id stringlengths 8 8 | prompt stringlengths 177 510 | answer stringlengths 1 39 | category stringclasses 6
values |
|---|---|---|---|
028fed0d | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
zvxfbp wcfyly dcl ejuplm wbkydfu -> wizard chases the golden crystal
dcl ejuplm zvxfbp ylly -> the golden wizard sees
dcl wulnlb tmvecd vrfevmly -> the clever knight imagines
Now, decrypt the following text: wfd pbfzy vmyvpl wfydul | cat draws inside castle | Text Encryption |
02902eb3 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
!&*%% = }%>%
%&-/> = $)
$]*&& = }&&}
Now, determine the result for: !!+$> | >/ | Equation Transformation |
0290f51a | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
01011010 -> 00101011
10100100 -> 01010111
10110001 -> 101101... | 10101111 | Bit Manipulation |
02a04b59 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
#"*/[ = #"/[
]>+\$ = #[$
\/+/[ = #<>
Now, determine the result for: #>*]# | #>]# | Equation Transformation |
02a57a2f | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
20.98 m becomes 25.00
17.8 m becomes 21.21
16.48 m becomes 19.64
Now, convert the following measurement: 47.54 m | 56.65 | Unit Conversion |
02a5a1ca | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
10111001 -> 00101110
10111110 -> 11111111
11001010 -> 111101... | 01101101 | Bit Manipulation |
02a66bcb | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
10011100 -> 01111010
01100110 -> 10011001
11110101 -> 111110... | 00011110 | Bit Manipulation |
02b8d816 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
`$+%/ = `$%/
!$*"% = \\!"
%`-\[ = -`>
Now, determine the result for: >$+$> | >$$> | Equation Transformation |
02beaa05 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.5s, distance = 151.69 m
For t = 2.87s, distance = 61.7 m
For t = 2.15s, distance = 34.63 m
Now, determine the falling distance for t = 2.27s given d = 0.5*g*t^2. | 38.6 | Gravitational Constant |
02c15453 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
("-]] = '(
"%-!@ = "
("-%' = ])
\@-'% = >"
Now, determine the result for: >'-]' | ( | Equation Transformation |
02d4b022 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
57 -> LVII
88 -> LXXXVIII
57 -> LVII
11 -> XI
Now, write the number 33 in the Wonderland numeral system. | XXXIII | Numeral System Conversion |
02da60a0 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.29s, distance = 8.2 m
For t = 2.31s, distance = 26.29 m
For t = 1.12s, distance = 6.18 m
For t = 4.8s, distance = 113.49 m
For t = 1.03s, distance = 5.23 m
Now, determine the falling distance for t... | 55.28 | Gravitational Constant |
02e2589e | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
yslqxsz rhcqioszc etrsz qlcyas -> teacher discovers under castle
yxs cyzltws rzlwit mietr -> the strange dragon found
zlffhy plyqxsc tslz nlalqs -> rabbit watches near palace
qly qzslysc qzbcyla -> cat creates crystal
Now, decrypt ... | wizard follows mirror | Text Encryption |
02e4851e | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
38 -> XXXVIII
98 -> XCVIII
13 -> XIII
22 -> XXII
Now, write the number 44 in the Wonderland numeral system. | XLIV | Numeral System Conversion |
02e70301 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
12 -> XII
38 -> XXXVIII
42 -> XLII
Now, write the number 94 in the Wonderland numeral system. | XCIV | Numeral System Conversion |
02e871e4 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
$?+?# = ^#'
>^+/^ = >#
'#*]< = ]</$
]\+<> = ^]'
Now, determine the result for: \]-]# | $' | Equation Transformation |
02fae114 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
45 -> XLV
52 -> LII
