mirror of
https://github.com/pdf2htmlEX/pdf2htmlEX.git
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130 KiB
Plaintext
2 lines
130 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">22</div><div class="t m4 x4d h11 y2cd ff2 fsa fc1 sc0 ls0 ws0">H</div><div class="t m4 x5a h11 y2ce ff2 fsa fc3 sc0 ls0 ws0">H</div><div class="t m4 x68 h11 y2cd ff2 fsa fc1 sc0 ls0 ws0">O</div><div class="t m4 x68 h11 y2ce ff2 fsa fc3 sc0 ls0 ws0">O</div><div class="t m4 x69 h11 y2cd ff2 fsa fc1 sc0 ls0 ws0">W</div><div class="t m4 x4f h11 y2ce ff2 fsa fc3 sc0 ls0 ws0">W</div><div class="t m4 x40 h11 y2cd ff2 fsa fc1 sc0 ls0 ws0">-</div><div class="t m4 x6a h11 y2ce ff2 fsa fc3 sc0 ls0 ws0">-</div><div class="t m4 x6b h11 y2cd ff2 fsa fc1 sc0 ls0 ws0">T</div><div class="t m4 x91 h11 y2ce ff2 fsa fc3 sc0 ls0 ws0">T</div><div class="t m4 x6c h11 y2cd ff2 fsa fc1 sc0 ls0 ws0">O</div><div class="t m4 x41 h11 y2ce ff2 fsa fc3 sc0 ls0 ws0">O</div><div class="t m0 x90 hb yfb ff2 fs7 fc2 sc0 ls0 ws0">Writt<span class="_ _b"></span>en<span class="_ _0"> </span>b<span class="_ _b"></span>y<span class="_ _6"> </span>Ronnie<span class="_ _6"> </span>T<span class="_ _b"></span>uck<span class="_ _b"></span>er</div><div class="t m4 xdc h11 y22b ff2 fsa fc1 sc0 ls0 ws0">W</div><div class="t m4 x14 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">W</div><div class="t m4 xdd h11 y22b ff2 fsa fc1 sc0 ls0 ws0">r</div><div class="t m4 x71 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">r</div><div class="t m4 xde h11 y22b ff2 fsa fc1 sc0 ls0 ws0">i</div><div class="t m4 x72 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">i</div><div class="t m4 xcc h11 y22b ff2 fsa fc1 sc0 ls0 ws0">t</div><div class="t m4 xae h11 y8a ff2 fsa fc3 sc0 ls0 ws0">t</div><div class="t m4 xdf h11 y22b ff2 fsa fc1 sc0 ls0 ws0">e</div><div class="t m4 xdf h11 y8a ff2 fsa fc3 sc0 ls0 ws0">e</div><div class="t m4 xe0 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">F</div><div class="t m4 x1a h11 y8a ff2 fsa fc3 sc0 ls0 ws0">F</div><div class="t m4 xe1 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">o</div><div class="t m4 xe1 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">o</div><div class="t m4 xe2 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">r</div><div class="t m4 xb2 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">r</div><div class="t m4 xc4 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">F</div><div class="t m4 x1e h11 y8a ff2 fsa fc3 sc0 ls0 ws0">F</div><div class="t m4 x77 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">u</div><div class="t m4 xb4 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">u</div><div class="t m4 x5d h11 y22b ff2 fsa fc1 sc0 ls0 ws0">l</div><div class="t m4 x5d h11 y8a ff2 fsa fc3 sc0 ls0 ws0">l</div><div class="t m4 x5e h11 y22b ff2 fsa fc1 sc0 ls0 ws0">l</div><div class="t m4 x5e h11 y8a ff2 fsa fc3 sc0 ls0 ws0">l</div><div class="t m4 x92 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">C</div><div class="t m4 x92 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">C</div><div class="t m4 xe3 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">i</div><div class="t m4 xe3 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">i</div><div class="t m4 xe4 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">r</div><div class="t m4 x79 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">r</div><div class="t m4 xe5 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">c</div><div class="t m4 x26 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">c</div><div class="t m4 x93 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">l</div><div class="t m4 x93 