id stringlengths 8 8 | prompt stringlengths 177 510 | answer stringlengths 1 39 | category stringclasses 6
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0819520a | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
82*77 = 6512
87+18 = 061
06+02 = 18
86+39 = 261
48*15 = 4824
Now, determine the result for: 57+82 | 401 | Equation Transformation |
081ad3f3 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
91 -> XCI
30 -> XXX
76 -> LXXVI
82 -> LXXXII
23 -> XXIII
Now, write the number 24 in the Wonderland numeral system. | XXIV | Numeral System Conversion |
082c1a06 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
46.0 m becomes 31.59
30.92 m becomes 21.24
44.84 m becomes 30.80
44.89 m becomes 30.83
49.71 m becomes 34.14
Now, convert the following measurement: 16.13 m | 11.08 | Unit Conversion |
082ef256 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
41 -> XLI
47 -> XLVII
48 -> XLVIII
60 -> LX
81 -> LXXXI
Now, write the number 18 in the Wonderland numeral system. | XVIII | Numeral System Conversion |
08324468 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
lewgo xewnv taobgwao -> mouse found treasure
znryct fbtqcog bsepo gqceei -> knight watches above school
frkbav qaobtog tco saryct xeaogt -> wizard creates the bright forest
Now, decrypt the following text: twatio xewnv bsepo fenvoa... | turtle found above wonderland | Text Encryption |
083882c7 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
8.24 m becomes 14.00
20.98 m becomes 35.64
40.55 m becomes 68.89
12.94 m becomes 21.98
22.68 m becomes 38.53
Now, convert the following measurement: 23.01 m | 39.09 | Unit Conversion |
0839e9e0 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
31.64 m becomes 56.67
22.7 m becomes 40.66
44.84 m becomes 80.31
Now, convert the following measurement: 23.94 m | 42.88 | Unit Conversion |
083ed8fe | 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 |
084757f1 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
6 -> VI
39 -> XXXIX
3 -> III
2 -> II
61 -> LXI
Now, write the number 86 in the Wonderland numeral system. | LXXXVI | Numeral System Conversion |
0848cbc0 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.59s, distance = 44.43 m
For t = 3.19s, distance = 67.4 m
For t = 1.28s, distance = 10.85 m
For t = 1.03s, distance = 7.03 m
Now, determine the falling distance for t = 4.38s given d = 0.5*g*t^2. | 127.07 | Gravitational Constant |
084a4496 | 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:
10011101 -> 10110010
00001010 -> 01000001
00010001 -> 001000... | 11000111 | Bit Manipulation |
084f0513 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
12.0 m becomes 22.63
23.48 m becomes 44.28
5.07 m becomes 9.56
27.99 m becomes 52.79
Now, convert the following measurement: 15.83 m | 29.86 | Unit Conversion |
0855605b | 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:
10100000 -> 00101000
10101100 -> 11101011
01010000 -> 000101... | 10010110 | Bit Manipulation |
0858c338 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
ifqibk yqkhiku ijk haynkai etqkui -> turtle creates the ancient forest
dtfuk uifmnku ijk uiqhazk yhuibk -> mouse studies the strange castle
dtfuk mqkhdu hqtfam tykha -> mouse dreams around ocean
onaz uifmnku ijk jnmmka uitqw -> kin... | king dreams around tower | Text Encryption |
08615ada | 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:
01001000 -> 00101001
01101111 -> 10110001
11000010 -> 000100... | 11101111 | Bit Manipulation |
0866671e | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
yzlwcb ibmslai bca nlia yao -> knight studies the wise key
xmaaz kvqqvni yao -> queen follows key
hvmia apjqveai bca htwlutq beatimea -> mouse explores the magical treasure
Now, decrypt the following text: bca ibetzwa tqlua kvqqvni | the strange alice follows | Text Encryption |
086adade | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.74s, distance = 73.13 m
For t = 2.85s, distance = 42.47 m
For t = 4.4s, distance = 101.22 m
For t = 1.1s, distance = 6.33 m
