lexeme_id stringlengths 1 48 | headword stringlengths 1 48 | tier stringclasses 7
values | kind stringclasses 8
values | reading_level stringclasses 5
values | register stringclasses 1
value | text stringlengths 43 5.82k | readability_grade float64 -0.5 23.7 ⌀ | n_words int32 10 828 | is_canonical bool 2
classes |
|---|---|---|---|---|---|---|---|---|---|
0 | 0 | tier5 | simplex | neutral | plain | 0, called zero, is the number that leaves another number unchanged when it is added to it. For any number x, x + 0 = x, so zero is the additive identity of the number systems used in ordinary arithmetic. It is neither positive nor negative. On a number line it lies between the positive and negative numbers, and its dis... | null | 308 | true |
0 | 0 | tier5 | simplex | grade_5 | plain | Zero is a number that changes nothing when added to another number. It sits between numbers greater than zero and numbers less than zero. On a number line, its distance helps show absolute value, or how far a number is from zero.
Zero can show an empty place in a number. In 205, it shows that no tens are present. The ... | 6.48 | 237 | false |
0 | 0 | tier5 | simplex | college | plain | Zero, also called 0, is the additive identity: adding it to any number leaves that number unchanged. It is neither positive nor negative. On the number line, zero separates positive from negative values, and the distance of a value from zero defines its absolute value.
As a numeral, zero marks an unoccupied position i... | 12.93 | 266 | false |
0 | 0 | tier5 | simplex | grade_1 | plain | Zero is a number. Add zero to a number, and it stays the same. Zero is not more or less than nothing. It sits between numbers above and below it. Its place helps show how far a number is from zero.
Zero can show an empty spot in a number. In 205, it shows there are no tens. The other spots still show hundreds and ones... | 4.75 | 214 | false |
0 | 0 | tier5 | simplex | grade_10 | plain | Zero, written as 0, is the additive identity: adding it to any number leaves that number unchanged. It is neither positive nor negative. On a number line, zero separates positive values from negative ones. A number's distance from zero is its absolute value.
Zero serves both as a numeral and as a quantity. In position... | 11.31 | 285 | false |
1 | 1 | tier5 | simplex | neutral | plain | The number 1 is the first positive whole number and the basic unit used in counting. It represents a single person, object, event, or amount: one book, one day, or one chance. The written symbol “1” is a numeral for this number. In many number systems it has a distinctive form, although its shape varies across writing ... | null | 310 | true |
1 | 1 | tier5 | simplex | grade_5 | plain | One is the first positive whole number used for counting. It means a single person, thing, event, or amount. The symbol 1 stands for one. Its shape differs among writing systems, and today’s Western form came from older Indian and Arabic forms.
In arithmetic, multiplying any number by one leaves that number unchanged.... | 7.07 | 215 | false |
1 | 1 | tier5 | simplex | college | plain | The number 1 is the first positive integer and the fundamental unit of enumeration. It denotes a single individual, object, event, or quantity, as in one book, one day, or one opportunity. The glyph 1 is its numeral. Although its form varies across writing systems, the modern Western numeral descends through Arabic tra... | 11.62 | 260 | false |
1 | 1 | tier5 | simplex | grade_1 | plain | One is the first number we use to count things. It means just one person, thing, day, or chance. The mark 1 stands for one. Its shape changes in different ways of writing. Today's shape came from old marks from India and Arab lands.
When you multiply by one, the number stays the same. Seven times one is seven. One is ... | 2.17 | 220 | false |
1 | 1 | tier5 | simplex | grade_10 | plain | One is the first positive whole number and the basic unit of counting. It refers to a single person, object, event, or amount, as in one book, one day, or one chance. The symbol 1 is the numeral used to write it. Its shape differs among writing systems; the modern Western form developed from earlier Indian forms, trans... | 10.77 | 287 | false |
10 | 10 | tier5 | simplex | neutral | plain | 10 is the number that follows 9 and precedes 11. It represents a quantity of ten objects and is written with the digits 1 and 0 in the decimal, or base-ten, system. In place-value notation, the 1 means one group of ten, while the 0 shows that there are no single units left over. This makes 10 the first two-digit number... | null | 285 | true |
10 | 10 | tier5 | simplex | grade_5 | plain | 10 comes after 9 and before 11. It means a group of ten things. We write it with 1 and 0. The 1 means one group of ten. The 0 means no extra ones remain. This makes 10 the first number written with two digits. Decimal means counting in groups of ten. Each place to the left is worth ten times more. Each place to the rig... | 4.15 | 207 | false |
10 | 10 | tier5 | simplex | college | plain | 10 is the integer immediately after 9 and before 11, denoting a quantity of ten objects. In the decimal, or base-ten, notation, it is written with 1 followed by 0: the 1 occupies the tens place, and the 0 indicates no units beyond that group. It is therefore the first two-digit numeral in ordinary decimal writing. The ... | 10.53 | 234 | false |
10 | 10 | tier5 | simplex | grade_1 | plain | Ten comes after nine and before eleven. It can mean ten things in a group. We write ten with one and zero. The one shows a group of ten. The zero shows no ones are left. Ten is the first number written with two digits.
Our number system counts by tens. It uses ten, one hundred, and one thousand. Each step left makes a... | 2.68 | 227 | false |
10 | 10 | tier5 | simplex | grade_10 | plain | Ten is the whole number after 9 and before 11, and it names a group of ten objects. In decimal notation, the usual number-writing system, it appears as 1 followed by 0. The 1 marks one group of ten, while the 0 marks no extra single units. This makes 10 the first number written with two digits in ordinary decimal notat... | 9.09 | 266 | false |
100 | 100 | tier5 | simplex | neutral | plain | 100 is the natural number that comes after 99 and before 101. It is made up of ten groups of ten, or ten 10s, and is written with the digits 1 and two zeros in the decimal system. As a number, it represents a quantity of one hundred individual things: a hundred books, a hundred years, or a hundred people. It can also d... | null | 278 | true |
100 | 100 | tier5 | simplex | grade_5 | plain | The number one hundred comes after ninety-nine and before one hundred one. It has ten groups of ten. In decimal writing, it uses one and two zeros. One hundred can count books, years, or people. It can also show a place in order, such as page one hundred. It can name an anniversary that has lasted one hundred years.
