id stringlengths 8 8 | prompt stringlengths 177 510 | answer stringlengths 1 39 | category stringclasses 6
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0abfab8b | 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:
11111011 -> 10110111
01001110 -> 00111010
00011110 -> 000100... | 01100101 | Bit Manipulation |
0ac03e7b | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
37.68 m becomes 20.00
21.64 m becomes 11.49
21.82 m becomes 11.58
46.29 m becomes 24.58
Now, convert the following measurement: 33.68 m | 17.88 | Unit Conversion |
0ac6606b | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
gld lnwwds opnbd wydoaf -> the hidden alice dreams
xnsq wyokf oyezsw fbleep -> king draws around school
gdobldy meppekf adffoqd -> teacher follows message
hynsbdff bydogdf gld knfd hziipd -> princess creates the wise puzzle
Now, de... | hatter chases through forest | Text Encryption |
0adca57b | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
37 -> XXXVII
39 -> XXXIX
44 -> XLIV
Now, write the number 5 in the Wonderland numeral system. | V | Numeral System Conversion |
0af9158d | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
17.67 m becomes 34.45
5.87 m becomes 11.44
6.83 m becomes 13.31
43.27 m becomes 84.35
Now, convert the following measurement: 38.81 m | 75.66 | Unit Conversion |
0b0a3643 | 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 |
0b14fbf1 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.26s, distance = 7.72 m
For t = 2.25s, distance = 24.63 m
For t = 2.87s, distance = 40.08 m
For t = 2.66s, distance = 34.43 m
Now, determine the falling distance for t = 3.04s given d = 0.5*g*t^2. | 44.96 | Gravitational Constant |
0b16458a | 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:
00111001 -> 10000001
01100111 -> 00111000
11010111 -> 001110... | 01110000 | Bit Manipulation |
0b1e1afc | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.13s, distance = 16.24 m
For t = 1.56s, distance = 8.71 m
For t = 1.12s, distance = 4.49 m
For t = 1.88s, distance = 12.65 m
For t = 1.26s, distance = 5.68 m
Now, determine the falling distance for ... | 78.08 | Gravitational Constant |
0b23aa7c | 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:
01101110 -> 01110110
10010111 -> 10110001
00101011 -> 010110... | 11011011 | Bit Manipulation |
0b26be60 | 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:
01100110 -> 00110011
00001010 -> 00000101
01001110 -> 001001... | 01110111 | Bit Manipulation |
0b2877ce | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
58 -> LVIII
32 -> XXXII
20 -> XX
Now, write the number 40 in the Wonderland numeral system. | XL | Numeral System Conversion |
0b2e6a46 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
mav lvdhvm mvgdavh rfgzrevl -> the secret teacher imagines
mxhmiv noxey lmohk -> turtle found story
mav zoiyve prcghy yhgpl -> the golden wizard draws
mav lmhgezv yhgzoe yhvgfl -> the strange dragon dreams
qrhy yrldouvhl yooh -> bi... | princess discovers castle | Text Encryption |
0b32a4fc | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
amt mfyyts dfwy cwtxatv -> the hidden bird creates
atxcmtw vttv dtpnsy rfdwxwp -> teacher sees beyond library
gfsj hwfatv lsytw anhtw -> king writes under tower
Now, decrypt the following text: alwart ywtxov vanwp | turtle dreams story | Text Encryption |
0b34281a | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
3 -> III
72 -> LXXII
51 -> LI
Now, write the number 95 in the Wonderland numeral system. | XCV | Numeral System Conversion |
0b36cffd | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
24.55 m becomes 19.99
27.51 m becomes 22.40
36.94 m becomes 30.08
48.08 m becomes 39.15
Now, convert the following measurement: 39.86 m | 32.46 | Unit Conversion |
0b3cf93f | 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:
11111100 -> 00011111
