mirror of
https://github.com/pdf2htmlEX/pdf2htmlEX.git
synced 2024-12-22 04:50:09 +00:00
2 lines
130 KiB
Plaintext
2 lines
130 KiB
Plaintext
<div class="pd w0 h0"><div id="pf28" class="pf" data-page-no="28"><div class="pc pc28"><img class="bi x0 y24 w1 h13" alt="" src="data:image/png;base64,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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">40</div><div class="t m0 xe5 h8 yb ff2 fs5 fc5 sc0 ls0 ws0">IT<span class="_ _7"> </span>H<span class="_ _b"></span>A<span class="_ _8"></span>S<span class="_ _1f"> </span>RETURNED!</div><div class="t m0 xe5 h8 y17 ff2 fs5 fc1 sc0 ls0 ws0">The<span class="_ _7"> </span>F<span class="_ _b"></span>ull<span class="_ _7"> </span>Circle</div><div class="t m0 xe5 h8 ye2 ff2 fs5 fc1 sc0 ls0 ws0">P<span class="_ _b"></span>odc<span class="_ _b"></span>ast<span class="_ _7"> </span>R<span class="_ _b"></span>eturns!</div><div class="t m0 xe5 h2 y2f8 ff1 fs0 fc1 sc0 ls0 ws0">It<span class="_ _0"> </span>may<span class="_ _0"> </span>be<span class="_ _0"> </span>a<span class="_ _0"> </span>new<span class="_ _0"> </span>t<span class="_ _b"></span>eam<span class="_ _0"> </span>of</div><div class="t m0 xe5 h2 yb1 ff1 fs0 fc1 sc0 ls0 ws0">podcasters,<span class="_ _0"> </span>but<span class="_ _0"> </span>the<span class="_ _0"> </span>format</div><div class="t m0 xe5 h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">will<span class="_ _0"> </span>be<span class="_ _0"> </span>the<span class="_ _0"> </span>same.</div><div class="t m0 xe5 h2 yb3 ff1 fs0 fc1 sc0 ls0 ws0">W<span class="_ _b"></span>e'll<span class="_ _0"> </span>be<span class="_ _0"> </span>talking<span class="_ _0"> </span>about<span class="_ _0"> </span>F<span class="_ _b"></span>ull</div><div class="t m0 xe5 h2 yb4 ff1 fs0 fc1 sc0 ls0 ws0">Circle<span class="_ _0"> </span>Magazine,<span class="_ _0"> </span>news,</div><div class="t m0 xe5 h2 yb5 ff1 fs0 fc1 sc0 ls0 ws0">revie<span class="_ _b"></span>ws<span class="_ _0"> </span>and<span class="_ _0"> </span>inter views.</div><div class="t m0 xe5 h2 y163 ff1 fs0 fc1 sc0 ls0 ws0">Y<span class="_ _b"></span>our<span class="_ _0"> </span>ne<span class="_ _b"></span>w<span class="_ _0"> </span>team<span class="_ _0"> </span>is:</div><div class="t m0 xe5 h2 y164 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>Les<span class="_ _0"> </span>P<span class="_ _b"></span>ounder</div><div class="t m0 xe5 h2 y165 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>T<span class="_ _b"></span>o<span class="_ _b"></span>ny<span class="_ _0"> </span>Hughes</div><div class="t m0 xe5 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>Jon<span class="_ _0"> </span>Chamberlain</div><div class="t m0 xe5 h2 yed ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>Oliver<span class="_ _0"> </span>Clark</div><div class="t m0 xe5 h2 yef ff1 fs0 fc1 sc0 ls0 ws0">All<span class="_ _0"> </span>are<span class="_ _0"> </span>members<span class="_ _0"> </span>of<span class="_ _0"> </span>the</div><div class="t m0 xe5 h2 yf0 ff1 fs0 fc1 sc0 ls0 ws0">Blackpool<span class="_ _0"> </span>(UK)<span class="_ _0"> </span>L<span class="_ _b"></span>UG</div><div class="t m0 xe5 h2 yf1 ff1 fs0 fc6 sc0 ls0 ws0">http://blackpool.lug.org.uk</div><div class="t m0 xe5 h2 yf3 ff1 fs0 fc1 sc0 ls0 ws0">Debut<span class="_ _0"> </span>episode<span class="_ _0"> </span>is</div><div class="t m0 xe5 h2 yf4 ff1 fs0 fc1 sc0 ls0 ws0">available<span class="_ _0"> </span>from<span class="_ _0"> </span>the</div><div class="t m0 xe5 h2 yf5 ff1 fs0 fc1 sc0 ls0 ws0">FCM<span class="_ _0"> </span>homepage.