%PDF-1.3%âãÏÓ1 0 obj<>]/Pages 3 0 R/Type/Catalog>>endobj2 0 obj<>stream application/pdf <alt> <li xml:lang="x-default">StudentSupportRedefined-10WaysEveryoneCanSupportStudentSuccess-January2014</li> </alt> 2019-04-22T14:49:04-07:00 2019-04-22T14:49:04-07:00 2019-04-22T14:49:04-07:00 Adobe Illustrator CC 2015 (Macintosh) 256 176 JPEG 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ts+ualMLeIzPK9Wl0eaUAqWbksisA3IAgt1JyDJQ+q2rsbq4soZnlU+n/ALhbmQep8Bc8Oa1BY8VLAH+KlwhsVtX+r2ltdFkZpp20a4YyBXp9osA7ElSfi7HvirUlhZTvMy2dug9RnSc6HOWKqrM6spPaq0O1cVUo20a7Cm0trSWdWMQmi0a5KhlXh8RVgfGoNaVHhiqrZ2IkUrJawRLKFMsK6JcekSF57VIBBoRXY+wxVZclSjGKzjk4ANIi6JMGb1lCSMf*ckQkO3evbFWo49OLpDLaWYjUKTXRbmOQgkK3p8TVmb8OuKqtVSaQwwxwXluwaD09GuSqKhoDQM4ryhjIb/JxV6ZYvK9lbvM4klaNDJIqlFZioqQrbqCexybBWxV2KuxV5H+YVld3XnE2yeX7bUYZBFKLq7sbK4gV/SK8jJLd28vMFF/Z+yKCtagqxS20PzBHcRrceStKuNM9MN9Vh0vThNxdzFHG3HUXVTWQyk7ihPQkjFV0vlvzD6Fo9h5R0yRGpdrE2h2kUlrI5UMHE+pxN6nwKWZBTYfQqqRaDr/1q9iPlnTIrQGeeFZ9Ps5iS8hMEUYGqORzlbnXiqk/y4qoS+X/NE0NxqB8oaLNq8sxWaGbTLL1GV1WMTRyHUZYaIVoVL/F7VLYqyXyz+WOnXt5HL5h0ny7BaPMUGlppUFvcOsfNo2imiu7gUduLEU3UEcaGuKvXbOztLK1itLSFLe2gUJDDGAqIo6BQNgMCvl367+XN2dT0wRS3F1dfu2uI5PLiSyAL9hZABQAoJeXLivH7StRMKrLO28lxQSarcML6IyJaRkx+WVMZYvTmySMsiekqwsOSn7TLsV4qo2efyDYwzLOr3clrKVluK+VgfrNzEWV/iC8ZImi6sNzX7QGKpnbflxa6pAdV0/Q9TubK/Cy27QR+X2AklSgnHB44powsrxlJOfjXviq7S/ytnh0YWOo+XtZklExJvUsfLQSNXJ9Vo4Q9xIqsG+JRz+yAvhirMvIugap5cu4L6x0jWIre99G0vtMmh0SIARqES5d7cxOFj+I8FY/a2XtirPjeXRNfUOaI6nJ3uZ4ce5Tn1NoIzLPcCKMEAu7BVBJoNz4nB+Zyd7KOEE0BbS6oWkES3IaRk9RUDAsUJpyA/l98fzOTvU4drpU+uXP+/Dj+Zyd6PDj3O+uXP+/Dj+Zyd6+HHuR2nTSyK/NuVCKV982GiyykDZaM0QOTzjXdOj/TV+Ybm7BmuGChrTUDGplNJeMiSxx0r3AAp3OZRYBQ43LW9rMby7f+84MtnqXMAIp+36/IdKChod8VRkuntBaNGNR1EzBQxnFvqDxqsrcQAgmVgwUsTy5EClN+qqEhhuVZH+v33CP4ecdrqYKF6AyESSvy+GqjwJr0xVRubN3aJZL7UChVhE4ttTBEn2YiBJNQmrLT5dR0xVNtJ8v3erSSJHf3Ae1EaTNcJfQFlKgAoJJ6ghozU0FenicaRarF+XnmYSosuqRm3jKceMt8GIQBfs+txUleQ2/jh4VtED8vdbMXBtYBXiVEdb3jvTrW79qbY8K2irLyFcqYUvtQkmhVi8ypNdqzMEKqVYzHjuxY7e2+NLbMskxdirsVdirwj8118o3Pne5trjT5Z9YSKOSWaH9AMxj9JaVXUucoRV61UexphVhVs3kKLTo9Qlll+tQXbRwXcX+E0dk4gxBGJkCm2jjXeqks21OiqoiG58hXNtLLFBczSwcBbzk+WJXkuHlADs3FwjuFpyJ3VK/aFSq3bxflZbT2CwTvOkNr6roh8sOpWKrtHcvw+AmQKtS9CzBlOxOKr7K0/LSWIxtclLOUK1yP+dWWNZ0WT0o5Ake8pKuyijKegr0xVlvkO4/KmPzPeHUYbaO9juEtdIn1B9HLI8LmFbe0SxPNSodPtjl032xV7ngVi