DenysMedvid/pdf2htmlEX
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mirror of https://github.com/pdf2htmlEX/pdf2htmlEX.git synced 2024-12-22 13:00:08 +00:00
Code
d6fbbd34a1
pdf2htmlEX/demo/issue65_en24.page
Lu Wang 2d8df9d647 update demo
2013-09-28 13:30:57 +08:00

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116 KiB
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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">24</div><div class="t m4 xee h11 yba ff2 fsa fc1 sc0 ls0 ws0">A</div><div class="t m4 x3c h11 ybb ff2 fsa fc3 sc0 ls0 ws0">A</div><div class="t m4 xef h11 yba ff2 fsa fc1 sc0 ls0 ws0">S</div><div class="t m4 xef h11 ybb ff2 fsa fc3 sc0 ls0 ws0">S</div><div class="t m4 xf0 h11 yba ff2 fsa fc1 sc0 ls0 ws0">K</div><div class="t m4 x3e h11 ybb ff2 fsa fc3 sc0 ls0 ws0">K</div><div class="t m4 xa6 h11 yba ff2 fsa fc1 sc0 ls0 ws0">T</div><div class="t m4 x40 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">T</div><div class="t m4 x51 h11 yba ff2 fsa fc1 sc0 ls0 ws0">H</div><div class="t m4 xf1 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">H</div><div class="t m4 x52 h11 yba ff2 fsa fc1 sc0 ls0 ws0">E</div><div class="t m4 x52 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">E</div><div class="t m4 x49 h11 yba ff2 fsa fc1 sc0 ls0 ws0">N</div><div class="t m4 x49 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">N</div><div class="t m4 xf2 h11 yba ff2 fsa fc1 sc0 ls0 ws0">E</div><div class="t m4 xf2 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">E</div><div class="t m4 xf3 h11 yba ff2 fsa fc1 sc0 ls0 ws0">W</div><div class="t m4 xf3 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">W</div><div class="t m4 xf4 h11 yba ff2 fsa fc1 sc0 ls0 ws0">G</div><div class="t m4 x2b h11 ybb ff2 fsa fc3 sc0 ls0 ws0">G</div><div class="t m4 x55 h11 yba ff2 fsa fc1 sc0 ls0 ws0">U</div><div class="t m4 xf5 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">U</div><div class="t m4 xa9 h11 yba ff2 fsa fc1 sc0 ls0 ws0">Y</div><div class="t m4 xa9 h11 ybb ff2 fsa fc3 sc0 ls0 ws0">Y</div><div class="t m0 x4 hb y178 ff2 fs7 fc4 sc0 ls0 ws0">Writt<span class="_ _b"></span>en<span class="_ _0"> </span>b<span class="_ _b"></span>y<span class="_ _6"> </span>Copil<span class="_ _6"> </span>Y<span class="_ _b"></span>á<span class="ff4">ň</span>e<span class="_ _b"></span>z</div><div class="t m0 xd5 h12 ye2 ff1 fsb fc1 sc0 ls0 ws0">H</div><div class="t m0 xf6 h2 y2f4 ff1 fs0 fc1 sc0 ls0 ws0">i,<span class="_ _0"> </span>ev<span class="_ _b"></span>er<span class="_ _8"></span>y<span class="_ _b"></span>one!<span class="_ _0"> </span>Welc<span class="_ _b"></span>ome</div><div class="t m0 xf6 h2 y2f5 ff1 fs0 fc1 sc0 ls0 ws0">back<span class="_ _0"> </span>to<span class="_ _0"> </span>Ask<span class="_ _0"> </span>the<span class="_ _0"> </span>New</div><div class="t m0 xf6 h2 y2f6 ff1 fs0 fc1 sc0 ls0 ws0">Guy!