tests/testthat/_snaps/num.md
In hadley/pillar: Coloured Formatting for Columns
output test
Code
tibble::tibble(x0 = num(9:11 * 100 + 0.5, sigfig = 3), x1 = num(9:11 * 100 +
0.5, sigfig = 4), x2 = num(9:11 * 100 + 0.5, sigfig = 5), )
Output
# A tibble: 3 x 3
x0 x1 x2
<num:3> <num:4> <num:5>
1 900. 900.5 900.5
2 1000. 1000. 1000.5
3 1100. 1100. 1100.5
Code
tibble::tibble(x3 = num(9:11 * 100 + 0.5, digits = 0), x4 = num(9:11 * 100 +
0.5, digits = -1), x5 = num(9:11 * 100 + 0.5, digits = -2), )
Output
# A tibble: 3 x 3
x3 x4 x5
<num:.0> <num:.1> <num:.2>
1 900. 900.5 900.5
2 1000. 1000.5 1000.5
3 1100. 1100.5 1100.5
Code
tibble::tibble(usd = num(9:11 * 100 + 0.5, digits = 2, label = "USD"), gbp = num(
9:11 * 100 + 0.5, digits = 2, label = "£"), chf = num(9:11 * 100 + 0.5,
digits = 2, label = "SFr"))
Output
# A tibble: 3 x 3
usd gbp chf
USD £ SFr
1 900.50 900.50 900.50
2 1000.50 1000.50 1000.50
3 1100.50 1100.50 1100.50
Code
tibble::tibble(small = num(9:11 / 1000 + 5e-05, label = "%", scale = 100),
medium = num(9:11 / 100 + 5e-04, label = "%", scale = 100), large = num(9:11 /
10 + 0.005, label = "%", scale = 100))
Output
# A tibble: 3 x 3
small medium large
% % %
1 0.905 9.05 90.5
2 1.00 10.0 100.
3 1.10 11.0 110.
Code
tibble::tibble(sci = num(10^(-13:6), notation = "sci"), eng = num(10^(-13:6),
notation = "eng"), dec = num(10^(-13:6), notation = "dec"), si = num(10^(-13:6),
notation = "si"), )
Output
# A tibble: 20 x 4
sci eng dec si
<sci> <eng> <dec> <si>
1 1e-13 100e-15 0.0000000000001 100f
2 1e-12 1e-12 0.000000000001 1p
3 1e-11 10e-12 0.00000000001 10p
4 1e-10 100e-12 0.0000000001 100p
5 1e- 9 1e- 9 0.000000001 1n
6 1e- 8 10e- 9 0.00000001 10n
7 1e- 7 100e- 9 0.0000001 100n
8 1e- 6 1e- 6 0.000001 1µ
9 1e- 5 10e- 6 0.00001 10µ
10 1e- 4 100e- 6 0.0001 100µ
11 1e- 3 1e- 3 0.001 1m
12 1e- 2 10e- 3 0.01 10m
13 1e- 1 100e- 3 0.1 100m
14 1e+ 0 1e+ 0 1 1
15 1e+ 1 10e+ 0 10 10
16 1e+ 2 100e+ 0 100 100
17 1e+ 3 1e+ 3 1000 1k
18 1e+ 4 10e+ 3 10000 10k
19 1e+ 5 100e+ 3 100000 100k
20 1e+ 6 1e+ 6 1000000 1M
Code
tibble::tibble(scimin = num(10^(-7:6) * 123, notation = "sci", fixed_exponent = -
Inf), engmin = num(10^(-7:6) * 123, notation = "eng", fixed_exponent = -Inf),
simin = num(10^(-7:6) * 123, notation = "si", fixed_exponent = -Inf))
Output
# A tibble: 14 x 3
scimin engmin simin
[e-5] [e-5] [µ]
1 1.23 12.3 12.3
2 12.3 123 123
3 123 1230 1230
4 1230 12300 12300
5 12300 123000 123000
6 123000 1230000 1230000
7 1230000 12300000 12300000
8 12300000 123000000 123000000
9 123000000 1230000000 1230000000
10 1230000000 12300000000 12300000000
11 12300000000 123000000000 123000000000
12 123000000000 1230000000000 1230000000000