For t = 4.93s, distance = 127.07 m
Now, determine the falling distance fo... | 88.74 | Gravitational Constant |
086cce4f | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
38 -> XXXVIII
70 -> LXX
93 -> XCIII
Now, write the number 72 in the Wonderland numeral system. | LXXII | Numeral System Conversion |
086e5409 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.16s, distance = 28.37 m
For t = 4.67s, distance = 132.62 m
For t = 2.69s, distance = 44.0 m
Now, determine the falling distance for t = 2.83s given d = 0.5*g*t^2. | 48.7 | Gravitational Constant |
08705b5e | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fxhjkp dxqmyn nmkxb -> dragon writes story
fxhjkp tkwpf lxbnmho -> dragon found crystal
cqxf tkwpf mvy ehjqlho eqxxkx -> bird found the magical mirror
mvy nqouyx nmwfypm lvhnyn -> the silver student chases
Now, decrypt the followin... | alice creates under ocean | Text Encryption |
087cc5ba | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
23.55 m becomes 30.77
35.69 m becomes 46.64
47.79 m becomes 62.45
Now, convert the following measurement: 42.65 m | 55.73 | Unit Conversion |
088d07a3 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.33s, distance = 12.24 m
For t = 4.15s, distance = 119.21 m
For t = 1.45s, distance = 14.55 m
For t = 3.4s, distance = 80.01 m
For t = 1.33s, distance = 12.24 m
Now, determine the falling distance f... | 97.85 | Gravitational Constant |
08a161c9 | 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:
00101001 -> 11110111
10111101 -> 01010111
01010100 -> 010111... | 01011111 | Bit Manipulation |
08aa9210 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
46.83 m becomes 67.14
17.26 m becomes 24.75
29.46 m becomes 42.24
34.65 m becomes 49.68
Now, convert the following measurement: 42.26 m | 60.59 | Unit Conversion |
08ad3b0b | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
gzm juqgdptnq mit anuhim edntqm -> cat discovers the bright forest
zlugt rzmgitq mit xzhugzl gzqmlt -> alice watches the magical castle
mtzgitn juqgdptnq mit xzhugzl mntzqknt -> teacher discovers the magical treasure
izmmtn edkoj m... | the silver cat reads | Text Encryption |
08b0756a | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
18 -> XVIII
88 -> LXXXVIII
86 -> LXXXVI
81 -> LXXXI
Now, write the number 73 in the Wonderland numeral system. | LXXIII | Numeral System Conversion |
08b0ee54 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
baydt iegkyti ent hmaktw dfsieba -> alice studies the golden crystal
etbdntf iegkyti gwktf emxtf -> teacher studies under tower
oyfk iegkyti ent iyaltf dfsieba -> bird studies the silver crystal
egfeat dnbiti ztiibht -> turtle chas... | alice found under mountain | Text Encryption |
08b2b48d | 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:
01100001 -> 00101101
10100101 -> 11100110
10011000 -> 010011... | 10101011 | Bit Manipulation |
08bc3a02 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
tpu njztdivsz yvps fjmspsq -> cat discovers near library
wpuuvs gputwvz zudsq -> hatter watches story
bdczv twpzvz uwv xdfnvy tpzufv -> mouse chases the golden castle
Now, decrypt the following text: spmmju zvvz yvps tpiv | rabbit sees near cave | Text Encryption |
08d8d7e1 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
41+98 = 301
94+07 = 911
06*49 = 4906
95*27 = 2795
Now, determine the result for: 65+23 | 88 | Equation Transformation |
08df5363 | 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:
01001101 -> 00101001
01010111 -> 01101010
00101001 -> 001001... | 01011100 | Bit Manipulation |
08e9fe0e | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
38 -> XXXVIII
53 -> LIII
16 -> XVI
Now, write the number 22 in the Wonderland numeral system. | XXII | Numeral System Conversion |
08f33ade | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.16s, distance = 38.18 m
For t = 4.61s, distance = 173.89 m
For t = 1.66s, distance = 22.55 m
For t = 3.53s, distance = 101.96 m
For t = 3.39s, distance = 94.03 m
Now, determine the falling distance... | 60.54 | Gravitational Constant |
