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/home/hans/code/fdroid/data/tmp/com.Bisha.TI89EmuDonation_1133.apk vs.
/home/hans/code/fdroid/data/tmp/sigcp_com.Bisha.TI89EmuDonation_1133.apk
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16 ········​</​activity> 16 ········​</​activity>
17 ········​<activity·​android:​label="ROM·​Manager"·​android:​name="com.​graph89.​emulationcore.​RomManagerActivity"·​/​> 17 ········​<activity·​android:​label="ROM·​Manager"·​android:​name="com.​graph89.​emulationcore.​RomManagerActivity"·​/​>
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23 </​manifest> 22 </​manifest>
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  33 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  34 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  35 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13
  36 ····​(·​36,​·​36,​·​36)​·····​#·​rgb·​=·​(0x24,​0x24,​0x24)​·​grey14
  37 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  38 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  39 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  40 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  41 ····​(·​44,​·​44,​·​44)​·····​#·​rgb·​=·​(0x2c,​0x2c,​0x2c)​
14 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 42 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
15 ····​(149,​149,​149)​·····​#·​rgb·​=·​(0x95,​0x95,​0x95)​ 43 ····​(149,​149,​149)​·····​#·​rgb·​=·​(0x95,​0x95,​0x95)​
16 ····​(·​69,​·​69,​·​69)​·····​#·​rgb·​=·​(0x45,​0x45,​0x45)​·​grey27 44 ····​(·​69,​·​69,​·​69)​·····​#·​rgb·​=·​(0x45,​0x45,​0x45)​·​grey27
17 ····​(161,​161,​161)​·····​#·​rgb·​=·​(0xa1,​0xa1,​0xa1)​·​grey63 45 ····​(161,​161,​161)​·····​#·​rgb·​=·​(0xa1,​0xa1,​0xa1)​·​grey63
18 ····​(198,​198,​198)​·····​#·​rgb·​=·​(0xc6,​0xc6,​0xc6)​ 46 ····​(198,​198,​198)​·····​#·​rgb·​=·​(0xc6,​0xc6,​0xc6)​
19 ····​(210,​210,​210)​·····​#·​rgb·​=·​(0xd2,​0xd2,​0xd2)​ 47 ····​(210,​210,​210)​·····​#·​rgb·​=·​(0xd2,​0xd2,​0xd2)​
20 ····​(162,​162,​162)​·····​#·​rgb·​=·​(0xa2,​0xa2,​0xa2)​ 48 ····​(162,​162,​162)​·····​#·​rgb·​=·​(0xa2,​0xa2,​0xa2)​
21 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13  
22 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
23 ····​(173,​173,​173)​·····​#·​rgb·​=·​(0xad,​0xad,​0xad)​·​grey68 49 ····​(173,​173,​173)​·····​#·​rgb·​=·​(0xad,​0xad,​0xad)​·​grey68
24 ····​(212,​212,​212)​·····​#·​rgb·​=·​(0xd4,​0xd4,​0xd4)​·​grey83 50 ····​(212,​212,​212)​·····​#·​rgb·​=·​(0xd4,​0xd4,​0xd4)​·​grey83
25 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13  
26 ····​(·​71,​·​71,​·​71)​·····​#·​rgb·​=·​(0x47,​0x47,​0x47)​·​grey28 51 ····​(·​71,​·​71,​·​71)​·····​#·​rgb·​=·​(0x47,​0x47,​0x47)​·​grey28
27 ····​(·​90,​·​90,​·​90)​·····​#·​rgb·​=·​(0x5a,​0x5a,​0x5a)​ 52 ····​(·​90,​·​90,​·​90)​·····​#·​rgb·​=·​(0x5a,​0x5a,​0x5a)​
28 ····​(·​89,​·​89,​·​89)​·····​#·​rgb·​=·​(0x59,​0x59,​0x59)​·​grey35 53 ····​(·​89,​·​89,​·​89)​·····​#·​rgb·​=·​(0x59,​0x59,​0x59)​·​grey35
29 ····​(·​88,​·​88,​·​88)​·····​#·​rgb·​=·​(0x58,​0x58,​0x58)​ 54 ····​(·​88,​·​88,​·​88)​·····​#·​rgb·​=·​(0x58,​0x58,​0x58)​
30 ····​(·​87,​·​87,​·​87)​·····​#·​rgb·​=·​(0x57,​0x57,​0x57)​·​grey34 55 ····​(·​87,​·​87,​·​87)​·····​#·​rgb·​=·​(0x57,​0x57,​0x57)​·​grey34
31 ····​(·​86,​·​86,​·​86)​·····​#·​rgb·​=·​(0x56,​0x56,​0x56)​ 56 ····​(·​86,​·​86,​·​86)​·····​#·​rgb·​=·​(0x56,​0x56,​0x56)​
32 ····​(123,​123,​123)​·····​#·​rgb·​=·​(0x7b,​0x7b,​0x7b)​ 57 ····​(123,​123,​123)​·····​#·​rgb·​=·​(0x7b,​0x7b,​0x7b)​
33 ····​(214,​214,​214)​·····​#·​rgb·​=·​(0xd6,​0xd6,​0xd6)​·​grey84 58 ····​(214,​214,​214)​·····​#·​rgb·​=·​(0xd6,​0xd6,​0xd6)​·​grey84
34 ····​(213,​213,​213)​·····​#·​rgb·​=·​(0xd5,​0xd5,​0xd5)​ 59 ····​(213,​213,​213)​·····​#·​rgb·​=·​(0xd5,​0xd5,​0xd5)​
35 ····​(211,​211,​211)​·····​#·​rgb·​=·​(0xd3,​0xd3,​0xd3)​·​LightGray 60 ····​(211,​211,​211)​·····​#·​rgb·​=·​(0xd3,​0xd3,​0xd3)​·​LightGray
36 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
37 ····​(166,​166,​166)​·····​#·​rgb·​=·​(0xa6,​0xa6,​0xa6)​·​grey65 61 ····​(166,​166,​166)​·····​#·​rgb·​=·​(0xa6,​0xa6,​0xa6)​·​grey65
38 ····​(234,​234,​234)​·····​#·​rgb·​=·​(0xea,​0xea,​0xea)​ 62 ····​(234,​234,​234)​·····​#·​rgb·​=·​(0xea,​0xea,​0xea)​
39 ····​(233,​233,​233)​·····​#·​rgb·​=·​(0xe9,​0xe9,​0xe9)​ 63 ····​(233,​233,​233)​·····​#·​rgb·​=·​(0xe9,​0xe9,​0xe9)​
40 ····​(232,​232,​232)​·····​#·​rgb·​=·​(0xe8,​0xe8,​0xe8)​·​grey91 64 ····​(232,​232,​232)​·····​#·​rgb·​=·​(0xe8,​0xe8,​0xe8)​·​grey91
41 ····​(230,​230,​230)​·····​#·​rgb·​=·​(0xe6,​0xe6,​0xe6)​ 65 ····​(230,​230,​230)​·····​#·​rgb·​=·​(0xe6,​0xe6,​0xe6)​
42 ····​(229,​229,​229)​·····​#·​rgb·​=·​(0xe5,​0xe5,​0xe5)​·​grey90 66 ····​(229,​229,​229)​·····​#·​rgb·​=·​(0xe5,​0xe5,​0xe5)​·​grey90
43 ····​(228,​228,​228)​·····​#·​rgb·​=·​(0xe4,​0xe4,​0xe4)​ 67 ····​(228,​228,​228)​·····​#·​rgb·​=·​(0xe4,​0xe4,​0xe4)​
Offset 47, 102 lines modified Offset 71, 78 lines modified
47 ····​(223,​223,​223)​·····​#·​rgb·​=·​(0xdf,​0xdf,​0xdf)​ 71 ····​(223,​223,​223)​·····​#·​rgb·​=·​(0xdf,​0xdf,​0xdf)​
48 ····​(222,​222,​222)​·····​#·​rgb·​=·​(0xde,​0xde,​0xde)​·​grey87 72 ····​(222,​222,​222)​·····​#·​rgb·​=·​(0xde,​0xde,​0xde)​·​grey87
49 ····​(220,​220,​220)​·····​#·​rgb·​=·​(0xdc,​0xdc,​0xdc)​·​gainsboro 73 ····​(220,​220,​220)​·····​#·​rgb·​=·​(0xdc,​0xdc,​0xdc)​·​gainsboro
50 ····​(219,​219,​219)​·····​#·​rgb·​=·​(0xdb,​0xdb,​0xdb)​·​grey86 74 ····​(219,​219,​219)​·····​#·​rgb·​=·​(0xdb,​0xdb,​0xdb)​·​grey86
51 ····​(218,​218,​218)​·····​#·​rgb·​=·​(0xda,​0xda,​0xda)​ 75 ····​(218,​218,​218)​·····​#·​rgb·​=·​(0xda,​0xda,​0xda)​
52 ····​(217,​217,​217)​·····​#·​rgb·​=·​(0xd9,​0xd9,​0xd9)​·​grey85 76 ····​(217,​217,​217)​·····​#·​rgb·​=·​(0xd9,​0xd9,​0xd9)​·​grey85
53 ····​(215,​215,​215)​·····​#·​rgb·​=·​(0xd7,​0xd7,​0xd7)​ 77 ····​(215,​215,​215)​·····​#·​rgb·​=·​(0xd7,​0xd7,​0xd7)​
54 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
55 ····​(167,​167,​167)​·····​#·​rgb·​=·​(0xa7,​0xa7,​0xa7)​ 78 ····​(167,​167,​167)​·····​#·​rgb·​=·​(0xa7,​0xa7,​0xa7)​
56 ····​(235,​235,​235)​·····​#·​rgb·​=·​(0xeb,​0xeb,​0xeb)​·​grey92 79 ····​(235,​235,​235)​·····​#·​rgb·​=·​(0xeb,​0xeb,​0xeb)​·​grey92
57 ····​(236,​236,​236)​·····​#·​rgb·​=·​(0xec,​0xec,​0xec)​ 80 ····​(236,​236,​236)​·····​#·​rgb·​=·​(0xec,​0xec,​0xec)​
58 ····​(231,​231,​231)​·····​#·​rgb·​=·​(0xe7,​0xe7,​0xe7)​ 81 ····​(231,​231,​231)​·····​#·​rgb·​=·​(0xe7,​0xe7,​0xe7)​
59 ····​(216,​216,​216)​·····​#·​rgb·​=·​(0xd8,​0xd8,​0xd8)​ 82 ····​(216,​216,​216)​·····​#·​rgb·​=·​(0xd8,​0xd8,​0xd8)​
60 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
61 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66 83 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66
62 ····​(237,​237,​237)​·····​#·​rgb·​=·​(0xed,​0xed,​0xed)​·​grey93 84 ····​(237,​237,​237)​·····​#·​rgb·​=·​(0xed,​0xed,​0xed)​·​grey93
63 ····​(225,​225,​225)​·····​#·​rgb·​=·​(0xe1,​0xe1,​0xe1)​ 85 ····​(225,​225,​225)​·····​#·​rgb·​=·​(0xe1,​0xe1,​0xe1)​
64 ····​(221,​221,​221)​·····​#·​rgb·​=·​(0xdd,​0xdd,​0xdd)​ 86 ····​(221,​221,​221)​·····​#·​rgb·​=·​(0xdd,​0xdd,​0xdd)​
65 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
66 ····​(238,​238,​238)​·····​#·​rgb·​=·​(0xee,​0xee,​0xee)​ 87 ····​(238,​238,​238)​·····​#·​rgb·​=·​(0xee,​0xee,​0xee)​
67 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
68 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
69 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
70 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
71 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
72 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
Max diff block lines reached; 8142/12992 bytes (62.67%) of diff not shown.
