Daily French crossword
Difficulty level:
Difficulty:
A1-C2
Theme:
Geometry
Date:
2023-10-06
Click on an empty cell for your first clue.
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ÿ
ACROSS
2
square (shape)
4
obtuse angle (between 90 and 180 degrees) 2 words
6
acute angle (less than 90 degrees) 2 words
7
symmetrical
9
perpendicular, orthogonal, right-angled
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diagonal
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octagon
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geometry
DOWN
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plane (flat surface extending infinitely)
3
rhombus
4
angle (geometry)
5
trapezoid, trapezium
8
straight (line)
10
line (geometry)
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convex
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ellipse
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round, rounded, circular
16
square, square-shaped
17
cone (geometry)
ACROSS
2
square (shape)
4
obtuse angle (between 90 and 180 degrees) 2 words
6
acute angle (less than 90 degrees) 2 words
7
symmetrical
9
perpendicular, orthogonal, right-angled
14
diagonal
15
octagon
18
geometry
DOWN
1
plane (flat surface extending infinitely)
3
rhombus
4
angle (geometry)
5
trapezoid, trapezium
8
straight (line)
10
line (geometry)
11
convex
12
ellipse
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round, rounded, circular
16
square, square-shaped
17
cone (geometry)
{"id": 546348, "solution": "...p......carr\u00e9angleobtus...h.n..a...r.....o.g.angleaigu..m.l......p.....b.e...sym\u00e9trique...d....z........orthogonal.c.e..o....\u00ef..i.o.l..i..r.diagonaloctogone..n.v.i.a...n..c.e.e.p.r...d..\u00f4...x.s.r......n...e.eg\u00e9om\u00e9trie......", "rows": 15, "columns": 15, "language_id": 5, "info": null, "entries": {"9896920": {"id": 9896920, "clue": "perpendicular, orthogonal, right-angled", "word": "orthogonal", "horizontal": true, "index": 9, "sense_id": 1488178, "original_word": "orthogonal", "lemma_id": 1161645, "dialect_tags": null}, "9896921": {"id": 9896921, "clue": "straight (line)", "word": "droit", "horizontal": false, "index": 8, "sense_id": 3181825, "original_word": "droit", "lemma_id": 2416564, "dialect_tags": null}, "9896922": {"id": 9896922, "clue": "octagon", "word": "octogone", "horizontal": true, "index": 15, "sense_id": 1487111, "original_word": "octogone", "lemma_id": 1160759, "dialect_tags": null}, "9896923": {"id": 9896923, "clue": "square, square-shaped", "word": "carr\u00e9", "horizontal": false, "index": 16, "sense_id": 3166790, "original_word": "carr\u00e9", "lemma_id": 2405180, "dialect_tags": null}, "9896924": {"id": 9896924, "clue": "trapezoid, trapezium", "word": "trap\u00e9zo\u00efde", "horizontal": false, "index": 5, "sense_id": 1514140, "original_word": "trap\u00e9zo\u00efde", "lemma_id": 1181813, "dialect_tags": null}, "9896925": {"id": 9896925, "clue": "geometry", "word": "g\u00e9om\u00e9trie", "horizontal": true, "index": 18, "sense_id": 1466595, "original_word": "g\u00e9om\u00e9trie", "lemma_id": 1144080, "dialect_tags": ""}, "9896926": {"id": 9896926, "clue": "round, rounded, circular", "word": "rond", "horizontal": false, "index": 13, "sense_id": 1503468, "original_word": "rond", "lemma_id": 1173331, "dialect_tags": null}, "9896927": {"id": 9896927, "clue": "obtuse angle (between 90 and 180 degrees) <span class=\"crossword_entry_word_count\" title=\"The