08f6216d | 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 |
090a5f54 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
91 -> XCI
2 -> II
13 -> XIII
85 -> LXXXV
Now, write the number 75 in the Wonderland numeral system. | LXXV | Numeral System Conversion |
091e3793 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fpkkbo cdrrdet lzqyf xbrrpuy -> rabbit follows under village
oay tofpzuy fpkkbo eponayt -> the strange rabbit watches
wzbuao bmpubzyt wyv -> knight imagines key
Now, decrypt the following text: wbzu tolqbyt oay ebty ofyptlfy | king studies the wise treasure | Text Encryption |
0925e4c0 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fdmjghyy gdhwshy tiid -> princess creates door
ajmozs tmygiphdy owdthj -> knight discovers garden
tdwoij mbwomjhy szh twda ahe -> dragon imagines the dark key
szh giqidluq ysuthjs ysutmhy -> the colorful student studies
szh zmtthj ... | teacher draws above forest | Text Encryption |
092ce1c8 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
28.05 m becomes 37.51
41.24 m becomes 55.15
18.44 m becomes 24.66
26.74 m becomes 35.76
Now, convert the following measurement: 27.82 m | 37.20 | Unit Conversion |
09302769 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
37-29 = 8
85-51 = 34
21'16 = 38
Now, determine the result for: 90'91 | 182 | Equation Transformation |
09311189 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.01s, distance = 7.36 m
For t = 3.93s, distance = 111.42 m
For t = 1.16s, distance = 9.71 m
For t = 4.55s, distance = 149.35 m
For t = 2.75s, distance = 54.56 m
Now, determine the falling distance f... | 101.99 | Gravitational Constant |
093bc4c0 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
78 -> LXXVIII
41 -> XLI
1 -> I
Now, write the number 32 in the Wonderland numeral system. | XXXII | Numeral System Conversion |
093da3ad | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
dvu dfcvuco umc oufvpbc bvfwcp -> cat creates the strange garden
umc oqatcf zqfw wfvio -> the silver bird draws
iqevfw ouywqco qpoqwc uxicf -> wizard studies inside tower
nxyoc csraxfco umc oqatcf bvfwcp -> mouse explores the silve... | dragon imagines under mountain | Text Encryption |
093de4ea | 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 -> 00111001
10000110 -> 00000011
10010100 -> 010010... | 01101010 | Bit Manipulation |
09458326 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.53s, distance = 166.77 m
For t = 4.21s, distance = 144.04 m
For t = 2.55s, distance = 52.84 m
For t = 4.43s, distance = 159.49 m
Now, determine the falling distance for t = 3.04s given d = 0.5*g*t^... | 75.11 | Gravitational Constant |
094b8eea | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
22 -> XXII
7 -> VII
51 -> LI
81 -> LXXXI
40 -> XL
Now, write the number 86 in the Wonderland numeral system. | LXXXVI | Numeral System Conversion |
094bf548 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
88(64 = 8864
27:81 = 54
52:57 = 5
25:81 = 56
Now, determine the result for: 80:32 | 48 | Equation Transformation |
094de91f | 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:
11100111 -> 01000001
11001011 -> 11011001
01000010 -> 010110... | 10011001 | Bit Manipulation |
0956453a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
irhelm dlami yjq khevohx wqc -> dragon found the magical key
hxvoq irqhks yjq hmovqmy ullw -> alice dreams the ancient book
ohy prvyqs vmsviq ehriqm -> cat writes inside garden
jhyyqr orqhyqs orcsyhx -> hatter creates crystal
Now, ... | the mysterious alice draws | Text Encryption |
095b3eab | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
imwwlx hxlmfg fsxxax -> hatter dreams mirror
mrsvl xlmhg scgshl rszxmxe -> alice reads inside library
mrsvl xlmhg clmx umrrle -> alice reads near valley
fangl panch wil gwxmckl zaab -> mouse found the strange book
gwnhlcw hxlmfg da... | knight draws the curious potion | Text Encryption |
096bf683 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.41s, distance = 55.56 m