[−]
res/drawable-xhdpi-v4/ambilwarna_cursor.png
[−]
sng
Offset 1, 26 lines modified Offset 1, 26 lines modified
1 #SNG:​·​from·​stdin 1 #SNG:​·​from·​stdin
2 IHDR·​{ 2 IHDR·​{
3 ····​width:​·​18;​·​height:​·​18;​·​bitdepth:​·​8;​ 3 ····​width:​·​18;​·​height:​·​18;​·​bitdepth:​·​8;​
4 ····​using·​grayscale·​alpha;​ 4 ····​using·​grayscale·​alpha;​
5 } 5 }
6 IMAGE·​{ 6 IMAGE·​{
7 ····​pixels·​hex 7 ····​pixels·​hex
8 ff00·ff00·ff00·​0046·​0053·​0056·​0059·​005b·​005e·​001b·ff00·ff00·ff00·ff00·ff00·ff00·ff00·ff00· 8 0000·0000·0000·​0046·​0053·​0056·​0059·​005b·​005e·​001b·0000·0000·0000·0000·0000·0000·0000·0000·
9 ff00·ff00·​0017·​1cef·​7ff7·​80f8·​7ff9·​7ef9·​7afa·​17e0·​001f·ff00·ff00·ff00·ff00·ff00·ff00·ff00· 9 0000·0000·​0017·​1cef·​7ff7·​80f8·​7ff9·​7ef9·​7afa·​17e0·​001f·0000·0000·0000·0000·0000·0000·0000·
10 ff00·ff00·​0016·​36e6·​e9ff·​e8ff·​e4ff·​dfff·​d9ff·​b2ff·​17df·​001f·ff00·ff00·ff00·ff00·ff00·ff00· 10 0000·0000·​0016·​36e6·​e9ff·​e8ff·​e4ff·​dfff·​d9ff·​b2ff·​17df·​001f·0000·0000·0000·0000·0000·0000·
11 ff00·ff00·​0015·​35e6·​ebff·​ecff·​e7ff·​e2ff·​ddff·​d7ff·​b0ff·​17df·​001e·ff00·ff00·ff00·ff00·ff00· 11 0000·0000·​0015·​35e6·​ebff·​ecff·​e7ff·​e2ff·​ddff·​d7ff·​b0ff·​17df·​001e·0000·0000·0000·0000·0000·
12 ff00·ff00·​0014·​34e6·​e9ff·​eeff·​eaff·​e5ff·​dfff·​daff·​d4ff·​afff·​17df·​001e·ff00·ff00·ff00·ff00· 12 0000·0000·​0014·​34e6·​e9ff·​eeff·​eaff·​e5ff·​dfff·​daff·​d4ff·​afff·​17df·​001e·0000·0000·0000·0000·
13 ff00·ff00·​0013·​33e6·​e5ff·​eaff·​eaff·​e6ff·​e1ff·​dcff·​d7ff·​d2ff·​afff·​17df·​001d·ff00·ff00·ff00· 13 0000·0000·​0013·​33e6·​e5ff·​eaff·​eaff·​e6ff·​e1ff·​dcff·​d7ff·​d2ff·​afff·​17df·​001d·0000·0000·0000·
14 ff00·ff00·​0012·​32e6·​e2ff·​e6ff·​e8ff·​e6ff·​e2ff·​ddff·​d8ff·​d3ff·​d2ff·​afff·​16de·​001d·ff00·ff00· 14 0000·0000·​0012·​32e6·​e2ff·​e6ff·​e8ff·​e6ff·​e2ff·​ddff·​d8ff·​d3ff·​d2ff·​afff·​16de·​001d·0000·0000·
15 ff00·ff00·​0011·​31e6·​deff·​e2ff·​e4ff·​e4ff·​e2ff·​deff·​d9ff·​d4ff·​d2ff·​d2ff·​aeff·​16de·​001c·ff00· 15 0000·0000·​0011·​31e6·​deff·​e2ff·​e4ff·​e4ff·​e2ff·​deff·​d9ff·​d4ff·​d2ff·​d2ff·​aeff·​16de·​001c·0000·
16 ff00·ff00·​0010·​30e6·​daff·​ddff·​e0ff·​e1ff·​e0ff·​ddff·​daff·​d5ff·​d2ff·​d2ff·​d2ff·​aefe·​16dd·​0014· 16 0000·0000·​0010·​30e6·​daff·​ddff·​e0ff·​e1ff·​e0ff·​ddff·​daff·​d5ff·​d2ff·​d2ff·​d2ff·​aefe·​16dd·​0014·
17 ff00·ff00·​000f·​2de6·​d6ff·​d9ff·​dcff·​deff·​deff·​dcff·​d9ff·​d5ff·​d2ff·​d2ff·​d2ff·​aeff·​18e3·​0015· 17 0000·0000·​000f·​2de6·​d6ff·​d9ff·​dcff·​deff·​deff·​dcff·​d9ff·​d5ff·​d2ff·​d2ff·​d2ff·​aeff·​18e3·​0015·
18 ff00·ff00·​000e·​2de6·​d2ff·​d5ff·​d8ff·​daff·​dbff·​daff·​d8ff·​d5ff·​d2ff·​d2ff·​afff·​18e3·​0020·ff00· 18 0000·0000·​000e·​2de6·​d2ff·​d5ff·​d8ff·​daff·​dbff·​daff·​d8ff·​d5ff·​d2ff·​d2ff·​afff·​18e3·​0020·0000·
19 ff00·ff00·​000d·​2de6·​d2ff·​d2ff·​d4ff·​d6ff·​d7ff·​d7ff·​d6ff·​d3ff·​d2ff·​b0ff·​18e3·​0020·ff00·ff00· 19 0000·0000·​000d·​2de6·​d2ff·​d2ff·​d4ff·​d6ff·​d7ff·​d7ff·​d6ff·​d3ff·​d2ff·​b0ff·​18e3·​0020·0000·0000·
20 ff00·ff00·​000c·​2de6·​d2ff·​d2ff·​d2ff·​d2ff·​d4ff·​d4ff·​d3ff·​d2ff·​b1ff·​18e3·​0021·ff00·ff00·ff00· 20 0000·0000·​000c·​2de6·​d2ff·​d2ff·​d2ff·​d2ff·​d4ff·​d4ff·​d3ff·​d2ff·​b1ff·​18e3·​0021·0000·0000·0000·
21 ff00·ff00·​000b·​2ce6·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​b2ff·​19e3·​0022·ff00·ff00·ff00·ff00· 21 0000·0000·​000b·​2ce6·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​b2ff·​19e3·​0022·0000·0000·0000·0000·
22 ff00·ff00·​000a·​2ce6·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​b3ff·​19e3·​0022·ff00·ff00·ff00·ff00·ff00· 22 0000·0000·​000a·​2ce6·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​b3ff·​19e3·​0022·0000·0000·0000·0000·0000·
23 ff00·ff00·​0009·​2be6·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​b4ff·​19e3·​0023·ff00·ff00·ff00·ff00·ff00·ff00· 23 0000·0000·​0009·​2be6·​d2ff·​d2ff·​d2ff·​d2ff·​d2ff·​b4ff·​19e3·​0023·0000·0000·0000·0000·0000·0000·
24 ff00·ff00·​0008·​1bef·​8aff·​8aff·​8aff·​8aff·​86ff·​1ae3·​0023·ff00·ff00·ff00·ff00·ff00·ff00·ff00· 24 0000·0000·​0008·​1bef·​8aff·​8aff·​8aff·​8aff·​86ff·​1ae3·​0023·0000·0000·0000·0000·0000·0000·0000·
25 ff00·ff00·ff00·​085b·​096d·​096d·​096d·​096d·​0a6b·​001f·ff00·ff00·ff00·ff00·ff00·ff00·ff00·ff00· 25 0000·0000·0000·​085b·​096d·​096d·​096d·​096d·​0a6b·​001f·0000·0000·0000·0000·0000·0000·0000·0000·
26 } 26 }
[−]
res/drawable-xhdpi-v4/ic_menu_change_order.png
[−]
sng
Offset 1, 80 lines modified Offset 1, 80 lines modified
1 #SNG:​·​from·​stdin 1 #SNG:​·​from·​stdin
2 IHDR·​{ 2 IHDR·​{
3 ····​width:​·​72;​·​height:​·​72;​·​bitdepth:​·​8;​ 3 ····​width:​·​72;​·​height:​·​72;​·​bitdepth:​·​8;​
4 ····​using·​grayscale·​alpha;​ 4 ····​using·​grayscale·​alpha;​
5 } 5 }
6 IMAGE·​{ 6 IMAGE·​{
7 ····​pixels·​hex 7 ····​pixels·​hex
8 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 8 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
9 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 9 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
10 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 10 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
11 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 11 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
12 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 12 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
13 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 13 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
14 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f01·​3f02·​3f02·​3f03·​3f03·​3f02·​3f02·​3f01·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 14 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f01·​3f02·​3f02·​3f03·​3f03·​3f02·​3f02·​3f01·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
15 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f02·​3f03·​3f05·​3f06·​3f07·​3f08·​3f09·​3f0a·​3f0a·​3f09·​3f08·​3f07·​3f06·​3f05·​3f03·​3f02·​3f01·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 15 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f02·​3f03·​3f05·​3f06·​3f07·​3f08·​3f09·​3f0a·​3f0a·​3f09·​3f08·​3f07·​3f06·​3f05·​3f03·​3f02·​3f01·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
16 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f05·​3f07·​3f0a·​3f0d·​3f12·​3f17·​3f1a·​3f1d·​3f20·​3f20·​3f1e·​3f1a·​3f18·​3f13·​3f0d·​3f0a·​3f07·​3f05·​3f03·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 16 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f05·​3f07·​3f0a·​3f0d·​3f12·​3f17·​3f1a·​3f1d·​3f20·​3f20·​3f1e·​3f1a·​3f18·​3f13·​3f0d·​3f0a·​3f07·​3f05·​3f03·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
17 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f04·​3f06·​3f0a·​3f0e·​3f13·​3f17·​3f1d·​3f2f·​4047·​4053·​4160·​426c·​426c·​4161·​4052·​4047·​3f32·​3f1b·​3f16·​3f12·​3f0e·​3f0a·​3f07·​3f03·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 17 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f04·​3f06·​3f0a·​3f0e·​3f13·​3f17·​3f1d·​3f2f·​4047·​4053·​4160·​426c·​426c·​4161·​4052·​4047·​3f32·​3f1b·​3f16·​3f12·​3f0e·​3f0a·​3f07·​3f03·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
18 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f06·​3f0a·​3f10·​3f1a·​3f35·​404c·​4364·​4578·​488c·​4b9f·​4ca7·​4daf·​50b8·​50b8·​4fb0·​4da6·​4c9f·​498e·​4677·​4363·​414e·​4035·​3f1a·​3f0f·​3f0a·​3f06·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 18 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f06·​3f0a·​3f10·​3f1a·​3f35·​404c·​4364·​4578·​488c·​4b9f·​4ca7·​4daf·​50b8·​50b8·​4fb0·​4da6·​4c9f·​498e·​4677·​4363·​414e·​4035·​3f1a·​3f0f·​3f0a·​3f06·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
19 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f04·​3f08·​3f0e·​3f1c·​3f2c·​4044·​4377·​48a0·​50ca·​5ceb·​63f9·​67ff·​69ff·​6aff·​6cff·​6cff·​6cff·​6cff·​6cff·​68f9·​61ec·​54c9·​4ba4·​4477·​4144·​402c·​3f1b·​3f0f·​3f09·​3f04·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 19 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f04·​3f08·​3f0e·​3f1c·​3f2c·​4044·​4377·​48a0·​50ca·​5ceb·​63f9·​67ff·​69ff·​6aff·​6cff·​6cff·​6cff·​6cff·​6cff·​68f9·​61ec·​54c9·​4ba4·​4477·​4144·​402c·​3f1b·​3f0f·​3f09·​3f04·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
20 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0b·​3f12·​3f22·​4056·​468d·​52c6·​59de·​5fea·​64f3·​6afa·​6efd·​70ff·​72ff·​74ff·​76ff·​77ff·​77ff·​77ff·​76ff·​74fd·​70fb·​6cf3·​67eb·​60de·​55c3·​4991·​4153·​3f24·​3f12·​3f0b·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 20 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0b·​3f12·​3f22·​4056·​468d·​52c6·​59de·​5fea·​64f3·​6afa·​6efd·​70ff·​72ff·​74ff·​76ff·​77ff·​77ff·​77ff·​76ff·​74fd·​70fb·​6cf3·​67eb·​60de·​55c3·​4991·​4153·​3f24·​3f12·​3f0b·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
21 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0c·​3f18·​403a·​436c·​4ba3·​55ce·​61f3·​69fc·​6eff·​71ff·​75ff·​78ff·​7aff·​7cff·​7eff·​7fff·​80ff·​81ff·​80ff·​7fff·​7eff·​7cff·​7aff·​78ff·​72fc·​69f0·​5dd1·​4ea2·​446a·​403d·​3f16·​3f0c·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 21 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0c·​3f18·​403a·​436c·​4ba3·​55ce·​61f3·​69fc·​6eff·​71ff·​75ff·​78ff·​7aff·​7cff·​7eff·​7fff·​80ff·​81ff·​80ff·​7fff·​7eff·​7cff·​7aff·​78ff·​72fc·​69f0·​5dd1·​4ea2·​446a·​403d·​3f16·​3f0c·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
22 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0e·​3f1b·​403a·​447b·​51cb·​60f4·​69ff·​6eff·​73ff·​77ff·​7bff·​7fff·​82ff·​85ff·​87ff·​88ff·​89ff·​8bff·​8bff·​8bff·​89ff·​88ff·​87ff·​85ff·​82ff·​7fff·​7bff·​77ff·​6ef6·​56c4·​4781·​4036·​3f1b·​3f0e·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 22 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0e·​3f1b·​403a·​447b·​51cb·​60f4·​69ff·​6eff·​73ff·​77ff·​7bff·​7fff·​82ff·​85ff·​87ff·​88ff·​89ff·​8bff·​8bff·​8bff·​89ff·​88ff·​87ff·​85ff·​82ff·​7fff·​7bff·​77ff·​6ef6·​56c4·​4781·​4036·​3f1b·​3f0e·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
