Sudoku App

Merge lp:~fredoust/sudoku-app/sudoku-app into lp:sudoku-app

  1. sudoku-app
  2. Merge into trunk
Proposed by Frédéric Delgado
Status: Merged
Approved by: Dinko Osmankovic
Approved revision: 59
Merged at revision: 52
Proposed branch: lp:~fredoust/sudoku-app/sudoku-app
Merge into: lp:sudoku-app
Diff against target: 2860 lines (+1492/-1189)
19 files modified
ColorSchemeDefault.qml (+0/-14)
ColorSchemeSimple.qml (+0/-14)
ColorSchemeUbuntu.qml (+0/-14)
SudokuBlocksGrid.qml (+0/-515)
SudokuButton.qml (+0/-29)
SudokuButtonsGrid.qml (+0/-100)
SudokuCU.js (+0/-271)
components/ColorSchemeDefault.qml (+14/-0)
components/ColorSchemeSimple.qml (+14/-0)
components/ColorSchemeUbuntu.qml (+14/-0)
components/SudokuBlocksGrid.qml (+420/-0)
components/SudokuButton.qml (+29/-0)
components/SudokuButtonsGrid.qml (+108/-0)
components/SudokuDialogButton.qml (+47/-0)
icons/SudokuGameIcon.svg (+485/-136)
js/SudokuCU.js (+271/-0)
js/localStorage.js (+54/-0)
localStorage.js (+0/-54)
sudoku-app.qml (+36/-42)
To merge this branch: bzr merge lp:~fredoust/sudoku-app/sudoku-app
Reviewer Review Type Date Requested Status
Dinko Osmankovic Approve
Review via email: mp+172512@code.launchpad.net

Description of the change

-[bug #1195574] Modification of SudoKuGameIcon.svg

    -[bug #1196470] No more close button.

    Project organisation: adding components and js folders

    -[bug #1196473] Add cancel button on dialog

    Fix bug #1196067

    Fix bug #1195553

    Fix bug #1195552

To post a comment you must log in.
Revision history for this message
Dinko Osmankovic (dinko-metalac) :
review: Approve