0/mbQ7cXFydIuZDZ3AtK29mZpKsCSyqgL8Rw+L6MJFNXjDfY7KE/nzytHxEmnagfW4mn6LuurPxFaxdepwIOePcfkV1x5z8tWcaQ/om/MJkaILHps/FSlACV9MfCagKaY2pzAdD8iiB+YPl8XK2scN+zF+AZNPuzHWpU/GIuOzAg4p8aN1v8ipD8ytBa2Fwlrqbxkjpp13XiV5B6GMVXcdP1Yo8eNXv8imFr5t0+61caXDa3/rcpUaeSyuIrdWiqTWaRFT4qfCQaHFkMoJrf5FSznHZpD5302fUvLs1nDYpqLyPFW1kkaJSFkViS6FWFKdsbpzdBlGPKJGXDz3q+jCX8sSXDw+p5JkRERI4guomPirlpXDcNuKvTYD+mNu2GrEQazD/AEnw+5ufyxqVrdNNp3lRTKGtpLRmu2CRycfrDlwrjmEmZk2C/TgWOqhIVPL/ADr9PP8Ah7uo36sst9e85S3VvBL5d+rxtLEtxdm4R1WNifUYIOLVAA79+9N11stPgESRkvY0K+TONK+zJ8x/HNn2fyLps/RCSTecBf8AGO2sTY+tT1GllEvoVG/HhTnTtWmZJOXi5Rr9DIDDw85cVdw5rHuPOxr6dnYAfAQHmlP7FXGyfz7D2wcWbuj80iODvl8gpvcefV4UtdMaq/H++nFG32HwdOm+C83dH7UiOn75/Ifrba785rIw9HTQgL8GM0o5AfYBBX4Se/WmG83dH7V4cHfL5BqK589mPlLa6YpI+ALPMRXixBJ4dOXHpXI8eYDcR+ZSY4Ohn8g57nz1zYR2um8angTNN0r8PL4O48MfEy9OH5lRDB1M/kE6sGvWtI2vkjjujX1EiJZBuaUJAPTMmBNb83GmI36eSvkmDsVdirsVdirsVYvrvlefUdWZ4vMt7pb3EQC2dqLOvwUDSIZoJpK02698KLCC0z8vNUtLZYpfM925MZE8cFrYQQNO6j1bgRiBiHeSshq7fET1wJZdHZWqRqhiRuIFW4KKkClaAAYq1DpunQQLbwWsMUCV4RJGqoORqaKBQVJxVeLS0AoIYwNtuI7VA7e+KrV0+wS4e5S2iW4l4iSYIoduH2OTUqePbwxVXxVi35i3UlpoUU8NpPeSrdRFYbZ7hHJAbc/VVeRhQUpSlaVIxLVmNC/1/oeV22rO9oYZdN1BrmKcRLDJd648qH0y5FViQ85Fd+QVdvhOBwoy23B/2f6nRvN6y21tpN8klwEtohLfa6gAM3FYyzwoI/tGlSd9qGuKB3AH5z/VsymLyP5lS4t530eOSeM+o8i67fqOSBSFaqsW5OO9dl64t/hS22/2RaHkHzLAxEGmo8EbVgibXtRBHBWXkv7s8GcN0rT5dcKPBkOQ/wBlJP8AyP5MutLu5brUbU211GaxSQ6jc3iTeoGDeqJ1jJZa9weuLdhxkc/vJ+9Ns5x2zGvzEd4/LEsqXT2Rimgk+sJFdXBXhMrbxWbJMw23ANPHbLtP9XK2M+TyTS7Vwii81zUbqK3WNr+I6f5gSUBJQWCSPcnjKwbZkQ0G9Ns2BPcB9jRSKuPTMCpLr+prLDH9VuI7ex1lpubSpcO4ZLluAkjcBK9qgHquDr9I+Y/Uvxeg/lrfQCwlspbyW7ulKSLcSw38CPFKvKIKb95maTjXmFkNOh6ZiamJu6+79DbjL0XSf92/7H+OX9n/AMXwYZ+iEuvLt7LdzTxazeQLMT+5VlZEBpUIGBp8+o7ZsaaLXnQ9Rq/HW7tQzh1HGA8QK/CKxnbfv4Y0tplBFNHAqTTGd1FDKVCk08Qu2FCHuo6jAkNXQL2Zi4s/7kjgh4sSV6Bqih98wtVKzTdi2IPmwa203zGqFF03VKhmDq+pQcTyUAuWpVjTp1Fc10MeTul/pg7qeXFz4sf+kKPttK11vq8c1vrEMa8lMiajbMUUdNqryrQD7/pyoYsm1iY/zw4882Lcg4z/AJkmR6RoEemTGRb+8uh6fpLFczCRFG26rxWh+HM3Fp+A3cj7y4GfVHIK4Yj3BNgQemZDiuxV2KuxV2KsG826z5Yj1qS0vLHUTqvoG3gvLewu7mD/AEhCFbnAjL8HLuRSv3GzVMJYwTfV5tFo00lutqur6xGjy24tGOl62qxO8cnCnKduKgv8R6Kdm7YKcX8rKq4vv/4ps2M1wyrbalqjxW/pWf1Y6fr8bgzRcVd1e4TjH6kbLXoOhPTGlOml/O/3X/FKUtheCwk9LVNWe1LIY1Oma6ro8silpOJmZzvAxpvQn/KqWl/LS5cX3/8AFIk2LvNcerqepo9uKegLDzA3JuARpESOdy6dASpFKip7Y0k6