23 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0d·​3f1f·​4045·​4aa4·​56d5·​63f4·​6bfc·​72ff·​77ff·​7cff·​81ff·​85ff·​89ff·​8bff·​8dff·​90ff·​91ff·​91ff·​92ff·​92ff·​92ff·​91ff·​91ff·​90ff·​8eff·​8bff·​88ff·​85ff·​81ff·​7dfd·​70f2·​60d5·​4ea2·​4143·​3f1d·​3f0c·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 23 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0d·​3f1f·​4045·​4aa4·​56d5·​63f4·​6bfc·​72ff·​77ff·​7cff·​81ff·​85ff·​89ff·​8bff·​8dff·​90ff·​91ff·​91ff·​92ff·​92ff·​92ff·​91ff·​91ff·​90ff·​8eff·​8bff·​88ff·​85ff·​81ff·​7dfd·​70f2·​60d5·​4ea2·​4143·​3f1d·​3f0c·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
24 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0c·​3f1b·​414a·​478f·​58d9·​64f5·​6eff·​75ff·​7aff·​80ff·​85ff·​89ff·​8cff·​90ff·​92ff·​93ff·​95ff·​96ff·​96ff·​97ff·​97ff·​97ff·​96ff·​96ff·​95ff·​93ff·​92ff·​8fff·​8dff·​89ff·​85ff·​80ff·​74f4·​63d8·​4b8c·​424f·​3f18·​3f0c·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 24 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0c·​3f1b·​414a·​478f·​58d9·​64f5·​6eff·​75ff·​7aff·​80ff·​85ff·​89ff·​8cff·​90ff·​92ff·​93ff·​95ff·​96ff·​96ff·​97ff·​97ff·​97ff·​96ff·​96ff·​95ff·​93ff·​92ff·​8fff·​8dff·​89ff·​85ff·​80ff·​74f4·​63d8·​4b8c·​424f·​3f18·​3f0c·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
25 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f17·​403a·​4687·​5ae3·​67f9·​6fff·​76ff·​7dff·​83ff·​89ff·​8dff·​91ff·​94ff·​96ff·​97fe·​95fd·​93f9·​91f6·​8ff4·​8ff4·​91f6·​94f9·​97fd·​99fe·​99ff·​98ff·​97ff·​96ff·​94ff·​91ff·​8dff·​88ff·​83ff·​7afa·​65e0·​4d93·​4035·​3f17·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 25 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f17·​403a·​4687·​5ae3·​67f9·​6fff·​76ff·​7dff·​83ff·​89ff·​8dff·​91ff·​94ff·​96ff·​97fe·​95fd·​93f9·​91f6·​8ff4·​8ff4·​91f6·​94f9·​97fd·​99fe·​99ff·​98ff·​97ff·​96ff·​94ff·​91ff·​8dff·​88ff·​83ff·​7afa·​65e0·​4d93·​4035·​3f17·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
26 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f08·​3f12·​3f2f·​4894·​55cf·​67f9·​70fd·​78ff·​7fff·​86ff·​8aff·​8fff·​94ff·​96ff·​98ff·​99ff·​96fb·​8df2·​77d9·​6bc8·​64bc·​64bc·​6ac6·​75d8·​8df2·​96fb·​99ff·​99ff·​99ff·​99ff·​98ff·​96ff·​94ff·​90ff·​8bff·​84fd·​79f8·​61ce·​498a·​4031·​3f12·​3f07·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 26 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f08·​3f12·​3f2f·​4894·​55cf·​67f9·​70fd·​78ff·​7fff·​86ff·​8aff·​8fff·​94ff·​96ff·​98ff·​99ff·​96fb·​8df2·​77d9·​6bc8·​64bc·​64bc·​6ac6·​75d8·​8df2·​96fb·​99ff·​99ff·​99ff·​99ff·​98ff·​96ff·​94ff·​90ff·​8bff·​84fd·​79f8·​61ce·​498a·​4031·​3f12·​3f07·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
27 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0d·​3f2a·​425f·​52c6·​62ef·​6fff·​78ff·​7fff·​86ff·​8cff·​90ff·​94ff·​97ff·​92f9·​87eb·​72cd·​65b2·​5a97·​5083·​4c76·​496d·​496d·​4b74·​5082·​5b99·​64b0·​71cc·​86eb·​92f8·​99ff·​99ff·​98ff·​97ff·​94ff·​91ff·​8cff·​86ff·​74ec·​5cc2·​435a·​3f29·​3f0c·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 27 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0d·​3f2a·​425f·​52c6·​62ef·​6fff·​78ff·​7fff·​86ff·​8cff·​90ff·​94ff·​97ff·​92f9·​87eb·​72cd·​65b2·​5a97·​5083·​4c76·​496d·​496d·​4b74·​5082·​5b99·​64b0·​71cc·​86eb·​92f8·​99ff·​99ff·​98ff·​97ff·​94ff·​91ff·​8cff·​86ff·​74ec·​5cc2·​435a·​3f29·​3f0c·​3f05·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
28 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f09·​3f15·​414e·​49a0·​61ea·​6fff·​76ff·​7fff·​86ff·​8dff·​93ff·​96ff·​96fd·​91f6·​80e1·​69bd·​4c7e·​424d·​3f23·​3f1d·​3f1a·​3f18·​3f18·​3f19·​3f1d·​3f27·​4249·​4b7d·​66bd·​7cdf·​8ff7·​96fd·​99ff·​99ff·​98ff·​96ff·​92ff·​8dff·​86ff·​76ee·​4c92·​414d·​3f12·​3f08·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 28 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f09·​3f15·​414e·​49a0·​61ea·​6fff·​76ff·​7fff·​86ff·​8dff·​93ff·​96ff·​96fd·​91f6·​80e1·​69bd·​4c7e·​424d·​3f23·​3f1d·​3f1a·​3f18·​3f18·​3f19·​3f1d·​3f27·​4249·​4b7d·​66bd·​7cdf·​8ff7·​96fd·​99ff·​99ff·​98ff·​96ff·​92ff·​8dff·​86ff·​76ee·​4c92·​414d·​3f12·​3f08·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
29 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0e·​3f22·​4677·​5be1·​6bf8·​75ff·​7eff·​86ff·​8dff·​93ff·​96ff·​98ff·​91f6·​6cc8·​528b·​4347·​4030·​3f1f·​3f12·​3f0e·​3f0c·​3f0b·​3f0b·​3f0c·​3f0e·​3f13·​3f1e·​4030·​434a·​4f84·​6bcb·​8cf4·​97ff·​99ff·​99ff·​98ff·​97ff·​92ff·​8dff·​81f8·​66d5·​4b80·​3f1c·​3f0d·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 29 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0e·​3f22·​4677·​5be1·​6bf8·​75ff·​7eff·​86ff·​8dff·​93ff·​96ff·​98ff·​91f6·​6cc8·​528b·​4347·​4030·​3f1f·​3f12·​3f0e·​3f0c·​3f0b·​3f0b·​3f0c·​3f0e·​3f13·​3f1e·​4030·​434a·​4f84·​6bcb·​8cf4·​97ff·​99ff·​99ff·​98ff·​97ff·​92ff·​8dff·​81f8·​66d5·​4b80·​3f1c·​3f0d·​3f06·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
30 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f08·​3f17·​4044·​4a99·​67f8·​73fd·​7bff·​84ff·​8cff·​91ff·​96ff·​98ff·​89ed·​6fca·​4f83·​434c·​3f1c·​3f12·​3f0c·​3f08·​3f06·​3f05·​3f04·​3f04·​3f05·​3f06·​3f08·​3f0c·​3f12·​3f1f·​4246·​4e82·​6cc9·​84ec·​97ff·​99ff·​99ff·​98ff·​95ff·​91ff·​89fc·​79f1·​55a3·​403c·​3f18·​3f09·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 30 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f08·​3f17·​4044·​4a99·​67f8·​73fd·​7bff·​84ff·​8cff·​91ff·​96ff·​98ff·​89ed·​6fca·​4f83·​434c·​3f1c·​3f12·​3f0c·​3f08·​3f06·​3f05·​3f04·​3f04·​3f05·​3f06·​3f08·​3f0c·​3f12·​3f1f·​4246·​4e82·​6cc9·​84ec·​97ff·​99ff·​99ff·​98ff·​95ff·​91ff·​89fc·​79f1·​55a3·​403c·​3f18·​3f09·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
31 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f04·​3f0c·​3f23·​4372·​52bb·​6fff·​78ff·​80ff·​89ff·​91ff·​95ff·​99fe·​94fa·​72cd·​4e85·​4034·​3f17·​3f0d·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f07·​3f0d·​3f16·​402f·​4d88·​69c8·​90fb·​97fe·​99ff·​99ff·​98ff·​95ff·​90ff·​88ff·​62c3·​446a·​3f25·​3f0c·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 31 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f04·​3f0c·​3f23·​4372·​52bb·​6fff·​78ff·​80ff·​89ff·​91ff·​95ff·​99fe·​94fa·​72cd·​4e85·​4034·​3f17·​3f0d·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f07·​3f0d·​3f16·​402f·​4d88·​69c8·​90fb·​97fe·​99ff·​99ff·​98ff·​95ff·​90ff·​88ff·​62c3·​446a·​3f25·​3f0c·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
32 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f06·​3f0f·​402c·​499a·​5cd6·​74ff·​7dff·​86ff·​8eff·​94ff·​97ff·​94fa·​7fe2·​5797·​4138·​3f1a·​3f0d·​3f05·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f02·​3f06·​3f0c·​3f19·​413a·​508a·​7be8·​8efa·​96ff·​99ff·​99ff·​97ff·​94ff·​8dff·​6ed9·​4e97·​4032·​3f10·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 32 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f06·​3f0f·​402c·​499a·​5cd6·​74ff·​7dff·​86ff·​8eff·​94ff·​97ff·​94fa·​7fe2·​5797·​4138·​3f1a·​3f0d·​3f05·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f02·​3f06·​3f0c·​3f19·​413a·​508a·​7be8·​8efa·​96ff·​99ff·​99ff·​97ff·​94ff·​8dff·​6ed9·​4e97·​4032·​3f10·​3f05·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
33 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f01·​3f02·​3f04·​3f0a·​3f15·​4037·​51b7·​65ea·​78ff·​82ff·​8aff·​92ff·​96ff·​99ff·​8ff3·​63b6·​496c·​3f20·​3f11·​3f0a·​3f04·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f11·​3f21·​4663·​60bd·​84f0·​93ff·​97ff·​99ff·​99ff·​96ff·​91ff·​7ae8·​5bb6·​413e·​3f15·​3f0a·​3f04·​3f02·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 33 0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f01·​3f02·​3f04·​3f0a·​3f15·​4037·​51b7·​65ea·​78ff·​82ff·​8aff·​92ff·​96ff·​99ff·​8ff3·​63b6·​496c·​3f20·​3f11·​3f0a·​3f04·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f11·​3f21·​4663·​60bd·​84f0·​93ff·​97ff·​99ff·​99ff·​96ff·​91ff·​7ae8·​5bb6·​413e·​3f15·​3f0a·​3f04·​3f02·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·
34 3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f02·​3f05·​3f07·​3f0b·​3f12·​3f1e·​4145·​5bd0·​70fa·​7cff·​86ff·​8dff·​95ff·​99ff·​99fe·​88ea·​4d80·​4145·​3f1c·​3f11·​3f0b·​3f06·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f06·​3f0a·​3f11·​3f1c·​4144·​4a84·​78e4·​90fe·​96ff·​99ff·​99ff·​98ff·​94ff·​86f5·​6ad1·​434b·​3f1e·​3f11·​3f0a·​3f07·​3f05·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 34 0000·0000·0000·0000·0000·0000·0000·​3f01·​3f02·​3f05·​3f07·​3f0b·​3f12·​3f1e·​4145·​5bd0·​70fa·​7cff·​86ff·​8dff·​95ff·​99ff·​99fe·​88ea·​4d80·​4145·​3f1c·​3f11·​3f0b·​3f06·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f06·​3f0a·​3f11·​3f1c·​4144·​4a84·​78e4·​90fe·​96ff·​99ff·​99ff·​98ff·​94ff·​86f5·​6ad1·​434b·​3f1e·​3f11·​3f0a·​3f07·​3f05·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·
35 3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0a·​3f0f·​3f15·​3f1e·​3f2e·​4258·​61d9·​77fd·​81ff·​89ff·​90ff·​96ff·​99ff·​96fb·​7fdf·​4761·​4033·​3f23·​3f18·​3f11·​3f0b·​3f06·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0b·​3f11·​3f18·​3f23·​4035·​445f·​72db·​8dfe·​94ff·​98ff·​99ff·​9aff·​97ff·​8ffd·​77e1·​4559·​3f2b·​3f1e·​3f16·​3f10·​3f0b·​3f06·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 35 0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0a·​3f0f·​3f15·​3f1e·​3f2e·​4258·​61d9·​77fd·​81ff·​89ff·​90ff·​96ff·​99ff·​96fb·​7fdf·​4761·​4033·​3f23·​3f18·​3f11·​3f0b·​3f06·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0b·​3f11·​3f18·​3f23·​4035·​445f·​72db·​8dfe·​94ff·​98ff·​99ff·​9aff·​97ff·​8ffd·​77e1·​4559·​3f2b·​3f1e·​3f16·​3f10·​3f0b·​3f06·​3f03·0000·0000·0000·0000·0000·0000·0000·
36 3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0f·​4037·​4153·​436a·​4470·​467b·​4b96·​69e8·​7bff·​85ff·​8dff·​92ff·​98ff·​9aff·​96fb·​84e7·​5492·​4b77·​4972·​476b·​4358·​403a·​3f12·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0f·​4037·​4154·​446c·​4572·​4779·​4e8f·​75e5·​89fd·​92ff·​97ff·​99ff·​9aff·​98ff·​93ff·​82ee·​5396·​4978·​4770·​456b·​4258·​403a·​3f12·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00· 36 0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0f·​4037·​4153·​436a·​4470·​467b·​4b96·​69e8·​7bff·​85ff·​8dff·​92ff·​98ff·​9aff·​96fb·​84e7·​5492·​4b77·​4972·​476b·​4358·​403a·​3f12·​3f04·​3f01·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0f·​4037·​4154·​446c·​4572·​4779·​4e8f·​75e5·​89fd·​92ff·​97ff·​99ff·​9aff·​98ff·​93ff·​82ee·​5396·​4978·​4770·​456b·​4258·​403a·​3f12·​3f04·​3f01·0000·0000·0000·0000·0000·0000·
