DenysMedvid/pdf2htmlEX
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pdf2htmlEX/demo/issue65_en39.page
Lu Wang 2d8df9d647 update demo
2013-09-28 13:30:57 +08:00

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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">39</div><div class="t m0 x2a h8 y38a ff2 fs5 fc5 sc0 ls0 ws0">M<span class="_ _b"></span>Y<span class="_ _7"> </span>OPINION</div><div class="t m0 x2a h2 y90 ff1 fs0 fc1 sc0 ls0 ws0">channels,<span class="_ _0"> </span>and<span class="_ _0"> </span>this<span class="_ _0"> </span>is<span class="_ _0"> </span>how<span class="_ _0"> </span>I<span class="_ _0"> </span>do<span class="_ _0"> </span>it.</div><div class="t m0 x2a h2 y8a ff1 fs0 fc1 sc0 ls0 ws0">And<span class="_ _0"> </span>I<span class="_ _0"> </span>use<span class="_ _0"> </span>this<span class="_ _0"> </span>software<span class="_ _0"> </span>ev<span class="_ _b"></span>er<span class="_ _8"></span>y<span class="_ _0"> </span>day<span class="_ _b"></span>,</div><div class="t m0 x2a h2 y91 ff1 fs0 fc1 sc0 ls0 ws0">so<span class="_ _0"> </span>it<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>good<span class="_ _0"> </span>candidate<span class="_ _0"> </span>for</div><div class="t m0 x2a h2 y92 ff1 fs0 fc1 sc0 ls0 ws0">support.<span class="_ _0"> </span>About<span class="_ _0"> </span>a<span class="_ _0"> </span>year<span class="_ _0"> </span>ago<span class="_ _0"> </span>they</div><div class="t m0 x2a h2 y93 ff1 fs0 fc1 sc0 ls0 ws0">were<span class="_ _0"> </span>looking<span class="_ _0"> </span>to<span class="_ _0"> </span>sign<span class="_ _0"> </span>up<span class="_ _0"> </span>people<span class="_ _0"> </span>in<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y94 ff1 fs0 fc1 sc0 ls0 ws0">fund-raising<span class="_ _0"> </span>drive<span class="_ _0"> </span>called<span class="_ _0"> </span>“<span class="_ _a"></span>Adopt<span class="_ _0"> </span>a</div><div class="t m0 x2a h2 y95 ff1 fs0 fc1 sc0 ls0 ws0">line<span class="_ _0"> </span>of<span class="_ _0"> </span>code<span class="_ _b"></span>”,<span class="_ _0"> </span>for<span class="_ _0"> </span>which<span class="_ _0"> </span>you<span class="_ _0"> </span>w<span class="_ _b"></span>ould</div><div class="t m0 x2a h2 y96 ff1 fs0 fc1 sc0 ls0 ws0">pay<span class="_ _0"> </span>$4<span class="_ _0"> </span>per<span class="_ _0"> </span>month<span class="_ _0"> </span>through<span class="_ _0"> </span>PayP<span class="_ _b"></span>al.</div><div class="t m0 x2a h2 y97 ff1 fs0 fc1 sc0 ls0 ws0">It<span class="_ _0"> </span>look<span class="_ _b"></span>ed<span class="_ _0"> </span>good<span class="_ _0"> </span>to<span class="_ _0"> </span>me,<span class="_ _0"> </span>so<span class="_ _0"> </span>I<span class="_ _0"> </span>signed</div><div class="t m0 x2a h2 y98 ff1 fs0 fc1 sc0 ls0 ws0">up.