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">l</div><div class="t m4 x61 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">e</div><div class="t m4 xe6 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">e</div><div class="t m4 x9f h11 y22b ff2 fsa fc1 sc0 ls0 ws0">M</div><div class="t m4 xe7 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">M</div><div class="t m4 x7d h11 y22b ff2 fsa fc1 sc0 ls0 ws0">a</div><div class="t m4 x97 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">a</div><div class="t m4 xe8 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">g</div><div class="t m4 xd8 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">g</div><div class="t m4 xe9 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">a</div><div class="t m4 xd9 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">a</div><div class="t m4 xa2 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">z</div><div class="t m4 x80 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">z</div><div class="t m4 x66 h11 y22b ff2 fsa fc1 sc0 ls0 ws0">i</div><div class="t m4 x66 h11 y8a ff2 fsa fc3 sc0 ls0 ws0">i</div><div class="t m4 xea h11 y22b ff2 fsa fc1 sc0 ls0 ws0">n</div><div class="t m4 xbe h11 y8a ff2 fsa fc3 sc0 ls0 ws0">n</div><div class="t m4 xbf h11 y22b ff2 fsa fc1 sc0 ls0 ws0">e</div><div class="t m4 xdb h11 y8a ff2 fsa fc3 sc0 ls0 ws0">e</div><div class="t m0 xd5 h8 y93 ff2 fs5 fc5 sc0 ls0 ws0">Guidelines</div><div class="t m0 xd5 h12 y98 ff1 fsb fc1 sc0 ls0 ws0">T</div><div class="t m0 x48 h2 y95 ff1 fs0 fc1 sc0 ls0 ws0">he<span class="_ _0"> </span>single<span class="_ _0"> </span>rule<span class="_ _0"> </span>for<span class="_ _0"> </span>an</div><div class="t m0 x48 h3 y96 ff1 fs0 fc1 sc0 ls0 ws0">article<span class="_ _0"> </span>is<span class="_ _0"> </span>that<span class="_ _0"> </span><span class="ff2">it<span class="_ _0"> </span>must</span></div><div class="t m0 x48 h3 y97 ff2 fs0 fc1 sc0 ls0 ws0">somehow<span class="_ _0"> </span>be<span class="_ _0"> </span>link<span class="_ _b"></span>ed<span class="_ _0"> </span>to</div><div class="t m0 x48 h3 y98 ff2 fs0 fc1 sc0 ls0 ws0">Ubuntu<span class="_ _0"> </span>or<span class="_ _0"> </span>one<span class="_ _1f"> </span>o<span class="_ _b"></span>f<span class="_ _0"> </span>the</div><div class="t m0 xd5 h3 y99 ff2 fs0 fc1 sc0 ls0 ws0">many<span class="_ _0"> </span>deri<span class="_ _b"></span>vativ<span class="_ _b"></span>es<span class="_ _0"> </span>of<span class="_ _0"> </span>Ubuntu</div><div class="t m0 xd5 h3 y9a ff2 fs0 fc1 sc0 ls0 ws0">(K<span class="_ _b"></span>ubuntu,<span class="_ _0"> </span>Xubuntu,<span class="_ _0"> </span>Lubuntu,<span class="_ _0"> </span>etc).</div><div class="t m0 xd5 h8 y2cf ff2 fs5 fc5 sc0 ls0 ws0">Rules</div><div class="t m0 xd5 h2 y2d0 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>There<span class="_ _0"> </span>is<span class="_ _0"> </span>no<span class="_ _0"> </span>word<span class="_ _0"> </span>limit<span class="_ _0"> </span>for<span class="_ _0"> </span>articles,</div><div class="t m0 xd5 h2 y2d1 ff1 fs0 fc1 sc0 ls0 ws0">but<span class="_ _0"> </span>be<span class="_ _0"> </span>advised<span class="_ _0"> </span>that<span class="_ _0"> </span>long<span class="_ _0"> </span>articles</div><div class="t m0 xd5 h2 y2d2 ff1 fs0 fc1 sc0 ls0 ws0">may<span class="_ _0"> </span>be<span class="_ _0"> </span>split<span class="_ _0"> </span>across<span class="_ _0"> </span>sev<span class="_ _b"></span>eral<span class="_ _0"> </span>issues.