For t = 3.06s, distance = 89.58 m
For t = 4.87s, distance = 226.89 m
For t = 3.42s, distance = 111.9 m
For t = 2.11s, distance = 42.59 m
Now, determine the falling distance ... | 93.72 | Gravitational Constant |
09777ee2 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
21 -> XXI
64 -> LXIV
15 -> XV
84 -> LXXXIV
Now, write the number 78 in the Wonderland numeral system. | LXXVIII | Numeral System Conversion |
0978d9f3 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.3s, distance = 48.1 m
For t = 1.89s, distance = 32.48 m
For t = 3.37s, distance = 103.27 m
For t = 3.21s, distance = 93.7 m
Now, determine the falling distance for t = 2.4s given d = 0.5*g*t^2. | 52.38 | Gravitational Constant |
0980b3e6 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
47.63 m becomes 33.80
32.31 m becomes 22.93
24.56 m becomes 17.43
Now, convert the following measurement: 21.66 m | 15.37 | Unit Conversion |
0982db70 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
69 -> LXIX
79 -> LXXIX
99 -> XCIX
Now, write the number 23 in the Wonderland numeral system. | XXIII | Numeral System Conversion |
09832849 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
13.88 m becomes 20.39
47.8 m becomes 70.21
34.03 m becomes 49.99
43.01 m becomes 63.18
Now, convert the following measurement: 14.72 m | 21.62 | Unit Conversion |
0988e4dd | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
40.07 m becomes 21.17
41.18 m becomes 21.75
19.92 m becomes 10.52
Now, convert the following measurement: 13.61 m | 7.19 | Unit Conversion |
098c2ba5 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
aibmeji eytqknea ionkbso srnmej -> student explores through garden
pwnm zoraea wjawme hkbjirwj -> bird chases inside mountain
ioe mrnu aibmeji mnerha -> the dark student dreams
lwxrnm zoraea inerabne -> wizard chases treasure
Now, ... | teacher watches under wonderland | Text Encryption |
09913b3c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.16s, distance = 40.42 m
For t = 3.06s, distance = 37.91 m
For t = 3.27s, distance = 43.29 m
For t = 4.09s, distance = 67.72 m
Now, determine the falling distance for t = 4.98s given d = 0.5*g*t^2. | 100.4 | Gravitational Constant |
099b55fe | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
25.52 m becomes 35.58
29.74 m becomes 41.46
49.93 m becomes 69.61
14.95 m becomes 20.84
Now, convert the following measurement: 20.99 m | 29.26 | Unit Conversion |
099cb6bf | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
bfx moisdou pdoux ixhau -> the curious mouse reads
nsrt uboasxu bfx ysux nxg -> king studies the wise key
bfx pgubxisdou yskhia uboasxu -> the mysterious wizard studies
eoxxr mixhbxu bfx uslcxi migubhl -> queen creates the silver c... | hatter dreams the clever message | Text Encryption |
09a4e845 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
31.57 m becomes 51.89
35.27 m becomes 57.97
48.85 m becomes 80.29
22.53 m becomes 37.03
12.83 m becomes 21.09
Now, convert the following measurement: 38.6 m | 63.44 | Unit Conversion |
09a80640 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.77s, distance = 138.99 m
For t = 2.59s, distance = 65.6 m
For t = 2.59s, distance = 65.6 m
For t = 3.88s, distance = 147.22 m
Now, determine the falling distance for t = 4.11s given d = 0.5*g*t^2. | 165.19 | Gravitational Constant |
09b26a48 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
30 -> XXX
2 -> II
33 -> XXXIII
11 -> XI
Now, write the number 60 in the Wonderland numeral system. | LX | Numeral System Conversion |
09b6b813 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
yeqsc jpcztcs tuc yrstcpveqs hzpdca -> mouse creates the mysterious garden
wavhut juzscs tuc hemdca wcr -> knight chases the golden key
pzbbvt dvsjegcps aczp lepcst -> rabbit discovers near forest
stqdcat juzscs scjpct -> student c... | wizard watches the silver puzzle | Text Encryption |
09bb197a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
jiddxc friufhxl fh mieikx -> hatter imagines in palace