<span class="_ _0"> </span>After<span class="_ _0"> </span>all,<span class="_ _0"> </span>I<span class="_ _0"> </span>get<span class="_ _0"> </span>far<span class="_ _0"> </span>more<span class="_ _0"> </span>than<span class="_ _0"> </span>$4</div><div class="t m0 x2a h2 y99 ff1 fs0 fc1 sc0 ls0 ws0">per<span class="_ _0"> </span>month<span class="_ _0"> </span>of<span class="_ _0"> </span>benefit<span class="_ _0"> </span>from<span class="_ _0"> </span>this</div><div class="t m0 x2a h2 y9a ff1 fs0 fc1 sc0 ls0 ws0">software<span class="_ _0"> </span>and<span class="_ _0"> </span>have<span class="_ _0"> </span>c<span class="_ _b"></span>ome<span class="_ _0"> </span>to<span class="_ _0"> </span>rely<span class="_ _0"> </span>on</div><div class="t m0 x2a h2 y9b ff1 fs0 fc1 sc0 ls0 ws0">it<span class="_ _0"> </span>ev<span class="_ _b"></span>er<span class="_ _8"></span>y<span class="_ _0"> </span>day<span class="_ _b"></span>.</div><div class="t m0 x2a h2 yb7 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>I<span class="_ _0"> </span>also<span class="_ _0"> </span>am<span class="_ _0"> </span>a<span class="_ _0"> </span>KDE<span class="_ _0"> </span>user<span class="_ _0"> </span>on<span class="_ _0"> </span>all<span class="_ _0"> </span>of<span class="_ _0"> </span>my</div><div class="t m0 x2a h2 y9c ff1 fs0 fc1 sc0 ls0 ws0">computers.<span class="_ _0"> </span>A<span class="_ _0"> </span>fe<span class="_ _b"></span>w<span class="_ _0"> </span>months<span class="_ _0"> </span>back,<span class="_ _0"> </span>I</div><div class="t m0 x2a h2 y9d ff1 fs0 fc1 sc0 ls0 ws0">saw<span class="_ _0"> </span>a<span class="_ _0"> </span>post<span class="_ _0"> </span>from<span class="_ _0"> </span>one<span class="_ _0"> </span>of<span class="_ _0"> </span>the</div><div class="t m0 x2a h2 y9e ff1 fs0 fc1 sc0 ls0 ws0">dev<span class="_ _b"></span>elopers,<span class="_ _0"> </span>Sebastian<span class="_ _0"> </span>T<span class="_ _b"></span>rueg</div><div class="t m0 x2a h2 y9f ff1 fs0 fc1 sc0 ls0 ws0">(<span class="fc6">http://trueg.wordpress.com/</span>),</div><div class="t m0 x2a h2 ya0 ff1 fs0 fc1 sc0 ls0 ws0">that<span class="_ _0"> </span>he<span class="_ _0"> </span>needed<span class="_ _0"> </span>to<span class="_ _0"> </span>raise<span class="_ _0"> </span>money<span class="_ _0"> </span>t<span class="_ _b"></span>o</div><div class="t m0 x2a h2 ya1 ff1 fs0 fc1 sc0 ls0 ws0">support<span class="_ _0"> </span>himself<span class="_ _0"> </span>so<span class="_ _0"> </span>he<span class="_ _0"> </span>could</div><div class="t m0 x2a h2 ya2 ff1 fs0 fc1 sc0 ls0 ws0">continue<span class="_ _0"> </span>his<span class="_ _0"> </span>work<span class="_ _0"> </span>on<span class="_ _0"> </span>KDE.<span class="_ _0"> </span>Unlik<span class="_ _b"></span>e</div><div class="t m0 x2a h2 ya3 ff1 fs0 fc1 sc0 ls0 ws0">some<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>dev<span class="_ _b"></span>elopers,<span class="_ _0"> </span>he<span class="_ _0"> </span>had<span class="_ _0"> </span>no</div><div class="t m0 x2a h2 ya4 ff1 fs0 fc1 sc0 ls0 ws0">corporate<span class="_ _0"> </span>pay<span class="_ _b"></span>check<span class="_ _0"> </span>supporting<span class="_ _0"> </span>his</div><div class="t m0 x2a h2 ya5 ff1 fs0 fc1 sc0 ls0 ws0">KDE<span class="_ _0"> </span>work.