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767Market-State Logic Grid 17Three analysts A, B, and C are each either truthful (always tell the truth) or lying (always make false statements). The hidden market state is either bull or bear. A says: 'The market is bull.' B says: 'B is truthful if and only if the market is bull.' C says: 'At least one of B and C is lying.' Determine the market state and the type of each analyst.脑筋急转弯中等brainteaser未尝试免费769Market-State Logic Grid 19Three analysts A, B, and C are each either truthful (always tell the truth) or lying (always make false statements). The hidden market state is either bull or bear. A says: 'The market is bull.' B says: 'C is truthful if and only if the market is bear.' C says: 'A and B are both truthful.' Determine the market state and the type of each analyst.脑筋急转弯困难brainteaser未尝试免费770Market-State Logic Grid 20Three analysts A, B, and C are each either truthful (always tell the truth) or lying (always make false statements). The hidden market state is either bull or bear. A says: 'The market is bull.' B says: 'C is truthful if and only if the market is bear.' C says: 'If the market is bull, then B is truthful.' Determine the market state and the type of each analyst.脑筋急转弯困难brainteaser未尝试面试订阅772Market-State Logic Grid 22Three analysts A, B, and C are each either truthful (always tell the truth) or lying (always make false statements). The hidden market state is either bull or bear. A says: 'The market is bull.' B says: 'At least one of B and C is lying.' C says: 'The market is bear.' Determine the market state and the type of each analyst.脑筋急转弯简单brainteaser未尝试免费775Market-State Logic Grid 25Three analysts A, B, and C are each either truthful (always tell the truth) or lying (always make false statements). The hidden market state is either bull or bear. A says: 'The market is bull.' B says: 'At least one of B and C is lying.' C says: 'A and C are different types.' Determine the market state and the type of each analyst.脑筋急转弯困难brainteaser未尝试面试订阅787Color Ledger Hat Deduction 2A public ledger says the room contains hats with totals 'red': 2, 'blue': 2, 'green': 2 . One player sees visible hats ['red', 'green', 'blue'] on the other unrevealed players and has already heard earlier exact declarations ['green', 'red']. What is that player's own hat color?脑筋急转弯简单brainteaser未尝试免费788Color Ledger Hat Deduction 3A public ledger says the room contains hats with totals 'red': 4, 'blue': 1, 'green': 1 . One player sees visible hats ['red', 'red', 'green'] on the other unrevealed players and has already heard earlier exact declarations ['red', 'blue']. What is that player's own hat color?脑筋急转弯中等brainteaser未尝试免费790Color Ledger Hat Deduction 5A public ledger says the room contains hats with totals 'red': 2, 'blue': 1, 'green': 3 . One player sees visible hats ['green', 'red', 'green'] on the other unrevealed players and has already heard earlier exact declarations ['blue', 'green']. What is that player's own hat color?脑筋急转弯困难brainteaser未尝试面试订阅791Color Ledger Hat Deduction 6A public ledger says the room contains hats with totals 'red': 3, 'blue': 3, 'green': 1 . One player sees visible hats ['blue', 'red', 'blue'] on the other unrevealed players and has already heard earlier exact declarations ['red', 'green', 'red']. What is that player's own hat color?脑筋急转弯简单brainteaser未尝试免费792Color Ledger Hat Deduction 7A public ledger says the room contains hats with totals 'red': 2, 'blue': 2, 'green': 3 . One player sees visible hats ['green', 'blue', 'green'] on the other unrevealed players and has already heard earlier exact declarations ['red', 'blue', 'green']. What is that player's own hat color?脑筋急转弯中等数值题未尝试免费793Color Ledger Hat Deduction 8A public ledger says the room contains hats with totals 'red': 1, 'blue': 4, 'green': 2 . One player sees visible hats ['blue', 'blue', 'green'] on the other unrevealed players and has already heard earlier exact declarations ['blue', 'red', 'green']. What is that player's own hat color?脑筋急转弯中等brainteaser未尝试面试订阅794Color Ledger Hat Deduction 9A public ledger says the room contains hats with totals 'red': 3, 'blue': 1, 'green': 2 . One player sees visible hats ['red', 'green', 'red'] on the other unrevealed players and has already heard earlier exact declarations ['blue', 'green']. What is that player's own hat color?脑筋急转弯困难brainteaser未尝试面试订阅806Ternary Diagnostic Rounds 1A health check returns one of three colors each round: green, amber, or red. If there are 28 possible hidden states to distinguish, what is the minimum number of rounds needed to identify the state with certainty?脑筋急转弯中等brainteaser未尝试免费818Modulo Checksum Recovery 3A packet contains integer fields modulo 11. The published checksum says the total field sum is congruent to 4 mod 11. You observe all but one field, whose visible values are [8, 6, 1, 3, 5]. What is the missing field value modulo 11?脑筋急转弯中等brainteaser未尝试免费826Two-Stage Pipeline Completion 17 identical jobs each require 3 minutes on Stage 1 and then 5 minutes on Stage 2. Each stage handles at most one job at a time, and a job can enter Stage 2 immediately after Stage 1 if Stage 2 is free. What is the earliest completion time of all jobs?脑筋急转弯简单brainteaser未尝试免费831Escort Cart Trip Count 12 staff members and 2 trained couriers start on one side of a corridor. A cart carries at most two people, and only couriers can drive it. Assuming at least two couriers are available, what is the minimum number of one-way cart trips needed to move everyone across if staff must always ride with a courier?脑筋急转弯中等brainteaser未尝试免费837Minimum Room Count 2Meetings occupy half-open time intervals [(8, 10), (9, 11), (10, 12), (10, 13), (13, 15)]. What is the minimum number of rooms needed so that all meetings can be scheduled without overlap?脑筋急转弯简单brainteaser未尝试免费851Subtraction Game State 1Two players alternate removing stones from one pile of 27. A legal move is to remove any number in 1, 4, 6 . The player who takes the last stone wins. Under optimal play, does the first player win? If yes, what is an optimal first move?脑筋急转弯简单数值题未尝试免费861Locate the Losing Position 1In a subtraction game with legal moves 1, 4, 6 , positions are classified as winning or losing in the usual last-move-wins sense. What is the 8th positive losing position?脑筋急转弯简单brainteaser未尝试免费866End-Pick Coin Row 1Two players alternately take one number from either end of the row [4, 9, 2, 7, 5]. Each player wants to maximize the sum of the numbers they personally collect. Under optimal play, what should the first player take first, and what total can the first player guarantee?脑筋急转弯简单数值题未尝试免费