37 3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f18·​4168·​48a5·​53d8·​56da·​5bdd·​63e4·​75f9·​80ff·​89ff·​90ff·​95ff·​99ff·​9aff·​97fd·​8ef6·​77e1·​70db·​6ada·​63d8·​52b1·​436f·​3f1f·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f18·​4168·​49a6·​56d9·​5ada·​60db·​67df·​7df6·​8afe·​92ff·​96ff·​99ff·​9aff·​99ff·​95ff·​8bfa·​74e3·​69dc·​64da·​5dd8·​4fb1·​426f·​3f1f·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00· 37 0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f18·​4168·​48a5·​53d8·​56da·​5bdd·​63e4·​75f9·​80ff·​89ff·​90ff·​95ff·​99ff·​9aff·​97fd·​8ef6·​77e1·​70db·​6ada·​63d8·​52b1·​436f·​3f1f·​3f06·​3f01·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f18·​4168·​49a6·​56d9·​5ada·​60db·​67df·​7df6·​8afe·​92ff·​96ff·​99ff·​9aff·​99ff·​95ff·​8bfa·​74e3·​69dc·​64da·​5dd8·​4fb1·​426f·​3f1f·​3f06·​3f01·0000·0000·0000·0000·0000·0000·
38 3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f14·​404b·​499b·​5eef·​64f5·​6cf7·​73f9·​7dfd·​85ff·​8dff·​93ff·​97ff·​9aff·​9bff·​99fe·​94fd·​8cf8·​86f7·​7ff6·​73f2·​55af·​4150·​3f19·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f14·​404b·​499b·​60f0·​68f5·​6ff7·​76f8·​82fd·​8bfe·​92ff·​97ff·​9aff·​9bff·​9aff·​97ff·​93fe·​88f9·​80f7·​78f6·​6df2·​53af·​4150·​3f19·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00· 38 0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f14·​404b·​499b·​5eef·​64f5·​6cf7·​73f9·​7dfd·​85ff·​8dff·​93ff·​97ff·​9aff·​9bff·​99fe·​94fd·​8cf8·​86f7·​7ff6·​73f2·​55af·​4150·​3f19·​3f06·​3f01·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f14·​404b·​499b·​60f0·​68f5·​6ff7·​76f8·​82fd·​8bfe·​92ff·​97ff·​9aff·​9bff·​9aff·​97ff·​93fe·​88f9·​80f7·​78f6·​6df2·​53af·​4150·​3f19·​3f06·​3f01·0000·0000·0000·0000·0000·0000·
39 3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0e·​3f2d·​436c·​51ba·​66ec·​71fc·​7bff·​83ff·​89ff·​90ff·​95ff·​99ff·​9bff·​9bff·​9aff·​97ff·​93ff·​8bfd·​7ef2·​5ec0·​497c·​3f30·​3f11·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0e·​3f2d·​446c·​52ba·​67ec·​74fc·​7fff·​87ff·​8dff·​94ff·​98ff·​9aff·​9bff·​9bff·​99ff·​95ff·​90ff·​88fd·​7bf2·​5cc0·​487c·​3f30·​3f11·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00· 39 0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0e·​3f2d·​436c·​51ba·​66ec·​71fc·​7bff·​83ff·​89ff·​90ff·​95ff·​99ff·​9bff·​9bff·​9aff·​97ff·​93ff·​8bfd·​7ef2·​5ec0·​497c·​3f30·​3f11·​3f05·​3f01·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0e·​3f2d·​446c·​52ba·​67ec·​74fc·​7fff·​87ff·​8dff·​94ff·​98ff·​9aff·​9bff·​9bff·​99ff·​95ff·​90ff·​88fd·​7bf2·​5cc0·​487c·​3f30·​3f11·​3f05·​3f01·0000·0000·0000·0000·0000·0000·
40 3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f07·​3f10·​3f2e·​4364·​5bc7·​70ee·​7efd·​88fe·​8eff·​94ff·​98ff·​9aff·​9cff·​9cff·​9aff·​98fe·​94fe·​86f3·​6ed2·​476d·​4036·​3f11·​3f08·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f07·​3f10·​3f2e·​4364·​5cc7·​70ee·​80fd·​8afe·​90ff·​95ff·​99ff·​9aff·​9cff·​9cff·​9aff·​98fe·​94fe·​86f3·​6dd2·​476d·​4036·​3f11·​3f08·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 40 0000·0000·0000·0000·0000·0000·0000·​3f03·​3f07·​3f10·​3f2e·​4364·​5bc7·​70ee·​7efd·​88fe·​8eff·​94ff·​98ff·​9aff·​9cff·​9cff·​9aff·​98fe·​94fe·​86f3·​6ed2·​476d·​4036·​3f11·​3f08·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f07·​3f10·​3f2e·​4364·​5cc7·​70ee·​80fd·​8afe·​90ff·​95ff·​99ff·​9aff·​9cff·​9cff·​9aff·​98fe·​94fe·​86f3·​6dd2·​476d·​4036·​3f11·​3f08·​3f03·0000·0000·0000·0000·0000·0000·0000·
41 3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f09·​3f15·​402e·​446a·​58b0·​7df7·​88fd·​90ff·​95ff·​98ff·​9bff·​9cff·​9cff·​9bff·​99fe·​91fa·​69c1·​476f·​4034·​3f18·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f09·​3f15·​402e·​446a·​58b0·​7df7·​89fd·​91ff·​96ff·​99ff·​9bff·​9cff·​9cff·​9bff·​99fe·​90fa·​69c1·​476f·​4034·​3f18·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 41 0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f09·​3f15·​402e·​446a·​58b0·​7df7·​88fd·​90ff·​95ff·​98ff·​9bff·​9cff·​9cff·​9bff·​99fe·​91fa·​69c1·​476f·​4034·​3f18·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f09·​3f15·​402e·​446a·​58b0·​7df7·​89fd·​91ff·​96ff·​99ff·​9bff·​9cff·​9cff·​9bff·​99fe·​90fa·​69c1·​476f·​4034·​3f18·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·
42 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0a·​3f16·​4036·​4771·​5fbb·​7eed·​8dfc·​96ff·​99ff·​9bff·​9cff·​9cff·​98fd·​8ff3·​6bc1·​4f81·​4039·​3f19·​3f0c·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0a·​3f16·​4036·​4771·​5fbb·​7eed·​8dfc·​95ff·​99ff·​9bff·​9cff·​9cff·​98fd·​8ff3·​6bc1·​4f81·​4039·​3f19·​3f0c·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 42 0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0a·​3f16·​4036·​4771·​5fbb·​7eed·​8dfc·​96ff·​99ff·​9bff·​9cff·​9cff·​98fd·​8ff3·​6bc1·​4f81·​4039·​3f19·​3f0c·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0a·​3f16·​4036·​4771·​5fbb·​7eed·​8dfc·​95ff·​99ff·​9bff·​9cff·​9cff·​98fd·​8ff3·​6bc1·​4f81·​4039·​3f19·​3f0c·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·
43 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f12·​4031·​4566·​68c7·​82ee·​92fd·​98fe·​9aff·​9bfe·​9bfe·​90f3·​77d2·​4970·​4039·​3f13·​3f0a·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f12·​4031·​4566·​68c7·​82ee·​91fd·​98fe·​9aff·​9bfe·​9bfe·​90f3·​77d2·​4970·​4039·​3f13·​3f0a·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 43 0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f12·​4031·​4566·​68c7·​82ee·​92fd·​98fe·​9aff·​9bfe·​9bfe·​90f3·​77d2·​4970·​4039·​3f13·​3f0a·​3f05·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f12·​4031·​4566·​68c7·​82ee·​91fd·​98fe·​9aff·​9bfe·​9bfe·​90f3·​77d2·​4970·​4039·​3f13·​3f0a·​3f05·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·
44 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f16·​402f·​466a·​5db0·​8af7·​93fd·​97ff·​99fe·​94fa·​6cc1·​4970·​4034·​3f19·​3f0a·​3f04·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f16·​402f·​466a·​5db0·​8af7·​93fd·​97ff·​99fe·​94fa·​6cc1·​4970·​4034·​3f19·​3f0a·​3f04·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 44 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f16·​402f·​466a·​5db0·​8af7·​93fd·​97ff·​99fe·​94fa·​6cc1·​4970·​4034·​3f19·​3f0a·​3f04·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f16·​402f·​466a·​5db0·​8af7·​93fd·​97ff·​99fe·​94fa·​6cc1·​4970·​4034·​3f19·​3f0a·​3f04·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
45 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0a·​3f16·​4036·​4971·​63ba·​83ec·​8efa·​8bf1·​6bc0·​5080·​4039·​3f19·​3f0c·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0a·​3f16·​4036·​4971·​63ba·​83ec·​8efa·​8bf1·​6bc0·​5080·​4039·​3f19·​3f0c·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 45 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0a·​3f16·​4036·​4971·​63ba·​83ec·​8efa·​8bf1·​6bc0·​5080·​4039·​3f19·​3f0c·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0a·​3f16·​4036·​4971·​63ba·​83ec·​8efa·​8bf1·​6bc0·​5080·​4039·​3f19·​3f0c·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
46 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f12·​402f·​4563·​68c4·​79df·​70cd·​476c·​4037·​3f13·​3f0a·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f12·​402f·​4563·​68c4·​79df·​70cd·​476c·​4037·​3f13·​3f0a·​3f05·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 46 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f12·​402f·​4563·​68c4·​79df·​70cd·​476c·​4037·​3f13·​3f0a·​3f05·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f12·​402f·​4563·​68c4·​79df·​70cd·​476c·​4037·​3f13·​3f0a·​3f05·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
47 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f14·​4029·​445b·​4769·​4560·​402e·​3f17·​3f0a·​3f04·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f14·​4029·​445b·​4769·​4560·​402e·​3f17·​3f0a·​3f04·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 47 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f14·​4029·​445b·​4769·​4560·​402e·​3f17·​3f0a·​3f04·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f14·​4029·​445b·​4769·​4560·​402e·​3f17·​3f0a·​3f04·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
48 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0b·​3f14·​3f2a·​4031·​402d·​3f16·​3f0d·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0b·​3f14·​3f2a·​4031·​402d·​3f16·​3f0d·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 48 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0b·​3f14·​3f2a·​4031·​402d·​3f16·​3f0d·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0b·​3f14·​3f2a·​4031·​402d·​3f16·​3f0d·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
49 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f06·​3f09·​3f0e·​3f12·​3f13·​3f14·​3f10·​3f0d·​3f09·​3f05·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f06·​3f09·​3f0e·​3f12·​3f13·​3f14·​3f10·​3f0d·​3f09·​3f05·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 49 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f06·​3f09·​3f0e·​3f12·​3f13·​3f14·​3f10·​3f0d·​3f09·​3f05·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f06·​3f09·​3f0e·​3f12·​3f13·​3f14·​3f10·​3f0d·​3f09·​3f05·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
50 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f02·​3f04·​3f07·​3f0c·​3f11·​3f16·​3f1a·​3f1c·​3f1d·​3f1a·​3f17·​3f12·​3f0d·​3f09·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f02·​3f04·​3f07·​3f0c·​3f11·​3f16·​3f1a·​3f1c·​3f1d·​3f1a·​3f17·​3f12·​3f0d·​3f09·​3f05·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 50 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f02·​3f04·​3f07·​3f0c·​3f11·​3f16·​3f1a·​3f1c·​3f1d·​3f1a·​3f17·​3f12·​3f0d·​3f09·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f02·​3f04·​3f07·​3f0c·​3f11·​3f16·​3f1a·​3f1c·​3f1d·​3f1a·​3f17·​3f12·​3f0d·​3f09·​3f05·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
51 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f05·​3f09·​3f12·​3f25·​4041·​4362·​4571·​487a·​497f·​4774·​4466·​4251·​3f2b·​3f18·​3f0b·​3f06·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f05·​3f09·​3f12·​3f25·​4041·​4362·​4571·​487a·​497f·​4774·​4466·​4251·​3f2b·​3f18·​3f0b·​3f06·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 51 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f05·​3f09·​3f12·​3f25·​4041·​4362·​4571·​487a·​497f·​4774·​4466·​4251·​3f2b·​3f18·​3f0b·​3f06·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f05·​3f09·​3f12·​3f25·​4041·​4362·​4571·​487a·​497f·​4774·​4466·​4251·​3f2b·​3f18·​3f0b·​3f06·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