00011110 -> 11001100
00010000 -> 101000... | 10011001 | Bit Manipulation |
0b404f15 | 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 -> 11010110
00001101 -> 10000000
10100101 -> 010100... | 00000100 | Bit Manipulation |
0b45cd22 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.32s, distance = 130.43 m
For t = 2.14s, distance = 32.01 m
For t = 3.6s, distance = 90.58 m
Now, determine the falling distance for t = 3.04s given d = 0.5*g*t^2. | 64.59 | Gravitational Constant |
0b49997d | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.96s, distance = 46.56 m
For t = 4.1s, distance = 49.91 m
For t = 2.85s, distance = 24.12 m
For t = 4.27s, distance = 54.13 m
For t = 1.99s, distance = 11.76 m
Now, determine the falling distance fo... | 4.49 | Gravitational Constant |
0b56b953 | 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:
11011001 -> 11011110
01101101 -> 11111011
00001010 -> 111100... | 11000101 | Bit Manipulation |
0b5d02f4 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 4.57s, distance = 124.82 m
For t = 4.49s, distance = 120.49 m
For t = 2.29s, distance = 31.34 m
For t = 2.2s, distance = 28.93 m
Now, determine the falling distance for t = 2.21s given d = 0.5*g*t^2. | 29.19 | Gravitational Constant |
0b632ea3 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
cxppld writgcwo uwe -> rabbit explores key
dvcdtw acxso xcgvya ozfggt -> turtle draws around school
odvawyd sxdzfwo xpgjw sgyawctxya -> student watches above wonderland
kvwwy cwxao igdlgy -> queen reads potion
cxppld odvalwo mwooxh... | king reads around wonderland | Text Encryption |
0b6ca613 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.91s, distance = 19.41 m
For t = 2.83s, distance = 42.61 m
For t = 2.84s, distance = 42.92 m
For t = 4.25s, distance = 96.11 m
For t = 3.98s, distance = 84.28 m
Now, determine the falling distance f... | 118.54 | Gravitational Constant |
0b701abd | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fwdz rkiltpx bpqsdo msgpxi -> king watches beyond forest
itp bgwzti gkbbwi owxlsepgx -> the bright rabbit discovers
xicopdi ogkrx itp aqxipgwscx ossg -> student draws the mysterious door
itp twoopd ogkzsd xicowpx -> the hidden drag... | rabbit writes the clever mirror | Text Encryption |
0b7cf346 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
gpj lykj lybrev verlk -> the wise wizard draws
gpj teyhpg erttyg fxzzxlk -> the bright rabbit follows
prggje ejrvk gpj wrhynrz kjnejg -> hatter reads the magical secret
prggje jsizxejk kgxeo -> hatter explores story
Now, decrypt th... | wizard chases the bright book | Text Encryption |
0b865eea | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
39.1 m becomes 67.61
35.04 m becomes 60.59
29.62 m becomes 51.22
Now, convert the following measurement: 36.03 m | 62.31 | Unit Conversion |
0ba6498d | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
39.28 m becomes 47.68
40.18 m becomes 48.78
6.25 m becomes 7.59
Now, convert the following measurement: 16.19 m | 19.65 | Unit Conversion |
0ba75bf1 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
zojwtor yooy zto tpddof wrgyzjm -> teacher sees the hidden crystal
zto yowroz zojwtor rojdy -> the secret teacher reads
uloof drojsy zto wlrpxly cog -> queen dreams the curious key
cpfv drjhy lfdor wjyzmo -> king draws under castle... | rabbit studies the silver puzzle | Text Encryption |
0ba9af93 | 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:
11001111 -> 11111001
11100100 -> 11011100
10000010 -> 011100... | 11110110 | Bit Manipulation |
0babcba2 | 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 |
0bb4ba4c | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
75 -> LXXV
16 -> XVI
6 -> VI
99 -> XCIX
Now, write the number 13 in the Wonderland numeral system. | XIII | Numeral System Conversion |