</div><div class="t m0 x2a h8 y111 ff2 fs5 fc5 sc0 ls0 ws0">M<span class="_ _b"></span>Y<span class="_ _7"> </span>OPINION</div><div class="t m0 x2a h2 y38b ff1 fs0 fc1 sc0 ls0 ws0">GPL<span class="_ _8"></span>,<span class="_ _0"> </span>so<span class="_ _0"> </span>this<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>name<span class="_ _0"> </span>y<span class="_ _b"></span>ou<span class="_ _0"> </span>may<span class="_ _0"> </span>well</div><div class="t m0 x2a h2 ybe ff1 fs0 fc1 sc0 ls0 ws0">have<span class="_ _0"> </span>heard<span class="_ _0"> </span>before.<span class="_ _0"> </span>But<span class="_ _0"> </span>at<span class="_ _0"> </span>SF<span class="_ _b"></span>C<span class="_ _0"> </span>he<span class="_ _0"> </span>is</div><div class="t m0 x2a h2 y38c ff1 fs0 fc1 sc0 ls0 ws0">directly<span class="_ _0"> </span>helping<span class="_ _0"> </span>all<span class="_ _0"> </span>of<span class="_ _0"> </span>these</div><div class="t m0 x2a h2 y38d ff1 fs0 fc1 sc0 ls0 ws0">projects.<span class="_ _0"> </span>Current<span class="_ _0"> </span>member<span class="_ _0"> </span>projects</div><div class="t m0 x2a h2 y38e ff1 fs0 fc1 sc0 ls0 ws0">include<span class="_ _0"> </span>Amarok,<span class="_ _0"> </span>Git,<span class="_ _0"> </span>Samba,<span class="_ _0"> </span>and</div><div class="t m0 x2a h2 y38f ff1 fs0 fc1 sc0 ls0 ws0">Wine.<span class="_ _0"> </span>I’m<span class="_ _0"> </span>guessing<span class="_ _0"> </span>at<span class="_ _0"> </span>least<span class="_ _0"> </span>a<span class="_ _0"> </span>few<span class="_ _0"> </span>of</div><div class="t m0 x2a h2 y390 ff1 fs0 fc1 sc0 ls0 ws0">those<span class="_ _0"> </span>projects<span class="_ _0"> </span>produce<span class="_ _0"> </span>software</div><div class="t m0 x2a h2 y391 ff1 fs0 fc1 sc0 ls0 ws0">you<span class="_ _0"> </span>use,<span class="_ _0"> </span>so<span class="_ _0"> </span>y<span class="_ _b"></span>ou<span class="_ _0"> </span>can<span class="_ _0"> </span>help<span class="_ _0"> </span>them<span class="_ _0"> </span>out</div><div class="t m0 x2a h2 y392 ff1 fs0 fc1 sc0 ls0 ws0">with<span class="_ _0"> </span>a<span class="_ _0"> </span>donation.</div><div class="t m0 x2a h8 y15 ff2 fs5 fc5 sc0 ls0 ws0">Getting<span class="_ _7"> </span>Inv<span class="_ _b"></span>olv<span class="_ _b"></span>ed</div><div class="t m0 x2d h2 y1e3 ff1 fs0 fc1 sc0 ls0 ws0">W<span class="_ _b"></span>e<span class="_ _0"> </span>have<span class="_ _0"> </span>explored<span class="_ _0"> </span>some<span class="_ _0"> </span>of<span class="_ _0"> </span>the</div><div class="t m0 x2a h2 y1e4 ff1 fs0 fc1 sc0 ls0 ws0">ways<span class="_ _0"> </span>ev<span class="_ _b"></span>er<span class="_ _8"></span>y<span class="_ _b"></span>one<span class="_ _0"> </span>can<span class="_ _0"> </span>support<span class="_ _0"> </span>Free</div><div class="t m0 x2a h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Software,<span class="_ _0"> </span>such<span class="_ _0"> </span>as<span class="_ _0"> </span>by<span class="_ _0"> </span>filing<span class="_ _0"> </span>bugs,</div><div class="t m0 x2a h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">writing<span class="_ _0"> </span>documentation,<span class="_ _0"> </span>and<span class="_ _0"> </span>by</div><div class="t m0 x2a h2 y1e6 ff1 fs0 fc1 sc0 ls0 ws0">providing<span class="_ _0"> </span>financial<span class="_ _0"> </span>support.