id stringlengths 8 8 | prompt stringlengths 177 510 | answer stringlengths 1 39 | category stringclasses 6
values |
|---|---|---|---|
0ff72554 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
tkg afvtgrqjev neggl wrybv -> the mysterious queen draws
terthg gcshjrgv tkg ayiqdyh dyvthg -> turtle explores the magical castle
pqli dkyvgv qlvqwg uqhhyig -> king chases inside village
tkg afvtgrqjev terthg vggv -> the mysterious... | student follows the clever book | Text Encryption |
100c650a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
ngel rijjiwz dhx zdeauqx zdiec -> bird follows the strange story
tugqhd zxxz fazdjx -> knight sees castle
ngel fexadxz dhx laet pidgiu -> bird creates the dark potion
eanngd lexayz dhx yaqgfaj txc -> rabbit dreams the magical key
t... | rabbit creates around ocean | Text Encryption |
100e280a | 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:
10000010 -> 00011000
00101100 -> 10110101
01011110 -> 011100... | 01100011 | Bit Manipulation |
101410e4 | 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:
00010101 -> 10000011
01100011 -> 10111001
11000101 -> 011110... | 10001101 | Bit Manipulation |
10176ad8 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
49.18 m becomes 92.58
22.3 m becomes 41.98
8.57 m becomes 16.13
27.36 m becomes 51.50
Now, convert the following measurement: 48.24 m | 90.81 | Unit Conversion |
1019ee55 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
97]07 = 1355
31^75 = ^44
33^72 = 6
Now, determine the result for: 54]85 | 1162 | Equation Transformation |
101e6f80 | 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:
01011110 -> 11000011
01111111 -> 11000001
00010100 -> 110101... | 11100001 | Bit Manipulation |
1021cb76 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.33s, distance = 106.58 m
For t = 2.77s, distance = 73.74 m
For t = 2.61s, distance = 65.47 m
For t = 3.54s, distance = 120.44 m
Now, determine the falling distance for t = 1.08s given d = 0.5*g*t^2... | 11.21 | Gravitational Constant |
1029945a | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
85 -> LXXXV
90 -> XC
38 -> XXXVIII
64 -> LXIV
78 -> LXXVIII
Now, write the number 57 in the Wonderland numeral system. | LVII | Numeral System Conversion |
1029ef5a | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.31s, distance = 47.1 m
For t = 2.86s, distance = 72.2 m
For t = 3.61s, distance = 115.04 m
For t = 2.73s, distance = 65.79 m
For t = 2.02s, distance = 36.02 m
Now, determine the falling distance fo... | 33.22 | Gravitational Constant |
103b4e09 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
gche mbvuwaf vwqiyew cfpbho -> king watches through island
lcqo uwbfaf sykkpa -> bird chases puzzle
mckbqo oqbmf habq pclqbqx -> wizard draws near library
bpcua atspiqaf yhoaq pclqbqx -> alice explores under library
vwa fcpraq qbll... | teacher follows the wise door | Text Encryption |
10491812 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
52 -> LII
65 -> LXV
23 -> XXIII
3 -> III
5 -> V
Now, write the number 99 in the Wonderland numeral system. | XCIX | Numeral System Conversion |
104dc8aa | 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:
01101101 -> 00000011
10110110 -> 00000101
10000000 -> 000001... | 00000010 | Bit Manipulation |
105255db | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
3 -> III
98 -> XCVIII
56 -> LVI
Now, write the number 49 in the Wonderland numeral system. | XLIX | Numeral System Conversion |
1054486f | 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:
00111000 -> 00000111
11100100 -> 10011100
00100111 -> 111001... | 10011110 | Bit Manipulation |
10552d46 | 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 |
105c8b72 | 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:
10011010 -> 11100100
10010101 -> 00010011
00110111 -> 011010... | 00100101 | Bit Manipulation |
1061a824 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