40 -> XL
44 -> XLIV
Now, write the number 91 in the Wonderland numeral system. | XCI | Numeral System Conversion |
02fb9923 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
yib mibylzd blz dnutzx vsbnsh -> cat watches the silver potion
iunyz wndystzxd icstz syzih -> alice discovers above ocean
mnkixw ylidzd rzddiez -> wizard chases message
blz rjdbzxnsfd cnxw xziwd -> the mysterious bird reads
Now, de... | the curious mouse imagines | Text Encryption |
030479a6 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
00011011 -> 11000000
01001001 -> 01000010
00001100 -> 000000... | 01000110 | Bit Manipulation |
0311b798 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
11010101 -> 10101000
11010010 -> 00011000
10011001 -> 000010... | 00000100 | Bit Manipulation |
03135557 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
jlbc ogrbs uwagbs yniw -> king found beyond cave
xzw uvlczx xwnyzwv enxyzwm -> the bright teacher watches
jblczx enxyzwm xvwnmrvw -> knight watches treasure
xzw nbylwbx qgrmw yznmwm -> the ancient mouse chases
xrvxkw wpfkgvwm nugiw... | dragon follows the colorful book | Text Encryption |
031a5f02 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
19.19 m becomes 27.79
19.82 m becomes 28.70
7.8 m becomes 11.29
Now, convert the following measurement: 26.17 m | 37.89 | Unit Conversion |
0320b87e | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.01s, distance = 75.03 m
For t = 4.34s, distance = 87.89 m
For t = 3.69s, distance = 63.54 m
For t = 4.87s, distance = 110.67 m
For t = 1.05s, distance = 5.14 m
Now, determine the falling distance f... | 37.11 | Gravitational Constant |
0320cf76 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.33s, distance = 128.73 m
For t = 3.58s, distance = 88.0 m
For t = 2.92s, distance = 58.54 m
For t = 1.1s, distance = 8.31 m
For t = 1.38s, distance = 13.08 m
Now, determine the falling distance for... | 124.02 | Gravitational Constant |
03249403 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
qduusl rqkdlkt lmqzoim cdxdrk -> rabbit creates through palace
cqshrktt gzohb lmk msbbkh covvxk -> princess found the hidden puzzle
qduusl wqslkt lmk wstk uzzj -> rabbit writes the wise book
lmk nftlkqszot mdllkq sndishkt -> the my... | dragon imagines the dark treasure | Text Encryption |
032fc96f | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
11010011 -> 11101001
10100000 -> 11000010
01110110 -> 001101... | 01111110 | Bit Manipulation |
0334b2bf | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
01100011 -> 11010111
10000111 -> 10110111
11000101 -> 100001... | 00001111 | Bit Manipulation |
033826f6 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
40.23 m becomes 73.10
45.07 m becomes 81.90
42.21 m becomes 76.70
30.14 m becomes 54.77
30.47 m becomes 55.37
Now, convert the following measurement: 16.04 m | 29.15 | Unit Conversion |
033d2b33 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
cnw dqiwey tnqgem -> cat writes garden
wue jnticnl unwweq gqndy -> the magical hatter draws
nlice ywxgiey bxzzle -> alice studies puzzle
wxqwle dnwcuey wue nmciemw wqenyxqe -> turtle watches the ancient treasure
wencueq qengy wue u... | mouse dreams near cave | Text Encryption |
034930e2 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
10010110 -> 01011010
10010001 -> 01000110
10100001 -> 100001... | 00010111 | Bit Manipulation |
034fb629 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
00001101 -> 00100001
11100000 -> 00011100
11110110 -> 110111... | 00111001 | Bit Manipulation |
035c4c40 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
#>*%< = /(``
/?-`< = -<
|`->( = -/?