52 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f17·​3f2d·​4156·​478c·​52c8·​5de1·​66f2·​6cfb·​63e6·​59ce·​4eaa·​4364·​403b·​3f1c·​3f0e·​3f07·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0a·​3f17·​3f2d·​4156·​478c·​52c8·​5de1·​66f2·​6cfb·​63e6·​59ce·​4eaa·​4364·​403b·​3f1c·​3f0e·​3f07·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 52 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f17·​3f2d·​4156·​478c·​52c8·​5de1·​66f2·​6cfb·​63e6·​59ce·​4eaa·​4364·​403b·​3f1c·​3f0e·​3f07·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0a·​3f17·​3f2d·​4156·​478c·​52c8·​5de1·​66f2·​6cfb·​63e6·​59ce·​4eaa·​4364·​403b·​3f1c·​3f0e·​3f07·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·
53 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f13·​403f·​4481·​52c6·​5de4·​64f3·​6bf8·​6efc·​72fe·​70f9·​6df4·​68eb·​5ed6·​4c9c·​4150·​3f20·​3f0d·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f09·​3f13·​403f·​4481·​52c6·​5de4·​64f3·​6bf8·​6efc·​72fe·​70f9·​6df4·​68eb·​5ed6·​4c9c·​4150·​3f20·​3f0d·​3f06·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 53 0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f13·​403f·​4481·​52c6·​5de4·​64f3·​6bf8·​6efc·​72fe·​70f9·​6df4·​68eb·​5ed6·​4c9c·​4150·​3f20·​3f0d·​3f06·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f09·​3f13·​403f·​4481·​52c6·​5de4·​64f3·​6bf8·​6efc·​72fe·​70f9·​6df4·​68eb·​5ed6·​4c9c·​4150·​3f20·​3f0d·​3f06·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·
54 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f07·​3f13·​3f36·​4477·​52c5·​61f0·​6afd·​6fff·​74ff·​77ff·​79ff·​7aff·​79ff·​77fe·​71f9·​60d5·​4d99·​4145·​3f1f·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f07·​3f13·​3f36·​4477·​52c5·​61f0·​6afd·​6fff·​74ff·​77ff·​79ff·​7aff·​79ff·​77fe·​71f9·​60d5·​4d99·​4145·​3f1f·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 54 0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f07·​3f13·​3f36·​4477·​52c5·​61f0·​6afd·​6fff·​74ff·​77ff·​79ff·​7aff·​79ff·​77fe·​71f9·​60d5·​4d99·​4145·​3f1f·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f07·​3f13·​3f36·​4477·​52c5·​61f0·​6afd·​6fff·​74ff·​77ff·​79ff·​7aff·​79ff·​77fe·​71f9·​60d5·​4d99·​4145·​3f1f·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·
55 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f04·​3f0c·​3f22·​426d·​4fb8·​67ff·​6cff·​72ff·​77ff·​7dff·​80ff·​82ff·​83ff·​82ff·​81ff·​7dff·​79fd·​69e6·​477a·​403b·​3f0f·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f04·​3f0c·​3f22·​426d·​4fb8·​67ff·​6cff·​72ff·​77ff·​7dff·​80ff·​82ff·​83ff·​82ff·​81ff·​7dff·​79fd·​69e6·​477a·​403b·​3f0f·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 55 0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f04·​3f0c·​3f22·​426d·​4fb8·​67ff·​6cff·​72ff·​77ff·​7dff·​80ff·​82ff·​83ff·​82ff·​81ff·​7dff·​79fd·​69e6·​477a·​403b·​3f0f·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f04·​3f0c·​3f22·​426d·​4fb8·​67ff·​6cff·​72ff·​77ff·​7dff·​80ff·​82ff·​83ff·​82ff·​81ff·​7dff·​79fd·​69e6·​477a·​403b·​3f0f·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·
56 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f07·​3f12·​4034·​4daf·​5ee5·​6cff·​74ff·​7aff·​80ff·​86ff·​89ff·​8bff·​8cff·​8bff·​89ff·​86ff·​82fe·​76f3·​57bb·​456a·​3f15·​3f09·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f07·​3f12·​4034·​4daf·​5ee5·​6cff·​74ff·​7aff·​80ff·​86ff·​89ff·​8bff·​8cff·​8bff·​89ff·​86ff·​82fe·​76f3·​57bb·​456a·​3f15·​3f09·​3f03·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 56 0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f07·​3f12·​4034·​4daf·​5ee5·​6cff·​74ff·​7aff·​80ff·​86ff·​89ff·​8bff·​8cff·​8bff·​89ff·​86ff·​82fe·​76f3·​57bb·​456a·​3f15·​3f09·​3f03·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f07·​3f12·​4034·​4daf·​5ee5·​6cff·​74ff·​7aff·​80ff·​86ff·​89ff·​8bff·​8cff·​8bff·​89ff·​86ff·​82fe·​76f3·​57bb·​456a·​3f15·​3f09·​3f03·0000·0000·0000·0000·0000·0000·0000·
57 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f09·​3f1e·​414e·​56ce·​68f7·​72ff·​7bff·​81ff·​87ff·​8cff·​8fff·​92ff·​92ff·​92ff·​90ff·​8dff·​89ff·​81fa·​6be0·​4d88·​3f1c·​3f0d·​3f05·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f09·​3f1e·​414e·​56ce·​68f7·​72ff·​7bff·​81ff·​87ff·​8cff·​8fff·​92ff·​92ff·​92ff·​90ff·​8dff·​89ff·​81fa·​6be0·​4d88·​3f1c·​3f0d·​3f05·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 57 0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f09·​3f1e·​414e·​56ce·​68f7·​72ff·​7bff·​81ff·​87ff·​8cff·​8fff·​92ff·​92ff·​92ff·​90ff·​8dff·​89ff·​81fa·​6be0·​4d88·​3f1c·​3f0d·​3f05·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f09·​3f1e·​414e·​56ce·​68f7·​72ff·​7bff·​81ff·​87ff·​8cff·​8fff·​92ff·​92ff·​92ff·​90ff·​8dff·​89ff·​81fa·​6be0·​4d88·​3f1c·​3f0d·​3f05·0000·0000·0000·0000·0000·0000·0000·
58 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f0b·​3f2e·​436c·​5edf·​70ff·​79ff·​81ff·​88ff·​8eff·​93ff·​96ff·​97ff·​98ff·​98ff·​97ff·​94ff·​90ff·​8bfe·​81fb·​569f·​3f26·​3f11·​3f06·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f0b·​3f2e·​436c·​5edf·​70ff·​79ff·​81ff·​88ff·​8eff·​93ff·​96ff·​97ff·​98ff·​98ff·​97ff·​94ff·​90ff·​8bfe·​81fb·​569f·​3f26·​3f11·​3f06·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 58 0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f0b·​3f2e·​436c·​5edf·​70ff·​79ff·​81ff·​88ff·​8eff·​93ff·​96ff·​97ff·​98ff·​98ff·​97ff·​94ff·​90ff·​8bfe·​81fb·​569f·​3f26·​3f11·​3f06·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f0b·​3f2e·​436c·​5edf·​70ff·​79ff·​81ff·​88ff·​8eff·​93ff·​96ff·​97ff·​98ff·​98ff·​97ff·​94ff·​90ff·​8bfe·​81fb·​569f·​3f26·​3f11·​3f06·0000·0000·0000·0000·0000·0000·0000·
59 3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0d·​4038·​457e·​63e3·​75ff·​7fff·​87ff·​8eff·​94ff·​97ff·​99ff·​9bff·​9bff·​9bff·​9aff·​99ff·​95ff·​91fe·​8afe·​5ba8·​4034·​3f14·​3f07·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0d·​4038·​457e·​63e3·​75ff·​7fff·​87ff·​8eff·​94ff·​97ff·​99ff·​9bff·​9bff·​9bff·​9aff·​99ff·​95ff·​91fe·​8afe·​5ba8·​4034·​3f14·​3f07·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 59 0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0d·​4038·​457e·​63e3·​75ff·​7fff·​87ff·​8eff·​94ff·​97ff·​99ff·​9bff·​9bff·​9bff·​9aff·​99ff·​95ff·​91fe·​8afe·​5ba8·​4034·​3f14·​3f07·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0d·​4038·​457e·​63e3·​75ff·​7fff·​87ff·​8eff·​94ff·​97ff·​99ff·​9bff·​9bff·​9bff·​9aff·​99ff·​95ff·​91fe·​8afe·​5ba8·​4034·​3f14·​3f07·0000·0000·0000·0000·0000·0000·0000·
60 3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0d·​4038·​457e·​65e3·​78ff·​82ff·​8bff·​91ff·​97ff·​9aff·​9bff·​9cff·​9dff·​9dff·​9cff·​9bff·​98ff·​94ff·​8dff·​5ca8·​4033·​3f14·​3f06·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f04·​3f0d·​4038·​457e·​65e3·​78ff·​82ff·​8bff·​91ff·​97ff·​9aff·​9bff·​9cff·​9dff·​9dff·​9cff·​9bff·​98ff·​94ff·​8dff·​5ca8·​4033·​3f14·​3f06·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 60 0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0d·​4038·​457e·​65e3·​78ff·​82ff·​8bff·​91ff·​97ff·​9aff·​9bff·​9cff·​9dff·​9dff·​9cff·​9bff·​98ff·​94ff·​8dff·​5ca8·​4033·​3f14·​3f06·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f04·​3f0d·​4038·​457e·​65e3·​78ff·​82ff·​8bff·​91ff·​97ff·​9aff·​9bff·​9cff·​9dff·​9dff·​9cff·​9bff·​98ff·​94ff·​8dff·​5ca8·​4033·​3f14·​3f06·0000·0000·0000·0000·0000·0000·0000·
61 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f0c·​3f31·​4472·​66e0·​7bfe·​85ff·​8eff·​94ff·​99ff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9cff·​9aff·​96fe·​8dfb·​5ba1·​3f29·​3f11·​3f06·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f0c·​3f31·​4472·​66e0·​7bfe·​85ff·​8eff·​94ff·​99ff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9cff·​9aff·​96fe·​8dfb·​5ba1·​3f29·​3f11·​3f06·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 61 0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f0c·​3f31·​4472·​66e0·​7bfe·​85ff·​8eff·​94ff·​99ff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9cff·​9aff·​96fe·​8dfb·​5ba1·​3f29·​3f11·​3f06·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f0c·​3f31·​4472·​66e0·​7bfe·​85ff·​8eff·​94ff·​99ff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9cff·​9aff·​96fe·​8dfb·​5ba1·​3f29·​3f11·​3f06·0000·0000·0000·0000·0000·0000·0000·
62 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f0a·​3f1f·​4250·​63d5·​79fb·​87ff·​90ff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9dff·​9bff·​94fb·​7de7·​538c·​3f1d·​3f0d·​3f05·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f0a·​3f1f·​4250·​63d5·​79fb·​87ff·​90ff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9dff·​9bff·​94fb·​7de7·​538c·​3f1d·​3f0d·​3f05·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 62 0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f0a·​3f1f·​4250·​63d5·​79fb·​87ff·​90ff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9dff·​9bff·​94fb·​7de7·​538c·​3f1d·​3f0d·​3f05·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f0a·​3f1f·​4250·​63d5·​79fb·​87ff·​90ff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9dff·​9dff·​9dff·​9bff·​94fb·​7de7·​538c·​3f1d·​3f0d·​3f05·0000·0000·0000·0000·0000·0000·0000·
63 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f08·​3f15·​403a·​56b4·​6fe7·​87ff·​8fff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9eff·​9dff·​9dff·​9bff·​90f5·​66c1·​496f·​3f15·​3f0a·​3f04·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f08·​3f15·​403a·​56b4·​6fe7·​87ff·​8fff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9eff·​9dff·​9dff·​9bff·​90f5·​66c1·​496f·​3f15·​3f0a·​3f04·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 63 0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f08·​3f15·​403a·​56b4·​6fe7·​87ff·​8fff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9eff·​9dff·​9dff·​9bff·​90f5·​66c1·​496f·​3f15·​3f0a·​3f04·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f08·​3f15·​403a·​56b4·​6fe7·​87ff·​8fff·​95ff·​9aff·​9cff·​9dff·​9eff·​9eff·​9eff·​9dff·​9dff·​9bff·​90f5·​66c1·​496f·​3f15·​3f0a·​3f04·0000·0000·0000·0000·0000·0000·0000·