<span class="_ _0"> </span>W<span class="_ _b"></span>ell,<span class="_ _0"> </span>I<span class="_ _0"> </span>use<span class="_ _0"> </span>KDE<span class="_ _0"> </span>ev<span class="_ _b"></span>er<span class="_ _8"></span>y</div><div class="t m0 x2a h2 ya6 ff1 fs0 fc1 sc0 ls0 ws0">day<span class="_ _b"></span>,<span class="_ _0"> </span>I<span class="_ _0"> </span>rely<span class="_ _0"> </span>on<span class="_ _0"> </span>it,<span class="_ _0"> </span>and<span class="_ _0"> </span>I<span class="_ _0"> </span>clicked<span class="_ _0"> </span>the</div><div class="t m0 x2a h2 ya7 ff1 fs0 fc1 sc0 ls0 ws0">PayP<span class="_ _b"></span>al<span class="_ _0"> </span>button<span class="_ _0"> </span>for<span class="_ _0"> </span>a<span class="_ _0"> </span>donation<span class="_ _0"> </span>(My</div><div class="t m0 x2a h2 ya8 ff1 fs0 fc1 sc0 ls0 ws0">memor<span class="_ _8"></span>y<span class="_ _0"> </span>is<span class="_ _0"> </span>that<span class="_ _0"> </span>I<span class="_ _0"> </span>gav<span class="_ _b"></span>e<span class="_ _0"> </span>him<span class="_ _0"> </span>$10,<span class="_ _0"> </span>not</div><div class="t m0 x2a h2 yb8 ff1 fs0 fc1 sc0 ls0 ws0">a<span class="_ _0"> </span>huge<span class="_ _0"> </span>amount,<span class="_ _0"> </span>but<span class="_ _0"> </span>I<span class="_ _0"> </span>hope<span class="_ _0"> </span>that</div><div class="t m0 x2a h2 ya9 ff1 fs0 fc1 sc0 ls0 ws0">among<span class="_ _0"> </span>all<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>KDE<span class="_ _0"> </span>users<span class="_ _0"> </span>he</div><div class="t m0 x2a h2 yaa ff1 fs0 fc1 sc0 ls0 ws0">raised<span class="_ _0"> </span>enough<span class="_ _0"> </span>money<span class="_ _0"> </span>to<span class="_ _0"> </span>k<span class="_ _b"></span>eep</div><div class="t m0 x2a h2 yab ff1 fs0 fc1 sc0 ls0 ws0">working.)</div><div class="t m0 x2a h2 yac ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>My<span class="_ _0"> </span>particular<span class="_ _0"> </span>distro<span class="_ _0"> </span>of<span class="_ _0"> </span>choice<span class="_ _0"> </span>is</div><div class="t m0 x2a h2 yad ff1 fs0 fc1 sc0 ls0 ws0">Kubuntu,<span class="_ _0"> </span>and,<span class="_ _0"> </span>again,<span class="_ _0"> </span>I<span class="_ _0"> </span>use<span class="_ _0"> </span>it<span class="_ _0"> </span>ev<span class="_ _b"></span>ery</div><div class="t m0 x2a h2 yae ff1 fs0 fc1 sc0 ls0 ws0">day<span class="_ _b"></span>.<span class="_ _0"> </span>I<span class="_ _0"> </span>don’t<span class="_ _0"> </span>think<span class="_ _0"> </span>Canonical<span class="_ _0"> </span>really</div><div class="t m0 x2a h2 yaf ff1 fs0 fc1 sc0 ls0 ws0">needs<span class="_ _0"> </span>my<span class="_ _0"> </span>donations<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>keep<span class="_ _0"> </span>going,</div><div class="t m0 x2a h2 yb0 ff1 fs0 fc1 sc0 ls0 ws0">but<span class="_ _0"> </span>they<span class="_ _0"> </span>base<span class="_ _0"> </span>their<span class="_ _0"> </span>work<span class="_ _0"> </span>on</div><div class="t m0 xa h2 y90 ff1 fs0 fc1 sc0 ls0 ws0">Debian,<span class="_ _0"> </span>so<span class="_ _0"> </span>when<span class="_ _0"> </span>I<span class="_ _0"> </span>saw<span class="_ _0"> </span>a</div><div class="t m0 xa h2 y8a ff1 fs0 fc1 sc0 ls0 ws0">fundraising<span class="_ _0"> </span>drive<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>write<span class="_ _0"> </span>and</div><div class="t m0 xa h2 y91 ff1 fs0 fc1 sc0 ls0 ws0">publish<span class="_ _0"> </span>the<span class="_ _0"> </span>Debian<span class="_ _0"> </span>Syst<span class="_ _b"></span>em</div><div class="t m0 xa h2 y92 ff1 fs0 fc1 sc0 ls0 ws0">Administrat<span class="_ _b"></span>or ’ s<span class="_ _0"> </span>Han d b o o k,<span class="_ _0"> </span>I</div><div class="t m0 xa h2 y93 ff1 fs0 fc1 sc0 ls0 ws0">pledged<span class="_ _0"> </span>a<span class="_ _0"> </span>small<span class="_ _0"> </span>amount<span class="_ _0"> </span>(again,<span class="_ _0"> </span>I</div><div class="t m0 xa h2 y94 ff1 fs0 fc1 sc0 ls0 ws0">think<span class="_ _0"> </span>it<span class="_ _0"> </span>was<span class="_ _0"> </span>$10<span class="_ _0"> </span>or<span class="_ _0"> </span>so.<span class="_ _0"> </span>For<span class="_ _0"> </span>me,<span class="_ _0"> </span>$10</div><div class="t m0 xa h2 y95 ff1 fs0 fc1 sc0 ls0 ws0">is<span class="_ _0"> </span>the<span class="_ _0"> </span>amount<span class="_ _0"> </span>I<span class="_ _0"> </span>can<span class="_ _0"> </span>casually<span class="_ _0"> </span>donate</div><div class="t m0 xa h2 y96 ff1 fs0 fc1 sc0 ls0 ws0">without<span class="_ _0"> </span>worrying<span class="_ _0"> </span>about<span class="_ _0"> </span>paying<span class="_ _0"> </span>my</div><div class="t m0 xa h2 y97 ff1 fs0 fc1 sc0 ls0 ws0">own<span class="_ _0"> </span>bills.)</div><div class="t m0 x49 h2 y99 ff1 fs0 fc1 sc0 ls0 ws0">Another<span class="_ _0"> </span>form<span class="_ _0"> </span>of<span class="_ _0"> </span>support<span class="_ _0"> </span>you</div><div class="t m0 xa h2 y9a ff1 fs0 fc1 sc0 ls0 ws0">can<span class="_ _0"> </span>give<span class="_ _0"> </span>is<span class="_ _0"> </span>b<span class="_ _b"></span>y<span class="_ _0"> </span>joining<span class="_ _0"> </span>some<span class="_ _0"> </span>of<span class="_ _0"> </span>the</div><div class="t m0 xa h2 y9b ff1 fs0 fc1 sc0 ls0 ws0">Non-Profit<span class="_ _0"> </span>charitable<span class="_ _0"> </span>organizations</div><div class="t m0 xa h2 yb7 ff1 fs0 fc1 sc0 ls0 ws0">that<span class="_ _0"> </span>support<span class="_ _0"> </span>F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software.<span class="_ _0"> </span>There</div><div class="t m0 xa h2 y9c ff1 fs0 fc1 sc0 ls0 ws0">are<span class="_ _0"> </span>a<span class="_ _0"> </span>number<span class="_ _0"> </span>of<span class="_ _0"> </span>them,<span class="_ _0"> </span>but<span class="_ _0"> </span>I<span class="_ _0"> </span>will</div><div class="t m0 xa h2 y9d ff1 fs0 fc1 sc0 ls0 ws0">note<span class="_ _0"> </span>a<span class="_ _0"> </span>few<span class="_ _b"></span>.<span class="_ _0"> </span>F<span class="_ _b"></span>irst<span class="_ _0"> </span>is<span class="_ _0"> </span>the<span class="_ _0"> </span>F<span class="_ _b"></span>ree</div><div class="t m0 xa h2 y9e ff1 fs0 fc1 sc0 ls0 ws0">Software<span class="_ _0"> </span>Foundation</div><div class="t m0 xa h2 y9f ff1 fs0 fc1 sc0 ls0 ws0">(<span class="fc6">http://ww<span class="_ _8"></span>w<span class="_ _b"></span>.fsf<span class="_ _b"></span>.