##*|# = ((#
>`*|> = /<|
Now, determine the result for: ?<-'# | ?? | Equation Transformation |
0375a010 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
73 -> LXXIII
39 -> XXXIX
39 -> XXXIX
10 -> X
97 -> XCVII
Now, write the number 75 in the Wonderland numeral system. | LXXV | Numeral System Conversion |
037921b9 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.88s, distance = 109.74 m
For t = 1.21s, distance = 10.67 m
For t = 2.23s, distance = 36.25 m
For t = 4.69s, distance = 160.35 m
For t = 2.19s, distance = 34.96 m
Now, determine the falling distance... | 86.26 | Gravitational Constant |
037c45c6 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.65s, distance = 10.76 m
For t = 4.04s, distance = 64.48 m
For t = 3.24s, distance = 41.47 m
For t = 4.61s, distance = 83.96 m
Now, determine the falling distance for t = 3.31s given d = 0.5*g*t^2. | 43.29 | Gravitational Constant |
037cbabf | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.06s, distance = 63.75 m
For t = 3.4s, distance = 44.71 m
For t = 4.77s, distance = 88.0 m
For t = 1.78s, distance = 12.25 m
Now, determine the falling distance for t = 3.68s given d = 0.5*g*t^2. | 52.37 | Gravitational Constant |
0383ca89 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
6 -> VI
33 -> XXXIII
59 -> LIX
Now, write the number 80 in the Wonderland numeral system. | LXXX | Numeral System Conversion |
039921f2 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
96 -> XCVI
84 -> LXXXIV
36 -> XXXVI
59 -> LIX
29 -> XXIX
Now, write the number 99 in the Wonderland numeral system. | XCIX | Numeral System Conversion |
03a04492 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
47.97 m becomes 29.85
9.11 m becomes 5.67
11.29 m becomes 7.02
Now, convert the following measurement: 16.27 m | 10.12 | Unit Conversion |
03a3437f | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
/>-|/ = ':
'>+/! = '>/!
}!-'` = >'
Now, determine the result for: '}-/> | -! | Equation Transformation |
03abf270 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
43 -> XLIII
81 -> LXXXI
61 -> LXI
5 -> V
Now, write the number 15 in the Wonderland numeral system. | XV | Numeral System Conversion |
03bf2ac0 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
67 -> LXVII
3 -> III
60 -> LX
Now, write the number 24 in the Wonderland numeral system. | XXIV | Numeral System Conversion |
03c5783b | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
49.37 m becomes 97.47
8.92 m becomes 17.61
10.76 m becomes 21.24
13.04 m becomes 25.74
Now, convert the following measurement: 29.89 m | 59.01 | Unit Conversion |
03cb7b73 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.95s, distance = 72.96 m
For t = 3.15s, distance = 83.19 m
For t = 2.99s, distance = 74.95 m
For t = 2.7s, distance = 61.12 m
Now, determine the falling distance for t = 1.68s given d = 0.5*g*t^2. | 23.66 | Gravitational Constant |
03dc4d0c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.92s, distance = 26.32 m
For t = 4.47s, distance = 142.63 m
For t = 3.16s, distance = 71.28 m
For t = 4.87s, distance = 169.3 m
Now, determine the falling distance for t = 4.59s given d = 0.5*g*t^2. | 150.4 | Gravitational Constant |
03deaa1c | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
kpc dctrhmd emf -> cat studies key
cmpkbmq uqhcmd hz vjqmdc -> teacher writes in forest
bpccmq kbpdmd itaaom -> hatter chases puzzle
lhqr rqmpyd dmkqmc -> bird dreams secret
Now, decrypt the following text: cbm dhoxmq yjtdm hypwhzm... | the silver mouse imagines | Text Encryption |
03e2bedc | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
mjttld bdzxlab dka baqmad dmajbzma -> rabbit studies the secret treasure
gczba majxb dka gjwlqji qmrbdji -> mouse reads the magical crystal
jilqa baab jmczvx lbijvx -> alice sees around island
Now, decrypt the following text: mjttl... | rabbit dreams in castle | Text Encryption |
03e3c7b6 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
37.35 m becomes 55.43
9.11 m becomes 13.52
8.17 m becomes 12.12
Now, convert the following measurement: 27.17 m | 40.32 | Unit Conversion |
03ed28b0 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
2 -> II
97 -> XCVII
77 -> LXXVII
92 -> XCII
Now, write the number 94 in the Wonderland numeral system. | XCIV | Numeral System Conversion |