<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</div><div class="t m0 xf6 h2 ye2 ff1 fs0 fc1 sc0 ls0 ws0">Ubuntu,<span class="_ _0"> </span>thinking<span class="_ _0"> </span>about</div><div class="t m0 x2a h2 y2f7 ff1 fs0 fc1 sc0 ls0 ws0">switching<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>Linux,<span class="_ _0"> </span>or<span class="_ _0"> </span>need</div><div class="t m0 x2a h2 y2f8 ff1 fs0 fc1 sc0 ls0 ws0">something<span class="_ _0"> </span>explained<span class="_ _0"> </span>to<span class="_ _0"> </span>you<span class="_ _0"> </span>lik<span class="_ _b"></span>e</div><div class="t m0 x2a h2 yb1 ff1 fs0 fc1 sc0 ls0 ws0">you’re<span class="_ _0"> </span>fiv<span class="_ _b"></span>e,<span class="_ _0"> </span>look<span class="_ _0"> </span>no<span class="_ _0"> </span>further<span class="_ _b"></span>.<span class="_ _0"> </span>Send</div><div class="t m0 x2a h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">your<span class="_ _0"> </span>(simple<span class="_ _b"></span>)<span class="_ _0"> </span>questions<span class="_ _0"> </span>to<span class="_ _0"> </span>me<span class="_ _0"> </span>at</div><div class="t m0 x2a h2 yb2 ff1 fs0 fc1 sc0 ls0 ws0">copil.yane<span class="_ _b"></span>z@gmail.com<span class="_ _0"> </span>and<span class="_ _0"> </span>I’ll<span class="_ _0"> </span>do</div><div class="t m0 x2a h2 yb3 ff1 fs0 fc1 sc0 ls0 ws0">my<span class="_ _0"> </span>best<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>answer<span class="_ _0"> </span>them.</div><div class="t m0 x2d h2 yb5 ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _b"></span>o<span class="_ _b"></span>day<span class="_ _0"> </span>I’m<span class="_ _0"> </span>going<span class="_ _0"> </span>to<span class="_ _0"> </span>answer<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y2f9 ff1 fs0 fc1 sc0 ls0 ws0">question<span class="_ _0"> </span>a<span class="_ _0"> </span>lot<span class="_ _0"> </span>of<span class="_ _0"> </span>new<span class="_ _0"> </span>users,</div><div class="t m0 x2a h2 y163 ff1 fs0 fc1 sc0 ls0 ws0">including<span class="_ _0"> </span>myself<span class="_ _b"></span>,<span class="_ _0"> </span>a<span class="_ _b"></span>sk<span class="_ _0"> </span>upon</div><div class="t m0 x2a h2 y164 ff1 fs0 fc1 sc0 ls0 ws0">boarding<span class="_ _0"> </span>the<span class="_ _0"> </span>good<span class="_ _0"> </span>ship<span class="_ _0"> </span>Ubuntu:</div><div class="t m0 x2a h3 y166 ff2 fs0 fc1 sc0 ls0 ws0">Q:<span class="_ _0"> </span>What<span class="_ _0"> </span>the<span class="_ _0"> </span>hell<span class="_ _1f"> </span>i<span class="_ _b"></span>s<span class="_ _0"> </span>a<span class="_ _0"> </span>command</div><div class="t m0 x2a h3 y167 ff2 fs0 fc1 sc0 ls0 ws0">line<span class="_ _b"></span>?!</div><div class="t m0 x2d h2 y2fa ff1 fs0 fc1 sc0 ls0 ws0">For<span class="_ _0"> </span>man<span class="_ _b"></span>y<span class="_ _0"> </span>of<span class="_ _0"> </span>us,<span class="_ _0"> </span>the<span class="_ _0"> </span>command</div><div class="t m0 x2a h2 y169 ff1 fs0 fc1 sc0 ls0 ws0">line<span class="_ _0"> </span>is<span class="_ _0"> </span>kinda<span class="_ _0"> </span>daunting.<span class="_ _0"> </span>Oh,<span class="_ _0"> </span>who<span class="_ _0"> </span>am<span class="_ _0"> </span>I</div><div class="t m0 x2a h2 y16a ff1 fs0 fc1 sc0 ls0 ws0">kidding,<span class="_ _0"> </span>it’s<span class="_ _0"> </span>foreboding<span class="_ _0"> </span>and<span class="_ _0"> </span>scar<span class="_ _8"></span>y<span class="_ _b"></span>.