<span class="_ _b"></span>org/<span class="fc1">).<span class="_ _0"> </span>This<span class="_ _0"> </span>was<span class="_ _0"> </span>set</span></span></div><div class="t m0 x4a h2 y90 ff1 fs0 fc1 sc0 ls0 ws0">up<span class="_ _0"> </span>by<span class="_ _0"> </span>Richard<span class="_ _0"> </span>Stallman,<span class="_ _0"> </span>and<span class="_ _0"> </span>is<span class="_ _0"> </span>the</div><div class="t m0 x4a h2 y8a ff1 fs0 fc1 sc0 ls0 ws0">one<span class="_ _0"> </span>organization<span class="_ _0"> </span>on<span class="_ _0"> </span>my<span class="_ _0"> </span>list<span class="_ _0"> </span>that<span class="_ _0"> </span>is</div><div class="t m0 x4a h2 y91 ff1 fs0 fc1 sc0 ls0 ws0">directly<span class="_ _0"> </span>focused<span class="_ _0"> </span>on<span class="_ _0"> </span>defending<span class="_ _0"> </span>our</div><div class="t m0 x4a h2 y92 ff1 fs0 fc1 sc0 ls0 ws0">software<span class="_ _0"> </span>freedoms.<span class="_ _0"> </span>This<span class="_ _0"> </span>is<span class="_ _0"> </span>the</div><div class="t m0 x4a h2 y93 ff1 fs0 fc1 sc0 ls0 ws0">group<span class="_ _0"> </span>that<span class="_ _0"> </span>promotes<span class="_ _0"> </span>the<span class="_ _0"> </span>GPL</div><div class="t m0 x4a h2 y94 ff1 fs0 fc1 sc0 ls0 ws0">license.<span class="_ _0"> </span>Because<span class="_ _0"> </span>my<span class="_ _0"> </span>own<span class="_ _0"> </span>freedom</div><div class="t m0 x4a h2 y95 ff1 fs0 fc1 sc0 ls0 ws0">is<span class="_ _0"> </span>very<span class="_ _0"> </span>important<span class="_ _0"> </span>to<span class="_ _0"> </span>me,<span class="_ _0"> </span>I<span class="_ _0"> </span>am<span class="_ _0"> </span>proud</div><div class="t m0 x4a h2 y96 ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>say<span class="_ _0"> </span>that<span class="_ _0"> </span>I<span class="_ _0"> </span>am<span class="_ _0"> </span>a<span class="_ _0"> </span>member<span class="_ _a"></span>.<span class="_ _0"> </span>This<span class="_ _0"> </span>is<span class="_ _0"> </span>a</div><div class="t m0 x4a h2 y97 ff1 fs0 fc1 sc0 ls0 ws0">little<span class="_ _0"> </span>more<span class="_ _0"> </span>expensive<span class="_ _0"> </span>than<span class="_ _0"> </span>my</div><div class="t m0 x4a h2 y98 ff1 fs0 fc1 sc0 ls0 ws0">donations<span class="_ _0"> </span>abov<span class="_ _b"></span>e,<span class="_ _0"> </span>at<span class="_ _0"> </span>$10<span class="_ _0"> </span>per</div><div class="t m0 x4a h2 y99 ff1 fs0 fc1 sc0 ls0 ws0">month,<span class="_ _0"> </span>but<span class="_ _0"> </span>I’m<span class="_ _0"> </span>glad<span class="_ _0"> </span>to<span class="_ _0"> </span>do<span class="_ _0"> </span>it.</div><div class="t m0 x4a h2 y9a ff1 fs0 fc1 sc0 ls0 ws0">Another<span class="_ _0"> </span>group<span class="_ _0"> </span>that<span class="_ _0"> </span>you<span class="_ _0"> </span>can</div><div class="t m0 x4a h2 y9b ff1 fs0 fc1 sc0 ls0 ws0">support<span class="_ _0"> </span>through<span class="_ _0"> </span>a<span class="_ _0"> </span>membership<span class="_ _0"> </span>is</div><div class="t m0 x4a h2 yb7 ff1 fs0 fc1 sc0 ls0 ws0">The<span class="_ _0"> </span>Linux<span class="_ _0"> </span>Foundation</div><div class="t m0 x4a h2 y9c ff1 fs0 fc1 sc0 ls0 ws0">(http://ww<span class="_ _8"></span>w<span class="_ _b"></span>.linuxfoundation.org/).