mirror of
https://github.com/pdf2htmlEX/pdf2htmlEX.git
synced 2024-12-22 13:00:08 +00:00
2 lines
125 KiB
Plaintext
2 lines
125 KiB
Plaintext
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">full<span class="_ _0"> </span>circle<span class="_ _0"> </span>magazine<span class="_ _0"> </span>#65</div><div class="t m0 x2 h3 y1 ff2 fs0 fc1 sc0 ls0 ws0">47</div><div class="t m0 x2a h8 y111 ff2 fs5 fc5 sc0 ls0 ws0">REVIEW</div><div class="t m0 x2a h2 y262 ff1 fs0 fc1 sc0 ls0 ws0">maintaining<span class="_ _0"> </span>the<span class="_ _0"> </span>software<span class="_ _0"> </span>stack<span class="_ _0"> </span>on</div><div class="t m0 x2a h2 ybe ff1 fs0 fc1 sc0 ls0 ws0">your<span class="_ _0"> </span>machine,<span class="_ _0"> </span>the<span class="_ _0"> </span>Software</div><div class="t m0 x2a h2 y263 ff1 fs0 fc1 sc0 ls0 ws0">Centre,<span class="_ _0"> </span>and<span class="_ _0"> </span>the<span class="_ _0"> </span>mechanics<span class="_ _0"> </span>of</div><div class="t m0 x2a h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">package<span class="_ _0"> </span>installs.<span class="_ _0"> </span>It<span class="_ _0"> </span>mentions<span class="_ _0"> </span>the</div><div class="t m0 x2a h2 y223 ff1 fs0 fc1 sc0 ls0 ws0">terminal,<span class="_ _0"> </span>but<span class="_ _0"> </span>doesn<span class="_ _b"></span>'t<span class="_ _0"> </span>go<span class="_ _0"> </span>into<span class="_ _0"> </span>an<span class="_ _b"></span>y</div><div class="t m0 x2a h2 y265 ff1 fs0 fc1 sc0 ls0 ws0">detail.<span class="_ _0"> </span>Security<span class="_ _0"> </span>is<span class="_ _0"> </span>outlined<span class="_ _0"> </span>–</div><div class="t m0 x2a h2 y1f1 ff1 fs0 fc1 sc0 ls0 ws0">co<span class="_ _b"></span>vering<span class="_ _0"> </span>firewalls,<span class="_ _0"> </span>permissions,</div><div class="t m0 x2a h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">users<span class="_ _0"> </span>and<span class="_ _0"> </span>groups.<span class="_ _0"> </span>There's<span class="_ _0"> </span>a<span class="_ _0"> </span>short</div><div class="t m0 x2a h2 y112 ff1 fs0 fc1 sc0 ls0 ws0">but<span class="_ _0"> </span>sweet<span class="_ _0"> </span>section<span class="_ _0"> </span>on</div><div class="t m0 x2a h2 y113 ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _b"></span>roubleshooting.<span class="_ _0"> </span>Finding</div><div class="t m0 x2a h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">Additional<span class="_ _0"> </span>Help<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>good<span class="_ _0"> </span>list<span class="_ _0"> </span>of</div><div class="t m0 x2a h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">sources.</div><div class="t m0 x2d h2 y117 ff1 fs0 fc1 sc0 ls0 ws0">At<span class="_ _0"> </span>the<span class="_ _0"> </span>back,<span class="_ _0"> </span>where<span class="_ _0"> </span>it<span class="_ _0"> </span>belongs,</div><div class="t m0 x2a h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>Open<span class="_ _0"> </span>Source<span class="_ _0"> </span>Licence<span class="_ _0"> </span>is</div><div class="t m0 x2a h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">included<span class="_ _0"> </span>in<span class="_ _0"> </span>full.<span class="_ _0"> </span>There's<span class="_ _0"> </span>also<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y357 ff1 fs0 fc1 sc0 ls0 ws0">decent<span class="_ _0"> </span>glossar<span class="_ _8"></span>y<span class="_ _b"></span>.