Use these filters to narrow down your next problem to solve:

OJ: , Topic: , Quality:

You can now sort these problems based on Distinct ACcepted Users (DACU) column.

Generally, problems with high DACU are the easier problems.

Note that we only update DACU column manually when we first entered the hint (thus an outdated data).

Note: Column Point is only relevant for Kattis online judge.

UVa | Problem Title | CP4 | Hint | DACU | Point |
---|---|---|---|---|---|

10740 | Fetching from uHunt | non-starred |
standard K-Best Shortest Paths problem | 0.0 | |

10989 | Fetching from uHunt | non-starred |
this is the basic problem solvable with Stoer Wagner's algorithm | 0.0 | |

11594 | Fetching from uHunt | non-starred |
use Gomory-Hu tree | 0.0 | |

11603 | Fetching from uHunt | non-starred |
get the maximum spanning tree of the input table; then check if its all pairs maximum flow equals to the input table | 0.0 | |

12478 | Fetching from uHunt | 1.4a1, One-Liner I/O | try one of the eight names | 0.0 | |

13025 | Fetching from uHunt | 1.4a1, One-Liner I/O | giveaway, just print the one-line answer | 0.0 | |

10071 | Fetching from uHunt | 1.4a2, I/O + Sequences Only | super simple: output 2*v*t | 0.0 | |

11614 | Fetching from uHunt | 1.4a2, I/O + Sequences Only | root of a quadratic equation | 0.0 | |

11805 | Fetching from uHunt | 1.4a2, I/O + Sequences Only | very simple O(1) formula exists | 0.0 | |

01124 | Fetching from uHunt | 1.4b, Repetition Only | LA 2681 - SouthEasternEurope06; just echo/re-print the input again | 0.0 | |

10055 | Fetching from uHunt | 1.4b, Repetition Only | absolute function; the only trap is to use long long | 0.0 | |

11044 | Fetching from uHunt | 1.4b, Repetition Only | one liner code/formula exists | 0.0 | |

11547 | Fetching from uHunt | 1.4b, Repetition Only | a one liner O(1) solution exists | 0.0 | |

00621 | Fetching from uHunt | 1.4d, Multiple TC + Selection | case analysis for only 4 possible outputs | 0.0 | |

11172 | Fetching from uHunt | 1.4d, Multiple TC + Selection | very easy; one liner | 0.0 | |

11723 | Fetching from uHunt | 1.4d, Multiple TC + Selection | simple math | 0.0 | |

11727 | Fetching from uHunt | 1.4d, Multiple TC + Selection | sort the 3 numbers and get the median | 0.0 | |

12250 | Fetching from uHunt | 1.4d, Multiple TC + Selection | LA 4995 - KualaLumpur10; if-else | 0.0 | |

12289 | Fetching from uHunt | 1.4d, Multiple TC + Selection | just use if-else statements | 0.0 | |

12372 | Fetching from uHunt | 1.4d, Multiple TC + Selection | just check if all L, W, H ≤ 20 | 0.0 | |

12468 | Fetching from uHunt | 1.4d, Multiple TC + Selection | easy; there are only 4 possibilities | 0.0 | |

12577 | Fetching from uHunt | 1.4d, Multiple TC + Selection | straightforward | 0.0 | |

12646 | Fetching from uHunt | 1.4d, Multiple TC + Selection | simply enumerate all cases | 0.0 | |

12917 | Fetching from uHunt | 1.4d, Multiple TC + Selection | simple O(1) check | 0.0 | |

00272 | Fetching from uHunt | 1.4e1, Control Flow, Easy | replace all double quotes to TeX style quotes | 0.0 | |

10300 | Fetching from uHunt | 1.4e1, Control Flow, Easy | ignore the number of animals | 0.0 | |

11799 | Fetching from uHunt | 1.4e1, Control Flow, Easy | one linear scan; find max value | 0.0 | |

12279 | Fetching from uHunt | 1.4e1, Control Flow, Easy | simple linear scan | 0.0 | |

13012 | Fetching from uHunt | 1.4e1, Control Flow, Easy | giveaway | 0.0 | |

13034 | Fetching from uHunt | 1.4e1, Control Flow, Easy | giveaway, simple loop 13 times | 0.0 | |

13130 | Fetching from uHunt | 1.4e1, Control Flow, Easy | simple | 0.0 | |

11364 | Fetching from uHunt | 1.4e2, Control Flow, Still Easy | linear scan to get l and r; answer = 2*(r-l) | 0.0 | |

11498 | Fetching from uHunt | 1.4e2, Control Flow, Still Easy | just use if-else statements | 0.0 | |

11764 | Fetching from uHunt | 1.4e2, Control Flow, Still Easy | one linear scan to count high low jumps | 0.0 | |

12403 | Fetching from uHunt | 1.4e2, Control Flow, Still Easy | straightforward | 0.0 | |

01709 | Fetching from uHunt | 1.4f, Function | LA 7150 - WorldFinals Marrakech15; linear scan; probably one of the easiest WorldFinals problem; also available at Katti... | 0.0 | |

10424 | Fetching from uHunt | 1.4f, Function | just do as asked | 0.0 | |

10550 | Fetching from uHunt | 1.4f, Function | simple; do as asked; also available at Kattis - combinationlock | 0.0 | |

11078 | Fetching from uHunt | 1.4f, Function | one linear scan; max function | 0.0 | |

11332 | Fetching from uHunt | 1.4f, Function | simple recursion | 0.0 | |

11687 | Fetching from uHunt | 1.4f, Function | direct simulation; also available at Kattis - digits | 0.0 | |

01585 | Fetching from uHunt | 1.4g, 1D Array, Easier | LA 3354 - Seoul05; very easy one pass algorithm | 0.0 | |

11679 | Fetching from uHunt | 1.4g, 1D Array, Easier | simulate; see if all banks have ≥ 0 reserve | 0.0 | |

11942 | Fetching from uHunt | 1.4g, 1D Array, Easier | check if input is sorted | 0.0 | |

12015 | Fetching from uHunt | 1.4g, 1D Array, Easier | traverse the list twice | 0.0 | |

01641 | Fetching from uHunt | 1.4h, Easy | scan row by row; flip the status of inside/outside polygon due to the presence of character slash or backslash | 0.0 | |

10963 | Fetching from uHunt | 1.4h, Easy | for two blocks to be merge-able, the gaps between their columns must be the same | 0.0 | |

12503 | Fetching from uHunt | 1.4h, Easy | easy simulation | 0.0 | |

12554 | Fetching from uHunt | 1.4h, Easy | easy simulation | 0.0 | |

12658 | Fetching from uHunt | 1.4h, Easy | character recognition check | 0.0 | |

12696 | Fetching from uHunt | 1.4h, Easy | LA 6608 - Phuket 2013; easy problem | 0.0 | |

12750 | Fetching from uHunt | 1.4h, Easy | simply loop through the given dataset in O(n) and output the answer | 0.0 | |

12798 | Fetching from uHunt | 1.4h, Easy | simply loop through the given dataset in O(N*M) and output the answer | 0.0 | |

10114 | Fetching from uHunt | 1.4i, Still Easy | just simulate the process | 0.0 | |

10141 | Fetching from uHunt | 1.4i, Still Easy | solvable with one linear scan | 0.0 | |

10324 | Fetching from uHunt | 1.4i, Still Easy | simplify using 1D array: change counter | 0.0 | |

10919 | Fetching from uHunt | 1.4i, Still Easy | process the requirements as the input is read; also available at Kattis - prerequisites | 0.0 | |

11559 | Fetching from uHunt | 1.4i, Still Easy | one linear pass | 0.0 | |

11586 | Fetching from uHunt | 1.4i, Still Easy | TLE if brute force; find the pattern | 0.0 | |

11661 | Fetching from uHunt | 1.4i, Still Easy | linear scan | 0.0 | |

11683 | Fetching from uHunt | 1.4i, Still Easy | one linear pass is enough | 0.0 | |

11786 | Fetching from uHunt | 1.4i, Still Easy | need to observe the pattern | 0.0 | |

12614 | Fetching from uHunt | 1.4i, Still Easy | this problem has nice bitmask story camouflage; the final solution--after some thought--is very easy | 0.0 | |

13007 | Fetching from uHunt | 1.4i, Still Easy | simple simulation | 0.0 | |

00119 | Fetching from uHunt | 1.4j, Medium | simulate the give and receive process | 0.0 | |

00573 | Fetching from uHunt | 1.4j, Medium | simulation; several corner cases | 0.0 | |

00661 | Fetching from uHunt | 1.4j, Medium | simulation | 0.0 | |

01237 | Fetching from uHunt | 1.4j, Medium | LA 4142 - Jakarta08; input is small | 0.0 | |

11507 | Fetching from uHunt | 1.4j, Medium | simulation; if-else | 0.0 | |

11956 | Fetching from uHunt | 1.4j, Medium | simulation; ignore '.' | 0.0 | |

12157 | Fetching from uHunt | 1.4j, Medium | LA 4405 - KualaLumpur08; compute and compare the two plans | 0.0 | |

12545 | Fetching from uHunt | 1.4j, Medium | analyzing patterns; not that hard; also available at Kattis - bitsequalizer | 0.0 | |

12643 | Fetching from uHunt | 1.4j, Medium | it has tricky test cases | 0.0 | |

00162 | Fetching from uHunt | 1.6a, Game (Card) | card game simulation; straightforward | 0.0 | |

00462 | Fetching from uHunt | 1.6a, Game (Card) | simulation; card | 0.0 | |

00555 | Fetching from uHunt | 1.6a, Game (Card) | card game | 0.0 | |

10205 | Fetching from uHunt | 1.6a, Game (Card) | card game | 0.0 | |

10315 | Fetching from uHunt | 1.6a, Game (Card) | tedious problem | 0.0 | |

10388 | Fetching from uHunt | 1.6a, Game (Card) | card simulation; uses random number to determine moves; need data structure to maintain the face-up and face-down cards | 0.0 | |

10646 | Fetching from uHunt | 1.6a, Game (Card) | shuffle cards with some rules and then get a certain card | 0.0 | |

11225 | Fetching from uHunt | 1.6a, Game (Card) | card game | 0.0 | |

11678 | Fetching from uHunt | 1.6a, Game (Card) | just an array manipulation problem | 0.0 | |

12247 | Fetching from uHunt | 1.6a, Game (Card) | This is a starred problem; refer to CP3/4 book | 0.0 | |

12366 | Fetching from uHunt | 1.6a, Game (Card) | set and pair checks; various corner cases; but the given sample I/O is quite thorough | 0.0 | |

12952 | Fetching from uHunt | 1.6a, Game (Card) | returning the max of (A, B) is always the best strategy for this problem | 0.0 | |

00255 | Fetching from uHunt | 1.6b, Game (Chess) | check the validity of chess moves | 0.0 | |

00278 | Fetching from uHunt | 1.6b, Game (Chess) | basic chess knowledge is needed; derive the closed form formulas | 0.0 | |

00696 | Fetching from uHunt | 1.6b, Game (Chess) | ad hoc; chess | 0.0 | |

10196 | Fetching from uHunt | 1.6b, Game (Chess) | ad hoc; chess; tedious | 0.0 | |

10284 | Fetching from uHunt | 1.6b, Game (Chess) | FEN = Forsyth-Edwards Notation is a standard notation for describing board positions in a chess game | 0.0 | |

10849 | Fetching from uHunt | 1.6b, Game (Chess) | chess | 0.0 | |

11494 | Fetching from uHunt | 1.6b, Game (Chess) | ad hoc;chess | 0.0 | |

00340 | Fetching from uHunt | 1.6c, Game (Others), Easier | determine strong and weak matches | 0.0 | |

00489 | Fetching from uHunt | 1.6c, Game (Others), Easier | just do as asked | 0.0 | |

00947 | Fetching from uHunt | 1.6c, Game (Others), Easier | similar to UVa 340 | 0.0 | |

10189 | Fetching from uHunt | 1.6c, Game (Others), Easier | simulate the classic Minesweeper game; similar to UVa 10279 | 0.0 | |

10279 | Fetching from uHunt | 1.6c, Game (Others), Easier | a 2D array helps; similar to UVa 10189 | 0.0 | |

10409 | Fetching from uHunt | 1.6c, Game (Others), Easier | just simulate the die movement | 0.0 | |

10530 | Fetching from uHunt | 1.6c, Game (Others), Easier | use a 1D flag array; also available at Kattis - guessinggame | 0.0 | |

11459 | Fetching from uHunt | 1.6c, Game (Others), Easier | simulate it; similar to UVa 647 | 0.0 | |

12239 | Fetching from uHunt | 1.6c, Game (Others), Easier | try all 90^2 pairs; see if all numbers in [0..N] are there | 0.0 | |

00114 | Fetching from uHunt | 1.6d, Game (Others), Harder | simulation of pinball machine | 0.0 | |

00141 | Fetching from uHunt | 1.6d, Game (Others), Harder | solvable with one linear scan | 0.0 | |

00220 | Fetching from uHunt | 1.6d, Game (Others), Harder | follow the game rules; a bit tedious | 0.0 | |

00227 | Fetching from uHunt | 1.6d, Game (Others), Harder | parse the input; array manipulation | 0.0 | |

00232 | Fetching from uHunt | 1.6d, Game (Others), Harder | complex array manipulation problem | 0.0 | |

00339 | Fetching from uHunt | 1.6d, Game (Others), Harder | follow problem description | 0.0 | |

00379 | Fetching from uHunt | 1.6d, Game (Others), Harder | follow problem description | 0.0 | |

00584 | Fetching from uHunt | 1.6d, Game (Others), Harder | simulation; games; reading comprehension | 0.0 | |

00647 | Fetching from uHunt | 1.6d, Game (Others), Harder | childhood board game; also see UVa 11459 | 0.0 | |

10363 | Fetching from uHunt | 1.6d, Game (Others), Harder | check validity of Tic Tac Toe game; tricky; also available at Kattis - tictactoe2 | 0.0 | |

10443 | Fetching from uHunt | 1.6d, Game (Others), Harder | 2D arrays manipulation; also available at Kattis - rockscissorspaper | 0.0 | |

10813 | Fetching from uHunt | 1.6d, Game (Others), Harder | follow the problem description | 0.0 | |

10903 | Fetching from uHunt | 1.6d, Game (Others), Harder | count wins and losses; output win average; also available at Kattis - rockpaperscissors | 0.0 | |

11013 | Fetching from uHunt | 1.6d, Game (Others), Harder | check permutations of 5 cards to determine the best run; brute force the 6th card and replace one of your card with it | 0.0 | |

00362 | Fetching from uHunt | 1.6e, Real Life, Easier | typical file download situation | 0.0 | |

00637 | Fetching from uHunt | 1.6e, Real Life, Easier | application in printer driver software | 0.0 | |

01586 | Fetching from uHunt | 1.6e, Real Life, Easier | LA 3900 - Seoul07; basic Chemistry | 0.0 | |

10082 | Fetching from uHunt | 1.6e, Real Life, Easier | use 2D mapper array to simplify the problem; also available at Kattis - wertyu | 0.0 | |

10554 | Fetching from uHunt | 1.6e, Real Life, Easier | are you concerned with your weights? | 0.0 | |

11530 | Fetching from uHunt | 1.6e, Real Life, Easier | handphone users encounter this issue in the past | 0.0 | |

11744 | Fetching from uHunt | 1.6e, Real Life, Easier | this is another topic on Computer Organization; this time on Digital Logic design | 0.0 | |

11945 | Fetching from uHunt | 1.6e, Real Life, Easier | a bit of output formatting | 0.0 | |

11984 | Fetching from uHunt | 1.6e, Real Life, Easier | F to C conversion and vice versa | 0.0 | |

12195 | Fetching from uHunt | 1.6e, Real Life, Easier | count the number of correct measures | 0.0 | |

12808 | Fetching from uHunt | 1.6e, Real Life, Easier | basic Physics formula for freefall is H = 1/2*g*t*t or t = sqrt(2*H/g) and the formula for displacement is X = V*t; they... | 0.0 | |

13151 | Fetching from uHunt | 1.6e, Real Life, Easier | marking programming exam; ad hoc; straightforward | 0.0 | |

00161 | Fetching from uHunt | 1.6f, Real Life, Medium | this is a typical situation on the road | 0.0 | |

00187 | Fetching from uHunt | 1.6f, Real Life, Medium | an accounting problem | 0.0 | |

00447 | Fetching from uHunt | 1.6f, Real Life, Medium | life simulation model | 0.0 | |

00457 | Fetching from uHunt | 1.6f, Real Life, Medium | simplified game of life simulation; similar idea with UVa 00447; explore the Internet for that term | 0.0 | |

00857 | Fetching from uHunt | 1.6f, Real Life, Medium | MIDI; application in computer music | 0.0 | |

10191 | Fetching from uHunt | 1.6f, Real Life, Medium | you may want to apply this to your own schedule | 0.0 | |

10528 | Fetching from uHunt | 1.6f, Real Life, Medium | music knowledge in problem description | 0.0 | |

10812 | Fetching from uHunt | 1.6f, Real Life, Medium | be careful with boundary cases! | 0.0 | |

11736 | Fetching from uHunt | 1.6f, Real Life, Medium | this is a (simplified) introduction to Computer Organization on how computer stores data in memory | 0.0 | |

11743 | Fetching from uHunt | 1.6f, Real Life, Medium | Luhn's algorithm to check credit card numbers; search the Internet to learn more | 0.0 | |

12555 | Fetching from uHunt | 1.6f, Real Life, Medium | one of the first question asked when a new baby is born; requires a bit of input processing | 0.0 | |

00139 | Fetching from uHunt | 1.6g, Real Life, Harder | calculate phone bill; string manipulation | 0.0 | |

00145 | Fetching from uHunt | 1.6g, Real Life, Harder | similar to UVa 00139 | 0.0 | |

00333 | Fetching from uHunt | 1.6g, Real Life, Harder | this problem has buggy test data with blank lines that potentially cause lots of Presentation Errors | 0.0 | |

00346 | Fetching from uHunt | 1.6g, Real Life, Harder | musical chord; major/minor | 0.0 | |

00403 | Fetching from uHunt | 1.6g, Real Life, Harder | emulation of printer driver; tedious | 0.0 | |

00448 | Fetching from uHunt | 1.6g, Real Life, Harder | tedious hexadecimal to assembly language conversion | 0.0 | |

00449 | Fetching from uHunt | 1.6g, Real Life, Harder | easier if you have a musical background | 0.0 | |

00538 | Fetching from uHunt | 1.6g, Real Life, Harder | the problem's premise is quite true | 0.0 | |

00706 | Fetching from uHunt | 1.6g, Real Life, Harder | like in old digital display | 0.0 | |

01061 | Fetching from uHunt | 1.6g, Real Life, Harder | LA 3736 - WorldFinals Tokyo07; try all eight possible blood + Rh types with the information given | 0.0 | |

01091 | Fetching from uHunt | 1.6g, Real Life, Harder | LA 4786 - WorldFinals Harbin10; tedious simulation and reading comprehension | 0.0 | |

10415 | Fetching from uHunt | 1.6g, Real Life, Harder | about musical instruments; also available at Kattis - saxophone | 0.0 | |

10659 | Fetching from uHunt | 1.6g, Real Life, Harder | typical presentation programs do this | 0.0 | |

11223 | Fetching from uHunt | 1.6g, Real Life, Harder | tedious morse code conversion | 0.0 | |

11279 | Fetching from uHunt | 1.6g, Real Life, Harder | an extension of UVa 11278 problem; it is interesting to compare QWERTY and DVORAK keyboard layout | 0.0 | |

12342 | Fetching from uHunt | 1.6g, Real Life, Harder | tax computation can be tricky indeed | 0.0 | |

12394 | Fetching from uHunt | 1.6g, Real Life, Harder | interesting problem with real life back story; be careful of various corner cases | 0.0 | |

00579 | Fetching from uHunt | 1.6h, Time, Easier | be careful with corner cases | 0.0 | |

00893 | Fetching from uHunt | 1.6h, Time, Easier | use Java GregorianCalendar; similar to UVa 11356 | 0.0 | |

10683 | Fetching from uHunt | 1.6h, Time, Easier | simple clock system conversion | 0.0 | |

11219 | Fetching from uHunt | 1.6h, Time, Easier | be careful with boundary cases! | 0.0 | |

11356 | Fetching from uHunt | 1.6h, Time, Easier | very easy if you use Java GregorianCalendar | 0.0 | |

11650 | Fetching from uHunt | 1.6h, Time, Easier | some mathematics required; similar to UVa 11677 | 0.0 | |

11677 | Fetching from uHunt | 1.6h, Time, Easier | similar idea with UVa 11650 | 0.0 | |

11958 | Fetching from uHunt | 1.6h, Time, Easier | be careful with 'past midnight' | 0.0 | |

12019 | Fetching from uHunt | 1.6h, Time, Easier | Gregorian Calendar; get DAY_OF_WEEK | 0.0 | |

12136 | Fetching from uHunt | 1.6h, Time, Easier | LA 4202 - Dhaka08; check time | 0.0 | |

12148 | Fetching from uHunt | 1.6h, Time, Easier | easy with Gregorian Calendar; use method 'add' to add one day to previous date and see if it is the same as the current ... | 0.0 | |

12531 | Fetching from uHunt | 1.6h, Time, Easier | angles between two clock hands | 0.0 | |

13275 | Fetching from uHunt | 1.6h, Time, Easier | QY-Y (if not 29 Feb) or NumOfLeapYears(QY)-NumOfLeapYears(Y) otherwise | 0.0 | |

00150 | Fetching from uHunt | 1.6i, Time, Harder | convert between Julian and Gregorian dates | 0.0 | |

00158 | Fetching from uHunt | 1.6i, Time, Harder | a simulation of calendar manager; it requires sorting and a bit of string processing | 0.0 | |

00170 | Fetching from uHunt | 1.6i, Time, Harder | simulation; time | 0.0 | |

00300 | Fetching from uHunt | 1.6i, Time, Harder | ad hoc; time | 0.0 | |

00602 | Fetching from uHunt | 1.6i, Time, Harder | Gregorian versus Julian calendar | 0.0 | |

10070 | Fetching from uHunt | 1.6i, Time, Harder | more than ordinary leap years | 0.0 | |

10339 | Fetching from uHunt | 1.6i, Time, Harder | find the formula | 0.0 | |

10371 | Fetching from uHunt | 1.6i, Time, Harder | follow the description, tedious; also available at Kattis - timezones | 0.0 | |

10942 | Fetching from uHunt | 1.6i, Time, Harder | try all 3! = 6 permutations of 3 integers to form YY MM DD; check validity of the date; pick the earliest valid date | 0.0 | |

11947 | Fetching from uHunt | 1.6i, Time, Harder | easier with Java GregorianCalendar | 0.0 | |

12439 | Fetching from uHunt | 1.6i, Time, Harder | inclusion-exclusion; lots of corner cases; be careful | 0.0 | |

12822 | Fetching from uHunt | 1.6i, Time, Harder | convert hh:mm:ss to second to simplify the problem; then this is just a tedious simulation problem | 0.0 | |

00185 | Fetching from uHunt | 1.6j, Roman Numerals | also involving backtracking | 0.0 | |

00344 | Fetching from uHunt | 1.6j, Roman Numerals | count Roman chars used in [1..N] | 0.0 | |

00759 | Fetching from uHunt | 1.6j, Roman Numerals | validation problem | 0.0 | |

11616 | Fetching from uHunt | 1.6j, Roman Numerals | Roman numeral conversion problem | 0.0 | |

12397 | Fetching from uHunt | 1.6j, Roman Numerals | each Roman digit has a value | 0.0 | |

00444 | Fetching from uHunt | 1.6k, Cipher, Easier | each char is mapped to 2 or 3 digits | 0.0 | |

00458 | Fetching from uHunt | 1.6k, Cipher, Easier | shift ASCII values by -7 | 0.0 | |

00641 | Fetching from uHunt | 1.6k, Cipher, Easier | reverse the given formula and simulate | 0.0 | |

00795 | Fetching from uHunt | 1.6k, Cipher, Easier | prepare an 'inverse mapper' | 0.0 | |

00865 | Fetching from uHunt | 1.6k, Cipher, Easier | simple character substitution mapping | 0.0 | |

01339 | Fetching from uHunt | 1.6k, Cipher, Easier | count character frequencies of both strings; sort and compare | 0.0 | |

10019 | Fetching from uHunt | 1.6k, Cipher, Easier | find the pattern | 0.0 | |

10222 | Fetching from uHunt | 1.6k, Cipher, Easier | simple decoding mechanism | 0.0 | |

10851 | Fetching from uHunt | 1.6k, Cipher, Easier | ignore border; treat '\/' as 1/0 | 0.0 | |

10878 | Fetching from uHunt | 1.6k, Cipher, Easier | treat space/'o' as 0/1; then it is binary to decimal conversion | 0.0 | |

10896 | Fetching from uHunt | 1.6k, Cipher, Easier | try all possible keys; use tokenizer | 0.0 | |

10921 | Fetching from uHunt | 1.6k, Cipher, Easier | simple conversion problem | 0.0 | |

11220 | Fetching from uHunt | 1.6k, Cipher, Easier | follow instruction in the problem | 0.0 | |

11278 | Fetching from uHunt | 1.6k, Cipher, Easier | map QWERTY keys to DVORAK | 0.0 | |

11541 | Fetching from uHunt | 1.6k, Cipher, Easier | read char by char and simulate | 0.0 | |

11946 | Fetching from uHunt | 1.6k, Cipher, Easier | ad hoc | 0.0 | |

12896 | Fetching from uHunt | 1.6k, Cipher, Easier | simple cipher; use mapper | 0.0 | |

13107 | Fetching from uHunt | 1.6k, Cipher, Easier | simple encode; be careful with 20-26 | 0.0 | |

13145 | Fetching from uHunt | 1.6k, Cipher, Easier | shift alphabet values by +6 characters to read the problem statement; simple Caesar Cipher problem | 0.0 | |

00245 | Fetching from uHunt | 1.6l, Cipher, Medium | LA 5184 - WorldFinals Nashville95 | 0.0 | |

00483 | Fetching from uHunt | 1.6l, Cipher, Medium | read char by char from left to right | 0.0 | |

00492 | Fetching from uHunt | 1.6l, Cipher, Medium | ad hoc; similar to UVa 483 | 0.0 | |

00632 | Fetching from uHunt | 1.6l, Cipher, Medium | simulate the process; use sorting | 0.0 | |

00739 | Fetching from uHunt | 1.6l, Cipher, Medium | straightforward conversion problem | 0.0 | |

00740 | Fetching from uHunt | 1.6l, Cipher, Medium | just simulate the process | 0.0 | |

11716 | Fetching from uHunt | 1.6l, Cipher, Medium | simple cipher | 0.0 | |

11787 | Fetching from uHunt | 1.6l, Cipher, Medium | follow the description | 0.0 | |

00271 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | grammar check; linear scan | 0.0 | |

00327 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | implementation can be tricky | 0.0 | |

00391 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | use flags; tedious parsing | 0.0 | |

00397 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | iteratively perform the next operation | 0.0 | |

00442 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | properties of matrix chain multiplication | 0.0 | |

00486 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | parsing | 0.0 | |

00537 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | simple formula; parsing is difficult | 0.0 | |

01200 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | LA 2972 - Tehran03; tokenize input | 0.0 | |

10252 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | A-Z keys | 0.0 | |

10906 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | BNF parsing; iterative solution | 0.0 | |

11148 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | extract integers; simple/mixed fractions from a line; a bit of gcd | 0.0 | |

11878 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | expression parsing | 0.0 | |

12543 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | LA 6150 - HatYai12; iterative parser | 0.0 | |

12820 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | count letter frequencies; let n be the number of different letter frequencies; n has to be greater or equal to 2; then w... | 0.0 | |

13047 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | simple parsing; left-to-right or right-to-left checks | 0.0 | |

13093 | Fetching from uHunt | 1.6m, Input Parsing (Iter) | simple string tokenize; take first characters of each word | 0.0 | |

00110 | Fetching from uHunt | 1.6n, Output Formatting, E | actually an ad hoc sorting problem | 0.0 | |

00320 | Fetching from uHunt | 1.6n, Output Formatting, E | requires flood fill technique | 0.0 | |

00445 | Fetching from uHunt | 1.6n, Output Formatting, E | simulation; output formatting | 0.0 | |

00488 | Fetching from uHunt | 1.6n, Output Formatting, E | use several loops | 0.0 | |

00490 | Fetching from uHunt | 1.6n, Output Formatting, E | 2d array manipulation; output formatting | 0.0 | |

01605 | Fetching from uHunt | 1.6n, Output Formatting, E | LA 4044 - NortheasternEurope07; we can answer this problem with just h=2 levels | 0.0 | |

10146 | Fetching from uHunt | 1.6n, Output Formatting, E | the problem description tries to hide the meaning of 'dictionary'; it is not a hard problem actually | 0.0 | |

10500 | Fetching from uHunt | 1.6n, Output Formatting, E | simulate; output formatting | 0.0 | |

10894 | Fetching from uHunt | 1.6n, Output Formatting, E | how fast can you can solve this problem? | 0.0 | |

11074 | Fetching from uHunt | 1.6n, Output Formatting, E | output formatting | 0.0 | |

11482 | Fetching from uHunt | 1.6n, Output Formatting, E | tedious | 0.0 | |

11965 | Fetching from uHunt | 1.6n, Output Formatting, E | replace consecutive spaces with only one space | 0.0 | |

12364 | Fetching from uHunt | 1.6n, Output Formatting, E | 2D array check; check all possible digits [0..9] | 0.0 | |

13091 | Fetching from uHunt | 1.6n, Output Formatting, E | just output formatting | 0.0 | |

00144 | Fetching from uHunt | 1.6o, Time Waster, Easier | simulation | 0.0 | |

00214 | Fetching from uHunt | 1.6o, Time Waster, Easier | just simulate the process; be careful with subtract (-); divide (/); and negate (@); tedious | 0.0 | |

00335 | Fetching from uHunt | 1.6o, Time Waster, Easier | simulation | 0.0 | |

00349 | Fetching from uHunt | 1.6o, Time Waster, Easier | simulation | 0.0 | |

00556 | Fetching from uHunt | 1.6o, Time Waster, Easier | simulation | 0.0 | |

01721 | Fetching from uHunt | 1.6o, Time Waster, Easier | LA 7162 - WorldFinals Marrakech15; tedious simulation problem; also available at Kattis - windows | 0.0 | |

10028 | Fetching from uHunt | 1.6o, Time Waster, Easier | tedious simulation with several corner cases | 0.0 | |

10033 | Fetching from uHunt | 1.6o, Time Waster, Easier | adhoc; simulation | 0.0 | |

10134 | Fetching from uHunt | 1.6o, Time Waster, Easier | must be very careful with details | 0.0 | |

10281 | Fetching from uHunt | 1.6o, Time Waster, Easier | distance = speed*time elapsed; also available at Kattis - averagespeed | 0.0 | |

10850 | Fetching from uHunt | 1.6o, Time Waster, Easier | gossip spread simulation | 0.0 | |

11638 | Fetching from uHunt | 1.6o, Time Waster, Easier | simulation; needs to use bitmask for parameter C | 0.0 | |

12060 | Fetching from uHunt | 1.6o, Time Waster, Easier | LA 3012 - Dhaka04; output format | 0.0 | |

12085 | Fetching from uHunt | 1.6o, Time Waster, Easier | LA 2189 - Dhaka06; watch out for PE | 0.0 | |

12608 | Fetching from uHunt | 1.6o, Time Waster, Easier | simulation with several corner cases | 0.0 | |

12700 | Fetching from uHunt | 1.6o, Time Waster, Easier | just do as instructed | 0.0 | |

00337 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation; output related | 0.0 | |

00381 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation | 0.0 | |

00405 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation | 0.0 | |

00603 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation | 0.0 | |

00618 | Fetching from uHunt | 1.6p, Time Waster, Harder | tedious | 0.0 | |

00830 | Fetching from uHunt | 1.6p, Time Waster, Harder | very hard to get AC; one minor error = WA; not recommended | 0.0 | |

00945 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulate the given cargo loading process | 0.0 | |

10142 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation | 0.0 | |

10188 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation | 0.0 | |

10267 | Fetching from uHunt | 1.6p, Time Waster, Harder | simulation | 0.0 | |

10961 | Fetching from uHunt | 1.6p, Time Waster, Harder | tedious simulation | 0.0 | |

11140 | Fetching from uHunt | 1.6p, Time Waster, Harder | ad hoc | 0.0 | |

11717 | Fetching from uHunt | 1.6p, Time Waster, Harder | tricky simulation | 0.0 | |

12280 | Fetching from uHunt | 1.6p, Time Waster, Harder | a tedious problem | 0.0 | |