</div><div class="t m0 x4a h2 y9d ff1 fs0 fc1 sc0 ls0 ws0">This<span class="_ _0"> </span>group<span class="_ _0"> </span>pays<span class="_ _0"> </span>the<span class="_ _0"> </span>salar<span class="_ _8"></span>y<span class="_ _0"> </span>of<span class="_ _0"> </span>Linus</div><div class="t m0 x4a h2 y9e ff1 fs0 fc1 sc0 ls0 ws0">T<span class="_ _b"></span>o<span class="_ _b"></span>r<span class="_ _8"></span>valds<span class="_ _0"> </span>(and<span class="_ _0"> </span>just<span class="_ _0"> </span>announced<span class="_ _0"> </span>that</div><div class="t m0 x4a h2 y9f ff1 fs0 fc1 sc0 ls0 ws0">they<span class="_ _0"> </span>are<span class="_ _0"> </span>supporting<span class="_ _0"> </span>Greg<span class="_ _0"> </span>Kroah-</div><div class="t m0 x4c h2 y90 ff1 fs0 fc1 sc0 ls0 ws0">Hartman<span class="_ _b"></span>),<span class="_ _0"> </span>so<span class="_ _0"> </span>if<span class="_ _0"> </span>the<span class="_ _0"> </span>Linux<span class="_ _0"> </span>Kernel<span class="_ _0"> </span>is</div><div class="t m0 x4c h2 y8a ff1 fs0 fc1 sc0 ls0 ws0">your<span class="_ _0"> </span>thing<span class="_ _0"> </span>this<span class="_ _0"> </span>w<span class="_ _b"></span>ould<span class="_ _0"> </span>be<span class="_ _0"> </span>a<span class="_ _0"> </span>good</div><div class="t m0 x4c h2 y91 ff1 fs0 fc1 sc0 ls0 ws0">thing<span class="_ _0"> </span>to<span class="_ _0"> </span>join.<span class="_ _0"> </span>Individual</div><div class="t m0 x4c h2 y92 ff1 fs0 fc1 sc0 ls0 ws0">memberships<span class="_ _0"> </span>are<span class="_ _0"> </span>$99<span class="_ _0"> </span>per<span class="_ _0"> </span>year<span class="_ _b"></span>.</div><div class="t m0 x4c h2 y93 ff1 fs0 fc1 sc0 ls0 ws0">Next<span class="_ _0"> </span>I<span class="_ _0"> </span>want<span class="_ _0"> </span>to<span class="_ _0"> </span>mention<span class="_ _0"> </span>the<span class="_ _0"> </span>Linux</div><div class="t m0 x4c h2 y94 ff1 fs0 fc1 sc0 ls0 ws0">F<span class="_ _b"></span>und<span class="_ _0"> </span>(<span class="fc6">http://w<span class="_ _8"></span>ww<span class="_ _b"></span>.linuxfund.org/<span class="fc1">).</span></span></div><div class="t m0 x4c h2 y95 ff1 fs0 fc1 sc0 ls0 ws0">They<span class="_ _0"> </span>raise<span class="_ _0"> </span>money<span class="_ _0"> </span>through<span class="_ _0"> </span>what</div><div class="t m0 x4c h2 y96 ff1 fs0 fc1 sc0 ls0 ws0">are<span class="_ _0"> </span>called<span class="_ _0"> </span>“<span class="_ _a"></span>Affinity<span class="_ _0"> </span>Cards”,<span class="_ _0"> </span>i.e.</div><div class="t m0 x4c h2 y97 ff1 fs0 fc1 sc0 ls0 ws0">credit<span class="_ _0"> </span>cards<span class="_ _0"> </span>with<span class="_ _0"> </span>a<span class="_ _0"> </span>logo<span class="_ _0"> </span>of<span class="_ _0"> </span>your</div><div class="t m0 x4c h2 y98 ff1 fs0 fc1 sc0 ls0 ws0">favorit<span class="_ _b"></span>e<span class="_ _0"> </span>group.