6.76 m becomes 4.64
10.66 m becomes 7.32
36.17 m becomes 24.83
Now, convert the following measurement: 17.18 m | 11.79 | Unit Conversion |
1066f978 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
51 -> LI
83 -> LXXXIII
29 -> XXIX
97 -> XCVII
23 -> XXIII
Now, write the number 35 in the Wonderland numeral system. | XXXV | Numeral System Conversion |
106aeb25 | 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:
01111011 -> 01100000
00000110 -> 11000000
01101110 -> 110000... | 10000001 | Bit Manipulation |
107badb0 | 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:
00000011 -> 00000000
00001101 -> 00001000
10001011 -> 000100... | 10000000 | Bit Manipulation |
108067c3 | 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 |
10899bee | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
htiil nktlu pfbuil -> queen found garden
fcgji qiiq oei jciwib obifqtbi -> alice sees the clever treasure
jfo ugqjkwibq oei xyqoibgktq xfs -> cat discovers the mysterious map
qotuilo nkcckrq nkbiqo -> student follows forest
Now, de... | bird writes potion | Text Encryption |
108af4d3 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
93 -> XCIII
16 -> XVI
89 -> LXXXIX
69 -> LXIX
Now, write the number 47 in the Wonderland numeral system. | XLVII | Numeral System Conversion |
108e69ef | 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:
10100001 -> 00111011
10000111 -> 11101111
01100100 -> 101111... | 11011111 | Bit Manipulation |
108f1feb | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
23.13 m becomes 33.32
33.03 m becomes 47.59
40.39 m becomes 58.19
34.57 m becomes 49.80
Now, convert the following measurement: 11.31 m | 16.29 | Unit Conversion |
109a6016 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.47s, distance = 20.33 m
For t = 1.6s, distance = 8.53 m
For t = 4.37s, distance = 63.62 m
Now, determine the falling distance for t = 2.93s given d = 0.5*g*t^2. | 28.6 | Gravitational Constant |
10a7cc36 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
rgcy jgfteibnf jeen -> king discovers door
jnvyec qemcj kvz -> dragon found map
rgcy fbbf cbvn secjbnwvcj -> king sees near wonderland
nvxxgd sngdbf gc igwwvyb -> rabbit writes in village
dob twbibn tvd tovfbf -> the clever cat cha... | the clever dragon draws | Text Encryption |
10a94678 | 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 |
10b19ba1 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.6s, distance = 159.16 m
For t = 1.26s, distance = 11.94 m
For t = 2.76s, distance = 57.3 m
Now, determine the falling distance for t = 2.89s given d = 0.5*g*t^2. | 62.82 | Gravitational Constant |
10b1ffc8 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
38.28 m becomes 37.02
41.41 m becomes 40.05
26.52 m becomes 25.65
31.96 m becomes 30.91
22.21 m becomes 21.48
Now, convert the following measurement: 15.95 m | 15.43 | Unit Conversion |
10b71e8a | 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 |
10cac3bd | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
rvaagi whydf bvxiku -> rabbit found castle
agrf whkkhsx iou byrghyx whruxi -> bird follows the curious forest
iou mvtgbvk xiyfudi whydf -> the magical student found
vkgbu ruvfx mvp -> alice reads map
Now, decrypt the following text... | bird studies book | Text Encryption |
10d29630 | 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:
10011010 -> 00101010
00011011 -> 00001100
00100111 -> 011111... | 11001001 | Bit Manipulation |
10d7bd1b | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
02+39 = 311
38-25 = 13
43-96 = -53
Now, determine the result for: 59-81 | 77 | Equation Transformation |
10dfe5c5 | 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:
00001110 -> 00100000
01110011 -> 00000000
11010101 -> 010100... | 10100000 | Bit Manipulation |
10e0b5fd | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
33.67 m becomes 41.12
32.3 m becomes 39.45
37.93 m becomes 46.32
