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) 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How do I read and print from ProQuest Ebook Central e-book I have found in Primo? |
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) 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How do I read and print from Askews & Holts e-book I have found in Primo? |
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) 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How do I read and print from EBSCOhost e-book I have found in Primo? |
![](data:image/png;base64,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) |
How do I read and print from a Gale e-book I have found in Primo? |
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAAnCAIAAACpLsKbAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAA4ZpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuNi1jMTMyIDc5LjE1OTI4NCwgMjAxNi8wNC8xOS0xMzoxMzo0MCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo3NjdhM2E4Yy05YTJjLWI5NDUtYjA2MC0yOTdiMjk5ZDJmYWUiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6NzYxNUQzRDM2MEI5MTFFNjk4QUJFRTlEMUQzRDdCQkQiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6NzYxNUQzRDI2MEI5MTFFNjk4QUJFRTlEMUQzRDdCQkQiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTUuNSAoV2luZG93cykiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDphMjI5NzFlYi02ZDE1LTVhNDAtYWI2OS03OTlhNTBjOWEyZjUiIHN0UmVmOmRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDplNzE4OWFkNS02MGI4LTExZTYtOGFhYS1lNWZhNjI4YTg4MzAiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5u934zAAAVpUlEQVR42uxdB1hU17ZmeqfM0HsVGyqCihSxoEFRUCygooCiaIyiMbbk5iYGRd+9JhHzEgUxilKMjQQEVKpi1IgFjQoCkWajCcP0/taZURxgGAf1Cnl3luN8Z/bZZ+19zv7X2v/a5YCSyWQ6vYiIJ+CxWHgCkaBLkQhFfBZbJpWhdFB4KhlPJur0RaRiCZ/JlkjEFIYBGg06UGoyyxBBsij+qc/ZeYxSq/O9iExe5DsWp6hz5+Wyd1P4n34C702/TP5PoUdts8qRxpFKxCgdNAaHI+pRUei3LFfMFwpAlUwKxzgCgUAjo9TAvd/l+fPG27dv3y0rq62re9HayuNx8XgCncGwsrQc5uLi5uZmY2OtoxWtaOhzJZIBCveSksvpqalXLl9uamqSSCRouYB3gdqCsUolUvhpQKe7jxkzPyRkxowZGAxa25xaUd9Nibj8AQf36urqb7ZvL8ovEItEBBIRi8G+6kp1dLrWVCKVCPh8qP6YceM+27Rpgu8EbaNqRQ3cBR2cgQV3Lpc7JzDoZmmpnr4+wtiUq9YD7p2JcBUWi42Kjt66bSsej9c2rVZUwp3fzkIPmNog36kpqbdv3dKnGyBRkUwJ0zqqsP4qkUwhA9x/2Ls3ankUk9mhbVqtqMaYVNb/cAffXFRUDJVhczhHk