{"blocks": [{"key": "94f5a3d2", "text": "Question", "type": "header-two", "depth": 0, "inlineStyleRanges": [], "entityRanges": [], "data": {}}, {"key": "4df97647", "text": "A philanthropist invites you to an island with 100 rooms, each containing one painting. You may enter the rooms one at a time in any order, but you cannot return to previous rooms. You may take at most one painting and must decide immediately upon seeing it.", "type": "unstyled", "depth": 0, "inlineStyleRanges": [], "entityRanges": [], "data": {}}, {"key": "a2a0e768", "text": "What strategy maximizes the expected value of the painting you take?", "type": "unordered-list-item", "depth": 0, "inlineStyleRanges": [], "entityRanges": [], "data": {}}, {"key": "d00e9ec4", "text": "How does the strategy change if you receive nothing unless you pick the single most valuable painting?", "type": "unordered-list-item", "depth": 0, "inlineStyleRanges": [], "entityRanges": [], "data": {}}], "entityMap": {}}