P... | 3.91 | 260 | false |
100 | 100 | tier5 | simplex | college | plain | One hundred is the natural number following ninety-nine and preceding one hundred one. It consists of ten groups of ten and is represented in decimal notation by a one followed by two zeros. As a cardinal number, it denotes a quantity of one hundred items, whether books, years, or people. As an ordinal reference, it id... | 9.98 | 270 | false |
100 | 100 | tier5 | simplex | grade_1 | plain | One hundred comes after ninety-nine. It is ten groups of ten. We write it with a one and two zeros. It can count things, like books or people. It can also show a place, like the hundredth page.
We count by tens, so one hundred is useful. It is ten times ten. A percent tells how many parts there are out of one hundred.... | 1.71 | 172 | false |
100 | 100 | tier5 | simplex | grade_10 | plain | One hundred is the whole number between ninety-nine and one hundred one. Ten groups of ten make it, and decimal writing shows it as a one followed by two zeros. It counts a set of items, such as books, years, or people, and can mark a place in a sequence, such as the hundredth page or anniversary.
Because everyday cou... | 6.84 | 223 | false |
1000 | 1000 | tier5 | simplex | neutral | plain | 1000 is a natural number equal to ten times one hundred. It comes immediately after 999 and before 1001, and it is written as 1,000 in the usual decimal system, with a comma marking the separation of thousands from smaller place values. In words, it is “one thousand,” commonly shortened to “a thousand.”
As a power of ... | null | 289 | true |
1000 | 1000 | tier5 | simplex | grade_5 | plain | One thousand is a whole counting number. It comes after 999 and before 1001. We write it as 1,000, using a comma after the thousands place. We say “one thousand” or “a thousand.”
One thousand equals ten multiplied by itself three times. It has three zeros after the one. Multiplying by 1,000 moves the decimal point thr... | 6.96 | 228 | false |
1000 | 1000 | tier5 | simplex | college | plain | 1000 is a natural number: a nonnegative integer used for counting. It follows 999 and precedes 1001. In ordinary decimal notation, it appears as 1,000, with a comma separating the thousands place from the lower place values. Its written name is “one thousand,” often shortened to “a thousand.”
As a power of ten, 1000 e... | 11.36 | 272 | false |
1000 | 1000 | tier5 | simplex | grade_1 | plain | One thousand is a number we use to count. We write it with a one and three zeros. We say “one thousand” or “a thousand.”
Ten groups of one hundred make one thousand. It comes after nine hundred ninety-nine. It comes before one thousand and one. A comma splits its written form into groups. Adding three zeros shows a th... | 3.29 | 177 | false |
1000 | 1000 | tier5 | simplex | grade_10 | plain | 1000 is a natural number, one of the whole numbers used for counting. It follows 999 and precedes 1001. In decimal notation, it is written 1,000; the comma separates the thousands place from the lower place values. Its name is “one thousand,” often shortened to “a thousand.”
As a power of ten, 1000 equals 10³. This ma... | 9.89 | 274 | false |
10000 | 10000 | tier5 | simplex | neutral | plain | 10000 is the numeral for ten thousand, the cardinal number obtained by multiplying ten by one thousand. It is written as 10,000 in English-language notation, with a comma separating the groups of three digits; in many countries, a space or a period is used instead. In words, it is usually written “ten thousand.” The nu... | null | 290 | true |
10000 | 10000 | tier5 | simplex | grade_5 | plain | Ten thousand is the number written as 10,000. It comes from ten groups of one thousand. English writing uses a comma after the first digit. Some countries use a space or a dot instead. We usually write the number as “ten thousand.” It has five digits. It comes after 9,999 and before 10,001.
Place value shows that 10,0... | 5.89 | 278 | false |
10000 | 10000 | tier5 | simplex | college | plain | 10000 denotes the cardinal number ten thousand, formed by multiplying ten by one thousand. In English notation it is normally written 10,000, with a comma dividing the digits into groups of three; other conventions use a space or a full stop. In verbal form, it is usually written “ten thousand.” Decimal notation gives ... | 12.75 | 266 | false |
10000 | 10000 | tier5 | simplex | grade_1 | plain | Ten thousand is a number. We write it as 10,000 in English. A comma splits its digits into groups. Some places use a space or dot. We can write its name as ten thousand. It has five digits. It comes after 9,999 and before 10,001.
Place value shows what each digit means. Ten thousand is one group of ten thousand. It is... | 4.48 | 255 | false |
10000 | 10000 | tier5 | simplex | grade_10 | plain | Ten thousand is the cardinal number formed by multiplying ten by one thousand. English notation usually writes it as 10,000, placing a comma between groups of three digits; some countries use a space or period instead. In words, it is generally written “ten thousand.” In decimal notation, it has five digits and lies be... | 10.98 | 298 | false |
100000 | 100000 | tier5 | simplex | neutral | plain | 100000 is the cardinal number equal to ten multiplied by itself five times: 10 × 10 × 10 × 10 × 10 = 100,000. It represents a quantity of one hundred thousand units and comes immediately after 99,999 and before 100,001. In decimal place value, its single 1 occupies the hundred-thousands place, followed by five zeros. I... | null | 245 | true |
100000 | 100000 | tier5 | simplex | grade_5 | plain | 100000 is made by multiplying ten by itself five times. It means one hundred thousand things. It comes after 99,999 and before 100,001. Its one stands in the hundred-thousands place, followed by five zeros. People also write it as ten raised to the fifth power, one times ten raised to the fifth power, or 100k.