aR6/7r/ik58saffp5n0ma01C89H6xxEV1YaqB6SwVKs1zLLFGWjYrVkFD35Y0yjhkJXe3x/W9kxcp88LemJ0jOgazFaT2wdJBqHmcsHVORCotqfTAnTiv2SU+KlCBhVV06+1G3e3kGgamDEImtXN75klBkWViglUWrnh6TszdeJ4hhtiqX/4hSN444tGv7r6xbSTRxLqnmaZnoixyj/eRv7tmCkhvhNK8TtiqKF7cPR5PLettGvHnFb6h5mQNCsbFpFZoIYjIEC1BoXbl+1Tkq1LqOoXEspXRNV+tXifWruzN/5jijdUR3Zll+rhj6auiekiDdwN6YqzT8oop31S6YQ3YWyRo7xr7UNUmlSa5Ecqxi2voLdTGACqPueIBqSzYqzXObc9i35l29lc+VZbe8EphlljBMP1TmByqxpe/uSvAHkDvxrTL9NfHt+Pkwycnjc3/Kv3+sAiZ7JOBdOXlswXDWfCLiJAPUT4JgdyvEHbjsM2A4/xxNOyIlt/I/6P06GW4kgtilEWc6DtDPIAJVZqwFf9ELfB7/tADG57/wDHkUEf5EX8u9P826W1nMn1wTNbwxu2iE8pIwIpA1vGlw/q+tt6bEVqOnEGvNxmJ/ayhVvobSf92/7H+OR7P/i+Cc/Rj2o6z5yh1S7it0sTYK5FtLJJIsqjiAOcYiZW+OvRxtTvkp6iXEQD9jdDBHhBKJ0DV/MtzdKupJarC0bNW3kZyGCin2o05A7mu1Om/XDjzyMqtGXDERunajq/meOXhaR2RR2okk8zowGwr6axNyO/TmO2RGomf7GrwwmWnXF1cxyfWQokWnwoeQFSe/Fa9PDMjT5DK7YZIgKtxcxW0Dzymkca1P0bAb5iZpgEktmOBkQAxE+V/Md5PJd2erBYJZTNbq8t6QA7uzKwS4VSOD8QAAFI6UAAysWSMgCGvJAxJBTfUodU0XyTLHbzPPeQxqGuS8kj7kB2DSM8njSrEjrXMqLRkJrZjl/5I8z+YZbPWVvbO3L20QNteWSXDCVS1JfUqslSjbDltU4UxNhmflTRLzRtISyvLpb2dWZnnWJIVPI1oI4wqgDAlOMVdirsVdirx38yoGHmm5uE1y4sJHSOMxLZ6zdIojEMi8fqVzFECSx3VNxyB/awqxuy01rcwxweZdVupYpPrdpLJp2vuwQRLNS4/wBLVJCo9OiUCk8l48mPFVRtv0ha20Gn/pW+inW7d3lGl+Y5Y5OMiRxcpHu424mONCyfEnXc91WhZRW0MVnda/qbW9vNK87/AKP8xI0v1icMyxyRXvxAROqIG5tsTvviqpa2bvEulXHmG8+sfWG+q3cFj5hDJJIhhVzcveV41WIuOfBeLD/KxVbJHqWq+u58w3891H+8hrpGvxKSiuhSIwXp+0rg/u9zsd6Cir3TyjZ21n5a06C2ed7f0Vki+tGZplWX94Eb6wTMOHPiFk+JQADuMCvBLOKeHUbKeDXNWQ2gUyJJpnmMh42lKuvGS9IovJS3X7NemwKonkkxFzd6vfmKIR046Z5kWR3MQX1An1uMBSyHlxRturVc4q1DZ6O7R28uvX8dwt7HbXSm08yRlHDFnU/6c3oq6XUQRnbvXcH4VW7YPp8c9vb+Y7uUlUVpjpPmKaNo+LgLyN41VKz/AAlew9tlURc2N6tjI58w3ly9xHFPJEuneYlYxoEERCwXhZGVX3UcOdPi6M2KvRvyt0zTbCO/W3vr66un9NbuK7+uLCrxSTKZLdL2SeQeo1SaSEFeB92Cp3nOOexv8w2dPLE0kc8ls8c0DCeKC4umWkq9YbZ4pWXxoemXaf6mM+Tyazt7OKaF7fXrto55kmty1hrso4fvE4MXu2TlxPRh2qRSmbAk932j9TRt3qepx2ErLcjWb63NyYo/X/R3mGKDmXCR7i8jVS9Y17/Hv32QT3faP1KznyTHoEWtRNLJf3mrPy+qSvb6lHAlvOv1gCQXEk6cuXL4nIKmi0Hw1xs5lw9APgzhVvWNJ/3b/sf45Z2f/F8EZ+iRatompXWoSOOX1YvX0wAQwqdzWtf1ZMxkCajvbaCCBcuip5e0fVbO6rckvEEKqKEBaA0A398MYkyvhrmicgIkXahceW9WnmkkmmLipa3UAj0yWrsSSfpG/htiBIChFqsd6b6FZ31tDKl2xdy3wyEUJFSd/lXLsESCTVcmEyv1G0F3ZTW9Kl1PHt8Q3X8c12aHGCHJw5OCQKrp8KWOnRRtsIU+Peu/Vvxy/DWPHv0DDNI5Jk95Y1rvnaeG4Gn/AKFnvoblSqcGt+MlFLMgEs8LEhVqaLlcNbkmDKPCIx53