00414 | Fetching from uHunt | 2.2a, 1D Array, Medium | get the longest stretch of Bs | 0.0 | |

00482 | Fetching from uHunt | 2.2a, 1D Array, Medium | you may need to use a string tokenizer as the size of the array is not specified | 0.0 | |

00591 | Fetching from uHunt | 2.2a, 1D Array, Medium | sum all items; get the average; sum the total absolute differences of each item from the average divided by two | 0.0 | |

10038 | Fetching from uHunt | 2.2a, 1D Array, Medium | 1D Boolean flags to check [1..n-1]; also available at Kattis - jollyjumpers | 0.0 | |

10050 | Fetching from uHunt | 2.2a, 1D Array, Medium | 1D boolean flag | 0.0 | |

11192 | Fetching from uHunt | 2.2a, 1D Array, Medium | character array | 0.0 | |

11496 | Fetching from uHunt | 2.2a, 1D Array, Medium | store data in 1D array; count the peaks | 0.0 | |

11608 | Fetching from uHunt | 2.2a, 1D Array, Medium | use three arrays: created; required; available | 0.0 | |

11875 | Fetching from uHunt | 2.2a, 1D Array, Medium | get median of a sorted input | 0.0 | |

12150 | Fetching from uHunt | 2.2a, 1D Array, Medium | simple manipulation | 0.0 | |

12356 | Fetching from uHunt | 2.2a, 1D Array, Medium | similar to deletion in doubly linked lists but we can still use a 1D array for the underlying data structure | 0.0 | |

12854 | Fetching from uHunt | 2.2a, 1D Array, Medium | 1D array of size 5; trivial | 0.0 | |

12959 | Fetching from uHunt | 2.2a, 1D Array, Medium | just go through the 1D array | 0.0 | |

12996 | Fetching from uHunt | 2.2a, 1D Array, Medium | we need 1D array to store the number of N mango types first | 0.0 | |

13026 | Fetching from uHunt | 2.2a, 1D Array, Medium | you have to store the N strings in an array first | 0.0 | |

13181 | Fetching from uHunt | 2.2a, 1D Array, Medium | find the largest gap between two Xs; special corner cases at the two end points | 0.0 | |

00230 | Fetching from uHunt | 2.2b, 1D Array, Harder | string parsing; maintain sorted books by author names then by title; the input size is small; we do not need balanced BS... | 0.0 | |

00394 | Fetching from uHunt | 2.2b, 1D Array, Harder | any n-dimensional array is stored in computer memory as a single dimensional array; follow the problem description | 0.0 | |

00467 | Fetching from uHunt | 2.2b, 1D Array, Harder | linear scan; 1D boolean flag | 0.0 | |

00665 | Fetching from uHunt | 2.2b, 1D Array, Harder | use 1D boolean flags; each =; <; or > tells us an information; check if there is only one candidate false coin left at t... | 0.0 | |

00946 | Fetching from uHunt | 2.2b, 1D Array, Harder | just 1D array manipulation; be careful with the special restriction | 0.0 | |

10978 | Fetching from uHunt | 2.2b, 1D Array, Harder | 1D string array | 0.0 | |

11093 | Fetching from uHunt | 2.2b, 1D Array, Harder | linear scan; circular array; a bit challenging | 0.0 | |

11222 | Fetching from uHunt | 2.2b, 1D Array, Harder | use several 1D arrays | 0.0 | |

11850 | Fetching from uHunt | 2.2b, 1D Array, Harder | for each integer location from 0 to 1322; can Brenda reach (anywhere within 200 miles of) any charging stations? | 0.0 | |

12662 | Fetching from uHunt | 2.2b, 1D Array, Harder | 1D array manipulation; brute force | 0.0 | |

13048 | Fetching from uHunt | 2.2b, 1D Array, Harder | use 1D Boolean array; simulate | 0.0 | |

00541 | Fetching from uHunt | 2.2c, 2D Array, Easier | count the number of 1s for each row/col; which must be even; if there is an error; see if the odd number of 1s appear on... | 0.0 | |

00585 | Fetching from uHunt | 2.2c, 2D Array, Easier | recursive grammar check and output formatting | 0.0 | |

10703 | Fetching from uHunt | 2.2c, 2D Array, Easier | use 2D boolean array of size 500*500 | 0.0 | |

10920 | Fetching from uHunt | 2.2c, 2D Array, Easier | simulate the process | 0.0 | |

11040 | Fetching from uHunt | 2.2c, 2D Array, Easier | non trivial 2D array manipulation | 0.0 | |

11349 | Fetching from uHunt | 2.2c, 2D Array, Easier | use long long to avoid issues | 0.0 | |

11581 | Fetching from uHunt | 2.2c, 2D Array, Easier | simulate the process | 0.0 | |

11835 | Fetching from uHunt | 2.2c, 2D Array, Easier | do as asked | 0.0 | |

12187 | Fetching from uHunt | 2.2c, 2D Array, Easier | simulate the process | 0.0 | |

12667 | Fetching from uHunt | 2.2c, 2D Array, Easier | use both 1D and 2D arrays to store submission status | 0.0 | |

12981 | Fetching from uHunt | 2.2c, 2D Array, Easier | small 2x2 matrix rotation | 0.0 | |

00101 | Fetching from uHunt | 2.2d, 2D Array, Harder | stack-like simulation; but we need to access the content of each stack too; so it is better to use 2D array | 0.0 | |

00434 | Fetching from uHunt | 2.2d, 2D Array, Harder | a kind of visibility problem in geometry; solvable with using 2D array manipulation | 0.0 | |

00466 | Fetching from uHunt | 2.2d, 2D Array, Harder | core functions: rotate and reflect | 0.0 | |

00512 | Fetching from uHunt | 2.2d, 2D Array, Harder | apply all rows/columns modifications in descending order; for each query; report the new position of the cell or report ... | 0.0 | |

00707 | Fetching from uHunt | 2.2d, 2D Array, Harder | this requires 3D array; but as there is no such category; it is classified here | 0.0 | |

10016 | Fetching from uHunt | 2.2d, 2D Array, Harder | tedious | 0.0 | |

10855 | Fetching from uHunt | 2.2d, 2D Array, Harder | string array; 90 degrees clockwise rotation | 0.0 | |

11360 | Fetching from uHunt | 2.2d, 2D Array, Harder | do as asked | 0.0 | |

12291 | Fetching from uHunt | 2.2d, 2D Array, Harder | do as asked; a bit tedious | 0.0 | |

12398 | Fetching from uHunt | 2.2d, 2D Array, Harder | simulate backwards; do not forget to mod 10 | 0.0 | |

00400 | Fetching from uHunt | 2.2e, Sorting, Easier | this command is very frequently used in UNIX | 0.0 | |

00855 | Fetching from uHunt | 2.2e, Sorting, Easier | sort; median | 0.0 | |

10107 | Fetching from uHunt | 2.2e, Sorting, Easier | find median of a growing/dynamic list of integers; we can use multiple calls of nth_element in algorithm | 0.0 | |

10880 | Fetching from uHunt | 2.2e, Sorting, Easier | use sort | 0.0 | |

10905 | Fetching from uHunt | 2.2e, Sorting, Easier | modified comparison function; use sort | 0.0 | |

11039 | Fetching from uHunt | 2.2e, Sorting, Easier | use sort then count different signs | 0.0 | |

11588 | Fetching from uHunt | 2.2e, Sorting, Easier | sort simplifies the problem | 0.0 | |

11777 | Fetching from uHunt | 2.2e, Sorting, Easier | sort simplifies the problem | 0.0 | |

11824 | Fetching from uHunt | 2.2e, Sorting, Easier | sort simplifies the problem | 0.0 | |

12071 | Fetching from uHunt | 2.2e, Sorting, Easier | reading comprehension; sort the input; compute something | 0.0 | |

12541 | Fetching from uHunt | 2.2e, Sorting, Easier | LA 6148 - HatYai12; sort; youngest + oldest | 0.0 | |

12709 | Fetching from uHunt | 2.2e, Sorting, Easier | LA 6650 - Dhaka13; although the problem has a complicated story; it has a very easy solution with sort routine | 0.0 | |

12861 | Fetching from uHunt | 2.2e, Sorting, Easier | sort the timezones first and try adjacent pairings (two possibilities) | 0.0 | |

13113 | Fetching from uHunt | 2.2e, Sorting, Easier | count the votes; sort; pick the top 2 | 0.0 | |

00123 | Fetching from uHunt | 2.2f, Sorting, Harder | modified comparison function; use sort | 0.0 | |

00450 | Fetching from uHunt | 2.2f, Sorting, Harder | tedious sorting problem | 0.0 | |

00790 | Fetching from uHunt | 2.2f, Sorting, Harder | multi-fields sorting; use sort; similar to UVa 10258 | 0.0 | |

01610 | Fetching from uHunt | 2.2f, Sorting, Harder | LA 6196 - MidAtlanticUSA12; median | 0.0 | |

10194 | Fetching from uHunt | 2.2f, Sorting, Harder | multi-fields sorting; use sort | 0.0 | |

10258 | Fetching from uHunt | 2.2f, Sorting, Harder | multi-fields sorting; use sort; similar to UVa 00790 | 0.0 | |

10698 | Fetching from uHunt | 2.2f, Sorting, Harder | multi-fields sorting; use sort | 0.0 | |

11300 | Fetching from uHunt | 2.2f, Sorting, Harder | use sort; involving the median | 0.0 | |

11321 | Fetching from uHunt | 2.2f, Sorting, Harder | be careful with negative mod! | 0.0 | |

12269 | Fetching from uHunt | 2.2f, Sorting, Harder | sort and check if Guido covers all land (end-to-end and side-to-side); also available at Kattis - lawnmower | 0.0 | |

00299 | Fetching from uHunt | 2.2g, Special Sorting | can use O(n^2) bubble sort | 0.0 | |

00612 | Fetching from uHunt | 2.2g, Special Sorting | needs O(n^2) stable_sort | 0.0 | |

10327 | Fetching from uHunt | 2.2g, Special Sorting | solvable with O(n^2) bubble sort | 0.0 | |

10810 | Fetching from uHunt | 2.2g, Special Sorting | requires O(n log n) merge sort; also available at Kattis - ultraquicksort | 0.0 | |

11462 | Fetching from uHunt | 2.2g, Special Sorting | standard Counting Sort problem | 0.0 | |

11495 | Fetching from uHunt | 2.2g, Special Sorting | requires O(n log n) merge sort | 0.0 | |

11858 | Fetching from uHunt | 2.2g, Special Sorting | requires O(n log n) merge sort; 64-bit integer; also available at Kattis - froshweek | 0.0 | |

13212 | Fetching from uHunt | 2.2g, Special Sorting | requires O(n log n) merge sort | 0.0 | |

00594 | Fetching from uHunt | 2.2h, Bit Manipulation | manipulate bit string with bitset | 0.0 | |

00700 | Fetching from uHunt | 2.2h, Bit Manipulation | can be solved with bitset | 0.0 | |

01241 | Fetching from uHunt | 2.2h, Bit Manipulation | LA 4147 - Jakarta08; easy | 0.0 | |

10264 | Fetching from uHunt | 2.2h, Bit Manipulation | heavy bitmask manipulation | 0.0 | |

10469 | Fetching from uHunt | 2.2h, Bit Manipulation | super simple if you use xor | 0.0 | |

11173 | Fetching from uHunt | 2.2h, Bit Manipulation | Divide and Conquer pattern or one liner bit manipulation | 0.0 | |

11760 | Fetching from uHunt | 2.2h, Bit Manipulation | separate row col checks; use two bitsets | 0.0 | |

11926 | Fetching from uHunt | 2.2h, Bit Manipulation | use 1M bitset to check if a slot is free | 0.0 | |

11933 | Fetching from uHunt | 2.2h, Bit Manipulation | simple bit exercise | 0.0 | |

12571 | Fetching from uHunt | 2.2h, Bit Manipulation | precalculate AND operations | 0.0 | |

12720 | Fetching from uHunt | 2.2h, Bit Manipulation | observe the pattern in this binary to decimal conversion variant; involves modulo arithmetic | 0.0 | |

00424 | Fetching from uHunt | 2.2i, Big Integer | BigInteger addition | 0.0 | |

00465 | Fetching from uHunt | 2.2i, Big Integer | BigInteger add/multiply; compare with 2^31-1$ | 0.0 | |

00619 | Fetching from uHunt | 2.2i, Big Integer | BigInteger | 0.0 | |

00713 | Fetching from uHunt | 2.2i, Big Integer | BigInteger StringBuffer reverse() | 0.0 | |

00748 | Fetching from uHunt | 2.2i, Big Integer | BigInteger exponentiation | 0.0 | |

01226 | Fetching from uHunt | 2.2i, Big Integer | LA 3997 - Danang07; mod operation | 0.0 | |

01647 | Fetching from uHunt | 2.2i, Big Integer | find the simple pattern first using brute force; then precompute the answers using BigInteger | 0.0 | |

10013 | Fetching from uHunt | 2.2i, Big Integer | BigInteger addition | 0.0 | |

10083 | Fetching from uHunt | 2.2i, Big Integer | BigInteger number theory | 0.0 | |

10106 | Fetching from uHunt | 2.2i, Big Integer | BigInteger multiplication | 0.0 | |

10198 | Fetching from uHunt | 2.2i, Big Integer | recurrences; BigInteger | 0.0 | |

10430 | Fetching from uHunt | 2.2i, Big Integer | BigInteger; derive formula first | 0.0 | |

10433 | Fetching from uHunt | 2.2i, Big Integer | BigInteger: pow; substract; mod | 0.0 | |

10464 | Fetching from uHunt | 2.2i, Big Integer | Java BigDecimal class | 0.0 | |

10494 | Fetching from uHunt | 2.2i, Big Integer | BigInteger division | 0.0 | |

10519 | Fetching from uHunt | 2.2i, Big Integer | recurrences; BigInteger | 0.0 | |

10523 | Fetching from uHunt | 2.2i, Big Integer | BigInteger addition; multiplication; and power | 0.0 | |

10669 | Fetching from uHunt | 2.2i, Big Integer | Big Integer is for 3^n; binary rep of set; also available at Kattis - threepowers | 0.0 | |

10925 | Fetching from uHunt | 2.2i, Big Integer | BigInteger addition and division | 0.0 | |

10992 | Fetching from uHunt | 2.2i, Big Integer | input size is up to 50 digits | 0.0 | |

11448 | Fetching from uHunt | 2.2i, Big Integer | BigInteger subtraction | 0.0 | |

11664 | Fetching from uHunt | 2.2i, Big Integer | simple simulation involving BigInteger | 0.0 | |

11821 | Fetching from uHunt | 2.2i, Big Integer | Java BigDecimal class | 0.0 | |

11830 | Fetching from uHunt | 2.2i, Big Integer | use BigInteger string representation | 0.0 | |

11879 | Fetching from uHunt | 2.2i, Big Integer | BigInteger: mod; divide; subtract; equals | 0.0 | |

12143 | Fetching from uHunt | 2.2i, Big Integer | LA 4209 - Dhaka08; formula simplification---the hard part; use BigInteger---the easy part | 0.0 | |

12459 | Fetching from uHunt | 2.2i, Big Integer | draw the ancestor tree to see the pattern | 0.0 | |

12930 | Fetching from uHunt | 2.2i, Big Integer | Java BigDecimal class; compareTo | 0.0 | |

00127 | Fetching from uHunt | 2.2j, Stack | shuffling stack | 0.0 | |

00514 | Fetching from uHunt | 2.2j, Stack | use stack to simulate the process | 0.0 | |

00732 | Fetching from uHunt | 2.2j, Stack | use stack to simulate the process | 0.0 | |

01062 | Fetching from uHunt | 2.2j, Stack | LA 3752 - WorldFinals Tokyo07; simulation with stack; maximum answer is 26 stacks; O(n) solution exists | 0.0 | |

10858 | Fetching from uHunt | 2.2j, Stack | use stack | 0.0 | |

13055 | Fetching from uHunt | 2.2j, Stack | nice problem about stack | 0.0 | |

00551 | Fetching from uHunt | 2.2k, Stack-based Problems | bracket matching; use stack | 0.0 | |

00673 | Fetching from uHunt | 2.2k, Stack-based Problems | similar to UVa 551; classic | 0.0 | |

00727 | Fetching from uHunt | 2.2k, Stack-based Problems | Infix to Postfix conversion problem | 0.0 | |

11111 | Fetching from uHunt | 2.2k, Stack-based Problems | bracket matching with twists | 0.0 | |

00246 | Fetching from uHunt | 2.2l, List/Queue/Deque | card simulation with queue and deque | 0.0 | |

00540 | Fetching from uHunt | 2.2l, List/Queue/Deque | modified queue | 0.0 | |

10172 | Fetching from uHunt | 2.2l, List/Queue/Deque | use both queue and stack | 0.0 | |

10901 | Fetching from uHunt | 2.2l, List/Queue/Deque | simulation with queue; also available at Kattis - ferryloading3 | 0.0 | |

10935 | Fetching from uHunt | 2.2l, List/Queue/Deque | simulation with queue | 0.0 | |

11034 | Fetching from uHunt | 2.2l, List/Queue/Deque | simulation with queue; also available at Kattis - ferryloading4 | 0.0 | |

11797 | Fetching from uHunt | 2.2l, List/Queue/Deque | simulation with 5 queues | 0.0 | |

11988 | Fetching from uHunt | 2.2l, List/Queue/Deque | rare linked list problem | 0.0 | |

12100 | Fetching from uHunt | 2.2l, List/Queue/Deque | simulation with queue | 0.0 | |

12108 | Fetching from uHunt | 2.2l, List/Queue/Deque | simulation with N queues | 0.0 | |

12207 | Fetching from uHunt | 2.2l, List/Queue/Deque | use both queue and deque | 0.0 | |

01203 | Fetching from uHunt | 2.3a, Priority Queue | LA 3135 - Beijing04; use priority_queue | 0.0 | |

11995 | Fetching from uHunt | 2.3a, Priority Queue | stack; queue; and priority_queue | 0.0 | |

11997 | Fetching from uHunt | 2.3a, Priority Queue | sort the lists; merge two sorted lists using priority_queue to keep the K-th smallest sum every time | 0.0 | |

13190 | Fetching from uHunt | 2.3a, Priority Queue | similar to UVa 01203; use PQ; use drug numbering id as tie-breaker | 0.0 | |

00499 | Fetching from uHunt | 2.3b, DAT, ASCII | ASCII keys | 0.0 | |

00895 | Fetching from uHunt | 2.3b, DAT, ASCII | get the letter frequency of each word; compare with puzzle line | 0.0 | |

10008 | Fetching from uHunt | 2.3b, DAT, ASCII | A-Z keys | 0.0 | |

10062 | Fetching from uHunt | 2.3b, DAT, ASCII | ASCII character frequency count | 0.0 | |

10260 | Fetching from uHunt | 2.3b, DAT, ASCII | DAT for soundex A-Z code mapping; also available at Kattis - soundex | 0.0 | |

10293 | Fetching from uHunt | 2.3b, DAT, ASCII | A-Z keys | 0.0 | |

10625 | Fetching from uHunt | 2.3b, DAT, ASCII | ASCII character; frequency addition n times | 0.0 | |

11340 | Fetching from uHunt | 2.3b, DAT, ASCII | ASCII keys | 0.0 | |

11577 | Fetching from uHunt | 2.3b, DAT, ASCII | A-Z keys | 0.0 | |

12626 | Fetching from uHunt | 2.3b, DAT, ASCII | A-Z keys | 0.0 | |

00755 | Fetching from uHunt | 2.3c, DAT, Others | Direct Addressing Table; convert the letters except Q and Z to 2-9; keep 0-9 as 0-9; sort the integers; find duplicates ... | 0.0 | |

01368 | Fetching from uHunt | 2.3c, DAT, Others | for each column j, find the highest frequency character among all j-th column of all m DNA strings | 0.0 | |

11203 | Fetching from uHunt | 2.3c, DAT, Others | count frequency of x/y/z | 0.0 | |

12650 | Fetching from uHunt | 2.3c, DAT, Others | use 1D Boolean array for each person | 0.0 | |

10887 | Fetching from uHunt | 2.3d, Hash Table (set) | Use O(M*N*log(MN)*10) algorithm; concatenate all pairs of strings; put them in a set; report set size | 0.0 | |

11849 | Fetching from uHunt | 2.3d, Hash Table (set) | unordered_set is faster than set here; or use modified merge as the input is sorted; also available at Kattis - cd | 0.0 | |

12049 | Fetching from uHunt | 2.3d, Hash Table (set) | unordered_multiset manipulation | 0.0 | |

13148 | Fetching from uHunt | 2.3d, Hash Table (set) | we can store all precomputed answers - which are given - into unordered_set | 0.0 | |

00484 | Fetching from uHunt | 2.3e, Hash Table (map), E | maintain frequency with map | 0.0 | |

00860 | Fetching from uHunt | 2.3e, Hash Table (map), E | frequency counting | 0.0 | |

00902 | Fetching from uHunt | 2.3e, Hash Table (map), E | read char by char; count word freq | 0.0 | |

10282 | Fetching from uHunt | 2.3e, Hash Table (map), E | a pure dictionary problem; use unordered_map; also available at Kattis - babelfish | 0.0 | |

10295 | Fetching from uHunt | 2.3e, Hash Table (map), E | use unordered_map to deal with Hay Points dictionary; also available at Kattis - haypoints | 0.0 | |

10374 | Fetching from uHunt | 2.3e, Hash Table (map), E | use unordered_map for frequency counting | 0.0 | |

10686 | Fetching from uHunt | 2.3e, Hash Table (map), E | use map to manage the data | 0.0 | |

11286 | Fetching from uHunt | 2.3e, Hash Table (map), E | use unordered_map to count frequencies of the sorted permutations of 5 ids; also available at Kattis - conformity | 0.0 | |

11348 | Fetching from uHunt | 2.3e, Hash Table (map), E | use map and set to check uniqueness | 0.0 | |

11629 | Fetching from uHunt | 2.3e, Hash Table (map), E | use map | 0.0 | |

12592 | Fetching from uHunt | 2.3e, Hash Table (map), E | use map; string to string | 0.0 | |

00417 | Fetching from uHunt | 2.3f, Hash Table (map), H | generate all words; add to map for auto sorting | 0.0 | |

10132 | Fetching from uHunt | 2.3f, Hash Table (map), H | use map; brute force | 0.0 | |

10145 | Fetching from uHunt | 2.3f, Hash Table (map), H | use map and set | 0.0 | |

11572 | Fetching from uHunt | 2.3f, Hash Table (map), H | use unordered_map to record the occurrence index of a certain snowflake size; use this to determine the answer in linear... | 0.0 | |

11860 | Fetching from uHunt | 2.3f, Hash Table (map), H | use set and map; linear scan | 0.0 | |

11917 | Fetching from uHunt | 2.3f, Hash Table (map), H | use map | 0.0 | |

00501 | Fetching from uHunt | 2.3g, Balanced BST (set) | use multiset with efficient iterator manipulation | 0.0 | |

00978 | Fetching from uHunt | 2.3g, Balanced BST (set) | simulation; use multiset | 0.0 | |

10815 | Fetching from uHunt | 2.3g, Balanced BST (set) | use set and string | 0.0 | |

11062 | Fetching from uHunt | 2.3g, Balanced BST (set) | similar to UVa 10815 with twists | 0.0 | |

11136 | Fetching from uHunt | 2.3g, Balanced BST (set) | use multiset | 0.0 | |

13037 | Fetching from uHunt | 2.3g, Balanced BST (set) | we can use set or a sorted array | 0.0 | |

00939 | Fetching from uHunt | 2.3h, Balanced BST (map) | map child name to his/her gene and parents' names | 0.0 | |

10138 | Fetching from uHunt | 2.3h, Balanced BST (map) | map plates to bills; entrance time; and position | 0.0 | |

10226 | Fetching from uHunt | 2.3h, Balanced BST (map) | use map; sorted output; also available at Kattis - hardwoodspecies | 0.0 | |

10420 | Fetching from uHunt | 2.3h, Balanced BST (map) | word frequency counting; use map | 0.0 | |

11239 | Fetching from uHunt | 2.3h, Balanced BST (map) | use map and set to check previous strings; order needed; also available at Kattis - opensource | 0.0 | |

11308 | Fetching from uHunt | 2.3h, Balanced BST (map) | use map and set | 0.0 | |

12504 | Fetching from uHunt | 2.3h, Balanced BST (map) | use map; string to string | 0.0 | |

10909 | Fetching from uHunt | 2.3i, Order Statistics Tree | involves dynamic selection; use pb\_ds, Fenwick Tree, or augment balanced BST | 0.0 | |

00599 | Fetching from uHunt | 2.4a, Graph Data Structures | V-E = number of CCs; use a bitset of size 26 to count the number of vertices that have some edge | 0.0 | |

10895 | Fetching from uHunt | 2.4a, Graph Data Structures | transpose adjacency list | 0.0 | |

10928 | Fetching from uHunt | 2.4a, Graph Data Structures | counting out-degrees | 0.0 | |

11550 | Fetching from uHunt | 2.4a, Graph Data Structures | graph representation; incidence matrix | 0.0 | |

11991 | Fetching from uHunt | 2.4a, Graph Data Structures | Adjacency List | 0.0 | |

00793 | Fetching from uHunt | 2.4b, Union-Find | trivial; application of disjoint sets | 0.0 | |

01197 | Fetching from uHunt | 2.4b, Union-Find | LA 2817 - Kaohsiung03; Connected Components | 0.0 | |

01329 | Fetching from uHunt | 2.4b, Union-Find | LA 3027 - SouthEasternEurope04; interesting UFDS variant; modify the union and find routine | 0.0 | |

10158 | Fetching from uHunt | 2.4b, Union-Find | advanced usage of disjoint sets with a nice twist; memorize list of enemies | 0.0 | |

10227 | Fetching from uHunt | 2.4b, Union-Find | merge two disjoint sets if they are consistent; also available at Kattis - forests | 0.0 | |

10507 | Fetching from uHunt | 2.4b, Union-Find | disjoint sets simplifies this problem | 0.0 | |

10583 | Fetching from uHunt | 2.4b, Union-Find | count disjoint sets after all unions | 0.0 | |

10608 | Fetching from uHunt | 2.4b, Union-Find | find the set with the largest element | 0.0 | |

10685 | Fetching from uHunt | 2.4b, Union-Find | find the set with the largest element | 0.0 | |

11503 | Fetching from uHunt | 2.4b, Union-Find | maintain set attribute (size) in rep item; also available at Kattis - virtualfriends | 0.0 | |

11690 | Fetching from uHunt | 2.4b, Union-Find | check if total money from each member is 0 | 0.0 | |

11987 | Fetching from uHunt | 2.4b, Union-Find | maintain set attribute (size and sum) in rep item; new operation: move; key idea: do not destroy the parent array struct... | 0.0 | |

00297 | Fetching from uHunt | 2.4c, Tree-related DS | simple quadtree problem | 0.0 | |

01232 | Fetching from uHunt | 2.4c, Tree-related DS | LA 4108 - Singapore07; we have to use a Segment Tree; note that this problem is not about RSQ/RMQ | 0.0 | |

01513 | Fetching from uHunt | 2.4c, Tree-related DS | LA 5902 - NorthWesternEurope11; not stack but dynamic RSQ problem; use DAT (for mapping) and Fenwick Tree (for RSQ); als... | 0.0 | |

11235 | Fetching from uHunt | 2.4c, Tree-related DS | range maximum query | 0.0 | |

11297 | Fetching from uHunt | 2.4c, Tree-related DS | Quad Tree with updates or use 2D segment tree | 0.0 | |

11350 | Fetching from uHunt | 2.4c, Tree-related DS | simple tree data structure question | 0.0 | |

11402 | Fetching from uHunt | 2.4c, Tree-related DS | Segment Tree with lazy updates | 0.0 | |

11423 | Fetching from uHunt | 2.4c, Tree-related DS | clever usage of Fenwick Tree and large array; important hint: look at the constraints carefully | 0.0 | |

12086 | Fetching from uHunt | 2.4c, Tree-related DS | LA 2191 - Dhaka06; pure dynamic RSQ problem; solvable with Fenwick Tree or Segment Tree | 0.0 | |

12299 | Fetching from uHunt | 2.4c, Tree-related DS | Segment Tree with a few point (not range) updates; RMQs | 0.0 | |

12532 | Fetching from uHunt | 2.4c, Tree-related DS | clever usage of Fenwick/Segment Tree | 0.0 | |

00165 | Fetching from uHunt | 3.2a, Pre-calculate-able | requires some DP too; can be pre-calculated | 0.0 | |

00167 | Fetching from uHunt | 3.2a, Pre-calculate-able | 8-queens chess problem | 0.0 | |

00256 | Fetching from uHunt | 3.2a, Pre-calculate-able | brute force; math; pre-calculate-able | 0.0 | |

00347 | Fetching from uHunt | 3.2a, Pre-calculate-able | simulate the process; pre-calculate-able | 0.0 | |

00750 | Fetching from uHunt | 3.2a, Pre-calculate-able | classic backtracking problem; only 92 possible 8-queens positions | 0.0 | |

00861 | Fetching from uHunt | 3.2a, Pre-calculate-able | backtracking with pruning as in 8-queens recursive backtracking solution; then pre-calculate the results | 0.0 | |

10128 | Fetching from uHunt | 3.2a, Pre-calculate-able | backtracking with pruning; try all $N!$ permutations that satisfy the requirement; 13! will TLE; pre-calculate the resul... | 0.0 | |

10177 | Fetching from uHunt | 3.2a, Pre-calculate-able | 2/3/4 nested loops; precalculate | 0.0 | |

10276 | Fetching from uHunt | 3.2a, Pre-calculate-able | insert a number one by one | 0.0 | |

11085 | Fetching from uHunt | 3.2a, Pre-calculate-able | see UVa 750; pre-calculation | 0.0 | |

00105 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | height map; sweep left-right | 0.0 | |

00592 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | key idea: there are only 3^5*2 possible states: the status of each person and whether it is day or night | 0.0 | |

00617 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | try all integer speeds from 30 to 60 mph | 0.0 | |

01260 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | LA 4843 - Daejeon10; check all | 0.0 | |

01588 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | LA 3712 - NorthEasternEurope06; good iterative brute force problem; beware of corner cases | 0.0 | |

10041 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | try all possible locations | 0.0 | |

10487 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | sort and then do O(n^2) pairings; also available at Kattis - closestsums | 0.0 | |

10570 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | brute force all possible final configurations (ascending/descending) and see which one requires the smallest number of e... | 0.0 | |

10670 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | 2 nested loops; with sorting; also available at Kattis - reduction | 0.0 | |

10730 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | 2 nested loops with pruning can still pass the time limit; compare this with UVa 11129; also available at Kattis - antia... | 0.0 | |

11242 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | brute force plus sorting; also available at Kattis - tourdefrance | 0.0 | |

12205 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | brute force; check intervals; also available at Kattis - telephones | 0.0 | |

12488 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | 2 nested loops; simulate overtaking process | 0.0 | |

12583 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | 2 nested loops; be careful of overcounting | 0.0 | |

13018 | Fetching from uHunt | 3.2b, Iterative (Two Loops) | 2 dices, small range; 2 nested loops | 0.0 | |

00154 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops | 0.0 | |

00441 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 6 nested loops; easy | 0.0 | |

00626 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops | 0.0 | |

00703 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops | 0.0 | |

00735 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops; then count | 0.0 | |

10102 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 4 nested loops will do; we do not need BFS; get max of minimum Manhattan distance from a 1 to a 3 | 0.0 | |

10662 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops | 0.0 | |

11059 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops; input is small | 0.0 | |

12498 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops | 0.0 | |

12515 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops | 0.0 | |

12801 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 3 nested loops; still possible to be optimized further | 0.0 | |

12844 | Fetching from uHunt | 3.2c, Three+ Nested Loops, E | 5 nested loops; scaled down version of UVa 10202; do observations first | 0.0 | |

00253 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | try all; similar problem in UVa 11959 | 0.0 | |

00296 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | try all 10000 possible codes; 4 nested loops; use similar solution as Master-Mind game | 0.0 | |

00386 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 4 nested loops with pruning | 0.0 | |

10360 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | also solvable using 1024^2 DP max sum | 0.0 | |

10365 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | use 3 nested loops with pruning | 0.0 | |

10483 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 2 nested loops for a; b; derive c from a; b; there are 354 answers for range [0.01 .. 255.99]; similar to UVa 11236 | 0.0 | |

10502 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 6 nested loops; rectangle | 0.0 | |

10660 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 7 nested loops; Manhattan distance | 0.0 | |

10973 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 3 nested loops with pruning | 0.0 | |