ldpwxhd cxiwl djx lfenxc rim -> student reads the silver map
gfcw cxiwl ldyca -> bird reads story
djx lfenxc wciuyh kjilxl -> the silver dragon chases
Now, decrypt the followin... | wizard dreams the curious potion | Text Encryption |
09bb92f4 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
93 -> XCIII
8 -> VIII
14 -> XIV
45 -> XLV
Now, write the number 83 in the Wonderland numeral system. | LXXXIII | Numeral System Conversion |
09bd635a | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.45s, distance = 17.43 m
For t = 1.69s, distance = 23.68 m
For t = 3.38s, distance = 94.7 m
Now, determine the falling distance for t = 1.91s given d = 0.5*g*t^2. | 30.24 | Gravitational Constant |
09c8f227 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.46s, distance = 50.25 m
For t = 1.67s, distance = 11.71 m
For t = 1.9s, distance = 15.15 m
Now, determine the falling distance for t = 4.79s given d = 0.5*g*t^2. | 96.31 | Gravitational Constant |
09d5ee68 | 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 |
09e5b802 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.83s, distance = 85.73 m
For t = 3.92s, distance = 89.81 m
For t = 2.87s, distance = 48.14 m
For t = 1.23s, distance = 8.84 m
Now, determine the falling distance for t = 2.28s given d = 0.5*g*t^2. | 30.38 | Gravitational Constant |
09eb1f7e | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
31.36 m becomes 33.72
25.52 m becomes 27.44
25.64 m becomes 27.57
38.45 m becomes 41.35
27.52 m becomes 29.59
Now, convert the following measurement: 28.49 m | 30.64 | Unit Conversion |
09eb3e58 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.07s, distance = 7.71 m
For t = 3.02s, distance = 61.45 m
For t = 4.85s, distance = 158.48 m
Now, determine the falling distance for t = 2.89s given d = 0.5*g*t^2. | 56.27 | Gravitational Constant |
0a01cd3a | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
24.37 m becomes 29.67
48.58 m becomes 59.14
33.0 m becomes 40.17
39.89 m becomes 48.56
36.83 m becomes 44.83
Now, convert the following measurement: 21.77 m | 26.50 | Unit Conversion |
0a039aa6 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.2s, distance = 10.02 m
For t = 4.13s, distance = 118.7 m
For t = 1.49s, distance = 15.45 m
Now, determine the falling distance for t = 1.71s given d = 0.5*g*t^2. | 20.35 | Gravitational Constant |
0a0698b2 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
49.54 m becomes 76.94
19.7 m becomes 30.60
44.47 m becomes 69.07
33.86 m becomes 52.59
Now, convert the following measurement: 28.33 m | 44.00 | Unit Conversion |
0a09555d | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.14s, distance = 147.0 m
For t = 1.8s, distance = 27.79 m
For t = 1.0s, distance = 8.58 m
Now, determine the falling distance for t = 2.53s given d = 0.5*g*t^2. | 54.9 | Gravitational Constant |
0a1326f4 | 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:
01100010 -> 00011000
11110101 -> 10111101
01000010 -> 000100... | 10010110 | Bit Manipulation |
0a15c5c7 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
46-02 = 44
84-62 = 22
01(33 = 133
46%92 = 39
Now, determine the result for: 79-36 | 43 | Equation Transformation |
0a195a74 | 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:
11100010 -> 11111001
11110001 -> 10111100
00001000 -> 001001... | 01010010 | Bit Manipulation |
0a1d7306 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
whr ofxfgtsx zyga aglmu -> the colorful bird draws
wrlohrg yclnykru whr osgyfsu ogduwlx -> teacher imagines the curious crystal
wsgwxr urru oluwxr -> turtle sees castle
whr zgynhw bykn aglmu -> the bright king draws
Now, decrypt th... | student chases the bright garden | Text Encryption |
0a28f8c0 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
21.01 m becomes 25.90
21.33 m becomes 26.29
12.5 m becomes 15.41
29.14 m becomes 35.92
Now, convert the following measurement: 9.43 m | 11.62 | Unit Conversion |
0a2b9109 | 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 |