xbe+kSxRBAN2fcye21K1XTnnKFI7VKvGilyFUfsqoLNsNgBXMzSaoZo3yI5tWTFwGkvh88aFNNFDGt4XmKhK2V2AOQUjkxiCoP3gqWIpvXoaZTWnyMGUMOjAEfTireKuxV2KvIvzG8p+YNR81T3Vn5Z0zU7YwVF7c6Zb3U5ZIgFi9WW9tyxY8gtY+K9ya4VSq28leYZHQ3nk/TliLpbxsuk2KypaygFl5x6hyX0lV4yV7srLtyxVTtfJnnC6ja0PlLSbITIscKTaTaJaIYy1xwuBHfXTmFpTQFQSrGtD8VVWT/8AKq9blWSK5HlmaFyjESaIzgkKFIZPrK1oIYaHn2PtgVZc/lLqqwItpF5beiUa1n0lvq/qHmpeNfXf0xxkYlKHkSaneuFU20vyL5j0vV7S/tZtEREZBdpDpjQSOhWOOYxyrO5VuEZCVB24g9K4qzzArzOz/KIozrdWnluW3ZDH6cWjCNigkWUIWaeQEclJ3XrvhVLI/wAjHexEFzaeWPU9aKXnFo8gICu0joH+tcqFitB9mgIKkGmBUwufyhmuqzS2vlr6zJMs8ok0VZ1qY1EqhjNGxLSBm5ntQUxVrSPyde11W1ubq28tyWkEokeODRRDMQgITjIbhwrKaHlxxVk5/Kv8uBDNFH5csIFuInhla3gSBzHIOLAPEEcVB6g4qmGh+S/KOgzvPoujWemzyJ6cktrBHE7JWvEsoBIriqhnOOex/wA9ppj+XZV1NLGS09SMumqPwtTxcN8Z6bUrvk8fHfo5shwX6+Tze9svy4ex+tSWnlFYbtTGbkOEVnIYVjmUqUPJX3FG267bXA6jzZVp+8refkyW7kgj0PyPNbKT6Ti8iEnpVDhuAtmGyNyNGpv2zIAnQsztxSRe1Jx5U82+TtN1WWG0Tyzp1vUqZdOvA07WoWWVW9MQR8qEKxUNQcmb5wy4pSH8R96YyA7nsWk/7t/2P8cn2f8AxfBjn6Jhmycd5r5ug81nWhJp91cx6c/GNhaxQSOju5VmpLJHt0qSrU7U3OSatk/8kQ6pDAsWoyyTTIpCvMiLKV2I9T05Z0Zh0JBHywFMebKXwNjE/NVlHq3p6RFqdzpt21ZFks5fSkKjqK/Kua+FizWzaSLpry55Tm0mxvF/S15qxuwjI95O8/HgOkfImgbHUxOTGYgbsscgCCwD8wdM1G780+W4raFj6s6MbtQxa2NrKsrGgUr8YO4Y0PHf2p7MyxhgyiXQcu+9q/HejVwkckK7/lT0kfVodKumvQfq10PQ4ioLBgQ1Ke2Q7MgYRMzyLPVTGwSm0/JzyLGqSwQSqStY5VnlDgHf4ZC3qD/gs3NuMzpFCIqjooAH0Yq3irsVdiqT6te67bXnO2htzpsdvLJNPPIYwsiKSObUPFdh0B2rh2prkZA7cmED81dURZhLP5cLRgryTU5aI/E0LD0DUcl8R1A64HH/ADJ/of6b9jY/NbUFaP1rry5GkoLK36SkYcS3po1RDSgkVg339N8V/M95j/pv2Idfzc1d4xMk3lz6uAEeQ6jLUSMSEYr6IYL4rSvvij80efor+t+xMD+Zmq+pcLXROJMf1JhfyMaXEZa2MyiH4RISu5p1+nAzGc7/AE/Pv5dE98pecf0tPPZ31zpov0crFb6fcvcEiMfvCS8cXQ+FffcHC2YsnFzq/I2ynFuYD58U+XdCur9NQ1ASXl9CyNbTwQujGtF5XH7sqaUII3FB74SbcbKOCJNnc+X6WB2vn3UA4kutd1R5ZmT6hbx3WjFJuRVDGzLSlXD/AB0AFKe+RcYZz/OPzhurr5+aW3tEj1/VIHSQxTO17ozKgPBPUlkYUf4Xrt0PuMU+PYHqPzj9qwfmEb2aVrXXdYUzXCRNALvRVqZgxAiLVCgcVUUp4+OFHj3ylL5wbX8ybYxW8J13VBPLL6ckz3mkDgpWgduJ4cQzcth+zQ7HdUakVVn5xZx5S8xeYnhe4/R2qanYXTqbee4l00lKEpJQwSLUAjcEbEbYHKxzl3H7P0J7nOu3SHzs93FoLzWcH1i7hmheBAlvIwcSABlFy8MfIV2PKvhvk8cSTQNJEog3IWGKT6p56WKOSGynloQJ4IrfT5JIgta81FzyPjRRXfucn4J/nj7WwZcf8w/NCHXPzbe4keLRHMAYAwyWdoJVKSAsDIb9EkqhPFkFOncGuTwYu/7f2OJck48pX3n28vbX9MaWLWxaSZpZXtIIX9H0gYVYJfXDRtzYj7DVAoQvU15RAA0d/f8AsZRvq9M0n/dv+x/jl3Z/8XwYZ+iYZsnHYfq1nqtzeTRIpS1Jajgb1pWtQytSu2JssAQPejPLKaotzIL2PiqqBE22496E74i0ir2ZC52xZMZ1HQmuNZ+uKWVPQZWYH/dnQbdenhmJHLw7eaZ4738k00KGSLTolkJLGpo3UVPTfLJG5McQIjukGr6/qd7LH/hu3iuSkjw3Ly26z0Owjf8Av4Cq7lu9QpGxph8GEtyAT7mziI6pxFp+sXukS2+qvby3fOsUkMTwRhAQR8LPM1adfiyco2Ka5C07RFRFRAFRQAqjYADoBk0t4q7FXYq7FUDqV/AlreRRS87yOFyLaFkM5YoWQKjV+JqfDUYoPJ5HFe6zDNPEya9Jdzxb2/LSEoSFZZTKgCGgUKGb3HHtgcIcY/n/AOxRyJr8aNZKdYuGS4QtdxfodVljfijPRFdlThRt9+JoemLICXL1c/6LJI/JnpvzbzXc0najMEsUeZFAHpO4hqyqOXHjSlcNNown+cfs/U4+Sg1y4l83Xsqyq8Rtn+olTWIxgcfQoeH2lFNqY0vgn+cfs/Ur6d5ebSNVtb2fzZPcxRs0UlrefVAJQ6METmkcThgx5dd6dMUxxEG+In5fqZgrKyhlIZWFQRuCDi3PNdW84eZNZgisYNA1bS5BIskl1a3GlSNxAINPUnb4ByVm+CvanfGmE4kjY0lflzXPM2nah9YutH1vU7QxCGFLq50YxRcT8UtYJkqVApyoTSuNMYYzHmSfx7mRjzfNC00KeS7iPlcqkrerpqRSK4cmdWE/xlfTBdachUbY02UESPN15wMjeT7tJAokVWm0wlhweU8eNy3RlC70+JvCrY0tLIvOMkhtUk8o3MUcoY3DPNpnG34klQ4FyTXh8fwjYMvjs0tBl9pc2EqBbOWKRFFQsLKQAd/2fnilJs5xz0h87y6bH5em/SX6PNozIrjVnEdqatSjMwIr4ZKHHfp5shwX6+TB9D8x+VtOuLi50e68q21/Oskl1LDOI3ZOQk/eSV5PXlyJPT6MtnDORuCzH5cHYn7EePzRuWaD6vd+XbmKWQxtKNTeNiUUNIEjEMvPirqdm/rk4abb1A37mjJMX6eSdeT/ADZq3mCdpF/RFxpsQCzXOnXz3TrKUB4FPRjUfF35dO2Ry4oxHW0RkSz3Sf8Adv8Asf45k9n/AMXwa8/RMM2TjuxVxxVQlagxVSYhaMTQcQST8s1+YVMt0eSBvvM3l3TG46jqdrZMCFIuJki3IqB8ZHbLcYLEqPlDQ4tNjvpYyjJd3DPbtGag24/uq7Dfc5kxDGRQXmS78xaiQvlW6AltTJHdIJYo6uwUJUyW91sPiYHbcUNe0ceaM7o8meTBKABkOaJ8t2/m9Ltm1qUmBVZUX1IZORLGjH04YCCFA9tz1pXLGpkmKuxV2KuxV4b+aOmeW5PPM15eyTxahGbb0XR9GTj+5ZvVja5VrqkPp83DbU3FR8JKsKaL8q5dTsLO5jmigsgLQzB/LMkcZ5SmSadVEhVEZ6/H8Jag4kkclUVp9x+Xl1ZwSXInktoQI55JZfLKBIpRCsIdUZV4RtCGUHqRuuyjFVTRo/y7FpNfvZXMtjbO8sUF2PLcMaPJEkyMjJT0RIsSAEN1YHoahVATXPk2TTAWlYahfPJJI0qeXLqb1Iov3crsZLaIxogk5cqkhyKr8LYqnNkn5XX146Xl6vl31IDM2oy/oCUzCSOMm3bjHcMwKTB+PHhx2rQAYq+gPL+k2Oj6Hp+lWBrZWNvHBbsTyqkahVNe9QMCvmWv5cG7HrXRt3lmKXFxA/lmCQRSSSBvrClnEoCN8QUcWUglWYfCVVlsfy6+qJEllcXTW0M0vBv8Ll0hdElSWRqhRGv1jkvE023HE4qr3V1+XK6LDpZ9e9sUlSWOeP8Aw0hWW6VZl/dzemqMwQrvH8ag+2KopLnyFLdSw3ltPGNMmeN5ppPLXpW0SrIBYmjNxjkEToV48iOpp0VQs2pfl7Np8huLh5oY1E0M7v5XMquYkhe2RSClDEipU9fTp041VZR+TWk+WT5zvrnQNTuYvqSGCSCRdGCXa8m9QEWCiXilUZAePDYbj4Qq9Uzm3PSfzbax3WiTQvbS3QLIRDBcG1kqGG6zBkK069clCZibDKMIyNE0GC/oPTvq6smi6iIwGdZ/01KacCWVlk9dnBYOanb4dtxlv5jL3fYz/LYv5/3o/QtYXSPUsbHy1qFxbPO0kd3Lf2l2GPwxhkee6aQLxSvEDxoN8tnAy3Jr4FxrA2DOrV7AJzt/SQSkMeBT4mIAFeOxO1MxZA9WYpOdJ/3b/sf45n9n/wAXwac/RMM2TjuxVpjQYqgrqWmBISfzrDcSeWXaGThRUMg/mXpx/HNf2hE8NhytIRxbsYP5U2up6u+qaoILhbmGESMrXMdwWiiRVLSLLxPxKW2Qb8T1FcuwTIgA1ZAOIs/0TSrbSdKt9OtUEdtbII4kXoFHTrmUGkoPy5oX6MkvnIIM8x9Krcv3S/Y/WeuYmk03hmR7z9jn63V+KIjuH29U6zMcB2KuxV2KuxV4z+YnmDVrPzldxReZLDSYrf6q8Nje6nZ23qqY6yfu2srqaMN9neQV6imFUj1DWtdm1SG3h806bJLAqRRXUOp2gmkEsUckSvH+jJf7zh6nwVWla1A44qojXNWtrhvqfnPSeZEd9fTnULF3mk4RxuJSmlL8CFCgkB5ADk37IVVEw+YtZgkFvL5z04xrJ9XvppdRsTJBMssnGMIumRgl44qUduhYL44quOs+YG4TyebdMitnhkme2bVLWqVZoECS/o31vTLNH8Rqanbp8Sqo/mjVpoobg+cdHikguGaO1OrWaxy8ZYme1YtpqyBVSqjgtdxXxxV7N5YluJvL+nzXFyt7LJCj/W0kWVZVYVWQSJHCrBloahBgVK7rzHpKxXbXWkXEkNvMLR+Ft6xYFSxPACvEcenuPGmEimrxRvsdkInnXyokxK6PqCzSOCzDSboEngELlvS/ZQBTXcDbAjx49x+R/Uun88eV2hEcml30sVEk9M6bcFRRuSkgx05KV5U+1t0rja+MPP5FpfP3lgR/8cvUkBYKyHSrsUqCN/3VP5l+/FH5iPdL/Sn9S9/PHlcIXOm3zhi5YDTbg1MahjX93357e+NpOYefyKtZed9Am1GG0gsL9JZ5fRSdtOuYo69KmRo1AXtU4pGYE1v8iiM5x2iQed7GyvdE9O8SeSFJ4ZSttDFcSExuGHwSq6jp9rqOxrk4ZeA2yji4zV084n/L/wAt3M721wdZupFDJG0umWHBEjLk8A1qsRZuRoxUnfahy/8APnu+9P5Ha+KPzQlz5A8kR2peUawiSFj8OjWkzhy0fJwIrKQgk9KdqgbbZdi1MpixXzacuAQNE37mZeV5PIdvcWdjY6Jdx3xZGN9No89qZJ1Whmlk9CGNXPUnYb7ZVk8Qgknb3oHD3PUNK+zJ8x/HL+z+Ra8/RAah5h1S0m1BU0mSeO0jRrdhJHEJmZgvEPKVjFeX83b3zZEbOGZkE7JSv5g6sZmgPla99YMPgFxYVCliATWcUJA2Hc7VwMPGl/NP2frWL+ZN08EU48vXDRM3CZxdWDCM79aTmo2qT0C79sCfGP8ANP2frVofPEsr8ZfL04Qf7vWeyeE/vfT+GT1hWg+IjqB74pGU9x+z9bK7pjHayOkPrtGhKQLQFiBsortviYg824kjkxe986arZWlnK3l6aeW5ikkeGOaCN19NlHwxzNG7clYsKD271xMAC0nNKhsVlz+YF9HOYLfy7d3DhpEoLixWrIFI4gz1NQ+/ht1qMUHMf5p+z9ahJ+Zkwjhkh8v3c8ckgjkaKezcRll5fHwmag8Sdh86DG1OY/zT9n61eDz7qtxdtBb+WrmYIF9RkurEsjsnIxuvrfC4O1K79cK+Mb+k/Z+tkOiapdajbyy3Om3GlyRSmL0Lr0y7AKrB1MTyIVPKn2uoOLZCRI3FJhizdirsVYT5r8j+UNZ1pZtX1K9gupeM31WG+mtomjt0YAFI2QABj6ldm5L1oCMLEyANOP5e+RrmxRDeXcsEfxRzLqt3UBuIU+oswrTgOJJr95qLTYUL38tfy9k9c3V5dKt0ZPUU6rdopE5DuoAmHwtxHw9MbWwjdI8meRNIvRdWdw4lgRiIpdQnmiRGdpCfRklaOla78egxtbDI3Oi8lkc23LaJHb06/EwogJ8WXp4jFbC+2OlXKMbb0JkqORj4MKg7V418MVBREcccSBI0CIK0VQANzU7DFLzTzT5w0rzNYwaVZyX2lXv1iGcG80/UIiwRqcY/S9Hm3JkrxelDXGmvLAyFBhtrLNdX8ltLqms1ldIhD+jddhCqP3cRdlmZFTluWqOhxpo/Ly3s/f8ArVNHi0o35l1K+1y8sRWAi0sPMEMh5M/w/E8zMqkNXwG25OzSx0x6n7T+tlit+X0pu5YYfMcLpEHkKxa3C5UMtfTRlVuRaMV4ip+ndptOGPn8yr6V5g8m+Xr26lhh8wvILfnI91b6pdRGIKJOSGVXTltTbft440yhiEeV/MlObD80vLt9dQW9vZ6sRctGsE7aVfLCwlYKr+oYgoTfdmoKYtiPznHPSDzxFDLoEiTXqaehkjIupPX4q6sGT/eeSB/tKNudD075PHkEDZSMUp7R5vPodPurTUknu/OUEttFOlxeWxXVIQUQu83FmvZFQ+m78QVK/Z22GZA1MJbAb/D9SnS5ALPJObCT8qJ7WG1t/ND3JtuUolOsXDS/CFZ3dhMKigFf2R0phPi39P2NPp7038uaP5O1S8XzBoOr3N8IZXSZotRuLiBn+36ckbyOvwc6qABsfDbK8mSYHDID5MhEHcPQdK+zJ8x/HMrs/kWrP0Yf5r/MPy7JBqOhS2t6bpS8LLPo95e2zenJxrwjULKjcTxo/aubFxpxsU8/P6BfU7e4vrK3aO0uWuLpoPLd/A8ghb1JQJeUleS141Ug9t+jTijTbgnh/wBL+1lCa1+THFDH5emrMxgZl0i6EgK0asp9IOvwuH5P1Br40abxhgOgX29x+TvG3li8s3IeSYwwudHvRIJUCNyZmi5L9sHmx8d9jjSPy+P+aHqUssUUbSSusca7s7EKB8ycW55p+Z41K/1OyXRtIstYeGCbnNcQW9wEYSKrRmSWeD09lao38PHFxNTGRIoA/D9oYfb6Fr8Fu1pB5RsFmR/UtfWtLXkJHkVWReV8xLHiTXkKcaAU6LQMcgNoD5D/AIpTbTNdtrZmn8s6Yoij58f0ZZBm9NORchb0KSvLcChrx69MUeHID6R/pR/xSY+XNH1h9atf9xWm6OWWZo7uTToIAJIKNHxeG7MjfFueLHkK19lsx4pXyA/zf2vUNCh83jUXfUtUsb7SxEAi28DRzeuaFqt6jqFHbqd/apXLiJ3uRXuZBi2OxV2KsJ81ea/KFlrTaffwTLrDw+ha3jWFzc23K4HFFd4kZDuw5BmFAeorhs0wlAHfq8ue00a79SJYbVTJKiSRf4Vv4R+9j4j4yyMgVq/FUUP7VKYKcU6U/wBD/S/tVrUWSfv7a1sHkiijnM8nlvUxJGihUVELr+8Kx8eIUgneoxpI0xG/p+X7WQeXrr8r7DRrYahoYvLsRokt9DoswSU3EbSqqJ6TP/dngxI6/CTXbGmyGngBuBfuTIar+Tk0ElNBMkSvOTGdJuCrSW6l34gxULEO3Gn2t6dMaZnDA9AidD89/ltp2o3EGj6XeWlzeqs9y8OlXcYkP2kEjekAD+9O7UAruRiyjjjG6FW9FVlZQykMrCoI3BBxZvnTQRaQevEfNGq3FxacAbi4stfQRsGTi1wr3Sqx5SxuyhVHDkaANhVzR3X6Ltrd9c1GC8hf1Xlj0rzLKojdYZT8UlzVirRgks2wNKDFXRJGxdbjWb+SOORbWdo7LzCpuKwyRopjNyvFlo1WDty2LENTFVbT7jTzavcjzBqLotsIk4WWvllnt5C00ctbtlMnrxEcXIahCVIIxVZBEJ5Jmm8y6rdJKUOoj9H+Yk9NnuRRY6XVIaxkDiNwN/s/DirM/wAvPM0smoi3t9QmvIZLhjqiTabqwl9dkVeKtdSypaKplibjuCvI7faxVm2c257GfzHu9TtPKl1PpsksVyjIfUg5cwgarU4218en/FX0jLtPEGVFjMkDZ5XqnmDztI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FAQs
In 1968 , Student Support Services, which was originally known as Special Services for Disadvantaged Students, was authorized by the Higher Education Amendments and became the third in a series of educational opportunity programs.
How is student success achieved? ›
Success Factors Framework (Six Success Factors)directed, focused, nurtured, engaged, connected, and valued .
What year did the government start backing student loans? ›
About the Topic. The federal government began guaranteeing student loans provided by banks and non-profit lenders in 1965 , creating the program that is now called the Federal Family Education Loan (FFEL) program.
When did the Higher Education Act expire? ›