11108 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | try all 2^5 = 32 values with pruning; also available at Kattis - tautology | 0.0 | |

11236 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 3 nested loops for a; b; c; derive d from a; b; c; check if you have 949 lines of output | 0.0 | |

11342 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | pre-calculate squared values from 0^2 to 224^2; use 3 nested loops to generate the answers; use map to avoid duplicates | 0.0 | |

11548 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 4 nested loops; string; pruning | 0.0 | |

11565 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 3 nested loops with pruning | 0.0 | |

11804 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 5 nested loops | 0.0 | |

11959 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | try all possible dice positions; compare with the 2nd one | 0.0 | |

11975 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | 3 nested loops; simulate the game as asked | 0.0 | |

12337 | Fetching from uHunt | 3.2d, Three+ Nested Loops, H | try all possible row x col size and test if it is beautiful | 0.0 | |

00140 | Fetching from uHunt | 3.2e, Iterative (Permutation) | max n is just 8; use next_permutation; the algorithm inside next_permutation is iterative | 0.0 | |

00146 | Fetching from uHunt | 3.2e, Iterative (Permutation) | use next_permutation | 0.0 | |

00234 | Fetching from uHunt | 3.2e, Iterative (Permutation) | LA 5173 - WorldFinals Phoenix94; use next_permutation; simulation | 0.0 | |

00418 | Fetching from uHunt | 3.2e, Iterative (Permutation) | use next_permutation to permute the 4 molecule locations and then use 12^6 six-nested-loops to check the area of the sup... | 0.0 | |

01064 | Fetching from uHunt | 3.2e, Iterative (Permutation) | LA 3808 - WorldFinals Tokyo07; permutation of up to 5 messages; simulation; mind the word 'consecutive' | 0.0 | |

01209 | Fetching from uHunt | 3.2e, Iterative (Permutation) | LA 3173 - Manila06; STL next and prev_permutation | 0.0 | |

10997 | Fetching from uHunt | 3.2e, Iterative (Permutation) | not an easy problem; require analysis to realize that the search space is small; also available at Kattis - medals | 0.0 | |

11412 | Fetching from uHunt | 3.2e, Iterative (Permutation) | next_permutation; find one possibility from 6! | 0.0 | |

11742 | Fetching from uHunt | 3.2e, Iterative (Permutation) | try all permutations | 0.0 | |

12249 | Fetching from uHunt | 3.2e, Iterative (Permutation) | LA 4994 - KualaLumpur10; try all permutations; a bit of string matching | 0.0 | |

00435 | Fetching from uHunt | 3.2f, Iterative (Combination) | only 2^20 possible coalition combinations | 0.0 | |

00517 | Fetching from uHunt | 3.2f, Iterative (Combination) | convert (a; b) to (0; 1) first so that we only work with integers; there can only be 2^16 possibilities although s can b... | 0.0 | |

00639 | Fetching from uHunt | 3.2f, Iterative (Combination) | generate 2^(4x4) = 2^16 combinations and prune | 0.0 | |

01047 | Fetching from uHunt | 3.2f, Iterative (Combination) | LA 3278 - WorldFinals Shanghai05; try all 2^n subsets of towers to be taken; use inclusion-exclusion principle | 0.0 | |

11205 | Fetching from uHunt | 3.2f, Iterative (Combination) | try all 2^15 bitmask | 0.0 | |

11659 | Fetching from uHunt | 3.2f, Iterative (Combination) | try all 2^20 bitmask and check | 0.0 | |

12346 | Fetching from uHunt | 3.2f, Iterative (Combination) | LA 5723 - Phuket11; try all 2^n combinations; pick the best one | 0.0 | |

12348 | Fetching from uHunt | 3.2f, Iterative (Combination) | LA 5725 - Phuket11; try all 2^n combinations | 0.0 | |

12406 | Fetching from uHunt | 3.2f, Iterative (Combination) | try all 2^p possible bitmasks; change '0's to '2's | 0.0 | |

12694 | Fetching from uHunt | 3.2f, Iterative (Combination) | LA 6606 - Phuket13; it is safest to just brute force all 2^20 possibilities; greedy solution should be possible too | 0.0 | |

13103 | Fetching from uHunt | 3.2f, Iterative (Combination) | try all 2^k combinations; swapping a 0-bit with another 0-bit or 1-bit with another 1-bit has no effect | 0.0 | |

00102 | Fetching from uHunt | 3.2g, Try All Answers | try all 6 combinations of possible answers | 0.0 | |

00188 | Fetching from uHunt | 3.2g, Try All Answers | 3 nested loops; keep trying until an answer is found | 0.0 | |

00471 | Fetching from uHunt | 3.2g, Try All Answers | somewhat similar to UVa 00725 | 0.0 | |

00725 | Fetching from uHunt | 3.2g, Try All Answers | try all possible answers | 0.0 | |

10908 | Fetching from uHunt | 3.2g, Try All Answers | 4 nested loops; try all possible odd square lengths | 0.0 | |

00100 | Fetching from uHunt | 3.2h, Math Simulation, Easier | simply do as asked; the only trap is that j can be < i | 0.0 | |

00371 | Fetching from uHunt | 3.2h, Math Simulation, Easier | similar to UVa 100 | 0.0 | |

00382 | Fetching from uHunt | 3.2h, Math Simulation, Easier | do trial division | 0.0 | |

00654 | Fetching from uHunt | 3.2h, Math Simulation, Easier | just use brute force | 0.0 | |

00906 | Fetching from uHunt | 3.2h, Math Simulation, Easier | compute c from d = 1 until a/b < c/d | 0.0 | |

01225 | Fetching from uHunt | 3.2h, Math Simulation, Easier | LA 3996 - Danang07; N is small | 0.0 | |

01583 | Fetching from uHunt | 3.2h, Math Simulation, Easier | N is small; prepare an array of size 100044; that is the largest possible digit sum for this problem | 0.0 | |

10346 | Fetching from uHunt | 3.2h, Math Simulation, Easier | interesting simulation problem | 0.0 | |

10370 | Fetching from uHunt | 3.2h, Math Simulation, Easier | compute average; see how many are above it; also available at Kattis - aboveaverage | 0.0 | |

10783 | Fetching from uHunt | 3.2h, Math Simulation, Easier | input range is very small; just brute force it | 0.0 | |

10879 | Fetching from uHunt | 3.2h, Math Simulation, Easier | just use brute force | 0.0 | |

11001 | Fetching from uHunt | 3.2h, Math Simulation, Easier | brute force math; maximize function | 0.0 | |

11150 | Fetching from uHunt | 3.2h, Math Simulation, Easier | similar to UVa 10346; be careful with boundary cases! | 0.0 | |

11247 | Fetching from uHunt | 3.2h, Math Simulation, Easier | brute force around the answer to be safe | 0.0 | |

11313 | Fetching from uHunt | 3.2h, Math Simulation, Easier | similar to UVa 10346 | 0.0 | |

11689 | Fetching from uHunt | 3.2h, Math Simulation, Easier | similar to UVa 10346; also available at Kattis - sodasurpler | 0.0 | |

11877 | Fetching from uHunt | 3.2h, Math Simulation, Easier | similar to UVa 10346 | 0.0 | |

11934 | Fetching from uHunt | 3.2h, Math Simulation, Easier | just do plain brute-force | 0.0 | |

12527 | Fetching from uHunt | 3.2h, Math Simulation, Easier | try all; check repeated digits | 0.0 | |

12938 | Fetching from uHunt | 3.2h, Math Simulation, Easier | complete search; 4 digits; square numbers | 0.0 | |

13059 | Fetching from uHunt | 3.2h, Math Simulation, Easier | just simulate the counting; it will only runs in logarithmic steps; use long long | 0.0 | |

13131 | Fetching from uHunt | 3.2h, Math Simulation, Easier | brute force version of modified sumDiv(N) function | 0.0 | |

00493 | Fetching from uHunt | 3.2i, Math Simulation, Harder | simulate the spiral process | 0.0 | |

00550 | Fetching from uHunt | 3.2i, Math Simulation, Harder | rotamult property; try one by one starting from 1 digit | 0.0 | |

00616 | Fetching from uHunt | 3.2i, Math Simulation, Harder | brute force up to sqrt(n); get pattern | 0.0 | |

00697 | Fetching from uHunt | 3.2i, Math Simulation, Harder | output formatting and basic Physics | 0.0 | |

00846 | Fetching from uHunt | 3.2i, Math Simulation, Harder | uses the sum of arithmetic progression formula | 0.0 | |

10025 | Fetching from uHunt | 3.2i, Math Simulation, Harder | simplify the formula first; iterative | 0.0 | |

10035 | Fetching from uHunt | 3.2i, Math Simulation, Harder | count the number of carry operations | 0.0 | |

11130 | Fetching from uHunt | 3.2i, Math Simulation, Harder | mirror the billiard table to the right (and/or top) so that we will only deal with one straight line instead of bouncing... | 0.0 | |

11254 | Fetching from uHunt | 3.2i, Math Simulation, Harder | use sum of AP; brute force all values of r from sqrt(2n) down to 1; stop at the first valid a | 0.0 | |

11490 | Fetching from uHunt | 3.2i, Math Simulation, Harder | let missing_people = 2*a^2; thickness_of_soldiers = b; derive a formula involving a; b; and the given S | 0.0 | |

11968 | Fetching from uHunt | 3.2i, Math Simulation, Harder | average; fabs; if ties; choose the smaller one! | 0.0 | |

12169 | Fetching from uHunt | 3.2i, Math Simulation, Harder | brute force constants a and b between [0..10â€‰000] and do O(n) checks; break early as soon as a solution is found; also... | 0.0 | |

12290 | Fetching from uHunt | 3.2i, Math Simulation, Harder | no -1 in the answer | 0.0 | |

12665 | Fetching from uHunt | 3.2i, Math Simulation, Harder | be careful with boundary conditions | 0.0 | |

12792 | Fetching from uHunt | 3.2i, Math Simulation, Harder | simulate the process to get the answer | 0.0 | |

12895 | Fetching from uHunt | 3.2i, Math Simulation, Harder | verbatim brute force check | 0.0 | |

00130 | Fetching from uHunt | 3.2j, Josephus Problem | the original Josephus problem | 0.0 | |

00133 | Fetching from uHunt | 3.2j, Josephus Problem | brute force; similar to UVa 130 | 0.0 | |

00151 | Fetching from uHunt | 3.2j, Josephus Problem | the original Josephus problem | 0.0 | |

00305 | Fetching from uHunt | 3.2j, Josephus Problem | the answer can be precalculated | 0.0 | |

00402 | Fetching from uHunt | 3.2j, Josephus Problem | modified Josephus; simulation | 0.0 | |

00440 | Fetching from uHunt | 3.2j, Josephus Problem | brute force; similar to UVa 151 | 0.0 | |

01176 | Fetching from uHunt | 3.2j, Josephus Problem | LA 2346 - Dhaka01; special case when k = 2; use Josephus recurrence; simulation | 0.0 | |

10015 | Fetching from uHunt | 3.2j, Josephus Problem | modified Josephus; dynamic k; variant of UVa 305 | 0.0 | |

10771 | Fetching from uHunt | 3.2j, Josephus Problem | brute force; input size is small | 0.0 | |

10774 | Fetching from uHunt | 3.2j, Josephus Problem | repeated special case of Josephus when k = 2 | 0.0 | |

11351 | Fetching from uHunt | 3.2j, Josephus Problem | use general case Josephus recurrence | 0.0 | |

00380 | Fetching from uHunt | 3.2k, Backtracking (Easier) | simple backtracking; but we have to work with strings | 0.0 | |

00487 | Fetching from uHunt | 3.2k, Backtracking (Easier) | use map to store the generated words | 0.0 | |

00524 | Fetching from uHunt | 3.2k, Backtracking (Easier) | involving prime number | 0.0 | |

00529 | Fetching from uHunt | 3.2k, Backtracking (Easier) | use backtracking to get the solution | 0.0 | |

00571 | Fetching from uHunt | 3.2k, Backtracking (Easier) | solution can be suboptimal; add flag to avoid cycling | 0.0 | |

00598 | Fetching from uHunt | 3.2k, Backtracking (Easier) | print all solutions with backtracking | 0.0 | |

00628 | Fetching from uHunt | 3.2k, Backtracking (Easier) | backtracking; follow the rules in description | 0.0 | |

00677 | Fetching from uHunt | 3.2k, Backtracking (Easier) | print all solutions with backtracking | 0.0 | |

00729 | Fetching from uHunt | 3.2k, Backtracking (Easier) | generate all possible bit strings | 0.0 | |

00868 | Fetching from uHunt | 3.2k, Backtracking (Easier) | backtracking from row 1 to N; 4 choices per step; some constraints | 0.0 | |

10344 | Fetching from uHunt | 3.2k, Backtracking (Easier) | 5 operands + 3 operators | 0.0 | |

10452 | Fetching from uHunt | 3.2k, Backtracking (Easier) | at each pos; Indy can go forth/left/right; try all | 0.0 | |

10503 | Fetching from uHunt | 3.2k, Backtracking (Easier) | max 13 spaces only | 0.0 | |

10576 | Fetching from uHunt | 3.2k, Backtracking (Easier) | generate all; prune; take max | 0.0 | |

10624 | Fetching from uHunt | 3.2k, Backtracking (Easier) | backtracking with divisibility check | 0.0 | |

10776 | Fetching from uHunt | 3.2k, Backtracking (Easier) | recursive backtracking | 0.0 | |

10950 | Fetching from uHunt | 3.2k, Backtracking (Easier) | sort the input; run backtracking; the output should be sorted; only display the first 100 sorted output | 0.0 | |

11201 | Fetching from uHunt | 3.2k, Backtracking (Easier) | backtracking involving strings | 0.0 | |

11961 | Fetching from uHunt | 3.2k, Backtracking (Easier) | up to 4^10 possible DNA strings; mutation power is at most K ≤ 5 so the search space is much smaller; sort the output... | 0.0 | |

12840 | Fetching from uHunt | 3.2k, Backtracking (Easier) | simple backtracking | 0.0 | |

00129 | Fetching from uHunt | 3.2l, Backtracking (Harder) | backtracking; string processing check; a bit of output formatting | 0.0 | |

00208 | Fetching from uHunt | 3.2l, Backtracking (Harder) | LA 5147 - WorldFinals SanAntonio91; backtracking with some pruning | 0.0 | |

00222 | Fetching from uHunt | 3.2l, Backtracking (Harder) | LA 5161 - WorldFinals Indianapolis93; cannot use DP 'tank' is floating-point; use backtracking | 0.0 | |

00301 | Fetching from uHunt | 3.2l, Backtracking (Harder) | 2^22 with pruning is possible | 0.0 | |

00307 | Fetching from uHunt | 3.2l, Backtracking (Harder) | sort the sticks in descending length; group similar lengths; brute force the number of sticks; backtracking to check fea... | 0.0 | |

00331 | Fetching from uHunt | 3.2l, Backtracking (Harder) | n <= 5... | 0.0 | |

00416 | Fetching from uHunt | 3.2l, Backtracking (Harder) | backtrack; try all | 0.0 | |

00433 | Fetching from uHunt | 3.2l, Backtracking (Harder) | similar to UVa 416 | 0.0 | |

00565 | Fetching from uHunt | 3.2l, Backtracking (Harder) | backtracking with lots of pruning | 0.0 | |

01262 | Fetching from uHunt | 3.2l, Backtracking (Harder) | LA 4845 - Daejeon10; sort grid columns; process common passwords in lexicographic order; skip two similar passwords | 0.0 | |

10001 | Fetching from uHunt | 3.2l, Backtracking (Harder) | the upperbound of 2^32 is scary but with efficient pruning; we can pass the time limit as the test case is not extreme | 0.0 | |

10063 | Fetching from uHunt | 3.2l, Backtracking (Harder) | do as asked | 0.0 | |

10094 | Fetching from uHunt | 3.2l, Backtracking (Harder) | this problem is like the n-queens chess problem; but must find/use the pattern! | 0.0 | |

10460 | Fetching from uHunt | 3.2l, Backtracking (Harder) | similar nature with UVa 10063 | 0.0 | |

10475 | Fetching from uHunt | 3.2l, Backtracking (Harder) | generate and prune; try all | 0.0 | |

10582 | Fetching from uHunt | 3.2l, Backtracking (Harder) | simplify complex input first; then backtrack | 0.0 | |

11052 | Fetching from uHunt | 3.2l, Backtracking (Harder) | the worst case time complexity of 2^1000 looks scary but the search space is apparently not that big | 0.0 | |

11753 | Fetching from uHunt | 3.2l, Backtracking (Harder) | the state is probably too big if we use DP; but we can pass the time limit with just backtracking | 0.0 | |

00679 | Fetching from uHunt | 3.3a, Binary Search | binary search; bit manipulation solutions exist | 0.0 | |

00957 | Fetching from uHunt | 3.3a, Binary Search | complete search binary search: upper_bound | 0.0 | |

10057 | Fetching from uHunt | 3.3a, Binary Search | involves the median; use STL sort; upper_bound; lower_bound and some checks | 0.0 | |

10077 | Fetching from uHunt | 3.3a, Binary Search | binary search | 0.0 | |

10474 | Fetching from uHunt | 3.3a, Binary Search | simple: use sort and then lower_bound | 0.0 | |

10567 | Fetching from uHunt | 3.3a, Binary Search | store inc indices of each char of S in 52 vectors; binary search for the position of the char in the correct vector | 0.0 | |

10611 | Fetching from uHunt | 3.3a, Binary Search | binary search | 0.0 | |

10706 | Fetching from uHunt | 3.3a, Binary Search | binary search some mathematical insights | 0.0 | |

10742 | Fetching from uHunt | 3.3a, Binary Search | use sieve; binary search | 0.0 | |

11057 | Fetching from uHunt | 3.3a, Binary Search | sort; target pair problem | 0.0 | |

11621 | Fetching from uHunt | 3.3a, Binary Search | generate numbers with factor 2 and/or 3; sort; upper_bound | 0.0 | |

11876 | Fetching from uHunt | 3.3a, Binary Search | [lower|upper]_bound on sorted sequence N | 0.0 | |

12192 | Fetching from uHunt | 3.3a, Binary Search | input array is specially sorted; lower_bound | 0.0 | |

12965 | Fetching from uHunt | 3.3a, Binary Search | sort producer/consumer prices; the answer is one of the prices mentioned; use binary searches to count the answer | 0.0 | |

01753 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | LA 8043 - WorldFinals RapidCity17; BSTA + Physics; also available at Kattis - speed | 0.0 | |

10341 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | bisection method; for alternative solutions; see http://www.algorithmist.com/index.php/UVa_10341 | 0.0 | |

11413 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | BSTA + simulation | 0.0 | |

11627 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | binary search the answer + Physics simulation; also available at Kattis - slalom2 | 0.0 | |

11881 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | bisection method | 0.0 | |

11935 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | BSTA + simulation | 0.0 | |

12032 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | BSTA + simulation | 0.0 | |

12190 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | BSTA + algebra | 0.0 | |

12791 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | BSTA + math formula to check if the leader pilot can overtake the backmarker pilot at that lap | 0.0 | |

13142 | Fetching from uHunt | 3.3b, Bisection and BSTA, E | BSTA + Physics simulation | 0.0 | |

00183 | Fetching from uHunt | 3.3c, Ternary Search & Others | simple exercise of DnC | 0.0 | |

00608 | Fetching from uHunt | 3.3c, Ternary Search & Others | classical problem; after each weighing; we can halve the search space | 0.0 | |

01738 | Fetching from uHunt | 3.3c, Ternary Search & Others | LA 7578 - WorldFinals Phuket16; BST insertion then tree equality check; also available at Kattis - ceiling | 0.0 | |

10385 | Fetching from uHunt | 3.3c, Ternary Search & Others | the function is unimodal; ternary search | 0.0 | |

11147 | Fetching from uHunt | 3.3c, Ternary Search & Others | implement the given recursive DnC | 0.0 | |

11701 | Fetching from uHunt | 3.3c, Ternary Search & Others | a kind of ternary search | 0.0 | |

12893 | Fetching from uHunt | 3.3c, Ternary Search & Others | convert the given code into recursive DnC | 0.0 | |

00410 | Fetching from uHunt | 3.4a, Greedy (Classical) | load balancing | 0.0 | |

01193 | Fetching from uHunt | 3.4a, Greedy (Classical) | LA 2519 - Beijing02; interval covering | 0.0 | |

10020 | Fetching from uHunt | 3.4a, Greedy (Classical) | interval covering | 0.0 | |

10249 | Fetching from uHunt | 3.4a, Greedy (Classical) | greedy; sorting | 0.0 | |

10382 | Fetching from uHunt | 3.4a, Greedy (Classical) | interval covering; also available at Kattis - grass | 0.0 | |

11264 | Fetching from uHunt | 3.4a, Greedy (Classical) | coin change variant | 0.0 | |

11292 | Fetching from uHunt | 3.4a, Greedy (Classical) | sort; greedy matching; also available at Kattis - loowater | 0.0 | |

11389 | Fetching from uHunt | 3.4a, Greedy (Classical) | load balancing | 0.0 | |

12210 | Fetching from uHunt | 3.4a, Greedy (Classical) | greedy; sorting | 0.0 | |

12321 | Fetching from uHunt | 3.4a, Greedy (Classical) | interval covering | 0.0 | |

12405 | Fetching from uHunt | 3.4a, Greedy (Classical) | simpler interval covering problem | 0.0 | |

10763 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

10785 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

11269 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

11369 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

11729 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

11900 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

12485 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

13031 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

13109 | Fetching from uHunt | 3.4b, Involving Sorting, E | greedy; sorting | 0.0 | |

10026 | Fetching from uHunt | 3.4c, Involving Sorting, H | greedy; sorting | 0.0 | |

10037 | Fetching from uHunt | 3.4c, Involving Sorting, H | greedy; sorting; also see Kattis - bridge | 0.0 | |

11100 | Fetching from uHunt | 3.4c, Involving Sorting, H | greedy; sorting; also available at Kattis - trip2007 | 0.0 | |

11103 | Fetching from uHunt | 3.4c, Involving Sorting, H | greedy; sorting; also available at Kattis - wffnproof | 0.0 | |

12673 | Fetching from uHunt | 3.4c, Involving Sorting, H | LA 6530 - LatinAmerica13; greedy; sorting | 0.0 | |

12834 | Fetching from uHunt | 3.4c, Involving Sorting, H | greedy; sorting | 0.0 | |

13054 | Fetching from uHunt | 3.4c, Involving Sorting, H | greedy; sorting | 0.0 | |

01153 | Fetching from uHunt | 3.4d, Involving PQ | greedy; priority queue | 0.0 | |

10954 | Fetching from uHunt | 3.4d, Involving PQ | greedy; priority queue | 0.0 | |

12390 | Fetching from uHunt | 3.4d, Involving PQ | greedy; priority queue | 0.0 | |

13177 | Fetching from uHunt | 3.4d, Involving PQ | greedy; priority queue | 0.0 | |

10152 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

10340 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

10440 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

10602 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

10656 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

10672 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy; also available at Kattis - marblestree | 0.0 | |

10700 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

10714 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy; also available at Kattis - ants | 0.0 | |

11054 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

11520 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

11532 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

12482 | Fetching from uHunt | 3.4e, Non Classical, Easier | greedy | 0.0 | |

00311 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

00668 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

10718 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

10821 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

10982 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11157 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11230 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11240 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11330 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11335 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11491 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11567 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11583 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

11890 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

12124 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

12516 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

13082 | Fetching from uHunt | 3.4f, Non Classical, Harder | greedy | 0.0 | |

00108 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | max 2D range sum | 0.0 | |

00507 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | standard problem | 0.0 | |

00787 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | max 1D range product; be careful with 0; use Java BigInteger | 0.0 | |

00836 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | convert '0' to -INF | 0.0 | |

00983 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | max 2D range sum; get submatrix | 0.0 | |

01105 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | LA 5132 - WorldFinals Orlando11; more advanced 2D Range Sum Queries | 0.0 | |

10074 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | standard problem | 0.0 | |

10667 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | standard problem | 0.0 | |

10684 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | standard; Kadane's algorithm | 0.0 | |

10755 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | max 2D range sum in 2 of the 3 dimensions; max 1D range sum with Kadane's algorithm on the 3rd dimension | 0.0 | |

10827 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | copy n*n matrix into n*2n matrix; then this problem becomes a standard max 2D range sum problem again | 0.0 | |

11951 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | use long long; max 2D range sum; prune the search space whenever possible | 0.0 | |

12640 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | standard; Kadane's algorithm | 0.0 | |

13095 | Fetching from uHunt | 3.5a, Max 1D/2D Range Sum | create 10 range sum queries; you don't need Fenwick Tree actually | 0.0 | |

00111 | Fetching from uHunt | 3.5b, LIS | be careful of the ranking system | 0.0 | |

00231 | Fetching from uHunt | 3.5b, LIS | straightforward | 0.0 | |

00437 | Fetching from uHunt | 3.5b, LIS | can be modeled as LIS | 0.0 | |

00481 | Fetching from uHunt | 3.5b, LIS | O(n log k) LIS+solution | 0.0 | |

00497 | Fetching from uHunt | 3.5b, LIS | solution must be printed | 0.0 | |

01196 | Fetching from uHunt | 3.5b, LIS | LA 2815 - Kaohsiung03; sort all the blocks in increasing L[i]; then we get the classical LIS problem | 0.0 | |

10131 | Fetching from uHunt | 3.5b, LIS | sort elephants based on decreasing IQ; LIS on increasing weight | 0.0 | |

10154 | Fetching from uHunt | 3.5b, LIS | LIS variant | 0.0 | |

10534 | Fetching from uHunt | 3.5b, LIS | must use O(n log k) LIS twice | 0.0 | |

11368 | Fetching from uHunt | 3.5b, LIS | sort in one dimension; Dilworth's theorem; LIS in the other; also available at Kattis - nesteddolls | 0.0 | |

11456 | Fetching from uHunt | 3.5b, LIS | max(LIS(i)+LDS(i)-1), ∀i ∈ [0...n-1]; also available at Kattis - trainsorting | 0.0 | |

11790 | Fetching from uHunt | 3.5b, LIS | combination of LIS LDS; weighted | 0.0 | |

00431 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | classic 0-1 Knapsack Problem; output any optimal solution as there is a special checker for this problem | 0.0 | |

00562 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | use a one dimensional table | 0.0 | |

00990 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | print the solution | 0.0 | |

01213 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | LA 3619 - Yokohama06; extension of 0-1 KNAPSACK; s: (id, remN, remK) instead of s: (id, remN) | 0.0 | |

10130 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | very basic 0-1 KNAPSACK problem | 0.0 | |

10261 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | s: (current_car; left; right) | 0.0 | |

10616 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | input can be -ve; use long long | 0.0 | |

10664 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | Subset Sum | 0.0 | |

10690 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | DP Subset Sum with negative offset technique; with addition of simple math | 0.0 | |

10819 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | 0-1 knapsack with 'credit card' twist | 0.0 | |

11003 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | try all max weight from 0 to max(weight[i] capacity[i]); forall i in [0..n-1]; if a max weight is known; how many boxes ... | 0.0 | |

11341 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | s: (id; h_learned; h_left); t: learn module 'id' by 1 hour or skip it | 0.0 | |

11566 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | KNAPSACK variant: double each dim sum; add one parameter to see if we have bought too many dishes | 0.0 | |

11658 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | s: (id; share); t: form/ignore coalition with id | 0.0 | |

11832 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | interesting DP; s: (id; val); use offset to handle negative numbers; t: plus or minus; print solution | 0.0 | |

12621 | Fetching from uHunt | 3.5c, 0-1 KNAPSACK | DP Subset Sum; simplify the multiple of 10 | 0.0 | |

00147 | Fetching from uHunt | 3.5d, COIN-CHANGE | similar to UVa 357 and 674 | 0.0 | |

00166 | Fetching from uHunt | 3.5d, COIN-CHANGE | two coin change variants in one problem | 0.0 | |

00242 | Fetching from uHunt | 3.5d, COIN-CHANGE | LA 5181 - WorldFinals Nashville95; Complete Search + DP Coin-Change | 0.0 | |

00357 | Fetching from uHunt | 3.5d, COIN-CHANGE | similar to UVa 147 and 674 | 0.0 | |

00674 | Fetching from uHunt | 3.5d, COIN-CHANGE | basic coin change problem | 0.0 | |

10313 | Fetching from uHunt | 3.5d, COIN-CHANGE | modified coin change and DP 1D range sum | 0.0 | |

10448 | Fetching from uHunt | 3.5d, COIN-CHANGE | after dealing with traversal on tree; you can reduce the original problem into coin change; not trivial | 0.0 | |

11137 | Fetching from uHunt | 3.5d, COIN-CHANGE | use long long | 0.0 | |

11259 | Fetching from uHunt | 3.5d, COIN-CHANGE | part of the problem is DP COIN-CHANGE with restricted number of coins per type; inclusion-exclusion | 0.0 | |

11517 | Fetching from uHunt | 3.5d, COIN-CHANGE | a variation to the coin change problem; also available at Kattis - exactchange2 | 0.0 | |

00216 | Fetching from uHunt | 3.5e, TSP | LA 5155 - WorldFinals KansasCity92; DP TSP problem; but still solvable with backtracking | 0.0 | |

01281 | Fetching from uHunt | 3.5e, TSP | LA 6028 - WorldFinals Warsaw12; DP TSP variant; also available at Kattis - bustour | 0.0 | |

10496 | Fetching from uHunt | 3.5e, TSP | DP or recursive backtracking with sufficient pruning; also available at Kattis - beepers | 0.0 | |

11795 | Fetching from uHunt | 3.5e, TSP | DP TSP variant; counting paths on DAG; DP+bitmask; let Mega Buster owned by a dummy 'Robot 0' | 0.0 | |

12841 | Fetching from uHunt | 3.5e, TSP | simply find and print the lexicographically smallest Hamiltonian path; use DP-TSP technique | 0.0 | |

00116 | Fetching from uHunt | 3.5f, DP level 1 | similar to UVa 10337 | 0.0 | |

00196 | Fetching from uHunt | 3.5f, DP level 1 | 3.5g | 0.0 | |

00215 | Fetching from uHunt | 3.5f, DP level 1 | 3.5g | 0.0 | |

01261 | Fetching from uHunt | 3.5f, DP level 1 | LA 4844 - Daejeon10; a simple backtracking problem; but we use a setÃ¿to prevent the same state (a substring) from being... | 0.0 | |

10003 | Fetching from uHunt | 3.5f, DP level 1 | s: (l; r) | 0.0 | |

10036 | Fetching from uHunt | 3.5f, DP level 1 | must use offset technique as value can be negative | 0.0 | |

10086 | Fetching from uHunt | 3.5f, DP level 1 | 3.5g | 0.0 | |

10337 | Fetching from uHunt | 3.5f, DP level 1 | DP; shortest paths on DAG | 0.0 | |

10446 | Fetching from uHunt | 3.5f, DP level 1 | edit the given recursive function a bit; add memoization | 0.0 | |

10520 | Fetching from uHunt | 3.5f, DP level 1 | just write the given formula as a top-down DP with memoization | 0.0 | |

10721 | Fetching from uHunt | 3.5f, DP level 1 | s: (n; k); t: try all from 1 to m | 0.0 | |

10910 | Fetching from uHunt | 3.5f, DP level 1 | two dimensional DP table | 0.0 | |

10912 | Fetching from uHunt | 3.5f, DP level 1 | s: (len; last; sum); t: try next char | 0.0 | |

10943 | Fetching from uHunt | 3.5f, DP level 1 | s: (n; k); t: try all the possible splitting points; alternative solution is to use the closed form mathematical formula... | 0.0 | |

10980 | Fetching from uHunt | 3.5f, DP level 1 | simple DP | 0.0 | |

11026 | Fetching from uHunt | 3.5f, DP level 1 | DP; similar idea with binomial theorem | 0.0 | |

11407 | Fetching from uHunt | 3.5f, DP level 1 | can be memoized | 0.0 | |

11420 | Fetching from uHunt | 3.5f, DP level 1 | s: (prev; id; numlck); lock/unlock this chest | 0.0 | |

11450 | Fetching from uHunt | 3.5f, DP level 1 | standard DP | 0.0 | |

11703 | Fetching from uHunt | 3.5f, DP level 1 | can be memoized | 0.0 | |

12654 | Fetching from uHunt | 3.5f, DP level 1 | s: (hole); t: use patch T1 or patch T2 | 0.0 | |

12951 | Fetching from uHunt | 3.5f, DP level 1 | s: (day, has_stock); t: ignore, buy (if does not have stock), or sell (if has stock) | 0.0 | |

