1,1 1,14▛1,1 1,14▜1,1 1,14▛1,1 1,1 1,14▙1,1 1,14▜▟1,1 14,1▌ ▚1,5▛1,14▙1,5▛1,14▌▛▜▜1,1 1,1 1,14▛▌14,1▙▚1,14▚14,1▐1,5▌▌14,5▚▌14,1▞6,1▚14,1▄14,5▚▙▜14,7▜1,14▀▜1,1 1,1 1,14▌ 14,5▌▙14,1▌▀14,5▙▚▙▜14,7▜14,5▜14,7▜14,5▞14,14 7,14▚14,15▞14,7▚15,14▚14,1▚ 1,1 1,14▛ 14,5▜▜▞▞▜▜▌▙14,7▀14,5▟7,14▌14,7▙▜7,15▚14,15▌15,3▌15,7▐▜15,14▟14,1▙ 1,1 14,1▞14,15▛14,14 14,5▜▟5,14▚14,1▌14,3▛5,14▚14,1▞14,5▌14,7▛▙▚▜14,8▞▙15,7▙▜15,8▜15,7▟15,14▙1,14▜1,1 1,1 14,15▛15,5▚14,5▄14,15▟5,14▚14,1▞▞14,5▙▌▛▛14,7▛14,5▟7,14▚14,7▙14,15▐14,7▞15,7▐15,14▚15,7▜15,8▟▟15,1▌ 1,1 1,14▌14,15▌14,7▛▙▜14,5▜1,5▚14,5▜14,7▙14,1▌14,5▄14,7▛14,14 7,14▚14,15▄7,3▌7,15▐14,7▙15,7▌15,14▛8,15▌15,7▙▜15,14▌1,1 1,1 1,14▌15,14▌14,7▛▛14,14 14,5▙1,14▌14,5▙14,8▜14,1▄14,5▐14,7▟▙▜15,7▌14,15▌7,15▚14,7▙15,14▐15,7▌15,14▛15,8▞15,14▀15,15 1,14▜1,1 1,1 14,14 14,15▜14,7▀14,5▜▟▐5,3▚14,5▄15,14▌5,14▚▌14,7▟▟▌14,15▙7,15▌14,15▚7,14▚15,7▚15,14▚7,15▚15,8▚14,7▚15,14▚14,1▌ 1,1 14,1▟14,7▜14,5▌▛▙▚14,1▚14,5▐14,7▐5,14▌14,5▜14,7▟▟14,5▐7,15▚14,3▀15,7▌14,14 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14,6▜5,14▀▙▚▚14,5▞5,14▌5,7▞14,5▚▚▚▜▚▚▌▌5,14▐14,1▌5,1▚1,14▞5,14▐14,1▙5,14▌14,5▌1,14▜14,5▐▌▛5,14▚7,14▚▐ 7,10▌14,7▚▌14,15▌14,7▙▙14,1▚14,7▐14,5▚14,7▌▌7,15▄▜15,5▌7,15▐14,7▚15,7▌14,15▟1,14▜1,1 1,1 14,15▛5,14▀5,15▐14,7▞5,7▚14,5▌▌14,7▌14,5▌▌14,7▙14,15▚5,14▌14,5▚▜14,7▐5,14▌14,1▚5,1▚14,5▌14,1▚14,5▐5,14▌14,1▐1,5▌14,5▚▜5,14▚14,7▙▜7,14▚14,7▙15,14▌14,5▐14,7▐14,5▜14,7▐▐5,3▌14,5▐14,7▐7,14▚14,7▞7,14▚▚▌5,15▌7,15▚▙▙14,1▚ 1,1 1,14▌14,6▞7,14▌14,7▚14,5▚14,7▜14,5▐5,14▌▙14,5▛▟▐5,14▌▌▚▚14,1▌14,5▙1,5▚14,1▚5,1▚▚5,14▚5,1▚14,5▌1,14▞14,5▐▚3,5▚14,5▙14,7▌14,3▜7,5▚14,7▙14,5▚5,3▞14,7▜5,3▚14,7▙14,5▚14,7▌▚▀7,15▌▌▌7,14▌7,15▚15,7▞7,15▚15,7▀▛14,1▌ 