13 1230000000000 12300000000000 12300000000000
14 12300000000000 123000000000000 123000000000000
Code
tibble::tibble(scismall = num(10^(-7:6) * 123, notation = "sci",
fixed_exponent = -3), engsmall = num(10^(-7:6) * 123, notation = "eng",
fixed_exponent = -3), sismall = num(10^(-7:6) * 123, notation = "si",
fixed_exponent = -3))
Output
# A tibble: 14 x 3
scismall engsmall sismall
[e-3] [e-3] [m]
1 0.0123 0.0123 0.0123
2 0.123 0.123 0.123
3 1.23 1.23 1.23
4 12.3 12.3 12.3
5 123 123 123
6 1230 1230 1230
7 12300 12300 12300
8 123000 123000 123000
9 1230000 1230000 1230000
10 12300000 12300000 12300000
11 123000000 123000000 123000000
12 1230000000 1230000000 1230000000
13 12300000000 12300000000 12300000000
14 123000000000 123000000000 123000000000
Code
tibble::tibble(scilarge = num(10^(-7:6) * 123, notation = "sci",
fixed_exponent = 3), englarge = num(10^(-7:6) * 123, notation = "eng",
fixed_exponent = 3), silarge = num(10^(-7:6) * 123, notation = "si",
fixed_exponent = 3))
Output
# A tibble: 14 x 3
scilarge englarge silarge
[e3] [e3] [k]
1 0.0000000123 0.0000000123 0.0000000123
2 0.000000123 0.000000123 0.000000123
3 0.00000123 0.00000123 0.00000123
4 0.0000123 0.0000123 0.0000123
5 0.000123 0.000123 0.000123
6 0.00123 0.00123 0.00123
7 0.0123 0.0123 0.0123
8 0.123 0.123 0.123
9 1.23 1.23 1.23
10 12.3 12.3 12.3
11 123 123 123
12 1230 1230 1230
13 12300 12300 12300
14 123000 123000 123000
Code
tibble::tibble(scimax = num(10^(-7:6) * 123, notation = "sci", fixed_exponent = Inf),
engmax = num(10^(-7:6) * 123, notation = "eng", fixed_exponent = Inf), simax = num(
10^(-7:6) * 123, notation = "si", fixed_exponent = Inf))
Output
# A tibble: 14 x 3
scimax engmax simax
[e8] [e8] [M]
1 0.000000000000123 0.0000000000123 0.0000000000123
2 0.00000000000123 0.000000000123 0.000000000123
3 0.0000000000123 0.00000000123 0.00000000123
4 0.000000000123 0.0000000123 0.0000000123
5 0.00000000123 0.000000123 0.000000123
6 0.0000000123 0.00000123 0.00000123
7 0.000000123 0.0000123 0.0000123
8 0.00000123 0.000123 0.000123
9 0.0000123 0.00123 0.00123
10 0.000123 0.0123 0.0123
11 0.00123 0.123 0.123
12 0.0123 1.23 1.23
13 0.123 12.3 12.3
14 1.23 123 123
Code
tibble::tibble(default = num(100 + 1:3 * 0.001), extra1 = num(100 + 1:3 * 0.001,
extra_sigfig = TRUE), extra2 = num(100 + 1:3 * 1e-04, extra_sigfig = TRUE),
extra3 = num(10000 + 1:3 * 1e-05, extra_sigfig = TRUE))
Output
# A tibble: 3 x 4
default extra1 extra2 extra3
<num> <num> <num> <num>
1 100. 100.001 100.0001 10000.00001
2 100. 100.002 100.0002 10000.00002
3 100. 100.003 100.0003 10000.00003
many digits
Code
num(123456789 * 10^(-9:0))
Output
<pillar_num[10]>
[1] 0.123 1.23 12.3 123. 1235.
