1 00:00:00,000 --> 00:00:00,320 2 00:00:00,320 --> 00:00:02,520 >> , ORATOR I: Nunc ergo scribere quod pertinet ad fenestram, 3 00:00:02,520 --> 00:00:04,070 Vide arcum, et cursor mei. 4 00:00:04,070 --> 00:00:07,890 In particulari, nec a nigro instantiate circulus in screen, 5 00:00:07,890 --> 00:00:10,180 cursorem sequi exercere liceat. 6 00:00:10,180 --> 00:00:14,650 Si mus moveo sursum, deorsum, relictum nec ad dexteram, in sequentibus, per gyrum. 7 00:00:14,650 --> 00:00:20,630 >> Lorem ipsum dolor sit prima inter gevents.h, ut graphice habemus accessum ad res. 8 00:00:20,630 --> 00:00:25,060 Sit deinde etiam gobjects, ita ut accessum habemus ad 9 00:00:25,060 --> 00:00:26,480 quae quasi circulorum - 10 00:00:26,480 --> 00:00:28,890 immo ovals, ut puteus 'animadverto. 11 00:00:28,890 --> 00:00:32,560 Et tunc lets etiam gwindow.h, ita ut accessum habemus, 12 00:00:32,560 --> 00:00:34,090 a graphical ut dui. 13 00:00:34,090 --> 00:00:36,860 Inde est, quod declarare main in communi. 14 00:00:36,860 --> 00:00:39,460 Int main inane. 15 00:00:39,460 --> 00:00:43,090 Nunc ergo instantiate, vel creare, GWindow fenestra. 16 00:00:43,090 --> 00:00:45,390 Et feres varius tortor. 17 00:00:45,390 --> 00:00:47,890 NewGWindow recepit. 18 00:00:47,890 --> 00:00:53,380 Et restituet mihi aliquantulum CCCXX pixels per fenestram CCXL pixels. 19 00:00:53,380 --> 00:00:55,280 >> Modo ad instantiate ut circulus. 20 00:00:55,280 --> 00:00:58,160 Sed circulus fit ovali specialiter est. 21 00:00:58,160 --> 00:01:01,780 Ita fit, ut latus circulus altitudo eius aequalia sunt. 22 00:01:01,780 --> 00:01:04,599 Ita instantiate ovali est. 23 00:01:04,599 --> 00:01:05,770 GOval. 24 00:01:05,770 --> 00:01:07,950 Certe dici circulus, sed. 25 00:01:07,950 --> 00:01:11,160 Et quod suus 'iens impetro newGOval. 26 00:01:11,160 --> 00:01:14,340 Et ut certi sumus incipit in summitate sinistram 27 00:01:14,340 --> 00:01:17,050 angulo, cuius coordinatae 0, 0, quae est maxime diligendus. 28 00:01:17,050 --> 00:01:21,360 Et latitudinem per hoc global ab L ire L - 29 00:01:21,360 --> 00:01:23,700 hoc est, ita ut circulus. 30 00:01:23,700 --> 00:01:26,090 >> Nunc a dui, ut circulus. 31 00:01:26,090 --> 00:01:28,950 Sed tamen non addidit circulum in fenestra. 32 00:01:28,950 --> 00:01:32,000 Unde non oportet explicite. 33 00:01:32,000 --> 00:01:34,760 Nulla fenestra circuli. 34 00:01:34,760 --> 00:01:37,540 Per hoc autem quod subdit ut est illud. 35 00:01:37,540 --> 00:01:39,080 >> Nunc aliquid aeternum. 36 00:01:39,080 --> 00:01:42,520 Sit sedent infinita ansam veniat, mus, audiendo ad haec. 37 00:01:42,520 --> 00:01:45,270 Tunc enim me interrogo, non clicks, sed motus imperium. 38 00:01:45,270 --> 00:01:48,450 Et respondendum est ad eorum motus, movet circulus. 39 00:01:48,450 --> 00:01:49,630 Eat hic nobis. 40 00:01:49,630 --> 00:01:52,820 Dum est. 41 00:01:52,820 --> 00:01:56,710 Lets reprehendo cum eventus GEvent, ut id ipsum. 42 00:01:56,710 --> 00:01:59,580 GetNextEvent recepit. 43 00:01:59,580 --> 00:02:03,460 Capto et in specie mus autem res alii genus. 44 00:02:03,460 --> 00:02:07,250 Post hoc factum sit amet non aequatur nulla ut est 45 00:02:07,250 --> 00:02:08,650 Respondeo dicendum quod in actu est aliquid. 46 00:02:08,650 --> 00:02:11,890 47 00:02:11,890 --> 00:02:19,990 >> Sit deinde, si getEventType reprehendo, transiens in re pares, MOUSE_MOVED, 48 00:02:19,990 --> 00:02:23,180 quod speciali constans, enarrando Lorem Stanford vult, quod 49 00:02:23,180 --> 00:02:25,540 quod murem qui quidem motus. 50 00:02:25,540 --> 00:02:28,830 >> Et quod sit procedere, quae sequuntur. 51 00:02:28,830 --> 00:02:29,580 Ignis ante ipsum præcedet, duplici. 52 00:02:29,580 --> 00:02:31,050 X Et ego feres. 53 00:02:31,050 --> 00:02:35,470 Tunc enim me interrogo, ut addat, et reversus est in getX rei pretium. 54 00:02:35,470 --> 00:02:37,710 Aliis verbis, ut mihi ubi x ordinare, 55 00:02:37,710 --> 00:02:39,320 mus, ut motus est. 56 00:02:39,320 --> 00:02:44,480 Sed ut circulus aciem omnia summa cursor mei, nunc 57 00:02:44,480 --> 00:02:49,600 et latitudinem loci ad detrahendum off circulum dividitur per II. 58 00:02:49,600 --> 00:02:52,160 Id sit subtrahere eius radius. 59 00:02:52,160 --> 00:02:54,180 >> Nunc sit aliquid simile, y. 60 00:02:54,180 --> 00:02:57,840 Ego autem, ut fit, y coordinare id quod ex - 61 00:02:57,840 --> 00:02:59,930 idest motum mus - 62 00:02:59,930 --> 00:03:03,320 getWidth minus circuli. 63 00:03:03,320 --> 00:03:06,810 Faciam hoc et plena diameter est, non radius. 64 00:03:06,810 --> 00:03:13,650 Denique locus positum circulum esse, quod nova y x distingue. 65 00:03:13,650 --> 00:03:17,670 Quisque nisi nunc libellum, et hoc ipsum currere. 66 00:03:17,670 --> 00:03:19,710 >> Fac cursor. 67 00:03:19,710 --> 00:03:22,550 . / Cursor. 68 00:03:22,550 --> 00:03:25,410 Nihil quod est in circulo, summitate sinistram anguli. 69 00:03:25,410 --> 00:03:29,530 Sed qui me movere mus et per fenestram in circulo, si latches 70 00:03:29,530 --> 00:03:32,200 sicut expectatur in ea. 71 00:03:32,200 --> 00:03:33,490 Et revera. 72 00:03:33,490 --> 00:03:38,380 Et nota, quod in specie per gyrum cursorem est in summo, 73 00:03:38,380 --> 00:03:42,580 vertitur, quia math in quibus et nos diametrum 74 00:03:42,580 --> 00:03:43,830 eius radius. 75 00:03:43,830 --> 00:03:45,395