</div><div class="t m0 x2d h2 y2fb ff1 fs0 fc1 sc0 ls0 ws0">I<span class="_ _0"> </span>mean<span class="_ _0"> </span>look<span class="_ _0"> </span>at<span class="_ _0"> </span>it,<span class="_ _0"> </span>just<span class="_ _0"> </span>sitting</div><div class="t m0 x2a h2 y2fc ff1 fs0 fc1 sc0 ls0 ws0">there,<span class="_ _0"> </span>staring<span class="_ _0"> </span>at<span class="_ _0"> </span>you<span class="_ _0"> </span>with<span class="_ _0"> </span>its<span class="_ _0"> </span>one</div><div class="t m0 x2a h2 y246 ff1 fs0 fc1 sc0 ls0 ws0">good<span class="_ _0"> </span>eye,<span class="_ _0"> </span>blinking<span class="_ _0"> </span>away<span class="_ _b"></span>.<span class="_ _0"> </span>W<span class="_ _b"></span>aiting.</div><div class="t m0 x2d h2 y247 ff1 fs0 fc1 sc0 ls0 ws0">E<span class="_ _b"></span>ven<span class="_ _0"> </span>so,<span class="_ _0"> </span>you<span class="_ _0"> </span>can<span class="_ _b"></span>’t<span class="_ _0"> </span>swing<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y2fd ff1 fs0 fc1 sc0 ls0 ws0">penguin<span class="_ _0"> </span>around<span class="_ _0"> </span>here<span class="_ _0"> </span>without</div><div class="t m0 x2a h2 y2fe ff1 fs0 fc1 sc0 ls0 ws0">hitting<span class="_ _0"> </span>someone<span class="_ _0"> </span>going<span class="_ _0"> </span>on<span class="_ _0"> </span>and<span class="_ _0"> </span>on</div><div class="t m0 x2a h2 y248 ff1 fs0 fc1 sc0 ls0 ws0">about<span class="_ _0"> </span>pipe<span class="_ _0"> </span>this<span class="_ _0"> </span>and<span class="_ _0"> </span>chown<span class="_ _0"> </span>that.<span class="_ _0"> </span>If</div><div class="t m0 x2a h2 y249 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>command<span class="_ _0"> </span>line<span class="_ _0"> </span>is<span class="_ _0"> </span>so<span class="_ _0"> </span>spooky<span class="_ _b"></span>,</div><div class="t m0 xa h2 y2ff ff1 fs0 fc1 sc0 ls0 ws0">why<span class="_ _0"> </span>do<span class="_ _0"> </span>so<span class="_ _0"> </span>man<span class="_ _b"></span>y<span class="_ _0"> </span>seemingly<span class="_ _0"> </span>sane</div><div class="t m0 xa h2 y300 ff1 fs0 fc1 sc0 ls0 ws0">people<span class="_ _0"> </span>use<span class="_ _0"> </span>it?<span class="_ _0"> </span>It’s<span class="_ _0"> </span>as<span class="_ _0"> </span>if<span class="_ _0"> </span>the<span class="_ _0"> </span>Linux</div><div class="t m0 xa h2 y17b ff1 fs0 fc1 sc0 ls0 ws0">community<span class="_ _0"> </span>is<span class="_ _0"> </span>populated<span class="_ _0"> </span>b<span class="_ _b"></span>y<span class="_ _0"> </span>cliche</div><div class="t m0 xa h2 y301 ff1 fs0 fc1 sc0 ls0 ws0">horror<span class="_ _0"> </span>movie<span class="_ _0"> </span>characters,<span class="_ _0"> </span>the<span class="_ _0"> </span>kind</div><div class="t m0 xa h2 y224 ff1 fs0 fc1 sc0 ls0 ws0">who<span class="_ _0"> </span>hear<span class="_ _0"> </span>knife-y<span class="_ _0"> </span>type<span class="_ _0"> </span>sounds<span class="_ _0"> </span>in</div><div class="t m0 xa h2 y302 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>basement<span class="_ _0"> </span>and<span class="_ _0"> </span>go<span class="_ _0"> </span>inv<span class="_ _b"></span>estigate<span class="_ _0"> </span>in</div><div class="t m0 xa h2 y180 ff1 fs0 fc1 sc0 ls0 ws0">their<span class="_ _0"> </span>Pajama<span class="_ _0"> </span>P<span class="_ _b"></span>ants<span class="_ _0"> </span>instead<span class="_ _0"> </span>of</div><div class="t m0 xa h2 y303 ff1 fs0 fc1 sc0 ls0 ws0">calling<span class="_ _0"> </span>the<span class="_ _0"> </span>police.