03ef6857 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
73 -> LXXIII
46 -> XLVI
10 -> X
100 -> C
Now, write the number 23 in the Wonderland numeral system. | XXIII | Numeral System Conversion |
03f07b43 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
55`39 = 16
61\65 = 126
42>23 = 4223
17\21 = 38
Now, determine the result for: 81`20 | 61 | Equation Transformation |
03f9e9d2 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
35.62 m becomes 22.05
45.89 m becomes 28.40
22.83 m becomes 14.13
32.41 m becomes 20.06
40.42 m becomes 25.02
Now, convert the following measurement: 34.53 m | 21.37 | Unit Conversion |
03fba6b6 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
uissth pvvp hwuybkw ginixv -> rabbit sees through palace
hbuhnv vdgnyuvp phyur -> turtle explores story
jtoiuq qtpxyevup xiphnv -> wizard discovers castle
Now, decrypt the following text: intxv jihxwvp gyhtym | alice watches potion | Text Encryption |
03fe3002 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
3 -> III
12 -> XII
75 -> LXXV
78 -> LXXVIII
Now, write the number 48 in the Wonderland numeral system. | XLVIII | Numeral System Conversion |
0409e7d8 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.17s, distance = 10.18 m
For t = 3.8s, distance = 107.41 m
For t = 1.18s, distance = 10.36 m
For t = 4.69s, distance = 163.61 m
For t = 1.93s, distance = 27.71 m
Now, determine the falling distance ... | 58.73 | Gravitational Constant |
04171e29 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
34-73 = 6
28*71 = 4931
56-45 = 11
13*39 = 3882
57*67 = 0075
Now, determine the result for: 97-65 | 32 | Equation Transformation |
04183bf9 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
01100011 -> 10001101
00001000 -> 00100000
11000000 -> 000000... | 10010000 | Bit Manipulation |
0422aab3 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
ktcamhvv ucvmgrhtv whngau xdtuha -> princess discovers beyond garden
bhdmlht vbpuchv blh vcfrht xdtuha -> teacher studies the silver garden
tdwwcb etcbhv blh udts ihvvdxh -> rabbit writes the dark message
ldbbht mthdbhv whngau fcwt... | the mysterious bird sees | Text Encryption |
0429104b | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
27.87 m becomes 35.12
29.32 m becomes 36.95
38.37 m becomes 48.35
12.75 m becomes 16.07
46.62 m becomes 58.75
Now, convert the following measurement: 23.5 m | 29.61 | Unit Conversion |
042f1e53 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
/%*"} = /%"}
[/+}" = /%
&<-[} = [|
//*<< = //<<
Now, determine the result for: &&-&? | -} | Equation Transformation |
04322d27 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
96$54 = 5184
50$41 = 2050
51$95 = 4845
89$47 = 4183
Now, determine the result for: 59$49 | 2891 | Equation Transformation |
0440e6ab | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
00101101 -> 10100000
00001011 -> 01100000
11011000 -> 000000... | 01100000 | Bit Manipulation |
04415462 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
7.46 m becomes 6.51
44.97 m becomes 39.21
48.14 m becomes 41.98
31.1 m becomes 27.12
Now, convert the following measurement: 34.91 m | 30.44 | Unit Conversion |
0446e032 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
39.2 m becomes 25.74
25.61 m becomes 16.82
27.37 m becomes 17.97
30.08 m becomes 19.75
46.14 m becomes 30.30
Now, convert the following measurement: 42.49 m | 27.90 | Unit Conversion |
044cac3d | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
mpqezo ozwegy vzcyteu -> wizard dreams crystal
eupvw metviwy swc -> alice watches key
ytfowat mzptwy ywvzwt -> student writes secret
mpqezo vieywy tzweyfzw -> wizard chases treasure
vet mzptwy faowz upkzezc -> cat writes under libr... | queen dreams the clever puzzle | Text Encryption |
044de524 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
nqi sxoqum qhydo kqeqno -> cat dreams above palace
kxgpnomm nwqmom qhydo nqdo -> princess chases above cave
jgpl sgmnydoxm gp ynoqp -> king discovers in ocean
miasopi ozkeyxom iwo mixqplo vyxomi -> student explores the strange fore... | the secret turtle dreams | Text Encryption |
0454705a | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
|?'|< = }:%^
|?+?@ = +}?