</div><div class="t m0 xd5 h2 y2d3 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>For<span class="_ _0"> </span>advice,<span class="_ _0"> </span>please<span class="_ _0"> </span>refer<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>the</div><div class="t m0 xd5 h3 y2d4 ff2 fs0 fc1 sc0 ls0 ws0">Official<span class="_ _0"> </span>Full<span class="_ _0"> </span>Circle<span class="_ _0"> </span>Style<span class="_ _0"> </span>Gu i d e <span class="ff1">:</span></div><div class="t m0 xd5 h2 y2d5 ff1 fs0 fc6 sc0 ls0 ws0">http://url.fullcirclemagazine.org/7</div><div class="t m0 xd5 h2 y2d6 ff1 fs0 fc6 sc0 ls0 ws0">5d471</div><div class="t m0 xd5 h2 y2d7 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>W<span class="_ _b"></span>rite<span class="_ _0"> </span>your<span class="_ _0"> </span>article<span class="_ _0"> </span>in<span class="_ _0"> </span>whichev<span class="_ _b"></span>er</div><div class="t m0 xd5 h2 y2d8 ff1 fs0 fc1 sc0 ls0 ws0">software<span class="_ _0"> </span>you<span class="_ _0"> </span>choose,<span class="_ _0"> </span>I<span class="_ _0"> </span>would</div><div class="t m0 xd5 h2 y10a ff1 fs0 fc1 sc0 ls0 ws0">recommend<span class="_ _0"> </span>LibreOffice,<span class="_ _0"> </span>but<span class="_ _0"> </span>most</div><div class="t m0 xd5 h3 y2d9 ff1 fs0 fc1 sc0 ls0 ws0">importantly<span class="_ _0"> </span>-<span class="_ _0"> </span><span class="ff2">PLEA<span class="_ _8"></span>SE<span class="_ _0"> </span>SPELL<span class="_ _0"> </span>AND</span></div><div class="t m0 xd5 h3 y2da ff2 fs0 fc1 sc0 ls0 ws0">GR<span class="_ _8"></span>AMMAR<span class="_ _0"> </span>CHECK<span class="_ _0"> </span>IT!</div><div class="t m0 xd5 h2 y2db ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>In<span class="_ _0"> </span>your<span class="_ _0"> </span>article,<span class="_ _0"> </span>please<span class="_ _0"> </span>indicate</div><div class="t m0 xd5 h2 y261 ff1 fs0 fc1 sc0 ls0 ws0">where<span class="_ _0"> </span>you<span class="_ _0"> </span>w<span class="_ _b"></span>ould<span class="_ _0"> </span>like<span class="_ _0"> </span>a<span class="_ _0"> </span>particular</div><div class="t m0 xd5 h2 y2dc ff1 fs0 fc1 sc0 ls0 ws0">image<span class="_ _0"> </span>to<span class="_ _0"> </span>be<span class="_ _0"> </span>placed<span class="_ _0"> </span>by<span class="_ _0"> </span>i<span class="_ _b"></span>ndicating</div><div class="t m0 xd5 h2 y133 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>image<span class="_ _0"> </span>name<span class="_ _0"> </span>in<span class="_ _0"> </span>a<span class="_ _0"> </span>new</div><div class="t m0 xd5 h2 y2dd ff1 fs0 fc1 sc0 ls0 ws0">paragraph<span class="_ _0"> </span>or<span class="_ _0"> </span>by<span class="_ _0"> </span>embedding<span class="_ _0"> </span>the</div><div class="t m0 xa h2 y7 ff1 fs0 fc1 sc0 ls0 ws0">image<span class="_ _0"> </span>in<span class="_ _0"> </span>the<span class="_ _0"> </span>OD<span class="_ _b"></span>T<span class="_ _0"> </span>(<span class="_ _b"></span>Open<span class="_ _0"> </span>Office)</div><div class="t m0 xa h2 y4d ff1 fs0 fc1 sc0 ls0 ws0">document.</div><div class="t m0 xa h2 y4c ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>Images<span class="_ _0"> </span>should<span class="_ _0"> </span>be<span class="_ _0"> </span>JPG,<span class="_ _0"> </span>no<span class="_ _0"> </span>wider</div><div class="t m0 xa h2 y4f ff1 fs0 fc1 sc0 ls0 ws0">than<span class="_ _0"> </span>800<span class="_ _0"> </span>pixels,<span class="_ _0"> </span>and<span class="_ _0"> </span>use<span class="_ _0"> </span>lo<span class="_ _b"></span>w</div><div class="t m0 xa h2 y50 ff1 fs0 fc1 sc0 ls0 ws0">compression.</div><div class="t m0 xa h2 y2de ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _0"> </span>Do<span class="_ _0"> </span>not<span class="_ _0"> </span>use<span class="_ _0"> </span>tables<span class="_ _0"> </span>or<span class="_ _0"> </span>any<span class="_ _0"> </span>type<span class="_ _0"> </span>of</div><div class="t m0 xa h3 y52 ff2 fs0 fc1 sc0 ls0 ws0">bold<span class="_ _0"> </span><span class="ff1">or<span class="_ _27"> </span>formatting.