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Base 4 to Base 17

Base 4 to Base 17 Converter

Enter a number in base 4 below to convert it to base 17 instantly.

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About These Bases

Base 4

In base 4, each digit position represents a power of 4: the rightmost digit counts individual ones, the next counts groups of 4, the next counts groups of 4×4, and so on — the same place-value idea as base 10, just with 4 distinct digits instead of ten.

Base 17

Base 17 works the same way: the rightmost digit counts ones, the next counts groups of 17, the next counts groups of 17×17, and so on, using 17 distinct digits.

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Quick Reference Table
Base 10 Base 4 Base 17
1 1 1
2 2 2
3 3 3
4 10 4
5 11 5
6 12 6
7 13 7
8 20 8
9 21 9
10 22 A
11 23 B
12 30 C
13 31 D
14 32 E
15 33 F
16 100 G
17 101 10
18 102 11
19 103 12
20 110 13
21 111 14
22 112 15
23 113 16
24 120 17
25 121 18
26 122 19
27 123 1A
28 130 1B
29 131 1C
30 132 1D
31 133 1E
32 200 1F
33 201 1G
34 202 20
35 203 21
36 210 22
37 211 23
38 212 24
39 213 25
40 220 26
41 221 27
42 222 28
43 223 29
44 230 2A
45 231 2B
46 232 2C
47 233 2D
48 300 2E
49 301 2F
50 302 2G
51 303 30
52 310 31
53 311 32
54 312 33
55 313 34
56 320 35
57 321 36
58 322 37
59 323 38
60 330 39
61 331 3A
62 332 3B
63 333 3C
64 1000 3D
70 1012 42
80 1100 4C
90 1122 55
100 1210 5F
200 3020 BD
300 10230 10B
400 12100 169
500 13310 1C7
600 21120 215
700 22330 273
800 30200 2D1
900 32010 31G
1000 33220 37E

View this as a standalone, printable table

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