Stefan Pranger
3 years ago
3 changed files with 168 additions and 0 deletions
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# coding: utf-8 |
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import os, sys |
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from z3 import * |
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from itertools import combinations |
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pretty_print = True |
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# get the playground information |
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if len(sys.argv) != 2: |
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print("Usage: python3 seating-arrangement.py <wedding-file>") |
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sys.exit(0) |
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def faulty_line(line, num): |
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print("Faulty input at line " + str(num) + ". Ignoring '" + line + "'") |
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# data structures prepared for you |
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guests = set() |
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friends = [] |
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foes = [] |
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longest_name_len = 0 |
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def add_to_guest_list(a,b=None): |
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guests.add(a) |
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if b != None: |
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guests.add(b) |
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def longest_name(a,b=None): |
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global longest_name_len |
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if len(a) > longest_name_len: longest_name_len = len(a) |
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if b != None and len(b) > longest_name_len : longest_name_len = len(b) |
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solver = Solver() |
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################################### Parse Guests and Constraints #################################### |
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# todo: create a sort Guest |
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with open(sys.argv[1]) as f: |
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wedding = f.read() |
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wedding = wedding.strip().split("\n") |
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linenum = 0 |
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for line in wedding: |
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linenum += 1 |
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if line[0] == '#': |
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continue |
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if line.rstrip(): |
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info = line.split(" ") |
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if len(info) == 1: |
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# todo: initialize Z3 Const and add single guest to 'guests' list |
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add_to_guest_list() |
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longest_name(info[0]) |
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continue |
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if len(info) != 3: |
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faulty_line(line, linenum) |
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continue |
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# todo: initialize Z3 Consts and add two guests to 'guests' list |
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longest_name(info[0], info[2]) |
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if info[1] == "dislikes": |
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# todo add pair of guests as foes |
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pass |
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elif info[1] == "likes": |
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# todo add pair of guests as friends |
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else: |
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faulty_line(line, linenum) |
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continue |
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# todo: add two guests to 'guests' list |
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################################### Wedding Guests #################################### |
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# todo create an uninterpreted function from your sort to integers |
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# todo create a function which returns whether two guests are sitting next to each other |
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def neigbours(a, b): |
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pass |
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# todo all guests must be seated at the big table |
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# check the indices here |
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for guest in guests: |
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pass |
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# todo no two guests should sit on the same position |
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for combination in combinations(guests,2): #todo |
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pass |
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#todo friends should be neigbours |
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for (a,b) in friends: #todo |
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pass |
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#todo foes should not be neigbours |
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for (a,b) in foes: # todo |
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pass |
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# check satisfiability |
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res = solver.check() |
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if res != sat: |
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print("unsat") |
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sys.exit(1) |
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m = solver.model() |
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################################################################################ |
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arrangement = ["" for guest in range(len(guests))] |
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for guest in guests: |
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arrangement[m.evaluate(position(guest),model_completion=True).as_long()] = guest.decl().name() |
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def print_table(): |
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side_length = round(len(guests)/4) |
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top = arrangement[0:side_length] |
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right = arrangement[side_length:2*side_length] |
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bottom = arrangement[2*side_length:3*side_length] |
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left = arrangement[3*side_length:] |
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while len(left) < len(right): |
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left.append("") |
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while len(right) < len(left): |
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right.append("") |
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table_line_length = longest_name_len + 1 |
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print("\n") |
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top_row = "" |
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top_row += (longest_name_len + 1) * " " |
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for top_guest in top: |
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top_row += top_guest + " " |
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table_line_length += len(top_guest) + 1 |
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print(top_row) |
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print((longest_name_len + 1) * " " + table_line_length * "-") |
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first_element = True |
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for left_guest, right_guest in zip(reversed(left), right): |
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row = "" |
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if not first_element: |
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row += longest_name_len * " " |
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row += "|" + ">"* (table_line_length) + "|" |
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print(row) |
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row = "" |
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else: |
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first_element = False |
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row += left_guest.rjust(longest_name_len) + "|" + "<"* (table_line_length) + "|" + right_guest |
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print(row) |
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print((longest_name_len + 1) * " " + table_line_length * "-") |
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bottom_row = "" |
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bottom_row += (longest_name_len + 1) * " " |
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for bottom_guest in reversed(bottom): |
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bottom_row += bottom_guest + " " |
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print(bottom_row) |
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print("\n") |
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if(pretty_print): |
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print_table() |
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print("Seating plan:") |
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print(arrangement) |
@ -0,0 +1,11 @@ |
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Patric dislikes Ada |
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Patric dislikes Katie |
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Patric dislikes Bob |
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Ada |
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John likes Alice |
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Bob likes Andrea |
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Andrea |
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Alice |
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Ada likes Julia |
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Ada likes Katie |
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Robert |
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