It coun... | 7.4 | 191 | false |
100000 | 100000 | tier5 | simplex | college | plain | 100,000 is the cardinal number obtained by multiplying ten by itself five times, or by raising ten to the fifth power. It denotes a quantity of one hundred thousand units, lying between 99,999 and 100,001. In decimal notation, it consists of a 1 in the hundred-thousands place followed by five zeros. Equivalent forms in... | 13.7 | 225 | false |
100000 | 100000 | tier5 | simplex | grade_1 | plain | One hundred thousand is ten groups of ten, five times. It means one hundred thousand things. One less is ninety-nine thousand, nine hundred ninety-nine. One more is one hundred thousand, one. Write it as a one and five zeros. You can also write ten to the fifth power or 100k.
People use it to count people, things, mon... | 3.17 | 199 | false |
100000 | 100000 | tier5 | simplex | grade_10 | plain | One hundred thousand is ten multiplied by itself five times, or ten raised to the fifth power. It names a quantity of 100,000 units and falls between 99,999 and 100,001. In decimal notation, one digit, 1, sits in the hundred-thousands place, with five zeros after it. Other forms include 10⁵, 1 × 10⁵, and, in some setti... | 11.57 | 232 | false |
1000000 | 1000000 | tier5 | simplex | neutral | plain | 1,000,000 is the natural number that comes after 999,999 and before 1,000,001. It is written as a 1 followed by six zeros, or as 10⁶ in scientific notation. In English, it is called “one million.” The comma separates groups of three digits, making the size of the number easier to read; in some countries, a space or a p... | null | 288 | true |
1000000 | 1000000 | tier5 | simplex | grade_5 | plain | One million comes after 999,999 and before 1,000,001. It is written with a one and six zeros. It can also be written as 10⁶, a short math form. People say “one million” in English. A comma groups its digits, making them easier to read. Some countries use a space or period instead.
One million equals one thousand group... | 6.8 | 252 | false |
1000000 | 1000000 | tier5 | simplex | college | plain | 1,000,000 is the natural number immediately greater than 999,999 and immediately less than 1,000,001. In ordinary notation, it appears as a 1 followed by six zeros; scientific notation represents it as 10⁶. English names it “one million.” The comma groups digits in threes to improve readability, although some countries... | 11.21 | 276 | false |
1000000 | 1000000 | tier5 | simplex | grade_1 | plain | One million is a number with one and six zeros. A comma can help people read its digits. Some places use a dot or a space instead.
One million is one thousand groups of one thousand. It is even, and it can be split into smaller number groups. The number is used for money, people, things, and events. A town may have a ... | 3.95 | 173 | false |
1000000 | 1000000 | tier5 | simplex | grade_10 | plain | One million is the natural number between 999,999 and 1,000,001. Written in standard decimal form, it is a 1 followed by six zeros; scientific notation gives it as 10⁶. English calls it “one million.” Commas divide its digits into groups of three, though some countries use spaces or periods as separators.
A million is... | 9.49 | 261 | false |
1000000000 | 1000000000 | tier5 | simplex | neutral | plain | 1,000,000,000 is the whole number commonly called one billion. In decimal notation, it has a 1 in the billions place and zeros in every lower place. It is ten times 100,000,000, one thousand times 1,000,000, and the cube of 1,000. In scientific notation it is written as 10⁹, and in binary computing it corresponds to th... | null | 299 | true |
1000000000 | 1000000000 | tier5 | simplex | grade_5 | plain | One billion is a whole number with one and nine zeros. Written in groups, it looks like 1,000,000,000. It is ten times one hundred million. It is one thousand times one million. It is also one thousand multiplied by itself three times. In scientific notation, a short way to write large numbers, it is ten to the ninth p... | 6.09 | 270 | false |
1000000000 | 1000000000 | tier5 | simplex | college | plain | 1,000,000,000 is the whole number conventionally called one billion. In decimal notation, its leading digit occupies the billions place, followed by zeros in every smaller place. It equals ten times 100,000,000, one thousand times 1,000,000, and 1,000 cubed. Scientific notation represents it as 10⁹. In computing, it co... | 14.17 | 293 | false |
1000000000 | 1000000000 | tier5 | simplex | grade_1 | plain | One billion is a whole number with one and nine zeros. It has one in its biggest place, then zeros. It is ten groups of one hundred million. It is one thousand groups of one million. It is one thousand times one thousand times one thousand. A short number code writes it as ten with nine zeros. Computers use it as a rou... | 3.97 | 290 | false |
1000000000 | 1000000000 | tier5 | simplex | grade_10 | plain | The whole number 1,000,000,000 is known as one billion. In base-ten notation, its first digit is in the billions place, while every place to its right contains zero. It is ten times 100,000,000 and one thousand times 1,000,000; it is also 1,000 raised to the third power. Scientific notation writes it as 10⁹. In computi... | 11.76 | 289 | false |
1000000000000 | 1000000000000 | tier5 | simplex | neutral | plain | 1000000000000 is the natural number written as 1,000,000,000,000: a one followed by twelve zeros. In English, it is usually called a trillion. It equals 10¹², or one thousand billion, and comes after 999,999,999,999 and before 1,000,000,000,001. Because its digits are easy to lose track of, commas, spaces, or scientifi... | null | 280 | true |
1000000000000 | 1000000000000 | tier5 | simplex | grade_5 | plain | The number 1,000,000,000,000 has one followed by twelve zeros. English speakers usually call it a trillion. It equals one thousand billion. It comes after 999,999,999,999 and before 1,000,000,000,001. People use commas, spaces, or scientific notation to write it clearly. Scientific notation is a shorter way to write hu... | 8.48 | 213 | false |