</div><div class="t m0 x2d h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">Criticisms?<span class="_ _0"> </span>I<span class="_ _0"> </span>hav<span class="_ _b"></span>e<span class="_ _0"> </span>very<span class="_ _0"> </span>few<span class="_ _0"> </span>as</div><div class="t m0 x2a h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>Ubuntu<span class="_ _0"> </span>Manual<span class="_ _0"> </span>is<span class="_ _0"> </span>now<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y358 ff1 fs0 fc1 sc0 ls0 ws0">mature<span class="_ _0"> </span>publication.<span class="_ _0"> </span>Y<span class="_ _b"></span>es,<span class="_ _0"> </span>it<span class="_ _0"> </span>c<span class="_ _b"></span>ould<span class="_ _0"> </span>do</div><div class="t m0 x2a h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">with<span class="_ _0"> </span>a<span class="_ _0"> </span>few<span class="_ _0"> </span>more<span class="_ _0"> </span>pictures,<span class="_ _0"> </span>if<span class="_ _0"> </span>only<span class="_ _0"> </span>t<span class="_ _b"></span>o</div><div class="t m0 x2a h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">reliev<span class="_ _b"></span>e<span class="_ _0"> </span>some<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>pages<span class="_ _0"> </span>that<span class="_ _0"> </span>are</div><div class="t m0 x2a h2 y1e1 ff1 fs0 fc1 sc0 ls0 ws0">quite<span class="_ _0"> </span>bland<span class="_ _0"> </span>and<span class="_ _0"> </span>text<span class="_ _b"></span>-<span class="_ _b"></span>heav<span class="_ _8"></span>y<span class="_ _b"></span>.<span class="_ _0"> </span>The</div><div class="t m0 x2a h2 y359 ff1 fs0 fc1 sc0 ls0 ws0">sidebar<span class="_ _0"> </span>text<span class="_ _0"> </span>is<span class="_ _0"> </span>in<span class="_ _0"> </span>far<span class="_ _0"> </span>t<span class="_ _b"></span>oo<span class="_ _0"> </span>small<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">typeface<span class="_ _0"> </span>so<span class="_ _0"> </span>you<span class="_ _0"> </span>can<span class="_ _0"> </span>miss<span class="_ _0"> </span>some</div><div class="t m0 x2a h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">really<span class="_ _0"> </span>useful<span class="_ _0"> </span>snippets.</div><div class="t m0 x2a h8 y297 ff2 fs5 fc5 sc0 ls0 ws0">Simplif<span class="_ _8"></span>y<span class="_ _7"> </span>Y<span class="_ _a"></span>o<span class="_ _b"></span>ur<span class="_ _7"> </span>Life:<span class="_ _7"> </span>the</div><div class="t m0 x2a h8 y64 ff2 fs5 fc5 sc0 ls0 ws0">"Unity<span class="_ _7"> </span>Ori e n tation</div><div class="t m0 x2a h8 y10f ff2 fs5 fc5 sc0 ls0 ws0">Guide"<span class="_ _7"> </span>R<span class="_ _b"></span>e<span class="_ _b"></span>vised</div><div class="t m0 x2a h2 y156 ff1 fs0 fc6 sc0 ls0 ws0">http://ubuntu-</div><div class="t m0 x2a h2 y1bd ff1 fs0 fc6 sc0 ls0 ws0">za.org/sites/default/files/unity-5-</div><div class="t m0 x2a h2 y3b9 ff1 fs0 fc6 sc0 ls0 ws0">10-0-final-pdf<span class="_ _b"></span>.pdf</div><div class="t m0 x49 h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">With<span class="_ _0"> </span>the<span class="_ _0"> </span>release<span class="_ _0"> </span>of<span class="_ _0"> </span>Ubuntu</div><div class="t m0 xa h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Linux<span