUnAPagwAICWtBRq6d6JZqRNN6nTNpyIIFTQBagwAICWuOihyhZVfws9VOA3hQqjqz8IRzjCES5GKFAdf47ZpM6id\/N\/B7uHCoARqDAAgJY07qFqJnWW3vhWN6mz61m+ABiBCgMAaEmLIV9nkzo7fw5VIoxT5aM9WVjh4Qz9YDbgi7JiQagAgJZwbEbavClphvhuF+nJ1KR6FRrAHt3QB8crAQDgFRybEQdCzd\/umvdIFy9kr1iFBrBHe3Oe45UAAPAKjs2IC6Hm\/gyjaP5X\/o5fxSo0\/N61C5RoJ9dxvBIGBMU1TXDedVjO8vWIVvdQF5OnwjhN43Cmz5lgFwO\/5VVowAjQP+DM8UoAAHgFx2bERQ+VCi4VhoCVq9CghzoS0EMFAHQFx2bEiVCl0d4gDEN5bcfSKjRgHOAeKgCgK4rdLg64EaqwtKbwrIxuFRowFjDLFwDQEZmiiM\/WRKgywmsnyq9lglAnAJ5DBQB0gZlQQ0pTCgsh8ySSSPGVOKU0nv8blXabLGImmnSE9WvaCBUAI1BhrEBxTROcdx1ip63OpkQkCzXJ\/RdSShSH0lfCmNK0IEIptTz+wru6cHFfECroDFQYAEBLaoQaxkREcSwLNZK6mHEqdy5DSmKKErVQpZ5rSClRNP9o8RU5PAgoXAgbQgWdgAoDAGiJ2ZBvVOyhVnwUpxQFaqGGZTEL\/4bx3NMRUULCVEwM+YLOQYUBALSklVBz5Ym9zKy3qhSqPHir9WvWLRaHfIWkIFTQCagwAICWtO6hZrOHkmI0hVDLiVT0UAVJy95tPcu3erUZ9X9gVGCWb3tQXNME512H8aSkCvPJn6pembv4lkKxZvdQ5d01EarFajN5xiHUkYLnUAEAHdGwh5oIM3KT4pMtan0W5y7NAzue5Wu52swcCHWk4E1JAICuaDrkKzyHqpzNWxZqUnq6Jg\/PKOg2UafvSKi61WaEz3WrpiuGCwEb8C5fAEBXmAnVo63tPdSa1WbmoIc6TrDaDACgM4rdLg50udqM8DF6qGMEPVQAQFdwbEa6XG1mDnqoIwX3UN2A4pomOO868p7W0BmxpsvVZoRPIdRRglm+AICO4NiMdLnazBwIdcTgOVQAQBdwbEbwpiTgHlQYAEBLODYjECpwDyoMAKAlHJsRCBW4BxUGANASjs0IhArc06bCDDW7b8BZhZM6XuxX\/GiQ\/XZKy\/0WJuk4zFg\/QKjAPagwAICWcGxGOl1tphh\/Ng90MTG0PF1Y+DZgC8crAQDgFRybkU5Xmyk9+B8YvZIQQuUOxysBAOAVHJuRTlebKcSX31QHoY4XjlcCAMArODYjna4246iHinf\/coPjlTAgKK5pgvOuYyKTkmxXmynEL9oTPdSxwvFKAAB4BcdmpNPVZrTv\/s2\/hh7qKOF4JQAAvIJjM9LpajOOhAq4wfFKAAB4BcdmpNPVZiDUicLxSgAAeAXHZqTT1WYg1InC8UoAAHgFx2YEb0oC7kGFsQLFNU1w3nVMZJYvAEagwgAAWsKxGYFQgXtQYQAALeHYjECowD2oMACAlnBsRiBU4B5UGABASzg2I02EWpqFK8\/+zef1ik\/QzGNFCZVeQpinp0mnQP4yfvco5xcv8g0M4XglAAC8gmMz4kyo4qMyizVnBKNmi7blQhVUKwlVkU6BroSa6Vy5FF2oywtQwvFKGBAU1zTBedcxrVm+lUIV+p9JFERRtLBrGIbiB+L7H2pfpp+voRrGcSQ+\/hpFUV2XVkJYjFXuJM+SLooz03fNE7VAhuOVAADwCo7NSAdCzd\/ykERB\/mLfJAqiOBaEmiy+pBHq4m0R4qCrNAArDiqXFrNRIHV7i6vJqYLyHBU7z5oXXAAi4nklAAC8gmMz0rlQ51oVFVpYf7xOqIXR30TqoS4+UAiyQKmfmaaVQi36F940hOOVAADwCo7NSPdCXdw8LQp1HtNEqHKwOOSbFKPrqR24rU9ingx6qFVwvBIAAF7BsRnp+h6qOKm3LNRMYVFUfQ+1sofaXKhpHBWjmwkV1MHxSgAAeIVxM1J+OkPo9GgWHC209IlmKo5teMezfOUBVoVQpbm1ulm+VfdQbYQqJZpE5cKGUN0AoVqB4pomOO86bGb5Kp7OEG7PqZ4WSeNIfm5DiCTFtw2nzp9DrReqmKWK51AXH0WRaQ9VeddTPctXlwRoBFoKAEBL6psR9dMZkhbKE2fiKE6llr40MqpYOc0knAhvSgJdgAoDAGiJcTNS0REqfpTG4Wxij24660KXtuFEECroAlQYAEBLWgo1H4yUepNlJxZHbTVPl9SGExGECroAFQYA0BIXPVRx0o0QDT1UwIhChdHVH4QjHOEIFyMUqI4\/p8pw0mOcRTRPl+AeKvAKVBgAQEsa91DF\/wtLtCi\/wWeWbxerzXQIVptxA4QKAGhJiyFfQSXKwWDlIyEq73j2HGoXq810BVabcQaECgBoCcdmhMVqM6Vw5WozZsrDajM9wPFKAAB4BcdmhM1qMzqhYrUZD+F4JQAAvIJjM8JhtZnqHqr+lRglsNpMT3C8EgYExTVNcN51WM7y9QgOq80YCrX+xYFYbaYnOF4JAACv4NiMcFhtRg4X\/2nVQ8VqM53B8UoAAHgFx2aExWozouiKq800voeK1Wa6g+OVAADwCo7NCJPVZsTl7QqrzcSLdWgKOsVqM0PB8UoAAHgFx2aE95uSisoGfuBthQEAcIFjMwKhAvd4W2H8BMU1TXDedUxrlq8\/QKh+4m2FAQBwgWMzwluowE9QYQAALeHYjECowD2oMACAlnBsRlzM8lWsM7d4X1\/96w86HLcd6+ox5eMSp0EXZ1bPkBbUVZ0usx2XFkpSJMPxSgAAeAXHZsTJYzO6cN2LGmS6EupYV49RHJdQtNrXJWqK32ZVnzSOCiWnqQocr4QBQXFNE5x3HdOalNRQqKVlX2f9plizeoyZZqe1eoz6uLQvjKoVqqVO4zSp2PMCjlcCAMArODYjg\/RQxUFXZ28+mtLqMRUvoJA\/Uo\/IzrHTaTh7MbO8ZnwYKsaaOV4JAACv4NiMdC5UAfHtgXKjL77ZV7zTV9PaT3b1GHXR5PbULCSg+LlhWgKF5QxmodofQxyvBACAV3BsRvoc8tUE61aPaSDUImNdPabquATLlbqT0nGZv2dRiFn1pcVnHK8EAIBXcGxGhhKqtofaXKgTWj3GzJSFci4Xu7lPi2TfLN9QhVABAG7g2IwMIdTKe6g2Qp3s6jHF4ypO95r9ox2SJZPF7gz2XJz0hCHfRqC4pgnOuw7M8lWGVzTai2HW4uoxeqFi9Zg55eNSPm9aEV4zr0nr2uLX1OlzvBIAAF7BsRnBm5KAe1BhAAAt4diMQKjAPagwAICWcGxGIFTgHlQYAEBLODYjECpwDyoMAKAlHJsRCBW4p02FGWp234CzCid1vNiv+NEg++2UlvstPJ\/nMGP94MFqMx0y1tVmfIfjlQAA8AqOzYgHq810xVhXm2EAxysBAOAVHJuRQVabKYlWudqMmfKmtdoMEzheCQAAr+DYjAy22oxOqFhtZgRwvBIAAF7BsRkZYrWZ6h6qcmFPNZNdbcZ3OF4JAACv4NiMDPYu33qh1r84cLKrzfgOxythQFBc0wTnXce0Z\/lqw42EKv7Tqoc6odVmfIfjlQAA8AqOzcgwL8cXRKddEcX2HuqUVpvxHY5XAgDAKzg2IwOtNiOMshZXm4kX69AUvorVZrjA8UoAAHgFx2bErzclyfdQAVc4XgkAAK\/g2IxAqMA9HK+EAUFxTROcdx3TmpTUHRDqOOB4JQAAvIJjM+KXUME4QIUBALSEYzMCoQL3oMIAAFrCsRmxE2ppXZnFqwRVb0TK0c0LVrDYhdngry6+bXgvlMtBnO4s5kcuafnhXNUXdOG6dLQ4KU+OVwIAwCs4NiPWQlWJsfSiBimSZtUXFcJ3S8nYxLcN7wVFOQgPAsn50fwCER8c0j2zK4bb\/JIpZKJVeXK8EgAAXsGxGXEv1PJ755WrvpDiudLSKwlrZKCLbxvePepy0L8YSj07S87x4gu6cNtZXs7Kk+OVMCAormmC864jH1MbOiPW9NBD1X+viF4MdvEtw\/t7l29FOUgfzdZsrcyM7k1SYrhJOtrsNS5PtBQAgNZwbEZa3UPVrH\/W9I1FRRXXfUsX3za8P9R7zEtVKk\/lEK70FXUfNpB\/21SnI+GuPDleCQAAr+DYjDjuoWq6TeihqjIsI9mv6luz4eNSMrpwo70rIqCHCgAYDo7NiPMhX2UUQ6GO9x6qcpfFXwz5p4Wcif+adU2Vu7NdDg\/3UAEAw8GxGfHqHuq4Z\/lSuRyKqqybtasbtq0KNx\/yxSxfAIA3GDcj5o8j6sKdPX7ZwSxfRdOtv3dYsXqM8iPj+F4+h1ouB+EEK541ksN1Q9NVQ9a69Ge56ag8IVQrUFzTBOddR96QGcS1eBxRF+6wY4Y3JQH3oMIAAFpS34zYPY6oC3d56xBCBe5BhQEAtMS4GTF9HFET7mwyJkGooAtQYQAALWkp1NLjiJpwp49fQqjAPagwAICWuOihah9HFMLRQwV+U6gwuvqDcIQjHOFihALV8eeYPY6ofUxxuHuohTclebDajLhrzeorcjqLD3p\/aMZmercun1WzdmvSNztezPIFAPhAQ6FWPo6oDB9slm+j51AV05p12D4nWvW8Zs30aO27cDvDYnq3Lp+6vw3SNzpePIcKAPCExkK1exxxnkT7jgQxX22mYozbYHo0EaVpT51Uu+nd2nxqBakpZ0uh4k1JAABf4NiMePWmJNt3+Ra\/XPca4SQKoqT808KLd\/ka5JOKY+6qtzLofneZHJWzm\/McrwQAgFdwbEY4rzYj70D5KlspQ\/KYqMmr+FxjNr27Ip9CnzaJykmphFoVX8bd9HGOVwIAwCs4NiOsV5tZxKtIXp4eXRhjzcUweA\/VIJ\/15ZOUhpStyhM91GFAcU0TnHcdeUM8dEasYb3aDKm7pobToy2HlF1gNr1bl89Cj1Axtl5Ovzp+AdxDBQD4AsdmxKt7qI1m+aoiGUyP7n+WL5XLwTKf0jPKqmMvpF8bvwhm+QIAPIFjM8J5tZmqoVqD6dF930Alm+ndunxWP1dqkT5Zlj+eQwUA9AnHZgRvSgLuQYUBALSEYzMCoQL3oMIAAFrCsRmBUIF7UGGsQHFNE5x3HVOZ5QuACagwAICWcGxGIFTgHlQYAEBLODYjI1ptRvGm+MpZsr0\/NGO82kypmK1mL+vKwehwte8qxCxfAECfcGxGRrPajBTfZIWW3l89aLHaTOFbtcelKzeD9Et7q8kEnkMFAPQBx2aE+2oz6t1qxNPq5futsFttRv6e8A3NcenKrT79ItI3pFzgTUkAgD7h2Ix49aakNsKTv2uwyspCSF68y1f1Ubko1cdlUm5GpyCNwzAsjxHjXb7dguKaJjjvOvImbuiMWDOG1WaKq7VQ\/SorytVpusdstRkxvBxUPq66ctOlX0LzqkKsNgMA6B2OzcgIVpsRotf1nBYRS6+8HbqHKttMHdm6p1iZvnlu0UMFAPQNx2aE82ozutVaqlZZGahrWsjhImN6g6rfy6s8Lk25Vadfmz1dQriHCgDoHo7NiFf3UJvM8lWt1qJdZaX3mb0FTFebIXU\/U3tcFbN8denr8meVPmb5AgA6gmMzwnm1mfmuZ9SuytLf0K4Ou9VmdEWti686JtvVZmzTx3OoDkBxTROcdx15Az10RqzBm5KAe1BhAAAt4diMQKjAPagwAICWcGxGIFTgHlQYAEBLODYjECpwDyoMAKAlHJsRCBW4BxUGANASjs0I99Vm3KyO0heGq81QxWzbxQctZuFWYJuO81m+Q83uG2q\/NFDDMbVy9nC\/nebHw+M1\/3qOw4z1A+\/VZlytjtILFqvNGKwqY7TajO3x2qaD51ABAB3BsRlhvdqMs9VROsdytRmjVWWIKE0rj8v2eG3TwZuSAABdwbEZ8epNSdbv8nWzOooX7\/I1WS0niYIoUYyxtnrHrzYP9engXb4AgK7g2IywXm3G2eoofWG82ox2VRnVaxRdHa9tOlhtBgDQGRybkfGsNtN8dRQveqgmq+XIpbvwGXqoAICxwbEZ4bzajLvVUfrCbLUZw1VlFv\/hHipvUFzTBOddB2b5DrbajJPVUfrCcLUZk1VlMMsXADBmODYjY11txs\/nUM1XmzE4rtbHa1X+WG0GANAnHJsRvCkJuAcVBgDQEo7NCIQK3IMKAwBoCcdmBEIF7kGFsQLFNU1w3nVMZVISACagwgAAWsKxGYFQgXtQYQAALeHYjHBfbUa7+opmv9rZs73QaLWZVuHV5VPGzeo9HK8EAIBXcGxGeK82o3suU7df3SouvdBstZlW4ZXlo8mj7gTjOVQAQI9wbEZYrzajW31Fu9\/BhGq32kz5Rfn5q\/6s4uvLR4ej1Xs4XgkAAK\/g2Ix49aakBu+eVa6+ot+vckTTi3f5Ch8pXj1YeWja+LXlU8TN6j08r4QBQXFNE5x3HXlDPHRGrOG82oxu9ZWK\/SpXcekPw9VmxFcPagaKTeLXl08BZ6v3cLwSAABewbEZYb3ajG71Fd1+uaw2Q\/JcH\/04bE382vIxzC16qACAvuHYjLBebUZ\/71aZhHYVl94wW21G9yXb+PXlU5m9Fqv3cLwSAABewbEZ8eoeqttZvuX9aldx6YsGq80UZ\/Naxbed5etq9R6OVwIAwCs4NiPcV5vRrr6i2e+wz6E2Wm1G97ypUfyq8ulu9R6OVwIAwCs4NiN4UxJwDyqMFSiuaYLzriOfzGIWvdELc+QPnCxbSRAq6AJUGABAS8yakWYvzGl1S6vi1iSECtyDCgMAaEl9M9LmhTmLD2wnXVZNnoVQgXtQYQAALTFuRsxemFP6oE601o8LEoQKugAVBgDQkpZCLb0Ap\/CR+F4cmxfXVL6AiPVqM6XsFHr6uuwM8gzqbLfqvZbzoymHFrN\/zd5W4eTmPIQKAGiJix5q4QU4lA8Ta55e7LeH2ug5VMVNYx22z6Gqv1r7\/GUaR2H\/QtWXQyk\/unIwvdmu+7vukF3dnC9cCboLA+EIRzjCxQgFquPPMX9hjtQ1VX+hz3uoRs+hiv+pbxovctJutRn5m4vIpXcCSauspHEUpzaJO6CqHMr50ZWD7ma7TqK2r3J0VrHQQwUAtKRxD1XzAhxtp2KwWb4dvynJVgBizNIsL\/2YaZTIuxr0Xb6K\/BiVgxxHHvxW5t7gTUnOhj4gVABAS1oM+apugVW288M8h1q4aTnwajPisZUGydW\/SpJI6YK+KO1VmZ+6clDcbE9qVtFRjnQUcXdzHkIFALSEYzPCerUZXeJyLhbtvhDTix6qJj9m5SDcbK+OX74Jb5Y99FABAMPBsRlhvdqMLprmnm55UnDfvdSqcVohP5py0N1sL\/QUS9OVjH\/I1JV5AAAgAElEQVQe4B7qMKC4pgnOu468QRw6I9Z4dQ+1ySxfZf+tZpavRY7cot9rubOnmeWrutkuzQw3uQmvo6NZvgAAYAvHZmQMq80olbFIR\/exx0Ilk+dQpfjWN+HJsvzxHCoAoE84NiN4UxJwDyoMAKAlHJsRCBW4BxUGANASjs0IhArcgwoDAGgJx2YEQgXuQYWxAsU1TXDedUxlli8AJqDCAABawrEZ8W61Gdv4rl4Z1QsWq81o4itXmyk\/0Jp\/ZvBOQhnM8gUA+ADHZsSv1WZs4zt8qXH3WKw2o4svPOiiy39pmQA8hwoAYAjHZsSr1WZq4tfst92yO91it9qMLn75RUuqhYhKywRY5RJvSgIA+ADHZsSvNyVZxnf07lnvVpvRxFe8YlDOp2pwIAzVK5LXZw\/v8gUADAfHZsSn1WZs47tbHaUvzFab0cYXXzFYPSBcjm\/wGkKsNjMQKK5pgvOuI3fJ0BmxxqvVZmzjc++h6lab0cUneQ5QYTy3ttAsI6CHCgAYDo7NiFerzdjG53MPVbnL+tVvKrOot7N5DBncQwUA+ALHZoT1PVRes3zJ6uX4qtDikG\/xs8rlBExWnsEsXwCAJ3BsRrxbbcY2PqvnUFsKlTTPoVYkrVudZvYVrDYDAPATjs0I3pQE3IMKAwBoCcdmBEIF7kGFsQLFNU1w3nVMZZYvACagwgAAWsKxGYFQgXtQYQAALeHYjECowD2oMACAlnBsRrivNqOb9aqb3Spmtf9pvrarzZTDdavH6MK1s4I1aFenwSxfAECfcGxGeK82o1t9pfj8pe7vXh9EtV1tRhWuM7Im3GB1GqN0+nwOdajJCANOgpjU8WK\/4keD7LdTWu43kHGYsX5gvdqM9O69wuuaVH9rX5XXObarzejCdavHqMO15aNFnQ7elAQA6BuOzQjvNyVpv6IduZS+oB6xNh4etcditRlluG71GINVZYyKVJMO3uULAOgbjs0I59VmhNjFHQs9rSTSdI4HuIdqvNqMOly3ekzNqjKK8lGjSQerzQAAeodjM8J6tZlSJup6TouIpVfkDtFD1a02U7sKjTK1mnDJlna5RQ8VANA3HJsRzqvNFE2p6TmVpisN8RZfOYdCXmTCOK1YhUbnY024rnwMs7f4F\/dQAQB9w7EZ4X0PVYxnMgTa+8zeArYvx1cpWHdcmnBV+VTlT5kOVpvpFBTXNMF515H3JIbOiDXcV5sxeN5Uav77GdrV0VaodsdbFT5L27g88RwqAKBXODYjeFMScA8qDACgJRybEQgVuAcVBgDQEo7NCIQK3IMKAwBoCcdmxFSoAAAAQJ8M7UdrIFQAAAA+MrQfrcGQLwAAAO\/g6B0IFQAAgHe09o5i8Syrx\/8aYCXUmnVPlc+f6rNn\/y48AAAA06CdUBXLZdq+oKYB1kLVvxEpicIoCgtBemPOVjYZ8sVFAAAA\/KS5UNXLZVq\/QrUBzYVafj9SGKeFPnaFULOP+lyTFAAAABdaD\/nqFyMho0U+GuCqhzo3qWxUrVDzlGBUAAAAJRwL1X4Zyga0uYcqiHDhRcmoGqGW1n+BUgEAAAhMqIdasKButlLlpKR6dAWKcIQjHOEIH0e4GKFAdfw6Ekb3UMXdyuO8wn8thQoAAGCauBYql1m++oWsIVQAAAANcC5U8vA51PK6p+WboHnIIpdOMgsAAGAatBbqAOBNSQAAALyDo3cgVOAdqG8AAI7tAIQKvMPFBD8AAG84NgIQKvCLvLKh1gEwZTi2AMZCxYatly3Q\/I0NG7ZJbaMWKgC9UKhsqHsATBOO1z6ECvwCQgUAEM9rH0IFHqGsaah+AEwQjhc+hAo8ovFbQAEAI4PjVQ+hAo+oqGmohABMCo6XfFuh4pFB4JDquoSaBsB04Hi9u+mhcjxy4BsmtQg1DYCJwPFidzbky\/HggVcYViHUNACmAMcr3VSoJkO7GP41BKWkxLxYRlaAIzscYAjOuw5D43iI+0lJHEsBDI5ttUE1A2DccLzGO5nly7EgwLA0qDOoZgCMGI4XOIQKvKBZnUFNA2CscLy6u3oOtbuyGGpsvWK\/nebHw+PtaHfN9usqk0zv2TRmIvUK++W7X47XIz+hesikDrYLWhYgyh+A8cHxuoZQ2zK1nk0XQKgAgAIcr+sOXz3IsTgakB3mRA62I9qXHsofgJHB8aJ2+RxqgfbdDv8LVLzz1+BbgByVhhMlD3VeUB\/4EsjYfrejXHGnWXn6QLcvx2\/ctW0mqv7hkk+fGVyoeX3DSQQm6AyK+uMWjuXpl1CVv0q8LVYxY95m0n8GnBOINhE0QFdJUHncwrE8fRFqdQffz+4\/2mInDCJUXY3CSQS1VLdUfeZk3HAszM7XQzX5rmH6XpUvo560zzgsNKtfb07SAdMEQu0HjoU5vFCZTueBUJ3gttCc\/HrDeQQV4NdYb3AsTGZCbRC\/CzBa6AoIFfACQu0NjoXZuVCpgxGSwQsasxJc0bNQOd5cAF4BofYGx8Ls8DnUHOf6Gbag2\/8+4FhRuqCLcnDS3vV8glAfGOFwhAPnXUdL4wzIkD3Uruc6dQSmJAz4oEubNJnerQdegVsGvcGxJPsQKnUwhWeossaAD3n\/WiInP+AmciqBLRBqb3AsyWGE6qSkBiluXE7UToc9jOQ4mTI2hfMIGoAWoDdcl2QSBQWiRPlRHmxPT0KlDt4r1H\/FNdnj6C+n7AB9nk3mRKjNvgLGDVqAPumyJNM4DMI4Xfy3+KcVAwjV5ztw7fc4+supmVB7nmLgZERk9KcS2IIWoE+6K0lZp0RJ1KZXKtK3UN2W0YBtdMtofGnww2jwnz5tBqhdZAeMBDQCfdJVMRZ1SmkchmHoYMC3T6FSB90UD4VqFZMj7ITaZu\/jPpXAFgi1TzoqxiQqSDONw0VIEgVBi+HfvoXqJJ3uEnSyo3FfTrauGqo0nNxiGPepBLZAqH3STTEmUY0wayNUYfdih5zqRHURugg3ad9bhtc2zS3j8woXK4DJyGpFhekhn7qPbNPpLp8IZxQeVN63srouEK6MYCWaJih0WQjqRaiN8981PeTNdhc+F1dLDFsK8wjdUd322aYDgHlNQJ1xQhfFmMZh+SapOAjMaci3IzrNXrPEPS+xxuh+s5vH7xNXex\/r2QRWWFUD1Jn2dFGGmu5nGudzkto9PwOhdpKy5yXWGCuhDl4IECpwCITaMxzLcNJCrR2mh1AL8BKqK0ZzIKANEGrPcCzDMQiV2g3M6rTa5qj9L7FmmBfUyEpgZIcDGgCh9gzHMpyuUMvza8QQTGZRAqGCyQKh9gzHMoRQi4GYHarDfDb8dI4dTId+Zvt39bgIQziWQx8LjPeDw9+PTo50fDcXzY+I6QFW4OFMctAnrn6y6yIU2tiJVwkWxlEykh4q+Tcgw6LQrDAU6vgOPGOsxwVM6EKoebQpjPE0gGMhjEeoZFODu85JzzvqB8Nu\/ciOOmesxwVM6KiHOr5xLIdwLAEItUO4lJshJkId2SGLjPjQQC3OhWo1IDxNOJbAqIRKZuegz8NheidACYQ6dBbAYDSeYdQmwYlXOY6HPzmhDnIsjApQB65\/msABAh1uherbWJqfcDz8sQmVepnB2wBeZVgGQqUJHCDQMYhQG+93HAQMGaFQyUU97oKsxAfMQBv45twhHRUC64oxBRqfHeUXrVKbcsXoW4YuGM9zqCK6rPpwCLxKModjnrugi3II5refmdaN0dP4pCi\/mAcaJjvBKtGR7RYLyQirywgfKkKrk6EkKnw2zh4qufht2B2eZMMKjnnuAuflUE4wuzLd7gW0ofHpUJ7c3vbOnUbSrNTg3JhRUnBh5kgjoQrfFZOcMVqhksev7\/EnJ4awy3B3OC8KXYLZ9el2X6AZbU6Ek1ZomjWhsTtVhHFacGgYLj6hNI4TI6FGUrSSmSHUYfAqM7Xwym2nOC+K6gRR8j7Q5iyI322czjSrQXN7qkWYRFEyT7s0VlswpY5Cp7Sk6TELlTx+fY9v+amGV267xm1pVKeGkveBNmchcCHUlt9lSnN7qkVI0pBv0Z5mQs0SEoZ8CwnxE2qWb6v45KI62u7XJMFB9muIuN8+M+DD8dbGdLjTPndXSNbzcvZnv20ynO+35VHbfp1jOSuTcoQ8OKu4+2ko1FlSGUkUJZPqoZLH96L8zJUSRlntAYelYZIUCn9YWpZ\/4O5X6dRqQlN3KpEHZ0tDtTZCrfrS+IVKHldEbzNWgEs+e8NVgRimg\/IfkPaFnzW1TjIzKSzlVkPlLF+VG\/XJTHSWr\/+wKFgWmewZJ2VinghOwYC0L\/ysqXWSmUnRwp5qFmO1CnWqhapSr4vnUDOGKNURIpak\/6Xqfw77x0mZBDaDgTgLQ9G+5HUp4JzqaCHNgUEPdWD8L1v\/c9g\/Tsrk\/2\/v3K4e1WEoTF1+mmqo45RANbzO9EExOQ8JINuSscEXZO9vZc2anwRfJFnbNiSkFgJHNAFmb0U7WbwPBLU9l+Zta394n+W5WVJLgCOaALO3QqPlIajtCZj3mPjUbI\/fhoa1v5aHZrl3OnyRl8vxBYM3RKPxIaivgLXwcRCC+kIgqEqhG3T0oPThWu0CLhqND0F9Bb6FnSPlXIAZ+j2aCOrzekfmRqjD2g3RaHwI6lug69FLfc1V4+UiGK4P0EQU4ZF73LtTAdZuiEbjQ1DfwhT8fbK8LojXbLg+QKtVJpySSqTF6kxkQSQajY\/voTbghmrmMn7qrhecHibLpVDc7luUJHNVu9RSunDV6FUcrFB1kMUFMYXUTCh9cMNEz60Kv0Ty0Duwc0M0Gh+CqoNqgvpBQkknaTZd05XgyRYCjNyWAva3fyrw\/ClC8gY5eAMIqhpqXnhDQrnB7Qt1RasbmYcXuWHhtuS3\/7YY8kO89PD+A73kv7eAoKqh8p0sSq9htOXGpnrRukbm+XiBhduS3\/7rzC1At8VYzzh9oqgQVDXUvzUUfr9B2GjZ79bOWFpPYF+9A7Lbf1uMMccDZQ4NtSXUltdUIKhqqC+o4B6BxQ0EtQIwSx\/k9uO2mFNG13l\/Dpu7y\/toiQpBVcMTL8CD9WFlNbsj4FkHGKQbCrvyEM4WK1SHcKGp03McjzzufCC+nPBNFjhe7jgdL9LYeVh+lnL6OI4413icfiBJaBJxlp7Hn7iGOiq3HQEPtqVMgjgLL1GsOmCHzsju0HXmtnxxl++wQFBVA0EtB4zQHwV8ui3HPUm2bOJ7qCNyzxFwX\/cM7uLBu98rGt0KQdUEBBWwjOzikfveNxo9C0HVBAQVSIzp5TF7PQganQtBVUaqL+C7QRjQ0QN2eSg0+heCqgwIKpAYzdej9Xc0NPoXgqoMCCqQGMrXQ3V2TDS6GA8Yb8ATS0JQ+yOXj4bydQed7aALhdCrOFihKiPJF3DcUIzj7nF6OjIavQxB1Ue8O+C4oRjH3eP0dGQ0ehmCqg8IKpAYweMj9BF8dDoagqqPSHfAawMygtNH6CP46HQ0BFUfEFQg0b3Tu+8gONDoawiqPiCoQKJ7p3ffQXCg0dcQVH1AUIFE907vvoPgQKOv8T3UBjy35GUJcJYiMjqrb7931rvOupMRvYqDFapKIKiARbXfEdWAotHdEFSVIPUAFtV+D69LVHcN3ECjxyGoKoGgAgm9rj9aznZBb7\/APTR6XJ+gttpbf1W94ZZkaeer+ttxvdmJv2ftbXamx53PZLnt4G39Rb2XRWUppyb6BBV8CTgF\/hoZpd5nZ43hNSvoG41Oh6BqBZeaAIvSAAjEs9IegYdo9DsEVSu4zgRYlMYAdlyAg0a\/43uoDch1jbNEsaA+eR2nNAyUNvsJA3Y5Er2KgxWqVrLftQH6QGkkKG02KIfGkICgaiVwSyQYmfrBUGjHBQyOxpCAoCrm6xd4BzhUDoks32nJ0hLQExqjAoKqGKWXGUBpakZFliBEGAMfjVEBQVUM\/AJYKgvq8xoRycBHY1RAUAHojWoDNtcPLyDDAB+NUQFBBaA3IKigAzRGBQQVgN6oM2Az3meODAN8NEYFftihAbAkoGSPh\/qC+qTSYYfDsB2\/RK\/iYIUKQG9UGLAZf6gL6QWwaAwMCCoAHVJ6zEJQQWkKBMa2mGP1O6\/n8XWeCPSdRCCoAHRI0THLFg5BBXnJHhjrfIrlOk+TWbbvH9tijv8\/A4IKQIdAUIF2cgfGOk9ENrfFUHV9sCqlQFAB6JByYzZQ8r1KkV4AS9HAoKvVbTHGmAwbvhBUALpEi6AitwCJcrGxzlQ4t8UIW8HpQFAB6JBCYzZcLAQVZKRMbGyLCUumvTOcSNr3UCO\/HiR9AMdxHMfrHJf+\/7D88NVT592G7cRxRcfpB5KEJh17aXoepApaRVDvdgAA0Ibsw\/b2TDrvKWAQsseGtJ0r3v2bDgQVgD6pL6g3KkVuARKZY4N+B\/WHfRn1y7Pvz0BQAeiTvMM2sjQIKsiFxtiAoALQJxmHbXxRSZUisYAAGsMDggpAn0BQgWo0hgcEFYA+yTVsy+3iIrGAABrDA4IKQJ9kGbZFb9xFYgEBNIYHnofaAFgSUArFw\/Ni75UAQY1k8O4H0Ks4WKEC0C1PRu7tcyGoIAsawwOCCkC3vFlQkVVAGI0RAkEFoFsqrDJvn46sAsJojBAIKgDdcu+WojoXX5FVQBiNEQJBBaBbki5nZrwNBIIKnqMxQiCoAHRLpLBlH+AQVPAcjRECQQWgW8Ijt9w3EyCo4DkaIwSCCkC3BEZu6UF9qeVFawcdoDFI8MMODYAlAaVoPEiFQ1CbAyNI6FUcrFAB6Bl28FYY0RBU8BCNQQJBBaBnIKhAKRqDBIIKQM\/4g7facG54BRd0gMYg0SeorfbWUS\/q1YjTqePPCv2VFsdNTD1aXHVQr8bxqE9QAQDxSIJap+pWG86gAzTGCQQVgJ6hg7fhkqV5M4A6NMYJBBWAnqF7vM1b8m1D85YAFWiMk7TvoYJuaB144KS0O6Y3yRjC7wB2kNCbprBCHRE4dCiU5iYwOBqDFoI6InDoUEBQgUY0Bm2SoG6LobuGZtmsstbZPbbO07xmbO22GLfSX6uyVtM9GiMV3AbuBhrRGLfJgnoo17YYWz7X2cyzcQ5lVLqvnHuCui3GGOMfBzIaI3Uc\/Ikp6BnH31gg7GhMU\/cF1fnrs85m2Zwl5A1BXedjBUxO3RYzTWZZZm5ZPK9uW0AYjZE6DMzEFPTMOtOFwjcBIpl9dKapXCvUXUltRU0VVKvMlVVP+9DRIto0Z2ca8emhMVJHQZqYzvtM0xkU5D1EuUq+Hvy5dZ0nY\/hcZh2zFzZ9Tr80pqkn11CdFeT3TysVJAqqt87ctqCguvqLjBKJxkgdA3FiegS6G+fYINbOOk\/zun4VdZ2neTnSIM131O\/u8qHTvKcxTd1coTqjWrpb6amgujCLVqEYrFBDfO\/6xOs9rx8xE1PvUgs7Jpr3CK+Y1+ndn6xO83puu1nrCRoEYiZu36Osr2EE1R7H9nSa\/PVIULdldhNFnKCCKzRG6gjETUztUYAxoZ2fd4+LpyQNkjtK7HXB\/pmuva8xTeW4huouLE8nP7mGus7+yrLr8KmIxkgdgLiJadwKFahh9+6+2Nwd7FwctZPp903mLs2O0JimHtzlu1+98S9eHkecCZbzOfaqJ3+X7\/lmx\/FTD42R2j\/BiWnoGirGhGrcZQcVVGv94t1A4t+i1hUa0xR+KWlE4NAXEp6YzsuxHex9qOekOgCSoFqXAMyy+l\/871tPVaapzD+O37o7IAp4She5f3EM9ED3UymNaSpBUC\/L0tj\/MYGndAFBBR7d66nKNJVZUAEAAIAsFBfA3GCFOiIthwgAAAi0To0RnN8gZoCgjkjLEQMAAAKtU+MV1k9yMGDLFwAAwCvIqH35cX\/jikHlCrWV3XPV+\/a42dFuZ9SLet9Qr0Tp9sDOOWF+NJIBgtqgXi0Bp93OqBf1vqFeCQiqGqJ\/fTizoC7ucxzJV5Pz3fhPGsM93ujz+dBfXKpXr\/fDUELd1JjBdm6ePaviOd1vj2j\/evXWjavzjXyeiYiH4na+rreInY9aXGsWtrNkzyL9jWhPkTxwVX5svnpS7+fzCbRfx6PnUn7OP\/s1VO+3PH4+ymm6ozH0x2Xo74aQyqrWSwjVe5QTbOd3bL9HUJn2RNihdL2t4irn4wIv46G0nSPqLWLno2SnS6XtLNmzUH8v21MoD8SV733kMZf+Pd6ZzesFNUVN8wuq\/V3j0G96P+vj8dwj+8fEyS92WfOwzAlIqvckHJ57OXI7f7\/c2fi3r0+n8+25tkONevNl3LS4+vjP631YrxQPpe0cV29+O0v+LW1nyZ6l8tVVe0rlgevyd\/JOH678u783L9vrf53i75sElZLTcmxjyHgvn+j5emmNoc5GC3PjcPP6G2pPiZUEX69j3nr+3R9ZWWrrNSpuC9hZqLeenVdmIl7Qzm7dgpmLD73SeSC2\/Nyr8Zi8sS1GxePn\/v37l6SpNQT1GBq5RobfGOtZb258ZHPaRb30YLCrv3Ku26lGUFk7FKt3W4y1NZdrDzQiruztwbw7HxFxW8TOYr3V7Oxn\/JJ2tivmx29eJQ+3p1geiCw\/4xTNqteqwW7\/sRfwekH9cJr6V35VW6Fao\/MhzB69GyEVZtZ+vVztoXL6WKFKdihaL12\/ZPul24i4cvYE8wpMOB7K2TlQbwU7ew0obuez3EDBGfPVVXvarlDzJ5kI\/5Lp0usF9eNp6t9p+ieQ8\/FtrqAW8xxpDzvFLH0NVao3trroaxvvF9S8S6b4emPfvFtvRFzVu5YptadCvYQidmaLLm3nD2\/P8kojtKdUHogqv0AvL\/x7TtIOFIgq1dSvoLIfKymotiFLbN1IZda4y1coNGb4H+VctfPtgprRpyn1uluR1fzb8i7fknYW6i1u5x03rmrc5ct1plC+umxPoTwQU36Je68SJsRKVqhfDk1tJqj79ZDMsxBybcCB+45V9u\/PXdV72VFqz2A73y2oQTsUrNepu7p\/S8WzU\/5RZxU7C3FY0s4n0tXi+nmjSL66aM\/n8ymTB2LKL5FiYvxbsPqSfDW1nqBmbPobKipUb6v2p6LdzqgX9b6hXonS7YGdS3BcLmXfhaA2qFdLwGm3M+pFvW+oVwKC2h8qBRUAAAB4Gwlfm4mhdXcAAACANlwL6vc\/eOGFF1544YVX+BUS1