Current authorization for the programs in the Higher Education Act expired at the end of 2013 , but has been extended while Congress prepares changes and amendments.
What is the greatest factor for student success? ›
What Are The Key Factors for Student Success?
Motivation. Motivation serves as the fuel that propels students toward their academic goals. ... Level of Interest. ... Self-Advocacy Skills. ... Support Systems. ... Access to Resources.
What is an example of success as a student? ›
Successful students attend classes regularly . They are on time. They listen and train themselves to pay attention. If they miss a session, they feel obligated to let the instructor know why before class begins, if possible, and their excuses are legitimate and reasonable.
What is the secret to student success? ›
Dividing your work into manageable chunks and rewarding yourself when you finish each chunk will make studying (more) fun. Sleep. Don't underestimate the importance of those eight hours of zzz's every night! Getting a good night's rest will sharpen your focus and improve your working memory.
What did the Higher Education Act of 2008 do? ›
About the Actstrengthen the educational resources of U.S. colleges and universities and provide financial assistance for students in postsecondary education . The HEA governs student aid programs, federal aid to institutions of higher education, and oversight of teacher preparation programs.
What did the Higher Education Act of 1960 do? ›
The 1960 Master Plan and subsequent reviews sought to eliminate lower division transfers from the community colleges in order to regularize the transfer process , but also to ensure that the community colleges had a large enough core of students necessary to offer sophom*ore-level academic courses beyond general ...
What is the Higher Education Act of 1998? ›
The new law authorizes demonstration programs that waive some student aid restrictions to allow more non-traditional students -- including full-time workers, parents, people in rural areas, and people with disabilities -- to obtain higher education.
The Higher Education Act of 1965 (HEA) is a law designed to provide financial assistance to post-secondary school students and to strengthen the educational resources of the colleges and universities of the United States .
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