class="_ _0"> </span>12.04<span class="_ _0"> </span>L<span class="_ _a"></span>T<span class="_ _b"></span>S,<span class="_ _0"> </span>the<span class="_ _0"> </span>Ubuntu</div><div class="t m0 xa h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">V<span class="_ _b"></span>ancouver<span class="_ _0"> </span>L<span class="_ _b"></span>ocal<span class="_ _0"> </span>Community</div><div class="t m0 xa h2 ye0 ff1 fs0 fc1 sc0 ls0 ws0">(UVL<span class="_ _b"></span>C<span class="_ _b"></span>)<span class="_ _0"> </span>has<span class="_ _0"> </span>updated<span class="_ _0"> </span>its<span class="_ _0"> </span>guide<span class="_ _0"> </span>to<span class="_ _0"> </span>the</div><div class="t m0 xa h2 y306 ff1 fs0 fc1 sc0 ls0 ws0">Unity<span class="_ _0"> </span>desktop.<span class="_ _0"> </span>The<span class="_ _0"> </span>fully<span class="_ _0"> </span>revised</div><div class="t m0 xa h2 y307 ff1 fs0 fc1 sc0 ls0 ws0">"Unity<span class="_ _0"> </span>Orientation<span class="_ _0"> </span>Guide,"</div><div class="t m0 xa h2 y351 ff1 fs0 fc1 sc0 ls0 ws0">formerly<span class="_ _0"> </span>"Simplif<span class="_ _8"></span>y<span class="_ _0"> </span>Y<span class="_ _a"></span>ou r<span class="_ _0"> </span>Life<span class="_ _0"> </span>with</div><div class="t m0 xa h2 y361 ff1 fs0 fc1 sc0 ls0 ws0">Ubuntu<span class="_ _0"> </span>Unity",<span class="_ _0"> </span>is<span class="_ _0"> </span>publicly<span class="_ _0"> </span>available</div><div class="t m0 xa h2 y308 ff1 fs0 fc1 sc0 ls0 ws0">and<span class="_ _0"> </span>deser<span class="_ _8"></span>v<span class="_ _b"></span>es<span class="_ _0"> </span>to<span class="_ _0"> </span>be<span class="_ _0"> </span>easier<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>find.</div><div class="t m0 x49 h2 y353 ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _b"></span>o<span class="_ _0"> </span>q<span class="_ _b"></span>uote<span class="_ _0"> </span>editor<span class="_ _b"></span>-in-chief<span class="_ _0"> </span>and</div><div class="t m0 xa h2 y354 ff1 fs0 fc1 sc0 ls0 ws0">Ubuntu<span class="_ _0"> </span>Buzz<span class="_ _0"> </span>Generator<span class="_ _0"> </span>Randall</div><div class="t m0 xa h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">Ross:</div><div class="t m0 xa h2 y30a ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>If<span class="_ _0"> </span>you're<span class="_ _0"> </span>new<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>Ubuntu,<span class="_ _0"> </span>or<span class="_ _0"> </span>Unity,</div><div class="t m0 xa h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">or<span class="_ _0"> </span>both,<span class="_ _6"> </span>it's<span class="_ _0"> </span>definitely<span class="_ _6"> </span>worth<span class="_ _0"> </span>a<span class="_ _6"> </span>re ad .</div><div class="t m0 xa h2 y344 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>If<span class="_ _0"> </span>you'v<span class="_ _b"></span>e<span class="_ _0"> </span>just<span class="_ _0"> </span>installed<span class="_ _0"> </span>Ubuntu</div><div class="t m0 xa h2 y345 ff1 fs0 fc1 sc0 ls0 ws0">12.04<span class="_ _0"> </span>L<span class="_ _a"></span>T<span class="_ _b"></span>S,<span class="_ _0"> </span>then<span class="_ _0"> </span>this<span class="_ _0"> </span>guide<span class="_ _0"> </span>is<span class="_ _0"> </span>for</div><div class="t m0 xa h2 y23b ff1 fs0 fc1 sc0 ls0 ws0">you.