Now, convert the following measurement: 8.39 m | 10.25 | Unit Conversion |
10e3585f | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
34.64 m becomes 18.48
21.85 m becomes 11.66
43.55 m becomes 23.23
Now, convert the following measurement: 45.2 m | 24.11 | Unit Conversion |
10e6a430 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.13s, distance = 88.46 m
For t = 4.95s, distance = 221.23 m
For t = 1.83s, distance = 30.24 m
For t = 4.87s, distance = 214.14 m
For t = 1.71s, distance = 26.4 m
Now, determine the falling distance ... | 57.34 | Gravitational Constant |
10effb36 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
20 -> XX
36 -> XXXVI
17 -> XVII
Now, write the number 5 in the Wonderland numeral system. | V | Numeral System Conversion |
10f1809a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
ras brwegys nissg qerhasb -> the strange queen watches
cwdghsbb pvmmvqb cvrdvg -> princess follows potion
zgdyar pvigf kec -> knight found map
jdwf fweqb ras bshwsr ksbbeys -> bird draws the secret message
wejjdr fdbhvxswb rwsebiws... | cat draws key | Text Encryption |
10f9fc82 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
vskyf yevufu lmfvuimf -> alice chases treasure
lef ysfcfm mvppkl ymfvlfu -> the clever rabbit creates
lef wzsafg xgkwel yevufu -> the golden knight chases
evllfm akuyzcfmu azzm -> hatter discovers door
diffg khvwkgfu lef okuf wvmaf... | the clever turtle imagines | Text Encryption |
10fdae00 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
64*81 = 928
95+95 = 911
97-03 = 94
Now, determine the result for: 52-99 | -47 | Equation Transformation |
10ff9431 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
47"28 = 8606
16%05 = 111
12%08 = 101
79"05 = 0584
73+76 = 03
Now, determine the result for: 02"68 | 0271 | Equation Transformation |
10ffc5ea | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
27.65 m becomes 51.42
45.44 m becomes 84.50
44.64 m becomes 83.01
Now, convert the following measurement: 48.79 m | 90.73 | Unit Conversion |
1104945c | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
77 -> LXXVII
9 -> IX
23 -> XXIII
Now, write the number 73 in the Wonderland numeral system. | LXXIII | Numeral System Conversion |
11084f88 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
lgd lwugdur hurrgzu -> cat creates message
tnoz wugsr dpwkjzp ygbbux -> king reads through valley
gbnlu swughr vjeebu -> alice dreams puzzle
Now, decrypt the following text: djwdbu swgcr rdkwx | turtle draws story | Text Encryption |
1111a663 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fbyp ridxvtq dvt rbqt dytiqjyt -> bird watches the wise treasure
dvt qbehty sujqt qdjpbtq -> the silver mouse studies
xid bsikbmtq jmpty bqeimp -> cat imagines under island
pyikum ytipq dvt qdyimkt dytiqjyt -> dragon reads the stra... | the secret dragon draws | Text Encryption |
111296b0 | 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:
10001110 -> 10001011
00100111 -> 01000110
00010001 -> 111101... | 01001101 | Bit Manipulation |
1112ec96 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
43 -> XLIII
10 -> X
24 -> XXIV
Now, write the number 4 in the Wonderland numeral system. | IV | Numeral System Conversion |
111e3b8e | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
12*47 = 563
63^39 = 101
93*87 = 8090
49*91 = 4458
39"13 = 26
Now, determine the result for: 32^10 | 41 | Equation Transformation |
111e5397 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
lnoedt sfiiflj xuz tedm bzjjeyz -> wizard follows the dark message
xrdxiz sfiiflj bev -> turtle follows map
xuz pizgzd bfrjz tdelj -> the clever mouse draws
xzepuzd dzetj sfdzjx -> teacher reads forest
einpz nbeynhzj xuz bqjxzdnfrj... | the golden alice discovers | Text Encryption |
112586df | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.13s, distance = 53.17 m
For t = 2.9s, distance = 45.64 m
For t = 3.27s, distance = 58.03 m