5OJRGJ3ZMt0pEDXJRKxWAzfcNy9R5LpAJXX09M7l529MiqKzWZrm1YrKp1jP8Md4Lt+XUzj8+fgzi8WFVdXVnayETgFlsBis3l8Pg6Ho+nqQmyqq6eHJxCEIhGLBdbBAQNQ1qarq1uYn79l85aBPNyklX4UbP8W/832b/Lz8nbuioPjC+fPKWAqEApEQpGxsbGPr+84j3FDhw4zMzcHKGNxWPDwbDanuamxvLziRmnpzZs3Gurr0Sg09AmKUWHIdvL4cXd398hlkdrW1Uq3SK8fQlUoUQHN7LPZYQsXTvbzO51xRsAX+E+bVlFeDmeHubiEhobOmBlgYWGhXtWLtrbiouL01NSrV36HropEIiHjTSIRdALZ585ZW1tpm1grr0PVNlY/eHcF1tva2nbGxkItHJ2c4OeTp0+qqiqNTUxiNmwIXbSQTCJpoopuYBAcPAc+ubnnvt+z505ZGYVCAToE7OjATz/F7d71djU8cyZj4sSJdLqByrMCgeDOnbsEAgGiCKBbHA4SKhjoG9jY2hobG6nX3NDw+NrVq5UPK1lsFlwOtXVychozdqyTk+PbVfXZs+egsLy8nNUBCiVEEsnR0cHNfczgIYPRKJRMHufX1ze0tLTgcbihw4ZCkKNSD7Oj49Ffj+DAwcEeekiVYwllZWWl1683PH4s4POxWCyDwRg5cuQ4Dw8ajfr3cO4YdL9x9+QjydVVlUDEFS68rq5+gu+kzOzsZcuXaYh1EGDw+/cfaGhomD7d/7ezWR9/8gnQehCAUeZvvz1+8uStAPRs4/r1hQUFvWXo6OhYFh4e4O//9T//eTw9/deMXw8lHYpattzLw2P1qtVQGZVXVVQ8XLE86iO/qWmpqcDKXEaMAKxAfBK/d+9EH59ZATMfPqzsUz1rHtWsXfPJlImTDh06BD3bMJfhI0eNwmIxCQcSpkyc6D91GqBTMaaVcfo0FLE+Zl0vw1svtc0JDITPo5qanmczMzP9Jk+Guy4tLTU1NRnt5uY0aFBrS8uO2FhvT89dcbvgmQx8uKNxWMUClQ8t4EvGj/WwMjM3MTQ6ciQZUsD9CITCPimRyr+B/TvY2h5NPqpIPHnylIOtnbW5uTGdkZh48C3qFr83nownLAwJ7S1DO5M51s3dyMDg0qVLnYng8yKWhpOwuOnT/KHtu13yyy8nrM0tx4x2V75EIRwu99s939rb2lVWVmleSeCBcJvDhww9f/5Ct1PQ+RzYf8DWyvrWrVuKlENJSVQiKXDmLDUKKyoq7K1t4ANmqZzO4/HXr4uhkcjRK1ZC19SzLDB1aETv8Z7379+XDWCBvlQsFPUP3M9mnTU1Mra3sYUndexYyruoqq2tg4Zn6OmvXbMWolhIybuQ52hnb6hvsCh0YV+1sdnsCV4+YIe2llbAWFTn4XB8vLzNjIyvXbumnN7c3OI6YiRD36CwoFA5HVwjVM9j7DggHr2VC9Dk8ngaVrKoqNjMyGTEsOE1NTW95Skru9NpdWmpabpkSuiCEDU6QdUge8dB9g41NbXKEFm3dh0ejdn82SY11+bn5RvRGaNHudbW1Q1ovEul/UNmioqKoHiUnBICEXwXVTY21kAfga+np6Ysi4hob2f6TfXb8/33QC7LHzx48aKtT9oyzmSYmplGRkU1Nzf9cvy46sEsDAaUo9BoLBannG5oyLC1sxMKBO3trwttbGz66h9fAmPeuSsOaEBv5bq6upKIGi0yZTI7vvz8cx6P+3VsrK2tbW/ZRo4cQaPRFMfAGCFegmBDjVo8DlCNRmMwBMLraemMjF+PHj4Mj/fLr75Sc+0Uvykfr1nz4N69HV9/M3BHgFGI9APcxWLxn3fv4vAIVsDgmpsa31HheE9PIMF6enpFBQWffLxGKBQGBQWu27ChAWK0Xpi0SoHKpBw9ujgsbEX0SkNDo5yzWUCxVFBAZF0qDp4dBovpFvuzWCwSiWRja9eZmJ6WVlX50NPLa9KkSe/l6Z05c/runTtu7u4BMwN0ui7Q7U2gtoiV4nDq8uBxYJNgybhXNgyP8WBCglQiWbh4MZVKUV/Q0ohwKyurc7k5t27dHND0/cMX2dzS8vz5cwwGwQp8AyN8R4UQ9YF3h/bQ1dU9n5sTtxMZxd+w8dORrqNra2s113Px4kXA69RpUy0tLPymfVRVWZmVmdXbyBJ8v16+JpfCwsI/rl2bHhAAnvWVYUvyLlwA8/Dx9X0vi9EBcedzkNkJT29vvBy+mqhVjMag1Q5LoOWKwLt3Li