</div><div class="t m0 xa h2 y346 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>If<span class="_ _0"> </span>you<span class="_ _0"> </span>doubt<span class="_ _0"> </span>that<span class="_ _0"> </span>Unity<span class="_ _0"> </span>is</div><div class="t m0 xa h2 y2f3 ff1 fs0 fc1 sc0 ls0 ws0">powerful<span class="_ _0"> </span>and<span class="_ _0"> </span>useful,<span class="_ _0"> </span>we<span class="_ _0"> </span>think<span class="_ _0"> </span>this</div><div class="t m0 xa h2 y30b ff1 fs0 fc1 sc0 ls0 ws0">guide<span class="_ _0"> </span>j<span class="_ _b"></span>ust<span class="_ _0"> </span>might<span class="_ _6"> </span>sway<span class="_ _0"> </span>y<span class="_ _b"></span>our<span class="_ _0"> </span>o<span class="_ _b"></span>pinion.</div><div class="t m0 x4b h2 y262 ff1 fs0 fc1 sc0 ls0 ws0">No<span class="_ _0"> </span>matter<span class="_ _0"> </span>what<span class="_ _0"> </span>your<span class="_ _0"> </span>familiarity</div><div class="t m0 x4a h2 ybe ff1 fs0 fc1 sc0 ls0 ws0">is<span class="_ _0"> </span>with<span class="_ _0"> </span>Ubuntu,<span class="_ _0"> </span>please<span class="_ _0"> </span>share<span class="_ _0"> </span>this</div><div class="t m0 x4a h2 y263 ff1 fs0 fc1 sc0 ls0 ws0">guide<span class="_ _0"> </span>with<span class="_ _0"> </span>your<span class="_ _0"> </span>neighbours,</div><div class="t m0 x4a h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">friends,<span class="_ _0"> </span>and<span class="_ _0"> </span>family<span class="_ _0"> </span>members,</div><div class="t m0 x4a h2 y223 ff1 fs0 fc1 sc0 ls0 ws0">especially<span class="_ _0"> </span>those<span class="_ _0"> </span>on<span class="_ _0"> </span>the<span class="_ _0"> </span>other<span class="_ _0"> </span>side</div><div class="t m0 x4a h2 y265 ff1 fs0 fc1 sc0 ls0 ws0">of<span class="_ _0"> </span>the<span class="_ _0"> </span>chasm!</div><div class="t m0 x4b h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">It's<span class="_ _0"> </span>another<span class="_ _0"> </span>stand-out<span class="_ _0"> </span>job<span class="_ _0"> </span>by<span class="_ _0"> </span>the</div><div class="t m0 x4a h2 y112 ff1 fs0 fc1 sc0 ls0 ws0">V<span class="_ _b"></span>ancouver<span class="_ _0"> </span>t<span class="_ _b"></span>eam<span class="_ _0"> </span>to<span class="_ _0"> </span>produce<span class="_ _0"> </span>a</div><div class="t m0 x4a h2 y113 ff1 fs0 fc1 sc0 ls0 ws0">straight<span class="_ _b"></span>-forward<span class="_ _0"> </span>guide<span class="_ _0"> </span>on<span class="_ _0"> </span>a</div><div class="t m0 x4a h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">technical<span class="_ _0"> </span>subject<span class="_ _0"> </span>(I<span class="_ _0"> </span>know<span class="_ _b"></span>,<span class="_ _0"> </span>I'v<span class="_ _b"></span>e<span class="_ _0"> </span>done</div><div class="t m0 x4a h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">them,<span class="_ _0"> </span>including<span class="_ _0"> </span>a<span class="_ _0"> </span>Unity<span class="_ _0"> </span>Guide<span class="_ _0"> </span>for</div><div class="t m0 x4a h2 y116 ff1 fs0 fc1 sc0 ls0 ws0">F<span class="_ _b"></span>ull<span class="_ _0"> </span>Circle<span class="_ _0"> </span>Magazine).