1 00:00:04,420 --> 00:00:07,221 ငါတုိ႔ဟာကမာၻဦးအစကုိေရာက္ေနတယ္လုိ႔စိတ္ကူးၾကည့္လုိက္ပါ 2 00:00:07,221 --> 00:00:09,468 အခု ေအာက္ပါ အခ်က္ေတြကုိ စဥ္းစားၾကည့္ရေအာင္ 3 00:00:09,468 --> 00:00:11,417 နာရီမပါဘဲနဲ႔ အခ်ိန္ေတြကုိ ဘယ္လုိ မွတ္သားခဲ့ၾကသလဲ 4 00:00:13,366 --> 00:00:15,315 နာရီေတြအားလံုးဟာ အခ်ိဳ႕ေသာ ထပ္တလဲလဲျဖစ္စဥ္ေတြကုိ အေျခခံပါတယ္ 5 00:00:15,315 --> 00:00:18,890 အဲဒီျဖစ္စဥ္ေတြဟာ အခ်ိန္စီးဆင္းမႈေတြကုိ တူညီတဲ့ အပုိင္းအျခားေတြအျဖစ္ စိတ္ျဖာေစပါတယ္ 6 00:00:18,890 --> 00:00:20,688 အဲဒီ ထပ္တလဲလဲျဖစ္စဥ္ေတြကုိ ရွာေဖြဖုိ႔အတြက္ 7 00:00:20,688 --> 00:00:22,918 ကာင္းကင္ဘံုနဲ႔ ရင္ဆုိင္ရပါမယ္ 8 00:00:22,918 --> 00:00:24,902 ေနဟာ တစ္ေန႔တစ္ခါ ထြက္ၿပီး ျပန္၀င္တယ္ 9 00:00:24,902 --> 00:00:26,184 ဆုိတဲ့အျဖစ္ဟာ ထင္ရွားပါတယ္ (ျဖစ္စဥ္) 10 00:00:26,184 --> 00:00:28,760 ဒါေပမယ့္ ရွည္ၾကာတဲ့ အခ်ိန္ေတြကုိ ေစာင့္ၾကည့္သိရွိဖုိ႔ဟာ 11 00:00:28,760 --> 00:00:30,811 ငါတုိ႔ဟာ ပုိရွည္တဲ့ ပံုမွန္ျဖစ္ပ်က္မႈ အစီအစဥ္ေတြကုိ ၾကည့္ရပါတယ္ 12 00:00:30,811 --> 00:00:32,512 အဲဒီအတြက္ ငါတုိ႔ လ ကုိ ၾကည့္ခဲ့ၾကတယ္ 13 00:00:32,512 --> 00:00:33,853 လဟာ တျဖည္းျဖည္းၾကီးလာတယ္လုိ႔ ထင္ရတယ္ 14 00:00:33,853 --> 00:00:35,028 ၿပီးေတာ့ ရက္ေတြၾကာလာတာနဲ႔ အမွ် ျပန္ေသးသြားတယ္လုိ႔ထင္ရတယ္ 15 00:00:36,203 --> 00:00:37,378 လျပည့္ေန႔ တစ္ခုနဲ႔ တစ္ခုၾကားက ရက္ေတြကုိ ေရတြက္ၾကည့္လုိက္တဲ့အခါ 16 00:00:38,178 --> 00:00:38,978 17 00:00:38,978 --> 00:00:40,910 နံပါတ္ ၂၉ ကုိ ေရာက္တာေပါ့ 18 00:00:40,910 --> 00:00:42,833 အဲဒါဟာ လတစ္လရဲ႕ မူလအစပဲ 19 00:00:42,833 --> 00:00:45,873 ဒါေပမယ့္ ၂၉ကုိ တူညီတဲ့ အပုိင္း၂ ပုိင္းခဲြဖုိ႔ ႀကိဳးစားမယ္ဆုိရင္ 20 00:00:45,873 --> 00:00:49,227 ဒုကၡမ်ားသြားမွာေပါ့။ အဲဒါ မျဖစ္ႏုိင္ပါဘူး။ 21 00:00:49,227 --> 00:00:51,676 ၂၉ ကုိ တူညီတဲ့ အပုိင္း ၂ပုိင္းခဲြဖုိ႔ တစ္ခုတည္းေသာ နည္းလမ္းကေတာ့ 22 00:00:51,676 --> 00:00:54,819 သူ႔ကုိ ၂၉ ခုျဖစ္ေအာင္ ခဲြလုိက္ဖုိ႔ပဲ 23 00:00:54,819 --> 00:00:57,102 ၂၉ ဟာ သုဒၶကိန္းျဖစ္တယ္ 24 00:00:57,102 --> 00:00:59,061 သူ႔ကုိ ခဲြလုိ႔ မရဘူးလုိ႔ စဥ္းစားလုိက္ပါ 25 00:00:59,061 --> 00:01:00,879 တကယ္လုိ႔ နံပါတ္တစ္ခုကုိ 26 00:01:00,879 --> 00:01:02,814 ၁ ထက္ႀကီးတဲ့ တူညီတဲ့ အပုိင္းေလးေတြ အျဖစ္ ခဲြလုိ႔ရမယ္ဆုိရင္ 27 00:01:02,814 --> 00:01:04,621 အဲဒါကုိ ေပါင္းစပ္ကိန္း လုိ႔ေခၚတယ္ 28 00:01:04,621 --> 00:01:06,608 အခု ငါတုိ႔ ေလ့လာမယ္ဆုိရင္ 29 00:01:06,608 --> 00:01:08,450 သုဒၶကိန္း ဘယ္ႏွစ္လံုးရွိမလဲ? 30 00:01:08,450 --> 00:01:10,398 သူတုိ႔ ဘယ္ေလာက္ႀကီးႀကီးရွိႏုိင္မလဲ? 