1000000000000 | 1000000000000 | tier5 | simplex | college | plain | The natural number 1,000,000,000,000 consists of one followed by twelve zeros and is ordinarily called a trillion in English. It is equal to 10¹², or one thousand billion, lying between 999,999,999,999 and 1,000,000,000,001. Because its ungrouped digits are difficult to parse, decimal punctuation, spaces, and scientifi... | 14.02 | 258 | false |
1000000000000 | 1000000000000 | tier5 | simplex | grade_1 | plain | This number has one and twelve zeros. It is called a trillion. A trillion can count money, stars, or tiny bits. The thing counted gives the number meaning. One trillion dollars is money. One trillion bytes is space for computer files. Tera means one trillion of a thing. People use this number to show very big amounts. ... | 3.94 | 114 | false |
1000000000000 | 1000000000000 | tier5 | simplex | grade_10 | plain | The number 1,000,000,000,000 is written as a one followed by twelve zeros and is usually called a trillion in English. It equals 10¹², or one thousand billion, and falls between 999,999,999,999 and 1,000,000,000,001. Commas, spaces, and scientific notation, a compact way to write powers of ten, help make its digits eas... | 12.08 | 278 | false |
1000th | 1000th | tier5 | simplex | neutral | plain | 1000th is the written form of the ordinal number that comes after 999th and before 1001st. It identifies position 1,000 in an ordered series, rather than a quantity of 1,000. It can describe a rank, occurrence, item, anniversary, or division: “the 1000th runner to cross the finish line,” “the 1000th page,” or “the 1000... | null | 275 | true |
1000th | 1000th | tier5 | simplex | grade_5 | plain | 1000th comes after 999th and before 1001st. It shows the one-thousandth place in a list, not a total of 1,000. It can name a runner, page, anniversary, or event. People usually say “one thousandth” when reading it.
The form joins 1000 with the ending “th.” Unlike 1st, 2nd, 3rd, 5th, and 21st, it follows the regular pa... | 5.73 | 202 | false |
1000th | 1000th | tier5 | simplex | college | plain | 1000th is the ordinal form placed between 999th and 1001st. It denotes rank or position 1,000 in an ordered sequence, rather than a cardinal quantity of 1,000. The form may identify a competitor, occurrence, item, anniversary, or division, as in “the 1000th runner,” “the 1000th page,” or “the 1000th anniversary.” It is... | 11.84 | 250 | false |
1000th | 1000th | tier5 | simplex | grade_1 | plain | This form names a place in a long list. It comes after nine hundred ninety-nine and before one thousand one. It can name a runner, page, or big day. Most people say “one thousandth.”
The form uses a number and the ending “th.” Some nearby numbers use other endings. “One thousandth” is usually written as two words. The... | 2.67 | 193 | false |
1000th | 1000th | tier5 | simplex | grade_10 | plain | 1000th is the ordinal form between 999th and 1001st. It marks the exact position of an item in a sequence, not a total amount of 1,000. It can refer to a person’s rank, an occurrence, an object, an anniversary, or a division, as in “the 1000th runner,” “the 1000th page,” or “the 1000th anniversary.” It is usually prono... | 9.83 | 248 | false |
100th | 100th | tier5 | simplex | neutral | plain | 100th is the ordinal form associated with the number one hundred. It identifies the position that comes after the 99th and before the 101st in a counting sequence. In ordinary writing it is usually written with numerals and the ordinal suffix “th”: 100th. In words, it is written “one hundredth.” It is pronounced “one h... | null | 292 | true |
100th | 100th | tier5 | simplex | grade_5 | plain | 100th is the ordinal form for one hundred. Ordinal means showing a place in order. It comes after 99th and before 101st. People usually write it with numbers and th: 100th. In words, it is one hundredth. It sounds like one hundredth, ending like fourth.
People use it when something holds place 100. A runner can finish... | 3.91 | 229 | false |
100th | 100th | tier5 | simplex | college | plain | 100th is the ordinal form associated with the cardinal number one hundred. It denotes the position following 99th and preceding 101st in an ordered sequence. In ordinary writing, it is usually represented by the numeral 100 followed by the ordinal suffix -th. The fully spelled-out form is one hundredth. Its pronunciati... | 10.8 | 285 | false |
100th | 100th | tier5 | simplex | grade_1 | plain | This word names the place after ninety-nine. It comes before the next place. We write it with numbers and two letters. We say “one hundredth.”
It tells where something comes in a line or list. A runner can finish in that place. A book can have that place in a set. A school can mark that many years. People use it for b... | 1.93 | 168 | false |
100th | 100th | tier5 | simplex | grade_10 | plain | 100th is the ordinal form of the cardinal number 100: it names a position in an ordered series, after 99th and before 101st. In standard writing, the numeral is followed by the suffix -th; the spelled-out form is one hundredth. It is pronounced “one hundredth,” with the ending heard in “fourth.”
The form describes an ... | 8.3 | 236 | false |
101 | 101 | tier5 | simplex | neutral | plain | 101 is the integer that follows 100 and comes before 102. It is an odd number and a prime number: its only positive divisors are 1 and 101. In decimal notation it is written with the digits 1, 0, and 1, showing one hundred, no tens, and one unit. It is commonly pronounced “one hundred one” in American English and “one ... | null | 279 | true |
101 | 101 | tier5 | simplex | grade_5 | plain | 101 comes after 100 and before 102. It is odd, and it is prime, which means only 1 and 101 divide it evenly. Its digits show one hundred, no tens, and one one. Americans often say “one hundred one.” British speakers often say “one hundred and one.” Its order form is “101st,” said “one hundred first.”