[6] 12346. 123457. 1234568. 12345679. 123456789
Code
num(123456789 * 10^(-9:1))
Output
<pillar_num[11]>
[1] 1.23e-1 1.23e+0 1.23e+1 1.23e+2 1.23e+3 1.23e+4 1.23e+5 1.23e+6 1.23e+7
[10] 1.23e+8 1.23e+9
Code
num(123456789 * 10^(-9:1), notation = "dec")
Output
<pillar_num(dec)[11]>
[1] 0.123 1.23 12.3 123. 1235.
[6] 12346. 123457. 1234568. 12345679. 123456789
[11] 1234567890
Code
num(123456789 * 10^(-9:1), notation = "sci")
Output
<pillar_num(sci)[11]>
[1] 1.23e-1 1.23e+0 1.23e+1 1.23e+2 1.23e+3 1.23e+4 1.23e+5 1.23e+6 1.23e+7
[10] 1.23e+8 1.23e+9
Code
num(123456789 * 10^(-9:1), notation = "eng")
Output
<pillar_num(eng)[11]>
[1] 123. e-3 1.23e+0 12.3 e+0 123. e+0 1.23e+3 12.3 e+3 123. e+3
[8] 1.23e+6 12.3 e+6 123. e+6 1.23e+9
Code
num(123456789 * 10^(-9:1), notation = "si")
Output
<pillar_num(si)[11]>
[1] 123. m 1.23 12.3 123. 1.23k 12.3 k 123. k 1.23M 12.3 M
[10] 123. M 1.23G
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = -Inf)
Output
<pillar_num(sci)|-Inf[11]>
[1] 1.23 12.3 123. 1235. 12346.
[6] 123457. 1234568. 12345679. 123456789 1234567890
[11] 12345678900
Code
num(123456789 * 10^(-9:1), notation = "eng", fixed_exponent = -Inf)
Output
<pillar_num(eng)|-Inf[11]>
[1] 123. 1235. 12346. 123457. 1234568.
[6] 12345679. 123456789 1234567890 12345678900 123456789000
[11] 1234567890000
Code
num(123456789 * 10^(-9:1), notation = "si", fixed_exponent = -Inf)
Output
<pillar_num(si)|-Inf[11]>
[1] 123. 1235. 12346. 123457. 1234568.
[6] 12345679. 123456789 1234567890 12345678900 123456789000
[11] 1234567890000
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = -3)
Output
<pillar_num(sci)|-3[11]>
Fixed exponent: [e-3]
[1] 123. 1235. 12346. 123457. 1234568.
[6] 12345679. 123456789 1234567890 12345678900 123456789000
[11] 1234567890000
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = 3)
Output
<pillar_num(sci)|3[11]>
Fixed exponent: [e3]
[1] 0.000123 0.00123 0.0123 0.123 1.23
[6] 12.3 123. 1235. 12346. 123457.
[11] 1234568.
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = Inf)
Output
<pillar_num(sci)|Inf[11]>
[1] 0.000000000123 0.00000000123 0.0000000123 0.000000123 0.00000123
[6] 0.0000123 0.000123 0.00123 0.0123 0.123
[11] 1.23
sigfig and digits
Code
num(c(578890.23, 240234.131, 40234.1))
Output
<pillar_num[3]>
[1] 578890. 240234. 40234.