Preview Diff

[H/L] Next/Prev Comment, [J/K] Next/Prev File, [N/P] Next/Prev Hunk
1=== removed file 'ColorSchemeDefault.qml'
2--- ColorSchemeDefault.qml 2013-04-22 07:42:29 +0000
3+++ ColorSchemeDefault.qml 1970-01-01 00:00:00 +0000
4@@ -1,14 +0,0 @@
5-import QtQuick 2.0
6-
7-Item {
8-
9- property string defaultColor: "white";
10- property string defaultStartingColor : "white";
11- property string defaultNotAllowedColor : "gray";
12- property string defaultHintColor: "black"
13- property string defaultBorderColor: "gray";
14- property string defaultTextColor: "#DD4814";
15- property bool boldText: true;
16- property string textColor: "#DD4814";
17-
18-}
19
20=== removed file 'ColorSchemeSimple.qml'
21--- ColorSchemeSimple.qml 2013-04-22 07:42:29 +0000
22+++ ColorSchemeSimple.qml 1970-01-01 00:00:00 +0000
23@@ -1,14 +0,0 @@
24-import QtQuick 2.0
25-
26-Item {
27-
28- property string defaultColor: "white";
29- property string defaultStartingColor : "white";
30- property string defaultNotAllowedColor : "gray";
31- property string defaultHintColor: "black"
32- property string defaultBorderColor: "gray";
33- property string defaultTextColor: "#DD4814";
34- property bool boldText: true;
35- property string textColor: "#DD4814";
36-
37-}
38
39=== removed file 'ColorSchemeUbuntu.qml'
40--- ColorSchemeUbuntu.qml 2013-04-23 11:07:57 +0000
41+++ ColorSchemeUbuntu.qml 1970-01-01 00:00:00 +0000
42@@ -1,14 +0,0 @@
43-import QtQuick 2.0
44-
45-Item {
46-
47- property string defaultColor: "#AEA79F";
48- property string defaultStartingColor : "#77216F";
49- property string defaultNotAllowedColor : "#2C001E";
50- property string defaultHintColor: "#DD4814"
51- property string defaultBorderColor: "#DD4814";
52- property string defaultTextColor: "white";
53- property bool boldText: false;
54- property string textColor: "white";
55-
56-}
57
58=== removed file 'SudokuBlocksGrid.qml'
59--- SudokuBlocksGrid.qml 2013-06-17 09:17:45 +0000
60+++ SudokuBlocksGrid.qml 1970-01-01 00:00:00 +0000
61@@ -1,515 +0,0 @@
62-import QtQuick 2.0
63-import Ubuntu.Components 0.1
64-import Ubuntu.Components.Popups 0.1
65-
66-import "SudokuCU.js" as SudokuCU
67-
68-Rectangle {
69- id: mainRectangle;
70- x:3
71- y:3
72- anchors.fill: parent;
73- color: "transparent"
74-
75- property alias defaultColor: colorScheme.defaultColor;
76- property alias defaultStartingColor : colorScheme.defaultStartingColor
77- property alias defaultNotAllowedColor : colorScheme.defaultNotAllowedColor;
78- property alias defaultHintColor: colorScheme.defaultHintColor;
79- property alias defaultBorderColor: colorScheme.defaultBorderColor;
80- property alias boldText: colorScheme.boldText;
81- property alias defaultTextColor: colorScheme.textColor;
82-
83- property real blockDistance: mainView.blockDistance;
84- property int currentX;
85- property string selectedNumberFromDialog: "0";
86- property var grid;
87- property var solution;
88- property bool alreadyCreated: mainView.alreadyCreated;
89- property bool checkIfCheating: false;
90-
91- ColorSchemeDefault {
92- id: colorScheme;
93- }
94-
95- function revealHint() {
96- var emptyFields = new Array();
97- var counter = 0;
98- for (var i = 0; i < 81; i++) {
99- var row = Math.floor(i/9);
100- var column = i%9;
101- /*if (grid.getValue(column,row)== 0) {
102- emptyFields[counter] = new Array(2);
103- emptyFields[counter][0] = row;
104- emptyFields[counter][1] = column;
105- counter += 1;
106- }*/
107- if ( grid.getValue(column,row) === 0 ) {
108- emptyFields.push([row, column]);
109- counter += 1;
110- }
111- }
112- var randomnumber = Math.floor(Math.random()*counter);
113- var hintPair = emptyFields[randomnumber];
114- if (emptyFields.length != 0) {
115- var hintRow = hintPair[0];
116- var hintColumn = hintPair[1];
117- //print(solution);
118- //print(hintPair);
119- //print(solution.getValue(hintColumn, hintRow));
120- grid.setValue(hintColumn, hintRow, solution.getValue(hintColumn, hintRow));
121- buttonsGrid.itemAt(hintRow*9 + hintColumn).buttonText = solution.getValue(hintColumn, hintRow);
122- buttonsGrid.itemAt(hintRow*9 + hintColumn).buttonColor = defaultHintColor;
123- }
124-
125- }
126-
127- function changeColorScheme(newColorScheme) {
128- var component = Qt.createComponent(String(newColorScheme));
129- var temp = component.createObject(mainRectangle);
130-
131- colorScheme.defaultColor = temp.defaultColor;
132- colorScheme.defaultStartingColor = temp.defaultStartingColor;
133- colorScheme.defaultNotAllowedColor = temp.defaultNotAllowedColor;
134- colorScheme.defaultHintColor = temp.defaultHintColor;
135- colorScheme.defaultBorderColor = temp.defaultBorderColor;
136- colorScheme.boldText = temp.boldText;
137- colorScheme.textColor = temp.textColor;
138-
139- for (var i = 0; i < 9; i++) {
140- for (var j = 0; j < 9; j++) {
141- if (i % 3 == 0 && i != 0 && !alreadyCreated)
142- buttonsGrid.itemAt(i*9 + j).y += blockDistance;
143- if (i > 3 && !alreadyCreated)
144- buttonsGrid.itemAt(i*9 + j).y += blockDistance;
145- if (i > 6 && !alreadyCreated)
146- buttonsGrid.itemAt(i*9 + j).y += blockDistance;
147-
148- if (j % 3 == 0 && j != 0 && !alreadyCreated)
149- buttonsGrid.itemAt(i*9 + j).x += blockDistance;
150-
151- if (j > 3 && !alreadyCreated)
152- buttonsGrid.itemAt(i*9 + j).x += blockDistance;
153-
154- if (j > 6 && !alreadyCreated)
155- buttonsGrid.itemAt(i*9 + j).x += blockDistance;
156-
157- buttonsGrid.itemAt(i*9 + j).buttonText = "";
158- buttonsGrid.itemAt(i*9 + j).buttonColor = temp.defaultColor;
159- buttonsGrid.itemAt(i*9 + j).border.color = temp.defaultBorderColor;
160- buttonsGrid.itemAt(i*9 + j).enabled = true;
161- }
162- }
163- for (var i = 0; i < 9; i++) {
164- for (var j = 0; j < 9; j++) {
165- if (grid.getValue(j,i) != 0) {
166- buttonsGrid.itemAt(i*9 + j).buttonText = grid.getValue(j,i);
167- buttonsGrid.itemAt(i*9 + j).boldText = temp.boldText;
168- buttonsGrid.itemAt(i*9 + j).buttonColor = temp.defaultStartingColor;
169- buttonsGrid.itemAt(i*9 + j).border.color = temp.defaultBorderColor;
170- buttonsGrid.itemAt(i*9 + j).enabled = false;
171- }
172- else
173- {
174- buttonsGrid.itemAt(i*9 + j).buttonText = "";
175- buttonsGrid.itemAt(i*9 + j).buttonColor = temp.defaultColor;
176- buttonsGrid.itemAt(i*9 + j).border.color = temp.defaultBorderColor;
177- buttonsGrid.itemAt(i*9 + j).enabled = true;
178- }
179- }
180- }
181- alreadyCreated = true;
182-
183- print("Theme updated " + String(newColorScheme));
184- }
185-
186- function createNewGame(difficulty) {
187- for (var i = 0; i < 9; i++) {
188- for (var j = 0; j < 9; j++) {
189- /*if (i % 3 == 0 && i != 0 && !alreadyCreated)
190- buttonsGrid.itemAt(i*9 + j).y += blockDistance;
191- if (i > 3 && !alreadyCreated)
192- buttonsGrid.itemAt(i*9 + j).y += blockDistance;
193- if (i > 6 && !alreadyCreated)
194- buttonsGrid.itemAt(i*9 + j).y += blockDistance;
195-
196- if (j % 3 == 0 && j != 0 && !alreadyCreated)
197- buttonsGrid.itemAt(i*9 + j).x += blockDistance;
198-
199- if (j > 3 && !alreadyCreated)
200- buttonsGrid.itemAt(i*9 + j).x += blockDistance;
201-
202- if (j > 6 && !alreadyCreated)
203- buttonsGrid.itemAt(i*9 + j).x += blockDistance;*/
204-
205- buttonsGrid.itemAt(i*9 + j).buttonText = "";
206- buttonsGrid.itemAt(i*9 + j).buttonColor = defaultColor;
207- buttonsGrid.itemAt(i*9 + j).boldText = boldText;
208- buttonsGrid.itemAt(i*9 + j).border.color = defaultBorderColor;
209- buttonsGrid.itemAt(i*9 + j).enabled = true;
210- }
211- }
212-
213- grid = SudokuCU.CU.Sudoku.generate();
214- solution = SudokuCU.deepCopy(grid);
215- SudokuCU.CU.Sudoku.cull(grid, difficulty);
216- //print("width:"); print(mainView.width);
217- //print("height:"); print(mainView.height);
218- //print(solution);
219- //print("start:");
220- //print(grid);
221- for (var i = 0; i < 9; i++) {
222- for (var j = 0; j < 9; j++) {
223- if (grid.getValue(j,i) != 0) {
224- buttonsGrid.itemAt(i*9 + j).buttonText = grid.getValue(j,i);
225- buttonsGrid.itemAt(i*9 + j).buttonColor = defaultStartingColor;
226- buttonsGrid.itemAt(i*9 + j).border.color = defaultBorderColor;
227- buttonsGrid.itemAt(i*9 + j).enabled = false;
228- }
229- else
230- buttonsGrid.itemAt(i*9 + j).buttonText = "";
231- }
232- }
233- mainView.alreadyCreated = true;
234- }
235-
236- function checkIfGameFinished() {
237- //print (checkIfAllFieldsFilled());
238- //print (checkIfAllFieldsCorrect());
239- return checkIfAllFieldsFilled() && checkIfAllFieldsCorrect();
240- }
241-
242- function checkIfAllFieldsFilled() {
243- for (var i = 0; i < 81; i++) {
244- var row = Math.floor(i/9);
245- var column = i%9;
246- if (grid.getValue(column,row) == 0)
247- return false;
248- }
249- return true;
250- }
251-
252- function checkIfAllFieldsCorrect() {
253- for (var i = 0; i < 81; i++) {
254- var row = Math.floor(i/9);
255- var column = i%9;
256-
257- var testField = grid.cellConflicts(column,row)
258- if (testField == true)
259- return false;
260- }
261- return true;
262- }
263-
264- Timer {
265- id: winTimer;
266- interval: 2000;
267- running: false;
268- repeat: false;
269- onTriggered: {
270- gameFinishedRectangle.visible = false;
271- switch(difficultySelector.selectedIndex) {
272- case 0:
273- var randomnumber = Math.floor(Math.random()*9);
274- randomnumber += 31;
275- sudokuBlocksGrid.createNewGame(81 - randomnumber);
276- break;
277- case 1:
278- var randomnumber = Math.floor(Math.random()*4);
279- randomnumber += 26;
280- sudokuBlocksGrid.createNewGame(81 - randomnumber);
281- break;
282- case 2:
283- var randomnumber = Math.floor(Math.random()*4);
284- randomnumber += 21;
285- sudokuBlocksGrid.createNewGame(81 - randomnumber);
286- break;
287- case 3:
288- var randomnumber = Math.floor(Math.random()*3);
289- randomnumber += 17;
290- sudokuBlocksGrid.createNewGame(81 - randomnumber);
291- break;
292- }
293- }
294-
295- }
296-
297- Column {
298- //anchors.fill: mainRectangle.parent;
299- y: 3
300-
301- Grid {
302- x: 3
303- y: 0
304- //anchors.horizontalCenter: parent.parent.horizontalCenter;
305- rows: 9;
306- columns: 9;
307- spacing: units.dp(1);
308-
309- Component {
310- id: dialog
311-
312- Dialog {
313- id: dialogue
314- //title: "Number Picker"
315- text: i18n.tr("Please pick a number")
316-
317- Column {
318- spacing: units.gu(5)
319-
320- SudokuButton {
321- id: clearButton
322- width: mainView.pageWidth*2/3;
323- buttonText: i18n.tr("Clear")
324- size: units.gu(5)
325- //anchors.horizontalCenter: dialogue.verticalCenter
326- anchors.left: parent.left;
327- x: mainView.pageWidth/2 - units.gu(5)/2;
328- border.color: defaultBorderColor
329- border.width: 3
330- textColor: defaultTextColor;
331- SequentialAnimation {
332- id: animateClearButton
333- UbuntuNumberAnimation {
334- id: animateClearButton1
335- target: clearButton
336- properties: "scale"
337- to: 1.1
338- from: 1
339- duration: UbuntuAnimation.SnapDuration
340- easing: UbuntuAnimation.StandardEasing
341- }
342- UbuntuNumberAnimation {
343- id: animateClearButton2
344- target: clearButton
345- properties: "scale"
346- to: 1
347- from: 1.1
348- duration: UbuntuAnimation.SnapDuration
349- easing: UbuntuAnimation.StandardEasing
350- }
351- onRunningChanged: {
352- if (animateClearButton.running == false ) {
353- /*mainRectangle.currentX = index;
354- gridButton.buttonColor = defaultColor;
355- PopupUtils.open(dialog, gridButton);*/
356- buttonsGrid.itemAt(currentX).buttonText = "";
357- var row = Math.floor(currentX/9);
358- var column = currentX%9;
359- print (row, column);
360- grid.setValue(column,row, 0);
361- buttonsGrid.itemAt(currentX).buttonColor = defaultColor;
362- buttonsGrid.itemAt(currentX).boldText = false;
363- PopupUtils.close(dialogue)
364-
365- }
366-
367- }
368- }
369- MouseArea {
370- id: buttonMouseArea
371- anchors.fill: parent
372- onClicked: {
373- animateClearButton.start();
374- /*buttonsGrid.itemAt(currentX).buttonText = "";
375- var row = Math.floor(currentX/9);
376- var column = currentX%9;
377- print (row, column);
378- grid.setValue(column,row, 0);
379- buttonsGrid.itemAt(currentX).buttonColor = defaultColor;
380- buttonsGrid.itemAt(currentX).boldText = false;
381- PopupUtils.close(dialogue)*/
382- }
383- }
384- buttonColor: buttonMouseArea.pressed ? String(Qt.darker(defaultColor,1.2)):defaultColor
385- }
386-
387- Grid {
388- columns: 3;
389- x: clearButton.width / 6;
390- spacing: units.gu(2);
391- width: units.gu(15);
392- //anchors.horizontalCenter: dialog.horizontalCenter
393-
394- Repeater {
395- id: numberPickerButtons
396- model:9
397- SudokuButton {
398- id: buttonPick
399- buttonText: index+1;
400- size: units.gu(5);
401- border.color: defaultBorderColor;
402- border.width: 2
403- textColor: defaultTextColor;
404- SequentialAnimation {
405- id: animatePickButton
406- NumberAnimation {
407- id: animatePickButton1
408- target: buttonPick
409- properties: "scale"
410- to: 1.2
411- from: 1
412- duration: 100
413- easing {type: Easing.InOutQuad;}
414- }
415- NumberAnimation {
416- id: animatePickButton2
417- target: buttonPick
418- properties: "scale"
419- to: 1
420- from: 1.2
421- duration: 100
422- easing {type: Easing.InOutQuad;}
423- }
424- onRunningChanged: {
425- if (animatePickButton.running == false ) {