People use 101 fo... | 7.09 | 199 | false |
101 | 101 | tier5 | simplex | college | plain | 101 is the integer immediately following 100 and preceding 102. It is odd and prime, with no positive divisors other than 1 and 101. In decimal notation, its digits represent one hundred, zero tens, and one unit. American English commonly pronounces it “one hundred one,” whereas British English and several other variet... | 12.68 | 236 | false |
101 | 101 | tier5 | simplex | grade_1 | plain | One hundred one comes after one hundred. It comes before one hundred two. It is odd. Only one and one hundred one divide it evenly. Its name has one hundred, no tens, and one more. Some people say “one hundred one.” Others say “one hundred and one.” Its place name is “one hundred first.”
People use it for counts, home... | 3.2 | 179 | false |
101 | 101 | tier5 | simplex | grade_10 | plain | 101 follows 100 and precedes 102. It is odd and prime, meaning its only positive divisors are 1 and 101. In decimal notation, its digits represent one hundred, zero tens, and one unit. American English usually says “one hundred one,” while British English and several other varieties say “one hundred and one.” Its ordin... | 10.7 | 214 | false |
101st | 101st | tier5 | simplex | neutral | plain | 101st is the ordinal form of 101, marking the position that comes immediately after the one hundredth in a sequence. It is usually read “one hundred first” and describes something ranked, numbered, dated, or arranged in that position: the 101st page, the 101st competitor, or the 101st anniversary. Unlike the cardinal n... | null | 297 | true |
101st | 101st | tier5 | simplex | grade_5 | plain | 101st is an ordinal number, which shows a place in a line. It comes right after 100th and is read one hundred first. It can name a page, racer, date, or anniversary. 101 tells how many, but 101st tells which place. It appears most often in tables, lists, addresses, labels, scores, names, and dates. People may write one... | 3.86 | 217 | false |
101st | 101st | tier5 | simplex | college | plain | 101st is the ordinal form of 101, identifying the position immediately after the one hundredth in a sequence. It is normally read “one hundred first” and can describe a page, competitor, anniversary, date, or any other item occupying that position. Whereas the cardinal number 101 answers “how many?”, 101st answers “whi... | 11.52 | 291 | false |
101st | 101st | tier5 | simplex | grade_1 | plain | This form names a place in a list. It comes after the hundredth place. Say it as one hundred first. It can name a page, a race place, or a date. 101 tells how many things there are. 101st tells which place something has. People often write it in lists, signs, and dates. Some people write the words instead. The ending s... | 1.92 | 195 | false |
101st | 101st | tier5 | simplex | grade_10 | plain | 101st is the ordinal form of 101: it identifies the place immediately following the hundredth in a sequence. Usually pronounced “one hundred first,” it can describe any item in that position, such as a page, competitor, date, or anniversary. The cardinal number 101 gives a count; 101st identifies a specific place in or... | 9.41 | 251 | false |
105 | 105 | tier5 | simplex | neutral | plain | 105 is the natural number that follows 104 and comes before 106. It is written “one hundred five” in American English and “one hundred and five” in many other varieties. As a cardinal number, it identifies a quantity of 105 objects; its ordinal form is “105th,” meaning the position reached after 104 earlier positions.
... | null | 286 | true |
105 | 105 | tier5 | simplex | grade_5 | plain | 105 comes after 104 and before 106. In American English, people say “one hundred five.” Many other speakers say “one hundred and five.” The number can count 105 things. Its place form is 105th, which means position 105 after 104 earlier positions.
The number 105 uses three digits. The 1 means one hundred, the 0 means ... | 4.53 | 240 | false |
105 | 105 | tier5 | simplex | college | plain | 105 is the natural number immediately following 104 and preceding 106. In American English, it is spelled “one hundred five,” while many other varieties use “one hundred and five.” As a cardinal numeral, it denotes a quantity of 105 objects; its ordinal counterpart, 105th, denotes the position that follows 104 precedin... | 10.48 | 289 | false |
105 | 105 | tier5 | simplex | grade_1 | plain | 105 comes after 104 and before 106. We say “one hundred five.” Some people say “one hundred and five.” It can tell how many things there are. 105th tells a place in a line, after 104 places.
The number 105 has three digits. The 1 means one hundred. The 0 means no tens. The 5 means five ones. It is odd, and smaller who... | 3.27 | 216 | false |
105 | 105 | tier5 | simplex | grade_10 | plain | As a whole number, 105 sits between 104 and 106. In the United States, its name is “one hundred five”; many other English speakers say “one hundred and five.” It can state a count of objects, while 105th names the place reached after 104 earlier positions.
In base ten, the digits show one hundred, no tens, and five on... | 7.52 | 251 | false |
105th | 105th | tier5 | simplex | neutral | plain | 105th is the ordinal form associated with the number 105, marking a position after the 104th and before the 106th in an ordered sequence. It is usually read “one hundred fifth.” The spelling combines “one hundred” with the irregular ordinal form “fifth,” rather than the expected but incorrect “one hundred fiveth.” In w... | null | 291 | true |
105th | 105th | tier5 | simplex | grade_5 | plain | 105th is an ordinal number, which shows a place in order. It comes after 104th and before 106th. People usually read it as “one hundred fifth.” The spelling uses “fifth,” not the incorrect “one hundred fiveth.” The number usually ends with the letters “th.”
This form shows place, order, or an event, not an amount. A r... | 4.55 | 248 | false |
105th | 105th | tier5 | simplex | college | plain | 105th is the ordinal form of 105, identifying a place after 104th and before 106th in an ordered series. It is normally pronounced “one hundred fifth.” Its spelling combines “one hundred” with the irregular ordinal “fifth,” not the theoretically expected but incorrect “one hundred fiveth.” In written form, 105 is ordin... | 12.22 | 284 | false |
105th | 105th | tier5 | simplex | grade_1 | plain | This form tells a place in a line. It comes after one hundred fourth and before one hundred sixth. People say “one hundred fifth.” They spell it with “fifth,” not “fiveth.” They add “th” to the number when they write it.