</span></div><div class="t m0 x49 h2 y55 ff1 fs0 fc1 sc0 ls0 ws0">If<span class="_ _0"> </span>you<span class="_ _0"> </span>are<span class="_ _0"> </span>writing<span class="_ _0"> </span>a<span class="_ _0"> </span>re<span class="_ _b"></span>view<span class="_ _b"></span>,</div><div class="t m0 xa h2 y56 ff1 fs0 fc1 sc0 ls0 ws0">please<span class="_ _0"> </span>follow<span class="_ _0"> </span>these<span class="_ _0"> </span>guidelines<span class="_ _0"> </span>:</div><div class="t m0 x49 h2 y59 ff1 fs0 fc1 sc0 ls0 ws0">When<span class="_ _0"> </span>you<span class="_ _0"> </span>are<span class="_ _0"> </span>ready<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>submit</div><div class="t m0 xa h2 y5a ff1 fs0 fc1 sc0 ls0 ws0">your<span class="_ _0"> </span>article<span class="_ _0"> </span>please<span class="_ _0"> </span>email<span class="_ _0"> </span>it<span class="_ _0"> </span>t<span class="_ _b"></span>o:</div><div class="t m0 xa h2 y5b ff1 fs0 fc6 sc0 ls0 ws0">articles@fullcirclemagazine.org</div><div class="t m0 xa h8 y2df ff2 fs5 fc5 sc0 ls0 ws0">T<span class="_ _a"></span>r<span class="_ _b"></span>ansl<span class="_ _8"></span>ations</div><div class="t m0 x49 h2 y2e0 ff1 fs0 fc1 sc0 ls0 ws0">If<span class="_ _0"> </span>you<span class="_ _0"> </span>w<span class="_ _b"></span>ould<span class="_ _0"> </span>like<span class="_ _0"> </span>t<span class="_ _b"></span>o<span class="_ _0"> </span>translate</div><div class="t m0 xa h2 y2e1 ff1 fs0 fc1 sc0 ls0 ws0">F<span class="_ _b"></span>ull<span class="_ _0"> </span>Circle<span class="_ _0"> </span>into<span class="_ _0"> </span>your<span class="_ _0"> </span>nativ<span class="_ _b"></span>e</div><div class="t m0 xa h2 y2e2 ff1 fs0 fc1 sc0 ls0 ws0">language<span class="_ _0"> </span>please<span class="_ _0"> </span>send<span class="_ _0"> </span>an<span class="_ _0"> </span>email<span class="_ _0"> </span>to</div><div class="t m0 xa h2 y1a ff1 fs0 fc6 sc0 ls0 ws0">ronnie@fullcirclemagazine.org<span class="_ _0"> </span><span class="fc1">and</span></div><div class="t m0 xa h2 y2e3 ff1 fs0 fc1 sc0 ls0 ws0">we<span class="_ _0"> </span>will<span class="_ _0"> </span>either<span class="_ _0"> </span>put<span class="_ _0"> </span>you<span class="_ _0"> </span>in<span class="_ _0"> </span>t<span class="_ _b"></span>ouch<span class="_ _0"> </span>with</div><div class="t m0 xa h2 y2e4 ff1 fs0 fc1 sc0 ls0 ws0">an<span class="_ _0"> </span>existing<span class="_ _0"> </span>team,<span class="_ _0"> </span>or<span class="_ _0"> </span>give<span class="_ _0"> </span>y<span class="_ _b"></span>ou</div><div class="t m0 xa h2 y2e5 ff1 fs0 fc1 sc0 ls0 ws0">access<span class="_ _0"> </span>to<span class="_ _0"> </span>the<span class="_ _0"> </span>raw<span class="_ _0"> </span>t<span class="_ _b"></span>ext<span class="_ _0"> </span>to<span class="_ _0"> </span>translate</div><div class="t m0 xa h2 y2e6 ff1 fs0 fc1 sc0 ls0 ws0">from.<span class="_ _0"> </span>With<span class="_ _0"> </span>a<span class="_ _0"> </span>completed<span class="_ _0"> </span>PDF<span class="_ _a"></span>,<span class="_ _0"> </span>you</div><div class="t m0 xa h2 y2e7 ff1 fs0 fc1 sc0 ls0 ws0">will<span class="_ _0"> </span>be<span class="_ _0"> </span>able<span class="_ _0"> </span>to<span class="_ _0"> </span>upload<span class="_ _0"> </span>y<span class="_ _b"></span>our<span class="_ _0"> </span>file<span class="_ _0"> </span>to</div><div class="t m0 xa h2 y2e8 ff1 fs0 fc1 sc0 ls0 ws0">the<span class="_ _0"> </span>main<span class="_ _0"> </span>F<span class="_ _b"></span>ull<span class="_ _0"> </span>Circle<span class="_ _0"> </span>site.