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 6)
Output
<pillar_num:6[3]>
[1] 578890. 240234. 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 7)
Output
<pillar_num:7[3]>
[1] 578890.2 240234.1 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 8)
Output
<pillar_num:8[3]>
[1] 578890.23 240234.13 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 9)
Output
<pillar_num:9[3]>
[1] 578890.23 240234.131 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), digits = 2)
Output
<pillar_num:.2![3]>
[1] 578890.23 240234.13 40234.10
Code
num(c(578890.23, 240234.131, 40234.1), digits = 3)
Output
<pillar_num:.3![3]>
[1] 578890.230 240234.131 40234.100
Code
num(c(578890.23, 240234.131, 40234.1), digits = 4)
Output
<pillar_num:.4![3]>
[1] 578890.2300 240234.1310 40234.1000
Code
num(c(578890.23, 240234.131, 40234.1), digits = -2)
Output
<pillar_num:.2[3]>
[1] 578890.23 240234.13 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), digits = -3)
Output
<pillar_num:.3[3]>
[1] 578890.23 240234.131 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), digits = -4)
Output
<pillar_num:.4[3]>
[1] 578890.23 240234.131 40234.1
forced digits
Code
pillar(num(1:3, digits = 2))
Output
<pillar>
<num:.2!>
1.00
2.00
3.00
Code
pillar(num(1:3, digits = 5))
Output
<pillar>
<num:.5!>
1.00000
2.00000
3.00000
all NA
Code
pillar(num(NA_real_, digits = 2))
Output
<pillar>
<num:.2!>
NA
Code
pillar(num(NA_real_, notation = "si"))
Output
<pillar>
<si>
NA
Code
pillar(num(NA_real_, notation = "sci"))
Output
<pillar>
<sci>
NA
Code
pillar(num(NA_real_, notation = "eng"))
Output
<pillar>
<eng>
NA
Code
pillar(num(NA_real_, notation = "sci", fixed_exponent = -1))
Output
<pillar>
[e-1]
NA
Code
pillar(num(NA_real_, notation = "sci", fixed_exponent = -Inf))
Output
<pillar>
<sci>
NA
some NA
Code
pillar(num(c(NA_real_, 1000), digits = 2))
Output
<pillar>
<num:.2!>
NA
1000.00
Code
pillar(num(c(NA_real_, 1000), notation = "si"))
Output
<pillar>
<si>
NA
1k
Code
pillar(num(c(NA_real_, 1000), notation = "sci"))
Output
<pillar>
<sci>
NA
1e3
Code
pillar(num(c(NA_real_, 1000), notation = "eng"))
Output
<pillar>
<eng>
NA
1e3
Code
pillar(num(c(NA_real_, 1000), notation = "sci", fixed_exponent = -1))
Output
<pillar>
[e-1]
NA
10000
Code
pillar(num(c(NA_real_, 1000), notation = "sci", fixed_exponent = -Inf))
Output
<pillar>
[e3]
NA
1
arithmetics
Code
num(1) + 2
Output
<pillar_num[1]>
[1] 3
Code
1 + num(2)
Output
<pillar_num[1]>
[1] 3
Code
1L + num(2)
Output
<pillar_num[1]>
[1] 3
Code
num(3.23456, sigfig = 4) - num(2)
Output
<pillar_num:4[1]>
[1] 1.235
Code
num(3, digits = 2) * num(4, sigfig = 2)
Output
<pillar_num:.2![1]>
[1] 12.00
Code
-num(2)
Output
<pillar_num[1]>
[1] -2
mathematics
Code
min(num(1:3, label = "$"))
Output
<pillar_num{$}[1]>
[1] 1
Code
mean(num(1:3, notation = "eng"))
Output
<pillar_num(eng)[1]>
[1] 2e0
Code
sin(num(1:3, label = "%", scale = 100))
Output
<pillar_num{%}*100[3]>
[1] 84.1 90.9 14.1
formatting
Code
format(num(-1:3))
Output
[1] "-1" " 0" " 1" " 2" " 3"
Code
format(num(-1:3), trim = TRUE)
Output
[1] "-1" "0" "1" "2" "3"
attribute
Code
set_num_opts(1, sigfig = 2, fixed_exponent = -Inf)
Output
[1] 1
attr(,"pillar")
pillar_num:2|-Inf
Code
set_num_opts(1000, digits = 2, notation = "eng")
Output
[1] 1000
attr(,"pillar")
pillar_num(eng):.2!
hadley/pillar documentation built on April 26, 2024, 4:19 a.m.