426- buttonsGrid.itemAt(currentX).buttonText = index+1
427-
428- var row = Math.floor(currentX/9);
429- var column = currentX%9;
430-
431- //print (row, column)
432- grid.setValue(column, row, index+1);
433- //print(grid)
434- var testField = grid.cellConflicts(column,row)
435- //print (testField)
436- if (testField == true)
437- buttonsGrid.itemAt(currentX).buttonColor = defaultNotAllowedColor;
438- else {
439- buttonsGrid.itemAt(currentX).buttonColor = defaultColor;
440- buttonsGrid.itemAt(currentX).boldText = false;
441- }
442-
443- PopupUtils.close(dialogue)
444-
445- if (checkIfGameFinished()) {
446- gameFinishedRectangle.visible = true;
447- winTimer.restart();
448- }
449-
450- }
451-
452- }
453- }
454- MouseArea {
455- id: buttonMouseArea1
456- anchors.fill: parent
457- onClicked: {
458- /*
459- buttonsGrid.itemAt(currentX).buttonText = index+1
460-
461- var row = Math.floor(currentX/9);
462- var column = currentX%9;
463-
464- //print (row, column)
465- grid.setValue(column, row, index+1);
466- //print(grid)
467- var testField = grid.cellConflicts(column,row)
468- //print (testField)
469- if (testField == true)
470- buttonsGrid.itemAt(currentX).buttonColor = defaultNotAllowedColor;
471- else {
472- buttonsGrid.itemAt(currentX).buttonColor = defaultColor;
473- buttonsGrid.itemAt(currentX).boldText = false;
474- }
475-
476- PopupUtils.close(dialogue)
477-
478- if (checkIfGameFinished()) {
479- gameFinishedRectangle.visible = true;
480- winTimer.restart();
481- }
482- */
483- animatePickButton.start();
484- }
485- }
486- buttonColor: buttonMouseArea1.pressed ? String(Qt.darker(defaultColor,1.2)):defaultColor
487- }
488- }
489- }
490-
491- }
492-
493- }
494- }
495-
496- SudokuButtonsGrid {
497- id:buttonsGrid;
498- }
499- }
500- }
501-
502- Row {
503- id: informationRow;
504- y: 7*mainView.pageHeight/10;
505- x: units.dp(8);
506- width: mainView.pageWidth - units.dp(8);
507- Rectangle {
508- id: redFlagRect
509- x: 0
510- Rectangle {
511- id: redFlag
512- color: defaultNotAllowedColor
513- width: mainView.pageWidth/10;
514- height: mainView.pageWidth/10;
515- radius: 5
516- Label {
517- id: redFlagText
518- text: i18n.tr("Not allowed")
519- fontSize: "x-small"
520- width:units.gu(5);
521- wrapMode: TextEdit.WordWrap;
522- anchors.left: redFlag.right;
523- anchors.leftMargin: units.dp(2);
524- anchors.verticalCenter: redFlag.verticalCenter;
525- }
526- }
527-
528- }
529- Rectangle {
530- id: blueFlagRect
531- x: 3*mainView.pageWidth/10 + 10*blockDistance;
532- //anchors.leftMargin: redFlag.width + redFlagText.width;
533- Rectangle {
534- id: blueFlag
535- color: defaultStartingColor
536- border.color: defaultBorderColor
537- width: mainView.pageWidth/10
538- height: mainView.pageWidth/10
539- radius: 5;
540- Label {
541- id: blueFlagText
542- text: i18n.tr("Start blocks")
543- fontSize: "x-small"
544- width:units.gu(5);
545- wrapMode: TextEdit.WordWrap;
546- anchors.left: blueFlag.right;
547- anchors.leftMargin: units.dp(2);
548- anchors.verticalCenter: blueFlag.verticalCenter;
549- }
550- }
551-
552- }
553- Rectangle {
554- id: orangeFlagRect
555- x: 7*mainView.pageWidth/10+2*blockDistance;
556- Rectangle {
557- id: orangeFlag
558- color: defaultHintColor
559- border.color: defaultBorderColor
560- width: mainView.pageWidth/10
561- height: mainView.pageWidth/10
562- radius: 5;
563- Label {
564- text: i18n.tr("Hinted blocks")
565- fontSize: "x-small"
566- width:units.gu(5);
567- wrapMode: TextEdit.WordWrap;
568- anchors.left: orangeFlag.right;
569- anchors.leftMargin: units.dp(2);
570- anchors.verticalCenter: orangeFlag.verticalCenter;
571- }
572- }
573-
574- }
575- }
576-}
577
578=== removed file 'SudokuButton.qml'
579--- SudokuButton.qml 2013-06-27 07:21:33 +0000
580+++ SudokuButton.qml 1970-01-01 00:00:00 +0000
581@@ -1,29 +0,0 @@
582-import QtQuick 2.0
583-
584-Rectangle {
585- id: button
586- property alias buttonColor: button.color;
587- property string textColor: "white";
588- property real size: mainView.blockSize;
589- property string buttonText: "";
590- property bool boldText: false;
591-
592- signal buttonClick()
593- height: size;
594- width: size;
595- radius: 5
596- color: buttonColor
597- //border.color: Qt.darker(buttonColor,1.5)
598-
599- Text {
600- id: buttonText
601- text: button.buttonText;
602- color: textColor;
603- anchors.centerIn: parent
604- font.pixelSize: 32
605- font.bold: boldText;
606- }
607-
608- //determines the color of the button by using the conditional operator
609- //color: buttonMouseArea.pressed ? Qt.darker(color, 1.5) : color
610-}
611
612=== removed file 'SudokuButtonsGrid.qml'
613--- SudokuButtonsGrid.qml 2013-06-05 14:46:42 +0000
614+++ SudokuButtonsGrid.qml 1970-01-01 00:00:00 +0000
615@@ -1,100 +0,0 @@
616-import QtQuick 2.0
617-import Ubuntu.Components 0.1
618-import Ubuntu.Components.Popups 0.1
619-
620-
621-
622-
623-Repeater {
624- id: buttonsGrid;
625- model: 81
626- objectName: "buttonsGrid";
627-
628- SudokuButton {
629- id: gridButton;
630- buttonText: "0";
631- //width: units.gu(5);
632- //height: units.gu(5);
633- size: mainView.pageWidth/10;
634- //color: defaultColor;
635- border.width: 3
636- border.color: defaultBorderColor
637- textColor: defaultTextColor;
638- anchors.left: ((index - (Math.floor(index / 9) * 9)) > 0) ? buttonsGrid.itemAt(index-1).right : mainView.left
639- anchors.leftMargin: ((index - (Math.floor(index / 9) * 9))%3 == 0) ? 4*mainView.blockDistance : mainView.blockDistance
640-
641- anchors.top: (Math.floor(index / 9) > 0) ? buttonsGrid.itemAt(index-9).bottom : mainView.top
642- anchors.topMargin: (Math.floor(index / 9)%3 == 0) ? 4*mainView.blockDistance : mainView.blockDistance
643- MouseArea {
644- id: buttonMouseArea2
645- anchors.fill: parent
646- SequentialAnimation {
647- id: animateButton
648- UbuntuNumberAnimation {
649- id: animateButton1
650- target: gridButton
651- properties: "scale"
652- to: 1.2
653- from: 1
654- duration: UbuntuAnimation.SnapDuration
655- easing: UbuntuAnimation.StandardEasing
656- }
657- UbuntuNumberAnimation {
658- id: animateButton2
659- target: gridButton
660- properties: "scale"
661- to: 1
662- from: 1.2
663- duration: UbuntuAnimation.SnapDuration
664- easing: UbuntuAnimation.StandardEasing
665- }
666- onRunningChanged: {
667- if (animateButton.running == false ) {
668- mainRectangle.currentX = index;
669- gridButton.buttonColor = defaultColor;
670- PopupUtils.open(dialog, gridButton);
671-
672- }
673-
674- }
675- }
676-
677- onClicked: {
678- animateButton.start();
679- /*mainRectangle.currentX = index;
680- gridButton.buttonColor = defaultColor;
681- PopupUtils.open(dialog, gridButton);*/
682- }
683- onPressed: {
684- gridButton.buttonColor = String(Qt.darker(defaultColor,1.5));
685- }
686- }
687- buttonColor: defaultColor;
688- }
689- Component.onCompleted: {
690- switch(difficultySelector.selectedIndex) {
691- case 0:
692- var randomnumber = Math.floor(Math.random()*9);
693- randomnumber += 31;
694- sudokuBlocksGrid.createNewGame(81 - randomnumber);
695- break;
696- case 1:
697- var randomnumber = Math.floor(Math.random()*4);
698- randomnumber += 26;
699- sudokuBlocksGrid.createNewGame(81 - randomnumber);
700- break;
701- case 2:
702- var randomnumber = Math.floor(Math.random()*4);
703- randomnumber += 21;
704- sudokuBlocksGrid.createNewGame(81 - randomnumber);
705- break;
706- case 3:
707- var randomnumber = Math.floor(Math.random()*3);
708- randomnumber += 17;
709- sudokuBlocksGrid.createNewGame(81 - randomnumber);
710- break;
711- }
712- }
713-
714-}
715-
716
717=== removed file 'SudokuCU.js'
718--- SudokuCU.js 2013-03-18 18:06:52 +0000
719+++ SudokuCU.js 1970-01-01 00:00:00 +0000
720@@ -1,271 +0,0 @@
721-/**
722- * Sudoku generator + Sudoku grid classes
723- *
724- * Based on work by @author Jani Hartikainen <firstname at codeutopia net>
725- */
726-
727-function deepCopy(obj) {
728- if (Object.prototype.toString.call(obj) === '[object Array]') {
729- var out = [], i = 0, len = obj.length;
730- for ( ; i < len; i++ ) {
731- out[i] = arguments.callee(obj[i]);
732- }
733- return out;
734- }
735- if (typeof obj === 'object') {
736- var out = {}, i;
737- for ( i in obj ) {
738- out[i] = arguments.callee(obj[i]);
739- }
740- return out;
741- }
742- return obj;
743-}
744-
745-if(!CU)
746- var CU = { };
747-
748-CU.Sudoku = {
749- /**
750- * Generate a CU.sudoku.Grid
751- * @return CU.sudoku.Grid a new random sudoku puzzle
752- */
753- generate: function() {
754- var grid = new CU.sudoku.Grid();
755-
756- //We need to keep track of all numbers tried in every cell
757- var cellNumbers = [];
758- for(var i = 0; i < 81; i++)
759- {
760- cellNumbers[i] = [1,2,3,4,5,6,7,8,9];
761- }
762-
763- for(var i = 0; i < 81; i++)
764- {
765- var found = false;
766- var row = Math.floor(i / 9);
767- var col = i - (row * 9);
768-
769- while(cellNumbers[i].length > 0)
770- {
771- //Pick a random number to try
772- var rnd = Math.floor(Math.random() * cellNumbers[i].length);
773- var num = cellNumbers[i].splice(rnd, 1)[0];
774-
775- grid.setValue(col, row, num);
776-
777- if(!grid.cellConflicts(col, row))
778- {
779- found = true;
780- break;
781- }
782- else
783- {
784- grid.setValue(col, row, 0);
785- found = false;
786- continue;
787- }
788- }
789-
790- //If a possible number was not found, backtrack
791- if(!found)
792- {
793- //After backtracking we can try all numbers here again
794- cellNumbers[i] = [1,2,3,4,5,6,7,8,9];
795-
796- //Reduce by two, since the loop increments by one
797- i -= 2;
798- }
799- }
800-
801- return grid;
802- },
803-
804- /**
805- * Clear N cells from the sudoku grid randomly
806- * @param {CU.sudoku.Grid} grid
807- * @param {Number} amount
808- */
809- cull: function(grid, amount) {
810- var cells = [];
811- for(var i = 0; i < 81; i++)
812- cells.push(i);
813-
814- for(var i = 0; i < amount; i++)
815- {
816- var rnd = Math.floor(Math.random() * cells.length);
817- var value = cells.splice(rnd, 1);
818- var row = Math.floor(value / 9);
819- var col = value - (row * 9);
820-
821- grid.setValue(col, row, 0);
822- }
823- }
824-};
825-
826-CU.sudoku = { };
827-
828-/**
829- * A class for representing sudoku puzzle grids
830- * @constructor
831- */
832-CU.sudoku.Grid = function() {
833- this.rows = [];
834- for(var row = 0; row < 9; row++)
835- {
836- var cols = [];
837- for(var col = 0; col < 9; col++)
838- cols[col] = 0;
839-
840- this.rows[row] = cols;
841- }
842-};
843-
844-CU.sudoku.Grid.prototype = {
845- rows: [],
846-
847- /**
848- * Return value of a col,row in the grid
849- * @method
850- * @param {Number} col
851- * @param {Number} row
852- * @return {Number} 0 to 9, 0 meaning empty
853- */
854- getValue: function(col, row) {
855- return this.rows[row][col];
856- },
857-
858- /**
859- * Set value of col,row in the grid.
860- * @method
861- * @param {Number} column
862- * @param {Number} row
863- * @param {Number} value 0 to 9, 0 meaning empty
864- */
865- setValue: function(column, row, value) {
866- this.rows[row][column] = value;
867- },
868-
869- /**
870- * Does a specific cell conflict with another?
871- * @method
872- * @param {Number} column
873- * @param {Number} row
874- * @return {Boolean}
875- */
876- cellConflicts: function(column, row) {
877- var value = this.rows[row][column];
878-
879- if(value == 0)
880- return false;
881-
882- for(var i = 0; i < 9; i++)
883- {
884- if(i != row && this.rows[i][column] == value)
885- {
886- return true;
887- }
888-
889- if(i != column && this.rows[row][i] == value)
890- {
891- return true;
892- }
893- }
894-
895- //At this point, everything else is checked as valid except the 3x3 grid
896- return !this._miniGridValid(column, row);
897- },
898-
899- /**
900- * Checks if the inner 3x3 grid a cell resides in is valid
901- * @method
902- * @private
903- * @param {Number} column
904- * @param {Number} row
905- * @return {Boolean}
906- */
907- _miniGridValid: function(column, row) {
908- //Determine 3x3 grid position
909- var mgX = Math.floor(column / 3);
910- var mgY = Math.floor(row / 3);
911-
912- var startCol = mgX * 3;
913- var startRow = mgY * 3;
914-
915- var endCol = (mgX + 1) * 3;
916- var endRow = (mgY + 1) * 3;
917-
918- var numbers = [];
919- for(var r = startRow; r < endRow; r++)
920- {
921- for(var c = startCol; c < endCol; c++)
922- {
923- var value = this.rows[r][c];
924- if(value == 0)
925- continue;
926-
927- //if(App.Utils.arrayContains(numbers, value))
928- // return false;
929- if (numbers.indexOf(value) != -1)
930- return false;
931-
932- numbers.push(value);
933- }
934- }
935-
936- return true;
937- },
938-
939- /**
940- * Return a string representation of the grid.
941- * @method
942- * @return {String}
943- */
944- toString: function() {
945- var str = '';
946- for(var i = 0; i < 9; i++)
947- {
948- str += this.rows[i].join(' ') + "\r\n";
949- }
950-
951- return str;
952- },
953-
954- /**
955- * Return the puzzle as an array, for example for saving
956- * @method
957- * @return {Array}
958- */
959- toArray: function() {
960- var cells = [];
961- for(var row = 0; row < 9; row++)
962- {
963- for(var col = 0; col < 9; col++)
964- cells.push(this.rows[row][col]);
965- }
966-
967- return cells;
968- },
969-
970- /**
971- * Fill the puzzle from an array