64 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0d·​3f26·​4881·​5fc4·​84fa·​8efe·​94ff·​9aff·​9cff·​9dff·​9dff·​9dff·​9dff·​9dff·​9cff·​98fb·​84e6·​4f8c·​4248·​3f10·​3f07·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0d·​3f26·​4881·​5fc4·​84fa·​8efe·​94ff·​9aff·​9cff·​9dff·​9dff·​9dff·​9dff·​9dff·​9cff·​98fb·​84e6·​4f8c·​4248·​3f10·​3f07·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 64 0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0d·​3f26·​4881·​5fc4·​84fa·​8efe·​94ff·​9aff·​9cff·​9dff·​9dff·​9dff·​9dff·​9dff·​9cff·​98fb·​84e6·​4f8c·​4248·​3f10·​3f07·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0d·​3f26·​4881·​5fc4·​84fa·​8efe·​94ff·​9aff·​9cff·​9dff·​9dff·​9dff·​9dff·​9dff·​9cff·​98fb·​84e6·​4f8c·​4248·​3f10·​3f07·​3f02·0000·0000·0000·0000·0000·0000·0000·
65 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f08·​3f15·​4038·​4d87·​70e3·​87f9·​92ff·​98ff·​9bff·​9cff·​9dff·​9dff·​9dff·​9cff·​9bff·​83e7·​61b5·​434b·​3f1f·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f03·​3f08·​3f15·​4038·​4d87·​70e3·​87f9·​92ff·​98ff·​9bff·​9cff·​9dff·​9dff·​9dff·​9cff·​9bff·​83e7·​61b5·​434b·​3f1f·​3f0a·​3f04·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 65 0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f08·​3f15·​4038·​4d87·​70e3·​87f9·​92ff·​98ff·​9bff·​9cff·​9dff·​9dff·​9dff·​9cff·​9bff·​83e7·​61b5·​434b·​3f1f·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f03·​3f08·​3f15·​4038·​4d87·​70e3·​87f9·​92ff·​98ff·​9bff·​9cff·​9dff·​9dff·​9dff·​9cff·​9bff·​83e7·​61b5·​434b·​3f1f·​3f0a·​3f04·​3f01·0000·0000·0000·0000·0000·0000·0000·
66 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0c·​3f1a·​434e·​5296·​6ace·​80ec·​95ff·​98ff·​9aff·​9bff·​9bff·​99fd·​93f6·​7bda·​5fab·​496b·​4027·​3f0f·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f05·​3f0c·​3f1a·​434e·​5296·​6ace·​80ec·​95ff·​98ff·​9aff·​9bff·​9bff·​99fd·​93f6·​7bda·​5fab·​496b·​4027·​3f0f·​3f06·​3f02·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 66 0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0c·​3f1a·​434e·​5296·​6ace·​80ec·​95ff·​98ff·​9aff·​9bff·​9bff·​99fd·​93f6·​7bda·​5fab·​496b·​4027·​3f0f·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f05·​3f0c·​3f1a·​434e·​5296·​6ace·​80ec·​95ff·​98ff·​9aff·​9bff·​9bff·​99fd·​93f6·​7bda·​5fab·​496b·​4027·​3f0f·​3f06·​3f02·0000·0000·0000·0000·0000·0000·0000·0000·
67 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f05·​3f0c·​3f19·​4035·​4d89·​63be·​80e7·​86ec·​8aee·​8bee·​8aed·​85e6·​78d4·​559a·​455a·​3f1b·​3f0f·​3f08·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f05·​3f0c·​3f19·​4035·​4d89·​63be·​80e7·​86ec·​8aee·​8bee·​8aed·​85e6·​78d4·​559a·​455a·​3f1b·​3f0f·​3f08·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 67 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f05·​3f0c·​3f19·​4035·​4d89·​63be·​80e7·​86ec·​8aee·​8bee·​8aed·​85e6·​78d4·​559a·​455a·​3f1b·​3f0f·​3f08·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f05·​3f0c·​3f19·​4035·​4d89·​63be·​80e7·​86ec·​8aee·​8bee·​8aed·​85e6·​78d4·​559a·​455a·​3f1b·​3f0f·​3f08·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·
68 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0c·​3f16·​402e·​4246·​4764·​4e88·​5295·​5396·​508c·​4a72·​444f·​4135·​4021·​3f0e·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f06·​3f0c·​3f16·​402e·​4246·​4764·​4e88·​5295·​5396·​508c·​4a72·​444f·​4135·​4021·​3f0e·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 68 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0c·​3f16·​402e·​4246·​4764·​4e88·​5295·​5396·​508c·​4a72·​444f·​4135·​4021·​3f0e·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f06·​3f0c·​3f16·​402e·​4246·​4764·​4e88·​5295·​5396·​508c·​4a72·​444f·​4135·​4021·​3f0e·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·
69 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f05·​3f09·​3f0f·​3f19·​3f2a·​4144·​424d·​424e·​4247·​4034·​3f1d·​3f12·​3f0c·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f02·​3f05·​3f09·​3f0f·​3f19·​3f2a·​4144·​424d·​424e·​4247·​4034·​3f1d·​3f12·​3f0c·​3f07·​3f03·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 69 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f05·​3f09·​3f0f·​3f19·​3f2a·​4144·​424d·​424e·​4247·​4034·​3f1d·​3f12·​3f0c·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f02·​3f05·​3f09·​3f0f·​3f19·​3f2a·​4144·​424d·​424e·​4247·​4034·​3f1d·​3f12·​3f0c·​3f07·​3f03·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
70 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f06·​3f09·​3f0c·​3f0e·​3f0f·​3f0f·​3f0e·​3f0c·​3f0a·​3f07·​3f04·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f06·​3f09·​3f0c·​3f0e·​3f0f·​3f0f·​3f0e·​3f0c·​3f0a·​3f07·​3f04·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 70 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f06·​3f09·​3f0c·​3f0e·​3f0f·​3f0f·​3f0e·​3f0c·​3f0a·​3f07·​3f04·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f06·​3f09·​3f0c·​3f0e·​3f0f·​3f0f·​3f0e·​3f0c·​3f0a·​3f07·​3f04·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
71 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f04·​3f05·​3f05·​3f05·​3f05·​3f04·​3f03·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f03·​3f04·​3f05·​3f05·​3f05·​3f05·​3f04·​3f03·​3f02·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 71 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f04·​3f05·​3f05·​3f05·​3f05·​3f04·​3f03·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f03·​3f04·​3f05·​3f05·​3f05·​3f05·​3f04·​3f03·​3f02·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
72 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 72 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·​3f01·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
73 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 73 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
74 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 74 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
75 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 75 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
76 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 76 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
77 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 77 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
78 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 78 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
79 3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00·3f00· 79 0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·0000·
80 } 80 }
[−]
res/drawable-xhdpi-v4/ambilwarna_arrow_down.png
[−]
sng
Offset 1, 14 lines modified Offset 1, 14 lines modified
1 #SNG:​·​from·​stdin 1 #SNG:​·​from·​stdin
2 IHDR·​{ 2 IHDR·​{
3 ····​width:​·​40;​·​height:​·​40;​·​bitdepth:​·​8;​ 3 ····​width:​·​40;​·​height:​·​40;​·​bitdepth:​·​8;​
4 ····​using·​color·​palette;​ 4 ····​using·​color·​palette;​
5 } 5 }
6 PLTE·​{ 6 PLTE·​{
7 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 7 ····​(··​0,​··​0,​··​0)​·····​#·​rgb·​=·​(0x00,​0x00,​0x00)​·​grey0
8 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13 8 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13
9 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 9 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
10 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 10 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
11 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 11 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
12 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 12 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
13 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 13 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
14 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 14 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
Offset 22, 14 lines modified Offset 22, 22 lines modified
22 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 22 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
23 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 23 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
24 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 24 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
25 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 25 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
26 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 26 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
27 ····​(·​35,​·​35,​·​35)​·····​#·​rgb·​=·​(0x23,​0x23,​0x23)​ 27 ····​(·​35,​·​35,​·​35)​·····​#·​rgb·​=·​(0x23,​0x23,​0x23)​
28 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​ 28 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  29 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  30 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  31 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  32 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  33 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  34 ····​(·​32,​·​32,​·​32)​·····​#·​rgb·​=·​(0x20,​0x20,​0x20)​
  35 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​
  36 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13
29 ····​(·​79,​·​79,​·​79)​·····​#·​rgb·​=·​(0x4f,​0x4f,​0x4f)​·​grey31 37 ····​(·​79,​·​79,​·​79)​·····​#·​rgb·​=·​(0x4f,​0x4f,​0x4f)​·​grey31
30 ····​(167,​167,​167)​·····​#·​rgb·​=·​(0xa7,​0xa7,​0xa7)​ 38 ····​(167,​167,​167)​·····​#·​rgb·​=·​(0xa7,​0xa7,​0xa7)​
31 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66 39 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66
32 ····​(166,​166,​166)​·····​#·​rgb·​=·​(0xa6,​0xa6,​0xa6)​·​grey65 40 ····​(166,​166,​166)​·····​#·​rgb·​=·​(0xa6,​0xa6,​0xa6)​·​grey65
33 ····​(164,​164,​164)​·····​#·​rgb·​=·​(0xa4,​0xa4,​0xa4)​ 41 ····​(164,​164,​164)​·····​#·​rgb·​=·​(0xa4,​0xa4,​0xa4)​
34 ····​(163,​163,​163)​·····​#·​rgb·​=·​(0xa3,​0xa3,​0xa3)​·​grey64 42 ····​(163,​163,​163)​·····​#·​rgb·​=·​(0xa3,​0xa3,​0xa3)​·​grey64
35 ····​(161,​161,​161)​·····​#·​rgb·​=·​(0xa1,​0xa1,​0xa1)​·​grey63 43 ····​(161,​161,​161)​·····​#·​rgb·​=·​(0xa1,​0xa1,​0xa1)​·​grey63
Offset 40, 15 lines modified Offset 48, 14 lines modified
40 ····​(151,​151,​151)​·····​#·​rgb·​=·​(0x97,​0x97,​0x97)​ 48 ····​(151,​151,​151)​·····​#·​rgb·​=·​(0x97,​0x97,​0x97)​
41 ····​(148,​148,​148)​·····​#·​rgb·​=·​(0x94,​0x94,​0x94)​·​grey58 49 ····​(148,​148,​148)​·····​#·​rgb·​=·​(0x94,​0x94,​0x94)​·​grey58