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output test
Code
tibble::tibble(x0 = num(9:11 * 100 + 0.5, sigfig = 3), x1 = num(9:11 * 100 +
0.5, sigfig = 4), x2 = num(9:11 * 100 + 0.5, sigfig = 5), )
Output
# A tibble: 3 x 3
x0 x1 x2
<num:3> <num:4> <num:5>
1 900. 900.5 900.5
2 1000. 1000. 1000.5
3 1100. 1100. 1100.5
Code
tibble::tibble(x3 = num(9:11 * 100 + 0.5, digits = 0), x4 = num(9:11 * 100 +
0.5, digits = -1), x5 = num(9:11 * 100 + 0.5, digits = -2), )
Output
# A tibble: 3 x 3
x3 x4 x5
<num:.0> <num:.1> <num:.2>
1 900. 900.5 900.5
2 1000. 1000.5 1000.5
3 1100. 1100.5 1100.5
Code
tibble::tibble(usd = num(9:11 * 100 + 0.5, digits = 2, label = "USD"), gbp = num(
9:11 * 100 + 0.5, digits = 2, label = "£"), chf = num(9:11 * 100 + 0.5,
digits = 2, label = "SFr"))
Output
# A tibble: 3 x 3
usd gbp chf
USD £ SFr
1 900.50 900.50 900.50
2 1000.50 1000.50 1000.50
3 1100.50 1100.50 1100.50
Code
tibble::tibble(small = num(9:11 / 1000 + 5e-05, label = "%", scale = 100),
medium = num(9:11 / 100 + 5e-04, label = "%", scale = 100), large = num(9:11 /
10 + 0.005, label = "%", scale = 100))
Output
# A tibble: 3 x 3
small medium large
% % %
1 0.905 9.05 90.5
2 1.00 10.0 100.
3 1.10 11.0 110.
Code
tibble::tibble(sci = num(10^(-13:6), notation = "sci"), eng = num(10^(-13:6),
notation = "eng"), dec = num(10^(-13:6), notation = "dec"), si = num(10^(-13:6),
notation = "si"), )
Output
# A tibble: 20 x 4
sci eng dec si
<sci> <eng> <dec> <si>
1 1e-13 100e-15 0.0000000000001 100f
2 1e-12 1e-12 0.000000000001 1p
3 1e-11 10e-12 0.00000000001 10p
4 1e-10 100e-12 0.0000000001 100p
5 1e- 9 1e- 9 0.000000001 1n
6 1e- 8 10e- 9 0.00000001 10n
7 1e- 7 100e- 9 0.0000001 100n
8 1e- 6 1e- 6 0.000001 1µ
9 1e- 5 10e- 6 0.00001 10µ
10 1e- 4 100e- 6 0.0001 100µ
11 1e- 3 1e- 3 0.001 1m
12 1e- 2 10e- 3 0.01 10m
13 1e- 1 100e- 3 0.1 100m
14 1e+ 0 1e+ 0 1 1
15 1e+ 1 10e+ 0 10 10
16 1e+ 2 100e+ 0 100 100
17 1e+ 3 1e+ 3 1000 1k
18 1e+ 4 10e+ 3 10000 10k
19 1e+ 5 100e+ 3 100000 100k
20 1e+ 6 1e+ 6 1000000 1M
Code
tibble::tibble(scimin = num(10^(-7:6) * 123, notation = "sci", fixed_exponent = -
Inf), engmin = num(10^(-7:6) * 123, notation = "eng", fixed_exponent = -Inf),
simin = num(10^(-7:6) * 123, notation = "si", fixed_exponent = -Inf))
Output
# A tibble: 14 x 3
scimin engmin simin
[e-5] [e-5] [µ]
1 1.23 12.3 12.3
2 12.3 123 123
3 123 1230 1230
4 1230 12300 12300
5 12300 123000 123000
6 123000 1230000 1230000
7 1230000 12300000 12300000
8 12300000 123000000 123000000
9 123000000 1230000000 1230000000
10 1230000000 12300000000 12300000000
11 12300000000 123000000000 123000000000
12 123000000000 1230000000000 1230000000000