972- * @method
973- * @param {Array} cells
974- * @return {CU.sudoku.Grid}
975- */
976- fromArray: function(cells) {
977- if(cells.length != 81)
978- throw new Error('Array length is not 81');
979-
980- for(var i = 0; i < 81; i++)
981- {
982- var row = Math.floor(i / 9);
983- var col = i - (row * 9);
984-
985- this.rows[row][col] = cells[i];
986- }
987-
988- return this;
989- }
990-
991-};
992
993=== added directory 'components'
994=== added file 'components/ColorSchemeDefault.qml'
995--- components/ColorSchemeDefault.qml 1970-01-01 00:00:00 +0000
996+++ components/ColorSchemeDefault.qml 2013-07-02 09:37:35 +0000
997@@ -0,0 +1,14 @@
998+import QtQuick 2.0
999+
1000+Item {
1001+
1002+ property string defaultColor: "white";
1003+ property string defaultStartingColor : "white";
1004+ property string defaultNotAllowedColor : "gray";
1005+ property string defaultHintColor: "black"
1006+ property string defaultBorderColor: "gray";
1007+ property string defaultTextColor: "#DD4814";
1008+ property bool boldText: true;
1009+ property string textColor: "#DD4814";
1010+
1011+}
1012
1013=== added file 'components/ColorSchemeSimple.qml'
1014--- components/ColorSchemeSimple.qml 1970-01-01 00:00:00 +0000
1015+++ components/ColorSchemeSimple.qml 2013-07-02 09:37:35 +0000
1016@@ -0,0 +1,14 @@
1017+import QtQuick 2.0
1018+
1019+Item {
1020+
1021+ property string defaultColor: "white";
1022+ property string defaultStartingColor : "white";
1023+ property string defaultNotAllowedColor : "gray";
1024+ property string defaultHintColor: "black"
1025+ property string defaultBorderColor: "gray";
1026+ property string defaultTextColor: "#DD4814";
1027+ property bool boldText: true;
1028+ property string textColor: "#DD4814";
1029+
1030+}
1031
1032=== added file 'components/ColorSchemeUbuntu.qml'
1033--- components/ColorSchemeUbuntu.qml 1970-01-01 00:00:00 +0000
1034+++ components/ColorSchemeUbuntu.qml 2013-07-02 09:37:35 +0000
1035@@ -0,0 +1,14 @@
1036+import QtQuick 2.0
1037+
1038+Item {
1039+
1040+ property string defaultColor: "#AEA79F";
1041+ property string defaultStartingColor : "#77216F";
1042+ property string defaultNotAllowedColor : "#2C001E";
1043+ property string defaultHintColor: "#DD4814"
1044+ property string defaultBorderColor: "#DD4814";
1045+ property string defaultTextColor: "white";
1046+ property bool boldText: false;
1047+ property string textColor: "white";
1048+
1049+}
1050
1051=== added file 'components/SudokuBlocksGrid.qml'
1052--- components/SudokuBlocksGrid.qml 1970-01-01 00:00:00 +0000
1053+++ components/SudokuBlocksGrid.qml 2013-07-02 09:37:35 +0000
1054@@ -0,0 +1,420 @@
1055+import QtQuick 2.0
1056+import Ubuntu.Components 0.1
1057+import Ubuntu.Components.Popups 0.1
1058+
1059+import "../js/SudokuCU.js" as SudokuCU
1060+
1061+Rectangle {
1062+ id: mainRectangle;
1063+ x:3
1064+ y:3
1065+ anchors.fill: parent;
1066+ color: "transparent"
1067+
1068+ property alias defaultColor: colorScheme.defaultColor;
1069+ property alias defaultStartingColor : colorScheme.defaultStartingColor
1070+ property alias defaultNotAllowedColor : colorScheme.defaultNotAllowedColor;
1071+ property alias defaultHintColor: colorScheme.defaultHintColor;
1072+ property alias defaultBorderColor: colorScheme.defaultBorderColor;
1073+ property alias boldText: colorScheme.boldText;
1074+ property alias defaultTextColor: colorScheme.textColor;
1075+
1076+ property real blockDistance: mainView.blockDistance;
1077+ property int currentX;
1078+ property string selectedNumberFromDialog: "0";
1079+ property var grid;
1080+ property var solution;
1081+ property bool alreadyCreated: mainView.alreadyCreated;
1082+ property bool checkIfCheating: false;
1083+
1084+ ColorSchemeDefault {
1085+ id: colorScheme;
1086+ }
1087+
1088+ function revealHint() {
1089+ var emptyFields = new Array();
1090+ var counter = 0;
1091+ for (var i = 0; i < 81; i++) {
1092+ var row = Math.floor(i/9);
1093+ var column = i%9;
1094+ /*if (grid.getValue(column,row)== 0) {
1095+ emptyFields[counter] = new Array(2);
1096+ emptyFields[counter][0] = row;
1097+ emptyFields[counter][1] = column;
1098+ counter += 1;
1099+ }*/
1100+ if ( grid.getValue(column,row) === 0 ) {
1101+ emptyFields.push([row, column]);
1102+ counter += 1;
1103+ }
1104+ }
1105+ var randomnumber = Math.floor(Math.random()*counter);
1106+ var hintPair = emptyFields[randomnumber];
1107+ if (emptyFields.length != 0) {
1108+ var hintRow = hintPair[0];
1109+ var hintColumn = hintPair[1];
1110+ //print(solution);
1111+ //print(hintPair);
1112+ //print(solution.getValue(hintColumn, hintRow));
1113+ grid.setValue(hintColumn, hintRow, solution.getValue(hintColumn, hintRow));
1114+ buttonsGrid.itemAt(hintRow*9 + hintColumn).buttonText = solution.getValue(hintColumn, hintRow);
1115+ buttonsGrid.itemAt(hintRow*9 + hintColumn).buttonColor = defaultHintColor;
1116+ }
1117+
1118+ }
1119+
1120+ function changeColorScheme(newColorScheme) {
1121+ var component = Qt.createComponent(String(newColorScheme));
1122+ var temp = component.createObject(mainRectangle);
1123+
1124+ colorScheme.defaultColor = temp.defaultColor;
1125+ colorScheme.defaultStartingColor = temp.defaultStartingColor;
1126+ colorScheme.defaultNotAllowedColor = temp.defaultNotAllowedColor;
1127+ colorScheme.defaultHintColor = temp.defaultHintColor;
1128+ colorScheme.defaultBorderColor = temp.defaultBorderColor;
1129+ colorScheme.boldText = temp.boldText;
1130+ colorScheme.textColor = temp.textColor;
1131+
1132+ for (var i = 0; i < 9; i++) {
1133+ for (var j = 0; j < 9; j++) {
1134+ if (i % 3 == 0 && i != 0 && !alreadyCreated)
1135+ buttonsGrid.itemAt(i*9 + j).y += blockDistance;
1136+ if (i > 3 && !alreadyCreated)
1137+ buttonsGrid.itemAt(i*9 + j).y += blockDistance;
1138+ if (i > 6 && !alreadyCreated)
1139+ buttonsGrid.itemAt(i*9 + j).y += blockDistance;
1140+
1141+ if (j % 3 == 0 && j != 0 && !alreadyCreated)
1142+ buttonsGrid.itemAt(i*9 + j).x += blockDistance;
1143+
1144+ if (j > 3 && !alreadyCreated)
1145+ buttonsGrid.itemAt(i*9 + j).x += blockDistance;
1146+
1147+ if (j > 6 && !alreadyCreated)
1148+ buttonsGrid.itemAt(i*9 + j).x += blockDistance;
1149+
1150+ buttonsGrid.itemAt(i*9 + j).buttonText = "";
1151+ buttonsGrid.itemAt(i*9 + j).buttonColor = temp.defaultColor;
1152+ buttonsGrid.itemAt(i*9 + j).border.color = temp.defaultBorderColor;
1153+ buttonsGrid.itemAt(i*9 + j).enabled = true;
1154+ }
1155+ }
1156+ for (var i = 0; i < 9; i++) {
1157+ for (var j = 0; j < 9; j++) {
1158+ if (grid.getValue(j,i) != 0) {
1159+ buttonsGrid.itemAt(i*9 + j).buttonText = grid.getValue(j,i);
1160+ buttonsGrid.itemAt(i*9 + j).boldText = temp.boldText;
1161+ buttonsGrid.itemAt(i*9 + j).buttonColor = temp.defaultStartingColor;
1162+ buttonsGrid.itemAt(i*9 + j).border.color = temp.defaultBorderColor;
1163+ buttonsGrid.itemAt(i*9 + j).enabled = false;
1164+ }
1165+ else
1166+ {
1167+ buttonsGrid.itemAt(i*9 + j).buttonText = "";
1168+ buttonsGrid.itemAt(i*9 + j).buttonColor = temp.defaultColor;
1169+ buttonsGrid.itemAt(i*9 + j).border.color = temp.defaultBorderColor;
1170+ buttonsGrid.itemAt(i*9 + j).enabled = true;
1171+ }
1172+ }
1173+ }
1174+ alreadyCreated = true;
1175+
1176+ print("Theme updated " + String(newColorScheme));
1177+ }
1178+
1179+ function createNewGame(difficulty) {
1180+ for (var i = 0; i < 9; i++) {
1181+ for (var j = 0; j < 9; j++) {
1182+ /*if (i % 3 == 0 && i != 0 && !alreadyCreated)
1183+ buttonsGrid.itemAt(i*9 + j).y += blockDistance;
1184+ if (i > 3 && !alreadyCreated)
1185+ buttonsGrid.itemAt(i*9 + j).y += blockDistance;
1186+ if (i > 6 && !alreadyCreated)
1187+ buttonsGrid.itemAt(i*9 + j).y += blockDistance;
1188+
1189+ if (j % 3 == 0 && j != 0 && !alreadyCreated)
1190+ buttonsGrid.itemAt(i*9 + j).x += blockDistance;
1191+
1192+ if (j > 3 && !alreadyCreated)
1193+ buttonsGrid.itemAt(i*9 + j).x += blockDistance;
1194+
1195+ if (j > 6 && !alreadyCreated)
1196+ buttonsGrid.itemAt(i*9 + j).x += blockDistance;*/
1197+
1198+ buttonsGrid.itemAt(i*9 + j).buttonText = "";
1199+ buttonsGrid.itemAt(i*9 + j).buttonColor = defaultColor;
1200+ buttonsGrid.itemAt(i*9 + j).boldText = boldText;
1201+ buttonsGrid.itemAt(i*9 + j).border.color = defaultBorderColor;
1202+ buttonsGrid.itemAt(i*9 + j).enabled = true;
1203+ }
1204+ }
1205+
1206+ grid = SudokuCU.CU.Sudoku.generate();
1207+ solution = SudokuCU.deepCopy(grid);
1208+ SudokuCU.CU.Sudoku.cull(grid, difficulty);
1209+ //print("width:"); print(mainView.width);
1210+ //print("height:"); print(mainView.height);
1211+ //print(solution);
1212+ //print("start:");
1213+ //print(grid);
1214+ for (var i = 0; i < 9; i++) {
1215+ for (var j = 0; j < 9; j++) {
1216+ if (grid.getValue(j,i) != 0) {
1217+ buttonsGrid.itemAt(i*9 + j).buttonText = grid.getValue(j,i);
1218+ buttonsGrid.itemAt(i*9 + j).buttonColor = defaultStartingColor;
1219+ buttonsGrid.itemAt(i*9 + j).border.color = defaultBorderColor;
1220+ buttonsGrid.itemAt(i*9 + j).enabled = false;
1221+ }
1222+ else
1223+ buttonsGrid.itemAt(i*9 + j).buttonText = "";
1224+ }
1225+ }
1226+ mainView.alreadyCreated = true;
1227+ }
1228+
1229+ function checkIfGameFinished() {
1230+ //print (checkIfAllFieldsFilled());
1231+ //print (checkIfAllFieldsCorrect());
1232+ return checkIfAllFieldsFilled() && checkIfAllFieldsCorrect();
1233+ }
1234+
1235+ function checkIfAllFieldsFilled() {
1236+ for (var i = 0; i < 81; i++) {
1237+ var row = Math.floor(i/9);
1238+ var column = i%9;
1239+ if (grid.getValue(column,row) == 0)
1240+ return false;
1241+ }
1242+ return true;
1243+ }
1244+
1245+ function checkIfAllFieldsCorrect() {
1246+ for (var i = 0; i < 81; i++) {
1247+ var row = Math.floor(i/9);
1248+ var column = i%9;
1249+
1250+ var testField = grid.cellConflicts(column,row)
1251+ if (testField == true)
1252+ return false;
1253+ }
1254+ return true;
1255+ }
1256+
1257+ Timer {
1258+ id: winTimer;
1259+ interval: 2000;
1260+ running: false;
1261+ repeat: false;
1262+ onTriggered: {
1263+ gameFinishedRectangle.visible = false;
1264+ switch(difficultySelector.selectedIndex) {
1265+ case 0:
1266+ var randomnumber = Math.floor(Math.random()*9);
1267+ randomnumber += 31;
1268+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1269+ break;
1270+ case 1:
1271+ var randomnumber = Math.floor(Math.random()*4);
1272+ randomnumber += 26;
1273+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1274+ break;
1275+ case 2:
1276+ var randomnumber = Math.floor(Math.random()*4);
1277+ randomnumber += 21;
1278+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1279+ break;
1280+ case 3:
1281+ var randomnumber = Math.floor(Math.random()*3);
1282+ randomnumber += 17;
1283+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1284+ break;
1285+ }
1286+ }
1287+
1288+ }
1289+
1290+ Column {
1291+ //anchors.fill: mainRectangle.parent;
1292+ y: 3
1293+
1294+ Grid {
1295+ x: 3
1296+ y: 0
1297+ //anchors.horizontalCenter: parent.parent.horizontalCenter;
1298+ rows: 9;
1299+ columns: 9;
1300+ spacing: units.dp(1);
1301+
1302+ Component {
1303+ id: dialog
1304+
1305+ Dialog {
1306+ id: dialogue
1307+ //title: "Number Picker"
1308+ text: i18n.tr("Please pick a number")
1309+
1310+ Column {
1311+ spacing: units.gu(5)
1312+
1313+
1314+ SudokuDialogButton{
1315+ id: clearButton
1316+ buttonText: i18n.tr("Clear")
1317+ width: mainView.pageWidth*2/3;
1318+ size: units.gu(5)
1319+ anchors.left: parent.left;
1320+ onTriggered: {
1321+ buttonsGrid.itemAt(currentX).buttonText = "";
1322+ var row = Math.floor(currentX/9);
1323+ var column = currentX%9;
1324+ print (row, column);
1325+ grid.setValue(column,row, 0);
1326+ buttonsGrid.itemAt(currentX).buttonColor = defaultColor;
1327+ buttonsGrid.itemAt(currentX).boldText = false;
1328+ PopupUtils.close(dialogue)
1329+ }
1330+ }
1331+
1332+ Grid {
1333+ columns: 3;
1334+ x: clearButton.width / 6;
1335+ spacing: units.gu(2);
1336+ width: units.gu(15);
1337+ //anchors.horizontalCenter: dialog.horizontalCenter
1338+
1339+ Repeater {
1340+ id: numberPickerButtons
1341+ model:9
1342+
1343+
1344+ SudokuDialogButton{
1345+ id: buttonPick
1346+ buttonText: index+1;
1347+
1348+ size: units.gu(5);
1349+
1350+ onTriggered: {
1351+ buttonsGrid.itemAt(currentX).buttonText = index+1
1352+
1353+ var row = Math.floor(currentX/9);
1354+ var column = currentX%9;
1355+
1356+ //print (row, column)
1357+ grid.setValue(column, row, index+1);
1358+ //print(grid)
1359+ var testField = grid.cellConflicts(column,row)
1360+ //print (testField)
1361+ if (testField == true)
1362+ buttonsGrid.itemAt(currentX).buttonColor = defaultNotAllowedColor;
1363+ else {
1364+ buttonsGrid.itemAt(currentX).buttonColor = defaultColor;
1365+ buttonsGrid.itemAt(currentX).boldText = false;
1366+ }
1367+
1368+ PopupUtils.close(dialogue)
1369+
1370+ if (checkIfGameFinished()) {
1371+ gameFinishedRectangle.visible = true;
1372+ winTimer.restart();
1373+ }
1374+ }
1375+ }
1376+ }
1377+ }
1378+
1379+ SudokuDialogButton{
1380+ buttonText: i18n.tr("Cancel")
1381+ width: mainView.pageWidth*2/3;
1382+ size: units.gu(5)
1383+ anchors.left: parent.left;
1384+ onTriggered: {
1385+ PopupUtils.close(dialogue)
1386+ }
1387+ }
1388+
1389+ }
1390+
1391+ }
1392+ }
1393+
1394+ SudokuButtonsGrid {
1395+ id:buttonsGrid;
1396+ }
1397+ }
1398+ }
1399+
