Binary code hi kan hmu fo tawh in ka ring. 010010101010101001101011 bial leh pakhat inpawlh thui deuh deuh
inziak hi ania. a chhiar dan thiam chuan a phen a message hi a chhiar theih vek ani. Heihi Computer ah
hian hman vek ani.
A chhiar dan kan zir ang:
Binary code hi dinglam atanga chhiar zel tur ani entirnan 10101 hi lo ni ta se
a hmasaber hian 1 a represent a, a dawttu hian 2 a dawt lehin 4 adawt lehin 8 adawt lehin 16 chutiang zelin
a let zel a belh tur ani.
A hmasaberin 1 a tluk a, mahse a hmasaber ah 0 i dah a a dawt a 1 i dah chuan a tirah 2 i duh tihna anih chu
entirnan - - - 1 0
binary form ah 8 i represent duh a, slot hmasaberah 1 i duhlo a, adawtah pawh 2 i duhlo a, adawtah pawh 4 i
duhloh chuan heti hian i ziak ang 1 0 0 0
a veilam a 0 awm hi a pawimawhna a awm hranlo entirnan 0 0 0 1 0 0 0 (1000 = 0001000)
0 1 hi 1 nen a in ang reng anih chu.
100 = 4 ( 0 hmasaber hi 1 ania adawttu hi 2 ania dawttu hi 4 anih avangin)
000100 = 4 tho ani
100000 = 32 ( 0 tawpber atang hian chhiar tur ania ( 32 16 8 4 2 1 )
0010 = 2 ( 0 hnungber atanga chhiar tur ania 1 hnunglam a 0 hi engmah anilo ( - - 2 1 )
a chung a sawi ang hian a chiang in ka ring
Tunah binary code 2 a multiply loh chi kan sawi ang. a chung a mi khi 2 a multiply vek anih khi.
binary number total value hre tur chuan slot tin a a value kha belh tur ani.
Entirnan 3 hmu tur chuan 1 1 ziah tur ani.
A awmzia chuan kan sawi tawh ang khan a hmasaber hian 1 a represent a, adawttu in 2
(2+1 = 3)
Binary terms in 5 i lo ziak duh ta a, 1 0 1 tiin i ziak ang.
dinglam atanga chhiar zel tur : 4 2 1 a lo nia, 2 slot ah 0 kan hman avangin kan belh tel ve lovang.
Entirna dang: 0 0 1 0 1 1 hi dinglam atangin chhiar la,
1+2+4+8+16+32 = 11 a chhuak. ngatinge? 0 ho hi belh veloh tur ania han chhiar ve teh.
0+0+8+0+2+1 a lo nita a, a belhkhawm chu 11 eleven ani tihna anih chu.
Entirna:
11011 = 27 ( 16+8+0+2+1) Zero value hi belh ve loh tur.
110 = 6 ( 4+2+0) 4+2+1 tiin kan chhiar a, mahse 1 slot ah khian 0 kan hman avangin
kan belh tel velo ang.
010101 = 21 nangmahin han belh teh
10110 = 22 nangmahin han belh teh.
Binary code ASCII (text) a convert dan:
ASCII hi computer a letters, numbers leh symbols awm te ani a.
A hnuai ami hi binary text a message in thukru ania, entirnan:
0100100001100101011011000110110001101111
achunga entirna khi Binary 8 strings ania, a awmzia chu number khi 8 zelin kan dah hrang dawn ani.
dinglam atanga chhiar tur anih kha. kan dah hrang hnuah heti hian a lo awm anga:
01001000 01100101 01101100 01101100 01101111
01001000 = 72
01100101 = 101
01101100 = 108
01101100 = 108
01101111 = 111
digit 8 zel a kan dah hran hnuah kan belh khawm leh ta a,
a chung ami khi a lo chhuak ta ani.
ASCII table hmangin a message chu a chhiar theih a, mahse tunah chuan
awlsamtakin kan convert dawn ani.
I keyboard ah Numlock i hmet anga, chuan ALT hmet chung khan i number belhchhuah khi i hmet ang.
Entirnan: Alt hmet chungin numpad ah 72 i type chuan H a rawn chhuak ang.
Chutiang zelin adang i belh chhuah khi i type leh ang. Binary code atang khian hemi message hi
a rawn chhuak ta anih chu.
72 = H
101 = E
108 = L
108 = L
111 = O
Chuan Binary code 0100100001100101011011000110110001101111 hian a hidden message chu HELLO
a lo ni ta ani.
A hnuai ami hi nangmahin han ti ve teh le.