<span class="_ _0"> </span>Plaudits<span class="_ _0"> </span>go</div><div class="t m0 x4a h2 y117 ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>managing<span class="_ _0"> </span>edit<span class="_ _b"></span>or<span class="_ _0"> </span>Charlene</div><div class="t m0 x4a h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _b"></span>e<span class="_ _b"></span>ssier<span class="_ _0"> </span>and<span class="_ _0"> </span>the<span class="_ _0"> </span>team<span class="_ _0"> </span>of<span class="_ _0"> </span>guest</div><div class="t m0 x4a h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">editors/proof<span class="_ _b"></span>-readers<span class="_ _0"> </span>from<span class="_ _0"> </span>Ubuntu</div><div class="t m0 x4a h2 y357 ff1 fs0 fc1 sc0 ls0 ws0">V<span class="_ _b"></span>ancouver<span class="_ _a"></span>.</div><div class="t m0 x4b h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">On<span class="_ _0"> </span>first<span class="_ _0"> </span>glance,<span class="_ _0"> </span>the<span class="_ _0"> </span>Unity</div><div class="t m0 x4a h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">Orientation<span class="_ _0"> </span>Guide<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>lighter<span class="_ _0"> </span>and</div><div class="t m0 x4a h2 y358 ff1 fs0 fc1 sc0 ls0 ws0">much<span class="_ _0"> </span>faster<span class="_ _0"> </span>read<span class="_ _0"> </span>than<span class="_ _0"> </span>the<span class="_ _0"> </span>original.</div><div class="t m0 x4a h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">It's<span class="_ _0"> </span>geared<span class="_ _0"> </span>to<span class="_ _b"></span>wards<span class="_ _0"> </span>those<span class="_ _0"> </span>learning</div><div class="t m0 x4a h2 y11c ff1 fs0 fc1 sc0 ls0 ws0">and<span class="_ _0"> </span>experiencing<span class="_ _0"> </span>the<span class="_ _0"> </span>Ubuntu<span class="_ _0"> </span>Unity</div><div class="t m0 x4a h2 y1e1 ff1 fs0 fc1 sc0 ls0 ws0">interface<span class="_ _0"> </span>for<span class="_ _0"> </span>the<span class="_ _0"> </span>first<span class="_ _0"> </span>time.<span class="_ _0"> </span>Its</div><div class="t m0 x4a h2 y359 ff1 fs0 fc1 sc0 ls0 ws0">focus<span class="_ _0"> </span>is<span class="_ _0"> </span>getting<span class="_ _0"> </span>you<span class="_ _0"> </span>oriented</div><div class="t m0 x4a h2 y11d ff1 fs0 fc1 sc0 ls0 ws0">quickly,<span class="_ _0"> </span>and<span class="_ _0"> </span>thus<span class="_ _0"> </span>allo<span class="_ _b"></span>wing<span class="_ _0"> </span>you<span class="_ _0"> </span>t<span class="_ _b"></span>o</div><div class="t m0 x4a h2 y11e ff1 fs0 fc1 sc0 ls0 ws0">get<span class="_ _0"> </span>on<span class="_ _0"> </span>with<span class="_ _0"> </span>your<span class="_ _0"> </span>day-o-day</div><div class="t m0 x4a h2 y11f ff1 fs0 fc1 sc0 ls0 ws0">computer<span class="_ _0"> </span>tasks.</div><div class="t m0 x4b h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">This<span class="_ _0"> </span>is<span class="_ _0"> </span>more<span class="_ _0"> </span>tightly<span class="_ _0"> </span>focused</div><div class="t m0 x4a h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">than<span class="_ _0"> </span>the<span class="_ _0"> </span>other<span class="_ _0"> </span>guides<span class="_ _0"> </span>here,<span class="_ _0"> </span>since<span class="_ _0"> </span>it</div><div class="t m0 x4a h2 y244 ff1 fs0 fc1 sc0 ls0 ws0">assumes<span class="_ _0"> </span>you<span class="_ _0"> </span>already<span class="_ _0"> </span>hav<span class="_ _b"></span>e<span class="_ _0"> </span>Ubuntu</div><div class="t m0 x4a h2 y35b ff1 fs0 fc1 sc0 ls0 ws0">with<span class="_ _0"> </span>Unity<span class="_ _0"> </span>installed,<span class="_ _0"> </span>and<span class="_ _0"> </span>so<span class="_ _0"> </span>gets<span class="_ _0"> </span>on</div><div class="t m0 x4a h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">with<span class="_ _0"> </span>the<span class="_ _0"> </span>job.