13141 | Fetching from uHunt | 3.5f, DP level 1 | s: (level, branch_previously); t: not branching if branch_previously or branching (one side) otherwise | 0.0 | |

00662 | Fetching from uHunt | 3.5g, DP level 2 | s: (L; R; k); that denotes the minimum distance sum to cover restaurants at index [L..R] with k depots left | 0.0 | |

10039 | Fetching from uHunt | 3.5g, DP level 2 | create the graph first; then apply DP; s: (city; curtime); t: try all feasible trains | 0.0 | |

10069 | Fetching from uHunt | 3.5g, DP level 2 | use Java BigInteger | 0.0 | |

10081 | Fetching from uHunt | 3.5g, DP level 2 | s: (i, j); #tight words of length i that end in digit j divided by #words: (k+1)^n; also available at Kattis - tight | 0.0 | |

10120 | Fetching from uHunt | 3.5g, DP level 2 | DP; special case for N >= 49 | 0.0 | |

10164 | Fetching from uHunt | 3.5g, DP level 2 | a bit number theory (modulo); backtracking; do memoization on DP s: (sum; taken) | 0.0 | |

10239 | Fetching from uHunt | 3.5g, DP level 2 | convert double to long long first; medium DP; either put this book in the current shelf (if possible) or put it in a new... | 0.0 | |

10400 | Fetching from uHunt | 3.5g, DP level 2 | backtracking with clever pruning is sufficient | 0.0 | |

10465 | Fetching from uHunt | 3.5g, DP level 2 | one dimensional DP table | 0.0 | |

10651 | Fetching from uHunt | 3.5g, DP level 2 | small problem size; doable with backtracking | 0.0 | |

11485 | Fetching from uHunt | 3.5g, DP level 2 | the problem description looks scary but the solution is not that complex | 0.0 | |

11514 | Fetching from uHunt | 3.5g, DP level 2 | modified 0-1 Knapsack; Batman can use or skip a certain super power; check if the best configuration uses ≤ E calorie... | 0.0 | |

11908 | Fetching from uHunt | 3.5g, DP level 2 | sort the advertisements based on starting level; ending level; and cost; DP 1 dimension | 0.0 | |

12324 | Fetching from uHunt | 3.5g, DP level 2 | spheres > n are useless | 0.0 | |

12862 | Fetching from uHunt | 3.5g, DP level 2 | 1D DP to compute the path cost from every vertex that goes up to the mountain top; compute answer | 0.0 | |

12955 | Fetching from uHunt | 3.5g, DP level 2 | there are only 8 eligible factorials under 100000; we can use DP; s: (i, sum); t: take/stay, take/move, don't take/move | 0.0 | |

00260 | Fetching from uHunt | 4.2a, Finding CCs | 6 neighbors per cell | 0.0 | |

00280 | Fetching from uHunt | 4.2a, Finding CCs | reachability check; traverse the graph | 0.0 | |

00459 | Fetching from uHunt | 4.2a, Finding CCs | also solvable with UFDS | 0.0 | |

10687 | Fetching from uHunt | 4.2a, Finding CCs | build graph; geometry; reachability | 0.0 | |

11518 | Fetching from uHunt | 4.2a, Finding CCs | unlike UVa 11504, we treat SCCs as CCs; also available at Kattis - dominoes2 | 0.0 | |

11749 | Fetching from uHunt | 4.2a, Finding CCs | find the largest CC with highest average PPA; also solvable with UFDS | 0.0 | |

11841 | Fetching from uHunt | 4.2a, Finding CCs | implicit graph; check if there is a CC from x = y = z = 0 to say 'Benny wins' | 0.0 | |

11902 | Fetching from uHunt | 4.2a, Finding CCs | disable vertex one by one; check if the reachability from vertex 0 changes | 0.0 | |

11906 | Fetching from uHunt | 4.2a, Finding CCs | DFS/BFS for reachability; several tricky cases; be careful when M = 0; N = 0; or M = N | 0.0 | |

00352 | Fetching from uHunt | 4.2b, Flood Fill, Easier | count number of CCs; see UVa 00572 | 0.0 | |

00469 | Fetching from uHunt | 4.2b, Flood Fill, Easier | count size of a CC | 0.0 | |

00572 | Fetching from uHunt | 4.2b, Flood Fill, Easier | count number of CCs | 0.0 | |

00657 | Fetching from uHunt | 4.2b, Flood Fill, Easier | there are three colors here; non-standard but still relatively easy floodfill problem | 0.0 | |

00722 | Fetching from uHunt | 4.2b, Flood Fill, Easier | count the size of CCs | 0.0 | |

00871 | Fetching from uHunt | 4.2b, Flood Fill, Easier | find the largest CC size | 0.0 | |

10336 | Fetching from uHunt | 4.2b, Flood Fill, Easier | count and rank CCs with similar color | 0.0 | |

11244 | Fetching from uHunt | 4.2b, Flood Fill, Easier | count number of CCs | 0.0 | |

11470 | Fetching from uHunt | 4.2b, Flood Fill, Easier | you can do flood fill layer by layer; however; there is other way to solve this problem; e.g. by finding the patterns | 0.0 | |

11561 | Fetching from uHunt | 4.2b, Flood Fill, Easier | flood fill with extra blocking constraint; also available at Kattis - gold | 0.0 | |

11953 | Fetching from uHunt | 4.2b, Flood Fill, Easier | interesting twist of flood fill problem | 0.0 | |

00601 | Fetching from uHunt | 4.2c, Flood Fill, Harder | floodfill is one of the component | 0.0 | |

00705 | Fetching from uHunt | 4.2c, Flood Fill, Harder | build the implicit graph first | 0.0 | |

00758 | Fetching from uHunt | 4.2c, Flood Fill, Harder | floodfill | 0.0 | |

00776 | Fetching from uHunt | 4.2c, Flood Fill, Harder | label CCs with indices; format output | 0.0 | |

00782 | Fetching from uHunt | 4.2c, Flood Fill, Harder | replace spaces with hexes in the grid; similar to UVa 784 and 785 | 0.0 | |

00784 | Fetching from uHunt | 4.2c, Flood Fill, Harder | similar to UVa 782 and 785 | 0.0 | |

00785 | Fetching from uHunt | 4.2c, Flood Fill, Harder | similar to UVa 782 and 784 | 0.0 | |

00852 | Fetching from uHunt | 4.2c, Flood Fill, Harder | interesting board game 'Go' | 0.0 | |

01103 | Fetching from uHunt | 4.2c, Flood Fill, Harder | LA 5130 - WorldFinals Orlando11; major hint: each hieroglyph has unique number of white CCs | 0.0 | |

10592 | Fetching from uHunt | 4.2c, Flood Fill, Harder | floodfill ; two layers | 0.0 | |

10707 | Fetching from uHunt | 4.2c, Flood Fill, Harder | check graph isomorphism; a tedious problem; involving connected components | 0.0 | |

10946 | Fetching from uHunt | 4.2c, Flood Fill, Harder | find CCs and rank them by their size | 0.0 | |

11094 | Fetching from uHunt | 4.2c, Flood Fill, Harder | tricky flood fill; scrolling | 0.0 | |

11110 | Fetching from uHunt | 4.2c, Flood Fill, Harder | flood fill satisfy the constraints given | 0.0 | |

11585 | Fetching from uHunt | 4.2c, Flood Fill, Harder | polynomial-time verifier for an NP-complete puzzle Nurikabe; this verifier requires clever usage of flood fill algorithm | 0.0 | |

00124 | Fetching from uHunt | 4.2d, Topological Sort | use backtracking to generate valid toposorts | 0.0 | |

00200 | Fetching from uHunt | 4.2d, Topological Sort | toposort | 0.0 | |

00872 | Fetching from uHunt | 4.2d, Topological Sort | similar to UVa 00124; use backtracking | 0.0 | |

10305 | Fetching from uHunt | 4.2d, Topological Sort | simply run toposort algorithm | 0.0 | |

11060 | Fetching from uHunt | 4.2d, Topological Sort | Kahn's algorithm---modified BFS toposort | 0.0 | |

11686 | Fetching from uHunt | 4.2d, Topological Sort | cycle check + toposort if DAG; also available at Kattis - pickupsticks | 0.0 | |

00840 | Fetching from uHunt | 4.2e, Graph Properties Check | a simple problem to detect cycle in a graph; however the output format is not clearly specified | 0.0 | |

10004 | Fetching from uHunt | 4.2e, Graph Properties Check | bipartite graph check | 0.0 | |

10116 | Fetching from uHunt | 4.2e, Graph Properties Check | traversal on implicit graph; cycle check | 0.0 | |

10505 | Fetching from uHunt | 4.2e, Graph Properties Check | bipartite; take max(left; right) | 0.0 | |

10510 | Fetching from uHunt | 4.2e, Graph Properties Check | use DFS to identify forward/cross edges; involving Strongly Connected graph | 0.0 | |

11080 | Fetching from uHunt | 4.2e, Graph Properties Check | bipartite graph check; tricky cases | 0.0 | |

11396 | Fetching from uHunt | 4.2e, Graph Properties Check | it is just a bipartite graph check | 0.0 | |

00315 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | finding articulation points | 0.0 | |

00610 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | finding bridges | 0.0 | |

00796 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | finding bridges | 0.0 | |

10199 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | finding articulation points | 0.0 | |

10765 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | finding articulation points | 0.0 | |

12363 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | LA 5796 - Latin America; transform input to graph of its bridges; see if b is reachable from a with only the bridges | 0.0 | |

12783 | Fetching from uHunt | 4.2f, Cut Vertices/Bridges | finding bridges | 0.0 | |

00247 | Fetching from uHunt | 4.2g, Finding SCCs | SCC + printing solution | 0.0 | |

01229 | Fetching from uHunt | 4.2g, Finding SCCs | LA 4099 - Iran07; identify the SCC of the graph; these vertices and the vertices that have path towards them are the ans... | 0.0 | |

10731 | Fetching from uHunt | 4.2g, Finding SCCs | SCC + printing solution; also available at Kattis - test2 | 0.0 | |

11504 | Fetching from uHunt | 4.2g, Finding SCCs | count the number of SCCs without incoming edge from a vertex outside that SCC; also available at Kattis - dominos | 0.0 | |

11709 | Fetching from uHunt | 4.2g, Finding SCCs | find the number of SCCs | 0.0 | |

11770 | Fetching from uHunt | 4.2g, Finding SCCs | similar to UVa 11504 | 0.0 | |

11838 | Fetching from uHunt | 4.2g, Finding SCCs | see if input graph is an SCC | 0.0 | |

00118 | Fetching from uHunt | 4.2h, Really Ad Hoc | traversal on implicit graph | 0.0 | |

00168 | Fetching from uHunt | 4.2h, Really Ad Hoc | Adjacency Matrix; parsing; traversal | 0.0 | |

00173 | Fetching from uHunt | 4.2h, Really Ad Hoc | non classic graph traversal variant; use bitmask to record vertices visited by Paskill and Lisper as they move through t... | 0.0 | |

00318 | Fetching from uHunt | 4.2h, Really Ad Hoc | graph traversal; be careful of corner cases | 0.0 | |

00614 | Fetching from uHunt | 4.2h, Really Ad Hoc | traversal on implicit graph | 0.0 | |

00824 | Fetching from uHunt | 4.2h, Really Ad Hoc | traversal on implicit graph | 0.0 | |

10113 | Fetching from uHunt | 4.2h, Really Ad Hoc | just graph traversal; but uses fraction and GCD | 0.0 | |

10377 | Fetching from uHunt | 4.2h, Really Ad Hoc | traversal on implicit graph | 0.0 | |

11831 | Fetching from uHunt | 4.2h, Really Ad Hoc | traversal on implicit graph | 0.0 | |

12376 | Fetching from uHunt | 4.2h, Really Ad Hoc | simulated greedy traversal on DAG | 0.0 | |

12442 | Fetching from uHunt | 4.2h, Really Ad Hoc | modified DFS; special graph | 0.0 | |

12582 | Fetching from uHunt | 4.2h, Really Ad Hoc | given graph DFS traversal; count the degree of each vertex | 0.0 | |

12648 | Fetching from uHunt | 4.2h, Really Ad Hoc | simple graph (DAG) traversal; DFS | 0.0 | |

13015 | Fetching from uHunt | 4.2h, Really Ad Hoc | modified DFS; special graph; DAG; also available at Kattis - promotions | 0.0 | |

13038 | Fetching from uHunt | 4.2h, Really Ad Hoc | simple, use DFS to find the length of the deepest branch | 0.0 | |

00908 | Fetching from uHunt | 4.3a, MST, Standard | basic MST problem | 0.0 | |

01174 | Fetching from uHunt | 4.3a, MST, Standard | LA 3988 - SouthWesternEurope07; classic MST; just need a mapper to map city names to indices | 0.0 | |

01208 | Fetching from uHunt | 4.3a, MST, Standard | LA 3171 - Manila06; MST | 0.0 | |

01235 | Fetching from uHunt | 4.3a, MST, Standard | LA 4138 - Jakarta08; the underlying problem is MST | 0.0 | |

10034 | Fetching from uHunt | 4.3a, MST, Standard | straightforward MST problem; also available at Kattis - freckles | 0.0 | |

11228 | Fetching from uHunt | 4.3a, MST, Standard | split output for short vs long edges | 0.0 | |

11631 | Fetching from uHunt | 4.3a, MST, Standard | weight of (all graph edges - all MST edges) | 0.0 | |

11710 | Fetching from uHunt | 4.3a, MST, Standard | output 'Impossible' if the graph is still disconnected after running MST | 0.0 | |

11733 | Fetching from uHunt | 4.3a, MST, Standard | maintain cost at every update | 0.0 | |

11747 | Fetching from uHunt | 4.3a, MST, Standard | sum the edge weights of the chords | 0.0 | |

11857 | Fetching from uHunt | 4.3a, MST, Standard | find weight of the last edge added to MST by Kruskal's; also available at Kattis - drivingrange | 0.0 | |

00534 | Fetching from uHunt | 4.3b, MST, Variants | minimax; also solvable with Floyd Warshall's | 0.0 | |

00544 | Fetching from uHunt | 4.3b, MST, Variants | maximin; also solvable with Floyd Warshall's | 0.0 | |

01013 | Fetching from uHunt | 4.3b, MST, Variants | LA 2478 - WorldFinals Honolulu02; very interesting MST variant | 0.0 | |

01160 | Fetching from uHunt | 4.3b, MST, Variants | LA 3644 - SouthWesternEurope06; count the number of edges not taken by Kruskal's | 0.0 | |

01216 | Fetching from uHunt | 4.3b, MST, Variants | LA 3678 - Kaohsiung06; minimum 'spanning forest' | 0.0 | |

01234 | Fetching from uHunt | 4.3b, MST, Variants | LA 4110 - Singapore07; 'maximum' spanning tree | 0.0 | |

01265 | Fetching from uHunt | 4.3b, MST, Variants | LA 4848 - Daejeon10; very interesting non-standard variant of 'maximum' spanning tree | 0.0 | |

10048 | Fetching from uHunt | 4.3b, MST, Variants | classic MiniMax path problem | 0.0 | |

10099 | Fetching from uHunt | 4.3b, MST, Variants | maximin; also solvable with Floyd Warshall's | 0.0 | |

10147 | Fetching from uHunt | 4.3b, MST, Variants | 'minimum' spanning subgraph | 0.0 | |

10369 | Fetching from uHunt | 4.3b, MST, Variants | minimum spanning 'forest'; also available at Kattis - arcticnetwork | 0.0 | |

10397 | Fetching from uHunt | 4.3b, MST, Variants | 'minimum' spanning subgraph | 0.0 | |

10457 | Fetching from uHunt | 4.3b, MST, Variants | interesting MST modeling | 0.0 | |

10462 | Fetching from uHunt | 4.3b, MST, Variants | second best spanning tree | 0.0 | |

10600 | Fetching from uHunt | 4.3b, MST, Variants | second best spanning tree | 0.0 | |

10842 | Fetching from uHunt | 4.3b, MST, Variants | find min weighted edge in 'max' spanning tree | 0.0 | |

00336 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | simple SSSP; BFS | 0.0 | |

00388 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | key idea: we want to minimize planet movements because every edge used decreases value by 5% | 0.0 | |

00429 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | each word is a vertex; connect 2 words with an edge if differ by 1 letter | 0.0 | |

00627 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | also print the path | 0.0 | |

00762 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | simple SSSP solvable with BFS; use mapper | 0.0 | |

00924 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | the spread is like BFS traversal | 0.0 | |

01148 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | LA 3502 - SouthWesternEurope05; single source single target shortest path problem but exclude endpoints | 0.0 | |

10009 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | simple SSSP solvable with BFS | 0.0 | |

10610 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | simple SSSP solvable with BFS | 0.0 | |

10653 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | need efficient BFS implementation | 0.0 | |

10959 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | SSSP from source 0 to the rest | 0.0 | |

12160 | Fetching from uHunt | 4.4a, SSSP, BFS, Easier | LA 4408 - KualaLumpur08; s: (4-digits number); edges: button pushes; BFS | 0.0 | |

00314 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | pre-process the input graph first; s: (r, c, dir); 5 edges: turn left/right or move 1/2/3 steps; BFS | 0.0 | |

00383 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | simple SSSP solvable with BFS; use mapper | 0.0 | |

00532 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | 3D BFS; also available at Kattis - dungeon | 0.0 | |

00859 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | BFS | 0.0 | |

00949 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | interesting graph data structure twist | 0.0 | |

10044 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | the input parsing part is troublesome | 0.0 | |

10067 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | implicit graph in problem statement | 0.0 | |

10977 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | BFS with blocked states | 0.0 | |

10993 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | s: (the current number modulo N); BFS | 0.0 | |

11049 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | some restricted moves; print the path | 0.0 | |

11101 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | multi-sources BFS from m1; get minimum at border of m2; also available at Kattis - mallmania | 0.0 | |

11352 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | filter the graph first; then it becomes SSSP | 0.0 | |

11377 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | a city to another city without/with airport has edge weight 1/0, respectively; BFS+deque; if the start and end city are ... | 0.0 | |

11573 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | 0/1-weighted SSSP; BFS+deque; also available at Kattis - oceancurrents | 0.0 | |

11624 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | multi-sources BFS; also available at Kattis - fire3 | 0.0 | |

11792 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | be careful with 'important station' | 0.0 | |

12826 | Fetching from uHunt | 4.4b, SSSP, BFS, Harder | SSSP from (r1; c1) to (r2; c2) avoiding (r3; c3); BFS | 0.0 | |

00439 | Fetching from uHunt | 4.4c, Knight Moves | one BFS per query is enough | 0.0 | |

00633 | Fetching from uHunt | 4.4c, Knight Moves | alternating Knight Moves and Bishop Moves (limited to distance 2)); solvable with just one BFS per query | 0.0 | |

10426 | Fetching from uHunt | 4.4c, Knight Moves | for each knight, do BFS when the monster is sleep/awake; try: one awake the monster, the rest go around | 0.0 | |

10477 | Fetching from uHunt | 4.4c, Knight Moves | s: (row; col; knight_state); implicit unweighted graph; different edges per different knight_state | 0.0 | |

00929 | Fetching from uHunt | 4.4d, SSSP, Dijkstra, Easier | on a 2D maze/implicit graph | 0.0 | |

01112 | Fetching from uHunt | 4.4d, SSSP, Dijkstra, Easier | LA 2425 - SouthwesternEurope01; SDSP | 0.0 | |

10389 | Fetching from uHunt | 4.4d, SSSP, Dijkstra, Easier | use basic geometry skill to build the weighted graph; then run Dijkstra's; also available at Kattis - subway2 | 0.0 | |

10986 | Fetching from uHunt | 4.4d, SSSP, Dijkstra, Easier | direct Dijkstra's application | 0.0 | |

12878 | Fetching from uHunt | 4.4d, SSSP, Dijkstra, Easier | Dijkstra's; record predecessor graph as there can be multiple shortest paths; also available at Kattis - flowerytrails | 0.0 | |

13127 | Fetching from uHunt | 4.4d, SSSP, Dijkstra, Easier | Dijkstra's from multiple sources | 0.0 | |

00157 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | tedious input parsing; SSSP on graph with 2-valued weighted graph (1 or 3 units of time); print the shortest path | 0.0 | |

00523 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | this is actually an SSSP problem on weighted graph solvable with Dijkstra's; use the vertex splitting technique to handl... | 0.0 | |

00589 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | weighted SSSP: move box from s to t + unweighted SSSP: move player to correct position to push the box | 0.0 | |

00721 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | essentially this problem is just about SSSP from vertex 1 to all vertices and SDestinationSP from all vertices to vertex... | 0.0 | |

01202 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | LA 3133 - Beijing04; SSSP; Dijkstra's on a grid: treat each cell as a vertex; the idea is simple but one should be caref... | 0.0 | |

10166 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | this can be modeled as an SSSP problem | 0.0 | |

10187 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | special cases: start = destination: 0 litre; starting or destination city not found or destination city not reachable fr... | 0.0 | |

10278 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | Dijkstra's from fire stations to all intersections; need pruning to pass the time limit; also available at Kattis - fire... | 0.0 | |

10280 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | Dijkstra's; also available at Kattis - wine | 0.0 | |

10356 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | attach one extra info to each vertex: do we come to that vertex using cycle or not; Dijkstra's | 0.0 | |

10603 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | state: (a; b; c); source: (0; 0; c); 6 possible transitions | 0.0 | |

10801 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | model the graph carefully | 0.0 | |

10967 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | model the graph; SSSP | 0.0 | |

11338 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | the test data is weaker than what the problem description says (n ≤ 10 000); we use O(n^2) loop to build the w... | 0.0 | |

11367 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | model the graph carefully; state: (location, fuel), source s = (s, 0), sink t = (e, any), only enqueue fuel+1; also avai... | 0.0 | |

11492 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | vertex = word; edges as per problem description; connect source/sink to all words in start/finish language, respectively... | 0.0 | |

11833 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | stop Dijkstra's at service route path plus some modification | 0.0 | |

12047 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | clever usage of Dijkstra's; run Dijkstra's from source and from d from destination | 0.0 | |

12144 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | Dijkstra's; store multiple predecessors | 0.0 | |

12950 | Fetching from uHunt | 4.4e, SSSP, Dijkstra, Harder | clever usage of Dijstra's; instead of extending by one edge, we can extend by two edges at a time | 0.0 | |

00423 | Fetching from uHunt | 4.4f, SSSP, -ve weight | the graph is small; Bellman-Ford or Floyd-Warshall | 0.0 | |

00558 | Fetching from uHunt | 4.4f, SSSP, -ve weight | check if negative cycle exists | 0.0 | |

10449 | Fetching from uHunt | 4.4f, SSSP, -ve weight | find the minimum weight path; which may be negative; be careful: INF negative weight is lower than INF | 0.0 | |

10557 | Fetching from uHunt | 4.4f, SSSP, -ve weight | check 'positive' cycle; check connectedness; also available at Kattis - xyzzy | 0.0 | |

11280 | Fetching from uHunt | 4.4f, SSSP, -ve weight | modified Bellman-Ford | 0.0 | |

12768 | Fetching from uHunt | 4.4f, SSSP, -ve weight | insert -F as edge weight; see if negative cycle exists; or find min SSSP value from s = 1 | 0.0 | |

00341 | Fetching from uHunt | 4.5a, APSP, Standard | the graph is small | 0.0 | |

00567 | Fetching from uHunt | 4.5a, APSP, Standard | simple SSSP solvable with BFS; but the graph is small, so can be solved easier with Floyd-Warshall | 0.0 | |

00821 | Fetching from uHunt | 4.5a, APSP, Standard | LA 5221 - WorldFinals Orlando00; one of the easiest ICPC WorldFinals problem | 0.0 | |

01233 | Fetching from uHunt | 4.5a, APSP, Standard | LA 4109 - Singapore07; Floyd-Warshall can be used to find the minimum cost cycle in the graph | 0.0 | |

01247 | Fetching from uHunt | 4.5a, APSP, Standard | LA 4524 - Hsinchu09; Floyd-Warshall with modification: prefer shortest path with less intermediate vertices | 0.0 | |

10171 | Fetching from uHunt | 4.5a, APSP, Standard | easy with APSP information | 0.0 | |

10354 | Fetching from uHunt | 4.5a, APSP, Standard | find and remove edges involved in boss's shortest paths; re-run shortest paths from home to market | 0.0 | |

10525 | Fetching from uHunt | 4.5a, APSP, Standard | use two adjacency matrices: time and length; use modified Floyd-Warshall | 0.0 | |

10724 | Fetching from uHunt | 4.5a, APSP, Standard | adding one edge only changes a few things | 0.0 | |

10793 | Fetching from uHunt | 4.5a, APSP, Standard | Floyd-Warshall simplifies this problem | 0.0 | |

10803 | Fetching from uHunt | 4.5a, APSP, Standard | graph is small | 0.0 | |

10947 | Fetching from uHunt | 4.5a, APSP, Standard | graph is small | 0.0 | |

11015 | Fetching from uHunt | 4.5a, APSP, Standard | graph is small | 0.0 | |

11463 | Fetching from uHunt | 4.5a, APSP, Standard | solution is easy with APSP information | 0.0 | |

12319 | Fetching from uHunt | 4.5a, APSP, Standard | Floyd-Warshall 2x and compare | 0.0 | |

13249 | Fetching from uHunt | 4.5a, APSP, Standard | Floyd-Warshall; use O(N^2) check, not O(N^4) check to avoid TLE | 0.0 | |

00104 | Fetching from uHunt | 4.5b, APSP, Variants | small arbitrage problem solvable with Floyd-Warshall | 0.0 | |

00125 | Fetching from uHunt | 4.5b, APSP, Variants | modified Floyd-Warshall | 0.0 | |

00186 | Fetching from uHunt | 4.5b, APSP, Variants | graph is small; print path | 0.0 | |

00274 | Fetching from uHunt | 4.5b, APSP, Variants | variant of transitive closure problem | 0.0 | |

00334 | Fetching from uHunt | 4.5b, APSP, Variants | transitive closure | 0.0 | |

00436 | Fetching from uHunt | 4.5b, APSP, Variants | another arbitrage problem | 0.0 | |

00869 | Fetching from uHunt | 4.5b, APSP, Variants | run Warshall's 2x on different graph; compare the two Adjacency Matrices | 0.0 | |

00925 | Fetching from uHunt | 4.5b, APSP, Variants | transitive closure | 0.0 | |

01056 | Fetching from uHunt | 4.5b, APSP, Variants | LA 3569 - WorldFinals SanAntonio06; finding diameter of a small graph with Floyd-Warshall | 0.0 | |

01198 | Fetching from uHunt | 4.5b, APSP, Variants | LA 2818 - Kaohsiung03; transitive closure | 0.0 | |

01757 | Fetching from uHunt | 4.5b, APSP, Variants | LA 8047 - WorldFinals RapidCity17; Warshall's transitive closure; also available at Kattis - secretchamber | 0.0 | |

10246 | Fetching from uHunt | 4.5b, APSP, Variants | modify the Floyd-Warshall recurrence a bit to handle the maximum cost to hold feast for Obelix | 0.0 | |

10331 | Fetching from uHunt | 4.5b, APSP, Variants | use Floyd-Warshall to obtain the APSP information; then use brute force to count the time an edge is used; report accord... | 0.0 | |

10342 | Fetching from uHunt | 4.5b, APSP, Variants | Floyd-Warshall to get APSP values; to get the second best shortest path, try to make a single mistake | 0.0 | |

10436 | Fetching from uHunt | 4.5b, APSP, Variants | as there is vertex weight, use vertex splitting technique; run Floyd-Warshall on the still-small graph; print path | 0.0 | |

10987 | Fetching from uHunt | 4.5b, APSP, Variants | creative usage of Floyd-Warshall algorithm; if we can detour without increasing cost, then delete the direct edge | 0.0 | |

11047 | Fetching from uHunt | 4.5b, APSP, Variants | print path; special case: if origin = destination; print twice | 0.0 | |

00103 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | longest paths on DAG; backtracking OK | 0.0 | |

00452 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | longest paths on DAG | 0.0 | |

10000 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | longest paths on DAG; backtracking OK | 0.0 | |

10051 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | longest paths on DAG; DP | 0.0 | |

10259 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | longest paths on implicit DAG; DP | 0.0 | |

10285 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | longest paths on implicit DAG; however; the graph is small enough for recursive backtracking solution | 0.0 | |

10350 | Fetching from uHunt | 4.6a, S/Longest Paths on DAG | shortest paths; implicit DAG; DP | 0.0 | |

00825 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in grid (implicit DAG); DP; similar to UVa 00926 and 11067 | 0.0 | |

00926 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in grid (implicit DAG); DP; similar to UVa 825 and 11067 | 0.0 | |

00986 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in DAG; DP; s: (x; y; lastmove; peaksfound); t: try NE/SE | 0.0 | |

00988 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in DAG; DP | 0.0 | |

10401 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in implicit DAG; DP; s: (col; row); t: next col; avoid 2 or 3 adjacent rows | 0.0 | |

10544 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in implicit DAG | 0.0 | |

10564 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in implicit DAG (top-down); print one solution | 0.0 | |

10926 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in DAG; DP | 0.0 | |

11067 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in grid (implicit DAG); DP; similar to UVa 825 and 926 | 0.0 | |

11569 | Fetching from uHunt | 4.6b, Counting Paths, Easier | determine the length of one of the longest paths and then count the number of such longest paths in DAG | 0.0 | |

11655 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in DAG and one more similar task: counting the number of vertices involved in the paths | 0.0 | |

11957 | Fetching from uHunt | 4.6b, Counting Paths, Easier | counting paths in implicit DAG; DP | 0.0 | |

00590 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos; day_left) | 0.0 | |

00607 | Fetching from uHunt | 4.6c, Conversion to DAG | returns pair of information | 0.0 | |

00757 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (lake_id, time_left); this time_left is best left as multiple of 5 minutes; output the optimal solution too | 0.0 | |

00907 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos; night_left) | 0.0 | |

00910 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos; move_left) | 0.0 | |

01025 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (station, cur_t); t: stay until meeting time (if at station N), or either go to right or go to left using any of the ... | 0.0 | |

10201 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos, fuel_left); also available at Kattis - adventuremoving4 | 0.0 | |

10271 | Fetching from uHunt | 4.6c, Conversion to DAG | Observation: The 3rd chopstick can be any chopstick; s: (pos, K_left); t: ignore this chopstick, or take this chopstick ... | 0.0 | |

10543 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos; speech_given) | 0.0 | |

10681 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos; day_left) | 0.0 | |

10702 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos; T_left); similar to UVa 12875 | 0.0 | |

10874 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (row; left/right); t: go left/right | 0.0 | |

10913 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (r; c; neg_left; stat); t: down/(left/right) | 0.0 | |

11307 | Fetching from uHunt | 4.6c, Conversion to DAG | Min Chromatic Sum; max 6 colors | 0.0 | |

11487 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (r; c; cur_food; len); t: 4 dirs | 0.0 | |

11545 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (cPos; cTime; cWTime); t: move forward/rest | 0.0 | |

11782 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (id; rem_K); t: take root/try left-right subtree | 0.0 | |

12875 | Fetching from uHunt | 4.6c, Conversion to DAG | LA 6853 - Bangkok14; similar to UVa 10702; s: (cur_store; cur_concert); t: pick any next store for next concert | 0.0 | |

13122 | Fetching from uHunt | 4.6c, Conversion to DAG | s: (pos, K_left); knapsack style DP; jump 1, 2, ..., K_left points; connect with the two points with a line with cost eq... | 0.0 | |

00112 | Fetching from uHunt | 4.6d, Tree | backtracking | 0.0 | |

00115 | Fetching from uHunt | 4.6d, Tree | tree traversal to determine relationships between vertices | 0.0 | |

00122 | Fetching from uHunt | 4.6d, Tree | tree traversal | 0.0 | |

00536 | Fetching from uHunt | 4.6d, Tree | reconstructing binary tree from preorder and inorder binary tree traversal | 0.0 | |

00548 | Fetching from uHunt | 4.6d, Tree | reconstructing tree from in postorder | 0.0 | |

00615 | Fetching from uHunt | 4.6d, Tree | graph property check | 0.0 | |

00699 | Fetching from uHunt | 4.6d, Tree | preorder traversal | 0.0 | |

00712 | Fetching from uHunt | 4.6d, Tree | simple binary tree traversal variant | 0.0 | |

00839 | Fetching from uHunt | 4.6d, Tree | can be viewed as a recursive problem on tree | 0.0 | |

10308 | Fetching from uHunt | 4.6d, Tree | diameter of tree | 0.0 | |

10459 | Fetching from uHunt | 4.6d, Tree | diameter of tree | 0.0 | |

10701 | Fetching from uHunt | 4.6d, Tree | reconstructing tree from pre inorder | 0.0 | |