1400+ Row {
1401+ id: informationRow;
1402+ y: 7*mainView.pageHeight/10;
1403+ x: units.dp(8);
1404+ width: mainView.pageWidth - units.dp(8);
1405+ Rectangle {
1406+ id: redFlagRect
1407+ x: 0
1408+ Rectangle {
1409+ id: redFlag
1410+ color: defaultNotAllowedColor
1411+ width: mainView.pageWidth/10;
1412+ height: mainView.pageWidth/10;
1413+ radius: 5
1414+ Label {
1415+ id: redFlagText
1416+ text: i18n.tr("Not allowed")
1417+ fontSize: "x-small"
1418+ width:units.gu(5);
1419+ wrapMode: TextEdit.WordWrap;
1420+ anchors.left: redFlag.right;
1421+ anchors.leftMargin: units.dp(2);
1422+ anchors.verticalCenter: redFlag.verticalCenter;
1423+ }
1424+ }
1425+
1426+ }
1427+ Rectangle {
1428+ id: blueFlagRect
1429+ x: 3*mainView.pageWidth/10 + 10*blockDistance;
1430+ //anchors.leftMargin: redFlag.width + redFlagText.width;
1431+ Rectangle {
1432+ id: blueFlag
1433+ color: defaultStartingColor
1434+ border.color: defaultBorderColor
1435+ width: mainView.pageWidth/10
1436+ height: mainView.pageWidth/10
1437+ radius: 5;
1438+ Label {
1439+ id: blueFlagText
1440+ text: i18n.tr("Start blocks")
1441+ fontSize: "x-small"
1442+ width:units.gu(5);
1443+ wrapMode: TextEdit.WordWrap;
1444+ anchors.left: blueFlag.right;
1445+ anchors.leftMargin: units.dp(2);
1446+ anchors.verticalCenter: blueFlag.verticalCenter;
1447+ }
1448+ }
1449+
1450+ }
1451+ Rectangle {
1452+ id: orangeFlagRect
1453+ x: 7*mainView.pageWidth/10+2*blockDistance;
1454+ Rectangle {
1455+ id: orangeFlag
1456+ color: defaultHintColor
1457+ border.color: defaultBorderColor
1458+ width: mainView.pageWidth/10
1459+ height: mainView.pageWidth/10
1460+ radius: 5;
1461+ Label {
1462+ text: i18n.tr("Hinted blocks")
1463+ fontSize: "x-small"
1464+ width:units.gu(5);
1465+ wrapMode: TextEdit.WordWrap;
1466+ anchors.left: orangeFlag.right;
1467+ anchors.leftMargin: units.dp(2);
1468+ anchors.verticalCenter: orangeFlag.verticalCenter;
1469+ }
1470+ }
1471+
1472+ }
1473+ }
1474+}
1475
1476=== added file 'components/SudokuButton.qml'
1477--- components/SudokuButton.qml 1970-01-01 00:00:00 +0000
1478+++ components/SudokuButton.qml 2013-07-02 09:37:35 +0000
1479@@ -0,0 +1,29 @@
1480+import QtQuick 2.0
1481+
1482+Rectangle {
1483+ id: button
1484+ property alias buttonColor: button.color;
1485+ property string textColor: "white";
1486+ property real size: mainView.blockSize;
1487+ property string buttonText: "";
1488+ property bool boldText: false;
1489+
1490+ signal buttonClick()
1491+ height: size;
1492+ width: size;
1493+ radius: 5
1494+ color: buttonColor
1495+ //border.color: Qt.darker(buttonColor,1.5)
1496+
1497+ Text {
1498+ id: buttonText
1499+ text: button.buttonText;
1500+ color: textColor;
1501+ anchors.centerIn: parent
1502+ font.pixelSize: 32
1503+ font.bold: boldText;
1504+ }
1505+
1506+ //determines the color of the button by using the conditional operator
1507+ //color: buttonMouseArea.pressed ? Qt.darker(color, 1.5) : color
1508+}
1509
1510=== added file 'components/SudokuButtonsGrid.qml'
1511--- components/SudokuButtonsGrid.qml 1970-01-01 00:00:00 +0000
1512+++ components/SudokuButtonsGrid.qml 2013-07-02 09:37:35 +0000
1513@@ -0,0 +1,108 @@
1514+import QtQuick 2.0
1515+import Ubuntu.Components 0.1
1516+import Ubuntu.Components.Popups 0.1
1517+
1518+
1519+
1520+
1521+Repeater {
1522+ id: buttonsGrid;
1523+ model: 81
1524+ objectName: "buttonsGrid";
1525+
1526+ SudokuButton {
1527+ id: gridButton;
1528+ buttonText: "0";
1529+ //width: units.gu(5);
1530+ //height: units.gu(5);
1531+ size: mainView.pageWidth/10;
1532+ //color: defaultColor;
1533+ border.width: 3
1534+ border.color: defaultBorderColor
1535+ textColor: defaultTextColor;
1536+ anchors.left: ((index - (Math.floor(index / 9) * 9)) > 0) ? buttonsGrid.itemAt(index-1).right : mainView.left
1537+ anchors.leftMargin: ((index - (Math.floor(index / 9) * 9))%3 == 0) ? 4*mainView.blockDistance : mainView.blockDistance
1538+
1539+ anchors.top: (Math.floor(index / 9) > 0) ? buttonsGrid.itemAt(index-9).bottom : mainView.top
1540+ anchors.topMargin: (Math.floor(index / 9)%3 == 0) ? 4*mainView.blockDistance : mainView.blockDistance
1541+ MouseArea {
1542+ id: buttonMouseArea2
1543+ anchors.fill: parent
1544+ SequentialAnimation {
1545+ id: animateButton
1546+ UbuntuNumberAnimation {
1547+ id: animateButton1
1548+ target: gridButton
1549+ properties: "scale"
1550+ to: 1.2
1551+ from: 1
1552+ duration: UbuntuAnimation.SnapDuration
1553+ easing: UbuntuAnimation.StandardEasing
1554+ }
1555+ UbuntuNumberAnimation {
1556+ id: animateButton2
1557+ target: gridButton
1558+ properties: "scale"
1559+ to: 1
1560+ from: 1.2
1561+ duration: UbuntuAnimation.SnapDuration
1562+ easing: UbuntuAnimation.StandardEasing
1563+ }
1564+ onRunningChanged: {
1565+ if (animateButton.running == false ) {
1566+ mainRectangle.currentX = index;
1567+ gridButton.buttonColor = defaultColor;
1568+ PopupUtils.open(dialog, gridButton);
1569+
1570+ }
1571+
1572+ }
1573+ }
1574+
1575+ onClicked: {
1576+ animateButton.start();
1577+ /*mainRectangle.currentX = index;
1578+ gridButton.buttonColor = defaultColor;
1579+ PopupUtils.open(dialog, gridButton);*/
1580+ }
1581+ onPressed: {
1582+ gridButton.buttonColor = String(Qt.darker(defaultColor,1.5));
1583+ }
1584+
1585+ onCanceled: {
1586+ gridButton.buttonColor = defaultColor
1587+ }
1588+
1589+ onExited: {
1590+ gridButton.buttonColor = defaultColor
1591+ }
1592+ }
1593+ buttonColor: defaultColor;
1594+ }
1595+ Component.onCompleted: {
1596+ switch(difficultySelector.selectedIndex) {
1597+ case 0:
1598+ var randomnumber = Math.floor(Math.random()*9);
1599+ randomnumber += 31;
1600+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1601+ break;
1602+ case 1:
1603+ var randomnumber = Math.floor(Math.random()*4);
1604+ randomnumber += 26;
1605+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1606+ break;
1607+ case 2:
1608+ var randomnumber = Math.floor(Math.random()*4);
1609+ randomnumber += 21;
1610+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1611+ break;
1612+ case 3:
1613+ var randomnumber = Math.floor(Math.random()*3);
1614+ randomnumber += 17;
1615+ sudokuBlocksGrid.createNewGame(81 - randomnumber);
1616+ break;
1617+ }
1618+ }
1619+
1620+}
1621+
1622
1623=== added file 'components/SudokuDialogButton.qml'
1624--- components/SudokuDialogButton.qml 1970-01-01 00:00:00 +0000
1625+++ components/SudokuDialogButton.qml 2013-07-02 09:37:35 +0000
1626@@ -0,0 +1,47 @@
1627+import QtQuick 2.0
1628+import Ubuntu.Components 0.1
1629+
1630+SudokuButton {
1631+ id: dialogButton
1632+ border.color: defaultBorderColor
1633+ border.width: 3
1634+ textColor: defaultTextColor;
1635+
1636+ signal triggered;
1637+
1638+ SequentialAnimation {
1639+ id: animateDialogButton
1640+ UbuntuNumberAnimation {
1641+ id: animateDialogButton1
1642+ target: dialogButton
1643+ properties: "scale"
1644+ to: 1.1
1645+ from: 1
1646+ duration: UbuntuAnimation.SnapDuration
1647+ easing: UbuntuAnimation.StandardEasing
1648+ }
1649+ UbuntuNumberAnimation {
1650+ id: animateDialogButton2
1651+ target: dialogButton
1652+ properties: "scale"
1653+ to: 1
1654+ from: 1.1
1655+ duration: UbuntuAnimation.SnapDuration
1656+ easing: UbuntuAnimation.StandardEasing
1657+ }
1658+ onRunningChanged: {
1659+ if (animateDialogButton.running == false ) {
1660+ triggered();
1661+ }
1662+
1663+ }
1664+ }
1665+ MouseArea {
1666+ id: buttonMouseArea
1667+ anchors.fill: parent
1668+ onClicked: {
1669+ animateDialogButton.start();
1670+ }
1671+ }
1672+ buttonColor: buttonMouseArea.pressed ? String(Qt.darker(defaultColor,1.2)):defaultColor
1673+}
1674
1675=== modified file 'icons/SudokuGameIcon.svg'
1676--- icons/SudokuGameIcon.svg 2013-04-29 14:06:52 +0000
1677+++ icons/SudokuGameIcon.svg 2013-07-02 09:37:35 +0000
1678@@ -1,143 +1,492 @@
1679-<?xml version="1.0" encoding="UTF-8"?>
1680-
1681-<svg version="1.2" baseProfile="tiny" viewBox="0 0 2258 2258" preserveAspectRatio="xMidYMid" fill-rule="evenodd" clip-path="url(#presentation_clip_path)" stroke-width="28.222" stroke-linejoin="round" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:draw="urn:oasis:names:tc:opendocument:xmlns:drawing:1.0" xmlns:presentation="urn:oasis:names:tc:opendocument:xmlns:presentation:1.0" xmlns:smil="urn:oasis:names:tc:opendocument:xmlns:smil-compatible:1.0" xmlns:anim="urn:oasis:names:tc:opendocument:xmlns:animation:1.0" xml:space="preserve">
1682- <defs>
1683- <clipPath id="presentation_clip_path" clipPathUnits="userSpaceOnUse">
1684- <rect x="0" y="0" width="2258" height="2258"/>
1685+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
1686+<svg
1687+ xmlns:dc="http://purl.org/dc/elements/1.1/"
1688+ xmlns:cc="http://creativecommons.org/ns#"
1689+ xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
1690+ xmlns:svg="http://www.w3.org/2000/svg"
1691+ xmlns="http://www.w3.org/2000/svg"
1692+ xmlns:xlink="http://www.w3.org/1999/xlink"
1693+ xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
1694+ xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
1695+ version="1.2"
1696+ viewBox="0 0 2258 2258"
1697+ preserveAspectRatio="xMidYMid"
1698+ fill-rule="evenodd"
1699+ clip-path="url(#presentation_clip_path)"
1700+ stroke-width="28.222"
1701+ stroke-linejoin="round"
1702+ xml:space="preserve"
1703+ id="svg3427"
1704+ inkscape:version="0.48.3.1 r9886"
1705+ width="100%"
1706+ height="100%"
1707+ sodipodi:docname="SudokuGameIcon.svg"><metadata
1708+ id="metadata3614"><rdf:RDF><cc:Work
1709+ rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
1710+ rdf:resource="http://purl.org/dc/dcmitype/StillImage" /></cc:Work></rdf:RDF></metadata><sodipodi:namedview
1711+ pagecolor="#ffffff"
1712+ bordercolor="#666666"
1713+ borderopacity="1"
1714+ objecttolerance="10"
1715+ gridtolerance="10"
1716+ guidetolerance="10"
1717+ inkscape:pageopacity="0"
1718+ inkscape:pageshadow="2"
1719+ inkscape:window-width="1855"
1720+ inkscape:window-height="952"
1721+ id="namedview3612"
1722+ showgrid="false"
1723+ inkscape:zoom="0.35651019"
1724+ inkscape:cx="1129"
1725+ inkscape:cy="1129"
1726+ inkscape:window-x="65"
1727+ inkscape:window-y="24"
1728+ inkscape:window-maximized="1"
1729+ inkscape:current-layer="id1" />
1730+ <defs
1731+ id="defs3429">
1732+ <clipPath
1733+ id="presentation_clip_path"
1734+ clipPathUnits="userSpaceOnUse">
1735+ <rect
1736+ x="0"
1737+ y="0"
1738+ width="2258"
1739+ height="2258"
1740+ id="rect3432" />
1741 </clipPath>
1742 </defs>
1743- <defs>
1744- <font id="EmbeddedFont_1" horiz-adv-x="2048">
1745- <font-face font-family="Arial embedded" units-per-em="2048" font-weight="bold" font-style="normal" ascent="1852" descent="423"/>
1746- <missing-glyph horiz-adv-x="2048" d="M 0,0 L 2047,0 2047,2047 0,2047 0,0 Z"/>
1747- <glyph unicode="U" horiz-adv-x="1192" d="M 147,1466 L 443,1466 443,672 C 443,546 447,464 454,427 467,367 497,319 545,283 592,246 657,228 740,228 824,228 887,245 930,280 973,314 998,356 1007,406 1016,456 1020,539 1020,655 L 1020,1466 1316,1466 1316,696 C 1316,520 1308,396 1292,323 1276,250 1247,189 1204,139 1161,89 1103,49 1031,20 959,-10 865,-25 749,-25 609,-25 503,-9 431,24 358,56 301,98 259,150 217,201 189,255 176,312 157,396 147,520 147,684 L 147,1466 Z"/>
1748- </font>
1749- </defs>
1750- <defs>
1751- <font id="EmbeddedFont_2" horiz-adv-x="2048">
1752- <font-face font-family="Ubuntu embedded" units-per-em="2048" font-weight="bold" font-style="normal" ascent="1905" descent="397"/>
1753- <missing-glyph horiz-adv-x="2048" d="M 0,0 L 2047,0 2047,2047 0,2047 0,0 Z"/>
1754- <glyph unicode="U" horiz-adv-x="1192" d="M 719,-29 C 619,-29 533,-15 461,13 388,41 329,80 282,130 234,180 200,239 177,308 155,377 143,453 143,536 L 143,1419 463,1419 463,563 C 463,506 469,457 482,416 495,376 513,343 536,318 558,293 585,275 617,264 650,253 685,248 723,248 801,248 864,271 912,319 961,367 985,448 985,563 L 985,1419 1305,1419 1305,536 C 1305,453 1293,377 1270,307 1247,237 1211,178 1163,128 1115,78 1055,39 981,12 907,-15 820,-29 719,-29 Z"/>
1755- <glyph unicode="S" horiz-adv-x="1059" d="M 551,243 C 596,243 633,247 663,255 692,262 715,272 733,285 751,298 763,314 770,331 777,349 780,369 780,391 780,437 758,476 715,507 671,537 596,570 489,606 443,622 397,641 350,662 304,683 262,710 225,742 188,774 158,813 135,859 112,905 100,960 100,1026 100,1091 113,1151 137,1203 162,1256 197,1300 242,1337 287,1374 341,1402 406,1422 470,1442 542,1452 623,1452 718,1452 801,1442 870,1421 940,1401 997,1378 1042,1354 L 950,1102 C 911,1122 867,1140 818,1156 770,1172 711,1180 643,1180 567,1180 512,1169 478,1148 445,1127 428,1094 428,1051 428,1025 434,1003 446,985 459,967 476,951 499,937 521,923 547,910 577,898 606,886 638,874 674,862 748,835 812,808 866,781 921,755 966,723 1002,688 1039,652 1066,611 1083,563 1101,515 1110,457 1110,389 1110,256 1064,154 971,81 878,8 738,-29 551,-29 488,-29 431,-25 381,-18 330,-10 286,-1 247,10 208,21 174,32 146,45 118,57 95,69 76,80 L 166,334 C 208,310 260,290 323,271 385,253 461,243 551,243 Z"/>
