Test thread
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Testing roll
>>74628
roll
>>74633
>not being able to write a simple word with numbers in options field
Wow, you must be retarded.
>>74655
I tried 1d20 but is it dice+20?
>>74696
Dice+1d20
The 1 is for how many rolls and 20 is the sides in the 'dice', so you can just replace them.
>>74746
Thanks man
>>74628
Hey nigger.
How about you clean up after yourself instead of just leaving this thread here?
Rolled 1 (1d20)
>>74655
Newfuckngfag
Rolled 16 (1d100)
>>75160
What are the odds this anon is a faggot
Rolled 4 (1d6)
So OP, is this thread gonna die or delete itself?Or are we going to send this test thread on a crazy adventure?
>>81234
depends, on what adventure?
Rolled 2, 1 = 3 (2d8)
>>81234
If I roll a 7 then yes.
Rolled 6, 4, 5 = 15 (3d20)
Rolled 25972039905, 60685511632, 74225306092, 21493280912, 93280627626, 38200273086, 917362748, 37230168703, 30660815770, 2410239261, 95767936297, 64629427344, 85212390312, 70364611410, 484760944, 74674787419, 15500185872, 14925698424, 77649380593, 41519389768, 88693817752, 92059070990, 79259695113, 59051287314, 99708415848 = 1344576481135 (25d100000000000)
>>81770
25 is the maximum number of dice you can roll.
Rolled 5, 1, 3, 5, 5, 5, 4, 4, 2, 5, 2, 1, 5, 1, 6, 2, 5, 4, 2, 6, 4, 4, 6, 3, 3 = 93 (25d6)
>>81770
Testing if additions work
Rolled 2 + 10 (1d2 + 10)
>>81830
Mishap on my part
Rolled 2, 3 + 25 = 30 (2d5 + 25)
>>81835
Oh hey, it works
Rolled 5, 6 + 2 = 13 (2d10 + 2)
>>81845
Now subtracting
Rolled 8 + 1 (1d20 + 1)
>>81858
Rolled 1, 5 = 6 (2d5)
>>81858
Going a bit crazier with the inputs
Rolled 10 - 1 (1d10 - 1)
>>81992
I think you have to add negative one, testing
Rolled 6 - 1 (1d10 - 1)
>>82375
Yeah, do dice+1d10+-1
Dice+1d9
dice+1d100
Rolled 4 (1d9)
Rolled 8 (1d20)
Wonder if this works
testing
Rolled 74 (1d100)
dang
Rolled 1 (1d6)
test
Rolled 1 (1d6)
>>82891
sage+dice+... seems to work
Rolled 5, 5 - 3 = 7 (2d6 - 3)
.
Rolled 88, 33, 40, 50, 70, 96, 65, 70, 24, 63, 85, 24, 32, 69, 47, 83, 26, 70, 63, 81 = 1179 (20d100)
Test
Rolled 1, 4 - 5 = 0 (2d5 - 5)
More subtraction
Rolled 1552857042399593729 (1d10000000000000000000000000)
What's the largest die you can roll?
Rolled (1d100000000000000000000000000000000000000000000000000)
Rolled 633215890589745153 (1d1000000000000000000000000000000)
>>87688
Looks like I broke it.
Rolled (1d100000000000000000000000000000000)
Rolled 13 (1d20)
testing sage+dice. I think it used to work back on /tg/, although it could have only applied to noko+dice.
>>88281
Success. sage+dice+XdX works.
Rolled 2 (1d20)
Testing. Doesn't look like appchan works with dice.
Rolled 4 (1d10)
>>88299
Rolled 5 (1d10)
test
[red]TESTING RED TEXT[/red]
Test
Rolled 2, 1, 2, 1 = 6 (4d2)
>>91003
[red]TESTING RED TEXT[red]
Rolled 5 (1d20)
>>91647
Rolled 4 (1d10)
Rollerino.
dice+1d69
no bully
Dice+10d100
Dice+1d20
Dice + 1d20
Since this thread has no meaning, let me ask.
we allowed to post poni?
Rolled 2 + 1 (1d10 + 1)
1d10, 1d6
Rolled 9 (1d10)
same
Rolled 1 (1d10)
test
Rolled 2 (1d20)
>>74628
Dice+1d20
1d100
dice+1d100
Dice1d100
>>74628
I also would like to test roll
>>92507
Fuck why doesn't it work? I typed Dice+1d20 in the options is it cuz I am on mobile?
>>92518
"dice" not Dice
Everything in lower case
Rolled 11 (1d20)
>>92585
Test again
Dice+1d20
Rolled 10 (1d20)
>>92699
If >=1, I read and understand instructions
Rolled 20 (1d20)
>>74628
Dice+1d20
Did I do it correctly?