10805 | Fetching from uHunt | 4.6d, Tree | involving diameter of tree | 0.0 | |

11131 | Fetching from uHunt | 4.6d, Tree | read tree; produce two postorder traversals | 0.0 | |

11234 | Fetching from uHunt | 4.6d, Tree | converting post-order to level-order; binary tree | 0.0 | |

11615 | Fetching from uHunt | 4.6d, Tree | counting size of subtrees | 0.0 | |

11695 | Fetching from uHunt | 4.6d, Tree | cut the worst edge along the tree diameter; link two centers; also available at Kattis - flight | 0.0 | |

12186 | Fetching from uHunt | 4.6d, Tree | the input graph is a tree | 0.0 | |

12347 | Fetching from uHunt | 4.6d, Tree | given pre-order traversal of a BST; use BST property to get the BST; output the post-order traversal that BST | 0.0 | |

12379 | Fetching from uHunt | 4.6d, Tree | find the diameter of tree first; we only traverse the diameter once and we traverse the other edges twice | 0.0 | |

00663 | Fetching from uHunt | 4.6e, Bipartite Graph | try disallowing an edge to see if MCBM changes; which implies that the edge has to be used | 0.0 | |

00670 | Fetching from uHunt | 4.6e, Bipartite Graph | MCBM | 0.0 | |

00753 | Fetching from uHunt | 4.6e, Bipartite Graph | initially a non standard matching problem but this problem can be reduced to a simple MCBM problem | 0.0 | |

10080 | Fetching from uHunt | 4.6e, Bipartite Graph | MCBM; also available at Kattis - gopher2 | 0.0 | |

11138 | Fetching from uHunt | 4.6e, Bipartite Graph | a pure MCBM problem | 0.0 | |

12644 | Fetching from uHunt | 4.6e, Bipartite Graph | classic MCBM problem wrapped inside a creative problem statement | 0.0 | |

12668 | Fetching from uHunt | 4.6e, Bipartite Graph | LA 6525 - LatinAmerica13; split rows/columns due to the presence of pawns; then run MCBM | 0.0 | |

00117 | Fetching from uHunt | 4.6f, Eulerian Graph | Euler tour; get cost of tour | 0.0 | |

00291 | Fetching from uHunt | 4.6f, Eulerian Graph | Euler tour on a small graph; backtracking is sufficient | 0.0 | |

00302 | Fetching from uHunt | 4.6f, Eulerian Graph | Euler tour; print the tour | 0.0 | |

10054 | Fetching from uHunt | 4.6f, Eulerian Graph | printing the Euler tour | 0.0 | |

10129 | Fetching from uHunt | 4.6f, Eulerian Graph | Euler Graph property check | 0.0 | |

10203 | Fetching from uHunt | 4.6f, Eulerian Graph | the underlying graph is Euler graph | 0.0 | |

10596 | Fetching from uHunt | 4.6f, Eulerian Graph | Euler Graph property check | 0.0 | |

01315 | Fetching from uHunt | 5.2a, Finding Formula, Easier | find the pattern; hint: odd indices | 0.0 | |

10014 | Fetching from uHunt | 5.2a, Finding Formula, Easier | derive the required formula | 0.0 | |

10110 | Fetching from uHunt | 5.2a, Finding Formula, Easier | check if n is a square number | 0.0 | |

10170 | Fetching from uHunt | 5.2a, Finding Formula, Easier | one liner formula exists | 0.0 | |

10499 | Fetching from uHunt | 5.2a, Finding Formula, Easier | simple formula exists | 0.0 | |

10696 | Fetching from uHunt | 5.2a, Finding Formula, Easier | very simple formula simplification | 0.0 | |

10751 | Fetching from uHunt | 5.2a, Finding Formula, Easier | trivial for N = 1 and N = 2; derive the formula first for N > 2; hint: use diagonal as much as possible | 0.0 | |

10773 | Fetching from uHunt | 5.2a, Finding Formula, Easier | several tricky cases | 0.0 | |

10940 | Fetching from uHunt | 5.2a, Finding Formula, Easier | find the pattern with brute force solution; then submit the optimized solution | 0.0 | |

11202 | Fetching from uHunt | 5.2a, Finding Formula, Easier | consider symmetry and flip | 0.0 | |

11393 | Fetching from uHunt | 5.2a, Finding Formula, Easier | draw several small Kn; derive the pattern | 0.0 | |

12004 | Fetching from uHunt | 5.2a, Finding Formula, Easier | try small n; get the pattern; use long long | 0.0 | |

12027 | Fetching from uHunt | 5.2a, Finding Formula, Easier | sqrt trick | 0.0 | |

12502 | Fetching from uHunt | 5.2a, Finding Formula, Easier | must understand the wording trick first | 0.0 | |

12725 | Fetching from uHunt | 5.2a, Finding Formula, Easier | simple O(1) adhoc math formula manipulation | 0.0 | |

12918 | Fetching from uHunt | 5.2a, Finding Formula, Easier | sum of arithmetic progression; long long | 0.0 | |

12992 | Fetching from uHunt | 5.2a, Finding Formula, Easier | simple formula, just 2*N-1 | 0.0 | |

13049 | Fetching from uHunt | 5.2a, Finding Formula, Easier | simple; for each digit, you should not do more than 5 steps | 0.0 | |

13071 | Fetching from uHunt | 5.2a, Finding Formula, Easier | simple formula involving sum of arithmetic progression | 0.0 | |

13216 | Fetching from uHunt | 5.2a, Finding Formula, Easier | print the first few answer to see the clear pattern; use Big Integer | 0.0 | |

00651 | Fetching from uHunt | 5.2b, Finding Formula, Harder | use the given sample I/O to derive the simple formula | 0.0 | |

00913 | Fetching from uHunt | 5.2b, Finding Formula, Harder | derive the short formulas | 0.0 | |

10161 | Fetching from uHunt | 5.2b, Finding Formula, Harder | sqrt and ceil | 0.0 | |

10257 | Fetching from uHunt | 5.2b, Finding Formula, Harder | need some mathematical insights; also available at Kattis - dickandjane | 0.0 | |

10493 | Fetching from uHunt | 5.2b, Finding Formula, Harder | tree; derive the formula | 0.0 | |

10509 | Fetching from uHunt | 5.2b, Finding Formula, Harder | there are only three different cases | 0.0 | |

10666 | Fetching from uHunt | 5.2b, Finding Formula, Harder | analyze the binary representation of X | 0.0 | |

10693 | Fetching from uHunt | 5.2b, Finding Formula, Harder | derive the short Physics formula | 0.0 | |

10710 | Fetching from uHunt | 5.2b, Finding Formula, Harder | a bit hard to derive the formula; modPow | 0.0 | |

10882 | Fetching from uHunt | 5.2b, Finding Formula, Harder | inclusion-exclusion principle | 0.0 | |

10970 | Fetching from uHunt | 5.2b, Finding Formula, Harder | direct formula exists; or use DP | 0.0 | |

10994 | Fetching from uHunt | 5.2b, Finding Formula, Harder | formula simplification | 0.0 | |

11038 | Fetching from uHunt | 5.2b, Finding Formula, Harder | define a function f that counts the number of 0s from 1 to n; also available at Kattis - howmanyzeros | 0.0 | |

11170 | Fetching from uHunt | 5.2b, Finding Formula, Harder | key derivation: cos(NA) = 2cos((N-1)A)*cos(A) - cos((N-2)A); cos(NA) is a polynomial of degree N in cos(A) | 0.0 | |

11231 | Fetching from uHunt | 5.2b, Finding Formula, Harder | there is an O(1) formula | 0.0 | |

11246 | Fetching from uHunt | 5.2b, Finding Formula, Harder | derive the formula | 0.0 | |

11296 | Fetching from uHunt | 5.2b, Finding Formula, Harder | simple formula exists | 0.0 | |

11298 | Fetching from uHunt | 5.2b, Finding Formula, Harder | simple maths; derive the pattern first | 0.0 | |

11387 | Fetching from uHunt | 5.2b, Finding Formula, Harder | impossible for odd n or when n = 2; derive the formula | 0.0 | |

11718 | Fetching from uHunt | 5.2b, Finding Formula, Harder | convert loops to a closed form formula; use modPow to compute the results | 0.0 | |

12909 | Fetching from uHunt | 5.2b, Finding Formula, Harder | find the pattern; OEIS A001108 | 0.0 | |

13096 | Fetching from uHunt | 5.2b, Finding Formula, Harder | there are patterns; but the formula is quite hard to find | 0.0 | |

13140 | Fetching from uHunt | 5.2b, Finding Formula, Harder | write a brute force program; answer is when i ∈ [9 999..10 005] | 0.0 | |

00290 | Fetching from uHunt | 5.2c, Base Number Conversion | also involving palindrome | 0.0 | |

00343 | Fetching from uHunt | 5.2c, Base Number Conversion | try all possible pair of bases | 0.0 | |

00355 | Fetching from uHunt | 5.2c, Base Number Conversion | basic base number conversion | 0.0 | |

00389 | Fetching from uHunt | 5.2c, Base Number Conversion | use Java Integer class | 0.0 | |

00446 | Fetching from uHunt | 5.2c, Base Number Conversion | base number conversion | 0.0 | |

10473 | Fetching from uHunt | 5.2c, Base Number Conversion | Decimal to Hexadecimal and vice versa; if you use C/C ; you can use strtol | 0.0 | |

10551 | Fetching from uHunt | 5.2c, Base Number Conversion | also involving BigInteger mod; also available at Kattis - basicremains | 0.0 | |

11185 | Fetching from uHunt | 5.2c, Base Number Conversion | Decimal to base 3 | 0.0 | |

11952 | Fetching from uHunt | 5.2c, Base Number Conversion | check base 2 to 18; special case for base 1 | 0.0 | |

00377 | Fetching from uHunt | 5.2d, Base Number Variants | base 4 operations | 0.0 | |

00575 | Fetching from uHunt | 5.2d, Base Number Variants | base modification | 0.0 | |

00636 | Fetching from uHunt | 5.2d, Base Number Variants | base number conversion up to base 99; Java BigInteger cannot be used as it is MAX_RADIX is limited to 36 | 0.0 | |

10093 | Fetching from uHunt | 5.2d, Base Number Variants | try all | 0.0 | |

10677 | Fetching from uHunt | 5.2d, Base Number Variants | try all from r2 to r1 | 0.0 | |

10931 | Fetching from uHunt | 5.2d, Base Number Variants | convert decimal to binary; count number of 1s | 0.0 | |

11005 | Fetching from uHunt | 5.2d, Base Number Variants | try all possible bases from 2 to 36 | 0.0 | |

11121 | Fetching from uHunt | 5.2d, Base Number Variants | search for the term 'negabinary' | 0.0 | |

11398 | Fetching from uHunt | 5.2d, Base Number Variants | just follow the new rules | 0.0 | |

12602 | Fetching from uHunt | 5.2d, Base Number Variants | simple base conversion | 0.0 | |

00136 | Fetching from uHunt | 5.2e, Number Systems/Seqs | use similar technique as UVa 443 | 0.0 | |

00138 | Fetching from uHunt | 5.2e, Number Systems/Seqs | arithmetic progression formula; precalculation | 0.0 | |

00413 | Fetching from uHunt | 5.2e, Number Systems/Seqs | simulate; array manipulation | 0.0 | |

00443 | Fetching from uHunt | 5.2e, Number Systems/Seqs | try all 2^i * 3^j * 5^k * 7^l; sort | 0.0 | |

00640 | Fetching from uHunt | 5.2e, Number Systems/Seqs | DP bottom up; generate the numbers; flag once | 0.0 | |

00694 | Fetching from uHunt | 5.2e, Number Systems/Seqs | similar to UVa 100 | 0.0 | |

00927 | Fetching from uHunt | 5.2e, Number Systems/Seqs | use sum of arithmetic series | 0.0 | |

00962 | Fetching from uHunt | 5.2e, Number Systems/Seqs | pre-calculate the answer | 0.0 | |

00974 | Fetching from uHunt | 5.2e, Number Systems/Seqs | there are not that many Kaprekar numbers | 0.0 | |

10006 | Fetching from uHunt | 5.2e, Number Systems/Seqs | non prime which has >= 3 prime factors | 0.0 | |

10042 | Fetching from uHunt | 5.2e, Number Systems/Seqs | prime factorization; sum the digits | 0.0 | |

10049 | Fetching from uHunt | 5.2e, Number Systems/Seqs | enough to get past > 2G by storing only the first 700K numbers of the Self-describing sequence | 0.0 | |

10101 | Fetching from uHunt | 5.2e, Number Systems/Seqs | follow the problem description carefully | 0.0 | |

10408 | Fetching from uHunt | 5.2e, Number Systems/Seqs | first; generate (i; j) pairs such that gcd(i; j) = 1; then sort | 0.0 | |

10930 | Fetching from uHunt | 5.2e, Number Systems/Seqs | ad-hoc; follow the rules given in description | 0.0 | |

11028 | Fetching from uHunt | 5.2e, Number Systems/Seqs | this is a 'dartboard sequence' | 0.0 | |

11063 | Fetching from uHunt | 5.2e, Number Systems/Seqs | see if a number is repeated; be careful with -ve | 0.0 | |

11461 | Fetching from uHunt | 5.2e, Number Systems/Seqs | answer is sqrt(b) - sqrt(a-1) | 0.0 | |

11660 | Fetching from uHunt | 5.2e, Number Systems/Seqs | simulate; break after $j$-th character | 0.0 | |

11970 | Fetching from uHunt | 5.2e, Number Systems/Seqs | square numbers; divisibility; brute force | 0.0 | |

12149 | Fetching from uHunt | 5.2e, Number Systems/Seqs | finding the pattern; square numbers | 0.0 | |

12751 | Fetching from uHunt | 5.2e, Number Systems/Seqs | sum of arithmetic series [1..N]; inclusion-exclusion | 0.0 | |

13161 | Fetching from uHunt | 5.2e, Number Systems/Seqs | sum of arithmetic series [1..N]; -6 for Rita or -3 for Theo; brute force Rita's age; also available at Kattis - candlebo... | 0.0 | |

00107 | Fetching from uHunt | 5.2f, Log, Exp, Pow | use logarithm; power | 0.0 | |

00113 | Fetching from uHunt | 5.2f, Log, Exp, Pow | use exp(ln(x)*y) | 0.0 | |

00474 | Fetching from uHunt | 5.2f, Log, Exp, Pow | this is just a log and pow exercise | 0.0 | |

00545 | Fetching from uHunt | 5.2f, Log, Exp, Pow | use logarithm; power; similar to UVa 474 | 0.0 | |

00701 | Fetching from uHunt | 5.2f, Log, Exp, Pow | use log to count number of digits | 0.0 | |

10916 | Fetching from uHunt | 5.2f, Log, Exp, Pow | use logarithm; power; also available at Kattis - factstone | 0.0 | |

11384 | Fetching from uHunt | 5.2f, Log, Exp, Pow | find the smallest power of two greater than n; can be solved easily using ceil(eps log2(n)) | 0.0 | |

11556 | Fetching from uHunt | 5.2f, Log, Exp, Pow | related to power of two; use long long; also available at Kattis - bestcompression | 0.0 | |

11636 | Fetching from uHunt | 5.2f, Log, Exp, Pow | uses logarithm | 0.0 | |

11666 | Fetching from uHunt | 5.2f, Log, Exp, Pow | find the formula! | 0.0 | |

11714 | Fetching from uHunt | 5.2f, Log, Exp, Pow | use decision tree model to find min and second min; eventually the solution only involves logarithm | 0.0 | |

11847 | Fetching from uHunt | 5.2f, Log, Exp, Pow | O(1) math formula exists: floor(log2(n)) | 0.0 | |

11986 | Fetching from uHunt | 5.2f, Log, Exp, Pow | log2 (N 1); manual check for precision | 0.0 | |

12416 | Fetching from uHunt | 5.2f, Log, Exp, Pow | the answer is log2 of the max consecutive spaces in a line | 0.0 | |

00121 | Fetching from uHunt | 5.2g, Grid | use Pythagorean theorem; grid | 0.0 | |

00264 | Fetching from uHunt | 5.2g, Grid | grid; pattern | 0.0 | |

00808 | Fetching from uHunt | 5.2g, Grid | grid; similar to UVa 10182 | 0.0 | |

00880 | Fetching from uHunt | 5.2g, Grid | grid; similar to UVa 264 | 0.0 | |

10022 | Fetching from uHunt | 5.2g, Grid | this is not an SSSP problem; find the pattern in this grid (triangle)-like system | 0.0 | |

10182 | Fetching from uHunt | 5.2g, Grid | grid | 0.0 | |

10233 | Fetching from uHunt | 5.2g, Grid | the number of items in row forms arithmetic progression series; use hypot | 0.0 | |

10620 | Fetching from uHunt | 5.2g, Grid | just simulate the jumps; also available at Kattis - fleaonachessboard | 0.0 | |

10642 | Fetching from uHunt | 5.2g, Grid | the reverse of UVa 264 | 0.0 | |

10964 | Fetching from uHunt | 5.2g, Grid | convert the coordinates to (x; y); then this problem is just about finding Euclidean distance between two coordinates | 0.0 | |

12705 | Fetching from uHunt | 5.2g, Grid | we need to match grid cells to characters; there is a greedy solution; find the required pattern | 0.0 | |

00126 | Fetching from uHunt | 5.2h, Polynomial | polynomial multiplication and tedious output formatting | 0.0 | |

00392 | Fetching from uHunt | 5.2h, Polynomial | follow the orders; output formatting | 0.0 | |

00498 | Fetching from uHunt | 5.2h, Polynomial | polynomial evaluation | 0.0 | |

00930 | Fetching from uHunt | 5.2h, Polynomial | Ruffini's rule; roots of quadratic eq | 0.0 | |

10215 | Fetching from uHunt | 5.2h, Polynomial | two trivial cases for smallest; derive the formula for largest which involves quadratic equation | 0.0 | |

10268 | Fetching from uHunt | 5.2h, Polynomial | polynomial derivation; Horner's rule | 0.0 | |

10302 | Fetching from uHunt | 5.2h, Polynomial | use long double | 0.0 | |

10326 | Fetching from uHunt | 5.2h, Polynomial | given roots of the polynomial; reconstruct the polynomial; formatting | 0.0 | |

10586 | Fetching from uHunt | 5.2h, Polynomial | compute number of prime factors of each integer in the desired range; use 1D RSQ DP; binary search | 0.0 | |

10719 | Fetching from uHunt | 5.2h, Polynomial | polynomial division and remainder | 0.0 | |

00332 | Fetching from uHunt | 5.2i, Fractions | use GCD | 0.0 | |

00834 | Fetching from uHunt | 5.2i, Fractions | do as asked | 0.0 | |

10555 | Fetching from uHunt | 5.2i, Fractions | try every single possible repeating decimals | 0.0 | |

10814 | Fetching from uHunt | 5.2i, Fractions | BigInteger gcd | 0.0 | |

10976 | Fetching from uHunt | 5.2i, Fractions | total solutions is asked upfront; therefore do brute force twice | 0.0 | |

12068 | Fetching from uHunt | 5.2i, Fractions | involving fraction; use LCM and GCD | 0.0 | |

12848 | Fetching from uHunt | 5.2i, Fractions | find formula involving fraction and use GCD to simplify it | 0.0 | |

12970 | Fetching from uHunt | 5.2i, Fractions | simple Physics time comparison; GCD to simplify fraction | 0.0 | |

00276 | Fetching from uHunt | 5.2j, Really Ad Hoc | multiplication of Egyptian hieroglyphs | 0.0 | |

00496 | Fetching from uHunt | 5.2j, Really Ad Hoc | set manipulation | 0.0 | |

00613 | Fetching from uHunt | 5.2j, Really Ad Hoc | analyze the number; determine the type; similar spirit with the cycle finding problem | 0.0 | |

10023 | Fetching from uHunt | 5.2j, Really Ad Hoc | code Newton's method with BigInteger | 0.0 | |

10137 | Fetching from uHunt | 5.2j, Really Ad Hoc | be careful with precision error; also available at Kattis - trip | 0.0 | |

10190 | Fetching from uHunt | 5.2j, Really Ad Hoc | simulate the process | 0.0 | |

11042 | Fetching from uHunt | 5.2j, Really Ad Hoc | case analysis; only 4 possible outputs | 0.0 | |

11055 | Fetching from uHunt | 5.2j, Really Ad Hoc | not classic; observation needed to avoid brute-force solution | 0.0 | |

11241 | Fetching from uHunt | 5.2j, Really Ad Hoc | the hardest case is computing Dew point given temperature and Humidex; derive it with Algebra | 0.0 | |

11526 | Fetching from uHunt | 5.2j, Really Ad Hoc | brute force up to sqrt(n); find the pattern; avoid TLE | 0.0 | |

11715 | Fetching from uHunt | 5.2j, Really Ad Hoc | physics simulation | 0.0 | |

11816 | Fetching from uHunt | 5.2j, Really Ad Hoc | simple math; precision required | 0.0 | |

12036 | Fetching from uHunt | 5.2j, Really Ad Hoc | use pigeon hole principle | 0.0 | |

00406 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; take the middle ones | 0.0 | |

00543 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; complete search; Goldbach's conjecture; similar to UVa 00686, 10311, and 10948 | 0.0 | |

00686 | Fetching from uHunt | 5.3a, Prime Numbers | similar to UVa 543; 10311; and 10948 | 0.0 | |

00897 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; just need to check digit rotations | 0.0 | |

00914 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; be careful with L and U < 2 | 0.0 | |

01644 | Fetching from uHunt | 5.3a, Prime Numbers | LA 3883 - Tokyo07; sieve; prime check; upper bound - lower bound | 0.0 | |

10140 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; linear scan | 0.0 | |

10168 | Fetching from uHunt | 5.3a, Prime Numbers | backtracking with pruning | 0.0 | |

10311 | Fetching from uHunt | 5.3a, Prime Numbers | case analysis; brute force; similar to UVa 543; 686; and 10948 | 0.0 | |

10394 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; check if p and p plus 2 are both primes; if yes; they are twin primes; precalculate the result | 0.0 | |

10490 | Fetching from uHunt | 5.3a, Prime Numbers | ad Hoc; precalculate the answers | 0.0 | |

10650 | Fetching from uHunt | 5.3a, Prime Numbers | 3 uni-distance consecutive primes | 0.0 | |

10852 | Fetching from uHunt | 5.3a, Prime Numbers | sieve; p = 1; find the first prime number >= n/2 plus 1 | 0.0 | |

10948 | Fetching from uHunt | 5.3a, Prime Numbers | Goldbach's conjecture; similar to UVa 543; 686; and 10311 | 0.0 | |

11752 | Fetching from uHunt | 5.3a, Prime Numbers | try base: 2 to 2^16; composite power; sort | 0.0 | |

00960 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | there is a number theory behind this | 0.0 | |

01180 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | LA 2350 - Dhaka01; small prime check | 0.0 | |

01210 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | LA 3399 - Tokyo05; simple | 0.0 | |

10235 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | case analysis: prime/emirp/not prime; emirp is prime number that if reversed is still a prime number | 0.0 | |

10924 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | check if the sum of letter values is a prime | 0.0 | |

11287 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | yes if !isPrime(p) && a.modPow(p, p) = a; Big Integer; also available at Kattis - pseudoprime | 0.0 | |

12542 | Fetching from uHunt | 5.3b, (Prob) Prime Testing | LA 6149 - HatYai12; brute force; use isProbablePrime to test primality | 0.0 | |

00516 | Fetching from uHunt | 5.3c, Finding Prime Factors | problem involving prime-power factorization | 0.0 | |

00583 | Fetching from uHunt | 5.3c, Finding Prime Factors | basic factorization problem | 0.0 | |

10392 | Fetching from uHunt | 5.3c, Finding Prime Factors | enumerate the prime factors of input | 0.0 | |

11466 | Fetching from uHunt | 5.3c, Finding Prime Factors | use efficient sieve implementation to get the largest prime factors | 0.0 | |

12703 | Fetching from uHunt | 5.3c, Finding Prime Factors | uses small Fibonacci numbers up to 40 and simple prime factorization as a and b can be non-primes | 0.0 | |

12805 | Fetching from uHunt | 5.3c, Finding Prime Factors | prime check; primes of format 4m-1 and 4m plus 1; simple prime factorization | 0.0 | |

00294 | Fetching from uHunt | 5.3d, Prime Factors Functions | numDiv(N) | 0.0 | |

00884 | Fetching from uHunt | 5.3d, Prime Factors Functions | numPF(N); precalculate | 0.0 | |

01246 | Fetching from uHunt | 5.3d, Prime Factors Functions | LA 4340 - Amrita08; numDiv(N) | 0.0 | |

10179 | Fetching from uHunt | 5.3d, Prime Factors Functions | EulerPhi(N) | 0.0 | |

10290 | Fetching from uHunt | 5.3d, Prime Factors Functions | find number of odd divisors | 0.0 | |

10299 | Fetching from uHunt | 5.3d, Prime Factors Functions | EulerPhi(N); also available at Kattis - relatives | 0.0 | |

10820 | Fetching from uHunt | 5.3d, Prime Factors Functions | a[i] = a[i-1] plus 2*EulerPhi(i) | 0.0 | |

10958 | Fetching from uHunt | 5.3d, Prime Factors Functions | 2 * numDiv(n*m*p*p) - 1 | 0.0 | |

11064 | Fetching from uHunt | 5.3d, Prime Factors Functions | N - EulerPhi(N) - numDiv(N) | 0.0 | |

11086 | Fetching from uHunt | 5.3d, Prime Factors Functions | find numbers N with numPF(N) == 2 | 0.0 | |

11226 | Fetching from uHunt | 5.3d, Prime Factors Functions | sumPF(N); get length; DP | 0.0 | |

11353 | Fetching from uHunt | 5.3d, Prime Factors Functions | numPF(N); sort variant | 0.0 | |

11728 | Fetching from uHunt | 5.3d, Prime Factors Functions | sumDiv(N) | 0.0 | |

12005 | Fetching from uHunt | 5.3d, Prime Factors Functions | numDiv(4N-3) | 0.0 | |

13185 | Fetching from uHunt | 5.3d, Prime Factors Functions | just see UVa 13194 | 0.0 | |

13194 | Fetching from uHunt | 5.3d, Prime Factors Functions | similar to Kattis - almostperfect; sumDiv(N)-N; long long | 0.0 | |

10699 | Fetching from uHunt | 5.3e, Modified Sieve | numDiffPF(N) for a range | 0.0 | |

10738 | Fetching from uHunt | 5.3e, Modified Sieve | numDiffPF(N) for a range of N | 0.0 | |

10990 | Fetching from uHunt | 5.3e, Modified Sieve | modified sieve to compute a range of Euler Phi values; use DP to compute depth Phi values; then finally use Max 1D Range... | 0.0 | |

11327 | Fetching from uHunt | 5.3e, Modified Sieve | pre-calculate EulerPhi(N) | 0.0 | |

11426 | Fetching from uHunt | 5.3e, Modified Sieve | pre-calculate EulerPhi(N) | 0.0 | |

12043 | Fetching from uHunt | 5.3e, Modified Sieve | sumDiv(N) and numDiv(N); brute force | 0.0 | |

00106 | Fetching from uHunt | 5.3f, GCD and/or LCM | brute force; use GCD to get relatively prime triples | 0.0 | |

00412 | Fetching from uHunt | 5.3f, GCD and/or LCM | brute force; GCD to find elements with no common factor | 0.0 | |

10193 | Fetching from uHunt | 5.3f, GCD and/or LCM | convert two binary strings S1 and S2 to decimal and check see if gcd(s1; s2) > 1 | 0.0 | |

10407 | Fetching from uHunt | 5.3f, GCD and/or LCM | subtract the set s with s[0]; find gcd | 0.0 | |

10892 | Fetching from uHunt | 5.3f, GCD and/or LCM | number of divisor pairs of N: (m; n) such that gcd(m; n) = 1 | 0.0 | |

11388 | Fetching from uHunt | 5.3f, GCD and/or LCM | understand the relationship of GCD with LCM | 0.0 | |

11417 | Fetching from uHunt | 5.3f, GCD and/or LCM | just use brute force as input is small | 0.0 | |

11774 | Fetching from uHunt | 5.3f, GCD and/or LCM | find pattern involving gcd with small test cases | 0.0 | |

11827 | Fetching from uHunt | 5.3f, GCD and/or LCM | GCD of many numbers; small input | 0.0 | |

12708 | Fetching from uHunt | 5.3f, GCD and/or LCM | actually we do not need to compute the GCD; simply find an easy pattern to solve this problem | 0.0 | |

12852 | Fetching from uHunt | 5.3f, GCD and/or LCM | LCM of the N given numbers times 35 | 0.0 | |

00324 | Fetching from uHunt | 5.3g, Factorial | count digits of n! up to 366! | 0.0 | |

00568 | Fetching from uHunt | 5.3g, Factorial | can use Java BigInteger; slow but AC | 0.0 | |

00623 | Fetching from uHunt | 5.3g, Factorial | easy with Java BigInteger | 0.0 | |

10220 | Fetching from uHunt | 5.3g, Factorial | use Java BigInteger; precalculate | 0.0 | |

10323 | Fetching from uHunt | 5.3g, Factorial | overflow: n>13/-odd n; underflow: n$<$8/-even n; PS: actually; factorial of negative number is not defined | 0.0 | |

10338 | Fetching from uHunt | 5.3g, Factorial | use long long to store up to 20! | 0.0 | |

11076 | Fetching from uHunt | 5.3g, Factorial | do not use next_permutation for 12!; TLE; observe the digits in all permutations; hint: the solution involves factorial | 0.0 | |

12335 | Fetching from uHunt | 5.3g, Factorial | given the k-th permutation, recover the 1st permutation; use factorial; use Java BigInteger | 0.0 | |

12869 | Fetching from uHunt | 5.3g, Factorial | LA 6847 - Bangkok 2014; every zero in factorial(n) is due to multiplication of factor 2 and 5; factor 2 grows faster tha... | 0.0 | |

12934 | Fetching from uHunt | 5.3g, Factorial | can use brute force; stop at n not more than sqrt(k); m smaller than n | 0.0 | |

00160 | Fetching from uHunt | 5.3h, Working with PFs | precalculate small primes as prime factors of 100! is < 100$ | 0.0 | |

00993 | Fetching from uHunt | 5.3h, Working with PFs | find divisors from 9 down to 1; similar to UVa 10527 | 0.0 | |

10061 | Fetching from uHunt | 5.3h, Working with PFs | in Decimal; '10' with 1 zero is due to factor 2*5 | 0.0 | |

10139 | Fetching from uHunt | 5.3h, Working with PFs | factorize m; see if it has support in n!; Legendre's formula; also available at Kattis - factovisors | 0.0 | |

10484 | Fetching from uHunt | 5.3h, Working with PFs | prime factors of factorial; D can be negative | 0.0 | |

10527 | Fetching from uHunt | 5.3h, Working with PFs | similar to UVa 00993; also available at Kattis - persistent | 0.0 | |

10622 | Fetching from uHunt | 5.3h, Working with PFs | GCD of all prime powers; note if x is negative; also available at Kattis - perfectpowers | 0.0 | |

10680 | Fetching from uHunt | 5.3h, Working with PFs | use primefactors([1..N]) to get LCM(1; 2; ...; N) | 0.0 | |

10780 | Fetching from uHunt | 5.3h, Working with PFs | similar to UVa 10139 | 0.0 | |

10791 | Fetching from uHunt | 5.3h, Working with PFs | analyze the prime factors of N | 0.0 | |

11347 | Fetching from uHunt | 5.3h, Working with PFs | prime-power factorization; numDiv(N) | 0.0 | |

11395 | Fetching from uHunt | 5.3h, Working with PFs | key hint: a square number multiplied by powers of two; i.e. 2^k * i^2 for k >= 0; i >= 1 has odd sum of divisors | 0.0 | |

11889 | Fetching from uHunt | 5.3h, Working with PFs | LCM; involving prime factorization | 0.0 | |

13067 | Fetching from uHunt | 5.3h, Working with PFs | cryptic problem description, it turns out that the restaurant uses prime power system; output sum of prime powers | 0.0 | |

00128 | Fetching from uHunt | 5.3i, Modular Arithmetic | (a * b) % s = ((a % s) * (b % s)) % s | 0.0 | |

10127 | Fetching from uHunt | 5.3i, Modular Arithmetic | no factor of 2 and 5 implies that there is no trailing zero | 0.0 | |

10174 | Fetching from uHunt | 5.3i, Modular Arithmetic | no Spinster number | 0.0 | |

10176 | Fetching from uHunt | 5.3i, Modular Arithmetic | convert binary to decimal digit by digit; do modulo 131071 to the intermediate result | 0.0 | |