</div><div class="t m0 x49 h2 y304 ff1 fs0 fc1 sc0 ls0 ws0">I<span class="_ _0"> </span>mean,<span class="_ _0"> </span>what<span class="_ _0"> </span>are<span class="_ _0"> </span>command<span class="_ _0"> </span>line</div><div class="t m0 xa h2 y305 ff1 fs0 fc1 sc0 ls0 ws0">users<span class="_ _0"> </span>getting<span class="_ _0"> </span>out<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>experience</div><div class="t m0 xa h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">(other<span class="_ _0"> </span>than<span class="_ _0"> </span>re-living<span class="_ _0"> </span>their<span class="_ _0"> </span>Matthew</div><div class="t m0 xa h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Broderick<span class="_ _0"> </span>W<span class="_ _b"></span>ar<span class="_ _0"> </span>Games<span class="_ _0"> </span>fantasies)?</div><div class="t m0 xa h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">After<span class="_ _0"> </span>all,<span class="_ _0"> </span>Ubuntu<span class="_ _0"> </span>is<span class="_ _0"> </span>so<span class="_ _0"> </span>user<span class="_ _b"></span>-friendly<span class="_ _b"></span>.</div><div class="t m0 xa h2 ye0 ff1 fs0 fc1 sc0 ls0 ws0">Need<span class="_ _0"> </span>to<span class="_ _0"> </span>open<span class="_ _0"> </span>a<span class="_ _0"> </span>program<span class="_ _b"></span>?<span class="_ _0"> </span>Just<span class="_ _0"> </span>click</div><div class="t m0 xa h2 y306 ff1 fs0 fc1 sc0 ls0 ws0">a<span class="_ _0"> </span>few<span class="_ _0"> </span>menus<span class="_ _0"> </span>and<span class="_ _0"> </span>y<span class="_ _b"></span>ou’re<span class="_ _0"> </span>there.</div><div class="t m0 xa h2 y307 ff1 fs0 fc1 sc0 ls0 ws0">Better<span class="_ _0"> </span>y<span class="_ _b"></span>et ,<span class="_ _0"> </span>un d e r<span class="_ _0"> </span>Un ity,<span class="_ _0"> </span>just<span class="_ _0"> </span>type</div><div class="t m0 xa h2 y26d ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>program’s<span class="_ _0"> </span>name<span class="_ _0"> </span>and<span class="_ _0"> </span>wat<span class="_ _b"></span>ch</div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">icons<span class="_ _0"> </span>appear<span class="_ _0"> </span>as<span class="_ _0"> </span>if<span class="_ _0"> </span>b<span class="_ _b"></span>y<span class="_ _0"> </span>magic<span class="_ _0"> </span>and</div><div class="t m0 xa h2 y308 ff1 fs0 fc1 sc0 ls0 ws0">then<span class="_ _0"> </span>click<span class="_ _0"> </span>the<span class="_ _0"> </span>one<span class="_ _0"> </span>you<span class="_ _0"> </span>want.