For t = 3.11s, distance = 52.49 m
For t = 1.68s, distance = 15.32 m
Now, determine the falling distance fo... | 43.77 | Gravitational Constant |
1126e314 | 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:
11110010 -> 11101001
11100100 -> 11010000
10111101 -> 011111... | 01001101 | Bit Manipulation |
112bd01f | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.63s, distance = 141.3 m
For t = 4.53s, distance = 135.27 m
For t = 3.08s, distance = 62.53 m
For t = 3.61s, distance = 85.9 m
For t = 3.96s, distance = 103.37 m
Now, determine the falling distance ... | 6.86 | Gravitational Constant |
112f8c9a | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.1s, distance = 7.66 m
For t = 4.04s, distance = 103.33 m
For t = 4.54s, distance = 130.49 m
Now, determine the falling distance for t = 3.24s given d = 0.5*g*t^2. | 66.46 | Gravitational Constant |
11324eed | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
mczkqf fceoanlqe kqaysf aolks -> wizard discovers around ocean
wrl dqcprw qkddcw fqkme -> the bright rabbit draws
tylls cukpcsle daax -> queen imagines book
mczkqf cukpcsle daax -> wizard imagines book
Now, decrypt the following te... | alice discovers above palace | Text Encryption |
1135c3bb | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
rklloy uoou lro vxuloyacnu eox -> hatter sees the mysterious key
lokmroy ulntaou lyokunyo -> teacher studies treasure
zyahmouu ulntaou kycnht gaqykyx -> princess studies around library
lro vxuloyacnu lnylgo syalou -> the mysterious... | bird creates above castle | Text Encryption |
113ee3b2 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.62s, distance = 16.12 m
For t = 2.19s, distance = 29.46 m
For t = 4.37s, distance = 117.3 m
For t = 3.14s, distance = 60.56 m
Now, determine the falling distance for t = 1.04s given d = 0.5*g*t^2. | 6.64 | Gravitational Constant |
1141c3ae | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
49.71 m becomes 96.65
28.48 m becomes 55.37
8.04 m becomes 15.63
Now, convert the following measurement: 18.98 m | 36.90 | Unit Conversion |
1145fa6f | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
24 -> XXIV
19 -> XIX
2 -> II
42 -> XLII
28 -> XXVIII
Now, write the number 54 in the Wonderland numeral system. | LIV | Numeral System Conversion |
1149ec8f | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
blkiap qafmem pawdnia pdvew -> knight chases through tower
cdnme qafmem pae akssel ckwwdw -> mouse chases the hidden mirror
mpnselp qwefpem pwefmnwe -> student creates treasure
vkufws swefcm pae akssel meqwep -> wizard dreams the h... | mouse chases forest | Text Encryption |
114a41e3 | 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:
11100001 -> 00011000
10000010 -> 01100000
00000111 -> 111000... | 11111001 | Bit Manipulation |
114a7439 | 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:
10101100 -> 01100101
00100011 -> 00011001
10111001 -> 100011... | 01110001 | Bit Manipulation |
114a8d85 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
83>82 = 66
26>97 = 141
71>89 = 511
49-07 = 0856
Now, determine the result for: 48>83 | 221 | Equation Transformation |
11538779 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
gln mgvorsn iutmn yutra -> the strange mouse found
fwrs wioswrnm cvdmgoq -> king imagines crystal
gln suqanr cog yuqqupm -> the golden cat follows
avosur mgtawnm gln lwaanr jtxxqn -> dragon studies the hidden puzzle
Now, decrypt th... | turtle watches the colorful story | Text Encryption |
1153ce4a | 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 |
115de3e2 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
xtpcs rjwqc usitlr dwhs -> mouse draws beyond cave
zswdesj rjwqc rttj -> teacher draws door
qonwjr qwzdesc gtjscz -> wizard watches forest
zswdesj dewcsc djiczwv -> teacher chases crystal
Now, decrypt the following text: zes dtvtjg... | the colorful princess discovers | Text Encryption |