10212 | Fetching from uHunt | 5.3i, Modular Arithmetic | multiply numbers from N down to N-M+1; use / 10 to discard the trailing zero(es); use % 1 Billion | 0.0 | |

10489 | Fetching from uHunt | 5.3i, Modular Arithmetic | keep values small with modulo | 0.0 | |

10090 | Fetching from uHunt | 5.3j, Extended Euclid | use solution for Linear Diophantine Equation | 0.0 | |

10104 | Fetching from uHunt | 5.3j, Extended Euclid | pure Ext Euclid problem | 0.0 | |

10633 | Fetching from uHunt | 5.3j, Extended Euclid | let C = N-M, N = 10a+b, and M = a; Linear Diophantine Equation: 9a+b = C | 0.0 | |

10673 | Fetching from uHunt | 5.3j, Extended Euclid | uses Extended Euclidean | 0.0 | |

10922 | Fetching from uHunt | 5.3k, Divisibility Test | test divisibility by 9 | 0.0 | |

10929 | Fetching from uHunt | 5.3k, Divisibility Test | test divisibility by 11 | 0.0 | |

11344 | Fetching from uHunt | 5.3k, Divisibility Test | use divisibility theory of [1..12] | 0.0 | |

11371 | Fetching from uHunt | 5.3k, Divisibility Test | the solving strategy is given | 0.0 | |

00495 | Fetching from uHunt | 5.4a, Fibonacci Numbers | O(n) DP; Big Integer | 0.0 | |

00580 | Fetching from uHunt | 5.4a, Fibonacci Numbers | related to Tribonacci series | 0.0 | |

00763 | Fetching from uHunt | 5.4a, Fibonacci Numbers | Zeckendorf representation; greedy; Big Integer | 0.0 | |

00900 | Fetching from uHunt | 5.4a, Fibonacci Numbers | combinatorics; the pattern ~ Fibonacci | 0.0 | |

00948 | Fetching from uHunt | 5.4a, Fibonacci Numbers | Zeckendorf representation; greedy | 0.0 | |

01258 | Fetching from uHunt | 5.4a, Fibonacci Numbers | LA 4721 - Phuket09; Fibonacci variant; Zeckendorf representation; greedy | 0.0 | |

10183 | Fetching from uHunt | 5.4a, Fibonacci Numbers | get the number of Fibonaccis when generating them; BigInteger | 0.0 | |

10334 | Fetching from uHunt | 5.4a, Fibonacci Numbers | combinatorics; Big Integer | 0.0 | |

10450 | Fetching from uHunt | 5.4a, Fibonacci Numbers | combinatorics; the pattern ~ Fibonacci | 0.0 | |

10497 | Fetching from uHunt | 5.4a, Fibonacci Numbers | the pattern ~ Fibonacci | 0.0 | |

10579 | Fetching from uHunt | 5.4a, Fibonacci Numbers | very easy with Java BigInteger | 0.0 | |

10689 | Fetching from uHunt | 5.4a, Fibonacci Numbers | easy; Pisano period | 0.0 | |

10862 | Fetching from uHunt | 5.4a, Fibonacci Numbers | the pattern ends up ~ Fibonacci | 0.0 | |

11000 | Fetching from uHunt | 5.4a, Fibonacci Numbers | combinatorics; the pattern is similar to Fibonacci | 0.0 | |

11089 | Fetching from uHunt | 5.4a, Fibonacci Numbers | the list of Fi-binary Numbers follow the Zeckendorf's theorem | 0.0 | |

11161 | Fetching from uHunt | 5.4a, Fibonacci Numbers | Fibonacci median | 0.0 | |

11780 | Fetching from uHunt | 5.4a, Fibonacci Numbers | the background problem is Fibonacci numbers | 0.0 | |

12281 | Fetching from uHunt | 5.4a, Fibonacci Numbers | Zeckendorf theorem a bit of combinatorics | 0.0 | |

12620 | Fetching from uHunt | 5.4a, Fibonacci Numbers | Pisano period of 10^2 = 300 | 0.0 | |

00326 | Fetching from uHunt | 5.4b, Binomial Coefficients | difference table | 0.0 | |

00369 | Fetching from uHunt | 5.4b, Binomial Coefficients | be careful with overflow issue | 0.0 | |

00485 | Fetching from uHunt | 5.4b, Binomial Coefficients | binomial coefficients BigInteger | 0.0 | |

00530 | Fetching from uHunt | 5.4b, Binomial Coefficients | work with doubles; optimize computation | 0.0 | |

00911 | Fetching from uHunt | 5.4b, Binomial Coefficients | there is a formula for this: result = n! / (z_1! * z_2! * z_3! * ... * z_k!$) | 0.0 | |

10105 | Fetching from uHunt | 5.4b, Binomial Coefficients | similar to UVa 911 | 0.0 | |

10375 | Fetching from uHunt | 5.4b, Binomial Coefficients | the main task is to avoid overflow | 0.0 | |

10532 | Fetching from uHunt | 5.4b, Binomial Coefficients | modified binomial coefficient | 0.0 | |

10541 | Fetching from uHunt | 5.4b, Binomial Coefficients | a good combinatorics problem | 0.0 | |

11955 | Fetching from uHunt | 5.4b, Binomial Coefficients | pure application; DP | 0.0 | |

12712 | Fetching from uHunt | 5.4b, Binomial Coefficients | the answer is sum i=M to N of C(L*L;i)*i!; but simplify the computation of this formula instead of running it directly | 0.0 | |

00991 | Fetching from uHunt | 5.4c, Catalan Numbers | Catalan Numbers | 0.0 | |

10007 | Fetching from uHunt | 5.4c, Catalan Numbers | answer is Cat(n) * n!; BigInteger | 0.0 | |

10223 | Fetching from uHunt | 5.4c, Catalan Numbers | you can precalculate the answers as there are only 19 Catalan Numbers < 2^{32}-1 | 0.0 | |

10303 | Fetching from uHunt | 5.4c, Catalan Numbers | generate Cat(n) as shown in this section; use Java BigInteger | 0.0 | |

10312 | Fetching from uHunt | 5.4c, Catalan Numbers | number of binary bracketing = Cat(n); number of bracketing = Super-Catalan numbers | 0.0 | |

10643 | Fetching from uHunt | 5.4c, Catalan Numbers | Cat(n) is part of a bigger problem | 0.0 | |

10079 | Fetching from uHunt | 5.4d, Others, Easier | derive the one liner formula | 0.0 | |

11115 | Fetching from uHunt | 5.4d, Others, Easier | N^D; use Java BigInteger | 0.0 | |

11310 | Fetching from uHunt | 5.4d, Others, Easier | requires DP: let dp[i] be the number of ways the cakes can be packed for a box 2*i | 0.0 | |

11401 | Fetching from uHunt | 5.4d, Others, Easier | spot the pattern | 0.0 | |

11480 | Fetching from uHunt | 5.4d, Others, Easier | try all r; but simpler formula exists | 0.0 | |

11597 | Fetching from uHunt | 5.4d, Others, Easier | uses knowledge of graph theory; the answer is very trivial | 0.0 | |

11609 | Fetching from uHunt | 5.4d, Others, Easier | N * 2^(N-1); use Java BigInteger for the modPow part | 0.0 | |

12463 | Fetching from uHunt | 5.4d, Others, Easier | double the socks and the shoes to simplify the problem | 0.0 | |

00153 | Fetching from uHunt | 5.4e, Others, Harder | find formula for this; similar with UVa 941 | 0.0 | |

00941 | Fetching from uHunt | 5.4e, Others, Harder | formula to get the n-th permutation | 0.0 | |

01224 | Fetching from uHunt | 5.4e, Others, Harder | LA 3904 - Seoul07; derive formula from observing the small instances first | 0.0 | |

10359 | Fetching from uHunt | 5.4e, Others, Harder | derive the formula; use Java BigInteger | 0.0 | |

10733 | Fetching from uHunt | 5.4e, Others, Harder | Burnside's lemma | 0.0 | |

10784 | Fetching from uHunt | 5.4e, Others, Harder | the number of diagonals in n-gon = n*(n-3)/2; use it to derive the solution | 0.0 | |

10790 | Fetching from uHunt | 5.4e, Others, Harder | uses arithmetic progression formula | 0.0 | |

10918 | Fetching from uHunt | 5.4e, Others, Harder | there are two related recurrences here | 0.0 | |

11069 | Fetching from uHunt | 5.4e, Others, Harder | use Dynamic Programming | 0.0 | |

11204 | Fetching from uHunt | 5.4e, Others, Harder | only first choice matters | 0.0 | |

11270 | Fetching from uHunt | 5.4e, Others, Harder | sequence A004003 in OEIS | 0.0 | |

11538 | Fetching from uHunt | 5.4e, Others, Harder | count along rows; columns; and diagonals | 0.0 | |

11554 | Fetching from uHunt | 5.4e, Others, Harder | similar to UVa 11401 | 0.0 | |

12001 | Fetching from uHunt | 5.4e, Others, Harder | counting; combinatorics | 0.0 | |

12022 | Fetching from uHunt | 5.4e, Others, Harder | number of ways n competitors can rank in a competition allowing for the possibility of ties; sequence A000670 in OEIS | 0.0 | |

01636 | Fetching from uHunt | 5.5a, Probability, Easier | LA 4596 - NorthEasternEurope09; ad hoc probability question, one tricky special case involving all zeroes | 0.0 | |

10238 | Fetching from uHunt | 5.5a, Probability, Easier | DP; s: (dice_left, score); try F values; Big Integer; no need to simplify the fraction; see UVa 10759 | 0.0 | |

10328 | Fetching from uHunt | 5.5a, Probability, Easier | DP; 1-D state; Big Integer | 0.0 | |

10491 | Fetching from uHunt | 5.5a, Probability, Easier | two ways to get a car: either pick a cow first; then switch to a car; or pick a car first; and then switch to another ca... | 0.0 | |

10759 | Fetching from uHunt | 5.5a, Probability, Easier | DP; s: (dice_left; score); try 6 values; gcd; similar to UVa 10238 | 0.0 | |

11181 | Fetching from uHunt | 5.5a, Probability, Easier | iterative brute force; try all possibilities | 0.0 | |

12024 | Fetching from uHunt | 5.5a, Probability, Easier | derangement | 0.0 | |

12114 | Fetching from uHunt | 5.5a, Probability, Easier | simple probability | 0.0 | |

12230 | Fetching from uHunt | 5.5a, Probability, Easier | simple expected value problem | 0.0 | |

12457 | Fetching from uHunt | 5.5a, Probability, Easier | simple expected value problem; use DP | 0.0 | |

12461 | Fetching from uHunt | 5.5a, Probability, Easier | brute force small n to see that the answer is very easy | 0.0 | |

00542 | Fetching from uHunt | 5.5b, Probability, Harder | divide and conquer | 0.0 | |

00557 | Fetching from uHunt | 5.5b, Probability, Harder | one possible solution involves combinatorics which can be computed with DP | 0.0 | |

10056 | Fetching from uHunt | 5.5b, Probability, Harder | get the closed form formula | 0.0 | |

10218 | Fetching from uHunt | 5.5b, Probability, Harder | probability and a bit of binomial coefficients | 0.0 | |

10648 | Fetching from uHunt | 5.5b, Probability, Harder | DP; s: (rem_boxes; num_empty) | 0.0 | |

10777 | Fetching from uHunt | 5.5b, Probability, Harder | expected value | 0.0 | |

11021 | Fetching from uHunt | 5.5b, Probability, Harder | probability | 0.0 | |

11176 | Fetching from uHunt | 5.5b, Probability, Harder | DP, s: (rem_games, streak); t: lose this game, or win the next W = [1..n] games and lose the (W+1)-th game | 0.0 | |

11346 | Fetching from uHunt | 5.5b, Probability, Harder | a bit of geometry | 0.0 | |

11500 | Fetching from uHunt | 5.5b, Probability, Harder | Gambler's Ruin Problem | 0.0 | |

11628 | Fetching from uHunt | 5.5b, Probability, Harder | p[i] = ticket bought by i at the last round/total tickets bought at the last round by all n; gcd | 0.0 | |

11762 | Fetching from uHunt | 5.5b, Probability, Harder | use Sieve of Eratosthenes to know the rank of each prime number; DP; expected value | 0.0 | |

00202 | Fetching from uHunt | 5.6a, Cycle Finding | do expansion digit by digit until it cycles | 0.0 | |

00275 | Fetching from uHunt | 5.6a, Cycle Finding | similar to UVa 202 except the output format | 0.0 | |

00350 | Fetching from uHunt | 5.6a, Cycle Finding | very basic cycle-finding problem; simply run Floyd's cycle-finding algorithm | 0.0 | |

00408 | Fetching from uHunt | 5.6a, Cycle Finding | cycle-finding problem with easier solution: it is a good choice if step < mod and GCD(step, mod) == 1 | 0.0 | |

00547 | Fetching from uHunt | 5.6a, Cycle Finding | a problem about 'eventually constant' sequence; similar flavor as cycle-finding | 0.0 | |

00942 | Fetching from uHunt | 5.6a, Cycle Finding | similar to UVa 202 | 0.0 | |

00944 | Fetching from uHunt | 5.6a, Cycle Finding | similar to UVa 10591 | 0.0 | |

10162 | Fetching from uHunt | 5.6a, Cycle Finding | cycle after 100 steps; use Java BigInteger to read the input; precalculate | 0.0 | |

10515 | Fetching from uHunt | 5.6a, Cycle Finding | concentrate on the last digit | 0.0 | |

10591 | Fetching from uHunt | 5.6a, Cycle Finding | this sequence is 'eventually periodic'; similar to UVa 944 | 0.0 | |

11036 | Fetching from uHunt | 5.6a, Cycle Finding | cycle-finding; evaluate Reverse Polish f with a stack | 0.0 | |

11053 | Fetching from uHunt | 5.6a, Cycle Finding | cycle-finding; the answer is N-lambda | 0.0 | |

11511 | Fetching from uHunt | 5.6a, Cycle Finding | cycle-finding on vectors; the pattern will cycle fast | 0.0 | |

11549 | Fetching from uHunt | 5.6a, Cycle Finding | repeat squaring with limited digits until it cycles; Floyd's cycle-finding algorithm is only used to detect the cycle; w... | 0.0 | |

11634 | Fetching from uHunt | 5.6a, Cycle Finding | cycle-finding; f(a) = (a*a/100) % 10000; or use DAT | 0.0 | |

12464 | Fetching from uHunt | 5.6a, Cycle Finding | although n can be very huge; the pattern is actually cyclic; find the length of the cycle l and modulo n with l | 0.0 | |

13217 | Fetching from uHunt | 5.6a, Cycle Finding | the given function cycles very early so we can pre-calculate the answers although $n$ is very big | 0.0 | |

00847 | Fetching from uHunt | 5.7a, Game Theory (Basic) | simulate the perfect play; also available at Kattis - amultiplicationgame | 0.0 | |

10111 | Fetching from uHunt | 5.7a, Game Theory (Basic) | Tic-Tac-Toe; minimax; backtracking | 0.0 | |

10368 | Fetching from uHunt | 5.7a, Game Theory (Basic) | minimax; backtracking; also available at Kattis - euclidsgame | 0.0 | |

10404 | Fetching from uHunt | 5.7a, Game Theory (Basic) | 2 players game; Dynamic Programming; also available at Kattis - bachetsgame | 0.0 | |

10536 | Fetching from uHunt | 5.7a, Game Theory (Basic) | model the 4*4 board and 48 possible pins as bitmask; then this is a simple two player game | 0.0 | |

10578 | Fetching from uHunt | 5.7a, Game Theory (Basic) | backtracking; try all; see who wins the game | 0.0 | |

11489 | Fetching from uHunt | 5.7a, Game Theory (Basic) | game theory; reducible to simple math | 0.0 | |

12293 | Fetching from uHunt | 5.7a, Game Theory (Basic) | analyze the game tree of smaller instances to get the mathematical insight to solve this problem | 0.0 | |

12469 | Fetching from uHunt | 5.7a, Game Theory (Basic) | game playing; Dynamic Programming; pruning | 0.0 | |

00374 | Fetching from uHunt | 5.8a, Matrix Power | solvable with Java BigInteger modPow; or write your own code | 0.0 | |

01230 | Fetching from uHunt | 5.8a, Matrix Power | LA 4104 - Singapore07; modPow | 0.0 | |

10229 | Fetching from uHunt | 5.8a, Matrix Power | Fibonacci; modPow | 0.0 | |

10518 | Fetching from uHunt | 5.8a, Matrix Power | derive the pattern of the answers for small $n$; the answer is 2*fib(n)-1; then use UVa 10229 solution | 0.0 | |

10655 | Fetching from uHunt | 5.8a, Matrix Power | derive the square matrix | 0.0 | |

10870 | Fetching from uHunt | 5.8a, Matrix Power | form the required matrix first; power of matrix | 0.0 | |

11029 | Fetching from uHunt | 5.8a, Matrix Power | combination of logarithmic trick to get the first three digits and 'big mod' trick to get the last three digits | 0.0 | |

11486 | Fetching from uHunt | 5.8a, Matrix Power | model as adjacency matrix; raise the adjacency matrix to the power of N in O(log N) to get the number of paths | 0.0 | |

11582 | Fetching from uHunt | 5.8a, Matrix Power | Pisano period: The sequence f(i)%n is periodic; use modPow | 0.0 | |

12470 | Fetching from uHunt | 5.8a, Matrix Power | similar to UVa 10229; the 3*3 matrix is = [0 1 0; 0 0 1; 1 1 1]; the answer is at matrix[1][1] after it is raised to the... | 0.0 | |

12796 | Fetching from uHunt | 5.8a, Matrix Power | count the number of paths of length L in an undirected graph where L can be up to 2^30 | 0.0 | |

00179 | Fetching from uHunt | 6.2a, Cipher, Harder | use brute force | 0.0 | |

00213 | Fetching from uHunt | 6.2a, Cipher, Harder | LA 5152 - WorldFinals SanAntonio91 | 0.0 | |

00306 | Fetching from uHunt | 6.2a, Cipher, Harder | can be made faster by avoiding cycle | 0.0 | |

00385 | Fetching from uHunt | 6.2a, Cipher, Harder | a kind of decryption problem; tedious | 0.0 | |

00468 | Fetching from uHunt | 6.2a, Cipher, Harder | letter frequency mapping | 0.0 | |

00554 | Fetching from uHunt | 6.2a, Cipher, Harder | try all shifts; output formatting | 0.0 | |

00726 | Fetching from uHunt | 6.2a, Cipher, Harder | frequency cypher | 0.0 | |

00741 | Fetching from uHunt | 6.2a, Cipher, Harder | simulate the process | 0.0 | |

00850 | Fetching from uHunt | 6.2a, Cipher, Harder | plaintext attack; tricky test cases | 0.0 | |

00856 | Fetching from uHunt | 6.2a, Cipher, Harder | 3 nested loops; one for each digit | 0.0 | |

11385 | Fetching from uHunt | 6.2a, Cipher, Harder | string manipulation and Fibonacci | 0.0 | |

11697 | Fetching from uHunt | 6.2a, Cipher, Harder | follow the description; a bit tedious; also available at Kattis - playfair | 0.0 | |

00134 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check; tedious | 0.0 | |

00171 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check; tedious | 0.0 | |

00172 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | another recursive parser; tedious | 0.0 | |

00384 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check | 0.0 | |

00464 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | generate output based on the given BNF grammar | 0.0 | |

00533 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check | 0.0 | |

00586 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check and output formatting | 0.0 | |

00620 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check | 0.0 | |

00622 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check/evaluation | 0.0 | |

00743 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check | 0.0 | |

10854 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive parsing plus counting | 0.0 | |

11070 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar evaluation | 0.0 | |

11291 | Fetching from uHunt | 6.2b, Input Parsing (Rec) | recursive grammar check | 0.0 | |

00325 | Fetching from uHunt | 6.2c, Regular Expression | trivial with regex | 0.0 | |

00494 | Fetching from uHunt | 6.2c, Regular Expression | trivial with regex | 0.0 | |

00576 | Fetching from uHunt | 6.2c, Regular Expression | solvable with regex | 0.0 | |

10058 | Fetching from uHunt | 6.2c, Regular Expression | solvable with regex | 0.0 | |

00159 | Fetching from uHunt | 6.2d, Output Formatting, H | tedious output formatting problem | 0.0 | |

00330 | Fetching from uHunt | 6.2d, Output Formatting, H | use map to help | 0.0 | |

00338 | Fetching from uHunt | 6.2d, Output Formatting, H | tedious | 0.0 | |

00373 | Fetching from uHunt | 6.2d, Output Formatting, H | check 'g' versus 'p'; ad hoc | 0.0 | |

00426 | Fetching from uHunt | 6.2d, Output Formatting, H | tokenize; sort; reformat output | 0.0 | |

00570 | Fetching from uHunt | 6.2d, Output Formatting, H | use map to help | 0.0 | |

00645 | Fetching from uHunt | 6.2d, Output Formatting, H | use recursion to simulate directory structure as it helps the output formatting | 0.0 | |

00848 | Fetching from uHunt | 6.2d, Output Formatting, H | tedious string processing | 0.0 | |

00890 | Fetching from uHunt | 6.2d, Output Formatting, H | simulation; follow the steps; tedious | 0.0 | |

00918 | Fetching from uHunt | 6.2d, Output Formatting, H | tedious; follow the steps | 0.0 | |

01219 | Fetching from uHunt | 6.2d, Output Formatting, H | LA 3791 - Tehran06 | 0.0 | |

10333 | Fetching from uHunt | 6.2d, Output Formatting, H | a real time waster problem | 0.0 | |

10562 | Fetching from uHunt | 6.2d, Output Formatting, H | output formatting with clever recursion | 0.0 | |

10761 | Fetching from uHunt | 6.2d, Output Formatting, H | tricky with output formatting; note that 'END' is part of input | 0.0 | |

10800 | Fetching from uHunt | 6.2d, Output Formatting, H | tedious problem | 0.0 | |

10875 | Fetching from uHunt | 6.2d, Output Formatting, H | simple but tedious problem | 0.0 | |

11403 | Fetching from uHunt | 6.2d, Output Formatting, H | similar with UVa 00338; tedious | 0.0 | |

12155 | Fetching from uHunt | 6.2d, Output Formatting, H | LA 4403 - KualaLumpur08; use proper index manipulation | 0.0 | |

00409 | Fetching from uHunt | 6.2e, String Comparison | tokenize and compare with list of excuses | 0.0 | |

00644 | Fetching from uHunt | 6.2e, String Comparison | use brute force | 0.0 | |

00671 | Fetching from uHunt | 6.2e, String Comparison | string comparison | 0.0 | |

00912 | Fetching from uHunt | 6.2e, String Comparison | simulation; find and replace | 0.0 | |

11048 | Fetching from uHunt | 6.2e, String Comparison | flexible string comparison with respect to a dictionary | 0.0 | |

11056 | Fetching from uHunt | 6.2e, String Comparison | sorting; case-insensitive string comparison | 0.0 | |

11233 | Fetching from uHunt | 6.2e, String Comparison | string comparison | 0.0 | |

11713 | Fetching from uHunt | 6.2e, String Comparison | modified string comparison | 0.0 | |

11734 | Fetching from uHunt | 6.2e, String Comparison | custom comparison | 0.0 | |

00263 | Fetching from uHunt | 6.2f, Really Ad Hoc | sort digits; convert to integers; check cycle | 0.0 | |

00892 | Fetching from uHunt | 6.2f, Really Ad Hoc | basic string processing problem | 0.0 | |

00943 | Fetching from uHunt | 6.2f, Really Ad Hoc | the Portuguese rule is not given; use translation service in the Internet to help you solve this problem | 0.0 | |

01215 | Fetching from uHunt | 6.2f, Really Ad Hoc | LA 3669 - Hanoi06 | 0.0 | |

10045 | Fetching from uHunt | 6.2f, Really Ad Hoc | brute force string processing | 0.0 | |

10115 | Fetching from uHunt | 6.2f, Really Ad Hoc | simply do as asked in the problem description; uses string | 0.0 | |

10126 | Fetching from uHunt | 6.2f, Really Ad Hoc | sort the words to simplify this problem; also available at Kattis - zipfslaw | 0.0 | |

10197 | Fetching from uHunt | 6.2f, Really Ad Hoc | must follow the description very closely | 0.0 | |

10361 | Fetching from uHunt | 6.2f, Really Ad Hoc | read; tokenize; process as requested | 0.0 | |

10391 | Fetching from uHunt | 6.2f, Really Ad Hoc | more like a data structure problem | 0.0 | |

10393 | Fetching from uHunt | 6.2f, Really Ad Hoc | follow problem description | 0.0 | |

10508 | Fetching from uHunt | 6.2f, Really Ad Hoc | number of words = number of letters plus 1 | 0.0 | |

10679 | Fetching from uHunt | 6.2f, Really Ad Hoc | the test data weak; just checking if T is a prefix of S is AC when it should not | 0.0 | |

11452 | Fetching from uHunt | 6.2f, Really Ad Hoc | string period; small input; brute force | 0.0 | |

11483 | Fetching from uHunt | 6.2f, Really Ad Hoc | straightforward; use 'escape character' | 0.0 | |

11839 | Fetching from uHunt | 6.2f, Really Ad Hoc | illegal if mark 0 or >1 alternatives | 0.0 | |

11962 | Fetching from uHunt | 6.2f, Really Ad Hoc | find formula; similar to UVa 941; base 4 | 0.0 | |

12243 | Fetching from uHunt | 6.2f, Really Ad Hoc | simple string tokenizer problem | 0.0 | |

12414 | Fetching from uHunt | 6.2f, Really Ad Hoc | brute force problem involving string | 0.0 | |

12916 | Fetching from uHunt | 6.2f, Really Ad Hoc | factorize n; string period; also see UVa 11452 | 0.0 | |

00164 | Fetching from uHunt | 6.3a, DP String, Classic | String Alignment/Edit Distance | 0.0 | |

00526 | Fetching from uHunt | 6.3a, DP String, Classic | String Alignment/Edit Distance | 0.0 | |

00531 | Fetching from uHunt | 6.3a, DP String, Classic | Longest Common Subsequence; print the solution | 0.0 | |

01192 | Fetching from uHunt | 6.3a, DP String, Classic | LA2460 - Singapore01; classic String Alignment DP problem with a bit of (unclear) output formatting | 0.0 | |

01207 | Fetching from uHunt | 6.3a, DP String, Classic | LA 3170 - Manila06; classical String Edit problem | 0.0 | |

01244 | Fetching from uHunt | 6.3a, DP String, Classic | LA 4336 - Amritapuri08; store the best path between i; j; the DP table contains strings | 0.0 | |

10066 | Fetching from uHunt | 6.3a, DP String, Classic | Longest Common Subsequence problem; but not on 'string' | 0.0 | |

10100 | Fetching from uHunt | 6.3a, DP String, Classic | Longest Common Subsequence | 0.0 | |

10192 | Fetching from uHunt | 6.3a, DP String, Classic | Longest Common Subsequence | 0.0 | |

10405 | Fetching from uHunt | 6.3a, DP String, Classic | very classic Longest Common Subsequence problem | 0.0 | |

10635 | Fetching from uHunt | 6.3a, DP String, Classic | find LCS of two permutations; also available at Kattis - princeandprincess | 0.0 | |

12747 | Fetching from uHunt | 6.3a, DP String, Classic | similar to UVa 10635 | 0.0 | |

13146 | Fetching from uHunt | 6.3a, DP String, Classic | classic Edit Distance problem | 0.0 | |

11022 | Fetching from uHunt | 6.3b, DP String, Non Classic | s: the min weight of substring [i..j]; also available at Kattis - stringfactoring | 0.0 | |

11081 | Fetching from uHunt | 6.3b, DP String, Non Classic | DP on string; s: (t; i; j; k) | 0.0 | |

11084 | Fetching from uHunt | 6.3b, DP String, Non Classic | using next_permutation/brute force is probably not the best approach; there is a DP formulation for this | 0.0 | |

11258 | Fetching from uHunt | 6.3b, DP String, Non Classic | dp(i) = int from substring [i..k] dp(k) | 0.0 | |

11361 | Fetching from uHunt | 6.3b, DP String, Non Classic | counting paths in DAG; need insights for efficient implementation; K > 90 is useless; double DP; use prefix-sum idea | 0.0 | |

11552 | Fetching from uHunt | 6.3b, DP String, Non Classic | dp(i; c) = minimum number of chunks after considering the first i segments ending with character c | 0.0 | |

12855 | Fetching from uHunt | 6.3b, DP String, Non Classic | s: (pos, len) that describes the cost to transform the string so that S[0..pos-1] are all already 'B's and S[pos..pos+le... | 0.0 | |

00455 | Fetching from uHunt | 6.4a, String Matching | find s in s+s; similar with UVa 10298 | 0.0 | |

00886 | Fetching from uHunt | 6.4a, String Matching | convert first letter of given name and all the letters of the surname into digits; special string matching where we want... | 0.0 | |

01449 | Fetching from uHunt | 6.4a, String Matching | LA 4670 - Hefei09; just use strstr; Suffix Array will get TLE as there are too many long strings to be processed | 0.0 | |

10298 | Fetching from uHunt | 6.4a, String Matching | find s in s+s; similar with UVa 00455; also available at Kattis - powerstrings | 0.0 | |

11362 | Fetching from uHunt | 6.4a, String Matching | string sort; matching | 0.0 | |

11576 | Fetching from uHunt | 6.4a, String Matching | modified string matching; complete search; also available at Kattis - scrollingsign | 0.0 | |

11837 | Fetching from uHunt | 6.4a, String Matching | transform the input of X notes into X-1 distances; then apply KMP | 0.0 | |

00422 | Fetching from uHunt | 6.4b, String Matching, 2D | 2D grid; backtracking | 0.0 | |

00604 | Fetching from uHunt | 6.4b, String Matching, 2D | 2D grid; backtracking; sort and compare | 0.0 | |

00736 | Fetching from uHunt | 6.4b, String Matching, 2D | 2D grid; a bit modified | 0.0 | |

10010 | Fetching from uHunt | 6.4b, String Matching, 2D | 2D grid; backtracking | 0.0 | |

11283 | Fetching from uHunt | 6.4b, String Matching, 2D | 2D grid; backtracking; do not count twice | 0.0 | |

00719 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | min lexicographic rotation; O(n log n) build SA | 0.0 | |

00760 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | Longest Common Substring of two strings | 0.0 | |

01223 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | LA 3901 - Seoul07; Longest Repeated Substring (or KMP) | 0.0 | |

01254 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | LA 4657 - Jakarta09; Suffix Array with Segment Tree or Sparse Table; LCP range | 0.0 | |

01584 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | LA 3225 - Seoul04; min lexicographic rotation; similar with UVa 00719; other solutions exist | 0.0 | |

11107 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | Longest Common Substring of > 1/2 of the strings; also available at Kattis - lifeforms | 0.0 | |

11512 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | Longest Repeated Substring | 0.0 | |

11855 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | Longest Repeated Substring that appears X times (2 ≤ X < N); also available at Kattis - buzzwords | 0.0 | |

12506 | Fetching from uHunt | 6.5a, Suffix Trie/Tree/Array | we can use Trie to solve this problem | 0.0 | |

11475 | Fetching from uHunt | 6.6a, String Hashing | similar with UVa 12467 | 0.0 | |

12467 | Fetching from uHunt | 6.6a, String Hashing | hashing/'border' of KMP; see UVa 11475 | 0.0 | |

12604 | Fetching from uHunt | 6.6a, String Hashing | try Rabin-Karp/KMP up to 62 times | 0.0 | |

00148 | Fetching from uHunt | 6.7a, Anagram | uses backtracking | 0.0 | |

00156 | Fetching from uHunt | 6.7a, Anagram | easier with algorithm::sort | 0.0 | |

00195 | Fetching from uHunt | 6.7a, Anagram | use algorithm::next_permutation | 0.0 | |

00454 | Fetching from uHunt | 6.7a, Anagram | anagram | 0.0 | |

00630 | Fetching from uHunt | 6.7a, Anagram | ad hoc; string | 0.0 | |

00642 | Fetching from uHunt | 6.7a, Anagram | go through the given small dictionary for the list of possible anagrams | 0.0 | |

10098 | Fetching from uHunt | 6.7a, Anagram | very similar to UVa 195 | 0.0 | |

12641 | Fetching from uHunt | 6.7a, Anagram | anagram problem variation | 0.0 | |

12770 | Fetching from uHunt | 6.7a, Anagram | count frequencies; print odd frequency characters with except the last one -- put it in the middle of a palindrome | 0.0 | |

