Use Map interface in proof of concept
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@ -1,19 +1,15 @@
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#!/usr/bin/env python
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from .interfaces import Map
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from .term_manager import TermManager
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def proof_of_concept() -> None:
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matrix = []
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with open("example_map.txt") as f:
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for line in f.readlines():
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matrix.append(line[:-1])
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m = Map.load("example_map.txt")
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with TermManager() as term_manager:
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stdscr = term_manager.screen
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for y in range(len(matrix)):
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for x in range(len(matrix[0])):
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stdscr.addstr(y, x, matrix[y][x])
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stdscr.addstr(0, 0, m.draw_string())
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stdscr.refresh()
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cur = [1, 6] # (y,x)
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@ -24,17 +20,17 @@ def proof_of_concept() -> None:
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key = stdscr.getkey()
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stdscr.addstr(cur[0], cur[1], '.')
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if key == 'z' or key == 'KEY_UP':
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if cur[0] > 0 and matrix[cur[0] - 1][cur[1]] != '#':
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if cur[0] > 0 and m.tiles[cur[0] - 1][cur[1]].value != '#':
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cur[0] = cur[0] - 1
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if key == 's' or key == 'KEY_DOWN':
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if cur[0] < len(matrix) - 1 and \
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matrix[cur[0] + 1][cur[1]] != '#':
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if cur[0] < m.height - 1 and \
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m.tiles[cur[0] + 1][cur[1]].value != '#':
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cur[0] = cur[0] + 1
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if key == 'q' or key == 'KEY_LEFT':
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if cur[1] > 0 and matrix[cur[0]][cur[1] - 1] != '#':
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if cur[1] > 0 and m.tiles[cur[0]][cur[1] - 1].value != '#':
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cur[1] = cur[1] - 1
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if key == 'd' or key == 'KEY_RIGHT':
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if cur[1] < len(matrix[0]) and \
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matrix[cur[0]][cur[1] + 1] != '#':
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if cur[1] < m.width and \
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m.tiles[cur[0]][cur[1] + 1].value != '#':
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cur[1] = cur[1] + 1
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stdscr.addstr(cur[0], cur[1], '@')
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