010000110110111101101110011001110111001001100001011101000111010101101100011000010111010001101001011011110110111001110011 00100001
HINT: A chung a code khi 8bite in i thliar hrang phot anga, chumi hnu ah i belhkhawm zel dawn nia.
inziak hi ania. a chhiar dan thiam chuan a phen a message hi a chhiar theih vek ani. Heihi Computer ah
hian hman vek ani.
A chhiar dan kan zir ang:
Binary code hi dinglam atanga chhiar zel tur ani entirnan 10101 hi lo ni ta se
a hmasaber hian 1 a represent a, a dawttu hian 2 a dawt lehin 4 adawt lehin 8 adawt lehin 16 chutiang zelin
a let zel a belh tur ani.
A hmasaberin 1 a tluk a, mahse a hmasaber ah 0 i dah a a dawt a 1 i dah chuan a tirah 2 i duh tihna anih chu
entirnan - - - 1 0
binary form ah 8 i represent duh a, slot hmasaberah 1 i duhlo a, adawtah pawh 2 i duhlo a, adawtah pawh 4 i
duhloh chuan heti hian i ziak ang 1 0 0 0
a veilam a 0 awm hi a pawimawhna a awm hranlo entirnan 0 0 0 1 0 0 0 (1000 = 0001000)
0 1 hi 1 nen a in ang reng anih chu.
100 = 4 ( 0 hmasaber hi 1 ania adawttu hi 2 ania dawttu hi 4 anih avangin)
000100 = 4 tho ani
100000 = 32 ( 0 tawpber atang hian chhiar tur ania ( 32 16 8 4 2 1 )
0010 = 2 ( 0 hnungber atanga chhiar tur ania 1 hnunglam a 0 hi engmah anilo ( - - 2 1 )
a chung a sawi ang hian a chiang in ka ring
Tunah binary code 2 a multiply loh chi kan sawi ang. a chung a mi khi 2 a multiply vek anih khi.
binary number total value hre tur chuan slot tin a a value kha belh tur ani.
Entirnan 3 hmu tur chuan 1 1 ziah tur ani.
A awmzia chuan kan sawi tawh ang khan a hmasaber hian 1 a represent a, adawttu in 2
(2+1 = 3)
Binary terms in 5 i lo ziak duh ta a, 1 0 1 tiin i ziak ang.
dinglam atanga chhiar zel tur : 4 2 1 a lo nia, 2 slot ah 0 kan hman avangin kan belh tel ve lovang.
Entirna dang: 0 0 1 0 1 1 hi dinglam atangin chhiar la,
1+2+4+8+16+32 = 11 a chhuak. ngatinge? 0 ho hi belh veloh tur ania han chhiar ve teh.
0+0+8+0+2+1 a lo nita a, a belhkhawm chu 11 eleven ani tihna anih chu.
Entirna:
11011 = 27 ( 16+8+0+2+1) Zero value hi belh ve loh tur.
110 = 6 ( 4+2+0) 4+2+1 tiin kan chhiar a, mahse 1 slot ah khian 0 kan hman avangin
kan belh tel velo ang.
010101 = 21 nangmahin han belh teh
10110 = 22 nangmahin han belh teh.
Binary code ASCII (text) a convert dan:
ASCII hi computer a letters, numbers leh symbols awm te ani a.
A hnuai ami hi binary text a message in thukru ania, entirnan:
0100100001100101011011000110110001101111
achunga entirna khi Binary 8 strings ania, a awmzia chu number khi 8 zelin kan dah hrang dawn ani.
dinglam atanga chhiar tur anih kha. kan dah hrang hnuah heti hian a lo awm anga:
01001000 01100101 01101100 01101100 01101111
01001000 = 72
01100101 = 101
01101100 = 108
01101100 = 108
01101111 = 111
digit 8 zel a kan dah hran hnuah kan belh khawm leh ta a,
a chung ami khi a lo chhuak ta ani.
ASCII table hmangin a message chu a chhiar theih a, mahse tunah chuan
awlsamtakin kan convert dawn ani.
I keyboard ah Numlock i hmet anga, chuan ALT hmet chung khan i number belhchhuah khi i hmet ang.
Entirnan: Alt hmet chungin numpad ah 72 i type chuan H a rawn chhuak ang.
Chutiang zelin adang i belh chhuah khi i type leh ang. Binary code atang khian hemi message hi
a rawn chhuak ta anih chu.
72 = H
101 = E
108 = L
108 = L
111 = O
Chuan Binary code 0100100001100101011011000110110001101111 hian a hidden message chu HELLO
a lo ni ta ani.
A hnuai ami hi nangmahin han ti ve teh le.
010000110110111101101110011001110111001001100001011101000111010101101100011000010111010001101001011011110110111001110011 00100001
HINT: A chung a code khi 8bite in i thliar hrang phot anga, chumi hnu ah i belhkhawm zel dawn nia.
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