42 ····​(147,​147,​147)​·····​#·​rgb·​=·​(0x93,​0x93,​0x93)​ 50 ····​(147,​147,​147)​·····​#·​rgb·​=·​(0x93,​0x93,​0x93)​
43 ····​(146,​146,​146)​·····​#·​rgb·​=·​(0x92,​0x92,​0x92)​ 51 ····​(146,​146,​146)​·····​#·​rgb·​=·​(0x92,​0x92,​0x92)​
44 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57 52 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57
45 ····​(144,​144,​144)​·····​#·​rgb·​=·​(0x90,​0x90,​0x90)​ 53 ····​(144,​144,​144)​·····​#·​rgb·​=·​(0x90,​0x90,​0x90)​
46 ····​(·​62,​·​62,​·​62)​·····​#·​rgb·​=·​(0x3e,​0x3e,​0x3e)​ 54 ····​(·​62,​·​62,​·​62)​·····​#·​rgb·​=·​(0x3e,​0x3e,​0x3e)​
47 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
48 ····​(100,​100,​100)​·····​#·​rgb·​=·​(0x64,​0x64,​0x64)​ 55 ····​(100,​100,​100)​·····​#·​rgb·​=·​(0x64,​0x64,​0x64)​
49 ····​(228,​228,​228)​·····​#·​rgb·​=·​(0xe4,​0xe4,​0xe4)​ 56 ····​(228,​228,​228)​·····​#·​rgb·​=·​(0xe4,​0xe4,​0xe4)​
50 ····​(230,​230,​230)​·····​#·​rgb·​=·​(0xe6,​0xe6,​0xe6)​ 57 ····​(230,​230,​230)​·····​#·​rgb·​=·​(0xe6,​0xe6,​0xe6)​
51 ····​(232,​232,​232)​·····​#·​rgb·​=·​(0xe8,​0xe8,​0xe8)​·​grey91 58 ····​(232,​232,​232)​·····​#·​rgb·​=·​(0xe8,​0xe8,​0xe8)​·​grey91
52 ····​(233,​233,​233)​·····​#·​rgb·​=·​(0xe9,​0xe9,​0xe9)​ 59 ····​(233,​233,​233)​·····​#·​rgb·​=·​(0xe9,​0xe9,​0xe9)​
53 ····​(231,​231,​231)​·····​#·​rgb·​=·​(0xe7,​0xe7,​0xe7)​ 60 ····​(231,​231,​231)​·····​#·​rgb·​=·​(0xe7,​0xe7,​0xe7)​
54 ····​(229,​229,​229)​·····​#·​rgb·​=·​(0xe5,​0xe5,​0xe5)​·​grey90 61 ····​(229,​229,​229)​·····​#·​rgb·​=·​(0xe5,​0xe5,​0xe5)​·​grey90
Offset 77, 81 lines modified Offset 84, 74 lines modified
77 ····​(237,​237,​237)​·····​#·​rgb·​=·​(0xed,​0xed,​0xed)​·​grey93 84 ····​(237,​237,​237)​·····​#·​rgb·​=·​(0xed,​0xed,​0xed)​·​grey93
78 ····​(238,​238,​238)​·····​#·​rgb·​=·​(0xee,​0xee,​0xee)​ 85 ····​(238,​238,​238)​·····​#·​rgb·​=·​(0xee,​0xee,​0xee)​
79 ····​(·​99,​·​99,​·​99)​·····​#·​rgb·​=·​(0x63,​0x63,​0x63)​·​grey39 86 ····​(·​99,​·​99,​·​99)​·····​#·​rgb·​=·​(0x63,​0x63,​0x63)​·​grey39
80 ····​(·​98,​·​98,​·​98)​·····​#·​rgb·​=·​(0x62,​0x62,​0x62)​ 87 ····​(·​98,​·​98,​·​98)​·····​#·​rgb·​=·​(0x62,​0x62,​0x62)​
81 ····​(·​97,​·​97,​·​97)​·····​#·​rgb·​=·​(0x61,​0x61,​0x61)​·​grey38 88 ····​(·​97,​·​97,​·​97)​·····​#·​rgb·​=·​(0x61,​0x61,​0x61)​·​grey38
82 ····​(·​96,​·​96,​·​96)​·····​#·​rgb·​=·​(0x60,​0x60,​0x60)​ 89 ····​(·​96,​·​96,​·​96)​·····​#·​rgb·​=·​(0x60,​0x60,​0x60)​
83 ····​(·​95,​·​95,​·​95)​·····​#·​rgb·​=·​(0x5f,​0x5f,​0x5f)​ 90 ····​(·​95,​·​95,​·​95)​·····​#·​rgb·​=·​(0x5f,​0x5f,​0x5f)​
84 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
85 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
86 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
87 ····​(129,​129,​129)​·····​#·​rgb·​=·​(0x81,​0x81,​0x81)​ 91 ····​(129,​129,​129)​·····​#·​rgb·​=·​(0x81,​0x81,​0x81)​
88 ····​(110,​110,​110)​·····​#·​rgb·​=·​(0x6e,​0x6e,​0x6e)​·​grey43 92 ····​(110,​110,​110)​·····​#·​rgb·​=·​(0x6e,​0x6e,​0x6e)​·​grey43
89 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
90 ····​(·​48,​·​48,​·​48)​·····​#·​rgb·​=·​(0x30,​0x30,​0x30)​·​grey19 93 ····​(·​48,​·​48,​·​48)​·····​#·​rgb·​=·​(0x30,​0x30,​0x30)​·​grey19
91 ····​(149,​149,​149)​·····​#·​rgb·​=·​(0x95,​0x95,​0x95)​ 94 ····​(149,​149,​149)​·····​#·​rgb·​=·​(0x95,​0x95,​0x95)​
92 ····​(155,​155,​155)​·····​#·​rgb·​=·​(0x9b,​0x9b,​0x9b)​ 95 ····​(155,​155,​155)​·····​#·​rgb·​=·​(0x9b,​0x9b,​0x9b)​
93 ····​(169,​169,​169)​·····​#·​rgb·​=·​(0xa9,​0xa9,​0xa9)​·​DarkGray 96 ····​(169,​169,​169)​·····​#·​rgb·​=·​(0xa9,​0xa9,​0xa9)​·​DarkGray
94 ····​(208,​208,​208)​·····​#·​rgb·​=·​(0xd0,​0xd0,​0xd0)​ 97 ····​(208,​208,​208)​·····​#·​rgb·​=·​(0xd0,​0xd0,​0xd0)​
95 ····​(·​44,​·​44,​·​44)​·····​#·​rgb·​=·​(0x2c,​0x2c,​0x2c)​ 98 ····​(·​44,​·​44,​·​44)​·····​#·​rgb·​=·​(0x2c,​0x2c,​0x2c)​
96 ····​(·​32,​·​32,​·​32)​·····​#·​rgb·​=·​(0x20,​0x20,​0x20)​  
97 ····​(·​34,​·​34,​·​34)​·····​#·​rgb·​=·​(0x22,​0x22,​0x22)​  
98 ····​(·​80,​·​80,​·​80)​·····​#·​rgb·​=·​(0x50,​0x50,​0x50)​ 99 ····​(·​80,​·​80,​·​80)​·····​#·​rgb·​=·​(0x50,​0x50,​0x50)​
99 ····​(204,​204,​204)​·····​#·​rgb·​=·​(0xcc,​0xcc,​0xcc)​·​grey80 100 ····​(204,​204,​204)​·····​#·​rgb·​=·​(0xcc,​0xcc,​0xcc)​·​grey80
100 ····​(200,​200,​200)​·····​#·​rgb·​=·​(0xc8,​0xc8,​0xc8)​ 101 ····​(200,​200,​200)​·····​#·​rgb·​=·​(0xc8,​0xc8,​0xc8)​
101 ····​(·​72,​·​72,​·​72)​·····​#·​rgb·​=·​(0x48,​0x48,​0x48)​ 102 ····​(·​72,​·​72,​·​72)​·····​#·​rgb·​=·​(0x48,​0x48,​0x48)​
102 ····​(·​81,​·​81,​·​81)​·····​#·​rgb·​=·​(0x51,​0x51,​0x51)​ 103 ····​(·​81,​·​81,​·​81)​·····​#·​rgb·​=·​(0x51,​0x51,​0x51)​
103 ····​(·​82,​·​82,​·​82)​·····​#·​rgb·​=·​(0x52,​0x52,​0x52)​·​grey32 104 ····​(·​82,​·​82,​·​82)​·····​#·​rgb·​=·​(0x52,​0x52,​0x52)​·​grey32
104 ····​(·​83,​·​83,​·​83)​·····​#·​rgb·​=·​(0x53,​0x53,​0x53)​ 105 ····​(·​83,​·​83,​·​83)​·····​#·​rgb·​=·​(0x53,​0x53,​0x53)​
105 ····​(205,​205,​205)​·····​#·​rgb·​=·​(0xcd,​0xcd,​0xcd)​ 106 ····​(205,​205,​205)​·····​#·​rgb·​=·​(0xcd,​0xcd,​0xcd)​
106 ····​(·​84,​·​84,​·​84)​·····​#·​rgb·​=·​(0x54,​0x54,​0x54)​·​grey33 107 ····​(·​84,​·​84,​·​84)​·····​#·​rgb·​=·​(0x54,​0x54,​0x54)​·​grey33
107 ····​(·​85,​·​85,​·​85)​·····​#·​rgb·​=·​(0x55,​0x55,​0x55)​ 108 ····​(·​85,​·​85,​·​85)​·····​#·​rgb·​=·​(0x55,​0x55,​0x55)​
108 ····​(206,​206,​206)​·····​#·​rgb·​=·​(0xce,​0xce,​0xce)​ 109 ····​(206,​206,​206)​·····​#·​rgb·​=·​(0xce,​0xce,​0xce)​
109 ····​(·​86,​·​86,​·​86)​·····​#·​rgb·​=·​(0x56,​0x56,​0x56)​ 110 ····​(·​86,​·​86,​·​86)​·····​#·​rgb·​=·​(0x56,​0x56,​0x56)​
110 ····​(·​87,​·​87,​·​87)​·····​#·​rgb·​=·​(0x57,​0x57,​0x57)​·​grey34 111 ····​(·​87,​·​87,​·​87)​·····​#·​rgb·​=·​(0x57,​0x57,​0x57)​·​grey34
111 ····​(·​33,​·​33,​·​33)​·····​#·​rgb·​=·​(0x21,​0x21,​0x21)​·​grey13  
112 } 112 }
113 tRNS·​{ 113 tRNS·​{
114 ·​0·​70·​231·​247·​246·​245·​244·​243·​242·​241·​240·​239·​238·​237·​236·​235·​234·​233·​232·​216·​65·​151·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​152·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·255·​149·​248·​252·​255·255·​182·​255·​255·​255·​255·​255·255·​32·​224·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​255·​206} 114 ·​0·​70·​231·​247·​246·​245·​244·​243·​242·​241·​240·​239·​238·​237·​236·​235·​234·​233·​232·​216·​65·​151·​152·​149·​248·​252·​182·​32·​224·​206}
115 IMAGE·​{ 115 IMAGE·​{
116 ····​pixels·​hex 116 ····​pixels·​hex
117 000000000000000000000​000000000000000000000​000000000000000000000​00000000000000000 117 000000000000000000000​000000000000000000000​000000000000000000000​00000000000000000
118 000000000000000001020​304050606070809090a0b​0c0c0d0e0f0f101112131​40000000000000000 118 000000000000000001020​304050606070809090a0b​0c0c0d0e0f0f101112131​40000000000000000
119 000000000000000015161​717181817191a1b1c1d1e​1f2021222324242526271​50000000000000000 119 0000000000000000151e1​f1f20201f212223242526​2728292a2b2c2c2d2e2f1​50000000000000000
120 000000000000000028292​a2b2c2d2d2c2e2f303132​333435363738383838392​80000000000000000 120 000000000000000016303​132333434333536373839​3a3b3c3d3e3f3f3f3f401​60000000000000000
121 000000000000000028292​a2b2c3a3a3a2c2e2a3b3c​3d3e3f404138383838392​80000000000000000 121 000000000000000016303​132334141413335314243​44454647483f3f3f3f401​60000000000000000
Max diff block lines reached; 3/11129 bytes (0.03%) of diff not shown.
[−]
res/drawable-xhdpi-v4/ic_menu_smalltiles.png
[−]
sng
Offset 14, 47 lines modified Offset 14, 25 lines modified
14 ····​(113,​113,​113)​·····​#·​rgb·​=·​(0x71,​0x71,​0x71)​ 14 ····​(113,​113,​113)​·····​#·​rgb·​=·​(0x71,​0x71,​0x71)​
15 ····​(136,​136,​136)​·····​#·​rgb·​=·​(0x88,​0x88,​0x88)​ 15 ····​(136,​136,​136)​·····​#·​rgb·​=·​(0x88,​0x88,​0x88)​
16 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​ 16 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​
17 ····​(149,​149,​149)​·····​#·​rgb·​=·​(0x95,​0x95,​0x95)​ 17 ····​(149,​149,​149)​·····​#·​rgb·​=·​(0x95,​0x95,​0x95)​
18 ····​(125,​125,​125)​·····​#·​rgb·​=·​(0x7d,​0x7d,​0x7d)​·​grey49 18 ····​(125,​125,​125)​·····​#·​rgb·​=·​(0x7d,​0x7d,​0x7d)​·​grey49
19 ····​(107,​107,​107)​·····​#·​rgb·​=·​(0x6b,​0x6b,​0x6b)​·​grey42 19 ····​(107,​107,​107)​·····​#·​rgb·​=·​(0x6b,​0x6b,​0x6b)​·​grey42
20 ····​(142,​142,​142)​·····​#·​rgb·​=·​(0x8e,​0x8e,​0x8e)​ 20 ····​(142,​142,​142)​·····​#·​rgb·​=·​(0x8e,​0x8e,​0x8e)​
21 ····​(126,​126,​126)​·····​#·​rgb·​=·​(0x7e,​0x7e,​0x7e)​  
22 ····​(124,​124,​124)​·····​#·​rgb·​=·​(0x7c,​0x7c,​0x7c)​  
23 ····​(125,​125,​125)​·····​#·​rgb·​=·​(0x7d,​0x7d,​0x7d)​·​grey49  
24 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57 21 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57
25 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​ 22 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​
26 ····​(134,​134,​134)​·····​#·​rgb·​=·​(0x86,​0x86,​0x86)​ 23 ····​(134,​134,​134)​·····​#·​rgb·​=·​(0x86,​0x86,​0x86)​
27 ····​(135,​135,​135)​·····​#·​rgb·​=·​(0x87,​0x87,​0x87)​·​grey53 24 ····​(135,​135,​135)​·····​#·​rgb·​=·​(0x87,​0x87,​0x87)​·​grey53
28 ····​(143,​143,​143)​·····​#·​rgb·​=·​(0x8f,​0x8f,​0x8f)​·​grey56  
29 ····​(154,​154,​154)​·····​#·​rgb·​=·​(0x9a,​0x9a,​0x9a)​  
30 ····​(158,​158,​158)​·····​#·​rgb·​=·​(0x9e,​0x9e,​0x9e)​·​grey62  
31 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​  
32 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57  
33 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57 25 ····​(145,​145,​145)​·····​#·​rgb·​=·​(0x91,​0x91,​0x91)​·​grey57
34 ····​(170,​170,​170)​·····​#·​rgb·​=·​(0xaa,​0xaa,​0xaa)​ 26 ····​(170,​170,​170)​·····​#·​rgb·​=·​(0xaa,​0xaa,​0xaa)​
35 ····​(156,​156,​156)​·····​#·​rgb·​=·​(0x9c,​0x9c,​0x9c)​·​grey61 27 ····​(156,​156,​156)​·····​#·​rgb·​=·​(0x9c,​0x9c,​0x9c)​·​grey61
36 ····​(144,​144,​144)​·····​#·​rgb·​=·​(0x90,​0x90,​0x90)​  
37 ····​(150,​150,​150)​·····​#·​rgb·​=·​(0x96,​0x96,​0x96)​·​grey59  
38 ····​(156,​156,​156)​·····​#·​rgb·​=·​(0x9c,​0x9c,​0x9c)​·​grey61  
39 ····​(148,​148,​148)​·····​#·​rgb·​=·​(0x94,​0x94,​0x94)​·​grey58 28 ····​(148,​148,​148)​·····​#·​rgb·​=·​(0x94,​0x94,​0x94)​·​grey58
40 ····​(162,​162,​162)​·····​#·​rgb·​=·​(0xa2,​0xa2,​0xa2)​  
41 ····​(170,​170,​170)​·····​#·​rgb·​=·​(0xaa,​0xaa,​0xaa)​  
42 ····​(172,​172,​172)​·····​#·​rgb·​=·​(0xac,​0xac,​0xac)​  