11697763 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
64 -> LXIV
1 -> I
15 -> XV
72 -> LXXII
67 -> LXVII
Now, write the number 91 in the Wonderland numeral system. | XCI | Numeral System Conversion |
116a25e1 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
36.16 m becomes 54.26
33.61 m becomes 50.43
35.07 m becomes 52.62
49.44 m becomes 74.19
23.2 m becomes 34.81
Now, convert the following measurement: 29.07 m | 43.62 | Unit Conversion |
116b3007 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.81s, distance = 14.02 m
For t = 4.34s, distance = 80.62 m
For t = 1.22s, distance = 6.37 m
For t = 4.23s, distance = 76.58 m
Now, determine the falling distance for t = 4.04s given d = 0.5*g*t^2. | 69.86 | Gravitational Constant |
1174ceb5 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.61s, distance = 49.91 m
For t = 1.32s, distance = 12.77 m
For t = 4.96s, distance = 180.25 m
For t = 1.74s, distance = 22.18 m
Now, determine the falling distance for t = 2.73s given d = 0.5*g*t^2. | 54.61 | Gravitational Constant |
1179a56c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.57s, distance = 21.12 m
For t = 3.5s, distance = 39.17 m
For t = 2.97s, distance = 28.2 m
For t = 1.68s, distance = 9.02 m
For t = 4.02s, distance = 51.67 m
Now, determine the falling distance for ... | 5.08 | Gravitational Constant |
117b4e53 | 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:
10100111 -> 10000010
01010011 -> 10000001
01011111 -> 100001... | 00000000 | Bit Manipulation |
118889da | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
47{42 = 5
30[47 = 3047
46{33 = 13
79{56 = 23
Now, determine the result for: 66{56 | 10 | Equation Transformation |
118b6643 | 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:
10111100 -> 00000101
01010100 -> 00000010
00101000 -> 000000... | 00000100 | Bit Manipulation |
118b7024 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
26.46 m becomes 36.12
17.67 m becomes 24.12
11.67 m becomes 15.93
33.21 m becomes 45.34
16.44 m becomes 22.44
Now, convert the following measurement: 35.01 m | 47.79 | Unit Conversion |
118f8c86 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
78?29 = 106
18}50 = }32
65}48 = 17
79?53 = 131
41-14 = 573
Now, determine the result for: 50}49 | 1 | Equation Transformation |
119fa9e1 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
16 -> XVI
32 -> XXXII
53 -> LIII
77 -> LXXVII
49 -> XLIX
Now, write the number 93 in the Wonderland numeral system. | XCIII | Numeral System Conversion |
11a3d729 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
23 -> XXIII
86 -> LXXXVI
84 -> LXXXIV
12 -> XII
Now, write the number 32 in the Wonderland numeral system. | XXXII | Numeral System Conversion |
11a8af02 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
butwgx zyrdhgzo cfz ozpgzc ozpgzc -> wizard explores the secret secret
cngcdz gzwxo pwocdz -> turtle reads castle
lhnoz pgzwczo cfz wspuzsc ehhk -> mouse creates the ancient book
Now, decrypt the following text: ocnxzsc xuophjzgo n... | student discovers under tower | Text Encryption |
11b7435d | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
zeg xjgigb mbfhxgvv qfvxligbv -> the clever princess discovers
zgtxegb vzpqfgv rgvvtsg -> teacher studies message
btuufz vggv ugclhq zlngb -> rabbit sees beyond tower
nfytbq alphq zeg thxfghz zbgtvpbg -> wizard found the ancient tr... | the clever cat follows | Text Encryption |
11bfb329 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
nkwlvqbb ckwuqb udq vtitksyi atth -> princess writes the colorful book
udq vykwtyb hlwpdu stiitcb -> the curious knight follows
udq cwbq douuqk stiitcb -> the wise hatter follows
koaawu gkocb nymmiq -> rabbit draws puzzle
Now, decr... | the magical alice discovers | Text Encryption |
11d08160 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
14 -> XIV
8 -> VIII
48 -> XLVIII
18 -> XVIII