00257 | Fetching from uHunt | 6.7b, Palindrome (Checking) | palindrome check (DP-able) plus brute force checks for non embedding criteria | 0.0 | |

00353 | Fetching from uHunt | 6.7b, Palindrome (Checking) | brute force all substrings; count how many substrings are palindrome | 0.0 | |

00401 | Fetching from uHunt | 6.7b, Palindrome (Checking) | simple palindrome check | 0.0 | |

10848 | Fetching from uHunt | 6.7b, Palindrome (Checking) | related to UVa 10453; palindrome check, character frequency check, and a few others | 0.0 | |

10945 | Fetching from uHunt | 6.7b, Palindrome (Checking) | palindrome check; ignore case and punctuation | 0.0 | |

11221 | Fetching from uHunt | 6.7b, Palindrome (Checking) | palindrome check; we deal with a matrix (magic square) this time | 0.0 | |

11309 | Fetching from uHunt | 6.7b, Palindrome (Checking) | palindrome check; on HH:MM format | 0.0 | |

11584 | Fetching from uHunt | 6.7b, Palindrome (Checking) | use two O(n^2) DP string; one for palindrome check and the other for partitioning | 0.0 | |

11888 | Fetching from uHunt | 6.7b, Palindrome (Checking) | let ss = s+s; find reverse(s) in ss, but it cannot match the first n chars or the last n chars of ss | 0.0 | |

12960 | Fetching from uHunt | 6.7b, Palindrome (Checking) | additional twist; special positioning; DP pair | 0.0 | |

01239 | Fetching from uHunt | 6.7c, Palindrome (Generating) | LA 4144 - Jakarta08; as S <= 1000; brute-force is enough; consider odd and even length palindromes | 0.0 | |

10018 | Fetching from uHunt | 6.7c, Palindrome (Generating) | generating palindrome with specific math simulation; very easy | 0.0 | |

10453 | Fetching from uHunt | 6.7c, Palindrome (Generating) | s: (l; r); t: (l 1; r-1) if S[l] == S[r]; or one plus min of(l 1; r) or (l; r-1); also print the required solution; simi... | 0.0 | |

10617 | Fetching from uHunt | 6.7c, Palindrome (Generating) | s: (l; r); counting substrings that are palindrome | 0.0 | |

10739 | Fetching from uHunt | 6.7c, Palindrome (Generating) | similar to UVa 10453; 11151; and 11404 | 0.0 | |

11151 | Fetching from uHunt | 6.7c, Palindrome (Generating) | s: (l; r); similar to UVa 10453; 10739; and 11404 | 0.0 | |

11404 | Fetching from uHunt | 6.7c, Palindrome (Generating) | similar to UVa 10453; 10739; and 11151; print the solution in lexicographically smallest manner | 0.0 | |

12718 | Fetching from uHunt | 6.7c, Palindrome (Generating) | LA 6659 - Dhaka13; try all substrings; count character frequencies in them and analyze | 0.0 | |

00152 | Fetching from uHunt | 7.2a, Points | sort the 3D points first | 0.0 | |

00587 | Fetching from uHunt | 7.2a, Points | Euclidean dist | 0.0 | |

00920 | Fetching from uHunt | 7.2a, Points | Euclidean dist | 0.0 | |

01595 | Fetching from uHunt | 7.2a, Points | use set to record the positions of all sorted points; check half of the points if the symmetries are in the set too? | 0.0 | |

10357 | Fetching from uHunt | 7.2a, Points | Euclidean dist; simple Physics simulation | 0.0 | |

10466 | Fetching from uHunt | 7.2a, Points | Euclidean dist | 0.0 | |

10585 | Fetching from uHunt | 7.2a, Points | sort the points | 0.0 | |

10832 | Fetching from uHunt | 7.2a, Points | 3D Euclidean distance; simulation | 0.0 | |

10865 | Fetching from uHunt | 7.2a, Points | points and quadrants; simple; also available at Kattis - browniepoints | 0.0 | |

10927 | Fetching from uHunt | 7.2a, Points | sort points by gradient; Euclidean dist | 0.0 | |

11012 | Fetching from uHunt | 7.2a, Points | find i and j for which this function is maximal: |x_i-x_j| |y_i-y_j| |z_i-z_j|; the solution must be faster than O(n^2) | 0.0 | |

11505 | Fetching from uHunt | 7.2a, Points | Euclidean dist; also available at Kattis - logo | 0.0 | |

11894 | Fetching from uHunt | 7.2a, Points | about rotating and translating points | 0.0 | |

12704 | Fetching from uHunt | 7.2a, Points | circle; radius; but eventually just about computing Euclidean distance | 0.0 | |

00191 | Fetching from uHunt | 7.2b, Lines | line segment intersection | 0.0 | |

00378 | Fetching from uHunt | 7.2b, Lines | library routines: areParallel; areSame; areIntersect | 0.0 | |

00833 | Fetching from uHunt | 7.2b, Lines | recursive check; use the ccw tests | 0.0 | |

00837 | Fetching from uHunt | 7.2b, Lines | line segments; sort x-coords first | 0.0 | |

00866 | Fetching from uHunt | 7.2b, Lines | use line segment intersection library; O(n^2) solution can pass | 0.0 | |

01249 | Fetching from uHunt | 7.2b, Lines | LA 4601 - SoutheastUSA09; vector | 0.0 | |

10242 | Fetching from uHunt | 7.2b, Lines | toVec; translate points w.r.t. that vector | 0.0 | |

10250 | Fetching from uHunt | 7.2b, Lines | vector; rotation | 0.0 | |

10263 | Fetching from uHunt | 7.2b, Lines | use distToLineSegment | 0.0 | |

10902 | Fetching from uHunt | 7.2b, Lines | line segment intersection | 0.0 | |

11068 | Fetching from uHunt | 7.2b, Lines | simple 2 linear equations with 2 unknowns | 0.0 | |

11343 | Fetching from uHunt | 7.2b, Lines | line segment intersection | 0.0 | |

11519 | Fetching from uHunt | 7.2b, Lines | n vectors that sum to 0; given n-1 vectors, find the unknown vector; also available at Kattis - logo2 | 0.0 | |

11783 | Fetching from uHunt | 7.2b, Lines | O(N^2) brute force line segment intersection tests | 0.0 | |

13117 | Fetching from uHunt | 7.2b, Lines | dist + distToLineSegment | 0.0 | |

01388 | Fetching from uHunt | 7.2c, Circles | LA 3708 - NortheasternEurope06; divide the circle into n sectors first and then into (n m) sectors | 0.0 | |

10005 | Fetching from uHunt | 7.2c, Circles | complete search; use circle2PtsRad | 0.0 | |

10136 | Fetching from uHunt | 7.2c, Circles | complete search; use circle2PtsRad; similar with UVa 10005 | 0.0 | |

10180 | Fetching from uHunt | 7.2c, Circles | closest point from AB to origin; arc | 0.0 | |

10209 | Fetching from uHunt | 7.2c, Circles | square; arcs; similar with UVa 10589 | 0.0 | |

10221 | Fetching from uHunt | 7.2c, Circles | finding arc and chord length of a circle | 0.0 | |

10283 | Fetching from uHunt | 7.2c, Circles | derive the formula | 0.0 | |

10287 | Fetching from uHunt | 7.2c, Circles | derive the formula | 0.0 | |

10432 | Fetching from uHunt | 7.2c, Circles | simple problem: area of n-sided reg-polygon in a circle | 0.0 | |

10451 | Fetching from uHunt | 7.2c, Circles | inner/outer circle of n-sided reg polygon | 0.0 | |

10573 | Fetching from uHunt | 7.2c, Circles | there is no 'impossible' case | 0.0 | |

10589 | Fetching from uHunt | 7.2c, Circles | check if point is inside intersection of 4 circles | 0.0 | |

10678 | Fetching from uHunt | 7.2c, Circles | area of an ellipse; generalization of the formula for area of a circle | 0.0 | |

12578 | Fetching from uHunt | 7.2c, Circles | area of rectangle and circle | 0.0 | |

12748 | Fetching from uHunt | 7.2c, Circles | brute force and simple in-circle test | 0.0 | |

00313 | Fetching from uHunt | 7.2d, Triangles (Trig) | use trigonometry to project the light to the ground through the pipes; sort the intervals; merge overlapping intervals; ... | 0.0 | |

00427 | Fetching from uHunt | 7.2d, Triangles (Trig) | for each 2 consecutive corridors, try rotating the piano by a angle α ∈ [0.1..89.9] degrees; trigonometry | 0.0 | |

10210 | Fetching from uHunt | 7.2d, Triangles (Trig) | basic trigonometry | 0.0 | |

10286 | Fetching from uHunt | 7.2d, Triangles (Trig) | Law of Sines | 0.0 | |

10387 | Fetching from uHunt | 7.2d, Triangles (Trig) | expanding surface; trigonometry | 0.0 | |

10792 | Fetching from uHunt | 7.2d, Triangles (Trig) | derive the trigonometry formulas | 0.0 | |

11326 | Fetching from uHunt | 7.2d, Triangles (Trig) | trigonometry; tangent; reflection trick | 0.0 | |

11854 | Fetching from uHunt | 7.2d, Triangles (Trig) | Pythagorean theorem/triple; also available at Kattis - egypt | 0.0 | |

11909 | Fetching from uHunt | 7.2d, Triangles (Trig) | Law of Sines (or tangent); two possible cases | 0.0 | |

12901 | Fetching from uHunt | 7.2d, Triangles (Trig) | tangent, sine, arcsin, etc | 0.0 | |

00143 | Fetching from uHunt | 7.2e, Triangles + Circles | count integer points in triangle; beware of precision issue | 0.0 | |

00190 | Fetching from uHunt | 7.2e, Triangles + Circles | triangle's circumcircle | 0.0 | |

00375 | Fetching from uHunt | 7.2e, Triangles + Circles | triangle'sincircles | 0.0 | |

00438 | Fetching from uHunt | 7.2e, Triangles + Circles | compute triangle's circumcircle | 0.0 | |

10195 | Fetching from uHunt | 7.2e, Triangles + Circles | triangle'sincircle; Heron's formula | 0.0 | |

10347 | Fetching from uHunt | 7.2e, Triangles + Circles | given 3 medians of a triangle; find its area | 0.0 | |

10522 | Fetching from uHunt | 7.2e, Triangles + Circles | derive the formula; uses Heron's formula | 0.0 | |

10577 | Fetching from uHunt | 7.2e, Triangles + Circles | get center radius of outer circle from 3 points; get all vertices; get the min-x/max-x/min-y/max-y of the polygon; also ... | 0.0 | |

10991 | Fetching from uHunt | 7.2e, Triangles + Circles | Heron's formula; Law of Cosines; area of sector | 0.0 | |

11152 | Fetching from uHunt | 7.2e, Triangles + Circles | triangle's (in/circum)circle; Heron's formula | 0.0 | |

11164 | Fetching from uHunt | 7.2e, Triangles + Circles | use Triangle properties | 0.0 | |

11281 | Fetching from uHunt | 7.2e, Triangles + Circles | circumcircle for a non obtuse triangle; largest side of the triangle for an obtuse triangle | 0.0 | |

11437 | Fetching from uHunt | 7.2e, Triangles + Circles | hint: 1/7 | 0.0 | |

11479 | Fetching from uHunt | 7.2e, Triangles + Circles | property check | 0.0 | |

11579 | Fetching from uHunt | 7.2e, Triangles + Circles | sort; greedily check if three successive sides satisfy triangle inequality and if it is the largest triangle found so fa... | 0.0 | |

11936 | Fetching from uHunt | 7.2e, Triangles + Circles | see if 3 sides form a valid triangle | 0.0 | |

13215 | Fetching from uHunt | 7.2e, Triangles + Circles | area of rectangle minus area of squares and equilateral triangles | 0.0 | |

00155 | Fetching from uHunt | 7.2f, Quadrilaterals | recursive counting | 0.0 | |

00209 | Fetching from uHunt | 7.2f, Quadrilaterals | LA 5148 - WorldFinals SanAntonio91; brute force check; answer is either triangle, parallelogram, or hexagon | 0.0 | |

00460 | Fetching from uHunt | 7.2f, Quadrilaterals | rectangle-rectangle intersection | 0.0 | |

00476 | Fetching from uHunt | 7.2f, Quadrilaterals | basic problem; also see related problems: UVa 00477 and 00478 | 0.0 | |

00477 | Fetching from uHunt | 7.2f, Quadrilaterals | similar with UVa 00476 and 00478 | 0.0 | |

11207 | Fetching from uHunt | 7.2f, Quadrilaterals | cutting rectangle into 4-equal-sized squares | 0.0 | |

11314 | Fetching from uHunt | 7.2f, Quadrilaterals | a thin line cake that is formed by stretching line segment AB until it hits the y and x-axis is the quadrilateral with s... | 0.0 | |

11345 | Fetching from uHunt | 7.2f, Quadrilaterals | rectangle-rectangle intersection | 0.0 | |

11455 | Fetching from uHunt | 7.2f, Quadrilaterals | property check | 0.0 | |

11639 | Fetching from uHunt | 7.2f, Quadrilaterals | rectangle-rectangle intersection; use flag array | 0.0 | |

11648 | Fetching from uHunt | 7.2f, Quadrilaterals | derive the closed form formula | 0.0 | |

11800 | Fetching from uHunt | 7.2f, Quadrilaterals | use next_permutation to try all possible 4! = 24 permutations of 4 points; check the requirements | 0.0 | |

11834 | Fetching from uHunt | 7.2f, Quadrilaterals | packing two circles in a rectangle | 0.0 | |

12256 | Fetching from uHunt | 7.2f, Quadrilaterals | LA 5001 - KualaLumpur10; first 3 sides are 1, 1, 1; the 4th side onwards are sum of previous threes | 0.0 | |

12611 | Fetching from uHunt | 7.2f, Quadrilaterals | a problem involving a rectangle and a circle | 0.0 | |

12894 | Fetching from uHunt | 7.2f, Quadrilaterals | continuation of UVa 12611; another problem involving a rectangle and a circle | 0.0 | |

00478 | Fetching from uHunt | 7.3a, Polygon, Easier | inPolygon/Triangle/Circle/Rectangle | 0.0 | |

00634 | Fetching from uHunt | 7.3a, Polygon, Easier | basic inPolygon routine; notice that the input polygon can be convex or concave | 0.0 | |

00681 | Fetching from uHunt | 7.3a, Polygon, Easier | CH; with output formatting | 0.0 | |

01206 | Fetching from uHunt | 7.3a, Polygon, Easier | LA 3169 - Manila06; CH; input is formatted in complex manner | 0.0 | |

10060 | Fetching from uHunt | 7.3a, Polygon, Easier | area of polygon; area of circle | 0.0 | |

10112 | Fetching from uHunt | 7.3a, Polygon, Easier | test if point inPolygon/inTriangle; similar with UVa 478 | 0.0 | |

11072 | Fetching from uHunt | 7.3a, Polygon, Easier | find CH and then check if the query point inside is inside the convex hull | 0.0 | |

11096 | Fetching from uHunt | 7.3a, Polygon, Easier | very classic CH problem; perimeter of polygon | 0.0 | |

11447 | Fetching from uHunt | 7.3a, Polygon, Easier | area of polygon | 0.0 | |

11473 | Fetching from uHunt | 7.3a, Polygon, Easier | modified perimeter of polygon | 0.0 | |

11626 | Fetching from uHunt | 7.3a, Polygon, Easier | find CH; be careful with collinear points | 0.0 | |

00109 | Fetching from uHunt | 7.3b, Polygon, Harder | find CH; test if point inPolygon; compute area of polygon | 0.0 | |

00132 | Fetching from uHunt | 7.3b, Polygon, Harder | brute force as instructed in problem description; use polygon routines | 0.0 | |

00137 | Fetching from uHunt | 7.3b, Polygon, Harder | convex polygon intersection; line segment intersection; inPolygon; CH; area; inclusion-exclusion principle | 0.0 | |

00218 | Fetching from uHunt | 7.3b, Polygon, Harder | LA 5157 - WorldFinals KansasCity92; find CH; perimeter of polygon | 0.0 | |

00361 | Fetching from uHunt | 7.3b, Polygon, Harder | check if a point is inside CH of Cop/Robber; if $pt$ is inside CH, pt satisfies the requirement | 0.0 | |

00596 | Fetching from uHunt | 7.3b, Polygon, Harder | basic CH problem; but output formatting is a bit tedious | 0.0 | |

00858 | Fetching from uHunt | 7.3b, Polygon, Harder | vertical line and polygon intersection; sort; alternating segments | 0.0 | |

01111 | Fetching from uHunt | 7.3b, Polygon, Harder | LA 5138 - WorldFinals Orlando11; CH; output minimax distance of each CH side to the other vertices | 0.0 | |

10002 | Fetching from uHunt | 7.3b, Polygon, Harder | centroid; center of CH; area of polygon | 0.0 | |

10065 | Fetching from uHunt | 7.3b, Polygon, Harder | find area of polygon; the CH; then area of CH | 0.0 | |

10256 | Fetching from uHunt | 7.3b, Polygon, Harder | given 2 CHs, output 'No' if there is a point in 1st CH inside the 2nd one; 'Yes' otherwise | 0.0 | |

10406 | Fetching from uHunt | 7.3b, Polygon, Harder | vector; rotate; translate; then cutPolygon | 0.0 | |

10445 | Fetching from uHunt | 7.3b, Polygon, Harder | angle checks; use library code; some corner cases exist | 0.0 | |

10652 | Fetching from uHunt | 7.3b, Polygon, Harder | rotate; translate; CH; area; also available at Kattis - wrapping | 0.0 | |

11265 | Fetching from uHunt | 7.3b, Polygon, Harder | seems to be a complex problem; but essentially just cutPolygon; inPolygon; area | 0.0 | |

00535 | Fetching from uHunt | 7.4a, 3D Geometry | gcDistance | 0.0 | |

00737 | Fetching from uHunt | 7.4a, 3D Geometry | cube and cube intersection | 0.0 | |

00815 | Fetching from uHunt | 7.4a, 3D Geometry | LA 5215 - WorldFinals Eindhoven99; volume; greedy | 0.0 | |

01280 | Fetching from uHunt | 7.4a, 3D Geometry | LA 6027 - WorldFinals Warsaw12; BSTA+geometric formula; also available at Kattis - bottles | 0.0 | |

10297 | Fetching from uHunt | 7.4a, 3D Geometry | volumes of cylinders and cones; inclusion-exclusion; also available at Kattis - beavergnaw | 0.0 | |

10316 | Fetching from uHunt | 7.4a, 3D Geometry | gcDistance; also available at Kattis - airlinehub | 0.0 | |

10897 | Fetching from uHunt | 7.4a, 3D Geometry | gcDistance | 0.0 | |

11817 | Fetching from uHunt | 7.4a, 3D Geometry | gcDistance; 3D Euclidean distance; also available at Kattis - tunnelingtheearth | 0.0 | |

00131 | Fetching from uHunt | 8.2a, Harder Backtracking | backtracking with 2^5 bitmask to help deciding which card is retained in hand/exchanged with the top of deck; use 5! per... | 0.0 | |

00211 | Fetching from uHunt | 8.2a, Harder Backtracking | map the complex bone IDs to pips using 2D array; use backtracking to try the placement of various domino bones | 0.0 | |

00387 | Fetching from uHunt | 8.2a, Harder Backtracking | use backtracking to try placement of various puzzle pieces | 0.0 | |

00710 | Fetching from uHunt | 8.2a, Harder Backtracking | backtracking with memoization/pruning | 0.0 | |

00711 | Fetching from uHunt | 8.2a, Harder Backtracking | backtracking with pruning | 0.0 | |

01052 | Fetching from uHunt | 8.2a, Harder Backtracking | LA 3565 - WorldFinals SanAntonio06; backtracking with some form of bitmask | 0.0 | |

10202 | Fetching from uHunt | 8.2a, Harder Backtracking | backtracking; pruning | 0.0 | |

10309 | Fetching from uHunt | 8.2a, Harder Backtracking | brute force the first row in 2^10; the rest follows | 0.0 | |

10318 | Fetching from uHunt | 8.2a, Harder Backtracking | the order is not important, so we can try pressing the buttons in increasing order, row by row, column by column | 0.0 | |

10422 | Fetching from uHunt | 8.2a, Harder Backtracking | Depth Limited Search (up to 11 moves); also available at Kattis - knightsfen | 0.0 | |

10890 | Fetching from uHunt | 8.2a, Harder Backtracking | looks like a DP problem but the state---involving bitmask---cannot be memoized; fortunately the grid size is small | 0.0 | |

11090 | Fetching from uHunt | 8.2a, Harder Backtracking | this is the simplest form of Min Mean Cycle problem; however it has small constraints and thus this problem is still sol... | 0.0 | |

11127 | Fetching from uHunt | 8.2a, Harder Backtracking | backtracking with bitmask | 0.0 | |

11195 | Fetching from uHunt | 8.2a, Harder Backtracking | use backtracking with bitmask | 0.0 | |

11451 | Fetching from uHunt | 8.2a, Harder Backtracking | the input constraints are small; backtracking with bitmask without memoization; or use DP | 0.0 | |

11464 | Fetching from uHunt | 8.2a, Harder Backtracking | brute force the first row in 2^15; the rest follows | 0.0 | |

11471 | Fetching from uHunt | 8.2a, Harder Backtracking | reduce search space by grouping tiles of the same type; recursive backtracking | 0.0 | |

11699 | Fetching from uHunt | 8.2a, Harder Backtracking | try all the possible row combinations on which we put rooks and keep the best | 0.0 | |

00298 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (row; col; 49 possible speeds) | 0.0 | |

00928 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (row; col; direction; step) | 0.0 | |

01600 | Fetching from uHunt | 8.2b, State-Space, BFS, E | LA 3670 - Hanoi06; s: (row; col; k_left); reset k_left to the original k as soon as the robot enters a non obstacle cell | 0.0 | |

10047 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (row, col, dir, color) | 0.0 | |

10097 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (N1; N2); implicit unweighted graph | 0.0 | |

10306 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (conventional-value, infotechnological-value); BFS; also available at Kattis - ecoins | 0.0 | |

10682 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (current_city; current_speed); output path | 0.0 | |

11513 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (vector of 9 integers); SDSP; BFS | 0.0 | |

11974 | Fetching from uHunt | 8.2b, State-Space, BFS, E | s: (bitmask); BFS; similar with UVa 12135 | 0.0 | |

12135 | Fetching from uHunt | 8.2b, State-Space, BFS, E | LA 4201 - Dhaka08; s: (bitmask); BFS; similar with UVa 11974 | 0.0 | |

00321 | Fetching from uHunt | 8.2c, State-Space, BFS, H | s: (position; bitmask 2^10); print the path | 0.0 | |

00704 | Fetching from uHunt | 8.2c, State-Space, BFS, H | state-space search; use meet-in-the-middle to bring down 4^16 to 2*4^8 | 0.0 | |

00816 | Fetching from uHunt | 8.2c, State-Space, BFS, H | LA 5216 - WorldFinals Orlando00; build the graph; then run BFS with state s: (row; col; dir) | 0.0 | |

00985 | Fetching from uHunt | 8.2c, State-Space, BFS, H | 4 rotations is the same as 0 rotations; s: (row; col; rotation = [0..3]); find the shortest path from state [1][1][0] to... | 0.0 | |

01251 | Fetching from uHunt | 8.2c, State-Space, BFS, H | LA 4637 - Tokyo09 | 0.0 | |

01253 | Fetching from uHunt | 8.2c, State-Space, BFS, H | LA 4645 - Tokyo09; tedious state modeling | 0.0 | |

01714 | Fetching from uHunt | 8.2c, State-Space, BFS, H | LA 7155 - WorldFinals Marrakech15; s: (row, col, char_typed); also available at Kattis - keyboard | 0.0 | |

10021 | Fetching from uHunt | 8.2c, State-Space, BFS, H | s: (row; col; cube position which is a permutation of 6 sides) or up to 10*10*720 = 72000 distinct states | 0.0 | |

10085 | Fetching from uHunt | 8.2c, State-Space, BFS, H | each vertex is the 9 puzzle configuration; BFS from starting configuration to all vertices; print longest shortest path | 0.0 | |

11160 | Fetching from uHunt | 8.2c, State-Space, BFS, H | s: (rA; cA; rB; cB; rC; cC); move A; B; C together | 0.0 | |

11198 | Fetching from uHunt | 8.2c, State-Space, BFS, H | s: (permutation); tricky to code | 0.0 | |

11212 | Fetching from uHunt | 8.2c, State-Space, BFS, H | meet in the middle | 0.0 | |

11329 | Fetching from uHunt | 8.2c, State-Space, BFS, H | s: (bitmask); 4 bits for die position; 16 bits for cells with fleas; 6 bits for side with a flea; use map; tedious | 0.0 | |

12445 | Fetching from uHunt | 8.2c, State-Space, BFS, H | meet in the middle; similar with UVa 11212; uses heavy bitmasking for the 6 operations | 0.0 | |

12569 | Fetching from uHunt | 8.2c, State-Space, BFS, H | s: (robot_pos, obstacle_mask); BFS | 0.0 | |

00658 | Fetching from uHunt | 8.2d, State-Space, Dijkstra | s: (bitmask---whether a bug is present or not); the state-space graph is weighted | 0.0 | |

01048 | Fetching from uHunt | 8.2d, State-Space, Dijkstra | LA 3561 - WorldFinals SanAntonio06; tedious state-space search problem; use Dijkstra's | 0.0 | |

01057 | Fetching from uHunt | 8.2d, State-Space, Dijkstra | LA 3570 - WorldFinals SanAntonio06; Floyd-Warshall; APSP; reduce to weighted SSSP problem; Dijkstra's | 0.0 | |

10269 | Fetching from uHunt | 8.2d, State-Space, Dijkstra | use Floyd-Warshall to pre-compute APSP using only Villages; use Dijkstra's on s: (u, super_run_left) | 0.0 | |

10923 | Fetching from uHunt | 8.2d, State-Space, Dijkstra | s: (ship_position; location_of_enemies; location_of_obstacles; steps_so_far); implicit weighted graph | 0.0 | |

11374 | Fetching from uHunt | 8.2d, State-Space, Dijkstra | each vertex has one more parameter: has the Commercial-Xpress ticket been used? | 0.0 | |

00672 | Fetching from uHunt | 8.3a, DP level 3 | s: (gangster_id, openness_level); do not use cur_time as part of the state | 0.0 | |

00882 | Fetching from uHunt | 8.3a, DP level 3 | s: (lo, hi, mailbox_left); try all; also available at Kattis - mailbox | 0.0 | |

01172 | Fetching from uHunt | 8.3a, DP level 3 | LA 3986 - SouthWesternEurope07; weighted bipartite matching with additional constraints | 0.0 | |

01211 | Fetching from uHunt | 8.3a, DP level 3 | LA 3404 - Tokyo05; precompute T[L], the time to run a path of length L; s: (i) - checkpoint i is we change tire | 0.0 | |

10163 | Fetching from uHunt | 8.3a, DP level 3 | try all possible safe line L and run DP; s: (id; N_left); t: hire/skip person id for looking at K storage; the DP part i... | 0.0 | |

10604 | Fetching from uHunt | 8.3a, DP level 3 | the mixing can be done with any pair of chemicals until there are only two chemicals left; memoize the remaining chemica... | 0.0 | |

10645 | Fetching from uHunt | 8.3a, DP level 3 | s: (days_left, budget_left, prev_dish, prev_dish_cnt); the first 2 params are knapsack-style; the last 2 params to deter... | 0.0 | |

10898 | Fetching from uHunt | 8.3a, DP level 3 | similar to DP bitmask; store state as integer | 0.0 | |

11002 | Fetching from uHunt | 8.3a, DP level 3 | a simple DP; use negative offset technique | 0.0 | |

11285 | Fetching from uHunt | 8.3a, DP level 3 | maintain the best CAD and USD each day; also available at Kattis - exchangerates | 0.0 | |

11523 | Fetching from uHunt | 8.3a, DP level 3 | each part between non-recyclable items must be solved separately; for each part; use O(n^3) DP | 0.0 | |

11555 | Fetching from uHunt | 8.3a, DP level 3 | sort; compute tree positions; s: (l_left, r_left), t: put next tree on the left/right; also available at Kattis - aspena... | 0.0 | |

12208 | Fetching from uHunt | 8.3a, DP level 3 | actually just a simple combinatorics; it is classified here due to the usage of map data structure as the DP table as th... | 0.0 | |

12563 | Fetching from uHunt | 8.3a, DP level 3 | knapsack style DP; sing or skip a song; special base case; memo of pairs | 0.0 | |

00473 | Fetching from uHunt | 8.3b, DP level 4 | the input constraint is not clear; therefore use resizeable vector and compact states | 0.0 | |

00812 | Fetching from uHunt | 8.3b, DP level 4 | LA 5212 - WorldFinals Eindhoven99; mix between greedy and DP | 0.0 | |

01222 | Fetching from uHunt | 8.3b, DP level 4 | LA 3797 - Tehran06; DP on Tree | 0.0 | |

01231 | Fetching from uHunt | 8.3b, DP level 4 | LA 4106 - Singapore07; dimension reduction | 0.0 | |

01238 | Fetching from uHunt | 8.3b, DP level 4 | LA 4143 - Jakarta08; offset technique | 0.0 | |

10029 | Fetching from uHunt | 8.3b, DP level 4 | use map as memo table | 0.0 | |

10118 | Fetching from uHunt | 8.3b, DP level 4 | DP bitmask; not trivial | 0.0 | |

10304 | Fetching from uHunt | 8.3b, DP level 4 | classical DP; requires 1D range sum and Knuth-Yao speed up to get O(n^2) solution | 0.0 | |

10482 | Fetching from uHunt | 8.3b, DP level 4 | drop one parameter to save memory | 0.0 | |

10559 | Fetching from uHunt | 8.3b, DP level 4 | DP with clever state and transitions | 0.0 | |

10626 | Fetching from uHunt | 8.3b, DP level 4 | drop parameter n1; recover it from b (number of coke bought), n5, and n10; also available at Kattis - coke | 0.0 | |

12870 | Fetching from uHunt | 8.3b, DP level 4 | LA 6848 - Bangkok14; split DP for fishing and nourishing; try all combination of K fishing + 2K nourishing events | 0.0 | |

00702 | Fetching from uHunt | 8.3c, Counting Paths, Harder | s: (n_above, n_below, go_up) | 0.0 | |

10722 | Fetching from uHunt | 8.3c, Counting Paths, Harder | counting paths in implicit DAG; s: (N_digits_left; B; first; previous_digit_is_one) and use a bit of simple combinatoric... | 0.0 | |

11125 | Fetching from uHunt | 8.3c, Counting Paths, Harder | counting paths in implicit DAG; the implicit DAG is not trivial; 8 parameters | 0.0 | |

11133 | Fetching from uHunt | 8.3c, Counting Paths, Harder | counting paths in DAG; the implicit DAG is not trivial; 2 parameters | 0.0 | |

11375 | Fetching from uHunt | 8.3c, Counting Paths, Harder | counting paths in DAG; 2 parameters; be careful that we can create a 0 with 6 sticks; need to use Java BigInteger | 0.0 | |

11432 | Fetching from uHunt | 8.3c, Counting Paths, Harder | counting paths in DAG; the implicit DAG is not trivial; 6 parameters | 0.0 | |

12063 | Fetching from uHunt | 8.3c, Counting Paths, Harder | counting paths in DAG; s: (zeros; ones; mod); we do not need a parameter to denote the current bit as it can be recovere... | 0.0 | |

01076 | Fetching from uHunt | 8.3d, DP with Bitmask | LA 4126 - WorldFinals Banff08; preprocess the strings; challenging DP bitmask; output up to 42 possible solutions | 0.0 | |

01099 | Fetching from uHunt | 8.3d, DP with Bitmask | LA 4794 - WorldFinals Harbin10; s: (w; bitmask); recover parameter value h | 0.0 | |

01240 | Fetching from uHunt | 8.3d, DP with Bitmask | LA 4146 - Jakarta08; a medium-level DP problem | 0.0 | |

01252 | Fetching from uHunt | 8.3d, DP with Bitmask | LA 4643 - Tokyo09; DP, s: (mask1, mask2) where mask1/mask2 describes the features/answers, respectively | 0.0 | |

10123 | Fetching from uHunt | 8.3d, DP with Bitmask | DP; s: (bitmask) that describes objects that have been taken; use Physics to determine whether those taken objects will ... | 0.0 | |

10149 | Fetching from uHunt | 8.3d, DP with Bitmask | DP with bitmask; uses card rules; tedious | 0.0 | |

10364 | Fetching from uHunt | 8.3d, DP with Bitmask | bitmask technique can be used | 0.0 | |