</div><div class="t m0 x17 h8 y93 ff2 fs5 fc5 sc0 ls0 ws0">REVIEW S</div><div class="t m0 x17 h8 y2e9 ff2 fs5 fc5 sc0 ls0 ws0">Games/<span class="_ _a"></span>Applic<span class="_ _b"></span>ations</div><div class="t m0 x17 h3 y2ea ff2 fs0 fc1 sc0 ls0 ws0">When<span class="_ _0"> </span>revie<span class="_ _b"></span>wing<span class="_ _0"> </span>games/<span class="_ _b"></span>applications<span class="_ _0"> </span>please<span class="_ _0"> </span>st<span class="_ _b"></span>ate<span class="_ _0"> </span>clearly:</div><div class="t m0 x17 h2 y2eb ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>title<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>game</div><div class="t m0 x17 h2 y2ec ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>who<span class="_ _0"> </span>mak<span class="_ _b"></span>es<span class="_ _0"> </span>the<span class="_ _0"> </span>game</div><div class="t m0 x17 h2 y2ed ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>is<span class="_ _0"> </span>it<span class="_ _0"> </span>free,<span class="_ _0"> </span>or<span class="_ _0"> </span>a<span class="_ _0"> </span>paid<span class="_ _0"> </span>download?</div><div class="t m0 x17 h2 y2ee ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>where<span class="_ _0"> </span>to<span class="_ _0"> </span>get<span class="_ _0"> </span>it<span class="_ _0"> </span>from<span class="_ _0"> </span>(giv<span class="_ _b"></span>e<span class="_ _0"> </span>download/homepage<span class="_ _0"> </span>URL)</div><div class="t m0 x17 h2 y2ef ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>is<span class="_ _0"> </span>it<span class="_ _0"> </span>Linux<span class="_ _0"> </span>native,<span class="_ _0"> </span>or<span class="_ _0"> </span>did<span class="_ _0"> </span>y<span class="_ _b"></span>ou<span class="_ _0"> </span>use<span class="_ _0"> </span>Wine?</div><div class="t m0 x17 h2 y2f0 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>your<span class="_ _0"> </span>marks<span class="_ _0"> </span>out<span class="_ _0"> </span>of<span class="_ _0"> </span>fiv<span class="_ _b"></span>e</div><div class="t m0 x17 h2 y2f1 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>a<span class="_ _0"> </span>summar<span class="_ _8"></span>y<span class="_ _0"> </span>with<span class="_ _0"> </span>positiv<span class="_ _b"></span>e<span class="_ _0"> </span>and<span class="_ _0"> </span>negative<span class="_ _0"> </span>points</div><div class="t m0 x17 h8 y206 ff2 fs5 fc5 sc0 ls0 ws0">Hard<span class="_ _b"></span>ware</div><div class="t m0 x17 h3 y207 ff2 fs0 fc1 sc0 ls0 ws0">When<span class="_ _0"> </span>revie<span class="_ _b"></span>wing<span class="_ _0"> </span>hardware<span class="_ _0"> </span>please<span class="_ _0"> </span>st<span class="_ _b"></span>ate<span class="_ _0"> </span>clearly:</div><div class="t m0 x17 h2 y208 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>mak<span class="_ _b"></span>e<span class="_ _0"> </span>and<span class="_ _0"> </span>model<span class="_ _0"> </span>of<span class="_ _0"> </span>the<span class="_ _0"> </span>hardware</div><div class="t m0 x17 h2 y209 ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>what<span class="_ _0"> </span>category<span class="_ _0"> </span>would<span class="_ _0"> </span>you<span class="_ _0"> </span>put<span class="_ _0"> </span>this<span class="_ _0"> </span>hardware<span class="_ _0"> </span>into<span class="_ _b"></span>?