<span class="_ _0"> </span>I<span class="_ _0"> </span>want</div><div class="t m0 x2a h2 y2d2 ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>wrap<span class="_ _0"> </span>it<span class="_ _0"> </span>up<span class="_ _0"> </span>b<span class="_ _b"></span>y<span class="_ _0"> </span>exploring<span class="_ _0"> </span>what</div><div class="t m0 x2a h2 y1e7 ff1 fs0 fc1 sc0 ls0 ws0">may<span class="_ _0"> </span>be<span class="_ _0"> </span>the<span class="_ _0"> </span>best<span class="_ _0"> </span>way<span class="_ _0"> </span>of<span class="_ _0"> </span>all<span class="_ _0"> </span>to<span class="_ _0"> </span>get</div><div class="t m0 x2a h2 y1e8 ff1 fs0 fc1 sc0 ls0 ws0">started,<span class="_ _0"> </span>and<span class="_ _0"> </span>this<span class="_ _0"> </span>is<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>get<span class="_ _0"> </span>involv<span class="_ _b"></span>ed.</div><div class="t m0 x2a h2 y290 ff1 fs0 fc1 sc0 ls0 ws0">Join<span class="_ _0"> </span>a<span class="_ _0"> </span>group.<span class="_ _0"> </span>Help<span class="_ _0"> </span>out.</div><div class="t m0 x2d h2 y1ea ff1 fs0 fc1 sc0 ls0 ws0">The<span class="_ _0"> </span>first<span class="_ _0"> </span>place<span class="_ _0"> </span>you<span class="_ _0"> </span>might<span class="_ _0"> </span>wish</div><div class="t m0 x2a h2 y1eb ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>look<span class="_ _0"> </span>at<span class="_ _0"> </span>is<span class="_ _0"> </span>y<span class="_ _b"></span>our<span class="_ _0"> </span>local<span class="_ _0"> </span>Linux<span class="_ _0"> </span>User</div><div class="t m0 x2a h2 y1ec ff1 fs0 fc1 sc0 ls0 ws0">Group<span class="_ _0"> </span>(LUG<span class="_ _b"></span>).<span class="_ _0"> </span>This<span class="_ _0"> </span>is<span class="_ _0"> </span>where<span class="_ _0"> </span>you<span class="_ _0"> </span>can</div><div class="t m0 x2a h2 y295 ff1 fs0 fc1 sc0 ls0 ws0">meet<span class="_ _0"> </span>people<span class="_ _0"> </span>in<span class="_ _0"> </span>your<span class="_ _0"> </span>community</div><div class="t m0 x2a h2 y393 ff1 fs0 fc1 sc0 ls0 ws0">who<span class="_ _0"> </span>also<span class="_ _0"> </span>are<span class="_ _0"> </span>interested<span class="_ _0"> </span>in<span class="_ _0"> </span>F<span class="_ _b"></span>ree</div><div class="t m0 x2a h2 y16b ff1 fs0 fc1 sc0 ls0 ws0">Software.<span class="_ _0"> </span>Y<span class="_ _b"></span>ou<span class="_ _0"> </span>might<span class="_ _0"> </span>think<span class="_ _0"> </span>that</div><div class="t m0 x2a h2 y297 ff1 fs0 fc1 sc0 ls0 ws0">only<span class="_ _0"> </span>Linux<span class="_ _0"> </span>gets<span class="_ _0"> </span>discussed<span class="_ _0"> </span>there,</div><div class="t m0 x2a h2 y298 ff1 fs0 fc1 sc0 ls0 ws0">but<span class="_ _0"> </span>I’d<span class="_ _0"> </span>bet<span class="_ _0"> </span>you<span class="_ _0"> </span>would<span class="_ _0"> </span>be<span class="_ _0"> </span>surprised.