43 ····​(173,​173,​173)​·····​#·​rgb·​=·​(0xad,​0xad,​0xad)​·​grey68  
44 ····​(171,​171,​171)​·····​#·​rgb·​=·​(0xab,​0xab,​0xab)​·​grey67  
45 ····​(163,​163,​163)​·····​#·​rgb·​=·​(0xa3,​0xa3,​0xa3)​·​grey64  
46 ····​(157,​157,​157)​·····​#·​rgb·​=·​(0x9d,​0x9d,​0x9d)​  
47 ····​(165,​165,​165)​·····​#·​rgb·​=·​(0xa5,​0xa5,​0xa5)​ 29 ····​(165,​165,​165)​·····​#·​rgb·​=·​(0xa5,​0xa5,​0xa5)​
48 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​ 30 ····​(159,​159,​159)​·····​#·​rgb·​=·​(0x9f,​0x9f,​0x9f)​
49 ····​(161,​161,​161)​·····​#·​rgb·​=·​(0xa1,​0xa1,​0xa1)​·​grey63  
50 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66  
51 ····​(165,​165,​165)​·····​#·​rgb·​=·​(0xa5,​0xa5,​0xa5)​ 31 ····​(165,​165,​165)​·····​#·​rgb·​=·​(0xa5,​0xa5,​0xa5)​
52 ····​(174,​174,​174)​·····​#·​rgb·​=·​(0xae,​0xae,​0xae)​  
53 ····​(169,​169,​169)​·····​#·​rgb·​=·​(0xa9,​0xa9,​0xa9)​·​DarkGray  
54 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​ 32 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​
55 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66 33 ····​(168,​168,​168)​·····​#·​rgb·​=·​(0xa8,​0xa8,​0xa8)​·​grey66
56 ····​(172,​172,​172)​·····​#·​rgb·​=·​(0xac,​0xac,​0xac)​ 34 ····​(172,​172,​172)​·····​#·​rgb·​=·​(0xac,​0xac,​0xac)​
57 ····​(172,​172,​172)​·····​#·​rgb·​=·​(0xac,​0xac,​0xac)​ 35 ····​(172,​172,​172)​·····​#·​rgb·​=·​(0xac,​0xac,​0xac)​
58 ····​(171,​171,​171)​·····​#·​rgb·​=·​(0xab,​0xab,​0xab)​·​grey67 36 ····​(171,​171,​171)​·····​#·​rgb·​=·​(0xab,​0xab,​0xab)​·​grey67
59 ····​(171,​171,​171)​·····​#·​rgb·​=·​(0xab,​0xab,​0xab)​·​grey67 37 ····​(171,​171,​171)​·····​#·​rgb·​=·​(0xab,​0xab,​0xab)​·​grey67
60 ····​(170,​170,​170)​·····​#·​rgb·​=·​(0xaa,​0xaa,​0xaa)​ 38 ····​(170,​170,​170)​·····​#·​rgb·​=·​(0xaa,​0xaa,​0xaa)​
Offset 70, 27 lines modified Offset 48, 23 lines modified
70 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​ 48 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​
71 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​ 49 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​
72 ····​(222,​222,​222)​·····​#·​rgb·​=·​(0xde,​0xde,​0xde)​·​grey87 50 ····​(222,​222,​222)​·····​#·​rgb·​=·​(0xde,​0xde,​0xde)​·​grey87
73 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 51 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
74 ····​(181,​181,​181)​·····​#·​rgb·​=·​(0xb5,​0xb5,​0xb5)​·​grey71 52 ····​(181,​181,​181)​·····​#·​rgb·​=·​(0xb5,​0xb5,​0xb5)​·​grey71
75 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 53 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
76 ····​(182,​182,​182)​·····​#·​rgb·​=·​(0xb6,​0xb6,​0xb6)​ 54 ····​(182,​182,​182)​·····​#·​rgb·​=·​(0xb6,​0xb6,​0xb6)​
77 ····​(177,​177,​177)​·····​#·​rgb·​=·​(0xb1,​0xb1,​0xb1)​  
78 ····​(176,​176,​176)​·····​#·​rgb·​=·​(0xb0,​0xb0,​0xb0)​·​grey69  
79 ····​(175,​175,​175)​·····​#·​rgb·​=·​(0xaf,​0xaf,​0xaf)​  
80 ····​(182,​182,​182)​·····​#·​rgb·​=·​(0xb6,​0xb6,​0xb6)​ 55 ····​(182,​182,​182)​·····​#·​rgb·​=·​(0xb6,​0xb6,​0xb6)​
81 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 56 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
82 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 57 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
83 ····​(220,​220,​220)​·····​#·​rgb·​=·​(0xdc,​0xdc,​0xdc)​·​gainsboro 58 ····​(220,​220,​220)​·····​#·​rgb·​=·​(0xdc,​0xdc,​0xdc)​·​gainsboro
84 ····​(178,​178,​178)​·····​#·​rgb·​=·​(0xb2,​0xb2,​0xb2)​ 59 ····​(178,​178,​178)​·····​#·​rgb·​=·​(0xb2,​0xb2,​0xb2)​
85 ····​(217,​217,​217)​·····​#·​rgb·​=·​(0xd9,​0xd9,​0xd9)​·​grey85 60 ····​(217,​217,​217)​·····​#·​rgb·​=·​(0xd9,​0xd9,​0xd9)​·​grey85
86 ····​(187,​187,​187)​·····​#·​rgb·​=·​(0xbb,​0xbb,​0xbb)​ 61 ····​(187,​187,​187)​·····​#·​rgb·​=·​(0xbb,​0xbb,​0xbb)​
87 ····​(183,​183,​183)​·····​#·​rgb·​=·​(0xb7,​0xb7,​0xb7)​ 62 ····​(183,​183,​183)​·····​#·​rgb·​=·​(0xb7,​0xb7,​0xb7)​
88 ····​(183,​183,​183)​·····​#·​rgb·​=·​(0xb7,​0xb7,​0xb7)​ 63 ····​(183,​183,​183)​·····​#·​rgb·​=·​(0xb7,​0xb7,​0xb7)​
89 ····​(183,​183,​183)​·····​#·​rgb·​=·​(0xb7,​0xb7,​0xb7)​  
90 ····​(186,​186,​186)​·····​#·​rgb·​=·​(0xba,​0xba,​0xba)​·​grey73 64 ····​(186,​186,​186)​·····​#·​rgb·​=·​(0xba,​0xba,​0xba)​·​grey73
91 ····​(208,​208,​208)​·····​#·​rgb·​=·​(0xd0,​0xd0,​0xd0)​ 65 ····​(208,​208,​208)​·····​#·​rgb·​=·​(0xd0,​0xd0,​0xd0)​
92 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 66 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
93 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 67 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
94 ····​(193,​193,​193)​·····​#·​rgb·​=·​(0xc1,​0xc1,​0xc1)​ 68 ····​(193,​193,​193)​·····​#·​rgb·​=·​(0xc1,​0xc1,​0xc1)​
95 ····​(185,​185,​185)​·····​#·​rgb·​=·​(0xb9,​0xb9,​0xb9)​ 69 ····​(185,​185,​185)​·····​#·​rgb·​=·​(0xb9,​0xb9,​0xb9)​
96 ····​(182,​182,​182)​·····​#·​rgb·​=·​(0xb6,​0xb6,​0xb6)​ 70 ····​(182,​182,​182)​·····​#·​rgb·​=·​(0xb6,​0xb6,​0xb6)​
Offset 110, 40 lines modified Offset 84, 24 lines modified
110 ····​(128,​128,​128)​·····​#·​rgb·​=·​(0x80,​0x80,​0x80)​ 84 ····​(128,​128,​128)​·····​#·​rgb·​=·​(0x80,​0x80,​0x80)​
111 ····​(136,​136,​136)​·····​#·​rgb·​=·​(0x88,​0x88,​0x88)​ 85 ····​(136,​136,​136)​·····​#·​rgb·​=·​(0x88,​0x88,​0x88)​
112 ····​(146,​146,​146)​·····​#·​rgb·​=·​(0x92,​0x92,​0x92)​ 86 ····​(146,​146,​146)​·····​#·​rgb·​=·​(0x92,​0x92,​0x92)​
113 ····​(142,​142,​142)​·····​#·​rgb·​=·​(0x8e,​0x8e,​0x8e)​ 87 ····​(142,​142,​142)​·····​#·​rgb·​=·​(0x8e,​0x8e,​0x8e)​
114 ····​(132,​132,​132)​·····​#·​rgb·​=·​(0x84,​0x84,​0x84)​ 88 ····​(132,​132,​132)​·····​#·​rgb·​=·​(0x84,​0x84,​0x84)​
115 ····​(139,​139,​139)​·····​#·​rgb·​=·​(0x8b,​0x8b,​0x8b)​ 89 ····​(139,​139,​139)​·····​#·​rgb·​=·​(0x8b,​0x8b,​0x8b)​
116 ····​(121,​121,​121)​·····​#·​rgb·​=·​(0x79,​0x79,​0x79)​ 90 ····​(121,​121,​121)​·····​#·​rgb·​=·​(0x79,​0x79,​0x79)​
117 ····​(113,​113,​113)​·····​#·​rgb·​=·​(0x71,​0x71,​0x71)​  
118 ····​(112,​112,​112)​·····​#·​rgb·​=·​(0x70,​0x70,​0x70)​·​grey44  
119 ····​(121,​121,​121)​·····​#·​rgb·​=·​(0x79,​0x79,​0x79)​ 91 ····​(121,​121,​121)​·····​#·​rgb·​=·​(0x79,​0x79,​0x79)​
120 ····​(139,​139,​139)​·····​#·​rgb·​=·​(0x8b,​0x8b,​0x8b)​ 92 ····​(139,​139,​139)​·····​#·​rgb·​=·​(0x8b,​0x8b,​0x8b)​
121 ····​(131,​131,​131)​·····​#·​rgb·​=·​(0x83,​0x83,​0x83)​ 93 ····​(131,​131,​131)​·····​#·​rgb·​=·​(0x83,​0x83,​0x83)​
122 ····​(115,​115,​115)​·····​#·​rgb·​=·​(0x73,​0x73,​0x73)​·​grey45  
123 ····​(126,​126,​126)​·····​#·​rgb·​=·​(0x7e,​0x7e,​0x7e)​ 94 ····​(126,​126,​126)​·····​#·​rgb·​=·​(0x7e,​0x7e,​0x7e)​
124 ····​(123,​123,​123)​·····​#·​rgb·​=·​(0x7b,​0x7b,​0x7b)​  
125 ····​(128,​128,​128)​·····​#·​rgb·​=·​(0x80,​0x80,​0x80)​  
126 ····​(134,​134,​134)​·····​#·​rgb·​=·​(0x86,​0x86,​0x86)​  
127 ····​(135,​135,​135)​·····​#·​rgb·​=·​(0x87,​0x87,​0x87)​·​grey53  
128 ····​(136,​136,​136)​·····​#·​rgb·​=·​(0x88,​0x88,​0x88)​  
129 ····​(129,​129,​129)​·····​#·​rgb·​=·​(0x81,​0x81,​0x81)​  
130 ····​(132,​132,​132)​·····​#·​rgb·​=·​(0x84,​0x84,​0x84)​ 95 ····​(132,​132,​132)​·····​#·​rgb·​=·​(0x84,​0x84,​0x84)​
131 ····​(143,​143,​143)​·····​#·​rgb·​=·​(0x8f,​0x8f,​0x8f)​·​grey56 96 ····​(143,​143,​143)​·····​#·​rgb·​=·​(0x8f,​0x8f,​0x8f)​·​grey56
132 ····​(132,​132,​132)​·····​#·​rgb·​=·​(0x84,​0x84,​0x84)​  
Max diff block lines reached; 26424/31473 bytes (83.96%) of diff not shown.
[−]
res/drawable-xhdpi-v4/ic_action_search.png
[−]
sng
Offset 1, 14 lines modified Offset 1, 14 lines modified
1 #SNG:​·​from·​stdin 1 #SNG:​·​from·​stdin
2 IHDR·​{ 2 IHDR·​{
3 ····​width:​·​64;​·​height:​·​64;​·​bitdepth:​·​8;​ 3 ····​width:​·​64;​·​height:​·​64;​·​bitdepth:​·​8;​
4 ····​using·​color·​palette;​ 4 ····​using·​color·​palette;​
5 } 5 }
6 PLTE·​{ 6 PLTE·​{
7 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 7 ····​(··​0,​··​0,​··​0)​·····​#·​rgb·​=·​(0x00,​0x00,​0x00)​·​grey0
8 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 8 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
9 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 9 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
10 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 10 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
11 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 11 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
12 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 12 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
13 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 13 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
14 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100 14 ····​(255,​255,​255)​·····​#·​rgb·​=·​(0xff,​0xff,​0xff)​·​grey100
[−]
res/drawable-xhdpi-v4/icmpmove.png
[−]
sng
Offset 1, 211 lines modified Offset 1, 210 lines modified
1 #SNG:​·​from·​stdin 1 #SNG:​·​from·​stdin
2 IHDR·​{ 2 IHDR·​{
3 ····​width:​·​57;​·​height:​·​57;​·​bitdepth:​·​8;​ 3 ····​width:​·​57;​·​height:​·​57;​·​bitdepth:​·​8;​
4 ····​using·​color·​palette;​ 4 ····​using·​color·​palette;​
5 } 5 }
6 PLTE·​{ 6 PLTE·​{
7 ····​(173,​173,​173)​·····​#·​rgb·​=·​(0xad,​0xad,​0xad)​·​grey68  
8 ····​(··​0,​··​0,​··​0)​·····​#·​rgb·​=·​(0x00,​0x00,​0x00)​·​grey0 7 ····​(··​0,​··​0,​··​0)​·····​#·​rgb·​=·​(0x00,​0x00,​0x00)​·​grey0
9 ····​(·​90,​·​90,​·​90)​·····​#·​rgb·​=·​(0x5a,​0x5a,​0x5a)​ 8 ····​(·​90,​·​90,​·​90)​·····​#·​rgb·​=·​(0x5a,​0x5a,​0x5a)​
10 ····​(·​81,​·​81,​·​81)​·····​#·​rgb·​=·​(0x51,​0x51,​0x51)​ 9 ····​(·​81,​·​81,​·​81)​·····​#·​rgb·​=·​(0x51,​0x51,​0x51)​
11 ····​(·​67,​·​67,​·​67)​·····​#·​rgb·​=·​(0x43,​0x43,​0x43)​  
12 ····​(·​81,​·​81,​·​81)​·····​#·​rgb·​=·​(0x51,​0x51,​0x51)​ 10 ····​(·​81,​·​81,​·​81)​·····​#·​rgb·​=·​(0x51,​0x51,​0x51)​
13 ····​(·​71,​·​71,​·​71)​·····​#·​rgb·​=·​(0x47,​0x47,​0x47)​·​grey28  
14 ····​(·​75,​·​75,​·​75)​·····​#·​rgb·​=·​(0x4b,​0x4b,​0x4b)​  
15 ····​(·​70,​·​70,​·​70)​·····​#·​rgb·​=·​(0x46,​0x46,​0x46)​  
16 ····​(·​80,​·​80,​·​80)​·····​#·​rgb·​=·​(0x50,​0x50,​0x50)​ 11 ····​(·​80,​·​80,​·​80)​·····​#·​rgb·​=·​(0x50,​0x50,​0x50)​
17 ····​(·​87,​·​87,​·​87)​·····​#·​rgb·​=·​(0x57,​0x57,​0x57)​·​grey34  
18 ····​(·​99,​·​99,​·​99)​·····​#·​rgb·​=·​(0x63,​0x63,​0x63)​·​grey39  
19 ····​(·​79,​·​79,​·​79)​·····​#·​rgb·​=·​(0x4f,​0x4f,​0x4f)​·​grey31 12 ····​(·​79,​·​79,​·​79)​·····​#·​rgb·​=·​(0x4f,​0x4f,​0x4f)​·​grey31