6/d+/+/Xv3GEZGirV36guyt7cf7jKCyWSezz2vhXsXaX/RxmWz0fKOBVhBVVVVt8nRvoq1jRVNV1cqdz9wkJSQUFRYRCQQtmzbIhKJNNeTlJgUGBREko8LhS1dQiCSTvzyS28aoPGJr+gHGMmpk6e2btoctmTJ9/viFZYM0tTUVF9bCyxi8GDn9/LomO3MR4/+AqA7Dx6s+VWK1dFotXgFoANFUyy0VqQA1jlslqGhoaWlpSalODg6gD3++efdgQx3ZJ4S7vNDFgm8EyJ6RQ8L33U1tRAevfXAM4ievj6Npsths6FdwYrA+f3P7t2eXp6TJ09uaW3VUElFeUVFefm333+r+Dlxoq+3j8/lkpLff78Cxz19IZSybfNmKpXK7OioBouVSIG/rvp4FRbzmuG0trZyuFyAO8PQ8P14ivY2VkcHtJchg9HXa4Hv9Sl/Y2MjsDt9AwMSmaxJfiNjYwwa09bWJhKLcVjswIQ7WswXfvCgoUs/y2S2/375MhyXlt7gcLhvoQ8cOZFIQMilDCGz4J7Lbt06ezYbHJaJsbGGSg7//PMwl+FkCoUpF1YHy3/GDJFQmJ6aqpJUQO8+KygoYlnkyujoLZ9vmz1n9qGkg94e49OU8gPCkClkJALEvKewB1GIkGwcts9PXAPaI+saYsFvQDBaMxqGRDIolFSCbL8ZuN4d/Z5aQnMhk6lEIkksFinoIEAhOysrIjIC+HdsbOyOHTuw2L5VSbHRqcujR6OPp6UFB8/RkDFDOJGbkwtqZs0I6NxJCV2QgYFBcWFR9V9/OTo4dItKkRDZy9PJ8XWntHDRosWhoWtWr8bh8fPnz4cUCoUCfo7P43HYHM3Zee/OQYcKCvF4ACKbxeoj51czxaRakIEdFIrL40JxWA28NVQJegMiiYhTGxP390wTifCBiwQMUagUhGrLWxIY8PXr18G1Q4TX3ta2NCysvZ3ZJ4XQe3Zj/+Dty27frqio0FBDakqKoZFh+okTiYeSkE/SwYSDB38+cmSyn9/TJ49PpB/vgR7EjAR8gXKqi8vwlatWiUXi9NQ0hT2YmpoyDI2EQqHm4finMeu9x3tOnTR56uTJ8O0z3jM///X8Lp3BMDE1hZtteNyHCWNFZWRq8a4YmX65K14RfTrYg2m1trS0vnihSSkN9Q0Ad2tr6w+wR/7vFKoaGjJMzcwk8r4S8V5olFAgSNi/H46/+McXV69cCZw58+LFS5orZLPZQJGVRx7gGJxNzaMaTS7n8ngpyUfDIyOHDBnsPAjECf47Ow+Cn0vCw4G5/pqR0dbe3hMeEml3NgyXkcikZ0+fKiyBRqOOch0lFApu3CjV8F7gydjZ2dnY2trY2MK3rZ0ddBGdZ/F4nJu7O0TPN0tv9IW1I+xCqpa7yzcAI7sKpNKXcHd1dQVzbWlugpj1jUUACy1/UA6dAAQ8ynQoK+tsamrasWMptbW1f/55r13+GF+8aLtx8+Z/C9yBvbi4uLwe8ZABvSGfz80tLCyysrLauWvXndu3lyxcuDp61bVrf0jUEsEnT5+CnpbmZmZ7uzI/BiwC7CytNBpSyMrMBIOZOWtmz1NeXp4jR7lWPnx4VmlEUrHXBHonibg7gCCOBO9OIBLQr/gYstyNTCkuLGxsbNKkMlu2bklJSz10+GfFB47Hj/dQzhASGgLd45XfL6tc3KImSJW9qYdEDBju65VVANanBwR0dLAyTme8sYiiwsKHFeVg7R/5+yuN2KLBdxw9ksxhsaBf2h0Xl3IsBdKPHP75f/f98N8CdxDfSZOUuzzkFQM6sh3bt7NYrEWLF61YtYrL4fx65kzovHmBATPjdsblZOfcv/+gvh768CfV1dUlJZeTDiYtDVuyYtlyINpVVdU8LhclfzGNgiCBXzExMQU3qQkUEg8k+E2bxqDTe54lEAhz5gYDvoGfdNonQEIexsl6jp8WFxcL+HxkHuAVf/X19Z27YEFlRUX83r2aUI43yujRo8OWLq2rrf1uz7caKgQ2JbdSdd4d7k5hxkLR66GLtevWAoIzTp+6dKlErWvn7P3uO6FItOGzjQYG+soDoM7OziYmxsOGD9Ol0cwtLc/l5gLnqa5+JO7LAPH7lH5ZvwDsfJz7GGszcwcbWwdbxcfOmM7YsH69fFkSb/HCRYYGdHtrGwsTU2MGw8zYxM7aZtjgIS5Dhw2yd7A0MzNhGFKJpPUxMZB/86ZNJgwGourlx87U0HDVymhNalJQUMjQNyguKu4tQ319/ZBBzlAccGhFCjg8z3EeJoZGf/xxvcuyrewcIzpjiLNzeXmFcnpr6wuIgCkE4r74fSqL4PP58fH7amvrNFn3oZi7DV0QQsLh43bulEpVZAM7/PHHn8orXlbjaPJRGokcsTRcjWZwGU52Dk529uBNlNMB6PDkBzk4QnilerUfkwmNRcYTdsTuUJkhZH5Ifl4e0JiTJ0/HrIuZOyc4Py9/VsBMnsZrhN6j9M/4qJ6e7uzg4O/+/W8IhnQUi7JlMiqNmpaSYmdnD07lQGLiJx+vyc7KpOnSINhH4iyZlCPfhApeHI/HE3B4DAY7d948cEhXr1yFhC4mrIPynz5dg3E98Xd79lhYWIwdN663PMCvxnt6Hjly+McffpgwwQeHwwEXb21t5bLZBXl5AgEfKtPe1p534cLxtLSRo0bt/te/uk0q0ekGKelp27/evjM2trioKGrFCtfRrkBI5GPbTYUFBUmJB+Eely9f9uYBRXmXSKVSDx0+7Ojk9EP8vssll1dGR48ZO5ZOp8PZlpaWS8XF0PWBCYWELFBc1dbWxufxyh882P/jTxI5EQNfDvwNWTg9Y8a8eXN15DuGmR1MeHTdxoJ9fLwzMjM/37p17uw5i8IWz5s/z8HBkUqlCIWixsbGwoL8hP0J0C4HDh5csnSJyjoDtcOgMU1NzcDsw8PDz5w54zHeIz4ezWR2EInEDwy8fnvxxtNnz2ZMm9b2ou31uBUyaisRCIXbY2OjVkSJJZLYr7cnJSai0ShCj/3afD7PZeSonHO5wB/CFi5SXl8Fga+Vre25C+c710j1Js+fP9/xzQ63Me6RkRFqspWUlKSnpZNI5I2fbTQ3NwNHtStuF5gKEtzJpHJmjIL429vHG6iLmmG4u3fvnj55ClmGjkZDAAogAMuhUmm+E30DZwfpqdpU8YapsYqHp06evHnjBrQhhUIG+wcqQiaRvLy95wQHd25POZt1FoREIgGmXw1uIv8A8fMXLAgKCoQUiAT27Y2Hg3XrY+x7kEDoQgryC7J++w36OgKBCBGzRL61BZ7wpEmTZ88Joquigi8HeZtbwJGhUSgID6gUiuIlWYB+qN6HH7Lsz/fMJCYkfrFtW5dmRulA/AeI/2zz5k83fgoJOTm5EOJUPHgAnkD5HTLQVAeSkmbPDooMjziXm0OhUBXv7lB0rzt3745eFT1gh8M6OjqgK1e8PeG9vBgH6A1XHr2AQvUrH9+Z+iIzuwKBEIPFAB3/j5b1/w3u0KUuCQsrzi+g6eoqV0OxKQ7YDrh5CHQA2clHkoEqILRSKsUT8AK+YNIUv+MnjpdeL50XHKyYBJGIxQKBAJyH94QJx1JTlMfvtKKV/oc7SH1Dw/w5cx831JPJ5G41AZTb2NpBsB8aGiJnL/zCwsK88xdulJZyebzjJ06YW5jPnhX4x5WryOQlHmdoZDTK1XVWYKD/dH+Sxtv/tKKF+weV22Vl4YvDWltaSGRSt7fkCQVCIHwQh4VHRk6fMV2xhxVYI7BnBp1eVVWdnpamr69vZGTk5OTkPGQwjUrVtqhWBjTcQW7evLV65cr6ujqI23RQsp5RKYSE9g4OEyb6+vhMcBnhYm5uge76zm8Oh1tVVeXg4PB32RWvlf6BOxDlgbDIoba2duOGT0suXgRWgyz362GDIiH4eiEGg9E3MDA2MTY2NgVko9EYgVDwpKGBzeGsjYlZsGD+QF6fpBUt3F+LUCjc/9P+gwkHmhqbgHyrAC7ynlRkolsilUjFyPIOIPRisdjTyys2Lm7s2DHa5tTK3wbur9x8XfLhw5mZmU/k20zxeDx4dGRTLcJeUC/foCAGXy8Cexg6fPjSiIiQkBAcDqttS638/eCuEGR28OKlSxcv3rt3r6mxkcvhAGnRQVYLk6hUqrmFxWg3tyl+fl7eXgN244xWtHDvs4jE4uampvb2dkA81JNModIZdGDuKG3TaeUt4A5MmMPhSMQSMjIL3WUbUbddQhKxuIPFEolEQKzBxXaeEggEoAFCTOUlEDwej8vlQiJkhmMg2TQaTbEkXf7Cjy5wVf5jdL39YToVVe/dStX/ObvOd7K+LKvrH4JTU5m3ONtbtXteq/IWNPFEam5W5cNU+VNlce9+Oz2v6swDfpbFYunq6namiOUThZCOQWMwWITBCvh8iNAgDyCHxXr5Vk3FrCIcs9ls0K+npwcYZrYzCQQ8RWkkGoAKsITMVKXE/xNgAJ0P2T4FJTs3AAAAAElFTkSuQmCC) 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How do I read and print from an ABC-CLIO e-book I have found in Primo? |
