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| − | <br><center><asy>
| + | #REDIRECT [[User:Objectz/Asymptote/Samsung Logo]] |
| − | // ALL CODE BELONGS TO OBJECTZ. DO NOT STEAL WITHOUT PERMISSION.
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| − | | |
| − | // background
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| − | fill((0,0)--(512,0)--(512,-384)--(0,-384)--cycle,black);
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| − | | |
| − | // 1s
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| − | draw((137,-181)--(137,-177)--(135,-173)--(131,-171)--(126,-170)--(125,-170)--(111,-176)--(111,-185)--(123,-195)--(130,-201)--(129,-205)--(124,-207)--(119,-200)--(110,-200)--(110,-203)--(112,-208)--(116,-212)--(122,-213)--(126,-213)--(131,-212)--(138,-206)--(138,-197)--(133,-191)--(119,-182)--(120,-177)--(122,-175)--(126,-175)--(128,-178)--(129,-181)--(137,-181)--cycle,rgb(20,40,160));
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| − | | |
| − | fill((137,-181)--(137,-177)--(135,-173)--(131,-171)--(126,-170)--(125,-170)--(111,-176)--(111,-185)--(123,-195)--(130,-201)--(129,-205)--(124,-207)--(119,-200)--(110,-200)--(110,-203)--(112,-208)--(116,-212)--(122,-213)--(126,-213)--(131,-212)--(138,-206)--(138,-197)--(133,-191)--(119,-182)--(120,-177)--(122,-175)--(126,-175)--(128,-178)--(129,-181)--(137,-181)--cycle,rgb(20,40,160));
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| − | | |
| − | // a
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| − | draw((157,-208)--(158,-203)--(159,-198)--(160,-189)--(161,-182)--(162,-176)--(163,-173)--(164,-173)--(165,-179)--(166,-185)--(167,-191)--(168,-200)--(169,-207)--(170,-211)--(179,-211)--(179,-209)--(178,-205)--(177,-200)--(176,-195)--(175,-188)--(174,-183)--(173,-179)--(172,-175)--(171,-172)--(155,-172)--(154,-175)--(153,-180)--(152,-185)--(151,-192)--(150,-197)--(149,-201)--(148,-206)--(148,-211)--(156,-211)--(157,-208)--cycle,rgb(20,40,160));
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| − | fill((157,-208)--(158,-203)--(159,-198)--(160,-189)--(161,-182)--(162,-176)--(163,-173)--(164,-173)--(165,-179)--(166,-185)--(167,-191)--(168,-200)--(169,-207)--(170,-211)--(179,-211)--(179,-209)--(178,-205)--(177,-200)--(176,-195)--(175,-188)--(174,-183)--(173,-179)--(172,-175)--(171,-172)--(155,-172)--(154,-175)--(153,-180)--(152,-185)--(151,-192)--(150,-197)--(149,-201)--(148,-206)--(148,-211)--(156,-211)--(157,-208)--cycle,rgb(20,40,160));
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| − | | |
| − | // m
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| − | draw((190,-172)--(190,-211)--(198,-211)--(198,-173)--(200,-173)--(207,-211)--(216,-211)--(224,-174)--(225,-174)--(225,-211)--(234,-211)--(234,-172)--(218,-172)--(212,-204)--(206,-172)--(190,-172)--cycle,rgb(20,40,160));
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| − | fill((190,-172)--(190,-211)--(198,-211)--(198,-173)--(200,-173)--(207,-211)--(216,-211)--(224,-174)--(225,-174)--(225,-211)--(234,-211)--(234,-172)--(218,-172)--(212,-204)--(206,-172)--(190,-172)--cycle,rgb(20,40,160));
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| − | | |
| − | // 2s
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| − | draw((273,-181)--(273,-177)--(271,-173)--(267,-171)--(262,-170)--(261,-170)--(247,-176)--(247,-185)--(259,-195)--(266,-201)--(265,-205)--(260,-207)--(255,-200)--(246,-200)--(246,-203)--(248,-208)--(252,-212)--(258,-213)--(262,-213)--(267,-212)--(274,-206)--(274,-197)--(269,-191)--(255,-182)--(256,-177)--(258,-175)--(262,-175)--(264,-178)--(265,-181)--(273,-181)--cycle,rgb(20,40,160));
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| − | fill((273,-181)--(273,-177)--(271,-173)--(267,-171)--(262,-170)--(261,-170)--(247,-176)--(247,-185)--(259,-195)--(266,-201)--(265,-205)--(260,-207)--(255,-200)--(246,-200)--(246,-203)--(248,-208)--(252,-212)--(258,-213)--(262,-213)--(267,-212)--(274,-206)--(274,-197)--(269,-191)--(255,-182)--(256,-177)--(258,-175)--(262,-175)--(264,-178)--(265,-181)--(273,-181)--cycle,rgb(20,40,160));
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| − | | |
| − | // u
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| − | draw((286,-172)--(286,-203)--(288,-209)--(291,-211)--(295,-212)--(299.5,-212.5)--(305,-212)--(310,-210)--(312,-208)--(313,-205)--(313,-172)--(305,-172)--(305,-203)--(302,-207)--(298,-207)--(294,-204)--(294,-172)--(286,-172)--cycle,rgb(20,40,160));