</div><div class="t m0 x2a h2 y299 ff1 fs0 fc1 sc0 ls0 ws0">I<span class="_ _0"> </span>know<span class="_ _0"> </span>m<span class="_ _b"></span>y<span class="_ _0"> </span>local<span class="_ _0"> </span>LUG<span class="_ _0"> </span>has<span class="_ _0"> </span>speak<span class="_ _b"></span>ers</div><div class="t m0 x2a h2 y261 ff1 fs0 fc1 sc0 ls0 ws0">co<span class="_ _b"></span>vering<span class="_ _0"> </span>a<span class="_ _0"> </span>wide<span class="_ _0"> </span>range<span class="_ _0"> </span>of<span class="_ _0"> </span>topics<span class="_ _0"> </span>in</div><div class="t m0 x2a h2 y29a ff1 fs0 fc1 sc0 ls0 ws0">F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software.<span class="_ _0"> </span>Last<span class="_ _0"> </span>month<span class="_ _0"> </span>we</div><div class="t m0 x2a h2 y27f ff1 fs0 fc1 sc0 ls0 ws0">learned<span class="_ _0"> </span>about<span class="_ _0"> </span>Sourceforge,<span class="_ _0"> </span>for</div><div class="t m0 x2a h2 y29c ff1 fs0 fc1 sc0 ls0 ws0">instance,<span class="_ _0"> </span>which<span class="_ _0"> </span>supports<span class="_ _0"> </span>a<span class="_ _0"> </span>bunch</div><div class="t m0 xa h2 y38b ff1 fs0 fc1 sc0 ls0 ws0">of<span class="_ _0"> </span>different<span class="_ _0"> </span>F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software</div><div class="t m0 xa h2 ybe ff1 fs0 fc1 sc0 ls0 ws0">projects.<span class="_ _0"> </span>LUGs<span class="_ _0"> </span>also<span class="_ _0"> </span>pro<span class="_ _b"></span>vide</div><div class="t m0 xa h2 y38c ff1 fs0 fc1 sc0 ls0 ws0">community<span class="_ _0"> </span>outreach,<span class="_ _0"> </span>such<span class="_ _0"> </span>as<span class="_ _0"> </span>by</div><div class="t m0 xa h2 y38d ff1 fs0 fc1 sc0 ls0 ws0">doing<span class="_ _0"> </span>install<span class="_ _0"> </span>fests<span class="_ _0"> </span>and<span class="_ _0"> </span>by</div><div class="t m0 xa h2 y38e ff1 fs0 fc1 sc0 ls0 ws0">cooperating<span class="_ _0"> </span>with<span class="_ _0"> </span>local<span class="_ _0"> </span>schools<span class="_ _0"> </span>and</div><div class="t m0 xa h2 y38f ff1 fs0 fc1 sc0 ls0 ws0">organizations.<span class="_ _0"> </span>I<span class="_ _0"> </span>always<span class="_ _0"> </span>suggest<span class="_ _0"> </span>to</div><div class="t m0 xa h2 y390 ff1 fs0 fc1 sc0 ls0 ws0">people<span class="_ _0"> </span>that<span class="_ _0"> </span>this<span class="_ _0"> </span>is<span class="_ _0"> </span>the<span class="_ _0"> </span>first<span class="_ _0"> </span>place<span class="_ _0"> </span>to</div><div class="t m0 xa h2 y391 ff1 fs0 fc1 sc0 ls0 ws0">go<span class="_ _0"> </span>both<span class="_ _0"> </span>to<span class="_ _0"> </span>get<span class="_ _0"> </span>help<span class="_ _0"> </span>and<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>get</div><div class="t m0 xa h2 y392 ff1 fs0 fc1 sc0 ls0 ws0">inv<span class="_ _b"></span>olved.</div><div class="t m0 x49 h2 y394 ff1 fs0 fc1 sc0 ls0 ws0">The<span class="_ _0"> </span>next<span class="_ _0"> </span>place<span class="_ _0"> </span>you<span class="_ _0"> </span>might<span class="_ _0"> </span>want</div><div class="t m0 xa h2 y395 ff1 fs0 fc1 sc0 ls0 ws0">to<span class="_ _0"> </span>look<span class="_ _0"> </span>int<span class="_ _b"></span>o<span class="_ _0"> </span>is<span class="_ _0"> </span>with<span class="_ _0"> </span>your<span class="_ _0"> </span>Linux</div><div class="t m0 xa h2 y396 ff1 fs0 fc1 sc0 ls0 ws0">distro<span class="_ _0"> </span>of<span class="_ _0"> </span>choice.