록맨xp
2022-10-27 16:05
조회: 14,598
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7버블 기력 위크오라 입니다. 심플하게 무법 특성에 따라서 최대 버블이 프레임 크기 변화 없이 자동으로 조절되는 위크오라입니다. 가로축 전체 크기를 조절하시려면 [그룹] > [사용자 정의] 부분을 [확장] 하면 다음과 같은 코드에서 paddingX 또는 fixedWidth 크기를 조절하시면 됩니다. function(newPositions, activeRegions) -- Custom Settings local offsetX = 0 local paddingX = 1 -- << 버블 간격 local fixedWidth = 325 -- << 전체 가로 크기 -- Other variables local count = table.getn(activeRegions) local id = nil local x = - (count / 2) + 0.5 local newWidth = (fixedWidth - (paddingX * (count - 1))) / count for i, regionData in ipairs(activeRegions) do local region = regionData.region if not id then id = region.id elseif region.id ~= id then x = x + 1 id = region.id end region:SetRegionWidth(newWidth) newPositions[i] = {(region.width+offsetX) * x + paddingX * (x - 1), 0} end end !WA:2!vJ5wWTXvzC8OysnrfO2QPM002P74oySACCSSJDiHj11swoYuzl1vY2PnTO92rA3Kv7U9SRSSDVa1usdqOfC5(LKIGWLsMsRy42mWl(fU803yy6d8OFKodpeEKx47C2vxSJBsZ0zcT7mrE3ZEU8D(((99)7Sj08rCfhDWHg8irkhrlI25pC8su7QkjMlx(mZSPInvJqJlREwnQTJtxXnnwzfzQMqEBBtpdNnKR4PBtZ44zyB5gMUCMIfDjExO76YwQ4lYABy5PKi5S5tkwRyftZeguvtIKORJSkzpuzv(aht01tM6foUHLHxyLI4FC1dVQh1Oujc19a9rdU9C10ikvkwm)YoeAQKPZo1CPJ7HpikxHkp8QUoetZP1CdVPBffYIelVCyVnwQEHetKlFHC5NqmF8k4IO4ykVmH2SBzPeSBI5YMmDArElkPiYME6IwYLjUHxRIvGjeUUQTzLYw5y7GoUkU)iulzZ5r7e3kvxZLywKVTH9kkBAuYc27QuBpz2gnunC9ejL4oR4M2YAtf31yfspILRGUZWXr7xThiAyrvtzxx2DkEYMO1WUD1sudn2oVxXj3qjiMKW20M(z6OJoY2Xqdokv2YOSShrVMAfxp7YNeJLlT7)qXkwChD)wKQzTDn4o9beyE)fjb2t0Wc41HoKqc(ifYr88mSk5YB20wv2uWMhCpLWjegQTwDK10WoYAowBnJUtI2cgAE64lgz4rBm9z80juHfLPgYkMK2NEvB0jJD2J9Iblr8S6FhSq)(AOHD0YWSTMwcB5qc97plhwy4OchuaDjT1dC33WG6VnZdhuZ9Wd2ycoKqSOrJIZJ)J8zH)trBQGXacuUnnPSNSGHLGHJSb1DBMRGMnFeTma)bHlFRrpO)Tn7OrrblBp2(d9twcnBN)oTMdDqdTMVIy6sWH18fcp3jAm(TmCMdAj0Pe7D1KA16E)3ECKi83AC3w)n8MrB2V2PRtB8K48(09hmZvz98Gbauu0nZmK296lX94dim0ZgUXYJ)t0fDBKou81H0R5)3KALioDN7PQitjctHQkclOB4rQ5VwSmK11wgZBnurTSkobJkhMOTN4U2uV4w2wK1KPQPjwL80FHEuOYAgvCFHpYA(5p4Smg8rNc2hC81jYUKCEuEp7CdnuMH96cmrhQlr12sZDvwFyllC84LLnS4deEOoHXHhgMaV9o2ElRwXLK2OSHN(M4mGIFwEtHWJnvrCIjNEUCIMSxE7R7B5(IQ7TU)ttBHp0rnpB1f91C2FOZ9Q9AOP8V(9VXB)QxEnMkbpWC71lsrXl04roRJR6RipfRjMTQKlHyYKZIAtv9LYgUIHw9LupLC)LN7KdTqCf0YkAukmDj)1p14P3f)kWo8vEcfkuh1yEb)WE46gwygIVpmmf3zmnZqrux58twdf9PNLBA3vndCm5SRqvj37UGBlm0zi4dd7DdExeBixoCfQPtV6EEoUh)WhUA1Qd6v1WtvFqVfpSRh12QKUTPwfNRYudzXAlTMwvQX)7JmYdVRDDN8LQGAdDYoU6zjeNjykTEISLrhEauIwroyd1rQX)3xKFLA8)5byx3thyvhxzpwONOdFIqRZTsFVYJfc(KV1gy4SGdXtr2ZZKGXuM6DbzlTcSLPpfxKYnj57cIo2KDjLVlPJ0LemqFaPBuwVoBWls0nWcJ6WdIT2jeTNoLQXA3x9xAn298zvIUccVyjUDVrBJBodDNin7tZvwNpolSEgvhoioZIIzo5CjXff6Nvr5QEKLWTfzbQSZm2AeN9Li9eZKnFM4PNiXJmXKtoD(PNp5MULTT90ZsTlrjUU6oDHZ6eANbRtq0iAZyyjbJrzfGrN4AO2TLgBYeJNo5StsdwcXzWkZgo7tfp4GMDvR8yZtA4YK610f5ouDyAgkJvnD0L7aed3UF(uHeBfcRlhS64AhzOnAmN5QA4qKC6ElqeZuIpXC5ZSEJUXKp0HUEP(GUpFxW9a3lMCE3(UpzfuFGx5Nnmj4Jd7Fth7QeAbBmDxgtq79Hob3PYBvhUpXSSBy5ZfyNRqcU)WRXFhtGyVqpH3S18YNtr(BJedUB4aB0CMy9wcIa3jieUUMH7z4vSxKmSS1Yor8lMN3)aiPTlzO6eTznDpFbykbDZwcENo2tYuod38YPB)YsbdNzexzxqVvHtGACZZfMyAuOYKIdgFjEWUzkvXVwvST0z4L59ZPB0AvXfNuO5PCObctpk03d2dSVnWd90kbnObuKG43GIoXOKU3dOWhprAtE4lEdmAyed3oXjVKe6qzIhkgLDqfDLYguQnv3NyY7JCo9pn7WzfrXTNiHSl70mXLPpXCtFOwpDOCSbSAd0qkoEGwBP14sgUgielo9jtLh(iORkm8X6tXps4mlJ2lqSwmO89Gi5pyXsSsKNKvlbZz7V3uzeN(XZmB(js37adn4N6y4pdhd)zOXWFog7UHhL94rJUMMDb)zwhUJWXxX2UCO68TskUV5e(sNjALa4)sdnnIL4SjNpPOIlPm62fhgplFSw5hYlfjgwByvfmeyskedMbMLJ6jc2XOlwK51f5vOF(4SDUoKUtQHflkIjk5cv3MY2r8GBTw7kyUd0NOQor9StbDFV7A1gNPRU)wH)gXfLnRqCwOjTUfyDomJHN)G2z)z5NiNxFAqwQ0ac8tJxiBMfskwirMzINbVF6zZNlQWdjm6NMr5k8fX9aJXma43a)w435C6DET6)9YIfLTycHdtv1LTkHNAfMVV6icRssY(wbxjN9JN0hr6GVeI3Asgs6kbzRByoIQ6rttLtL58tcN6UGhR9IEWJhcon8ebq2DW4mOg8JHFIo8z5rBOaVgfiTJfNazwnjqHvicu1bnuN)DOuduS9cmqjjqxYVsaCg)ceqz2dM6aQgBSBWcSbhD4PqbEGcUGhubweQQdlfiwdlZeQHvcbpdkP9SsWZbFo4ZFnQRWZZ1sHvr5t4lGYMWlaFrjMeiCoMij8IsW5JmmkEcFPgYGWxg(kWfGVk8sVdYvmTjMieQuH3TVGg3bLQG(91cbF9ajjyn2pVc8nEa4BkbFl4BdFhj47cFp47Z4Dm4c)rj4pjbVHo8QWpc(bWpeUKe8tpbglDlxEMKPM8yyQi80(HNRGw(Rb)s4x98Wph(fWtULJFG5sSKo41LAlpCy4n1HlhcQd)AyUWWfLGFgFQUo0XBCRHgWG(z4rFZ2bcFgzNPbMZ5AXHaxZZGUMBwQaHG2GIr4uYnbv8Y3u1VE3sfiZJrjKny8W2IWzRxuo9ufN6yp2eLwGrjiRWabgtCLiJ0wCFegJeaenQP0ixht8FDPTYfn5WBiDSnlA7KsQXF7NMD9OPgF91WRx5Utn(RXjMX))G(XotmpdgQFpkGCK3xiGC52eq2bnDgavLlZGKIFGTLqYr4qddpyaeMZJibhzAdIocdsYw)yAzhtj2kUMlEM20rUK0nScZwqUBLKYnV2YowPPP0YrEpkTm67pKwyPdyK7Y(Alympakq8aHKwcjJ2gdmAqnfgCCT1B48XOXYNjvS42Mlm11ONSnk5krg7gxT5dgAiJ2ot86mM4UyXFwGgxNZTx(xQX(2yPgbEKwOvS4)F(cxckHw3EG7B988p8w4rSWZidhenjKEgaTYE2)U)p)xjgcXingID)mAA1g)hdHNcsimUSVvdk0Fq32h6rL4tm8xzZKUV01FwIp14A(InGWRdfl9oO6n62v9QbxWj2157dfSP4FhEBFNi8sDERuLmB9fxOyuVrsEsZyLBNm3PkSxouq2GFUFBjcJXtoyjjyMaMp0QY6weD9tkq5KBItC9bo1YBWjXgR9uJl6NAeGF8udgo2kNGdU9XPDF6fHSaagPU)cMQ83qwVT8agvIzAiFEDP431AX181I3ZTsP4lY(ATz0vMpXYAPMoLcNfVKuqXAeF2gx2sC(OTXKhTTt55xc)nBkQVDL4lhkYI)Jt9)o
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