<span class="_ _0"> </span>Using<span class="_ _0"> </span>very<span class="_ _0"> </span>simple</div><div class="t m0 x4a h2 y2b3 ff1 fs0 fc1 sc0 ls0 ws0">page<span class="_ _0"> </span>layouts<span class="_ _0"> </span>with<span class="_ _0"> </span>lots<span class="_ _0"> </span>of<span class="_ _0"> </span>white</div><div class="t m0 x4a h2 y245 ff1 fs0 fc1 sc0 ls0 ws0">space,<span class="_ _0"> </span>the<span class="_ _0"> </span>instructions<span class="_ _0"> </span>are</div><div class="t m0 x4c h2 y262 ff1 fs0 fc1 sc0 ls0 ws0">unfailingly<span class="_ _0"> </span>clear<span class="_ _0"> </span>and<span class="_ _0"> </span>concise.</div><div class="t m0 x26 h2 y263 ff1 fs0 fc1 sc0 ls0 ws0">It<span class="_ _0"> </span>does<span class="_ _0"> </span>what<span class="_ _0"> </span>it<span class="_ _0"> </span>says<span class="_ _0"> </span>on<span class="_ _0"> </span>the<span class="_ _0"> </span>co<span class="_ _b"></span>ver</div><div class="t m0 x4c h2 y184 ff1 fs0 fc1 sc0 ls0 ws0">for<span class="_ _0"> </span>the<span class="_ _0"> </span>most<span class="_ _0"> </span>part,<span class="_ _0"> </span>although<span class="_ _0"> </span>I<span class="_ _0"> </span>was</div><div class="t m0 x4c h2 y223 ff1 fs0 fc1 sc0 ls0 ws0">initially<span class="_ _0"> </span>confused<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>find<span class="_ _0"> </span>the</div><div class="t m0 x4c h2 y265 ff1 fs0 fc1 sc0 ls0 ws0">explanation<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>Unity<span class="_ _0"> </span>HUD</div><div class="t m0 x4c h2 y1f1 ff1 fs0 fc1 sc0 ls0 ws0">(Head<span class="_ _0"> </span>Up<span class="_ _0"> </span>Display)<span class="_ _0"> </span>at<span class="_ _0"> </span>the<span class="_ _0"> </span>back,</div><div class="t m0 x4c h2 y186 ff1 fs0 fc1 sc0 ls0 ws0">feeling<span class="_ _0"> </span>it<span class="_ _0"> </span>really<span class="_ _0"> </span>ought<span class="_ _0"> </span>to<span class="_ _0"> </span>go<span class="_ _0"> </span>near</div><div class="t m0 x4c h2 y112 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>front<span class="_ _0"> </span>just<span class="_ _0"> </span>after<span class="_ _0"> </span>the<span class="_ _0"> </span>description</div><div class="t m0 x4c h2 y113 ff1 fs0 fc1 sc0 ls0 ws0">of<span class="_ _0"> </span>the<span class="_ _0"> </span>Unity<span class="_ _0"> </span>Dash.<span class="_ _0"> </span>Aft<span class="_ _b"></span>er<span class="_ _0"> </span>all,<span class="_ _0"> </span>the</div><div class="t m0 x4c h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">HUD<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>much<span class="_ _0"> </span>trumpeted<span class="_ _0"> </span>feature</div><div class="t m0 x4c h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">of<span class="_ _0"> </span>12.04.