answer consists of 2 words\">2 words</span>", "word": "angleobtus", "horizontal": true, "index": 4, "sense_id": 3153877, "original_word": "angle obtus", "lemma_id": 2394989, "dialect_tags": ""}, "9896928": {"id": 9896928, "clue": "symmetrical", "word": "sym\u00e9trique", "horizontal": true, "index": 7, "sense_id": 1510263, "original_word": "sym\u00e9trique", "lemma_id": 1178808, "dialect_tags": null}, "9896929": {"id": 9896929, "clue": "cone (geometry)", "word": "c\u00f4ne", "horizontal": false, "index": 17, "sense_id": 3172225, "original_word": "c\u00f4ne", "lemma_id": 2409301, "dialect_tags": null}, "9896930": {"id": 9896930, "clue": "acute angle (less than 90 degrees) <span class=\"crossword_entry_word_count\" title=\"The answer consists of 2 words\">2 words</span>", "word": "angleaigu", "horizontal": true, "index": 6, "sense_id": 3153873, "original_word": "angle aigu", "lemma_id": 2394985, "dialect_tags": ""}, "9896931": {"id": 9896931, "clue": "diagonal", "word": "diagonal", "horizontal": true, "index": 14, "sense_id": 3180090, "original_word": "diagonal", "lemma_id": 2415160, "dialect_tags": null}, "9896932": {"id": 9896932, "clue": "convex", "word": "convexe", "horizontal": false, "index": 11, "sense_id": 3173141, "original_word": "convexe", "lemma_id": 2409999, "dialect_tags": null}, "9896933": {"id": 9896933, "clue": "plane (flat surface extending infinitely)", "word": "plan", "horizontal": false, "index": 1, "sense_id": 1493624, "original_word": "plan", "lemma_id": 1165912, "dialect_tags": null}, "9896934": {"id": 9896934, "clue": "ellipse", "word": "ellipse", "horizontal": false, "index": 12, "sense_id": 1456452, "original_word": "ellipse", "lemma_id": 1136496, "dialect_tags": ""}, "9896935": {"id": 9896935, "clue": "rhombus", "word": "rhombe", "horizontal": false, "index": 3, "sense_id": 1502918, "original_word": "rhombe", "lemma_id": 1172914, "dialect_tags": null}, "9896936": {"id": 9896936, "clue": "angle (geometry)", "word": "angle", "horizontal": false, "index": 4, "sense_id": 3153868, "original_word": "angle", "lemma_id": 2394982, "dialect_tags": ""}, "9896937": {"id": 9896937, "clue": "line (geometry)", "word": "ligne", "horizontal": false, "index": 10, "sense_id": 1477498, "original_word": "ligne", "lemma_id": 1152980, "dialect_tags": null}, "9896938": {"id": 9896938, "clue": "square (shape)", "word": "carr\u00e9", "horizontal": true, "index": 2, "sense_id": 3166793, "original_word": "carr\u00e9", "lemma_id": 2405181, "dialect_tags": null}}, "cells_for_entries": {"9896920": [106, 107, 108, 109, 110, 111, 112, 113, 114, 115], "9896921": [92, 107, 122, 137, 152], "9896922": [150, 151, 152, 153, 154, 155, 156, 157], "9896923": [151, 166, 181, 196, 211], "9896924": [22, 37, 52, 67, 82, 97, 112, 127, 142, 157], "9896925": [210, 211, 212, 213, 214, 215, 216, 217, 218], "9896926": [140, 155, 170, 185], "9896927": [15, 16, 17, 18, 19, 20, 21, 22, 23, 24], "9896928": [79, 80, 81, 82, 83, 84, 85, 86, 87, 88], "9896929": [173, 188, 203, 218], "9896930": [47, 48, 49, 50, 51, 52, 53, 54, 55], "9896931": [142, 143, 144, 145, 146, 147, 148, 149], "9896932": [117, 132, 147, 162, 177, 192, 207], "9896933": [3, 18, 33, 48], "9896934": [119, 134, 149, 164, 179, 194, 209], "9896935": [13, 28, 43, 58, 73, 88], "9896936": [15, 30, 45, 60, 75], "9896937": [115, 130, 145, 160, 175], "9896938": [10, 11, 12, 13, 14]}, "entries_for_cells": {"106": [9896920], "107": [9896920, 