0bb4cc45 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
13 -> XIII
81 -> LXXXI
11 -> XI
Now, write the number 46 in the Wonderland numeral system. | XLVI | Numeral System Conversion |
0bb591e6 | 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 |
0bb68c48 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
55 -> LV
87 -> LXXXVII
20 -> XX
29 -> XXIX
Now, write the number 56 in the Wonderland numeral system. | LVI | Numeral System Conversion |
0bbde542 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
40.93 m becomes 65.53
45.61 m becomes 73.02
43.4 m becomes 69.48
Now, convert the following measurement: 25.16 m | 40.28 | Unit Conversion |
0bc6e675 | 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:
10010111 -> 00110011
01010001 -> 00111010
01011101 -> 000010... | 01111100 | Bit Manipulation |
0bc7de44 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
31.68 m becomes 57.04
30.67 m becomes 55.22
20.22 m becomes 36.40
44.9 m becomes 80.84
Now, convert the following measurement: 17.35 m | 31.24 | Unit Conversion |
0bcffccd | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
61@52 = 3172
87`56 = 31
68@72 = 4896
54]53 = 108
Now, determine the result for: 44`54 | 10 | Equation Transformation |
0bd0197c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.34s, distance = 13.69 m
For t = 2.17s, distance = 11.78 m
For t = 4.88s, distance = 59.56 m
Now, determine the falling distance for t = 4.42s given d = 0.5*g*t^2. | 48.86 | Gravitational Constant |
0bd41b01 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
43 -> XLIII
79 -> LXXIX
37 -> XXXVII
Now, write the number 85 in the Wonderland numeral system. | LXXXV | Numeral System Conversion |
0bd7fe62 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.05s, distance = 6.96 m
For t = 3.1s, distance = 60.63 m
For t = 2.98s, distance = 56.03 m
For t = 2.59s, distance = 42.32 m
Now, determine the falling distance for t = 1.08s given d = 0.5*g*t^2. | 7.36 | Gravitational Constant |
0be4c157 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
41.19 m becomes 74.17
13.89 m becomes 25.01
49.41 m becomes 88.97
46.61 m becomes 83.92
14.49 m becomes 26.09
Now, convert the following measurement: 12.34 m | 22.22 | Unit Conversion |
0be75541 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
38.52 m becomes 69.60
32.84 m becomes 59.34
39.18 m becomes 70.79
Now, convert the following measurement: 24.19 m | 43.71 | Unit Conversion |
0c0683c3 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
21-75 = 54
39-42 = 3
56-50 = 6
70-11 = 59
14-90 = 76
Now, determine the result for: 79"59 | 138 | Equation Transformation |
0c083613 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
17 -> XVII
73 -> LXXIII
22 -> XXII
17 -> XVII
53 -> LIII
Now, write the number 73 in the Wonderland numeral system. | LXXIII | Numeral System Conversion |
0c0955b1 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 1.16s, distance = 10.89 m
For t = 1.08s, distance = 9.44 m
For t = 2.54s, distance = 52.21 m
Now, determine the falling distance for t = 3.99s given d = 0.5*g*t^2. | 128.84 | Gravitational Constant |
0c0adfe3 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
kisqly kmotlzxio pxoosqx -> dragon discovers message
fimytxoo oxxo vxglyk jlixoh -> princess sees beyond forest
hxstbxi jleeluo pxoosqx -> teacher follows message
umrsik kisuo hbx sytmxyh cxg -> wizard draws the ancient key
Now, de... | wizard discovers through village | Text Encryption |
0c0c6320 | 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 |
0c1a09ce | 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 -> 10000000
00100000 -> 00000000
00000100 -> 000000... | 11100000 | Bit Manipulation |
0c1ce16d | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
utof aebhi wnx htix qvvu -> king draws the wise book
ebqqtw hetwxi qxsvoa rblx -> rabbit writes beyond cave