13 1230000000000 12300000000000 12300000000000
14 12300000000000 123000000000000 123000000000000
Code
tibble::tibble(scismall = num(10^(-7:6) * 123, notation = "sci",
fixed_exponent = -3), engsmall = num(10^(-7:6) * 123, notation = "eng",
fixed_exponent = -3), sismall = num(10^(-7:6) * 123, notation = "si",
fixed_exponent = -3))
Output
# A tibble: 14 x 3
scismall engsmall sismall
[e-3] [e-3] [m]
1 0.0123 0.0123 0.0123
2 0.123 0.123 0.123
3 1.23 1.23 1.23
4 12.3 12.3 12.3
5 123 123 123
6 1230 1230 1230
7 12300 12300 12300
8 123000 123000 123000
9 1230000 1230000 1230000
10 12300000 12300000 12300000
11 123000000 123000000 123000000
12 1230000000 1230000000 1230000000
13 12300000000 12300000000 12300000000
14 123000000000 123000000000 123000000000
Code
tibble::tibble(scilarge = num(10^(-7:6) * 123, notation = "sci",
fixed_exponent = 3), englarge = num(10^(-7:6) * 123, notation = "eng",
fixed_exponent = 3), silarge = num(10^(-7:6) * 123, notation = "si",
fixed_exponent = 3))
Output
# A tibble: 14 x 3
scilarge englarge silarge
[e3] [e3] [k]
1 0.0000000123 0.0000000123 0.0000000123
2 0.000000123 0.000000123 0.000000123
3 0.00000123 0.00000123 0.00000123
4 0.0000123 0.0000123 0.0000123
5 0.000123 0.000123 0.000123
6 0.00123 0.00123 0.00123
7 0.0123 0.0123 0.0123
8 0.123 0.123 0.123
9 1.23 1.23 1.23
10 12.3 12.3 12.3
11 123 123 123
12 1230 1230 1230
13 12300 12300 12300
14 123000 123000 123000
Code
tibble::tibble(scimax = num(10^(-7:6) * 123, notation = "sci", fixed_exponent = Inf),
engmax = num(10^(-7:6) * 123, notation = "eng", fixed_exponent = Inf), simax = num(
10^(-7:6) * 123, notation = "si", fixed_exponent = Inf))
Output
# A tibble: 14 x 3
scimax engmax simax
[e8] [e8] [M]
1 0.000000000000123 0.0000000000123 0.0000000000123
2 0.00000000000123 0.000000000123 0.000000000123
3 0.0000000000123 0.00000000123 0.00000000123
4 0.000000000123 0.0000000123 0.0000000123
5 0.00000000123 0.000000123 0.000000123
6 0.0000000123 0.00000123 0.00000123
7 0.000000123 0.0000123 0.0000123
8 0.00000123 0.000123 0.000123
9 0.0000123 0.00123 0.00123
10 0.000123 0.0123 0.0123
11 0.00123 0.123 0.123
12 0.0123 1.23 1.23
13 0.123 12.3 12.3
14 1.23 123 123
Code
tibble::tibble(default = num(100 + 1:3 * 0.001), extra1 = num(100 + 1:3 * 0.001,
extra_sigfig = TRUE), extra2 = num(100 + 1:3 * 1e-04, extra_sigfig = TRUE),
extra3 = num(10000 + 1:3 * 1e-05, extra_sigfig = TRUE))
Output
# A tibble: 3 x 4
default extra1 extra2 extra3
<num> <num> <num> <num>
1 100. 100.001 100.0001 10000.00001
2 100. 100.002 100.0002 10000.00002
3 100. 100.003 100.0003 10000.00003
many digits
Code
num(123456789 * 10^(-9:0))
Output
<pillar_num[10]>
[1] 0.123 1.23 12.3 123. 1235.