LZqDwAAAOhCFFS88MILL7zwwiv1BUHFCy+88MILrwyvU1D\/AwAAAMAD\/vz5M\/0BAAAAwGPw1RcAAAAgAxBUAAAAIAMQVAAAACADENTu2BZjlu377+3Ts7eqJiW64JdZ2cIF\/eIU3UEEdAS8oYpdUOlDjlr7j28LeVCt\/HAv7nFIBR7tZj00VyyVfsp5lDF75jrzHwu3fFvM5D7z8FJQA+\/yb6ka1q8S1FxKHOWXW0VDT98A85i5aZrm9Xa02Gnj2TPr\/ZRFs5P0hPoK2S9wVkqrLh4fyJzluet34nScQEyV+xG0KdDHHH8+62yWzT9I+m2\/JTQ+43N1nfo+8jORt2WmjSSP\/P19mgTD7jFSDn861x5jjPPg0vwrVFVZ9lWCGlPU\/bNyiKGflFomgOFxktV9QTXGOPp3z69cynKyk19y+ex3fVZkq5z2xfaFt9Dk\/O19ztZt6t3j\/9tizLKcMyD\/sb3HEXvByZiJfQSt175TwyQ1Ewo4mzp5y7rgHOX82OmE05+XQX\/2gMSR2y05k8kTgm\/NltUkQaVuOt\/15nSMiezZmFk2cprbbzEYmL0GElVMmC3zNE3G0J6f\/WSKvdhlcQYw+b9bJNMMYjG\/lnDJgROljrBc+2WeHTcJ0e4MPVFPw\/168i7TN8cy7H7U5frDK4f16TQv++F5PQp9zXyRE1TXiWwe9gpZFnO40syz2XOVbUS7Pv7p71LKkg\/yH8ic\/SLP4rVm\/4BdvNXWGC362DY7V6jeuXaLiHYyguqsH6XHxJOa45vLHdwLilx6UkGdvE7FyvKxYLay8Lzb4GJb9rRVckjJK9TdB75fWEGlGxa\/ZE9t4O0GWGpj5+Ddo4svqHYwuK73zmU+47TBS8dcRBFrSimG9GWfvFtBzEQ7ZzG3lnDJgROFocET4xfnT3KK42lbpYQgjOrXrXdtvNHH2oqL1fhybJ9S1fazQWN8QfUbGSeoxyxwnc2yeqnysKg9xNwcFEpZVqNCHSqS\/UJn0VaJ8sZoyFlb+Cz70Hk+cw2Vy0ok27KCKo5P58iV8eMWqOfYYdYXwS1fPhBjN7mIejKWnsWOkZFu9cXprdQMWe7ttGXNXllB9UXXbwxvIklQA0368K53z+U+wxdC9ZQ7hVECrmXbYuZ1nwDtRUVGO19LRMn8iSlDI8YvvqD6nXII7fcG+\/Xo3UALBFeGBo5cTmQG8w3ZEF9Qwyk3IKi\/99bZHezOmXSIhdcz7l6YmHJPimU\/4azkVlk1BOWba4zTDe8u30OXPdP9lseX3mWGB+VKUJ+sULkJlHVcan9BQbUnOslzNH4lfxbgWzZeUC0XpwgqqZkJZysY\/Aba57Kf8eTbmjyxp9C+CMnxW84vuVt\/REe7UEuo5MCJSUOjjKAGzw\/269m7VgvEHS0754f7Ei4nnMH8njckp6B+tsUYw2yROCH3NRWfCEMpSz74o2D2k89KbJU3EIXTuMZ4tfhfmyGuiFwHhAU1ev1nVRRu9am7tgIXFtT0LV9\/gmBvqV2EVHh2JmTPeEFNmMLz+YaZzrllis3fzxUmxV5e93K1fIqUHH87X2RWvjtUjPaAxej\/wyWLJ6YMjYeCKibLgJ4G+\/XwXVpn5Ao1VVAjfSp0vRmRghrej6EZz0ndZ1IhZ26LMfMsDZuwoIqbK0Wzn3TWjVbFFMif5dcxfQ\/bkwjPadbi4EwGzIb+V+zlmeJxF64097DPT7zL956gCm0OTujPOY077bXLCE3nXN\/5u2\/BeHIrtVNGjKC6uzGhjEMbd67G\/fCz6\/Vd764FvEUAAAGCSURBVJ\/LhAfXNXLLIhtRdJIj7Nqc0\/WjUOv2PSbaGYtxtQRKDp6YMDQi\/OL+aSfM4w1h5HJhHLLYo3dJH\/3RZ2\/HkXzjxupFOZE+FfreilhB9S0gF0KOnO+4ESwtBpmUZa0fRK0pmf24s6RWERNdLlHYK6\/CWZzcnDclMftOtmo4x+aFnTxap8l7DKHFPPk0TeLMQf8tQdf288Qh5LZZbp5nXMlH1KhWs483bO\/7uzD86aTF7MQlQVBJLcfttIGMc7SPmtTpdSAYnBpZ3\/IR5duYiaijZHGq7UitU6gf7UGL2bXIJUec6HQkSVAtvzh\/CgPjLN9ZMjIryKDFHrzrbwVatqdh6fmX3vp9UU6kTz9MyDUjRlDZPBwoxDrCB2Jwt8RLWTS0WmQ\/\/iyhVTTguWI5nYs7yze8tl9KktagdbEs3L45OXhPQgG5uPJpaHX7EtguIFbz80bna0SboNKpGfz\/GDIzgDm740J4FOips7mNWC3EO9YpPaBPUAEAAIAX8j94S8ay4THYEwAAAABJRU5ErkJggg==\" width=\"499\" height=\"717\" title=\"\"><\/p>\n<p>&nbsp;<\/p>\n<p><span style=\"text-decoration: underline;\"><strong>HOURLY CHART OF MINI SP 500<\/strong><\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone  wp-image-3560\" title=\"565\" alt=\"\" src=\"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-content\/uploads\/2012\/05\/565.png\" width=\"499\" height=\"717\" srcset=\"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-content\/uploads\/2012\/05\/565.png 624w, https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-content\/uploads\/2012\/05\/565-208x300.png 208w\" sizes=\"auto, (max-width: 499px) 100vw, 499px\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><!--more-->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\">1409.57<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2765.