<span class="_ _0"> </span>Y<span class="_ _b"></span>ou<span class="_ _0"> </span>man<span class="_ _b"></span>y<span class="_ _0"> </span>have</div><div class="t m0 x4c h2 y99 ff1 fs0 fc1 sc0 ls0 ws0">seen<span class="_ _0"> </span>these<span class="_ _0"> </span>before<span class="_ _0"> </span>to<span class="_ _0"> </span>support</div><div class="t m0 x4c h2 y9a ff1 fs0 fc1 sc0 ls0 ws0">sports<span class="_ _0"> </span>teams<span class="_ _0"> </span>or<span class="_ _0"> </span>universities,<span class="_ _0"> </span>but</div><div class="t m0 x4c h2 y9b ff1 fs0 fc1 sc0 ls0 ws0">you<span class="_ _0"> </span>can<span class="_ _0"> </span>support<span class="_ _0"> </span>F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software.</div><div class="t m0 x4c h2 yb6 ff1 fs0 fc1 sc0 ls0 ws0">And<span class="_ _0"> </span>despite<span class="_ _0"> </span>that<span class="_ _0"> </span>name<span class="_ _0"> </span>“Linux</div><div class="t m0 x4c h2 y9c ff1 fs0 fc1 sc0 ls0 ws0">F<span class="_ _b"></span>und”<span class="_ _0"> </span>they<span class="_ _0"> </span>also<span class="_ _0"> </span>support<span class="_ _0"> </span>BSD<span class="_ _b"></span>,</div><div class="t m0 x4c h2 y9d ff1 fs0 fc1 sc0 ls0 ws0">which<span class="_ _0"> </span>is<span class="_ _0"> </span>F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software<span class="_ _0"> </span>by<span class="_ _0"> </span>an<span class="_ _b"></span>y</div><div class="t m0 x4c h2 y9e ff1 fs0 fc1 sc0 ls0 ws0">definition.<span class="_ _0"> </span>All<span class="_ _0"> </span>you<span class="_ _0"> </span>need<span class="_ _0"> </span>to<span class="_ _0"> </span>do<span class="_ _0"> </span>is</div><div class="t m0 x4c h2 y9f ff1 fs0 fc1 sc0 ls0 ws0">sign<span class="_ _0"> </span>up<span class="_ _0"> </span>for<span class="_ _0"> </span>a<span class="_ _0"> </span>credit<span class="_ _0"> </span>card<span class="_ _0"> </span>through</div><div class="t m0 x4c h2 ya0 ff1 fs0 fc1 sc0 ls0 ws0">them<span class="_ _0"> </span>and<span class="_ _0"> </span>a<span class="_ _0"> </span>small<span class="_ _0"> </span>part<span class="_ _0"> </span>of<span class="_ _0"> </span>your</div><div class="t m0 x4c h2 ya1 ff1 fs0 fc1 sc0 ls0 ws0">purchases<span class="_ _0"> </span>goes<span class="_ _0"> </span>to<span class="_ _0"> </span>support<span class="_ _0"> </span>the</div><div class="t m0 x4c h2 ya2 ff1 fs0 fc1 sc0 ls0 ws0">project<span class="_ _0"> </span>you<span class="_ _0"> </span>choose.</div><div class="t m0 x26 h2 ya4 ff1 fs0 fc1 sc0 ls0 ws0">The<span class="_ _0"> </span>last<span class="_ _0"> </span>one<span class="_ _0"> </span>I<span class="_ _0"> </span>would<span class="_ _0"> </span>lik<span class="_ _b"></span>e<span class="_ _0"> </span>to</div><div class="t m0 x4c h2 ya5 ff1 fs0 fc1 sc0 ls0 ws0">mention<span class="_ _0"> </span>is<span class="_ _0"> </span>the<span class="_ _0"> </span>Software<span class="_ _0"> </span>F<span class="_ _b"></span>reedom</div><div class="t m0 x4c h2 ya6 ff1 fs0 fc1 sc0 ls0 ws0">Conservanc<span class="_ _8"></span>y</div><div class="t m0 x4c h2 ya7 ff1 fs0 fc1 sc0 ls0 ws0">(<span class="fc6">http://sfconservanc<span class="_ _8"></span>y<span class="_ _b"></span>.org/<span class="fc1">).