請幫我看看 原本的經驗值這樣寫這正常嗎?
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
如照片所述~ 我不知道該理解最後一攔的作用是 應該數字越來越大還是越來越小~我發現 升級速度比想像好生太多~97跟98經驗值感覺需要獲取的值沒什麼差異
順帶一提 97為1786935378跟 98為1823000470我理解到這數字好像是總經驗值? 因為我嘗試把98改成2823000470之後就變成95300%然後升級不了
不同版本,对应等级的exp值是不一样的(对应主程式设定的每个等级的经验,不然游戏中会显示异常),后面的exPenalty则是要求几倍经验升级,一般用在等级经验差为36065092的时候才会填写大于1的数,比如填2打怪获得经验就减半,填10就表示打怪获得经验只有正常的10%。。 有沒有覺得 一般49要升級50 比48升級49要慢很多
就是因為那最後一欄的作用 經驗減少的倍率 yasioukon 發表於 2025-1-1 09:20
有沒有覺得 一般49要升級50 比48升級49要慢很多
就是因為那最後一欄的作用 經驗減少的倍率 ...
老版本49开始每一级需要36065092经验,高点的版本64开始每一级需要36065092经验,重置版估计等级拉得更高,毕竟现在正服两三天就能升到80多级了。
48-49本身经验需求就远低于这个数。正常来说不会有人把低于36065092的等级也加上等级递减吧……
新年快樂
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