1756- <glyph unicode="O" horiz-adv-x="1430" d="M 432,710 C 432,641 441,578 458,522 475,466 499,418 531,378 564,337 603,306 649,284 696,263 749,252 809,252 868,252 921,263 968,284 1015,306 1054,337 1086,378 1119,418 1143,466 1160,522 1177,578 1186,641 1186,710 1186,780 1177,843 1160,900 1143,957 1119,1005 1086,1045 1054,1086 1015,1117 968,1139 921,1160 868,1171 809,1171 749,1171 696,1160 649,1138 603,1115 564,1084 531,1043 499,1003 475,955 458,898 441,841 432,779 432,710 Z M 1516,710 C 1516,589 1497,482 1461,390 1425,298 1376,221 1313,158 1250,96 1175,50 1089,18 1002,-13 909,-29 809,-29 712,-29 621,-13 535,18 449,50 373,96 309,158 245,221 195,298 158,390 121,482 102,589 102,710 102,832 122,939 160,1031 198,1123 250,1201 314,1264 379,1326 454,1373 540,1405 625,1436 715,1452 809,1452 906,1452 997,1436 1083,1405 1169,1373 1245,1326 1309,1264 1373,1201 1423,1123 1460,1031 1497,939 1516,832 1516,710 Z"/>
1757- <glyph unicode="K" horiz-adv-x="1218" d="M 1001,0 C 973,46 939,97 900,151 861,204 819,258 773,312 727,366 680,418 631,468 582,518 532,562 483,600 L 483,0 164,0 164,1419 483,1419 483,883 C 567,970 650,1061 734,1156 818,1251 896,1339 969,1419 L 1348,1419 C 1251,1305 1153,1194 1056,1088 958,981 855,874 748,766 861,672 970,560 1076,430 1182,300 1283,157 1380,0 L 1001,0 Z"/>
1758- <glyph unicode="D" horiz-adv-x="1244" d="M 483,260 C 498,258 516,256 536,256 555,256 579,256 606,256 766,256 884,297 962,377 1039,457 1077,568 1077,710 1077,859 1040,971 967,1047 893,1124 776,1162 616,1162 595,1162 572,1162 549,1162 526,1162 504,1160 483,1158 L 483,260 Z M 1407,710 C 1407,588 1388,482 1350,392 1311,301 1257,226 1187,166 1117,107 1031,62 930,33 829,3 715,-12 590,-12 532,-12 466,-12 389,-12 313,-12 238,-2 164,19 L 164,1401 C 238,1419 314,1428 394,1428 474,1428 543,1428 600,1428 722,1428 832,1414 931,1387 1030,1360 1115,1318 1186,1260 1257,1202 1311,1127 1350,1037 1388,946 1407,837 1407,710 Z"/>
1759- </font>
1760- </defs>
1761- <g id="id2" class="Master_Slide" clip-path="url(#presentation_clip_path)">
1762- <g id="bg-id2" visibility="visible" class="Background">
1763- <rect fill="none" stroke="none" x="0" y="0" width="2258" height="2258"/>
1764+ <defs
1765+ id="defs3434">
1766+ <font
1767+ id="EmbeddedFont_1"
1768+ horiz-adv-x="2048">
1769+ <font-face
1770+ font-family="Arial embedded"
1771+ units-per-em="2048"
1772+ font-weight="bold"
1773+ font-style="normal"
1774+ ascent="1852"
1775+ descent="423"
1776+ id="font-face3437" />
1777+ <missing-glyph
1778+ horiz-adv-x="2048"
1779+ d="M 0,0 L 2047,0 2047,2047 0,2047 0,0 Z"
1780+ id="missing-glyph3439" />
1781+ <glyph
1782+ unicode="U"
1783+ horiz-adv-x="1192"
1784+ d="M 147,1466 L 443,1466 443,672 C 443,546 447,464 454,427 467,367 497,319 545,283 592,246 657,228 740,228 824,228 887,245 930,280 973,314 998,356 1007,406 1016,456 1020,539 1020,655 L 1020,1466 1316,1466 1316,696 C 1316,520 1308,396 1292,323 1276,250 1247,189 1204,139 1161,89 1103,49 1031,20 959,-10 865,-25 749,-25 609,-25 503,-9 431,24 358,56 301,98 259,150 217,201 189,255 176,312 157,396 147,520 147,684 L 147,1466 Z"
1785+ id="glyph3441" />
1786+ </font>
1787+ </defs>
1788+ <defs
1789+ id="defs3443">
1790+ <font
1791+ id="EmbeddedFont_2"
1792+ horiz-adv-x="2048">
1793+ <font-face
1794+ font-family="Ubuntu embedded"
1795+ units-per-em="2048"
1796+ font-weight="bold"
1797+ font-style="normal"
1798+ ascent="1905"
1799+ descent="397"
1800+ id="font-face3446" />
1801+ <missing-glyph
1802+ horiz-adv-x="2048"
1803+ d="M 0,0 L 2047,0 2047,2047 0,2047 0,0 Z"
1804+ id="missing-glyph3448" />
1805+ <glyph
1806+ unicode="U"
1807+ horiz-adv-x="1192"
1808+ d="M 719,-29 C 619,-29 533,-15 461,13 388,41 329,80 282,130 234,180 200,239 177,308 155,377 143,453 143,536 L 143,1419 463,1419 463,563 C 463,506 469,457 482,416 495,376 513,343 536,318 558,293 585,275 617,264 650,253 685,248 723,248 801,248 864,271 912,319 961,367 985,448 985,563 L 985,1419 1305,1419 1305,536 C 1305,453 1293,377 1270,307 1247,237 1211,178 1163,128 1115,78 1055,39 981,12 907,-15 820,-29 719,-29 Z"
1809+ id="glyph3450" />
1810+ <glyph
1811+ unicode="S"
1812+ horiz-adv-x="1059"
1813+ d="M 551,243 C 596,243 633,247 663,255 692,262 715,272 733,285 751,298 763,314 770,331 777,349 780,369 780,391 780,437 758,476 715,507 671,537 596,570 489,606 443,622 397,641 350,662 304,683 262,710 225,742 188,774 158,813 135,859 112,905 100,960 100,1026 100,1091 113,1151 137,1203 162,1256 197,1300 242,1337 287,1374 341,1402 406,1422 470,1442 542,1452 623,1452 718,1452 801,1442 870,1421 940,1401 997,1378 1042,1354 L 950,1102 C 911,1122 867,1140 818,1156 770,1172 711,1180 643,1180 567,1180 512,1169 478,1148 445,1127 428,1094 428,1051 428,1025 434,1003 446,985 459,967 476,951 499,937 521,923 547,910 577,898 606,886 638,874 674,862 748,835 812,808 866,781 921,755 966,723 1002,688 1039,652 1066,611 1083,563 1101,515 1110,457 1110,389 1110,256 1064,154 971,81 878,8 738,-29 551,-29 488,-29 431,-25 381,-18 330,-10 286,-1 247,10 208,21 174,32 146,45 118,57 95,69 76,80 L 166,334 C 208,310 260,290 323,271 385,253 461,243 551,243 Z"
1814+ id="glyph3452" />
1815+ <glyph
1816+ unicode="O"
1817+ horiz-adv-x="1430"
1818+ d="M 432,710 C 432,641 441,578 458,522 475,466 499,418 531,378 564,337 603,306 649,284 696,263 749,252 809,252 868,252 921,263 968,284 1015,306 1054,337 1086,378 1119,418 1143,466 1160,522 1177,578 1186,641 1186,710 1186,780 1177,843 1160,900 1143,957 1119,1005 1086,1045 1054,1086 1015,1117 968,1139 921,1160 868,1171 809,1171 749,1171 696,1160 649,1138 603,1115 564,1084 531,1043 499,1003 475,955 458,898 441,841 432,779 432,710 Z M 1516,710 C 1516,589 1497,482 1461,390 1425,298 1376,221 1313,158 1250,96 1175,50 1089,18 1002,-13 909,-29 809,-29 712,-29 621,-13 535,18 449,50 373,96 309,158 245,221 195,298 158,390 121,482 102,589 102,710 102,832 122,939 160,1031 198,1123 250,1201 314,1264 379,1326 454,1373 540,1405 625,1436 715,1452 809,1452 906,1452 997,1436 1083,1405 1169,1373 1245,1326 1309,1264 1373,1201 1423,1123 1460,1031 1497,939 1516,832 1516,710 Z"
1819+ id="glyph3454" />
1820+ <glyph
1821+ unicode="K"
1822+ horiz-adv-x="1218"
1823+ d="M 1001,0 C 973,46 939,97 900,151 861,204 819,258 773,312 727,366 680,418 631,468 582,518 532,562 483,600 L 483,0 164,0 164,1419 483,1419 483,883 C 567,970 650,1061 734,1156 818,1251 896,1339 969,1419 L 1348,1419 C 1251,1305 1153,1194 1056,1088 958,981 855,874 748,766 861,672 970,560 1076,430 1182,300 1283,157 1380,0 L 1001,0 Z"
1824+ id="glyph3456" />
1825+ <glyph
1826+ unicode="D"
1827+ horiz-adv-x="1244"
1828+ d="M 483,260 C 498,258 516,256 536,256 555,256 579,256 606,256 766,256 884,297 962,377 1039,457 1077,568 1077,710 1077,859 1040,971 967,1047 893,1124 776,1162 616,1162 595,1162 572,1162 549,1162 526,1162 504,1160 483,1158 L 483,260 Z M 1407,710 C 1407,588 1388,482 1350,392 1311,301 1257,226 1187,166 1117,107 1031,62 930,33 829,3 715,-12 590,-12 532,-12 466,-12 389,-12 313,-12 238,-2 164,19 L 164,1401 C 238,1419 314,1428 394,1428 474,1428 543,1428 600,1428 722,1428 832,1414 931,1387 1030,1360 1115,1318 1186,1260 1257,1202 1311,1127 1350,1037 1388,946 1407,837 1407,710 Z"
1829+ id="glyph3458" />
1830+ </font>
1831+ </defs>
1832+ <g
1833+ id="id2"
1834+ class="Master_Slide"
1835+ clip-path="url(#presentation_clip_path)">
1836+ <g
1837+ id="bg-id2"
1838+ visibility="visible"
1839+ class="Background">
1840+ <rect
1841+ fill="none"
1842+ stroke="none"
1843+ x="0"
1844+ y="0"
1845+ width="2258"
1846+ height="2258"
1847+ id="rect3462" />
1848 </g>
1849- <g id="bo-id2" visibility="visible" class="BackgroundObjects"/>
1850+ <g
1851+ id="bo-id2"
1852+ visibility="visible"
1853+ class="BackgroundObjects" />
1854 </g>
1855- <g id="id1" class="Slide" visibility="visible" clip-path="url(#presentation_clip_path)">
1856- <g class="com.sun.star.drawing.ClosedBezierShape">
1857- <g>
1858- <path fill="rgb(179,179,179)" stroke="none" d="M 1129,2258 L 2200,2258 C 2233,2258 2258,2233 2258,2202 L 2258,56 C 2258,25 2233,0 2200,0 L 58,0 C 25,0 0,25 0,56 L 0,2202 C 0,2233 25,2258 58,2258 L 1129,2258 Z"/>
1859- <rect fill="none" stroke="none" x="-1" y="0" width="2260" height="2259"/>
1860- </g>
1861- </g>
1862- <g class="com.sun.star.drawing.ClosedBezierShape">
1863- <g>
1864- <path fill="none" stroke="rgb(0,0,0)" d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653"/>
1865- </g>
1866- </g>
1867- <g class="com.sun.star.drawing.ClosedBezierShape">
1868- <g>
1869- <path fill="none" stroke="rgb(0,0,0)" d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653"/>
1870- </g>
1871- </g>
1872- <g class="com.sun.star.drawing.ClosedBezierShape">
1873- <g>
1874- <path fill="rgb(255,255,255)" stroke="none" d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653 Z"/>
1875- <path fill="none" stroke="rgb(0,0,0)" d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653"/>
1876- <g font-family="Ubuntu embedded" font-size="232px" font-style="normal" font-weight="700">
1877- <g fill="rgb(60,60,60)" stroke="none">
1878- <text x="318" y="483">S</text></g>
1879- </g>
1880- </g>
1881- </g>
1882- <g class="com.sun.star.drawing.ClosedBezierShape">
1883- <g>
1884- <path fill="rgb(255,255,255)" stroke="none" d="M 1098,653 L 1343,653 C 1350,653 1356,647 1356,640 L 1356,152 C 1356,145 1350,139 1343,139 L 853,139 C 846,139 840,145 840,152 L 840,640 C 840,647 846,653 853,653 L 1098,653 Z"/>
1885- <path fill="none" stroke="rgb(0,0,0)" d="M 1098,653 L 1343,653 C 1350,653 1356,647 1356,640 L 1356,152 C 1356,145 1350,139 1343,139 L 853,139 C 846,139 840,145 840,152 L 840,640 C 840,647 846,653 853,653 L 1098,653"/>
1886- <g font-family="Arial embedded" font-size="227px" font-style="normal" font-weight="700">
1887- <g fill="rgb(60,60,60)" stroke="none">
1888- <text x="1018" y="476">U</text></g>
1889- </g>
1890- </g>
1891- </g>
1892- <g class="com.sun.star.drawing.ClosedBezierShape">
1893- <g>
1894- <path fill="rgb(255,255,255)" stroke="none" d="M 1798,653 L 2043,653 C 2050,653 2056,647 2056,640 L 2056,152 C 2056,145 2050,139 2043,139 L 1553,139 C 1546,139 1540,145 1540,152 L 1540,640 C 1540,647 1546,653 1553,653 L 1798,653 Z"/>
1895- <path fill="none" stroke="rgb(0,0,0)" d="M 1798,653 L 2043,653 C 2050,653 2056,647 2056,640 L 2056,152 C 2056,145 2050,139 2043,139 L 1553,139 C 1546,139 1540,145 1540,152 L 1540,640 C 1540,647 1546,653 1553,653 L 1798,653"/>
1896- <g font-family="Ubuntu embedded" font-size="232px" font-style="normal" font-weight="700">
1897- <g fill="rgb(60,60,60)" stroke="none">
1898- <text x="1718" y="483">D</text></g>
1899- </g>
1900- </g>
1901- </g>
1902- <g class="com.sun.star.drawing.ClosedBezierShape">
1903- <g>
1904- <path fill="rgb(255,255,255)" stroke="none" d="M 1798,1353 L 2043,1353 C 2050,1353 2056,1347 2056,1340 L 2056,852 C 2056,845 2050,839 2043,839 L 1553,839 C 1546,839 1540,845 1540,852 L 1540,1340 C 1540,1347 1546,1353 1553,1353 L 1798,1353 Z"/>
1905- <path fill="none" stroke="rgb(0,0,0)" d="M 1798,1353 L 2043,1353 C 2050,1353 2056,1347 2056,1340 L 2056,852 C 2056,845 2050,839 2043,839 L 1553,839 C 1546,839 1540,845 1540,852 L 1540,1340 C 1540,1347 1546,1353 1553,1353 L 1798,1353"/>
1906- </g>
1907- </g>
1908- <g class="com.sun.star.drawing.ClosedBezierShape">
1909- <g>
1910- <path fill="rgb(255,255,255)" stroke="none" d="M 1798,2053 L 2043,2053 C 2050,2053 2056,2047 2056,2040 L 2056,1552 C 2056,1545 2050,1539 2043,1539 L 1553,1539 C 1546,1539 1540,1545 1540,1552 L 1540,2040 C 1540,2047 1546,2053 1553,2053 L 1798,2053 Z"/>
1911- <path fill="none" stroke="rgb(0,0,0)" d="M 1798,2053 L 2043,2053 C 2050,2053 2056,2047 2056,2040 L 2056,1552 C 2056,1545 2050,1539 2043,1539 L 1553,1539 C 1546,1539 1540,1545 1540,1552 L 1540,2040 C 1540,2047 1546,2053 1553,2053 L 1798,2053"/>
1912- <g font-family="Ubuntu embedded" font-size="232px" font-style="normal" font-weight="700">
1913- <g fill="rgb(60,60,60)" stroke="none">
1914- <text x="1718" y="1883">U</text></g>
1915- </g>
1916- </g>
1917- </g>
1918- <g class="com.sun.star.drawing.ClosedBezierShape">
1919- <g>
1920- <path fill="rgb(255,255,255)" stroke="none" d="M 1098,2053 L 1343,2053 C 1350,2053 1356,2047 1356,2040 L 1356,1552 C 1356,1545 1350,1539 1343,1539 L 853,1539 C 846,1539 840,1545 840,1552 L 840,2040 C 840,2047 846,2053 853,2053 L 1098,2053 Z"/>
1921- <path fill="none" stroke="rgb(0,0,0)" d="M 1098,2053 L 1343,2053 C 1350,2053 1356,2047 1356,2040 L 1356,1552 C 1356,1545 1350,1539 1343,1539 L 853,1539 C 846,1539 840,1545 840,1552 L 840,2040 C 840,2047 846,2053 853,2053 L 1098,2053"/>
1922- <g font-family="Ubuntu embedded" font-size="232px" font-style="normal" font-weight="700">
1923- <g fill="rgb(60,60,60)" stroke="none">
1924- <text x="1018" y="1883">K</text></g>
1925- </g>
1926- </g>
1927- </g>
1928- <g class="com.sun.star.drawing.ClosedBezierShape">
1929- <g>
1930- <path fill="rgb(255,255,255)" stroke="none" d="M 1098,1353 L 1343,1353 C 1350,1353 1356,1347 1356,1340 L 1356,852 C 1356,845 1350,839 1343,839 L 853,839 C 846,839 840,845 840,852 L 840,1340 C 840,1347 846,1353 853,1353 L 1098,1353 Z"/>
1931- <path fill="none" stroke="rgb(0,0,0)" d="M 1098,1353 L 1343,1353 C 1350,1353 1356,1347 1356,1340 L 1356,852 C 1356,845 1350,839 1343,839 L 853,839 C 846,839 840,845 840,852 L 840,1340 C 840,1347 846,1353 853,1353 L 1098,1353"/>
1932- </g>
1933- </g>
1934- <g class="com.sun.star.drawing.ClosedBezierShape">
1935- <g>
1936- <path fill="rgb(255,255,255)" stroke="none" d="M 398,1353 L 643,1353 C 650,1353 656,1347 656,1340 L 656,852 C 656,845 650,839 643,839 L 153,839 C 146,839 140,845 140,852 L 140,1340 C 140,1347 146,1353 153,1353 L 398,1353 Z"/>