It tells a place, not how many things there are. A runner in this place has one hundred four runne... | 1.74 | 226 | false |
105th | 105th | tier5 | simplex | grade_10 | plain | 105th names a position in an ordered series: it follows 104th and comes before 106th. It is usually pronounced “one hundred fifth.” Its spelling combines “one hundred” with the irregular form “fifth,” not the incorrect “one hundred fiveth.” In writing, the digits are commonly followed by the ordinal suffix “th,” which ... | 9.91 | 257 | false |
10_membered | 10-membered | tier5 | compound | neutral | plain | 10-membered is a chemical descriptor for a compound whose ring contains ten atoms. The atoms may all be carbon, as in cyclodecane, or may include heteroatoms such as oxygen, nitrogen, or sulfur. The count refers only to atoms that form the closed ring; atoms attached as substituents, and atoms in side chains or fused n... | null | 298 | true |
10_membered | 10-membered | tier5 | compound | grade_5 | plain | Ten-membered describes a chemical ring made of ten atoms. The atoms can all be carbon, as in cyclodecane. They can also include oxygen, nitrogen, or sulfur. Only atoms in the closed ring count. Attached atoms, side chains, and nearby joined rings do not count. The term usually comes before a noun with a hyphen. Example... | 6.45 | 263 | false |
10_membered | 10-membered | tier5 | compound | college | plain | 10-membered is a chemical descriptor for a compound containing a ring of ten atoms. The ring may consist entirely of carbon, as in cyclodecane, or may contain heteroatoms, including oxygen, nitrogen, or sulfur. The count includes only atoms forming the closed ring. It excludes substituents, side-chain atoms, and atoms ... | 12.41 | 274 | false |
10_membered | 10-membered | tier5 | compound | grade_1 | plain | Ten-membered means a tiny thing has a ring with ten parts. The parts can all be one kind, or some can be other kinds. Only parts in the ring count. Bits stuck on the ring do not count. Bits in nearby rings do not count. The words usually come before a name, with a small line between them. For example, ten-membered ring... | 3.04 | 264 | false |
10_membered | 10-membered | tier5 | compound | grade_10 | plain | 10-membered describes a chemical compound with a ring of ten atoms. The ring may contain only carbon, as in cyclodecane, or may also contain heteroatoms, atoms other than carbon, such as oxygen, nitrogen, or sulfur. Only atoms that complete the ring are counted. Atoms attached to it, in side chains, or in fused neighbo... | 10.28 | 313 | false |
10th | 10th | tier5 | simplex | neutral | plain | 10th is the written form of the ordinal number “tenth.” It identifies a position in a sequence: something marked 10th follows the ninth item and comes before the eleventh. The sequence may involve people, objects, dates, events, ranks, or stages. For example, a runner who finishes 10th has nine competitors ahead of the... | null | 286 | true |
10th | 10th | tier5 | simplex | grade_5 | plain | 10th is the short written form of tenth. It shows a place in a list. It comes after ninth and before eleventh. The list might contain people, things, dates, events, ranks, or steps. A runner in 10th place has nine runners ahead. The 10th chapter has that place in a book.
The number ten and the letters th make 10th. Th... | 3.94 | 217 | false |
10th | 10th | tier5 | simplex | college | plain | 10th is the written form of the ordinal numeral tenth. It denotes a position in an ordered series, following the ninth member and preceding the eleventh. The series may consist of people, objects, dates, events, ranks, or stages. Thus, a runner who finishes 10th has nine competitors ahead, while the 10th chapter occupi... | 10.46 | 272 | false |
10th | 10th | tier5 | simplex | grade_1 | plain | Tenth tells a place in a line. It comes after ninth and before the next place. A runner in tenth place has nine runners ahead. A book's tenth chapter comes in that spot in the book.
The short form uses ten and the letters t and h. It fits well in lists, signs, tables, and records. People say “tenth,” not “ten-th.” The... | 2.61 | 181 | false |
10th | 10th | tier5 | simplex | grade_10 | plain | 10th marks the position of an item in an ordered series: it comes after ninth and before eleventh. Such a series can contain people, objects, dates, events, ranks, or stages. A runner in 10th place has nine competitors ahead, and a book’s 10th chapter occupies that position in the book.
The spelling pairs the cardinal... | 8.72 | 243 | false |
11 | 11 | tier5 | simplex | neutral | plain | 11 is the whole number that follows 10 and comes before 12. It is written as “eleven” in English and represented by the symbol 11 in the Hindu–Arabic numeral system. As a counting number, it describes a quantity of eleven objects, events, or units: a team may have 11 players, a calendar date may fall on the 11th day of... | null | 316 | true |
11 | 11 | tier5 | simplex | grade_5 | plain | Eleven comes after ten and before twelve. In English, we spell it eleven and write it as 11. It tells how many things, events, or units there are. A soccer team has 11 players. A date can be the 11th day of a month. Someone can be 11 years old.
In math, eleven is an odd prime number, which can only be divided evenly b... | 4.75 | 211 | false |
11 | 11 | tier5 | simplex | college | plain | 11 is the integer immediately following 10 and preceding 12. In English, its name is “eleven,” and its conventional Hindu–Arabic numeral is 11. As a cardinal number, it denotes a quantity of eleven objects, events, or units: a team can comprise 11 players, a date can be the 11th day of a month, and a person can be 11 y... | 10.62 | 266 | false |
11 | 11 | tier5 | simplex | grade_1 | plain | Eleven comes after ten. It comes before the next number. We write eleven with two ones. It can tell how many things there are. A team can have eleven players. A child can be eleven years old.