0a3c8962 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.48s, distance = 37.4 m
For t = 2.32s, distance = 32.73 m
For t = 1.33s, distance = 10.76 m
For t = 4.16s, distance = 105.23 m
For t = 3.84s, distance = 89.66 m
Now, determine the falling distance f... | 54.36 | Gravitational Constant |
0a3ee7c7 | 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 |
0a41d1b5 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.12s, distance = 109.94 m
For t = 1.47s, distance = 14.0 m
For t = 4.53s, distance = 132.91 m
For t = 1.55s, distance = 15.56 m
Now, determine the falling distance for t = 4.94s given d = 0.5*g*t^2. | 158.06 | Gravitational Constant |
0a41eb96 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fnd bgxvwgk ngffdt atgcz -> the magical hatter draws
fnd wykytjok psvxnf ctvfdz -> the colorful knight writes
fnd wkdldt atgxys atgcz -> the clever dragon draws
ngffdt vbgxvsdz wtqzfgk -> hatter imagines crystal
Now, decrypt the fo... | the bright king reads | Text Encryption |
0a45c663 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.99s, distance = 30.16 m
For t = 4.04s, distance = 55.07 m
For t = 3.77s, distance = 47.95 m
Now, determine the falling distance for t = 3.91s given d = 0.5*g*t^2. | 51.58 | Gravitational Constant |
0a49dd70 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
9.42 m becomes 18.68
9.2 m becomes 18.24
34.54 m becomes 68.49
Now, convert the following measurement: 49.71 m | 98.57 | Unit Conversion |
0a4b53b4 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
95 -> XCV
90 -> XC
27 -> XXVII
23 -> XXIII
39 -> XXXIX
Now, write the number 58 in the Wonderland numeral system. | LVIII | Numeral System Conversion |
0a4b6267 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.96s, distance = 24.49 m
For t = 3.7s, distance = 87.28 m
For t = 1.19s, distance = 9.03 m
Now, determine the falling distance for t = 4.51s given d = 0.5*g*t^2. | 129.68 | Gravitational Constant |
0a4e0ecd | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.39s, distance = 24.83 m
For t = 4.44s, distance = 85.68 m
For t = 1.89s, distance = 15.53 m
For t = 3.65s, distance = 57.91 m
For t = 2.5s, distance = 27.17 m
Now, determine the falling distance fo... | 39.9 | Gravitational Constant |
0a50c4a8 | 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:
10110011 -> 00010000
00100111 -> 10100000
01000011 -> 011010... | 00001101 | Bit Manipulation |
0a5c4c1e | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.13s, distance = 43.45 m
For t = 4.17s, distance = 166.53 m
For t = 1.84s, distance = 32.42 m
For t = 4.12s, distance = 162.56 m
Now, determine the falling distance for t = 4.53s given d = 0.5*g*t^2... | 196.53 | Gravitational Constant |
0a5e80bf | 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:
11001011 -> 11000110
01110111 -> 11000011
10101101 -> 010001... | 01000111 | Bit Manipulation |
0a6d48aa | 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:
11011100 -> 00001110
01001010 -> 10010110
10001100 -> 010011... | 11100011 | Bit Manipulation |
0a94b2de | 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 |
0aa2c5bf | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
59 -> LIX
12 -> XII
25 -> XXV
Now, write the number 4 in the Wonderland numeral system. | IV | Numeral System Conversion |
0aaf8d39 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
51 -> LI
84 -> LXXXIV
20 -> XX
Now, write the number 61 in the Wonderland numeral system. | LXI | Numeral System Conversion |
0ab0fe37 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
46 -> XLVI
3 -> III
15 -> XV
25 -> XXV
98 -> XCVIII
Now, write the number 43 in the Wonderland numeral system. | XLIII | Numeral System Conversion |
0ab3d1de | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.52s, distance = 158.67 m
For t = 4.67s, distance = 169.37 m
For t = 1.42s, distance = 15.66 m
For t = 4.56s, distance = 161.49 m
For t = 4.12s, distance = 131.83 m
Now, determine the falling distan... | 87.16 | Gravitational Constant |
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