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| − | fill((286,-172)--(286,-203)--(288,-209)--(291,-211)--(295,-212)--(299.5,-212.5)--(305,-212)--(310,-210)--(312,-208)--(313,-205)--(313,-172)--(305,-172)--(305,-203)--(302,-207)--(298,-207)--(294,-204)--(294,-172)--(286,-172)--cycle,rgb(20,40,160));
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| − | | |
| − | // n
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| − | draw((327,-211)--(335,-211)--(335,-177)--(336,-177)--(347,-211)--(360,-211)--(360,-172)--(352,-172)--(352,-204)--(351,-204)--(341,-172)--(327,-172)--(327,-211)--cycle,rgb(20,40,160));
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| − | fill((327,-211)--(335,-211)--(335,-177)--(336,-177)--(347,-211)--(360,-211)--(360,-172)--(352,-172)--(352,-204)--(351,-204)--(341,-172)--(327,-172)--(327,-211)--cycle,rgb(20,40,160));
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| − | | |
| − | // g
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| − | draw((392,-194)--(388,-194)--(388,-190)--(401,-190)--(401,-202)--(399,-208)--(391,-212)--(385,-212)--(379,-211)--(374,-206)--(373,-203)--(373,-180)--(375,-175)--(378,-172)--(384,-170)--(392,-170)--(396,-172)--(400,-176)--(401,-183)--(392,-183)--(392,-179)--(390,-176)--(384,-176)--(382,-180)--(382,-203)--(385,-206)--(389,-206)--(392,-203)--(392,-194)--cycle,rgb(20,40,160));
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| − | fill((392,-194)--(388,-194)--(388,-190)--(401,-190)--(401,-202)--(399,-208)--(391,-212)--(385,-212)--(379,-211)--(374,-206)--(373,-203)--(373,-180)--(375,-175)--(378,-172)--(384,-170)--(392,-170)--(396,-172)--(400,-176)--(401,-183)--(392,-183)--(392,-179)--(390,-176)--(384,-176)--(382,-180)--(382,-203)--(385,-206)--(389,-206)--(392,-203)--(392,-194)--cycle,rgb(20,40,160));
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| − | </asy></center>
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| − | | |
| − | == Samsung Logo ==
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| − | Recently, I have been working on the Samsung Logo with [[Asymptote]], and I finished it in just a few hours!
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| − | | |
| − | | |
| − | ===More Information===
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| − | | |
| − | ====Inspiration====
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| − | | |
| − | After seeing [https://artofproblemsolving.com/community/user/piphi piphi]'s logos with Asymptote, I decided to make logos with Asymptote too.
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| − | | |
| − | ====Starting Off====
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| − | | |
| − | First, I copied an image of the Samsung logo to my clipboard, and then I pasted it in Microsoft Paint.
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| − | | |
| − | | |
| − | ====Coloring====
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| − | | |
| − | I used the pipette tool to find the color, and then I used it on making the Samsung logo. Here is the color below.
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| − | | |
| − | <center><asy>
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| − | axialshade(unitsquare,rgb(20,40,160),(0,0),rgb(20,40,160),(1,1));
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| − | </asy></center>
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| − | | |
| − | ====Overview====
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| − | | |
| − | Overall, this was not really that hard. It didn't really consist of any gradient functions and other stuff, it only consisted of line segments and filling.
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| − | | |
| − | ==See Also==
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| − | | |
| − | * [https://artofproblemsolving.com/community/c1283341_objectzs_asymptote_tutorials ObjectZ's Asymptote Tutorials]
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| − | * [https://artofproblemsolving.com/community/c67h1322978_test_asymptote Where I first posted the Samsung Logo]
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| − | * [https://www.samsung.com/us Samsung]
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