<span class="_ _0"> </span>Mine<span class="_ _0"> </span>is<span class="_ _0"> </span>Kubuntu,</div><div class="t m0 xa h2 yb6 ff1 fs0 fc1 sc0 ls0 ws0">which<span class="_ _0"> </span>is<span class="_ _0"> </span>a<span class="_ _0"> </span>variant<span class="_ _0"> </span>on<span class="_ _0"> </span>Ubuntu<span class="_ _0"> </span>that</div><div class="t m0 xa h2 y397 ff1 fs0 fc1 sc0 ls0 ws0">uses<span class="_ _0"> </span>the<span class="_ _0"> </span>KDE<span class="_ _0"> </span>desktop.<span class="_ _0"> </span>So<span class="_ _0"> </span>I<span class="_ _0"> </span>hav<span class="_ _b"></span>e</div><div class="t m0 xa h2 y398 ff1 fs0 fc1 sc0 ls0 ws0">joined<span class="_ _0"> </span>my<span class="_ _0"> </span>Ubuntu<span class="_ _0"> </span>Local</div><div class="t m0 xa h2 y3b ff1 fs0 fc1 sc0 ls0 ws0">Community<span class="_ _0"> </span>(i.e.<span class="_ _0"> </span>L<span class="_ _b"></span>oCo<span class="_ _b"></span>),<span class="_ _0"> </span>which<span class="_ _0"> </span>in<span class="_ _0"> </span>my</div><div class="t m0 xa h2 y399 ff1 fs0 fc1 sc0 ls0 ws0">case<span class="_ _0"> </span>is<span class="_ _0"> </span>Michigan<span class="_ _0"> </span>in<span class="_ _0"> </span>the<span class="_ _0"> </span>US.<span class="_ _0"> </span>This</div><div class="t m0 xa h2 y39a ff1 fs0 fc1 sc0 ls0 ws0">group<span class="_ _0"> </span>organizes<span class="_ _0"> </span>Bug<span class="_ _0"> </span>Jams,<span class="_ _0"> </span>where</div><div class="t m0 xa h2 y39b ff1 fs0 fc1 sc0 ls0 ws0">people<span class="_ _0"> </span>get<span class="_ _0"> </span>together<span class="_ _0"> </span>to<span class="_ _0"> </span>file<span class="_ _0"> </span>and</div><div class="t m0 xa h2 y40 ff1 fs0 fc1 sc0 ls0 ws0">work<span class="_ _0"> </span>on<span class="_ _0"> </span>bugs.<span class="_ _0"> </span>And<span class="_ _0"> </span>they<span class="_ _0"> </span>organiz<span class="_ _b"></span>e</div><div class="t m0 xa h2 y39c ff1 fs0 fc1 sc0 ls0 ws0">release<span class="_ _0"> </span>parties<span class="_ _0"> </span>twice<span class="_ _0"> </span>a<span class="_ _0"> </span>year<span class="_ _0"> </span>when</div><div class="t m0 xa h2 y39d ff1 fs0 fc1 sc0 ls0 ws0">new<span class="_ _0"> </span>releases<span class="_ _0"> </span>c<span class="_ _b"></span>ome<span class="_ _0"> </span>out<span class="_ _8"></span>.<span class="_ _0"> </span>I<span class="_ _0"> </span>kno<span class="_ _b"></span>w<span class="_ _0"> </span>that</div><div class="t m0 xa h2 y39e ff1 fs0 fc1 sc0 ls0 ws0">Fedora<span class="_ _0"> </span>has<span class="_ _0"> </span>what<span class="_ _0"> </span>the<span class="_ _b"></span>y<span class="_ _0"> </span>call<span class="_ _0"> </span>the</div><div class="t m0 xa h2 y45 ff1 fs0 fc1 sc0 ls0 ws0">Fedora<span class="_ _0"> </span>Ambassadors<span class="_ _0"> </span>program,<span class="_ _0"> </span>and</div><div class="t m0 xa h2 y39f ff1 fs0 fc1 sc0 ls0 ws0">many<span class="_ _0"> </span>other<span class="_ _0"> </span>distros<span class="_ _0"> </span>hav<span class="_ _b"></span>e</div><div class="t m0 xa h2 y3a0 ff1 fs0 fc1 sc0 ls0 ws0">opportunities<span class="_ _0"> </span>to<span class="_ _0"> </span>get<span class="_ _0"> </span>in<span class="_ _b"></span>volved.