Eleven is odd. It cannot be split into equal groups, except groups of one or eleven. It is the fifth prime number. A prime numb... | 3.59 | 171 | false |
11 | 11 | tier5 | simplex | grade_10 | plain | 11 follows 10 and precedes 12. Its English name is “eleven,” and its standard written form is the Hindu–Arabic numeral 11. As a cardinal number, it gives the size of a group: a team has 11 players, a date can be the 11th day of a month, and a person can be 11 years old.
In mathematics, 11 is an odd prime, meaning its ... | 8.72 | 248 | false |
110 | 110 | tier5 | simplex | neutral | plain | 110 is the natural number that follows 109 and comes before 111. It represents a quantity made up of one hundred and ten units. In decimal notation, its digits show one hundred in the hundreds place, one ten in the tens place, and no units in the ones place. It is read as “one hundred ten” in American English and commo... | null | 284 | true |
110 | 110 | tier5 | simplex | grade_5 | plain | One hundred ten comes after one hundred nine and before one hundred eleven. It shows a group of one hundred ten units. In decimal notation, one hundred ten has one hundred, one ten, and zero ones. Americans usually say “one hundred ten.” British speakers commonly say “one hundred and ten.”
One hundred ten is even, whi... | 5.93 | 244 | false |
110 | 110 | tier5 | simplex | college | plain | 110 is the natural number immediately greater than 109 and immediately less than 111. It denotes a quantity of one hundred ten units. In decimal notation, its digits represent one hundred in the hundreds place, one ten in the tens place, and zero in the ones place. American English generally pronounces it “one hundred ... | 11.76 | 252 | false |
110 | 110 | tier5 | simplex | grade_1 | plain | One hundred ten comes after one hundred nine. It comes before one hundred eleven. It names a group of one hundred ten things. It has one hundred, one ten, and no ones. Some people say “one hundred ten.” Others say “one hundred and ten.”
Two can split one hundred ten into equal parts. Five and eleven also divide it eve... | 3.05 | 207 | false |
110 | 110 | tier5 | simplex | grade_10 | plain | 110 is the whole number between 109 and 111, representing a total of one hundred ten units. In base-ten notation, its three digits stand for one hundred, one ten, and zero ones. American English usually says “one hundred ten”; British English and many other varieties commonly say “one hundred and ten.”
Because 110 is ... | 10 | 230 | false |
OpenGloss v2.4 — Encyclopedia
The long-form entry-level prose of OpenGloss v2.4, one row per rendition. The encyclopedia config holds the 300–500-word article about each headword, written at up to five reading levels; the explanation config holds the shorter "why this word" lexical explanation. Both are entry-level: they are about the headword as a whole and are never a stand-in for one sense of a polysemous entry (D-71). Etymology has its own repo, opengloss-v2.4-etymology.
Part of the OpenGloss v2.4 release family — 16 datasets built from one store of 160,724 lexemes and 300,787 live senses, all joinable on derived ids. See Related datasets for the rest.
What's new in v2.4 vs v1.3
- Schema v3. Every lexeme carries a
kinddiscriminator (simplex, compound, phrasal verb, idiom, proper noun, abbreviation, affix, function word); every sense carries a controlled domain leaf from a fixed ~160-leaf taxonomy instead of free text; every example carries the character span of the headword occurrence inside it. - Renditions, not one string. A definition is a set: the canonical one plus rewrites at four reading levels and in four registers, each produced in a single call from the canonical text so they say the same thing at different altitudes.
- A sense graph, not a word graph. Typed relations resolve to sense ids wherever
the target's entry exists in the release, so
bank --hypernym--> financial institutionpoints at a meaning rather than at a string. - Retrieval data is first-class. Synthetic per-sense queries in eight styles, grounded QA pairs, mined word-in-context pairs, MS MARCO-style triples with graph-derived hard negatives, and graded TREC qrels — all derivable from, and consistent with, the same entries.
- Derivable identifiers everywhere. v1.3 published a positional id for lexemes and
senses (
3d_model_noun_0) and nothing below that. v2.4 gives every rendition, edge, query, QA pair and provenance record an id computable from the row alone, and never renumbers: a retired sense is tombstoned, so the ids after it keep their meaning. - Per-field provenance. Which model wrote a field, how many tokens it took, what it cost — published as its own dataset.
What changed since v2.3
v2.3 (2026-09-09) added tier 6, named entities. v2.4 adds no new headwords: it fills in the supervision the lower tiers never received and makes every reading level of the pretraining corpus carry text of its own.
- Retrieval supervision for every sense. Tiers 3-6 (about two thirds of all senses) had no search queries, QA pairs, register variants or contrast paragraphs in v2.3; those existed only for core and tier 2. Every live sense now has search queries in eight styles (twelve per sense; 85% of all queries never name the headword), 99.7% have grounded QA pairs, and every tier has register variants, register-crossed examples and contrasts.
- Verified word-in-context examples everywhere. The sense-disambiguated example stage (eight checked sentences per sense) ran only on tier 2 in v2.3; it now covers core and tiers 3-6 as well.
- Leveled register text. Every sense gains five definitions crossing reading level and register (grade 5 informal and formal; college informal, formal and technical); every contrast paragraph gains a grade-5 and a college version; every lexical explanation gains a grade-5 and a college version.
- A pretraining corpus with no copies. v2.3's thesaurus and usage-note documents at
grade_5andcollegewere byte-identical toneutral(25% of all pretraining documents). A non-neutral document is now emitted only when it carries text written at its level and differs from the neutral one, and the export fails if any two documents share text. The thesaurus template gains a "Choosing between them" section of leveled contrast notes (moved from the usage note), and the usage note lists the register variants written at the document's level. - Graph repair. Relations were regenerated for senses that had none (senses without a relation fell from 4,722 to about 1,600), re-resolved, re-judged, and hypernym cycles broken back to zero.