%<+(} = +/(
<|-<@ = }/|
Now, determine the result for: (}'}| | %}| | Equation Transformation |
045a58f0 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
27 -> XXVII
28 -> XXVIII
8 -> VIII
29 -> XXIX
Now, write the number 71 in the Wonderland numeral system. | LXXI | Numeral System Conversion |
046e8532 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
10000111 -> 00111100
00110000 -> 10000001
11001101 -> 011011... | 00011100 | Bit Manipulation |
04732729 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
37.63 m becomes 39.64
13.77 m becomes 14.51
6.1 m becomes 6.43
27.56 m becomes 29.03
Now, convert the following measurement: 21.31 m | 22.45 | Unit Conversion |
04768bb8 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
gswwj habbavx ouwdxsuw -> queen follows treasure
pucjqwxx vdoqywx oyw djqcwjo hauwxo -> princess watches the ancient forest
oyw iabtwj dbcqw tcxqazwux -> the golden alice discovers
owdqywu tudvx cj qdzw -> teacher draws in cave
puc... | knight dreams in garden | Text Encryption |
047b775b | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
81 -> LXXXI
41 -> XLI
68 -> LXVIII
Now, write the number 21 in the Wonderland numeral system. | XXI | Numeral System Conversion |
047c4111 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
19)37 = 18
15$20 = 1520
30)14 = 16
Now, determine the result for: 25$96 | 2596 | Equation Transformation |
048cc279 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
10000110 -> 00100001
11111111 -> 11111111
01011100 -> 101100... | 01010000 | Bit Manipulation |
049be61b | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
rsx fymjbyu rymrhx zmxoiu -> the curious turtle dreams
rsx qjux rxofsxm cbyvz -> the wise teacher found
moddjr zmoqu rsx fhxgxm zbbm -> rabbit draws the clever door
Now, decrypt the following text: rsx ipurxmjbyu uryzxvr jioljvxu | the mysterious student imagines | Text Encryption |
049d892c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.26s, distance = 130.51 m
For t = 3.35s, distance = 80.71 m
For t = 2.99s, distance = 64.29 m
Now, determine the falling distance for t = 3.14s given d = 0.5*g*t^2. | 70.91 | Gravitational Constant |
04b818d2 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
6.15 m becomes 7.01
14.5 m becomes 16.52
45.41 m becomes 51.75
Now, convert the following measurement: 36.59 m | 41.70 | Unit Conversion |
04c1e45b | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
lxmwo qxuuxaw lfnnxn -> mouse follows mirror
afvrnh hfwixzonw jenxmse ufgnrnt -> wizard discovers through library
afvrnh inorjow lfnnxn -> wizard creates mirror
Now, decrypt the following text: jorieon opcuxnow dorn irwjuo | teacher explores near castle | Text Encryption |
04c23a05 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.34s, distance = 135.58 m
For t = 1.48s, distance = 15.77 m
For t = 4.45s, distance = 142.54 m
Now, determine the falling distance for t = 2.02s given d = 0.5*g*t^2. | 29.37 | Gravitational Constant |
04c44df4 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
11000011 -> 00000011
11100101 -> 00000011
01010010 -> 000000... | 00000000 | Bit Manipulation |
04c6aa94 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
63 -> LXIII
3 -> III
78 -> LXXVIII
Now, write the number 72 in the Wonderland numeral system. | LXXII | Numeral System Conversion |
04d492a9 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
11010000 -> 10101101
11011111 -> 10110011
11011010 -> 101110... | 00110111 | Bit Manipulation |
04d8c3e6 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
00110011 -> 00000000
00111111 -> 10000000