1,1 1,14▌14,5▀15,14▐5,14▌14,5▐▐5,14▚5,1▚5,14▚1,14▚5,14▌5,1▞▌5,14▌5,1▌5,14▚14,5▐5,14▌▚1,5▚1,14▚1,5▜5,14▚14,5▄14,1▐5,1▌5,14▚1,5▚14,1▚14,5▚▜14,7▞5,3▚14,7▙14,5▀▜▟▐14,7▞7,3▚15,7▐7,15▌14,5▚7,15▞▞15,5▚5,14▟7,14▚7,15▚▚15,7▜▜15,1▌ 1,1 1,14▌14,15▙7,14▚14,5▞5,14▚7,14▚14,7▌14,5▌▌5,14▐▐▐14,5▌5,1▐▐5,14▐14,5▌1,5▚1,14▐1,5▐1,14▐▐1,5▟14,5▌1,14▀5,1▌1,5▟5,14▞1,14▜5,1▌14,5▌14,14 5,14▚5,3▐14,5▌5,1▞5,14▐14,5▌14,7▌▚▌▚7,14▞14,7▚15,5▚ 14,7▌5,7▚15,7▚15,5▚15,7▌15,0▀14,0▐1,1 1,1 1,14▌14,15▌5,14▌▌14,7▐7,5▌15,5▚7,14▌5,14▛▞▞14,5▚5,1▞5,14▞▞14,5▚5,1▞▞1,5▀1,1 1,5▟1,1 14,1▚1,5▌▜▙▜1,1 1,5▟▙14,1▌▌5,1▚1,5▌1,14▌5,14▚5,7▚14,7▌5,15▚7,15▌5,7▌15,5▚5,14▟14,5▞5,14▚14,7▐7,15▌7,14▚7,15▚15,7▀15,14▄1,1 1,1 1,14▌ 14,7▞5,7▚14,7▌▚▚▚▚1,5▚5,14▞14,5▚5,1▞5,14▟14,5▌▞5,14▚▚5,1▚▚▚1,5▀▌1,1 1,5▛1,1 1,5▜1,1 1,5▙1,1 5,1▚1,5▙▙1,14▚5,1▌▚14,5▞7,5▐14,7▚7,14▞15,4▚14,7▐5,1▛14,5▚▚5,14▌14,7▐5,15▚7,5▚15,7▀15,0▚15,7▞1,14▜1,1 1,1 14,1▐15,5▙5,14▚5,7▚14,7▚5,0▚7,15▌5,15▚7,14▌7,1▌5,14▌5,1▌5,14▙▚▌▙5,7▚5,14▐14,5▚▚▚▜▚▚5,14▚5,1▚▚▐▐14,5▄5,1▌▌5,14▌5,1▌5,14▌▜14,7▚7,14▐14,7▌5,15▚7,5▚5,15▞5,14▙1,5▜5,1▌14,5▚▚5,15▚▌7,14▚14,15▚15,7▚▜1,14▐1,1 1,1 14,15▄5,7▚14,5▚5,15▌▌5,7▚7,15▐15,5▌▌5,1▐▐14,5▚5,14▞5,1▐14,5▌14,7▌14,5▌7,14▚5,14▀5,7▄14,7▌5,15▌7,14▌▌7,5▚5,14▐15,5▚▚14,5▚5,14▛▐14,7▚14,5▐▐5,7▀5,14▞15,5▚5,14▄7,14▚▌14,5▐5,14▌5,1▌1,5▜1,14▜14,5▌▌▌5,15▞15,5▚7,15▞15,7▚▜15,1▌ 1,1 14,1▟15,5▌5,15▐14,5▀5,15▌7,15▚5,15▚7,14▚ 5,1▚1,5▄14,5▚5,14▌▛14,5▚5,14▌5,7▀5,14▞14,5▌15,7▚5,14▐15,5▚5,15▚15,5▐7,5▚14,7▌14,5▌▌5,14▐14,7▚14,5▀▄▐5,7▜14,7▚5,14▐14,7▌▚5,15▚5,14▚▚5,1▚1,14▄1,6▐1,1 1,5▄14,5▚5,14▙▞15,5▚7,15▚▚15,5▛15,14▌1,1 1,1 14,1▟14,15▞14,7▞5,15▜7,14▚7,15▚▌5,15▚5,14▚ 