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13307<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">832.03<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.89<\/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\">1404.28<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2750.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13263<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">825.27<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.71<\/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\">1395.27<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2724.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13207<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">814.23<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.50<\/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\">1389.98<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2709.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13163<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">807.47<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.33<\/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\">1380.97<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2683.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13107<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">796.43<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.12<\/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\">1375.68<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2668.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13063<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">789.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">78.94<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1366.67<\/td>\n<td rowspan=\"1\" colspan=\"1\">2642.67<\/td>\n<td rowspan=\"1\" colspan=\"1\">13007<\/td>\n<td rowspan=\"1\" colspan=\"1\">778.63<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">78.73<\/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<p>142 14\/32<\/p>\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\">1673.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3275<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">107.64<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 28\/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\">1663.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3229<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">106.53<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 14\/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\">1650.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3189<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">104.58<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 5\/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\">1640.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3143<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">103.47<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142 23\/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\">1627.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3103<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">101.52<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142 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\">1617.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3057<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">100.41<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1604.2<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.3017<\/td>\n<td rowspan=\"1\" colspan=\"1\">98.46<\/td>\n<td rowspan=\"1\" colspan=\"1\">141 23\/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\">627.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">619.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1502.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3145.2<\/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\">621.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">618.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1493.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3106.3<\/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\">618.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">617.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1483.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3061.2<\/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\">612.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">616.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1474.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3022.3<\/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\">609.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">614.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1464.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2977.2<\/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\">603.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">613.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1455.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2938.3<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">600.2<\/td>\n<td rowspan=\"1\" colspan=\"1\">612.2<\/td>\n<td rowspan=\"1\" colspan=\"1\">1445.67<\/td>\n<td rowspan=\"1\" colspan=\"1\">2893.2<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><img decoding=\"async\" alt=\"\" src=\"https:\/\/www.cannontrading.com\/images\/divider-black-190.gif\" title=\"\"><br \/>\n<a name=\"five\"><\/a><\/p>\n<h3>5. Economic Reports<\/h3>\n<p>4:00am EUR<br \/>\n<strong>Final Services PMI<br \/>\n<\/strong><\/p>\n<p>5:00am EUR<strong><br \/>\n<\/strong><strong>Retail Sales m\/m<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Non-Farm Employment Change<br \/>\n<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Unemployment Rate<br \/>\n<\/strong><\/p>\n<p>8:30am USD<strong><br \/>\n<\/strong><strong>Average\u00a0 Hourly Earnings m\/m<\/strong><\/p>\n<p>11:25am USD<br \/>\n<strong>FOMC Member Williams Speaks<\/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 Friday May 4, 2012 &nbsp; Hello Traders, Monthly [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[76,67],"tags":[149,134,602],"class_list":["post-3562","post","type-post","status-publish","format-standard","hentry","category-commodity-trading-2","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\/3562","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=3562"}],"version-history":[{"count":5,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3562\/revisions"}],"predecessor-version":[{"id":5502,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3562\/revisions\/5502"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3562"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3562"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3562"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}