</div><div class="t m0 x49 h2 ye9 ff1 fs0 fc1 sc0 ls0 ws0">This<span class="_ _0"> </span>user<span class="_ _b"></span>-friendliness<span class="_ _0"> </span>gives<span class="_ _0"> </span>rise</div><div class="t m0 x4a h2 y2ff ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>the<span class="_ _0"> </span>sec<span class="_ _b"></span>ond<span class="_ _0"> </span>most<span class="_ _0"> </span>common</div><div class="t m0 x4a h2 y300 ff1 fs0 fc1 sc0 ls0 ws0">reaction<span class="_ _0"> </span>to<span class="_ _0"> </span>the<span class="_ _0"> </span>c<span class="_ _b"></span>ommand<span class="_ _0"> </span>line</div><div class="t m0 x4a h2 y17b ff1 fs0 fc1 sc0 ls0 ws0">besides<span class="_ _0"> </span>screaming<span class="_ _0"> </span>Bloody<span class="_ _0"> </span>Mar<span class="_ _8"></span>y</div><div class="t m0 x4a h2 y301 ff1 fs0 fc1 sc0 ls0 ws0">and<span class="_ _0"> </span>losing<span class="_ _0"> </span>bowel<span class="_ _0"> </span>control.<span class="_ _0"> </span>Ne<span class="_ _b"></span>w</div><div class="t m0 x4a h2 y224 ff1 fs0 fc1 sc0 ls0 ws0">users<span class="_ _0"> </span>who<span class="_ _0"> </span>are<span class="_ _0"> </span>not<span class="_ _0"> </span>scared<span class="_ _0"> </span>of<span class="_ _0"> </span>the</div><div class="t m0 x4a h2 y302 ff1 fs0 fc1 sc0 ls0 ws0">command<span class="_ _0"> </span>line<span class="_ _0"> </span>think<span class="_ _0"> </span>it’s,<span class="_ _0"> </span>well,</div><div class="t m0 x4a h2 y180 ff1 fs0 fc1 sc0 ls0 ws0">boooooring.</div><div class="t m0 x4b h2 y226 ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _b"></span>ry<span class="_ _0"> </span>to<span class="_ _0"> </span>explain<span class="_ _0"> </span>to<span class="_ _0"> </span>a<span class="_ _0"> </span>reluctant</div><div class="t m0 x4a h2 y304 ff1 fs0 fc1 sc0 ls0 ws0">new<span class="_ _0"> </span>user<span class="_ _0"> </span>ho<span class="_ _b"></span>w<span class="_ _0"> </span>cool<span class="_ _0"> </span>the<span class="_ _0"> </span>command</div><div class="t m0 x4a h2 y305 ff1 fs0 fc1 sc0 ls0 ws0">line<span class="_ _0"> </span>is.<span class="_ _0"> </span>It’s<span class="_ _0"> </span>a<span class="_ _0"> </span>little<span class="_ _0"> </span>lik<span class="_ _b"></span>e<span class="_ _0"> </span>tr<span class="_ _8"></span>ying<span class="_ _0"> </span>t<span class="_ _b"></span>o</div><div class="t m0 x4a h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">explain<span class="_ _0"> </span>Mutually<span class="_ _0"> </span>Assured</div><div class="t m0 x4a h2 yde ff1 fs0 fc1 sc0 ls0 ws0">Destruction<span class="_ _0"> </span>to<span class="_ _0"> </span>a<span class="_ _0"> </span>modern<span class="_ _0"> </span>teenager<span class="_ _a"></span>.</div><div class="t m0 x4a h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">They<span class="_ _0"> </span>can<span class="_ _0"> </span>tell<span class="_ _0"> </span>it<span class="_ _0"> </span>means<span class="_ _0"> </span>something</div><div class="t m0 x4a h2 ye0 ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>y<span class="_ _b"></span>ou<span class="_ _0"> </span>because<span class="_ _0"> </span>your<span class="_ _0"> </span>face<span class="_ _0"> </span>is<span class="_ _0"> </span>all<span class="_ _0"> </span>red</div><div class="t m0 x4a h2 y306 ff1 fs0 fc1 sc0 ls0 ws0">and<span class="_ _0"> </span>that<span class="_ _0"> </span>vein<span class="_ _0"> </span>on<span class="_ _0"> </span>y<span class="_ _b"></span>our<span class="_ _0"> </span>forehead<span class="_ _0"> </span>is</div><div class="t m0 x4a h2 y307 ff1 fs0 fc1 sc0 ls0 ws0">about<span class="_ _0"> </span>to<span class="_ _0"> </span>pop.