<span class="_ _0"> </span>Y<span class="_ _b"></span>o<span class="_ _b"></span>u</div><div class="t m0 xa h2 y3a1 ff1 fs0 fc1 sc0 ls0 ws0">have<span class="_ _0"> </span>only<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>ask.</div><div class="t m0 x49 h2 y3a2 ff1 fs0 fc1 sc0 ls0 ws0">Finally<span class="_ _b"></span>,<span class="_ _0"> </span>I<span class="_ _0"> </span>am<span class="_ _0"> </span>going<span class="_ _0"> </span>to<span class="_ _0"> </span>mention</div><div class="t m0 xa h2 y3a3 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>various<span class="_ _0"> </span>Linux<span class="_ _0"> </span>and<span class="_ _0"> </span>F<span class="_ _b"></span>ree</div><div class="t m0 xa h2 y3a4 ff1 fs0 fc1 sc0 ls0 ws0">Software<span class="_ _0"> </span>conferences.<span class="_ _0"> </span>I<span class="_ _0"> </span>am</div><div class="t m0 xa h2 y8c ff1 fs0 fc1 sc0 ls0 ws0">inv<span class="_ _b"></span>olved<span class="_ _0"> </span>with<span class="_ _0"> </span>one<span class="_ _0"> </span>called<span class="_ _0"> </span>Ohio</div><div class="t m0 xa h2 y3a5 ff1 fs0 fc1 sc0 ls0 ws0">LinuxFest,<span class="_ _0"> </span>where<span class="_ _0"> </span>I<span class="_ _0"> </span>am<span class="_ _0"> </span>the<span class="_ _0"> </span>Publicity</div><div class="t m0 xa h2 y3a6 ff1 fs0 fc1 sc0 ls0 ws0">director<span class="_ _b"></span>.<span class="_ _6"> </span>I<span class="_ _0"> </span>just<span class="_ _0"> </span>finished<span class="_ _0"> </span>writing<span class="_ _0"> </span>a</div><div class="t m0 xa h2 y3a7 ff1 fs0 fc1 sc0 ls0 ws0">page<span class="_ _0"> </span>for<span class="_ _0"> </span>our<span class="_ _0"> </span>web<span class="_ _0"> </span>site</div><div class="t m0 x4a h2 y38b ff1 fs0 fc1 sc0 ls0 ws0">(<span class="fc6">https://ohiolinux.org/node/187</span>)</div><div class="t m0 x4a h2 ybe ff1 fs0 fc1 sc0 ls0 ws0">where<span class="_ _0"> </span>I<span class="_ _0"> </span>listed<span class="_ _0"> </span>8<span class="_ _0"> </span>major<span class="_ _0"> </span>positions<span class="_ _0"> </span>we</div><div class="t m0 x4a h2 y38c ff1 fs0 fc1 sc0 ls0 ws0">are<span class="_ _0"> </span>tr yin g<span class="_ _0"> </span>to<span class="_ _0"> </span>fill,<span class="_ _0"> </span>as<span class="_ _0"> </span>well<span class="_ _0"> </span>as<span class="_ _0"> </span>a<span class="_ _0"> </span>bunch</div><div class="t m0 x4a h2 y38d ff1 fs0 fc1 sc0 ls0 ws0">of<span class="_ _0"> </span>day-of<span class="_ _b"></span>-ev<span class="_ _b"></span>ent<span class="_ _0"> </span>positions<span class="_ _0"> </span>for</div><div class="t m0 x4a h2 y38e ff1 fs0 fc1 sc0 ls0 ws0">volunt<span class="_ _b"></span>eers.<span class="_ _0"> </span>If<span class="_ _0"> </span>you<span class="_ _0"> </span>have<span class="_ _0"> </span>ne<span class="_ _b"></span>ver<span class="_ _0"> </span>been</div><div class="t m0 x4a h2 y38f ff1 fs0 fc1 sc0 ls0 ws0">inv<span class="_ _b"></span>olved<span class="_ _0"> </span>with<span class="_ _0"> </span>an<span class="_ _0"> </span>e<span class="_ _b"></span>vent<span class="_ _0"> </span>lik<span class="_ _b"></span>e<span class="_ _0"> </span>this,</div><div class="t m0 x4a h2 y390 ff1 fs0 fc1 sc0 ls0 ws0">you<span class="_ _0"> </span>might<span class="_ _0"> </span>not<span class="_ _0"> </span>realiz<span class="_ _b"></span>e<span class="_ _0"> </span>just<span