1937- <path fill="none" stroke="rgb(0,0,0)" d="M 398,1353 L 643,1353 C 650,1353 656,1347 656,1340 L 656,852 C 656,845 650,839 643,839 L 153,839 C 146,839 140,845 140,852 L 140,1340 C 140,1347 146,1353 153,1353 L 398,1353"/>
1938- </g>
1939- </g>
1940- <g class="com.sun.star.drawing.ClosedBezierShape">
1941- <g>
1942- <path fill="rgb(255,255,255)" stroke="none" d="M 398,2053 L 643,2053 C 650,2053 656,2047 656,2040 L 656,1552 C 656,1545 650,1539 643,1539 L 153,1539 C 146,1539 140,1545 140,1552 L 140,2040 C 140,2047 146,2053 153,2053 L 398,2053 Z"/>
1943- <path fill="none" stroke="rgb(0,0,0)" d="M 398,2053 L 643,2053 C 650,2053 656,2047 656,2040 L 656,1552 C 656,1545 650,1539 643,1539 L 153,1539 C 146,1539 140,1545 140,1552 L 140,2040 C 140,2047 146,2053 153,2053 L 398,2053"/>
1944- <g font-family="Ubuntu embedded" font-size="232px" font-style="normal" font-weight="700">
1945- <g fill="rgb(60,60,60)" stroke="none">
1946- <text x="318" y="1883">O</text></g>
1947- </g>
1948- </g>
1949- </g>
1950- <g class="Graphic">
1951- <g>
1952- <image x="178" y="914" width="458" height="357" xlink:href="data:image/png;base64,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"/>
1953- </g>
1954- </g>
1955- <g class="Graphic">
1956- <g>
1957- <image x="879" y="914" width="458" height="357" xlink:href="data:image/png;base64,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"/>
1958- </g>
1959- </g>
1960- <g class="Graphic">
1961- <g>
1962- <image x="1580" y="914" width="458" height="357" xlink:href="data:image/png;base64,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"/>
1963+ <g
1964+ id="id1"
1965+ class="Slide"
1966+ visibility="visible"
1967+ clip-path="url(#presentation_clip_path)">
1968+ <g
1969+ class="com.sun.star.drawing.ClosedBezierShape"
1970+ id="g3466">
1971+ <g
1972+ id="g3468">
1973+ <path
1974+ fill="rgb(179,179,179)"
1975+ stroke="none"
1976+ d="M 1129,2258 L 2200,2258 C 2233,2258 2258,2233 2258,2202 L 2258,56 C 2258,25 2233,0 2200,0 L 58,0 C 25,0 0,25 0,56 L 0,2202 C 0,2233 25,2258 58,2258 L 1129,2258 Z"
1977+ id="path3470" />
1978+ <rect
1979+ fill="none"
1980+ stroke="none"
1981+ x="-1"
1982+ y="0"
1983+ width="2260"
1984+ height="2259"
1985+ id="rect3472" />
1986+ </g>
1987+ </g>
1988+ <g
1989+ class="com.sun.star.drawing.ClosedBezierShape"
1990+ id="g3474">
1991+ <g
1992+ id="g3476">
1993+ <path
1994+ fill="none"
1995+ stroke="rgb(0,0,0)"
1996+ d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653"
1997+ id="path3478" />
1998+ </g>
1999+ </g>
2000+ <g
2001+ class="com.sun.star.drawing.ClosedBezierShape"
2002+ id="g3480">
2003+ <g
2004+ id="g3482">
2005+ <path
2006+ fill="none"
2007+ stroke="rgb(0,0,0)"
2008+ d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653"
2009+ id="path3484" />
2010+ </g>
2011+ </g>
2012+ <g
2013+ class="com.sun.star.drawing.ClosedBezierShape"
2014+ id="g3486">
2015+ <g
2016+ id="g3488">
2017+ <path
2018+ fill="rgb(255,255,255)"
2019+ stroke="none"
2020+ d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653 Z"
2021+ id="path3490" />
2022+ <path
2023+ fill="none"
2024+ stroke="rgb(0,0,0)"
2025+ d="M 398,653 L 643,653 C 650,653 656,647 656,640 L 656,152 C 656,145 650,139 643,139 L 153,139 C 146,139 140,145 140,152 L 140,640 C 140,647 146,653 153,653 L 398,653"
2026+ id="path3492" />
2027+ <g
2028+ font-family="Ubuntu embedded"
2029+ font-size="232px"
2030+ font-style="normal"
2031+ font-weight="700"
2032+ id="g3494">
2033+ <g
2034+ fill="rgb(60,60,60)"
2035+ stroke="none"
2036+ id="g3496">
2037+ <text
2038+ x="318"
2039+ y="483"
2040+ id="text3498">S</text>
2041+</g>
2042+ </g>
2043+ </g>
2044+ </g>
2045+ <g
2046+ class="com.sun.star.drawing.ClosedBezierShape"
2047+ id="g3500">
2048+ <g
2049+ id="g3502">
2050+ <path
2051+ fill="rgb(255,255,255)"
2052+ stroke="none"
2053+ d="M 1098,653 L 1343,653 C 1350,653 1356,647 1356,640 L 1356,152 C 1356,145 1350,139 1343,139 L 853,139 C 846,139 840,145 840,152 L 840,640 C 840,647 846,653 853,653 L 1098,653 Z"
2054+ id="path3504" />
2055+ <path
2056+ fill="none"
2057+ stroke="rgb(0,0,0)"
2058+ d="M 1098,653 L 1343,653 C 1350,653 1356,647 1356,640 L 1356,152 C 1356,145 1350,139 1343,139 L 853,139 C 846,139 840,145 840,152 L 840,640 C 840,647 846,653 853,653 L 1098,653"
2059+ id="path3506" />
2060+ <g
2061+ font-family="Arial embedded"
2062+ font-size="227px"
2063+ font-style="normal"
2064+ font-weight="700"
2065+ id="g3508">
2066+ <g
2067+ fill="rgb(60,60,60)"
2068+ stroke="none"
2069+ id="g3510">
2070+ <text
2071+ x="1018"
2072+ y="476"
2073+ id="text3512">U</text>
2074+</g>
2075+ </g>
2076+ </g>
2077+ </g>
2078+ <g
2079+ class="com.sun.star.drawing.ClosedBezierShape"
2080+ id="g3514">
2081+ <g
2082+ id="g3516">
2083+ <path
2084+ fill="rgb(255,255,255)"
2085+ stroke="none"
2086+ d="M 1798,653 L 2043,653 C 2050,653 2056,647 2056,640 L 2056,152 C 2056,145 2050,139 2043,139 L 1553,139 C 1546,139 1540,145 1540,152 L 1540,640 C 1540,647 1546,653 1553,653 L 1798,653 Z"
2087+ id="path3518" />
2088+ <path
2089+ fill="none"
2090+ stroke="rgb(0,0,0)"
2091+ d="M 1798,653 L 2043,653 C 2050,653 2056,647 2056,640 L 2056,152 C 2056,145 2050,139 2043,139 L 1553,139 C 1546,139 1540,145 1540,152 L 1540,640 C 1540,647 1546,653 1553,653 L 1798,653"
2092+ id="path3520" />
2093+ <g
2094+ font-family="Ubuntu embedded"
2095+ font-size="232px"
2096+ font-style="normal"
2097+ font-weight="700"
2098+ id="g3522">
2099+ <g
2100+ fill="rgb(60,60,60)"
2101+ stroke="none"
2102+ id="g3524">
2103+ <text
2104+ x="1718"
2105+ y="483"
2106+ id="text3526">D</text>
2107+</g>
2108+ </g>
2109+ </g>
2110+ </g>
2111+ <g
2112+ class="com.sun.star.drawing.ClosedBezierShape"
2113+ id="g3528">
2114+ <g
2115+ id="g3530">
2116+ <path
2117+ fill="rgb(255,255,255)"
2118+ stroke="none"
2119+ d="M 1798,1353 L 2043,1353 C 2050,1353 2056,1347 2056,1340 L 2056,852 C 2056,845 2050,839 2043,839 L 1553,839 C 1546,839 1540,845 1540,852 L 1540,1340 C 1540,1347 1546,1353 1553,1353 L 1798,1353 Z"
2120+ id="path3532" />
2121+ <path
2122+ fill="none"
2123+ stroke="rgb(0,0,0)"
2124+ d="M 1798,1353 L 2043,1353 C 2050,1353 2056,1347 2056,1340 L 2056,852 C 2056,845 2050,839 2043,839 L 1553,839 C 1546,839 1540,845 1540,852 L 1540,1340 C 1540,1347 1546,1353 1553,1353 L 1798,1353"
2125+ id="path3534" />
2126+ </g>
2127+ </g>
2128+ <g
2129+ class="com.sun.star.drawing.ClosedBezierShape"
2130+ id="g3536">
2131+ <g
2132+ id="g3538">
2133+ <path
2134+ fill="rgb(255,255,255)"
2135+ stroke="none"
2136+ d="M 1798,2053 L 2043,2053 C 2050,2053 2056,2047 2056,2040 L 2056,1552 C 2056,1545 2050,1539 2043,1539 L 1553,1539 C 1546,1539 1540,1545 1540,1552 L 1540,2040 C 1540,2047 1546,2053 1553,2053 L 1798,2053 Z"
2137+ id="path3540" />
2138+ <path
2139+ fill="none"
2140+ stroke="rgb(0,0,0)"
2141+ d="M 1798,2053 L 2043,2053 C 2050,2053 2056,2047 2056,2040 L 2056,1552 C 2056,1545 2050,1539 2043,1539 L 1553,1539 C 1546,1539 1540,1545 1540,1552 L 1540,2040 C 1540,2047 1546,2053 1553,2053 L 1798,2053"
2142+ id="path3542" />
2143+ <g
2144+ font-family="Ubuntu embedded"
2145+ font-size="232px"
2146+ font-style="normal"
2147+ font-weight="700"
2148+ id="g3544">
2149+ <g
2150+ fill="rgb(60,60,60)"
2151+ stroke="none"
2152+ id="g3546">
2153+ <text
2154+ x="1718"
2155+ y="1883"
2156+ id="text3548">U</text>
2157+</g>
2158+ </g>
2159+ </g>
2160+ </g>
2161+ <g
2162+ class="com.sun.star.drawing.ClosedBezierShape"
2163+ id="g3550">
2164+ <g
2165+ id="g3552">
2166+ <path
2167+ fill="rgb(255,255,255)"
2168+ stroke="none"
2169+ d="M 1098,2053 L 1343,2053 C 1350,2053 1356,2047 1356,2040 L 1356,1552 C 1356,1545 1350,1539 1343,1539 L 853,1539 C 846,1539 840,1545 840,1552 L 840,2040 C 840,2047 846,2053 853,2053 L 1098,2053 Z"
2170+ id="path3554" />
2171+ <path
2172+ fill="none"
2173+ stroke="rgb(0,0,0)"
2174+ d="M 1098,2053 L 1343,2053 C 1350,2053 1356,2047 1356,2040 L 1356,1552 C 1356,1545 1350,1539 1343,1539 L 853,1539 C 846,1539 840,1545 840,1552 L 840,2040 C 840,2047 846,2053 853,2053 L 1098,2053"
2175+ id="path3556" />
2176+ <g
2177+ font-family="Ubuntu embedded"
2178+ font-size="232px"
2179+ font-style="normal"
2180+ font-weight="700"
2181+ id="g3558">
2182+ <g
2183+ fill="rgb(60,60,60)"
2184+ stroke="none"
2185+ id="g3560">
2186+ <text
2187+ x="1018"
2188+ y="1883"
2189+ id="text3562">K</text>
2190+</g>
2191+ </g>
2192+ </g>
2193+ </g>
2194+ <g
2195+ class="com.sun.star.drawing.ClosedBezierShape"
2196+ id="g3564">
2197+ <g
2198+ id="g3566">
2199+ <path
2200+ fill="rgb(255,255,255)"
2201+ stroke="none"
2202+ d="M 1098,1353 L 1343,1353 C 1350,1353 1356,1347 1356,1340 L 1356,852 C 1356,845 1350,839 1343,839 L 853,839 C 846,839 840,845 840,852 L 840,1340 C 840,1347 846,1353 853,1353 L 1098,1353 Z"
2203+ id="path3568" />
2204+ <path
2205+ fill="none"
2206+ stroke="rgb(0,0,0)"
2207+ d="M 1098,1353 L 1343,1353 C 1350,1353 1356,1347 1356,1340 L 1356,852 C 1356,845 1350,839 1343,839 L 853,839 C 846,839 840,845 840,852 L 840,1340 C 840,1347 846,1353 853,1353 L 1098,1353"
2208+ id="path3570" />
2209+ </g>
2210+ </g>
2211+ <g
2212+ class="com.sun.star.drawing.ClosedBezierShape"
2213+ id="g3572">
2214+ <g
2215+ id="g3574">
2216+ <path
2217+ fill="rgb(255,255,255)"
2218+ stroke="none"
2219+ d="M 398,1353 L 643,1353 C 650,1353 656,1347 656,1340 L 656,852 C 656,845 650,839 643,839 L 153,839 C 146,839 140,845 140,852 L 140,1340 C 140,1347 146,1353 153,1353 L 398,1353 Z"
2220+ id="path3576" />
2221+ <path
2222+ fill="none"
2223+ stroke="rgb(0,0,0)"
2224+ d="M 398,1353 L 643,1353 C 650,1353 656,1347 656,1340 L 656,852 C 656,845 650,839 643,839 L 153,839 C 146,839 140,845 140,852 L 140,1340 C 140,1347 146,1353 153,1353 L 398,1353"
2225+ id="path3578" />
2226+ </g>
2227+ </g>
2228+ <g
2229+ class="com.sun.star.drawing.ClosedBezierShape"
2230+ id="g3580">
2231+ <g
2232+ id="g3582">
2233+ <path
2234+ fill="rgb(255,255,255)"
2235+ stroke="none"
2236+ d="M 398,2053 L 643,2053 C 650,2053 656,2047 656,2040 L 656,1552 C 656,1545 650,1539 643,1539 L 153,1539 C 146,1539 140,1545 140,1552 L 140,2040 C 140,2047 146,2053 153,2053 L 398,2053 Z"
2237+ id="path3584" />
2238+ <path
2239+ fill="none"
2240+ stroke="rgb(0,0,0)"
2241+ d="M 398,2053 L 643,2053 C 650,2053 656,2047 656,2040 L 656,1552 C 656,1545 650,1539 643,1539 L 153,1539 C 146,1539 140,1545 140,1552 L 140,2040 C 140,2047 146,2053 153,2053 L 398,2053"
2242+ id="path3586" />
2243+ <g
2244+ font-family="Ubuntu embedded"
2245+ font-size="232px"
2246+ font-style="normal"
2247+ font-weight="700"
2248+ id="g3588">
2249+ <g
2250+ fill="rgb(60,60,60)"
2251+ stroke="none"
2252+ id="g3590">
2253+ <text
2254+ x="318"
2255+ y="1883"
2256+ id="text3592">O</text>
2257+</g>
2258+ </g>
2259+ </g>
2260+ </g>
2261+ <g
2262+ class="Graphic"
2263+ id="g3594"
2264+ transform="translate(-10,0)">
2265+ <g
2266+ id="g3596">
2267+ <image
2268+ x="178"
2269+ y="914"
2270+ width="458"
2271+ height="357"
2272+ xlink:href="data:image/png;base64,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"
2273+ id="image3598" />
2274+ </g>
2275+ </g>
2276+ <g
2277+ class="Graphic"
2278+ id="g3600"
2279+ transform="translate(-10,0)">
2280+ <g
2281+ id="g3602">
2282+ <image
2283+ x="879"
2284+ y="914"
2285+ width="458"
2286+ height="357"
2287+ xlink:href="data:image/png;base64,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"
2288+ id="image3604" />
2289+ </g>
2290+ </g>
2291+ <g
2292+ class="Graphic"
2293+ id="g3606"
2294+ transform="translate(-12,0)">
2295+ <g
2296+ id="g3608">
2297+ <image
2298+ x="1580"
2299+ y="914"
2300+ width="458"
2301+ height="357"
2302+ xlink:href="data:image/png;base64,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"
2303+ id="image3610" />
2304 </g>
2305 </g>
2306 </g>
2307
2308=== added directory 'js'
2309=== added file 'js/SudokuCU.js'
2310--- js/SudokuCU.js 1970-01-01 00:00:00 +0000
2311+++ js/SudokuCU.js 2013-07-02 09:37:35 +0000
2312@@ -0,0 +1,271 @@
2313+/**
2314+ * Sudoku generator + Sudoku grid classes
2315+ *
2316+ * Based on work by @author Jani Hartikainen <firstname at codeutopia net>
2317+ */
2318+
2319+function deepCopy(obj) {
2320+ if (Object.prototype.toString.call(obj) === '[object Array]') {
2321+ var out = [], i = 0, len = obj.length;
2322+ for ( ; i < len; i++ ) {
2323+ out[i] = arguments.callee(obj[i]);
2324+ }
2325+ return out;
2326+ }
2327+ if (typeof obj === 'object') {
2328+ var out = {}, i;
2329+ for ( i in obj ) {
2330+ out[i] = arguments.callee(obj[i]);
2331+ }
2332+ return out;
2333+ }
2334+ return obj;
2335+}
2336+
2337+if(!CU)
2338+ var CU = { };
2339+
2340+CU.Sudoku = {
2341+ /**
2342+ * Generate a CU.sudoku.Grid
2343+ * @return CU.sudoku.Grid a new random sudoku puzzle
2344+ */
2345+ generate: function() {
2346+ var grid = new CU.sudoku.Grid();
2347+
2348+ //We need to keep track of all numbers tried in every cell
2349+ var cellNumbers = [];
2350+ for(var i = 0; i < 81; i++)
2351+ {
2352+ cellNumbers[i] = [1,2,3,4,5,6,7,8,9];
2353+ }
2354+
2355+ for(var i = 0; i < 81; i++)
2356+ {
2357+ var found = false;
2358+ var row = Math.floor(i / 9);
2359+ var col = i - (row * 9);
2360+
2361+ while(cellNumbers[i].length > 0)
2362+ {
2363+ //Pick a random number to try
2364+ var rnd = Math.floor(Math.random() * cellNumbers[i].length);