10817 | Fetching from uHunt | 8.3d, DP with Bitmask | s: (id; bitmask) | 0.0 | |

10911 | Fetching from uHunt | 8.3d, DP with Bitmask | the intro problem of this book; DP with bitmask; weighted MCM; small complete weighted graph | 0.0 | |

11218 | Fetching from uHunt | 8.3d, DP with Bitmask | still solvable with complete search | 0.0 | |

11391 | Fetching from uHunt | 8.3d, DP with Bitmask | counting paths in DAG; the implicit DAG is not trivial; 3 parameters with 1 bitmask parameter that describes the 2D grid | 0.0 | |

11472 | Fetching from uHunt | 8.3d, DP with Bitmask | counting paths in DAG; the implicit DAG is not trivial; 4 parameters with 1 bitmask parameter | 0.0 | |

11806 | Fetching from uHunt | 8.3d, DP with Bitmask | counting paths in DAG; s: (r; c; rem_cheerleader; bitmask); bitmask is a 4 bit integer to check if all 4 corners have at... | 0.0 | |

11825 | Fetching from uHunt | 8.3d, DP with Bitmask | first; use iterative brute force: try which subset of vertices can cover all vertices; then use DP to figure out the bes... | 0.0 | |

12030 | Fetching from uHunt | 8.3d, DP with Bitmask | counting paths in DAG; the implicit DAG is not trivial; s: (idx; bitmask; all1; has2); t: try all shoes that has not bee... | 0.0 | |

00259 | Fetching from uHunt | 8.4a, Network Flow, Standard | assignment problem; matching with capacity; similar to UVa 10092; 11045; and 12873; but actually the input constraint is... | 0.0 | |

00820 | Fetching from uHunt | 8.4a, Network Flow, Standard | LA 5220 - WorldFinals Orlando00; very basic max flow problem | 0.0 | |

10092 | Fetching from uHunt | 8.4a, Network Flow, Standard | assignment problem; matching with capacity; similar to UVa 259; 11045; and 12873 | 0.0 | |

10511 | Fetching from uHunt | 8.4a, Network Flow, Standard | matching; max flow; print the assignment; also available at Kattis - councilling | 0.0 | |

10779 | Fetching from uHunt | 8.4a, Network Flow, Standard | build a flow graph s.t. each augmenting path corresponds to a series of exchange of duplicate stickers; repeat until thi... | 0.0 | |

11045 | Fetching from uHunt | 8.4a, Network Flow, Standard | assignment problem; matching with capacity; similar to UVa 259; 10092; and 12873; but actually the input constraint is a... | 0.0 | |

11082 | Fetching from uHunt | 8.4a, Network Flow, Standard | very similar to Kattis - tomography | 0.0 | |

11167 | Fetching from uHunt | 8.4a, Network Flow, Standard | many edges in the flow graph; compress the capacity-1 edges when possible; use Dinic's | 0.0 | |

11418 | Fetching from uHunt | 8.4a, Network Flow, Standard | two layers of graph matching (not really bipartite matching); use max flow solution | 0.0 | |

12873 | Fetching from uHunt | 8.4a, Network Flow, Standard | LA 6851 - Bangkok14; assignment problem; similar to UVa 00259, 11045, and 10092; use Dinic's | 0.0 | |

00563 | Fetching from uHunt | 8.4b, Network Flow, Variants | check whether the maximum number of independent paths on the flow graph equals to b banks | 0.0 | |

01242 | Fetching from uHunt | 8.4b, Network Flow, Variants | LA 4271 - Hefei08; to have a necklace; we need to be able to two edge-disjoint s-t flows | 0.0 | |

10330 | Fetching from uHunt | 8.4b, Network Flow, Variants | max flow; vertex capacities | 0.0 | |

10480 | Fetching from uHunt | 8.4b, Network Flow, Variants | straightforward min cut problem | 0.0 | |

11380 | Fetching from uHunt | 8.4b, Network Flow, Variants | max flow modeling with vertex capacities; similar to UVa 12125 | 0.0 | |

11506 | Fetching from uHunt | 8.4b, Network Flow, Variants | min cut with vertex capacities | 0.0 | |

11757 | Fetching from uHunt | 8.4b, Network Flow, Variants | creative problem about min cut; build the flow graph with a bit of simple geometry involving circle; then find the min c... | 0.0 | |

11765 | Fetching from uHunt | 8.4b, Network Flow, Variants | interesting min cut variant | 0.0 | |

12125 | Fetching from uHunt | 8.4b, Network Flow, Variants | max flow modeling with vertex capacities; similar to UVa 11380; also available at Kattis - marchofpenguins | 0.0 | |

00193 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | optimization version of Max Independent Set problem on general graph which is NP-Hard with small input | 0.0 | |

00539 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | LONGEST-PATH problem; small input/general graph | 0.0 | |

00574 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | print all solutions with backtracking | 0.0 | |

00624 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | input size is small; backtracking is enough | 0.0 | |

00775 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | backtracking suffices as the search space is small; it is more likely to have a HAMILTONIAN-TOUR in a dense graph, so we... | 0.0 | |

00989 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | classic SUDOKU puzzle; the small 9x9 instance is solvable with backtracking with pruning; use bitmask to speed up | 0.0 | |

10957 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | very similar with UVa 989; if you can solve that one; you can modify your code a bit to solve this one | 0.0 | |

11088 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | similar to UVa 10911 but partitioning of three persons to one team; PARTITION-INTO-TRIANGLES | 0.0 | |

12455 | Fetching from uHunt | 8.6a, NP-hard/C, small, E | SUBSET-SUM; try all; see the harder UVa 12911 that requires meet in the middle | 0.0 | |

01098 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | LA 4793 - WorldFinals Harbin10; HAMILTONIAN-TOUR; backtracking+pruning; meet in the middle | 0.0 | |

01217 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | LA 3681 - Kaohsiung06; TSP-like optimization problem; which is NP-Hard; solvable with A*/IDA* | 0.0 | |

10032 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | PARTITION; DP Knapsack with optimization to avoid TLE; also available at Kattis - tugofwar | 0.0 | |

10125 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | SUBSET-SUM; 4-SUM variant; use unordered_map to map sum of a and b in S and their two indices; also available at Kattis ... | 0.0 | |

10160 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | optimization version of Min Vertex Cover on general graph; Dominating Set; which is NP-Hard; strategies: backtracking; s... | 0.0 | |

10571 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | hard backtracking problem; it has similar flavor as Su Doku puzzle | 0.0 | |

11065 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | optimization version of MAX-INDEPENDENT-SET problem on general graph; also report the number of Independent Sets; bitmas... | 0.0 | |

11095 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | optimization version of Min Vertex Cover on general graph which is NP-Hard | 0.0 | |

12911 | Fetching from uHunt | 8.6b, NP-hard/C, small, H | SUBSET-SUM; we cannot use DP as 1 ≤ N ≤ 40 and -10^9 ≤ T ≤ 10^9; use meet in the middle | 0.0 | |

01194 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | LA 2523 - Beijing02; Min Vertex Cover/MVC | 0.0 | |

01347 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | LA 3305 - SoutheasternEurope05; this is the pure version of Bitonic TSP problem; you may want to start from here | 0.0 | |

10243 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | this problem can be reduced to the Min Vertex Cover problem on Tree; there is a polynomial DP solution for this variant | 0.0 | |

10349 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | MIS: V-MCBM; also available at Kattis - antennaplacement | 0.0 | |

10859 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | Min-Vertex-Cover; on several trees; maximize number of edges with its two endpoints covered | 0.0 | |

11159 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | MAX-INDEPENDENT-SET; on Bipartite Graph; ans equals to its MCBM | 0.0 | |

11357 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | not a pure CNF SAT(isfiability) problem; it is a special case as only one clause needs to be satisfied | 0.0 | |

11419 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | MVC; Konig theorem | 0.0 | |

12083 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | LA 3415 - NorthwesternEurope05; MIS; also available at Kattis - guardianofdecency | 0.0 | |

12168 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | LA 4288 - NorthwesternEurope08; MIS; also available at Kattis - catvsdog | 0.0 | |

13115 | Fetching from uHunt | 8.6c, NP-hard/C, special, E | just a SUDOKU solution verifier; an NP-problem | 0.0 | |

01086 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | LA 4452 - WorldFinals Stockholm09; can be modeled as a 2-SAT problem | 0.0 | |

01096 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | LA 4791 - WorldFinals Harbin10; Bitonic TSP variant; print the actual path | 0.0 | |

01184 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | LA 2696 - Dhaka02; MPC on DAG ~ MCBM | 0.0 | |

01201 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | LA 3126 - NorthwesternEurope04; MPC on DAG; also available at Kattis - taxicab | 0.0 | |

01212 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | LA 3483 - Hangzhou05; MWIS on Bipartite Graph | 0.0 | |

01220 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | LA 3794 - Tehran06; Maximum Independent Set (MIS) problem on tree; DP; also check if the MIS is unique | 0.0 | |

10319 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | can be modeled as a 2-SAT problem | 0.0 | |

11294 | Fetching from uHunt | 8.6d, NP-hard/C, special, H | can be modeled as a 2-SAT problem; also available at Kattis - wedding | 0.0 | |

00714 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and greedy | 0.0 | |

10566 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | bisection method | 0.0 | |

10606 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | the solution is simply the highest square number <= N but this problem involves BigInteger; we can use a (rather slow) b... | 0.0 | |

10668 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | bisection method; also available at Kattis - expandingrods | 0.0 | |

10804 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and MCBM; similar with UVa 11262 | 0.0 | |

10816 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and Dijkstra's | 0.0 | |

11262 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and MCBM; similar with UVa 10804 | 0.0 | |

11646 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | the circle is at the center of track | 0.0 | |

12097 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and geometric formula | 0.0 | |

12851 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and 3D geometry volume of cone; inclusion-exclusion | 0.0 | |

12853 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and circumferences of two related circles | 0.0 | |

12908 | Fetching from uHunt | 8.7a, BSTA+Other, Easier | binary search the answer and sum of arithmetic progression formula | 0.0 | |

01221 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | LA 3795 - Tehran06; +MCBM | 0.0 | |

01577 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | LA 6398 - WorldFinals StPetersburg13; BSTA+greedy; also available at Kattis - low | 0.0 | |

10372 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | binary search the answer and Physics | 0.0 | |

10537 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | +Dijkstra's on State-Space graph | 0.0 | |

10983 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | binary search the answer and max flow | 0.0 | |

11516 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | +greedy; also available at Kattis - wifi | 0.0 | |

11670 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | binary search the answer and O(N) greedy simulation | 0.0 | |

12255 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | LA 5000 - KualaLumpur10; binary search the answer and greedy | 0.0 | |

12428 | Fetching from uHunt | 8.7b, BSTA+Other, Harder | binary search the answer and a bit of graph theory about bridges | 0.0 | |

10789 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | check if a letter's frequency (using DAT) is a prime | 0.0 | |

11960 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | modified Sieve; number of divisors; static Range Maximum Query; use Sparse Table data structure | 0.0 | |

11966 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | use union find to keep track of the number of disjoint sets/constellations; if Euclidian dist <= D; union the two stars | 0.0 | |

11967 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | brute force; use map as we cannot store the actual tic-tac-toe board; remember n coordinates and check if there are k co... | 0.0 | |

12318 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | brute force with unordered_set | 0.0 | |

12460 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | a simple BFS problem; use set of string data structure to speed up the check if a word is inside dictionary | 0.0 | |

13135 | Fetching from uHunt | 8.7c, Fast DS+Other, Easier | simple DP; use unordered_map to map the (large) answer S back to (small) N, which turns out to be not more than 10&thins... | 0.0 | |

00843 | Fetching from uHunt | 8.7d, Fast DS+Other, Harder | backtracking; try mapping each letter to another letter in alphabet; use Trie data structure for speed up | 0.0 | |

00922 | Fetching from uHunt | 8.7d, Fast DS+Other, Harder | compute the area of the polygon; define a rectangle with every pair of points; use set to see if a third point of the re... | 0.0 | |

10150 | Fetching from uHunt | 8.7d, Fast DS+Other, Harder | s: (string); BFS; use trie to quickly identify neighbor that is one Hamming distance away; also available at Kattis - do... | 0.0 | |

10734 | Fetching from uHunt | 8.7d, Fast DS+Other, Harder | involving triangle/cosine rule; use a data structure that tolerates floating point error due to triangle side normalizat... | 0.0 | |

11474 | Fetching from uHunt | 8.7d, Fast DS+Other, Harder | UFDS; connect all tree branches; connect two reachable trees (use geometry); connect trees that can reach doctor | 0.0 | |

11525 | Fetching from uHunt | 8.7d, Fast DS+Other, Harder | use Fenwick Tree and binary search the answer to find the lowest index i that has RSQ(1;i) = Si | 0.0 | |

00142 | Fetching from uHunt | 8.7e, Geometry+CS | brute force; point-in-rectangle; dist | 0.0 | |

00184 | Fetching from uHunt | 8.7e, Geometry+CS | brute force; collinear test | 0.0 | |

00201 | Fetching from uHunt | 8.7e, Geometry+CS | counting square of various sizes; try all | 0.0 | |

00270 | Fetching from uHunt | 8.7e, Geometry+CS | gradient sorting; complete search | 0.0 | |

00356 | Fetching from uHunt | 8.7e, Geometry+CS | Euclidean distance; brute force | 0.0 | |

00638 | Fetching from uHunt | 8.7e, Geometry+CS | brute force 4 corner points | 0.0 | |

00688 | Fetching from uHunt | 8.7e, Geometry+CS | brute force; chop the region into small rectangles and decide if a small rectangle is covered by an antenna or not; if i... | 0.0 | |

10012 | Fetching from uHunt | 8.7e, Geometry+CS | try all 8! permutations; Euclidean dist | 0.0 | |

10167 | Fetching from uHunt | 8.7e, Geometry+CS | brute force A and B; ccw tests | 0.0 | |

10301 | Fetching from uHunt | 8.7e, Geometry+CS | circle-circle intersection; backtracking | 0.0 | |

10310 | Fetching from uHunt | 8.7e, Geometry+CS | complete search; Euclidean distance dist; also available at Kattis - doggopher | 0.0 | |

10823 | Fetching from uHunt | 8.7e, Geometry+CS | complete search; check if point inside circles/squares | 0.0 | |

11227 | Fetching from uHunt | 8.7e, Geometry+CS | brute force; collinear test | 0.0 | |

11515 | Fetching from uHunt | 8.7e, Geometry+CS | circle-circle intersection; backtracking or brute force subsets with bitmask; also available at Kattis - cranes | 0.0 | |

11574 | Fetching from uHunt | 8.7e, Geometry+CS | try all pairs of boats; 0.0 if one pair collide; or, use a quadratic equation; also available at Kattis - collidingtraff... | 0.0 | |

10514 | Fetching from uHunt | 8.7f, Geometry+Other | use basic geometry to compute edge weights of the graph of islands and the two riverbanks; SSSP; Dijkstra's | 0.0 | |

11008 | Fetching from uHunt | 8.7f, Geometry+Other | collinear test; DP bitmask | 0.0 | |

12322 | Fetching from uHunt | 8.7f, Geometry+Other | first; use atan2 to convert angles to 1D intervals; then sort it and use a greedy scan to get the answer | 0.0 | |

00273 | Fetching from uHunt | 8.7g, Graph+Other | line segment intersection and Warshall's transitive closure algorithm | 0.0 | |

00393 | Fetching from uHunt | 8.7g, Graph+Other | build the small visibility graph with line segment intersection checks; run Floyd-Warshall routine to get the answer | 0.0 | |

00521 | Fetching from uHunt | 8.7g, Graph+Other | vertices = drivers; add an edge between two drivers if they can meet (determined with mathematical rule (gcd)); if the g... | 0.0 | |

01039 | Fetching from uHunt | 8.7g, Graph+Other | LA 3270 - WorldFinals Shanghai05; build the graph with simple geometry; then use Floyd-Warshall | 0.0 | |

01092 | Fetching from uHunt | 8.7g, Graph+Other | LA 4787 - WorldFinals Harbin10; compress graph; traversal from exit with S/W direction; inclusion-exclusion | 0.0 | |

01243 | Fetching from uHunt | 8.7g, Graph+Other | LA 4272 - Hefei08; Warshall's transitive closure; SCC; transitive reduction of a directed graph | 0.0 | |

01263 | Fetching from uHunt | 8.7g, Graph+Other | LA 4846 - Daejeon10; geometry; SCC; see two related problems: UVa 11504 and 11770 | 0.0 | |

10068 | Fetching from uHunt | 8.7g, Graph+Other | use BFS from each position to create the APSP data; use backtracking with bitmask and pruning to get the best solution | 0.0 | |

10075 | Fetching from uHunt | 8.7g, Graph+Other | Great Circle Distance (gcDistance) with APSP | 0.0 | |

11267 | Fetching from uHunt | 8.7g, Graph+Other | bipartite check; MST; accept -ve weight | 0.0 | |

11635 | Fetching from uHunt | 8.7g, Graph+Other | Dijkstra's BFS (or 2 Dijkstra's) | 0.0 | |

11721 | Fetching from uHunt | 8.7g, Graph+Other | find nodes that can reach SCCs with neg cycle | 0.0 | |

11730 | Fetching from uHunt | 8.7g, Graph+Other | factoring; BFS | 0.0 | |

12070 | Fetching from uHunt | 8.7g, Graph+Other | LA 3290 - Dhaka05; BFS brute force | 0.0 | |

12101 | Fetching from uHunt | 8.7g, Graph+Other | BFS; involving prime numbers | 0.0 | |

12159 | Fetching from uHunt | 8.7g, Graph+Other | LA 4407 - KualaLumpur08; use simple CCW tests (geometry) to build the bipartite graph; MCBM | 0.0 | |

12797 | Fetching from uHunt | 8.7g, Graph+Other | iterative subset; pick subset of UPPERCASE letters for this round; BFS to find the SSSP; pick the best | 0.0 | |

01069 | Fetching from uHunt | 8.7h, Mathematics+Other | LA 4119 - WorldFinals Banff08; string parsing, divisibility of polynomial, brute force, and modPow | 0.0 | |

01195 | Fetching from uHunt | 8.7h, Mathematics+Other | LA 2565 - Kanazawa02; use sieve to generate the list of primes; brute force each prime p; and use binary search to find ... | 0.0 | |

10325 | Fetching from uHunt | 8.7h, Mathematics+Other | inclusion exclusion principle; brute force subset for small M <= 15; lcm-gcd | 0.0 | |

10419 | Fetching from uHunt | 8.7h, Mathematics+Other | print path; prime | 0.0 | |

10427 | Fetching from uHunt | 8.7h, Mathematics+Other | numbers in [10^(k-1)..10^k-1] has k digits | 0.0 | |

10539 | Fetching from uHunt | 8.7h, Mathematics+Other | sieve; get 'almost primes' by listing the powers of each prime, sort them; binary search | 0.0 | |

10637 | Fetching from uHunt | 8.7h, Mathematics+Other | involving prime numbers and gcd | 0.0 | |

10717 | Fetching from uHunt | 8.7h, Mathematics+Other | complete search + GCD/LCM | 0.0 | |

11099 | Fetching from uHunt | 8.7h, Mathematics+Other | generate list of small primes; generate all multiples of each prime factor starting from base using backtracking; do not... | 0.0 | |

11282 | Fetching from uHunt | 8.7h, Mathematics+Other | derangement and binomial coefficient; Big Integer | 0.0 | |

11415 | Fetching from uHunt | 8.7h, Mathematics+Other | count the number of factors for each integer; find the number of factors for each factorial number and store it in an ar... | 0.0 | |

11428 | Fetching from uHunt | 8.7h, Mathematics+Other | complete search and binary search | 0.0 | |

12218 | Fetching from uHunt | 8.7h, Mathematics+Other | brute force recursive bitmask with prime check; also available at Kattis - industrialspy | 0.0 | |

12802 | Fetching from uHunt | 8.7h, Mathematics+Other | actually a very easy problem; given n; just output 2n; but it has two components: primality check of n and checking if n... | 0.0 | |

00976 | Fetching from uHunt | 8.7i, Graph+DP | flood fill to separate North and South banks; compute the cost of installing a bridge at each column; DP | 0.0 | |

10917 | Fetching from uHunt | 8.7i, Graph+DP | counting paths in DAG; build the DAG; Dijkstra's from 'home'; also available at Kattis - walkforest | 0.0 | |

10937 | Fetching from uHunt | 8.7i, Graph+DP | BFS -> APSP information for TSP; then DP or backtracking | 0.0 | |

10944 | Fetching from uHunt | 8.7i, Graph+DP | BFS -> APSP information for TSP; then use DP as n <= 16 | 0.0 | |

11284 | Fetching from uHunt | 8.7i, Graph+DP | SSSP pre-processing; TSP variant = we can go home early; tweak DP TSP recurrence a bit: at each state, we have one more ... | 0.0 | |

11324 | Fetching from uHunt | 8.7i, Graph+DP | LONGEST-PATH on DAG; first, transform the graph into DAG of its SCCs; toposort | 0.0 | |

11331 | Fetching from uHunt | 8.7i, Graph+DP | bipartite graph checks; compute size of left/right sets per bipartite component; DP SUBSET-SUM | 0.0 | |

11405 | Fetching from uHunt | 8.7i, Graph+DP | BFS from k and each P---max 9 items to get APSP information for TSP; then use DP-TSP | 0.0 | |

11643 | Fetching from uHunt | 8.7i, Graph+DP | distance between any 2 interesting positions are computed using a pre-calculated BFS table (corner cases exist); DP TSP | 0.0 | |

11693 | Fetching from uHunt | 8.7i, Graph+DP | compute shortest paths information using Floyd-Warshall; then use DP; also available at Kattis - speedyescape | 0.0 | |

11813 | Fetching from uHunt | 8.7i, Graph+DP | Dijsktra's -> APSP information for TSP; then use DP; n <= 10 | 0.0 | |

00967 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | similar to UVa 00897; but this time the output part can be speed up using DP 1D range sum | 0.0 | |

10200 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | complete search; test if isPrime(n^2 n 41) for all n in [a..b]; finally use DP 1D RSQ to speed up the solution | 0.0 | |

10533 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | sieve; check if a prime is a digit prime; DP 1D range sum | 0.0 | |

10871 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | need 1D Range Sum Query | 0.0 | |

10891 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | Double DP; 1D RSQ plus another DP to evaluate decision tree; s: (i, j); try all splitting points; minimax | 0.0 | |

11032 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | observation: sod(i) can be only from 1 to 63; use 1D Range Sum Query for fun(a; b) | 0.0 | |

11105 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | need 1D Range Sum Query; also available at Kattis - hnumbers | 0.0 | |

11408 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | need 1D Range Sum Query | 0.0 | |

12028 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | generate the array; sort it; prepare 1D Range Sum Query; then the solution will be much simpler | 0.0 | |

12904 | Fetching from uHunt | 8.7j, Other+DP 1D RSQ/RMQ | 3 nested loops; brute force a; b; c; use prefix sum to speed up the checks | 0.0 | |

00295 | Fetching from uHunt | 8.7k, Three++ Components, E | BSTA x: if the person has diameter x, can he go from left to right? graph connectivity; similar with UVa 10876 | 0.0 | |

01250 | Fetching from uHunt | 8.7k, Three++ Components, E | LA 4607 - SoutheastUSA09; geometry; SSSP on DAG -> DP; DP 1D range sum | 0.0 | |

10856 | Fetching from uHunt | 8.7k, Three++ Components, E | compute number of prime factors of each integer in the desired range; use 1D RSQ DP; binary search | 0.0 | |

10876 | Fetching from uHunt | 8.7k, Three++ Components, E | binary search the answer and graph connectivity (geometry/Euclidian distance and union find); similar with UVa 295 | 0.0 | |

11610 | Fetching from uHunt | 8.7k, Three++ Components, E | first; reverse primes less than 10^6; then; append zero(es) if necessary; use Fenwick Tree and binary search | 0.0 | |

00811 | Fetching from uHunt | 8.7l, Three++ Components, H | LA 5211 - WorldFinals Eindhoven99; get CH and perimeter of polygon; generate all subsets iteratively with bitmask | 0.0 | |

01040 | Fetching from uHunt | 8.7l, Three++ Components, H | LA 3271 - WorldFinals Shanghai05; try all subsets of 2^20 cities; MST; complex output formatting | 0.0 | |

01079 | Fetching from uHunt | 8.7l, Three++ Components, H | LA 4445 - WorldFinals Stockholm09; iterative complete search (permutation); BSTA + greedy | 0.0 | |

01093 | Fetching from uHunt | 8.7l, Three++ Components, H | LA 4788 - WorldFinals Harbin10; try all possible roots; DP on tree | 0.0 | |

11288 | Fetching from uHunt | 8.7l, Three++ Components, H | Floyd-Warshall/APSP; iterative brute force subset and permutation; DP; also available at Kattis - carpool | 0.0 | |

12392 | Fetching from uHunt | 8.7l, Three++ Components, H | brute force permute up to 5!; recursive string parsing (simple BNF) | 0.0 | |

00588 | Fetching from uHunt | 9.artg, Art Gallery | cutPolygon | 0.0 | |

01304 | Fetching from uHunt | 9.artg, Art Gallery | LA 2512 - SouthEasternEurope02; cutPolygon and area of polygon | 0.0 | |

01571 | Fetching from uHunt | 9.artg, Art Gallery | LA 3617 - Yokohama06; cutPolygon | 0.0 | |

10078 | Fetching from uHunt | 9.artg, Art Gallery | isConvex | 0.0 | |

00652 | Fetching from uHunt | 9.asta, A* or IDA* | classic sliding block 8-puzzle; IDA* | 0.0 | |

00656 | Fetching from uHunt | 9.asta, A* or IDA* | we can use IDDFS with pruning | 0.0 | |

10181 | Fetching from uHunt | 9.asta, A* or IDA* | similar with UVa 652 but larger (now 15 instead of 8); we can use IDA* | 0.0 | |

11163 | Fetching from uHunt | 9.asta, A* or IDA* | another puzzle game solvable with IDA* | 0.0 | |

10296 | Fetching from uHunt | 9.chi1, Chinese Postman | basic Chinese Postman Problem; also available at Kattis - joggingtrails | 0.0 | |

00756 | Fetching from uHunt | 9.chi2, Chinese Remainder | CRT or brute force | 0.0 | |

10245 | Fetching from uHunt | 9.clos, Closest Pair | classic | 0.0 | |

11378 | Fetching from uHunt | 9.clos, Closest Pair | also a closest pair problem | 0.0 | |

10165 | Fetching from uHunt | 9.comb, Comb Game Theory | Nim game; application of Sprague-Grundy theorem | 0.0 | |

11311 | Fetching from uHunt | 9.comb, Comb Game Theory | there are 4 heaps; Nim sum | 0.0 | |

01266 | Fetching from uHunt | 9.cons, Construction | LA 3478 - LatinAmerica05; follow the given construction strategy | 0.0 | |

10741 | Fetching from uHunt | 9.cons, Construction | similar idea as 2D Magic Square; but now in 3D; just follow the given construction strategy | 0.0 | |

10506 | Fetching from uHunt | 9.debr, De Bruijn Sequence | any valid solution is AC; generate all possible next digit (up to base 10/digit [0..9]); check if it is still a valid Ou... | 0.0 | |

11439 | Fetching from uHunt | 9.edmo, Edmonds' Matching | BSTA (the minimum weight); use it to reconstruct the graph; perfect matching on medium-sized general graph | 0.0 | |

10934 | Fetching from uHunt | 9.eggd, Egg Dropping Puzzle | Egg dropping puzzle; interesting DP; try all possible answers | 0.0 | |

01185 | Fetching from uHunt | 9.form, Formulas/Theorems | LA 2697 - Dhaka02; number of digits of factorial; use logarithm to solve it; log(n!) = log(n * (n-1) * ... * 1) = log(n)... | 0.0 | |

01645 | Fetching from uHunt | 9.form, Formulas/Theorems | LA 6368 - Chengdu12; number of rooted trees with n vertices in which vertices at the same level have the same degree | 0.0 | |

10088 | Fetching from uHunt | 9.form, Formulas/Theorems | Pick's Theorem | 0.0 | |

10178 | Fetching from uHunt | 9.form, Formulas/Theorems | Euler's Formula; a bit of union find | 0.0 | |

10213 | Fetching from uHunt | 9.form, Formulas/Theorems | Moser's circle; the formula is hard to derive; g(n) = nC4 nC2 1 | 0.0 | |

10219 | Fetching from uHunt | 9.form, Formulas/Theorems | count the length of nCk; BigInteger | 0.0 | |

10720 | Fetching from uHunt | 9.form, Formulas/Theorems | similar to UVa 11414 and 12786; Erdos-Gallai Theorem | 0.0 | |

10843 | Fetching from uHunt | 9.form, Formulas/Theorems | Cayley's Formula to count the number of spanning trees of a graph with n vertices is n^n-2; use Java BigInteger | 0.0 | |

11414 | Fetching from uHunt | 9.form, Formulas/Theorems | similar to UVa 10720 and 12786; Erdos-Gallai Theorem | 0.0 | |

11719 | Fetching from uHunt | 9.form, Formulas/Theorems | count the number of spanning tree in a complete bipartite graph; use Java BigInteger | 0.0 | |

12786 | Fetching from uHunt | 9.form, Formulas/Theorems | similar to UVa 10720 and 11414; Erdos-Gallai Theorem | 0.0 | |

12876 | Fetching from uHunt | 9.form, Formulas/Theorems | LA 6854 - Bangkok14; involving degree of vertex; Handshaking lemma | 0.0 | |

12967 | Fetching from uHunt | 9.form, Formulas/Theorems | OEIS A173033 | 0.0 | |

13108 | Fetching from uHunt | 9.form, Formulas/Theorems | Moser's circle; the formula is hard to derive; g(n) = nC4 + nC2 + 1 | 0.0 | |

00684 | Fetching from uHunt | 9.gaus, Gauss Elimination | modified Gaussian elimination to find (integral) determinant of a square matrix | 0.0 | |

11319 | Fetching from uHunt | 9.gaus, Gauss Elimination | solve the system of the first 7 linear equations; then use all 1500 equations for 'smart sequence' checks | 0.0 | |

01045 | Fetching from uHunt | 9.kuhn, Kuhn-Munkres | LA 3276 - WorldFinals Shanghai05; try all configurations; weighted matching; pick the best; Kuhn-Munkres | 0.0 | |

10746 | Fetching from uHunt | 9.kuhn, Kuhn-Munkres | min weighted bipartite matching | 0.0 | |

10888 | Fetching from uHunt | 9.kuhn, Kuhn-Munkres | BFS/SSSP; min weighted bipartite matching | 0.0 | |

11553 | Fetching from uHunt | 9.kuhn, Kuhn-Munkres | brute force; DP bitmask; or Hungarian | 0.0 | |

10938 | Fetching from uHunt | 9.lowe, Lowest Common Anc | basic LCA problem | 0.0 | |

12238 | Fetching from uHunt | 9.lowe, Lowest Common Anc | similar to UVa 10938 | 0.0 | |

00348 | Fetching from uHunt | 9.matr, Matrix Chain Mult | DP; s(i, j); output the optimal solution; the optimal sequence is not unique | 0.0 | |

10594 | Fetching from uHunt | 9.minc, Min Cost (Max) Flow | basic min cost max flow problem | 0.0 | |

10806 | Fetching from uHunt | 9.minc, Min Cost (Max) Flow | send 2 edge-disjoint flows with min cost | 0.0 | |

11301 | Fetching from uHunt | 9.minc, Min Cost (Max) Flow | modeling; vertex capacity; MCMF | 0.0 | |

12821 | Fetching from uHunt | 9.minc, Min Cost (Max) Flow | similar to UVa 10806 | 0.0 | |

00120 | Fetching from uHunt | 9.panc, Pancake Sorting | greedy pancake sorting | 0.0 | |

11476 | Fetching from uHunt | 9.poll, Pollard's rho | basic integer factorization problem that requires Pollard's rho algorithm | 0.0 | |

00261 | Fetching from uHunt | 9.slid, Sliding Window | sliding window variant | 0.0 | |

01121 | Fetching from uHunt | 9.slid, Sliding Window | LA 2678 - SouthEasternEurope06; sliding window variant | 0.0 | |

11536 | Fetching from uHunt | 9.slid, Sliding Window | sliding window variant | 0.0 | |

00254 | Fetching from uHunt | 9.towe, Tower of Hanoi | define a recursive formula | 0.0 | |

10017 | Fetching from uHunt | 9.towe, Tower of Hanoi | classical problem | 0.0 | |

10254 | Fetching from uHunt | 9.towe, Tower of Hanoi | find pattern; use Java BigInteger | 0.0 |