01101010 -> 000000... | 10000000 | Bit Manipulation |
04f03c7e | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
54 -> LIV
85 -> LXXXV
96 -> XCVI
68 -> LXVIII
50 -> L
Now, write the number 82 in the Wonderland numeral system. | LXXXII | Numeral System Conversion |
04f569be | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
69 -> LXIX
30 -> XXX
82 -> LXXXII
25 -> XXV
8 -> VIII
Now, write the number 87 in the Wonderland numeral system. | LXXXVII | Numeral System Conversion |
050492a9 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
8.79 m becomes 16.10
29.18 m becomes 53.44
22.55 m becomes 41.30
37.35 m becomes 68.41
Now, convert the following measurement: 39.89 m | 73.06 | Unit Conversion |
0505ab22 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
46!92 = 138
38-68 = 2583
57-16 = 911
51-33 = 1682
Now, determine the result for: 20-75 | 1499 | Equation Transformation |
05109055 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
%')!' = |>
(()'> = `/
%':'@ = @!/'
Now, determine the result for: \(:|/ | `>%/ | Equation Transformation |
05195c8e | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
15 -> XV
45 -> XLV
39 -> XXXIX
99 -> XCIX
87 -> LXXXVII
Now, write the number 94 in the Wonderland numeral system. | XCIV | Numeral System Conversion |
0520a6ec | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
00101110 -> 00011100
00001010 -> 00010100
10000101 -> 000010... | 10100001 | Bit Manipulation |
052289d8 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
66 -> LXVI
36 -> XXXVI
46 -> XLVI
Now, write the number 74 in the Wonderland numeral system. | LXXIV | Numeral System Conversion |
0528d502 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
01110100 -> 00011111
11000111 -> 10111101
01110010 -> 010011... | 00011111 | Bit Manipulation |
0536483a | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
10011011 -> 01100110
00001000 -> 00000000
10110101 -> 010001... | 00000000 | Bit Manipulation |
053b4c86 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
%&*#$ = $?&&
#$*#] = ?%]]
]%-"] = &@
$%+"\ = $]]
\$-?" = -\]
Now, determine the result for: (@*]& | (@(] | Equation Transformation |
053dbbbc | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
75 -> LXXV
36 -> XXXVI
4 -> IV
Now, write the number 6 in the Wonderland numeral system. | VI | Numeral System Conversion |
053f4545 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
79-12 = 67
27-05 = 22
65-21 = 44
65?19 = 5905
Now, determine the result for: 06@77 | 731 | Equation Transformation |
053f87d3 | In Alice's Wonderland, a secret bit manipulation rule transforms 8-bit binary numbers. The transformation involves operations like bit shifts, rotations, XOR, AND, OR, NOT, and possibly majority or choice functions.
Here are some examples of input -> output:
01100101 -> 10011101
00111000 -> 11101110
10011101 -> 011101... | 11111111 | Bit Manipulation |
054c2488 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
87 -> LXXXVII
53 -> LIII
9 -> IX
Now, write the number 85 in the Wonderland numeral system. | LXXXV | Numeral System Conversion |
054d3e92 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.07s, distance = 158.66 m
For t = 1.89s, distance = 34.21 m
For t = 4.35s, distance = 181.25 m
For t = 1.83s, distance = 32.08 m
Now, determine the falling distance for t = 4.34s given d = 0.5*g*t^2... | 180.41 | Gravitational Constant |
055a8b01 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
<#*|< = <//'
<|*$| = <<|/
$#+/` = ??
/{+?? = /(`
'(*|# = {{?(
Now, determine the result for: //-/$ | ' | Equation Transformation |
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