31 00:01:10,398 --> 00:01:13,744 နံပါတ္အားလံုးကုိ ၂မ်ိဳးခဲြၾကည့္ၾကရေအာင္ 32 00:01:13,744 --> 00:01:15,611 သုဒၶကိန္းေတြကုိ ဘယ္ဘက္မွာထားမယ္ 33 00:01:15,611 --> 00:01:17,648 ေပါင္းစပ္ကိန္းေတြကုိ ညာဘက္မွာထားမယ္ 34 00:01:17,648 --> 00:01:20,379 အစေတာ့ ဟုိဘက္ ဒီဘက္ ခဲြရခက္ေနလိမ့္မယ္ 35 00:01:20,379 --> 00:01:23,017 ဒီမွာ ထင္ရွားတဲ့ ျဖစ္စဥ္မရွိဘူး 36 00:01:23,017 --> 00:01:24,439 ဒါေၾကာင့္ ေခတ္သစ္နည္းပညာသံုးၿပီး 37 00:01:24,439 --> 00:01:26,077 ပံုေဖာ္ၾကည့္ရေအာင္ 38 00:01:26,077 --> 00:01:29,047 Ulam spiral ကုိ သံုးၾကည့္မယ္ 39 00:01:29,047 --> 00:01:32,011 အရင္ဆံုး ျဖစ္ႏုိင္တဲ့ ဂဏန္းေတြအားလံုးကုိ အစဥ္အတုိင္း 40 00:01:32,011 --> 00:01:34,043 ခရုပတ္ထဲမွာ ထားမယ္ 41 00:01:34,043 --> 00:01:37,164 သုဒၶကိန္းေတြကုိ အျပာေရာင္ျခယ္လုိက္မယ္ 42 00:01:37,164 --> 00:01:41,290 ေနာက္ဆံုးမွာ ခ်ဲ႕ၾကည့္လုိက္ရင္ သန္းေပါင္းမ်ားစြာေသာဂဏန္းေတြကုိ ျမင္ရမယ္ 43 00:01:41,290 --> 00:01:42,860 အဲဒါ သုဒၶကိန္းျဖစ္စဥ္ပဲေပါ့ 44 00:01:42,860 --> 00:01:45,365 အဲဒီျဖစ္စဥ္ဟာ အျမဲတမ္းျဖစ္ေနတာပါ 45 00:01:45,365 --> 00:01:47,967 မယံုႏုိင္ေလာက္ေအာင္ပဲ ဒီျဖစ္စဥ္ တည္ေဆာက္ပံု တစ္ခုလံုးကုိ 46 00:01:47,967 --> 00:01:50,314 ဒီေန႔အထိ မေျဖရွင္းႏုိင္ေသးဘူး 47 00:01:50,314 --> 00:01:51,843 48 00:01:51,843 --> 00:01:52,987 49 00:01:52,987 --> 00:01:55,526 50 00:01:55,526 --> 00:01:58,183 51 00:01:58,183 --> 00:01:59,411 52 00:01:59,411 --> 00:02:02,607 53 00:02:02,607 --> 00:02:04,896 54 00:02:04,896 --> 00:02:07,078 55 00:02:07,078 --> 00:02:10,599 56 00:02:10,599 --> 00:02:12,921 57 00:02:12,921 --> 00:02:15,760 58 00:02:15,760 --> 00:02:17,148 59 00:02:17,148 --> 00:02:20,542 60 00:02:20,542 --> 00:02:23,317 61 00:02:23,317 --> 00:02:25,674 62 00:02:25,674 --> 00:02:28,037 63 00:02:28,037 --> 00:02:30,518 64 00:02:30,518 --> 00:02:33,354 65 00:02:33,354 --> 00:02:34,774 66 00:02:34,774 --> 00:02:37,675 67 00:02:37,675 --> 00:02:40,221 68 00:02:40,221 --> 00:02:41,996 69 00:02:41,996 --> 00:02:46,157 70 00:02:46,157 --> 00:02:48,032 71 00:02:48,032 --> 00:02:50,759 72 00:02:50,759 --> 00:02:52,013 73 00:02:52,013 --> 00:02:53,934 74 00:02:53,934 --> 00:02:55,501 75 00:02:55,501 --> 00:02:57,233 76 00:02:57,233 --> 00:02:59,763 77 00:02:59,763 --> 00:03:01,624 78 00:03:01,624 --> 00:03:05,811 79 00:03:05,811 --> 00:03:07,906 80 00:03:07,906 --> 00:03:10,714 81 00:03:10,714 --> 00:03:12,739 82 00:03:12,739 --> 00:03:13,780 83 00:03:13,780 --> 00:03:16,178 84 00:03:16,178 --> 00:03:20,158 85 00:03:20,158 --> 00:03:23,153 86 00:03:23,153 --> 00:03:24,887 87 00:03:24,887 --> 00:03:27,110 88 00:03:27,110 --> 00:03:28,792 89 00:03:28,792 --> 00:03:31,276 90 00:03:31,276 --> 00:03:34,046 91 00:03:34,046 --> 00:03:36,299 92 00:03:36,299 --> 00:03:38,017 93 00:03:38,033 --> 00:03:39,722 94 00:03:39,722 --> 00:03:42,054 95 00:03:42,054 --> 00:03:43,937 96 00:03:43,937 --> 00:03:47,889