有12顆外觀、大小相同的紅色小球,其中11顆的重量相同;另1顆的重量與其他11顆的不一樣,而且不知道重量是比較輕還是比較重。現在給你一個天秤,再給你3次使用天秤的機會,請找出那顆不同的球。
解答(想要解密請聯絡作者):
Tnoq3rRUWr2_EykvgI5YFM0TGU45LlQ12nYuROGYMnDkE09hq_gnELsDKi6grloW5nQ1Vu-FOXPMEEZ1hPoyMm16CE_vtwxz3ikrSI_4JxC7A0wqiJ1YEdR2GU7tljBxxwhAaKL6NRK6Gzkmjr5aIdh8FUXvsxFw5gdAaI76-yS7PwUsjTW0Ndp2IU_uly174DFOfIzwBxi5Fh8grIcBDlp2MtjhvjtzUilGdav4CBC_EysupLNZLNx1BWjtmjVy1yxGdan4CBC0Gy4mtL1aIdh3F0_vuBl74B9Mb4r5Iwi5Khohqb5SKNB3v2rgvhVxEhTdWRL5JYuzLwouO5tZLPF2MlLhvjtzzBBOU4z6OCK4KwQtsJ9UNdp8FVLtuT9ywg9NcYX6BCe0MggmtJNYHdt3EmrgvhVx3RROWYv6ITyzLwguvZtbHMp8FWvvqjlw5D5GdYT7BTK7JykghJtVKMl6LkTvtBJ33BGjw-ufPXHdFEFhpfgROLgrKS-kvlgt73sIaOejMXPwP01zhPkRNboYFia0vloh2HcRZO-FOXDkGkBojvgtF7QbLia0vFoh2HcRZO-FOXHVHk1xgfYcErsDKi22mVoz-HwVReCUGHHlIEFoqfABGLMvCi69m1smznQObe-FOX3eMEBojvklO7kSLi6YnFIox3cRRO2mDnz9MkZ1hPsGN7QyASyJmFoE33Y1YeejHnPpF05TjPo0GbgrICCpmVks8XwVReynKXPDNkBIm_Y6GbUUJiqInVo48HcRQO6zHHHaHkx3lvABN7smLSyBklks1XoIT-ynEHHTBUxOsvo4PbUyLya0k1gj-nYmeuynPX39FUxBjvo1MboHFyyUt1gw9XQObeynN3fcEUxvivkjCLkqGiGpvlIo0HcSauC-FXHVOk1xg_gnELURCiCpmVoE33UxZu2eOnPGF0Z1k_obFroNNS2wklgt73sIaOejMXHVFE9BnvcBAbobPyCPkloO2HorauG-O3LEPExIj_gnEL8TK8MC_D0UuRIuIaCyWjjwdxFJ7rMccOQeTHC79xw1sy8lLqSzWS7QdQVo7pU3e-AyTnyM-jQZuCsgIKmZVRzbfBVr76o5cdUeTXGB9hwStDkWL4eEUijQfBVo76o5cdUeTXGB9hwSuRUkIb-AUij_dBxN7ZYwcOQaQGiO9xcruhwyKoidWCTtdTFm56Mfc-kXTECF-wUdtTIvLJqTUij9dBxN77MRcccIQGiO8AEYtBsuJrS8WiHYdiBE7Kc0ff0VTFuE8AE2uyYtLqSzWA_HeghP7Kc2cdIoTm6s_D0WtBgMLLGsVTX9fBVF4L4Vc_gpTEiP-CcQuwMqL5CwUij9dBxN7ZYwcOQaQGiO-wU5uwktLbCfWBTXfBVF7YQdc94pTGeL-j0FuQ8BLqSzWS7QdQVo77gZcsURQWuj-TIPuCsiLbaZWS7afBVF4J8xcOQHTEGh-Ck8uz8FLbCfWzj9dA5t7ZgHc8YXRnWp_D0Vsy8LLr2bVBPRei5G56MxcdM8TXKt-CIxtRI6LImYWhv8dgRZ7ocSfOAGQEuM-SU7tRQkKoidWjjwdxFA7rMccewiT0K38AE1uyYtLpKbWB3Rdixg4b47cdspTXeO-RIAvxMrIYO6WC3vewho56MxcOcwQWig8AE1uyYtLpKbWjjwdxFA4b47csQ8TEiP-CcQsy8yLbCSWC3vewho56MxcdUUT1Gn9j83uRMiIbScVSjJdSFf4KM-fdseTlOM-C0XugsGLImYWg7YcClLAhVeFNx2D0vugSFz8D9Nc4T5ETW4KyQssaxVNf18FUXgnzFw5AdMbaH4GjC7CS0siqFbAsB0IknumjZ81BROZaT7BRS6Pwguk6dYBNB8FUXgvhVz-ClMSI_4JxC7Ayosh7BVF-F1MWbnoxxz6RdPQZ75JTuzLwsuvZtaDth0BWXthCZ9_RVGdYT6JjS7ERMgirxYEfV6CE_tgxVz8D9Nc4T5ETW7NA0vkZ1bJs51NUDvuAZx1wZASIb8PRa7PwUtsJZbOP16M2HsoQJy1yxMfrr4Hy65PTMgi6JaFuZ0NVbvjz5zxhdGdav4CBC4KwQukptZLNx6CE_glzp74DJOfIz4JxC7PwUsk4RUNdp1Bl3rnz981zZMcLv3HDWzLyUmtL1aIdh0M03vsxFxxwhAaI75JTu5Ei4umJxSKMd0MnHtkDBzxhdGdYT3NjG4KyQssaxVNf18FUXtljpyxDxGdan4CBC7CS0upLNYD8d6CE_uhxJx3RROU4z8PRZWmUpJiPo7GbgtLyGgkVU_ynQFZeylMXLwMk1xhfoEJ7QyCCa0k1UU0HcRXe27FHP7N05TjPo_KroFNS6Dn1sR13U9cOCxN3LFEUZ1hPccPLs3EyyJmFoO2HQ5Su2QEnzfLkxVoPABNr9smLS2wsloO2HYgROynNH39FUZ1hPomNLsREyymnFgUzXY1Ye-zEXDmH09lqfgaMLoKKyGqtFoz53Yhee2QG3DkE0BLgvABGLQTJS2wi1gb83Q2bO2eOnPMEE9Rp_cBAboLBiCPkl4U3nQFZeynNHLwMkx5ufoDCrMvCy69m1oO2HYgROynNH39FU1xpfoyArkUEyyNtlQ12ncXT--4GXvgH0x5ufoyO7goDC6XulQVz3YoTu-FOXHAO0w