[6] 12346. 123457. 1234568. 12345679. 123456789
Code
num(123456789 * 10^(-9:1))
Output
<pillar_num[11]>
[1] 1.23e-1 1.23e+0 1.23e+1 1.23e+2 1.23e+3 1.23e+4 1.23e+5 1.23e+6 1.23e+7
[10] 1.23e+8 1.23e+9
Code
num(123456789 * 10^(-9:1), notation = "dec")
Output
<pillar_num(dec)[11]>
[1] 0.123 1.23 12.3 123. 1235.
[6] 12346. 123457. 1234568. 12345679. 123456789
[11] 1234567890
Code
num(123456789 * 10^(-9:1), notation = "sci")
Output
<pillar_num(sci)[11]>
[1] 1.23e-1 1.23e+0 1.23e+1 1.23e+2 1.23e+3 1.23e+4 1.23e+5 1.23e+6 1.23e+7
[10] 1.23e+8 1.23e+9
Code
num(123456789 * 10^(-9:1), notation = "eng")
Output
<pillar_num(eng)[11]>
[1] 123. e-3 1.23e+0 12.3 e+0 123. e+0 1.23e+3 12.3 e+3 123. e+3
[8] 1.23e+6 12.3 e+6 123. e+6 1.23e+9
Code
num(123456789 * 10^(-9:1), notation = "si")
Output
<pillar_num(si)[11]>
[1] 123. m 1.23 12.3 123. 1.23k 12.3 k 123. k 1.23M 12.3 M
[10] 123. M 1.23G
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = -Inf)
Output
<pillar_num(sci)|-Inf[11]>
[1] 1.23 12.3 123. 1235. 12346.
[6] 123457. 1234568. 12345679. 123456789 1234567890
[11] 12345678900
Code
num(123456789 * 10^(-9:1), notation = "eng", fixed_exponent = -Inf)
Output
<pillar_num(eng)|-Inf[11]>
[1] 123. 1235. 12346. 123457. 1234568.
[6] 12345679. 123456789 1234567890 12345678900 123456789000
[11] 1234567890000
Code
num(123456789 * 10^(-9:1), notation = "si", fixed_exponent = -Inf)
Output
<pillar_num(si)|-Inf[11]>
[1] 123. 1235. 12346. 123457. 1234568.
[6] 12345679. 123456789 1234567890 12345678900 123456789000
[11] 1234567890000
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = -3)
Output
<pillar_num(sci)|-3[11]>
Fixed exponent: [e-3]
[1] 123. 1235. 12346. 123457. 1234568.
[6] 12345679. 123456789 1234567890 12345678900 123456789000
[11] 1234567890000
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = 3)
Output
<pillar_num(sci)|3[11]>
Fixed exponent: [e3]
[1] 0.000123 0.00123 0.0123 0.123 1.23
[6] 12.3 123. 1235. 12346. 123457.
[11] 1234568.
Code
num(123456789 * 10^(-9:1), notation = "sci", fixed_exponent = Inf)
Output
<pillar_num(sci)|Inf[11]>
[1] 0.000000000123 0.00000000123 0.0000000123 0.000000123 0.00000123
[6] 0.0000123 0.000123 0.00123 0.0123 0.123
[11] 1.23
sigfig and digits
Code
num(c(578890.23, 240234.131, 40234.1))
Output
<pillar_num[3]>
[1] 578890. 240234. 40234.