jvcix aebhi resiwbk -> mouse draws crystal
uotfnw hbwrnxi wnx abeu resiwbk -> knight watches the dark crystal
wnx jsiwxetvc... | teacher draws around school | Text Encryption |
0c2243ff | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
qhfeldgg dpqijhdg fe qoiold -> princess explores in palace
kcd yzgkdhfjrg yjrgd vhdoyg -> the mysterious mouse dreams
afuohv vhoag ohjrev kjadh -> wizard draws around tower
kcd gkhoewd mfew gkrvfdg -> the strange king studies
Now, ... | bird writes inside garden | Text Encryption |
0c2407ef | 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:
11001100 -> 00010001
01101001 -> 01001000
11101000 -> 000110... | 11000011 | Bit Manipulation |
0c26f842 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
9.02 m becomes 15.88
10.71 m becomes 18.86
19.77 m becomes 34.81
43.22 m becomes 76.10
42.47 m becomes 74.78
Now, convert the following measurement: 5.12 m | 9.01 | Unit Conversion |
0c2e102c | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
17.19 m becomes 11.25
34.22 m becomes 22.40
43.08 m becomes 28.20
32.23 m becomes 21.10
21.99 m becomes 14.40
Now, convert the following measurement: 30.83 m | 20.18 | Unit Conversion |
0c4e7430 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
85 -> LXXXV
18 -> XVIII
4 -> IV
Now, write the number 46 in the Wonderland numeral system. | XLVI | Numeral System Conversion |
0c5cf3d9 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
58 -> LVIII
34 -> XXXIV
32 -> XXXII
92 -> XCII
89 -> LXXXIX
Now, write the number 20 in the Wonderland numeral system. | XX | Numeral System Conversion |
0c671b98 | 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:
11111111 -> 11111111
00011010 -> 10000110
10001111 -> 111000... | 00001110 | Bit Manipulation |
0c7acd69 | 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:
00000111 -> 00001110
01101001 -> 11010010
11101110 -> 110111... | 11110101 | Bit Manipulation |
0c88a3dc | 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:
00101111 -> 01011110
01010100 -> 10101001
00011101 -> 001110... | 10001011 | Bit Manipulation |
0c8a8a16 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
99<53 = 153
19<85 = 105
78<81 = 160
55{44 = 11
Now, determine the result for: 37{54 | {17 | Equation Transformation |
0c93ecfc | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
cjvz zjxqdmavx nka sdtzau lfy -> bird discovers the golden map
nka kjzzau kfnnav qvafnax -> the hidden hatter creates
nka lgxnavjdpx zvfsdu vafzx -> the mysterious dragon reads
Now, decrypt the following text: wjus idttdhx nka xaqv... | king follows the secret map | Text Encryption |
0c9b74fc | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
33 -> XXXIII
36 -> XXXVI
19 -> XIX
28 -> XXVIII
19 -> XIX
Now, write the number 74 in the Wonderland numeral system. | LXXIV | Numeral System Conversion |
0ca24ac3 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
28.5 m becomes 38.77
36.08 m becomes 49.08
18.47 m becomes 25.13
39.47 m becomes 53.70
Now, convert the following measurement: 39.02 m | 53.08 | Unit Conversion |
0ca688d9 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
wbsxtk unvqc ckanh -> knight draws story
kdnkpf cffc sb qabufnpvbu -> turtle sees in wonderland
nvggsk unfvoc ktf xapufb gaaw -> rabbit dreams the golden book
znsbyfcc ckdusfc ktf ydnsadc osnnan -> princess studies the curious mirr... | king studies around palace | Text Encryption |
0cb16796 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
vzdysn ucagpx ozuac nhtac -> knight dreams under tower
xnouazn ehozu nschoys ygcuaz -> student found through garden
sgnnac ehozu gihra nhtac -> hatter found above tower
Now, decrypt the following text: phoxa ajlqhcax iafhzu xmshhq | mouse explores beyond school | Text Encryption |
0cb88778 | 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:
00101100 -> 10000101