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) |
How do I read and print from a Cab e-book I have found in Primo?
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![](data:image/png;base64,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) |
How do I read and print from an Oxford e-book I have found in Primo?
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![Acedemic library logo](data:image/jpg;base64,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) 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How do I read and print from an Academic Library e-book I have found in Primo?
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) 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How do I read and print from a Springer Link e-book I have found in Primo?
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) 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How do I read and print from a JSTOR e-book I have found in Primo?
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) 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How do I read and print from a Project Muse e-book I have found in Primo?
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![](data:image/png;base64,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) 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How do I read and print from a Cambridge Core e-book I have found in Primo?
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALIAAABgCAYAAAC5fChMAAAHiUlEQVR42u2dfWhVZRzH793bdeKdL7Q1lTQcKWVsYEOW3pqb6D+OBbFshSYGMrSJEpT011Y0IaL6Z3NKf0RYY1DhxrRFkctFm0MLdTrKqM0pNLcF7cW527z36Xku51x+9+w595x777kvZ30/8P1j53nO+2fPfc67w+FwTPLM2jRfOwBQEEIwGwcAiAwgMkQGEBkiA4gMkQFEBhAZIgOIDJEBRIbIACIDiAyRwcIU+dy5c2xkZCQkg4ODrKOjg1VUVIQdVzueLIsWLUq2yLJ5jPO08DwiqV9iYhmfNDnvesn+uMGzTVNvsc58/DzXeV7R1C822F7a7bmd/P2DpH4eKW/lSTe5rxqV8acM6o2SeY3o1PmL58OoRe7t7WXh8Pl8LDc3VzquGbKzs1NRZJpP4yByNs+0wTTeNiEyzfcxiCzoJcNWa+r7leFe5e9kiKxmjiczapGFsO3t7YH09fWxyclJQyFVpqenWUtLizRZWVmpInIPTxXPizynlZ2mljXriFyuk8UG8/ybTOMPpeV38bzL8y/PP2Fa5HplOUXe5JkhZY/GIHImGXafDK8hw59Vhjl5XifpIr8QdHi5RuQ+ne3lkYh8m6znPmU7qcvxedQie73eeWXHjh0Lynr58mVdkW/dupXKfWR1ul9ohqeRlogROUtiXJYXyPgtkvI0RRQ9kbeHWYeGGEQWVJLhu3myyN/9YdbpAyKyDFXkThPbRxV5wGi5LRNZZGZmJijsAhNZkEPK35GInC+J22B+Y1Gsi1mR62IUmfrxgOcnUs9lgcjndbaZWZF9cRP5+PHjQWELCgoi6iO73e5UF9lJyjtM9pFPGszvvlJvUDP8gWRaLonIr/I8oUT81A+RsjwLRM7Q/BKJVBisk1mRzezTEdLlUteziOdjUv89y0U+dOhQUMzCwsKFJnIaKf/KIpFnyFF4NCLr5TMyradMiuzTKW8mdQZNbMN4iKyXCWW/WCvy0NCQqa6FOKjTxgZdi9WkvNaiPjLdUU5J+TYDkX1KaKu5STONh0nZQ2HW+XcT2+UlC0WOpI/sJ+uqLssnMZ9+k4m8YsUK5vf7A+Wzs7MLrY+crZHFaZHIT5Pxf4lCZLWP/BgZ9nOY9erQDKet9b4UFnlA0h2bs0TktLS0QPLy8tipU6dCugkej8fuIouDsB+V/KaZ526d02/ndVJmMM8/NT+VojvyBs93mi6Gy+Bgr4kMf04zj9ukTEjxkXKu2U+kS0uwyOM62+tbA5HpP+31uFwQEdTW1kZ9QWTlypWpfEHEr5wui/SCSLWJ+d4wmO9bJs5aOMn5bp9yoYKecfGGmcfzJreLlSLrxWvirAU92Cu1TGTRpRAXRpYtW6Y7rk1E7tbkAk87z8s69R+XjKPNdpPzfkapP6ZcBLmhHpFrcJFpb5KcIlTLmiTjvs/zq9IaDvN8aeIUoSPCdXmNbDsZ3xhsr/Okbpsy7HSYZboQscgO3DQEUhSIDCAyRAYQGSIDiAyRAUQGEBkiA4gMkQFEhsgAIgOITCOechbP48UrEBkkRGTxyH48SYGnqAFEhsjAJiJv2LCBbdy4MW5xOp0QGeBgD0BkiAwgMkQGEBkiA4gMAEQGEBkiA4gMkQFEhsgAIgOIbCYlJSXsxIkTbGxsbN59FNeuXWP19fWsuLh43nji1VtLly6FyCB5ImdmZrK6urqgsKOjo+zs2bNs//79bOvWray0tJTV1NSwzs5Odvfu3WA98bmGqqoqtn79+kD9pqYmiAySI7L4kpPK1NRUoGU1GkfUoW+2V4HIICkiX716NShha2trxOM3NjZCZJA8kUWLSrsIV65cibpFv3jxIkQGyRF5eHg4pCWN8iAtEHH/sfjUGUQGCRW5ra0tROKenp6Yz3Ts2rULIoPEibxly5Z5B2hFRUWWnLYT71eGyCAhIsvONETxaJI0lZWVEBnEX+S9e/dKHxZ1WHQhRbxmQMgMkUFcRZa1xgMDA7hEDewjsvguiAxxuRkiA9uIfPDgQanIZWVlEBnYR+Tx8XGpyOL7ehAZ2EZkPcJ9igwiA9uIHMsVPYgMUkbknJwciAz+Xy2yuHCifrs60kBkEFeRly9fblpk2RMjFr2hEwBzInd3d0sFKywsNC3ykiVLmNvtDsnOnTul09XWQ4sMLBF58+bNUuEOHDgQU//W4/FYcdkbAHMiu1yuwN1pWs6cOQORgX1EDtfHhcjAViKLPi5EBrYXWaS/v9/Sy9QQGSRF5IyMjHl95aNHj0JkYC+RRXbs2GFZ90ImsvhHgcgg7iKL7NmzJ0S+I0eOWCbyunXrIDJIjMgi5eXlIa3o2rVrYxJZvBIgNzcX91qAxIossmrVqsBrslQRq6urTY+bn5/Pbt68GRi3q6uLpaen46YhkByR1YiuxdzcXEDKiYkJdvjwYbZmzZqQOkJU8RbOhoYGdu/eveDbOcULDB24+w2kgshqxJs3L126xLxer+4NQHfu3GHNzc2WvUYAuw9YLrID9yMDiAyRAUQGACIDiAyRAUSGyAAiQ2QAkQFEhsgAIkNkAJEhMoDIACJDZACRITKAyBAZRMBJnnEbBwDHf/8ZwVHSmaWVAAAAAElFTkSuQmCC) |
How do I read and print from a De Gruyter e-book I have found in Primo?
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) 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How do I read and print from a Credo e-book I have found in Primo?
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