14,5▙▌5,14▜5,3▜14,5▌5,14▚▜14,5▌▚5,14▞14,5▛7,14▚5,7▌14,7▚5,15▚7,14▌▚5,14▜14,7▌14,5▚14,7▚14,5▐5,14▚14,7▞▞5,14▚5,7▚14,5▌▌▌▌5,1▐6,14▚1,14▜1,1 5,14▐14,5▌▛5,15▌15,7▐7,15▚15,0▌15,14▌1,1 1,1 14,14 14,5▚▚5,15▙7,14▚7,15▚15,5▞14,5▟1,1 1,14▌15,5▚15,14▙5,14▌▜▚▜14,5▌▚5,14▟14,5▌5,15▚14,7▐7,14▌▚▚7,15▚5,14▚7,14▌5,14▌▚14,7▐14,5▐▐14,7▐5,7▞14,7▐5,7▞14,5▚▚▚14,1▐5,14▚14,15▚1,1 14,5▙5,15▙7,14▚7,15▚▌5,0▚15,7▜1,14▜1,1 1,1 1,14▌14,15▀5,14▀▟15,14▐5,7▌15,5▚▚▚1,1 1,14▙ 7,15▚14,7▙14,5▚▚▚▚▚5,14▟14,5▌5,14▚5,7▐14,7▚5,7▚15,7▌15,5▚▚14,5▚▚5,14▞14,5▌▚14,7▚5,15▙14,7▞▐▐5,7▀14,5▚▚14,7▌15,14▞14,15▞1,1 1,5▌14,5▚5,7▄14,7▌15,5▌7,0▐15,15 15,1▙ 1,1 14,14 14,5▚7,14▚5,14▚▚15,7▞7,5▚5,15▐1,15▐1,1 1,14▌15,14▚15,5▄14,15▞5,14▚14,7▞5,14▚▚▚▜14,5▌14,7▞5,7▚14,7▌5,15▌7,14▌14,7▐5,7▀5,14▞14,5▌▚▚14,7▐▐14,5▐5,14▌▌▌5,7▀14,7▚15,14▐14,15▙1,14▟1,1 14,5▚▌14,7▌5,14▐15,7▞▞15,0▀15,15 14,1▚ 1,1 1,14▌14,15▌15,5▞14,7▟5,14▌5,7▚14,7▌5,15▐15,7▜1,6▟1,1 15,14▚5,15▌14,7▐▌14,5▌▄5,14▌▌▜14,5▚5,15▌5,7▌14,7▚5,7▄14,7▌▌14,5▌▌14,7▌14,5▌14,7▌▌14,5▞5,14▌14,7▐5,14▌▌▌7,14▚15,5▀14,1▌ 1,14▄5,14▚▌5,15▙15,7▞0,7▞15,0▀▞15,14▌1,1 1,1 1,14▌14,15▜14,7▞▟5,14▌▙5,15▚15,5▐5,15▌1,1 1,14▙14,7▌15,7▚14,15▛5,14▚14,5▐7,14▚5,14▀14,5▐5,14▙14,7▞5,7▚14,7▌▌5,14▐14,7▞5,7▐14,7▌14,5▞5,14▜14,5▚▚▚14,7▚14,5▜7,14▌14,7▌14,14 7,14▚14,15▟1,1 14,5▚1,14▌5,1▚5,14▚▌5,0▄15,7▛15,0▞15,15 1,14▜1,1 1,1 1,14▌14,5▛▛5,14▚▚▚14,5▞5,14▌14,7▐1,1 14,1▀15,7▟7,15▚15,14▛5,14▌▌▛▟14,5▌14,7▞5,7▚14,7▌5,14▚7,14▚▚14,7▞▞7,14▚14,5▞5,14▌7,14▌5,14▌▄14,7▞5,15▚15,7▐▟▜14,1▌ 1,6▞5,14▚1,14▚5,14▌▌5,0▚5,15▌7,15▚15,5▀14,1▌ 1,1 14,1▀14,14 14,5▚5,1▄5,14▐14,5▌5,14▚14,5▚15,14▚1,1 1,15▚14,15▙5,14▌▌▌▙▜14,7▌14,5▚7,14▚5,7▌14,5▚14,7▚14,5▚▚14,7▚5,14▌14,7▐14,5▐▚14,7▚▚▚7,14▐5,14▐15,5▌5,14▐0,15▚6,1▚ 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