Rolled 5 (1d20)
Done
test
Rolled 15 (1d20)
>>93152
Rolled 3, 4 - 10 = -3 (2d5 - 10)
dice+2d6
:^)
dice+8d10
Rolled 6, 3, 3, 6, 2 = 20 (5d6)
>>93705
Rolled 10, 5, 4, 7, 1 = 27 (5d10)
Roll
Rolled 647663960234, 953263298143, 945205529687, 192207310815, 581231751480, 48223061488, 91610520147, 968086726964, 675393149257, 56454496459, 108819355723, 809272079263, 524861071725, 579538094346, 297317740974, 228017214221, 379542025738, 136409730185, 364943480120, 817080767360, 768977636938, 923253703863, 119064435829, 134070668836, 690331578721 = 12040839388516 (25d1000000000000)
yesh
Rolled 16, 3, 25, 17, 10, 32, 29, 1, 13, 22, 29, 24, 8, 24, 22, 8, 38, 20, 13, 4, 1, 10, 16, 2, 22 = 409 (25d42)
Let's see if this works
Rolled 1, 6 = 7 (2d6)
This is a mistake
Rolled (0d20)
Rolled 408 (1d420)
>>92175
right then
why tegaki
>>74628
dice+1d20
Rolled 1 (1d20)
>>95233
Time to become a test QM!
You are ______.
>A wizard
>A swordsman
>A Japanese schoolgirl
Rolled 5, 11 = 16 (2d20)
testing
>>97142
holy shit you can draw???
nice board tbfh
Rolled 2 + 8999 (1d2 + 8999)
1d6
Rolled 22 (1d32)
Test
Rolled (1d100000000000000000000000000000000)
32 zeros test
Rolled (1d10000000000000000000000000000000)
31 zeros
Rolled 13 (1d20)
lowercase?
You can just test in the actual quest discussion thread instead of being retarded by posting a whole new thread
>>99258
It would disrupt the flow of those threads though, I'd rather contain it all here.
Rolled 2 - 1 (1d6 - 1)
Test
Rolled 3 (1d20)
Phone dice?
Rolled 1, 2 = 3 (2d6)
Add and subtract confirmed, what else?
Rolled 19 + 3 (1d20 + 3)
>>74628
Rolled 2 (1d3)
Rolled 73673, 82951, 69842, 84802, 47284, 77465, 99355, 52960, 36629, 50533, 4480, 34187, 94927, 46882, 87426, 69273, 87434, 8124, 25377, 41367, 25623, 96874, 92499, 71016, 86506 = 1547489 (25d100000)
Rolled 2, 5 = 7 (2d6)
Rolled 19, 20, 20 = 59 (3d20)
roll
Roll
dice+2d6
Rolled 1, 1 = 2 (2d6)
Test.
>>101170
Acknowledged.
Rolled 68 (1d100)
check these test dubs
Rolled 3, 6 = 9 (2d6)
>>101189
Rolled 87 (1d100)
Rollin'
Rolled 18, 17, 96, 96, 76, 23, 16, 29, 4, 23 = 398 (10d100)
[b]test[/b] [i]test[/i] [u]test[/u]
>test
[dice]1d20[/dice]
Rolled 12 - 10 (1d20 - 10)
Rolled 2 - 2 (1d2 - 2)
>>74628
2d100
Dice+1d20
Rolled 4, 3 = 7 (2d6)
>>101396
[b]bold[/b]
[red]red[red]
Rolled 4, 1 - 8 = -3 (2d5 - 8)
Tripcode test
>>109649
2nd Tripcode test
Rolled (1d0)
what
Test
Rolled 3 (1d69)
le
Rolled 13 (1d20)
>>110627
I said, test
Rolled 1 (1d7)
>>110637
T-e-s-t
Rolled 2 (1d3)
Dice+1d20
test
Rolled 1 (1d3)
Rolled 10, 6 = 16 (2d10)
dice+1d6
Rolled 5 (1d6)
Dicks
>>111043
Dice+5d1000
Rolled 1 (1d2)
>test
test
dice+3d10
Rolled 4, 5, 6 = 15 (3d6)
hue
Rolled 2, 4, 5 = 11 (3d10)
>>111518
silly me, it's in the options field
Rolled 52984, 45417, 92320, 33341, 27692, 91541, 24893, 3487, 40019, 77534, 92051, 96626, 13113, 72106, 27214, 31869, 48826, 28925, 61209, 54562, 92199, 45945, 48591, 43290, 94683 = 1340437 (25d100000)
k
Rolled 4 (1d6)
>>112340
Rolled 2 (1d7)
>>112344