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 6)
Output
<pillar_num:6[3]>
[1] 578890. 240234. 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 7)
Output
<pillar_num:7[3]>
[1] 578890.2 240234.1 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 8)
Output
<pillar_num:8[3]>
[1] 578890.23 240234.13 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), sigfig = 9)
Output
<pillar_num:9[3]>
[1] 578890.23 240234.131 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), digits = 2)
Output
<pillar_num:.2![3]>
[1] 578890.23 240234.13 40234.10
Code
num(c(578890.23, 240234.131, 40234.1), digits = 3)
Output
<pillar_num:.3![3]>
[1] 578890.230 240234.131 40234.100
Code
num(c(578890.23, 240234.131, 40234.1), digits = 4)
Output
<pillar_num:.4![3]>
[1] 578890.2300 240234.1310 40234.1000
Code
num(c(578890.23, 240234.131, 40234.1), digits = -2)
Output
<pillar_num:.2[3]>
[1] 578890.23 240234.13 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), digits = -3)
Output
<pillar_num:.3[3]>
[1] 578890.23 240234.131 40234.1
Code
num(c(578890.23, 240234.131, 40234.1), digits = -4)
Output
<pillar_num:.4[3]>
[1] 578890.23 240234.131 40234.1
forced digits
Code
pillar(num(1:3, digits = 2))
Output
<pillar>
<num:.2!>
1.00
2.00
3.00
Code
pillar(num(1:3, digits = 5))
Output
<pillar>
<num:.5!>
1.00000
2.00000
3.00000
all NA
Code
pillar(num(NA_real_, digits = 2))
Output
<pillar>
<num:.2!>
NA
Code
pillar(num(NA_real_, notation = "si"))
Output
<pillar>
<si>
NA
Code
pillar(num(NA_real_, notation = "sci"))
Output
<pillar>
<sci>
NA
Code
pillar(num(NA_real_, notation = "eng"))
Output
<pillar>
<eng>
NA
Code
pillar(num(NA_real_, notation = "sci", fixed_exponent = -1))
Output
<pillar>
[e-1]
NA
Code
pillar(num(NA_real_, notation = "sci", fixed_exponent = -Inf))
Output
<pillar>
<sci>
NA
some NA
Code
pillar(num(c(NA_real_, 1000), digits = 2))
Output
<pillar>
<num:.2!>
NA
1000.00
Code
pillar(num(c(NA_real_, 1000), notation = "si"))
Output
<pillar>
<si>
NA
1k
Code
pillar(num(c(NA_real_, 1000), notation = "sci"))
Output
<pillar>
<sci>
NA
1e3
Code
pillar(num(c(NA_real_, 1000), notation = "eng"))
Output
<pillar>
<eng>
NA
1e3
Code
pillar(num(c(NA_real_, 1000), notation = "sci", fixed_exponent = -1))
Output
<pillar>
[e-1]
NA
10000
Code
pillar(num(c(NA_real_, 1000), notation = "sci", fixed_exponent = -Inf))
Output
<pillar>
[e3]
NA
1
arithmetics
Code
num(1) + 2
Output
<pillar_num[1]>
[1] 3
Code
1 + num(2)
Output
<pillar_num[1]>
[1] 3
Code
1L + num(2)
Output
<pillar_num[1]>
[1] 3
Code
num(3.23456, sigfig = 4) - num(2)
Output
<pillar_num:4[1]>
[1] 1.235
Code
num(3, digits = 2) * num(4, sigfig = 2)
Output
<pillar_num:.2![1]>
[1] 12.00
Code
-num(2)
Output
<pillar_num[1]>
[1] -2
mathematics
Code
min(num(1:3, label = "$"))
Output
<pillar_num{$}[1]>
[1] 1
Code
mean(num(1:3, notation = "eng"))
Output
<pillar_num(eng)[1]>
[1] 2e0
Code
sin(num(1:3, label = "%", scale = 100))
Output
<pillar_num{%}*100[3]>
[1] 84.1 90.9 14.1
formatting
Code
format(num(-1:3))
Output
[1] "-1" " 0" " 1" " 2" " 3"
Code
format(num(-1:3), trim = TRUE)
Output
[1] "-1" "0" "1" "2" "3"
attribute
Code
set_num_opts(1, sigfig = 2, fixed_exponent = -Inf)
Output
[1] 1
attr(,"pillar")
pillar_num:2|-Inf
Code
set_num_opts(1000, digits = 2, notation = "eng")
Output
[1] 1000
attr(,"pillar")
pillar_num(eng):.2!
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