00100100 -> 10000100
10110000 -> 000101... | 00110000 | Bit Manipulation |
0cbdf547 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
riljpq bwofsa iofw nfko -> knight dreams near cave
rlij uwlqoa qpwexjp nfko -> king writes through cave
ulgfwb odtcewoa aonwoq -> wizard explores secret
mxooi wofba vozeib ueibowcfib -> queen reads beyond wonderland
Now, decrypt th... | alice watches the bright door | Text Encryption |
0cbe2c1b | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
39.0 m becomes 45.85
5.22 m becomes 6.14
46.8 m becomes 55.02
47.1 m becomes 55.37
11.81 m becomes 13.88
Now, convert the following measurement: 16.79 m | 19.74 | Unit Conversion |
0cc8d7c2 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.58s, distance = 90.67 m
For t = 1.47s, distance = 15.29 m
For t = 3.84s, distance = 104.32 m
Now, determine the falling distance for t = 2.04s given d = 0.5*g*t^2. | 29.44 | Gravitational Constant |
0cce92d8 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
48 -> XLVIII
15 -> XV
55 -> LV
Now, write the number 95 in the Wonderland numeral system. | XCV | Numeral System Conversion |
0cd170a0 | In Alice's Wonderland, a secret set of transformation rules is applied to equations. Below are a few examples:
22:12 = 10
23:33 = :10
67^30 = 6730
71^79 = 7179
Now, determine the result for: 98^14 | 9814 | Equation Transformation |
0cdb0aae | 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 |
0cddfe30 | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
14 -> XIV
24 -> XXIV
85 -> LXXXV
65 -> LXV
17 -> XVII
Now, write the number 45 in the Wonderland numeral system. | XLV | Numeral System Conversion |
0ceac403 | 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 -> 11010000
10110001 -> 00110110
01001101 -> 101010... | 10100000 | Bit Manipulation |
0cf301cf | 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 |
0cfc74d4 | 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:
00010110 -> 11000010
01010111 -> 01101010
11110011 -> 111111... | 11011000 | Bit Manipulation |
0d069918 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.81s, distance = 65.21 m
For t = 2.9s, distance = 37.78 m
For t = 3.57s, distance = 57.26 m
Now, determine the falling distance for t = 1.97s given d = 0.5*g*t^2. | 17.43 | Gravitational Constant |
0d0ab01d | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
35.57 m becomes 51.22
29.73 m becomes 42.81
21.42 m becomes 30.85
Now, convert the following measurement: 22.09 m | 31.81 | Unit Conversion |
0d10d1ae | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
18.59 m becomes 31.08
28.32 m becomes 47.35
43.69 m becomes 73.05
26.48 m becomes 44.27
Now, convert the following measurement: 43.74 m | 73.13 | Unit Conversion |
0d16ae24 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.06s, distance = 43.74 m
For t = 2.78s, distance = 36.1 m
For t = 1.48s, distance = 10.23 m
For t = 2.9s, distance = 39.28 m
For t = 4.39s, distance = 90.02 m
Now, determine the falling distance for... | 8.89 | Gravitational Constant |
0d2e94ff | 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 |
0d2f174c | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.06s, distance = 84.27 m
For t = 2.31s, distance = 48.03 m
For t = 4.38s, distance = 172.66 m
For t = 2.73s, distance = 67.08 m
For t = 2.29s, distance = 47.2 m
Now, determine the falling distance f... | 171.09 | Gravitational Constant |
0d3974ba | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
47.83 m becomes 41.24
11.33 m becomes 9.77
19.38 m becomes 16.71
18.45 m becomes 15.91
Now, convert the following measurement: 46.52 m | 40.11 | Unit Conversion |
0d3d5c60 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
9.93 m becomes 17.94
19.81 m becomes 35.79
10.91 m becomes 19.71
31.95 m becomes 57.73
16.19 m becomes 29.25