class="_ _0"> </span>how</div><div class="t m0 x4a h2 y391 ff1 fs0 fc1 sc0 ls0 ws0">much<span class="_ _0"> </span>work<span class="_ _0"> </span>is<span class="_ _0"> </span>in<span class="_ _b"></span>volv<span class="_ _b"></span>ed<span class="_ _0"> </span>in<span class="_ _0"> </span>making</div><div class="t m0 x4a h2 y392 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>magic<span class="_ _0"> </span>happen<span class="_ _0"> </span>each<span class="_ _0"> </span>year<span class="_ _b"></span>.<span class="_ _0"> </span>B<span class="_ _b"></span>ut<span class="_ _0"> </span>it</div><div class="t m0 x4a h2 y3a8 ff1 fs0 fc1 sc0 ls0 ws0">is<span class="_ _0"> </span>hard<span class="_ _0"> </span>work,<span class="_ _0"> </span>and<span class="_ _0"> </span>e<span class="_ _b"></span>very<span class="_ _0"> </span>one<span class="_ _0"> </span>of</div><div class="t m0 x4a h2 y394 ff1 fs0 fc1 sc0 ls0 ws0">them<span class="_ _0"> </span>is<span class="_ _0"> </span>looking<span class="_ _0"> </span>for<span class="_ _0"> </span>volunteers<span class="_ _0"> </span>t<span class="_ _b"></span>o</div><div class="t m0 x4a h2 y395 ff1 fs0 fc1 sc0 ls0 ws0">help<span class="_ _0"> </span>put<span class="_ _0"> </span>it<span class="_ _0"> </span>on.<span class="_ _0"> </span>And<span class="_ _0"> </span>this<span class="_ _0"> </span>is</div><div class="t m0 x4a h2 y396 ff1 fs0 fc1 sc0 ls0 ws0">something<span class="_ _0"> </span>you<span class="_ _0"> </span>can<span class="_ _0"> </span>do<span class="_ _0"> </span>ev<span class="_ _b"></span>en<span class="_ _0"> </span>if<span class="_ _0"> </span>you</div><div class="t m0 x4a h2 y3a9 ff1 fs0 fc1 sc0 ls0 ws0">don<span class="_ _b"></span>’t<span class="_ _0"> </span>feel<span class="_ _0"> </span>like<span class="_ _0"> </span>y<span class="_ _b"></span>ou<span class="_ _0"> </span>can<span class="_ _0"> </span>file<span class="_ _0"> </span>bugs<span class="_ _0"> </span>or</div><div class="t m0 x4a h2 y397 ff1 fs0 fc1 sc0 ls0 ws0">write<span class="_ _0"> </span>documentation,<span class="_ _0"> </span>or<span class="_ _0"> </span>you<span class="_ _0"> </span>don<span class="_ _b"></span>’t</div><div class="t m0 x4a h2 y398 ff1 fs0 fc1 sc0 ls0 ws0">have<span class="_ _0"> </span>the<span class="_ _0"> </span>money<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>provide</div><div class="t m0 x4a h2 y3b ff1 fs0 fc1 sc0 ls0 ws0">financial<span class="_ _0"> </span>support.<span class="_ _0"> </span>Y<span class="_ _b"></span>ou<span class="_ _0"> </span>can<span class="_ _0"> </span>always</div><div class="t m0 x4a h2 y399 ff1 fs0 fc1 sc0 ls0 ws0">provide<span class="_ _0"> </span>help<span class="_ _0"> </span>at<span class="_ _0"> </span>these<span class="_ _0"> </span>ev<span class="_ _b"></span>ents.</div><div class="t m0 x4a h2 y39a ff1 fs0 fc1 sc0 ls0 ws0">Chances<span class="_ _0"> </span>are<span class="_ _0"> </span>there<span class="_ _0"> </span>is<span class="_ _0"> </span>one<span class="_ _0"> </span>not<span class="_ _0"> </span>too</div><div class="t m0 x4a h2 y39b ff1 fs0 fc1 sc0 ls0 ws0">far<span class="_ _0"> </span>from<span class="_ _0"> </span>you.