<span class="_ _0"> </span>But<span class="_ _0"> </span>as<span class="_ _0"> </span>soon<span class="_ _0"> </span>as<span class="_ _0"> </span>y<span class="_ _b"></span>ou</div><div class="t m0 x4a h2 y26d ff1 fs0 fc1 sc0 ls0 ws0">leave<span class="_ _0"> </span>the<span class="_ _0"> </span>room,<span class="_ _0"> </span>they<span class="_ _0"> </span>j<span class="_ _b"></span>ump<span class="_ _0"> </span>on</div><div class="t m0 x4a h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _a"></span>witter:</div><div class="t m0 x26 h2 y224 ff1 fs0 fc1 sc0 ls0 ws0">Y<span class="_ _b"></span>ou<span class="_ _0"> </span>want<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>shak<span class="_ _b"></span>e<span class="_ _0"> </span>them<span class="_ _0"> </span>and<span class="_ _0"> </span>say</div><div class="t m0 x4c h2 y302 ff1 fs0 fc1 sc0 ls0 ws0">“We<span class="_ _0"> </span>were<span class="_ _0"> </span>scared,<span class="_ _0"> </span>son!<span class="_ _0"> </span>Duck<span class="_ _0"> </span>and</div><div class="t m0 x4c h2 y180 ff1 fs0 fc1 sc0 ls0 ws0">co<span class="_ _b"></span>ver<span class="_ _0"> </span>was<span class="_ _0"> </span>a<span class="_ _0"> </span>thing!”<span class="_ _0"> </span>But,<span class="_ _0"> </span>of<span class="_ _0"> </span>course,</div><div class="t m0 x4c h2 y303 ff1 fs0 fc1 sc0 ls0 ws0">it<span class="_ _0"> </span>all<span class="_ _0"> </span>just<span class="_ _0"> </span>seems<span class="_ _0"> </span>so<span class="_ _0"> </span>quaint<span class="_ _0"> </span>to<span class="_ _0"> </span>them.</div><div class="t m0 x26 h2 y304 ff1 fs0 fc1 sc0 ls0 ws0">W<span class="_ _b"></span>ell,<span class="_ _0"> </span>it<span class="_ _0"> </span>turns<span class="_ _0"> </span>out<span class="_ _0"> </span>the<span class="_ _0"> </span>command</div><div class="t m0 x4c h2 y305 ff1 fs0 fc1 sc0 ls0 ws0">line<span class="_ _0"> </span>is<span class="_ _0"> </span>not<span class="_ _0"> </span>nearly<span class="_ _0"> </span>as<span class="_ _0"> </span>scar<span class="_ _8"></span>y<span class="_ _0"> </span>as<span class="_ _0"> </span>s<span class="_ _b"></span>ome</div><div class="t m0 x4c h2 ydd ff1 fs0 fc1 sc0 ls0 ws0">think,<span class="_ _0"> </span>nor<span class="_ _0"> </span>is<span class="_ _0"> </span>it<span class="_ _0"> </span>the<span class="_ _0"> </span>digital</div><div class="t m0 x4c h2 yde ff1 fs0 fc1 sc0 ls0 ws0">equivalent<span class="_ _0"> </span>of<span class="_ _0"> </span>a<span class="_ _0"> </span>Matlock<span class="_ _0"> </span>rerun,<span class="_ _0"> </span>of</div><div class="t m0 x4c h2 ydf ff1 fs0 fc1 sc0 ls0 ws0">interest<span class="_ _0"> </span>only<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>the<span class="_ _0"> </span>old<span class="_ _0"> </span>timers.