Now, write the number 71 in the Wonderland numeral system. | LXXI | Numeral System Conversion |
11d16271 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
rjb cebnbo rbkcjbo yovrbq -> the clever teacher writes
qrftbzr cobkrbq rjb cebnbo sbp -> student creates the clever key
svzm tobklq iurvuz -> king dreams potion
Now, decrypt the following text: xfbbz cobkrbq fztbo qcjuue | queen creates under school | Text Encryption |
11d6c32f | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fit aomidl tjm aioc tomilxom -> cat dreams the dark treasure
cber omial xeamo viuifm -> king reads under palace
cebrjt yobtml tjm rkuame lmfomt -> knight writes the golden secret
tjm aioc txotum qkuukyl -> the dark turtle follows
t... | student sees book | Text Encryption |
11dd396a | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.28s, distance = 16.57 m
For t = 1.66s, distance = 8.78 m
For t = 3.6s, distance = 41.31 m
For t = 4.51s, distance = 64.84 m
For t = 3.79s, distance = 45.79 m
Now, determine the falling distance for... | 66.58 | Gravitational Constant |
11de2009 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
37.07 m becomes 43.02
25.07 m becomes 29.09
42.84 m becomes 49.72
Now, convert the following measurement: 16.92 m | 19.64 | Unit Conversion |
11e0cf99 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.55s, distance = 10.74 m
For t = 1.58s, distance = 11.16 m
For t = 1.68s, distance = 12.62 m
Now, determine the falling distance for t = 4.06s given d = 0.5*g*t^2. | 73.68 | Gravitational Constant |
11e77bf9 | 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 |
11f62c83 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
11<18 = 198
93<35 = 7602
86$91 = 78
Now, determine the result for: 98$07 | 951 | Equation Transformation |
11fee43b | 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 |
12009c93 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
39.02 m becomes 78.03
45.85 m becomes 91.69
41.58 m becomes 83.15
39.52 m becomes 79.03
11.36 m becomes 22.72
Now, convert the following measurement: 42.95 m | 85.89 | Unit Conversion |
12154247 | 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:
11101101 -> 11000010
00100001 -> 01011111
01101100 -> 111101... | 10111101 | Bit Manipulation |
121ab697 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
zunliou icxysfiz qozqli amflio -> student explores inside garden
udi rsysfbny uimrdif lfmtz -> the colorful teacher draws
gqfl zunlqiz bsfizu -> bird studies forest
uimrdif tfquiz xnwwyi -> teacher writes puzzle
Now, decrypt the fo... | king studies door | Text Encryption |
121fdc80 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
98 -> XCVIII
48 -> XLVIII
11 -> XI
Now, write the number 13 in the Wonderland numeral system. | XIII | Numeral System Conversion |
122d207c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.2s, distance = 11.98 m
For t = 1.56s, distance = 20.25 m
For t = 1.28s, distance = 13.63 m
For t = 1.24s, distance = 12.79 m
For t = 3.57s, distance = 106.04 m
Now, determine the falling distance f... | 24.61 | Gravitational Constant |
12368f5f | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.08s, distance = 87.12 m
For t = 3.6s, distance = 119.03 m
For t = 1.04s, distance = 9.93 m
For t = 1.22s, distance = 13.67 m
Now, determine the falling distance for t = 3.25s given d = 0.5*g*t^2. | 97.01 | Gravitational Constant |
12470e5a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
phz dnhqi unyftq wfktzhvt -> cat reads beyond mountain
hsvpn qdnhwi zgdfkag phizsn -> alice dreams through castle
wfkin izkqvni izfdy -> mouse studies story
zkdzsn rhzpgni zdnhikdn -> turtle watches treasure
Now, decrypt the follow... | wizard explores the bright secret | Text Encryption |
1249ddb4 | 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:
01000101 -> 00011100
00101011 -> 10101001
00101111 -> 101110... | 10101001 | Bit Manipulation |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.