</div><div class="t m0 x4b h2 y39c ff1 fs0 fc1 sc0 ls0 ws0">What<span class="_ _0"> </span>really<span class="_ _0"> </span>matters,<span class="_ _0"> </span>though,<span class="_ _0"> </span>is</div><div class="t m0 x4a h2 y39d ff1 fs0 fc1 sc0 ls0 ws0">that<span class="_ _0"> </span>you<span class="_ _0"> </span>mak<span class="_ _b"></span>e<span class="_ _0"> </span>a<span class="_ _0"> </span>contribution<span class="_ _0"> </span>of</div><div class="t m0 x4a h2 y39e ff1 fs0 fc1 sc0 ls0 ws0">some<span class="_ _0"> </span>kind.<span class="_ _0"> </span>As<span class="_ _0"> </span>we<span class="_ _0"> </span>said<span class="_ _0"> </span>when<span class="_ _0"> </span>we</div><div class="t m0 x4a h2 y45 ff1 fs0 fc1 sc0 ls0 ws0">started<span class="_ _0"> </span>this<span class="_ _0"> </span>series<span class="_ _0"> </span>of<span class="_ _0"> </span>posts,<span class="_ _0"> </span>F<span class="_ _b"></span>ree</div><div class="t m0 x4a h2 y39f ff1 fs0 fc1 sc0 ls0 ws0">Software<span class="_ _0"> </span>means<span class="_ _0"> </span>Community-</div><div class="t m0 x4a h2 y3a0 ff1 fs0 fc1 sc0 ls0 ws0">supported<span class="_ _0"> </span>Software.<span class="_ _0"> </span>When<span class="_ _0"> </span>it<span class="_ _0"> </span>stops</div><div class="t m0 x4a h2 y3a1 ff1 fs0 fc1 sc0 ls0 ws0">getting<span class="_ _0"> </span>community<span class="_ _0"> </span>support,<span class="_ _0"> </span>it<span class="_ _0"> </span>dies.</div><div class="t m0 x4a h2 y49 ff1 fs0 fc1 sc0 ls0 ws0">If<span class="_ _0"> </span>you<span class="_ _0"> </span>value<span class="_ _0"> </span>F<span class="_ _b"></span>ree<span class="_ _0"> </span>Software,<span class="_ _0"> </span>then</div><div class="t m0 x4a h2 y3a2 ff1 fs0 fc1 sc0 ls0 ws0">you<span class="_ _0"> </span>hav<span class="_ _b"></span>e<span class="_ _0"> </span>a<span class="_ _0"> </span>responsibility<span class="_ _0"> </span>to</div><div class="t m0 x4a h2 y3a3 ff1 fs0 fc1 sc0 ls0 ws0">support<span class="_ _0"> </span>it<span class="_ _0"> </span>in<span class="_ _0"> </span>one<span class="_ _0"> </span>way<span class="_ _0"> </span>or<span class="_ _0"> </span>another<span class="_ _b"></span>.</div><div class="t m0 x4a h2 y3a4 ff1 fs0 fc1 sc0 ls0 ws0">My<span class="_ _0"> </span>role<span class="_ _0"> </span>here<span class="_ _0"> </span>is<span class="_ _0"> </span>to<span class="_ _0"> </span>giv<span class="_ _b"></span>e<span class="_ _0"> </span>you<span class="_ _0"> </span>ideas<span class="_ _0"> </span>on</div><div class="t m0 x4a h2 y8c ff1 fs0 fc1 sc0 ls0 ws0">how<span class="_ _0"> </span>y<span class="_ _b"></span>ou<span class="_ _0"> </span>can<span class="_ _0"> </span>do<span class="_ _0"> </span>that .</div><a class="l" href="http://blackpool.lug.org.uk"><div class="d m2" style="border-style:none;position:absolute;left:786.818738px;bottom:224.862489px;width:151.200000px;height:11.661980px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://fullcirclemagazine.org"><div class="d m2" style="border-style:none;position:absolute;left:812.783206px;bottom:89.352657px;width:118.231580px;height:27.284210px;background-color:rgba(255,255,255,0.000001);"></div></a><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:10.283325px;width:45.160900px;height:8.662700px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://ohiolinux.org/node/187"><div class="d m2" style="border-style:none;position:absolute;left:518.359117px;bottom:675.734509px;width:175.073680px;height:11.368420px;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>
|