9896921], "108": [9896920], "109": [9896920], "110": [9896920], "111": [9896920], "112": [9896920, 9896924], "113": [9896920], "114": [9896920], "115": [9896920, 9896937], "92": [9896921], "122": [9896921], "137": [9896921], "152": [9896922, 9896921], "150": [9896922], "151": [9896922, 9896923], "153": [9896922], "154": [9896922], "155": [9896922, 9896926], "156": [9896922], "157": [9896922, 9896924], "166": [9896923], "181": [9896923], "196": [9896923], "211": [9896925, 9896923], "22": [9896927, 9896924], "37": [9896924], "52": [9896930, 9896924], "67": [9896924], "82": [9896928, 9896924], "97": [9896924], "127": [9896924], "142": [9896931, 9896924], "210": [9896925], "212": [9896925], "213": [9896925], "214": [9896925], "215": [9896925], "216": [9896925], "217": [9896925], "218": [9896925, 9896929], "140": [9896926], "170": [9896926], "185": [9896926], "15": [9896927, 9896936], "16": [9896927], "17": [9896927], "18": [9896927, 9896933], "19": [9896927], "20": [9896927], "21": [9896927], "23": [9896927], "24": [9896927], "79": [9896928], "80": [9896928], "81": [9896928], "83": [9896928], "84": [9896928], "85": [9896928], "86": [9896928], "87": [9896928], "88": [9896928, 9896935], "173": [9896929], "188": [9896929], "203": [9896929], "47": [9896930], "48": [9896930, 9896933], "49": [9896930], "50": [9896930], "51": [9896930], "53": [9896930], "54": [9896930], "55": [9896930], "143": [9896931], "144": [9896931], "145": [9896931, 9896937], "146": [9896931], "147": [9896931, 9896932], "148": [9896931], "149": [9896931, 9896934], "117": [9896932], "132": [9896932], "162": [9896932], "177": [9896932], "192": [9896932], "207": [9896932], "3": [9896933], "33": [9896933], "119": [9896934], "134": [9896934], "164": [9896934], "179": [9896934], "194": [9896934], "209": [9896934], "13": [9896938, 9896935], "28": [9896935], "43": [9896935], "58": [9896935], "73": [9896935], "30": [9896936], "45": [9896936], "60": [9896936], "75": [9896936], "130": [9896937], "160": [9896937], "175": [9896937], "10": [9896938], "11": [9896938], "12": [9896938], "14": [9896938]}, "horizontal_starting_cells": [10, 15, 47, 79, 106, 142, 150, 210], "vertical_starting_cells": [3, 13, 15, 22, 92, 115, 117, 119, 140, 151, 173], "horizontal_clues": {"2": ["square (shape)", 10, 9896938], "4": ["obtuse angle (between 90 and 180 degrees) <span class=\"crossword_entry_word_count\" title=\"The answer consists of 2 words\">2 words</span>", 15, 9896927], "6": ["acute angle (less than 90 degrees) <span class=\"crossword_entry_word_count\" title=\"The answer consists of 2 words\">2 words</span>", 47, 9896930], "7": ["symmetrical", 79, 9896928], "9": ["perpendicular, orthogonal, right-angled", 106, 9896920], "14": ["diagonal", 142, 9896931], "15": ["octagon", 150, 9896922], "18": ["geometry", 210, 9896925]}, "horizontal_verb_form_clues": {}, "vertical_clues": {"1": ["plane (flat surface extending infinitely)", 3, 9896933], "3": ["rhombus", 13, 9896935], "4": ["angle (geometry)", 15, 9896936], "5": ["trapezoid, trapezium", 22, 9896924], "8": ["straight (line)", 92, 9896921], "10": ["line (geometry)", 115, 9896937], "11": ["convex", 117, 9896932], "12": ["ellipse", 119, 9896934], "13": ["round, rounded, circular", 140, 9896926], "16": ["square, square-shaped", 151, 9896923], "17": ["cone (geometry)", 173, 9896929]}, "vertical_verb_form_clues": {}, "monolingual_crossword": false, "cloze_crossword": false, "verb_form_crossword": false}