</div><div class="t m0 x26 h2 y306 ff1 fs0 fc1 sc0 ls0 ws0">It’s<span class="_ _0"> </span>actually<span class="_ _0"> </span>useful<span class="_ _0"> </span>to<span class="_ _0"> </span>ne<span class="_ _b"></span>w<span class="_ _0"> </span>users</div><div class="t m0 x4c h2 y307 ff1 fs0 fc1 sc0 ls0 ws0">and<span class="_ _0"> </span>ev<span class="_ _b"></span>en<span class="_ _0"> </span>more<span class="_ _0"> </span>so<span class="_ _0"> </span>for<span class="_ _0"> </span>those<span class="_ _0"> </span>who</div><div class="t m0 x4c h2 y26d ff1 fs0 fc1 sc0 ls0 ws0">spend<span class="_ _0"> </span>a<span class="_ _0"> </span>little<span class="_ _0"> </span>time<span class="_ _0"> </span>getting</div><div class="t m0 x4c h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">comfortable<span class="_ _0"> </span>with<span class="_ _0"> </span>it.</div><div class="t m0 x26 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">But<span class="_ _0"> </span>let’s<span class="_ _0"> </span>back<span class="_ _0"> </span>up<span class="_ _0"> </span>and<span class="_ _0"> </span>start<span class="_ _0"> </span>with</div><div class="t m0 x4c h2 ye9 ff1 fs0 fc1 sc0 ls0 ws0">a<span class="_ _0"> </span>definition.<span class="_ _0"> </span>On<span class="_ _0"> </span>second<span class="_ _0"> </span>thought,</div><div class="t m0 x4c h2 yea ff1 fs0 fc1 sc0 ls0 ws0">forget<span class="_ _0"> </span>that.<span class="_ _0"> </span>I<span class="_ _0"> </span>just<span class="_ _0"> </span>looked<span class="_ _0"> </span>it<span class="_ _0"> </span>up<span class="_ _0"> </span>and</div><div class="t m0 x4c h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">there<span class="_ _0"> </span>was<span class="_ _0"> </span>talk<span class="_ _0"> </span>about<span class="_ _0"> </span>CLIs,<span class="_ _0"> </span>old</div><div class="t m0 x4c h2 y30a ff1 fs0 fc1 sc0 ls0 ws0">teleprinter<span class="_ _0"> </span>machines,<span class="_ _0"> </span>something</div><div class="t m0 x4c h2 y27b ff1 fs0 fc1 sc0 ls0 ws0">called<span class="_ _0"> </span>T<span class="_ _8"></span>TY<span class="_ _b"></span>,<span class="_ _0"> </span>shells,<span class="_ _0"> </span>and<span class="_ _0"> </span>then<span class="_ _0"> </span>I</div><div class="t m0 x4c h2 y27c ff1 fs0 fc1 sc0 ls0 ws0">noticed<span class="_ _0"> </span>the<span class="_ _0"> </span>Google<span class="_ _0"> </span>Doodle<span class="_ _0"> </span>was</div><div class="t m0 x4c h2 y27d ff1 fs0 fc1 sc0 ls0 ws0">Star<span class="_ _0"> </span>T<span class="_ _b"></span>rek<span class="_ _0"> </span>and,<span class="_ _0"> </span>well,<span class="_ _0"> </span>I<span class="_ _0"> </span>got</div><div class="t m0 x4c h2 y278 ff1 fs0 fc1 sc0 ls0 ws0">distracted.</div><div class="t m0 x26 h2 y27a ff1 fs0 fc1 sc0 ls0 ws0">Let’s<span class="_ _0"> </span>just<span class="_ _0"> </span>say<span class="_ _0"> </span>the<span class="_ _0"> </span>c<span class="_ _b"></span>ommand<span class="_ _0"> </span>line</div><div class="t m0 x4c h2 y30b ff1 fs0 fc1 sc0 ls0 ws0">is<span class="_ _0"> </span>a<span class="_ _0"> </span>place<span class="_ _0"> </span>where<span class="_ _0"> </span>you<span class="_ _0"> </span>type</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:947.167646px;bottom:9.411340px;width:45.160900px;height:8.662700px;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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