<span class="_ _0"> </span>This<span class="_ _0"> </span>is</span></span></div><div class="t m0 x4c h2 ya8 ff1 fs0 fc1 sc0 ls0 ws0">a<span class="_ _0"> </span>non-profit<span class="_ _0"> </span>group<span class="_ _0"> </span>headed<span class="_ _0"> </span>by</div><div class="t m0 x4c h2 yb8 ff1 fs0 fc1 sc0 ls0 ws0">Bradley<span class="_ _0"> </span>K<span class="_ _b"></span>uhn<span class="_ _0"> </span>that<span class="_ _0"> </span>helps<span class="_ _0"> </span>a<span class="_ _0"> </span>lot<span class="_ _0"> </span>of</div><div class="t m0 x4c h2 ya9 ff1 fs0 fc1 sc0 ls0 ws0">projects.<span class="_ _0"> </span>Essentially,<span class="_ _0"> </span>the<span class="_ _b"></span>y<span class="_ _0"> </span>provide</div><div class="t m0 x4c h2 yaa ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>legal<span class="_ _0"> </span>structure<span class="_ _0"> </span>to<span class="_ _0"> </span>enable</div><div class="t m0 x4c h2 yab ff1 fs0 fc1 sc0 ls0 ws0">smaller<span class="_ _0"> </span>projects<span class="_ _0"> </span>to<span class="_ _0"> </span>raise<span class="_ _0"> </span>money</div><div class="t m0 x4c h2 yac ff1 fs0 fc1 sc0 ls0 ws0">while<span class="_ _0"> </span>the<span class="_ _0"> </span>SFC<span class="_ _0"> </span>handles<span class="_ _0"> </span>the</div><div class="t m0 x4c h2 yad ff1 fs0 fc1 sc0 ls0 ws0">administrative<span class="_ _0"> </span>o<span class="_ _b"></span>verhead.<span class="_ _0"> </span>Bradley</div><div class="t m0 x4c h2 yae ff1 fs0 fc1 sc0 ls0 ws0">was<span class="_ _0"> </span>formerly<span class="_ _0"> </span>at<span class="_ _0"> </span>the<span class="_ _0"> </span>F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software</div><div class="t m0 x4c h2 yaf ff1 fs0 fc1 sc0 ls0 ws0">Foundation,<span class="_ _0"> </span>and<span class="_ _0"> </span>is<span class="_ _0"> </span>still<span class="_ _0"> </span>the<span class="_ _0"> </span>most</div><div class="t m0 x4c h2 yb0 ff1 fs0 fc1 sc0 ls0 ws0">active<span class="_ _0"> </span>person<span class="_ _0"> </span>in<span class="_ _0"> </span>defending<span class="_ _0"> </span>the</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:12.615309px;width:45.160900px;height:8.662700px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://trueg.wordpress.com/"><div class="d m2" style="border-style:none;position:absolute;left:17.239018px;bottom:366.301435px;width:160.294740px;height:12.505270px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.fsf.org"><div class="d m2" style="border-style:none;position:absolute;left:270.231689px;bottom:365.699690px;width:110.999170px;height:13.642100px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://www.linuxfund.org/"><div class="d m2" style="border-style:none;position:absolute;left:813.855664px;bottom:584.507614px;width:145.170050px;height:11.368420px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://sfconservancy.org/"><div class="d m2" style="border-style:none;position:absolute;left:770.019234px;bottom:217.863313px;width:140.968420px;height:13.460680px;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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