2365+ var num = cellNumbers[i].splice(rnd, 1)[0];
2366+
2367+ grid.setValue(col, row, num);
2368+
2369+ if(!grid.cellConflicts(col, row))
2370+ {
2371+ found = true;
2372+ break;
2373+ }
2374+ else
2375+ {
2376+ grid.setValue(col, row, 0);
2377+ found = false;
2378+ continue;
2379+ }
2380+ }
2381+
2382+ //If a possible number was not found, backtrack
2383+ if(!found)
2384+ {
2385+ //After backtracking we can try all numbers here again
2386+ cellNumbers[i] = [1,2,3,4,5,6,7,8,9];
2387+
2388+ //Reduce by two, since the loop increments by one
2389+ i -= 2;
2390+ }
2391+ }
2392+
2393+ return grid;
2394+ },
2395+
2396+ /**
2397+ * Clear N cells from the sudoku grid randomly
2398+ * @param {CU.sudoku.Grid} grid
2399+ * @param {Number} amount
2400+ */
2401+ cull: function(grid, amount) {
2402+ var cells = [];
2403+ for(var i = 0; i < 81; i++)
2404+ cells.push(i);
2405+
2406+ for(var i = 0; i < amount; i++)
2407+ {
2408+ var rnd = Math.floor(Math.random() * cells.length);
2409+ var value = cells.splice(rnd, 1);
2410+ var row = Math.floor(value / 9);
2411+ var col = value - (row * 9);
2412+
2413+ grid.setValue(col, row, 0);
2414+ }
2415+ }
2416+};
2417+
2418+CU.sudoku = { };
2419+
2420+/**
2421+ * A class for representing sudoku puzzle grids
2422+ * @constructor
2423+ */
2424+CU.sudoku.Grid = function() {
2425+ this.rows = [];
2426+ for(var row = 0; row < 9; row++)
2427+ {
2428+ var cols = [];
2429+ for(var col = 0; col < 9; col++)
2430+ cols[col] = 0;
2431+
2432+ this.rows[row] = cols;
2433+ }
2434+};
2435+
2436+CU.sudoku.Grid.prototype = {
2437+ rows: [],
2438+
2439+ /**
2440+ * Return value of a col,row in the grid
2441+ * @method
2442+ * @param {Number} col
2443+ * @param {Number} row
2444+ * @return {Number} 0 to 9, 0 meaning empty
2445+ */
2446+ getValue: function(col, row) {
2447+ return this.rows[row][col];
2448+ },
2449+
2450+ /**
2451+ * Set value of col,row in the grid.
2452+ * @method
2453+ * @param {Number} column
2454+ * @param {Number} row
2455+ * @param {Number} value 0 to 9, 0 meaning empty
2456+ */
2457+ setValue: function(column, row, value) {
2458+ this.rows[row][column] = value;
2459+ },
2460+
2461+ /**
2462+ * Does a specific cell conflict with another?
2463+ * @method
2464+ * @param {Number} column
2465+ * @param {Number} row
2466+ * @return {Boolean}
2467+ */
2468+ cellConflicts: function(column, row) {
2469+ var value = this.rows[row][column];
2470+
2471+ if(value == 0)
2472+ return false;
2473+
2474+ for(var i = 0; i < 9; i++)
2475+ {
2476+ if(i != row && this.rows[i][column] == value)
2477+ {
2478+ return true;
2479+ }
2480+
2481+ if(i != column && this.rows[row][i] == value)
2482+ {
2483+ return true;
2484+ }
2485+ }
2486+
2487+ //At this point, everything else is checked as valid except the 3x3 grid
2488+ return !this._miniGridValid(column, row);
2489+ },
2490+
2491+ /**
2492+ * Checks if the inner 3x3 grid a cell resides in is valid
2493+ * @method
2494+ * @private
2495+ * @param {Number} column
2496+ * @param {Number} row
2497+ * @return {Boolean}
2498+ */
2499+ _miniGridValid: function(column, row) {
2500+ //Determine 3x3 grid position
2501+ var mgX = Math.floor(column / 3);
2502+ var mgY = Math.floor(row / 3);
2503+
2504+ var startCol = mgX * 3;
2505+ var startRow = mgY * 3;
2506+
2507+ var endCol = (mgX + 1) * 3;
2508+ var endRow = (mgY + 1) * 3;
2509+
2510+ var numbers = [];
2511+ for(var r = startRow; r < endRow; r++)
2512+ {
2513+ for(var c = startCol; c < endCol; c++)
2514+ {
2515+ var value = this.rows[r][c];
2516+ if(value == 0)
2517+ continue;
2518+
2519+ //if(App.Utils.arrayContains(numbers, value))
2520+ // return false;
2521+ if (numbers.indexOf(value) != -1)
2522+ return false;
2523+
2524+ numbers.push(value);
2525+ }
2526+ }
2527+
2528+ return true;
2529+ },
2530+
2531+ /**
2532+ * Return a string representation of the grid.
2533+ * @method
2534+ * @return {String}
2535+ */
2536+ toString: function() {
2537+ var str = '';
2538+ for(var i = 0; i < 9; i++)
2539+ {
2540+ str += this.rows[i].join(' ') + "\r\n";
2541+ }
2542+
2543+ return str;
2544+ },
2545+
2546+ /**
2547+ * Return the puzzle as an array, for example for saving
2548+ * @method
2549+ * @return {Array}
2550+ */
2551+ toArray: function() {
2552+ var cells = [];
2553+ for(var row = 0; row < 9; row++)
2554+ {
2555+ for(var col = 0; col < 9; col++)
2556+ cells.push(this.rows[row][col]);
2557+ }
2558+
2559+ return cells;
2560+ },
2561+
2562+ /**
2563+ * Fill the puzzle from an array
2564+ * @method
2565+ * @param {Array} cells
2566+ * @return {CU.sudoku.Grid}
2567+ */
2568+ fromArray: function(cells) {
2569+ if(cells.length != 81)
2570+ throw new Error('Array length is not 81');
2571+
2572+ for(var i = 0; i < 81; i++)
2573+ {
2574+ var row = Math.floor(i / 9);
2575+ var col = i - (row * 9);
2576+
2577+ this.rows[row][col] = cells[i];
2578+ }
2579+
2580+ return this;
2581+ }
2582+
2583+};
2584
2585=== added file 'js/localStorage.js'
2586--- js/localStorage.js 1970-01-01 00:00:00 +0000
2587+++ js/localStorage.js 2013-07-02 09:37:35 +0000
2588@@ -0,0 +1,54 @@
2589+// Database operations file. Borrowed from
2590+// UbuntuPhoneRedditApp
2591+
2592+function getDatabase() {
2593+ return LocalStorage.openDatabaseSync("SudokuTouch", "1.0", "StorageDatabase", 1000000);
2594+}
2595+
2596+function initialize() {
2597+ var db = getDatabase();
2598+ db.transaction(
2599+ function(tx) {
2600+ // Create the settings table if it doesn't already exist
2601+ // If the table exists, this is skipped
2602+ tx.executeSql('CREATE TABLE IF NOT EXISTS settings(setting TEXT UNIQUE, value TEXT)');
2603+ // tx.executeSql('DELETE TABLE settings');
2604+ });
2605+}
2606+function setSetting(setting, value) {
2607+ // setting: string representing the setting name (eg: “username”)
2608+ // value: string representing the value of the setting (eg: “myUsername”)
2609+ var db = getDatabase();
2610+ var res = "";
2611+ db.transaction(function(tx) {
2612+ var rs = tx.executeSql('INSERT OR REPLACE INTO settings VALUES (?,?);', [setting,value]);
2613+ //console.log(rs.rowsAffected)
2614+ if (rs.rowsAffected > 0) {
2615+ res = "OK";
2616+ } else {
2617+ res = "Error";
2618+ }
2619+ }
2620+ );
2621+ // The function returns “OK” if it was successful, or “Error” if it wasn't
2622+ return res;
2623+}
2624+
2625+// This function is used to retrieve a setting from the database
2626+function getSetting(setting) {
2627+ var db = getDatabase();
2628+ var res="";
2629+
2630+ db.transaction(function(tx) {
2631+ var rs = tx.executeSql('SELECT value FROM settings WHERE setting=?;', [setting]);
2632+ if (rs.rows.length > 0) {
2633+ res = rs.rows.item(0).value;
2634+ } else {
2635+ res = "Unknown";
2636+ }
2637+ })
2638+
2639+ // The function returns “Unknown” if the setting was not found in the database
2640+ // For more advanced projects, this should probably be handled through error codes
2641+ return res
2642+}
2643
2644=== removed file 'localStorage.js'
2645--- localStorage.js 2013-02-26 01:05:17 +0000
2646+++ localStorage.js 1970-01-01 00:00:00 +0000
2647@@ -1,54 +0,0 @@
2648-// Database operations file. Borrowed from
2649-// UbuntuPhoneRedditApp
2650-
2651-function getDatabase() {
2652- return LocalStorage.openDatabaseSync("SudokuTouch", "1.0", "StorageDatabase", 1000000);
2653-}
2654-
2655-function initialize() {
2656- var db = getDatabase();
2657- db.transaction(
2658- function(tx) {
2659- // Create the settings table if it doesn't already exist
2660- // If the table exists, this is skipped
2661- tx.executeSql('CREATE TABLE IF NOT EXISTS settings(setting TEXT UNIQUE, value TEXT)');
2662- // tx.executeSql('DELETE TABLE settings');
2663- });
2664-}
2665-function setSetting(setting, value) {
2666- // setting: string representing the setting name (eg: “username”)
2667- // value: string representing the value of the setting (eg: “myUsername”)
2668- var db = getDatabase();
2669- var res = "";
2670- db.transaction(function(tx) {
2671- var rs = tx.executeSql('INSERT OR REPLACE INTO settings VALUES (?,?);', [setting,value]);
2672- //console.log(rs.rowsAffected)
2673- if (rs.rowsAffected > 0) {
2674- res = "OK";
2675- } else {
2676- res = "Error";
2677- }
2678- }
2679- );
2680- // The function returns “OK” if it was successful, or “Error” if it wasn't
2681- return res;
2682-}
2683-
2684-// This function is used to retrieve a setting from the database
2685-function getSetting(setting) {
2686- var db = getDatabase();
2687- var res="";
2688-
2689- db.transaction(function(tx) {
2690- var rs = tx.executeSql('SELECT value FROM settings WHERE setting=?;', [setting]);
2691- if (rs.rows.length > 0) {
2692- res = rs.rows.item(0).value;
2693- } else {
2694- res = "Unknown";
2695- }
2696- })
2697-
2698- // The function returns “Unknown” if the setting was not found in the database
2699- // For more advanced projects, this should probably be handled through error codes
2700- return res
2701-}
2702
2703=== modified file 'sudoku-app.qml'
2704--- sudoku-app.qml 2013-06-21 08:24:10 +0000
2705+++ sudoku-app.qml 2013-07-02 09:37:35 +0000
2706@@ -2,7 +2,8 @@
2707 import Ubuntu.Components 0.1
2708 import Ubuntu.Components.ListItems 0.1 as ListItem
2709 import QtQuick.LocalStorage 2.0
2710-import "localStorage.js" as Settings
2711+import "js/localStorage.js" as Settings
2712+import "components"
2713
2714 MainView {
2715 id: mainView
2716@@ -189,20 +190,25 @@
2717 text: i18n.tr("Show hint");
2718 enabled: disableHints.checked;
2719 onTriggered: {
2720- sudokuBlocksGrid.revealHint();
2721- sudokuBlocksGrid.checkIfCheating = true;
2722- if (sudokuBlocksGrid.checkIfGameFinished()) {
2723- gameFinishedRectangle.visible = true;
2724- gameFinishedText.text = i18n.tr("You are a cheat...");
2725- winTimer.restart();
2726+ if(enabled)
2727+ {
2728+ sudokuBlocksGrid.revealHint();
2729+ sudokuBlocksGrid.checkIfCheating = true;
2730+ if (sudokuBlocksGrid.checkIfGameFinished()) {
2731+ gameFinishedRectangle.visible = true;
2732+ gameFinishedText.text = i18n.tr("You are a cheat...");
2733+ winTimer.restart();
2734+ }
2735 }
2736 }
2737 }
2738+ /*
2739 Action {
2740 iconSource: Qt.resolvedUrl("icons/close.svg")
2741 text: i18n.tr("Close");
2742 onTriggered: Qt.quit()
2743 }
2744+ */
2745 }
2746
2747 Column {
2748@@ -230,6 +236,7 @@
2749
2750 title: i18n.tr("Settings")
2751 page: Page {
2752+ /*
2753 tools: ToolbarActions {
2754
2755 Action {
2756@@ -238,22 +245,21 @@
2757 onTriggered: Qt.quit()
2758 }
2759 }
2760+ */
2761 Column {
2762 id: mainColumnSettings;
2763 //width: settingsTab.width;
2764 //height: settingsTab.height;
2765 anchors.fill: parent
2766 //anchors.horizontalCenter: parent.horizontalCenter;
2767- spacing: units.gu(5)
2768+ spacing: units.gu(1)
2769
2770 ListItem.Header {
2771- text: i18n.tr("Sudoku settings")
2772+ text: i18n.tr("Sudoku settings")
2773 }
2774
2775 ListItem.ValueSelector {
2776 id: difficultySelector
2777- anchors.top: parent.top
2778- anchors.topMargin: units.gu(5)
2779 text: i18n.tr("Difficulty")
2780 values: [i18n.tr("Easy"), i18n.tr("Moderate"), i18n.tr("Hard"), i18n.tr("Ultra Hard")]
2781 onSelectedIndexChanged: {
2782@@ -289,8 +295,6 @@
2783 }
2784 ListItem.ValueSelector {
2785 id: themeSelector
2786- anchors.top: difficultySelector.bottom
2787- //anchors.topMargin: units.gu(1)
2788 text: i18n.tr("Theme")
2789 values: ["UbuntuColours", "Simple"]
2790 onSelectedIndexChanged: {
2791@@ -311,35 +315,21 @@
2792 }
2793 }
2794 }
2795- Row {
2796- id: disableHintsRow
2797- anchors.top: themeSelector.bottom
2798- anchors.topMargin: units.gu(2)
2799- anchors.leftMargin: units.dp(20)
2800- anchors.left: themeSelector.left;
2801- spacing: units.gu(2)
2802- width: parent.width
2803- Label {
2804- id: disableHintsText
2805- anchors.left: parent.left
2806- //anchors.leftMargin: units.dp()
2807- text: "Enable hints"
2808- //fontSize: "medium";
2809- }
2810- Switch {
2811- id: disableHints
2812- checked: disableHintsChecked
2813- //anchors.right: mainColumnSettings.right;
2814- //anchors.rightMargin: units.gu(2)
2815- x: parent.width - disableHints.width - units.gu(1) - units.dp(20);
2816- anchors.verticalCenter: disableHintsText.verticalCenter;
2817- //anchors.verticalCenter: disableHintsText.verticalCenter
2818- onCheckedChanged: {
2819- var result = Settings.setSetting("DisableHints", checked ? "true":"false");
2820- print(result);
2821- }
2822- }
2823- }
2824+
2825+ ListItem.Standard {
2826+ text: i18n.tr("Enable hints")
2827+ width: parent.width
2828+ control: Switch {
2829+ id: disableHints
2830+ anchors.horizontalCenter: parent.horizontalCenter
2831+ anchors.verticalCenter: parent.verticalCenter
2832+ checked: disableHintsChecked
2833+ onCheckedChanged: {
2834+ var result = Settings.setSetting("DisableHints", checked ? "true":"false");
2835+ print(result);
2836+ }
2837+ }
2838+ }
2839 }
2840 }
2841
2842@@ -350,14 +340,18 @@
2843 objectName: "aboutTab"
2844 title: i18n.tr("About")
2845 page: Page {
2846+ /*
2847 tools: ToolbarActions {
2848
2849+
2850 Action {
2851 iconSource: Qt.resolvedUrl("icons/close.svg");
2852 text: i18n.tr("Close");
2853 onTriggered: Qt.quit()
2854 }
2855+
2856 }
2857+ */
2858 Column {
2859 id: aboutColumn;
2860 spacing: 5;

Subscribers

People subscribed via source and target branches