Now, convert the following measurement: 41.65 m | 75.26 | Unit Conversion |
0d473e1e | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.97s, distance = 152.67 m
For t = 4.25s, distance = 174.97 m
For t = 2.85s, distance = 78.68 m
For t = 2.87s, distance = 79.79 m
Now, determine the falling distance for t = 1.05s given d = 0.5*g*t^2... | 10.68 | Gravitational Constant |
0d4b2baa | 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 |
0d4dc849 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.62s, distance = 56.78 m
For t = 1.2s, distance = 11.91 m
For t = 4.59s, distance = 174.27 m
Now, determine the falling distance for t = 3.69s given d = 0.5*g*t^2. | 112.63 | Gravitational Constant |
0d542478 | 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 |
0d55039a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
rxyefwoo owwo ujxbwe -> princess sees garden
iwjfcwx xwjbo icw fpwvwx zmxwoi -> teacher reads the clever forest
kyxb ygjuyewo icw ayow ujxbwe -> bird imagines the wise garden
Now, decrypt the following text: teyuci zmqeb qebwx zmxw... | knight found under forest | Text Encryption |
0d5d89ea | In Alice's Wonderland, numbers are secretly converted into a different numeral system. Some examples are given below:
86 -> LXXXVI
67 -> LXVII
51 -> LI
51 -> LI
Now, write the number 18 in the Wonderland numeral system. | XVIII | Numeral System Conversion |
0d61b6e0 | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 3.46s, distance = 111.63 m
For t = 4.92s, distance = 225.71 m
For t = 1.28s, distance = 15.28 m
For t = 1.47s, distance = 20.15 m
Now, determine the falling distance for t = 1.17s given d = 0.5*g*t^2... | 12.76 | Gravitational Constant |
0d69dc5d | In Alice's Wonderland, the gravitational constant has been secretly changed. Here are some example observations:
For t = 2.21s, distance = 22.29 m
For t = 2.59s, distance = 30.62 m
For t = 2.15s, distance = 21.1 m
For t = 3.09s, distance = 43.58 m
Now, determine the falling distance for t = 1.71s given d = 0.5*g*t^2. | 13.35 | Gravitational Constant |
0d6d428a | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
heg epffgs ztpjg mdvsf -> the hidden alice found
lspaeh gwbtdngc fddn -> knight explores door
rpnf ngzfc rgudsf mdngch -> bird reads beyond forest
Now, decrypt the following text: heg jtgign bnpsjgcc fngzyc | the clever princess dreams | Text Encryption |
0d6e3c06 | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
46.42 m becomes 30.79
38.65 m becomes 25.64
20.71 m becomes 13.74
30.13 m becomes 19.99
31.71 m becomes 21.03
Now, convert the following measurement: 41.89 m | 27.79 | Unit Conversion |
0d7269a5 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
fycjso fsyrxq mjqrnx -> wizard writes castle
qrgoxkr oyqmauxsq rvx esybvr zyssas -> student discovers the bright mirror
qrgoxkr msxjrxq yk nyesjsp -> student creates in library
Now, decrypt the following text: osjbak mvjqxq rvx zjb... | dragon chases the magical map | Text Encryption |
0d753b10 | In Alice's Wonderland, secret encryption rules are used on text. Here are some examples:
qsmmh ofmwpn jwfomh -> queen dreams garden
wblvm dtbbtyn imatho dtfmnk -> alice follows beyond forest
ksfkbm dtbbtyn jwfomh -> turtle follows garden
Now, decrypt the following text: ofwjth ofwyn lhnlom glbbwjm | dragon draws inside village | Text Encryption |
0d7aacfc | 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:
11000000 -> 10110000
00010110 -> 00101001
11100001 -> 111110... | 01100001 | Bit Manipulation |
0d90736f | 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 |
0d9242cb | In Alice's Wonderland, a secret unit conversion is applied to measurements. For example:
30.56 m becomes 46.02
28.85 m becomes 43.44
8.37 m becomes 12.60
Now, convert the following measurement: 9.18 m | 13.82 | Unit Conversion |
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