<span class="_ _0"> </span>Then<span class="_ _0"> </span>the<span class="_ _0"> </span>thinking<span class="_ _0"> </span>became</div><div class="t m0 x4c h2 y116 ff1 fs0 fc1 sc0 ls0 ws0">clear<span class="_ _0"> </span>–<span class="_ _0"> </span>the<span class="_ _0"> </span>HUD<span class="_ _0"> </span>is<span class="_ _0"> </span>the<span class="_ _0"> </span>labour<span class="_ _b"></span>-saver</div><div class="t m0 x4c h2 y117 ff1 fs0 fc1 sc0 ls0 ws0">when<span class="_ _0"> </span>you<span class="_ _0"> </span>are<span class="_ _0"> </span>in<span class="_ _0"> </span>applications,<span class="_ _0"> </span>so</div><div class="t m0 x4c h2 y147 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>guide<span class="_ _0"> </span>talks<span class="_ _0"> </span>about<span class="_ _0"> </span>applications</div><div class="t m0 x4c h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">first.</div><div class="t m0 x26 h2 y119 ff1 fs0 fc1 sc0 ls0 ws0">This<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>well<span class="_ _0"> </span>structured,<span class="_ _0"> </span>well</div><div class="t m0 x4c h2 y11a ff1 fs0 fc1 sc0 ls0 ws0">designed<span class="_ _0"> </span>team<span class="_ _0"> </span>effort.<span class="_ _0"> </span>I<span class="_ _0"> </span>heartily</div><div class="t m0 x4c h2 y148 ff1 fs0 fc1 sc0 ls0 ws0">recommend<span class="_ _0"> </span>it.</div><div class="t m0 x4c h8 y1e9 ff2 fs5 fc5 sc0 ls0 ws0">Conclusion</div><div class="t m0 x26 h2 y1eb ff1 fs0 fc1 sc0 ls0 ws0">Overall<span class="_ _0"> </span>I<span class="_ _0"> </span>still<span class="_ _0"> </span>think<span class="_ _0"> </span>the</div><div class="t m0 x4c h2 y1ec ff1 fs0 fc1 sc0 ls0 ws0">V<span class="_ _b"></span>ancouver<span class="_ _0"> </span>t<span class="_ _b"></span>eam<span class="_ _0"> </span>book,<span class="_ _0"> </span>Unity</div><div class="t m0 x4c h2 y295 ff1 fs0 fc1 sc0 ls0 ws0">Orientation<span class="_ _0"> </span>Guide<span class="_ _0"> </span>strik<span class="_ _b"></span>es<span class="_ _0"> </span>the<span class="_ _0"> </span>best</div><div class="t m0 x4c h2 y47 ff1 fs0 fc1 sc0 ls0 ws0">balance<span class="_ _0"> </span>of<span class="_ _0"> </span>style<span class="_ _0"> </span>and<span class="_ _0"> </span>content,<span class="_ _0"> </span>but</div><div class="t m0 x4c h2 y16b ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>Ubuntu<span class="_ _0"> </span>Manual<span class="_ _0"> </span>is<span class="_ _0"> </span>the<span class="_ _0"> </span>larger</div><div class="t m0 x4c h2 y297 ff1 fs0 fc1 sc0 ls0 ws0">reference<span class="_ _0"> </span>work<span class="_ _0"> </span>and<span class="_ _0"> </span>a<span class="_ _0"> </span>good<span class="_ _0"> </span>one<span class="_ _0"> </span>at</div><div class="t m0 x4c h2 y298 ff1 fs0 fc1 sc0 ls0 ws0">that.</div><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",0,595,null]'><div class="d m2" style="border-style:none;position:absolute;left:946.215956px;bottom:9.803405px;width:45.160900px;height:8.662700px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://ubuntu-za.org/sites/default/files/unity-5-10-0-final-pdf.pdf"><div class="d m2" style="border-style:none;position:absolute;left:17.239018px;bottom:34.478157px;width:182.620220px;height:42.944570px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.216311,0.000000,0.000000,1.216311,0.000000,0.000000]}'></div></div></div>
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