```\nclass Solution:\n def nextBeautifulNumber(self, n: int) -> int:\n if n == 0:\n return 1\n elif 1 <= n < 22:\n return 22\n elif 22 <= n < 122:\n return 122\n elif 122 <= n < 212:\n return 212\n elif 212 <= n < 221:\n return 221\n elif 221 <= n < 333:\n return 333\n elif 333 <= n < 1333:\n return 1333\n elif 1333 <= n < 3133:\n return 3133\n elif 3133 <= n < 3313:\n return 3313\n elif 3313 <= n < 3331:\n return 3331\n elif 3331 <= n < 4444:\n return 4444\n elif 4444 <= n < 14444:\n return 14444\n elif 14444 <= n < 22333:\n return 22333\n elif 22333 <= n < 23233:\n return 23233\n elif 23233 <= n < 23323:\n return 23323\n elif 23323 <= n < 23332:\n return 23332\n elif 23332 <= n < 32233:\n return 32233\n elif 32233 <= n < 32323:\n return 32323\n elif 32323 <= n < 32332:\n return 32332\n elif 32332 <= n < 33223:\n return 33223\n elif 33223 <= n < 33232:\n return 33232\n elif 33232 <= n < 33322:\n return 33322\n elif 33322 <= n < 41444:\n return 41444\n elif 41444 <= n < 44144:\n return 44144\n elif 44144 <= n < 44414:\n return 44414\n elif 44414 <= n < 44441:\n return 44441\n elif 44414 <= n < 44441:\n return 44441\n elif 44441 <= n < 55555:\n return 55555\n elif 55555 <= n < 122333:\n return 122333\n elif 122333 <= n < 123233:\n return 123233\n elif 123233 <= n < 123323:\n return 123323\n elif 123323 <= n < 123332:\n return 123332\n elif 123332 <= n < 132233:\n return 132233\n elif 132233 <= n < 132323:\n return 132323\n elif 132233 <= n < 132332:\n return 132332\n elif 132332 <= n < 133223:\n return 133223\n elif 133223 <= n < 133232:\n return 133232\n elif 133232 <= n < 133322:\n return 133322\n elif 133322 <= n < 155555:\n return 155555\n elif 155555 <= n < 212333:\n return 212333\n elif 212333 <= n < 213233:\n return 213233\n elif 213233 <= n < 213323:\n return 213323\n elif 213323 <= n < 213332:\n return 213332\n elif 213332 <= n < 221333:\n return 221333\n elif 221333 <= n < 223133:\n return 223133\n elif 223133 <= n < 223313:\n return 223313\n elif 223313 <= n < 223331:\n return 223331\n elif 223331 <= n < 224444:\n return 224444\n elif 224444 <= n < 231233:\n return 231233\n elif 231233 <= n < 231323:\n return 231323\n elif 231323 <= n < 231332:\n return 231332\n elif 231332 <= n < 232133:\n return 232133\n elif 232133 <= n < 232313:\n return 232313\n elif 232313 <= n < 232331:\n return 232331\n elif 232331 <= n < 233123:\n return 233123\n elif 233123 <= n < 233132:\n return 233132\n elif 233132 <= n < 233213:\n return 233213\n elif 233213 <= n < 233231:\n return 233231\n elif 233231 <= n < 233312:\n return 233312\n elif 233312 <= n < 233321:\n return 233321\n elif 233321 <= n < 242444:\n return 242444\n elif 242444 <= n < 244244:\n return 244244\n elif 244244 <= n < 244424:\n return 244424\n elif 244244 <= n < 244442:\n return 244442\n elif 244442 <= n < 312233:\n return 312233\n elif 312233 <= n < 312323:\n return 312323\n elif 312323 <= n < 312332:\n return 312332\n elif 312332 <= n < 313223:\n return 313223\n elif 313223 <= n < 313232:\n return 313232\n elif 313232 <= n < 313322:\n return 313322\n elif 313322 <= n < 321233:\n return 321233\n elif 321233 <= n < 321323:\n return 321323\n elif 321323 <= n < 321332:\n return 321332\n elif 321332 <= n < 322133:\n return 322133\n elif 322133 <= n < 322313:\n return 322313\n elif 322313 <= n < 322331:\n return 322331\n elif 322331 <= n < 323123:\n return 323123\n elif 323123 <= n < 323132:\n return 323132\n elif 323132 <= n < 323213:\n return 323213\n elif 323213 <= n < 323231:\n return 323231\n elif 323231 <= n < 323312:\n return 323312\n elif 323312 <= n < 323321:\n return 323321\n elif 323321 <= n < 331223:\n return 331223\n elif 331223 <= n < 331232:\n return 331232\n elif 331232 <= n < 331322:\n return 331322\n elif 331322 <= n < 332123:\n return 332123\n elif 332123 <= n < 332132:\n return 332132\n elif 332132 <= n < 332213:\n return 332213\n elif 332213 <= n < 332231:\n return 332231\n elif 332231 <= n < 332312:\n return 332312\n elif 332312 <= n < 332321:\n return 332321\n elif 332321 <= n < 333122:\n return 333122\n elif 333122 <= n < 333212:\n return 333212\n elif 333212 <= n < 333221:\n return 333221\n elif 333221 <= n < 422444:\n return 422444\n elif 422444 <= n < 424244:\n return 424244\n elif 424244 <= n < 424424:\n return 424424\n elif 424424 <= n < 424442:\n return 424442\n elif 424442 <= n < 442244:\n return 442244\n elif 442244 <= n < 442424:\n return 442424\n elif 442424 <= n < 442442:\n return 442442\n elif 442442 <= n < 444224:\n return 444224\n elif 444224 <= n < 444242:\n return 444242\n elif 444242 <= n < 444422:\n return 444422\n elif 444422 <= n < 515555:\n return 515555\n elif 515555 <= n < 551555:\n return 551555\n elif 551555 <= n < 555155:\n return 555155\n elif 555155 <= n < 555515:\n return 555515\n elif 555515 <= n < 555551:\n return 555551\n elif 555551 <= n < 666666:\n return 666666\n elif 666666 <= n < 1224444:\n return 1224444\n```

Next Greater Numerically Balanced Number

Problem Description

Problem Description

Answer Panel