</div><div class="t m0 x17 h2 y20a ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>any<span class="_ _0"> </span>glit<span class="_ _b"></span>ches<span class="_ _0"> </span>that<span class="_ _0"> </span>you<span class="_ _0"> </span>may<span class="_ _0"> </span>hav<span class="_ _b"></span>e<span class="_ _0"> </span>had<span class="_ _0"> </span>while<span class="_ _0"> </span>using<span class="_ _0"> </span>the<span class="_ _0"> </span>hardware?</div><div class="t m0 x17 h2 y13d ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>easy<span class="_ _0"> </span>to<span class="_ _0"> </span>get<span class="_ _0"> </span>the<span class="_ _0"> </span>hardware<span class="_ _0"> </span>w<span class="_ _b"></span>orking<span class="_ _0"> </span>in<span class="_ _0"> </span>Linux?</div><div class="t m0 x17 h2 y20c ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>did<span class="_ _0"> </span>you<span class="_ _0"> </span>hav<span class="_ _b"></span>e<span class="_ _0"> </span>to<span class="_ _0"> </span>use<span class="_ _0"> </span>Windows<span class="_ _0"> </span>driv<span class="_ _b"></span>ers?</div><div class="t m0 x17 h2 y13e ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>marks<span class="_ _0"> </span>out<span class="_ _0"> </span>of<span class="_ _0"> </span>five</div><div class="t m0 x17 h2 y13f ff1 fs0 fc1 sc0 ls0 ws0">•<span class="_ _28"> </span>a<span class="_ _0"> </span>summar<span class="_ _8"></span>y<span class="_ _0"> </span>with<span class="_ _0"> </span>positiv<span class="_ _b"></span>e<span class="_ _0"> </span>and<span class="_ _0"> </span>negative<span class="_ _0"> </span>points</div><div class="t m0 x4b h8 y2f2 ff2 fs5 fc1 sc0 ls0 ws0">Y<span class="_ _a"></span>o<span class="_ _b"></span>u<span class="_ _7"> </span>don<span class="_ _b"></span>'t<span class="_ _7"> </span>need<span class="_ _7"> </span>to<span class="_ _7"> </span>be<span class="_ _7"> </span>an<span class="_ _7"> </span>e<span class="_ _b"></span>xpert<span class="_ _7"> </span>t<span class="_ _b"></span>o<span class="_ _7"> </span>write<span class="_ _7"> </span>an</div><div class="t m0 x4b h8 y8c ff2 fs5 fc1 sc0 ls0 ws0">article<span class="_ _7"> </span>-<span class="_ _7"> </span>writ<span class="_ _b"></span>e<span class="_ _7"> </span>about<span class="_ _7"> </span>the<span class="_ _7"> </span>game s ,<span class="_ _24"> </span>applic<span class="_ _b"></span>ations</div><div class="t m0 x4b h8 y27f ff2 fs5 fc1 sc0 ls0 ws0">and<span class="_ _7"> </span>hard<span class="_ _b"></span>ware<span class="_ _7"> </span>that<span class="_ _7"> </span>y<span class="_ _b"></span>ou<span class="_ _7"> </span>use<span class="_ _7"> </span>ev<span class="_ _b"></span>er<span class="_ _8"></span>y<span class="_ _7"> </span>day<span class="_ _a"></span>.</div><div class="t m5 xeb h17 y8b ff2 fse fc1 sc0 ls0 ws0">UPD<span class="_ _b"></span>A<span class="_ _a"></span>TED!</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:946.232729px;bottom:10.598082px;width:45.160900px;height:8.662700px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="http://url.fullcirclemagazine.org/75d471"><div class="d m2" style="border-style:none;position:absolute;left:17.239018px;bottom:264.567220px;width:186.030750px;height:29.557890px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="mailto:articles@fullcirclemagazine.org"><div class="d m2" style="border-style:none;position:absolute;left:265.634301px;bottom:293.605037px;width:177.347370px;height:14.778950px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="mailto:ronnie@fullcirclemagazine.org"><div class="d m2" style="border-style:none;position:absolute;left:269.782566px;bottom:158.095193px;width:167.115790px;height:15.915790px;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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