- Writer. New v2.4 text was written by
gpt-6-luna(low reasoning); v2.3's bygpt-5.6-luna. Theprovenancerepo records the model of every call.
| v2.3 (2026-09-09) | v2.4 | |
|---|---|---|
| Lexemes | 160,724 | 160,724 |
| Live senses | 300,787 | 300,787 |
| Search queries | 1,249,683 | 3,851,978 |
| QA pairs | 704,950 | 2,304,127 |
| Definition renditions | 1,919,007 | 4,209,494 |
| Example renditions | 2,421,809 | 4,939,887 |
| Encyclopedia renditions | 500,320 | 802,914 |
| Lexical-explanation renditions | 160,724 | 482,172 |
| Contrast paragraphs (all levels) | 81,046 | 812,184 |
| Unique source-text tokens (16K student tokenizer) | 697,553,973 | 1,461,832,309 |
| Pretraining documents | 1,560,030 | 1,910,373 |
| Pretraining words | 418,161,358 | 483,649,976 |
| Pretraining tokens (cl100k_base) | 594,154,612 | 676,733,509 |
| Exact-duplicate pretraining documents | 25.0% | 0 (the export fails on any duplicate) |
| Judge score, Opus, 40-entry samples | 70.2 (core + tier 2), 66.7 (tier 3), 67.0 (tier 4), 81.3 (tier 5), 73.0 (tier 6) | 64.8 (core), 69.9 (tier 2), 65.8 (tier 3), 68.1 (tier 4), 79.6 (tier 5), 71.3 (tier 6) |
Schema. No column was removed or retyped. pretrain gains sections_at_level;
level_used gains the value mixed (some leveled sections fell back to neutral text);
non-neutral pretraining documents with no text of their own at their level are no longer
emitted, and retired lexemes (no live sense) emit no pretraining document. contrasts
now carries grade_5 and college rows beside neutral.
Known issues. Leveled informal definitions open with "It's a / It's the / It's when" about 18% of the time. About 1.1% of QA answers are exact duplicates of another QA answer (mostly short answers). Listwise qrels lists that contain all four grades fell as a share, because tier 3-6 senses joined with fewer grade-2 neighbours.
What changed since v2.2
v2.2 (2026-09-07) added tier 5, the WordNet 3.0 gap. v2.3 adds tier 6: named entities. Every tier before it was selected by word frequency or by WordNet membership, and neither signal ranks a name — a name's importance is a fact about the world, not about a corpus — so v2.2 knew Washington and Lincoln but not George Washington, New York City or World War II. Tier 6 is 15,000 candidates ranked by Wikipedia vital-article level, Wikidata sitelink count, WordNet instance membership and US salience, of which 12,078 became entries. Three schema changes come with it:
- Entity types are written rather than defaulted. Every proper noun in v2.2 carried
entity_type = other, because the two migrations and the kind classifier all wrote that placeholder and nothing ever replaced it. 28,915 proper nouns now carry a real type —person,place,organization,work,event,product,species— taken from the candidate list where it knew one and bought as a single batched verdict where it did not.lexiconandsensesgain anentity_typecolumn, andlexicongainswikidata_qid, the join key for reconciling an entry against Wikidata. - Aliases. A name has variants — Lincoln for Abraham Lincoln, the Netherlands
for Netherlands, FDR, NASA — and v2.2 had nowhere to put them. A variant that
has an entry of its own is now an
alias_ofedge inopengloss-v2.4-relations(1,267 of them, written by a judged alias pass). The schema also reserves alexicon.aliasescolumn andaliasrows inopengloss-v2.4-inflectionsfor variants with no entry of their own, but no pass populates them yet:aliasesis empty on every v2.4 row. Analias_ofedge is never demoted, pruned, capped or re-judged by the hygiene passes, unlike every other relation type. - Two new domain leaves.
nature.settlements(cities, towns, villages, neighbourhoods) andlaw_government.polities(countries, states, provinces, empires, historical polities). A quarter of tier 6 is a settlement or a polity and the taxonomy had no leaf for either; adding ageographyroot would have been a breaking change to a fixed 15-root vocabulary, so both went under roots that already exist.
| v2.2 (2026-09-07) | v2.3 | |
|---|---|---|
| Lexemes | 148,292 | 160,724 |
| Live senses | 288,304 | 300,787 |
| Tier 6 lexemes (named entities) | 0 | 12,078 |
| Pretraining documents | 1,458,684 | 1,560,030 |
| Pretraining words | 398,029,628 | 418,161,358 |
| Pretraining tokens (cl100k_base) | 565,384,746 | 594,154,612 |
| Judge score, Opus, 40-entry samples | 70.2 (core + tier 2), 66.7 (tier 3), 67.0 (tier 4), 81.3 (tier 5) | 70.2 (core + tier 2), 66.7 (tier 3), 67.0 (tier 4), 81.3 (tier 5), 73.0 (tier 6) |
Schema. No column was removed or retyped. lexicon gains entity_type,
wikidata_qid and aliases; senses gains entity_type; relations gains the
alias_of type; inflections gains the alias relation; tier gains the value
tier6; and the domain taxonomy gains two leaves (taxonomy version 3).
What changed since v2.1
v2.1 (2026-09-07) added tier 4 and the inflections repo. v2.2 adds tier 5:
43,652 WordNet 3.0 candidate lemmas the earlier tiers lacked — common
compounds and technical nouns, adjectives, adverbs and verbs, instances/taxa/organisms
excluded — 38,526 of them imported outright, the rest matched against
v1.3's own files. The other three changes are about honesty rather than coverage:
- The lemma fold.
lexeme-hygiene(D-79) folded 4,377 inflected-form headwords onto the lemma that already carried their meaning ("databases" onto "database", through the store's own recorded morphology) and retired 172 multiword fragments that began or ended on a function word ("is not", "on top of"). Together with D-76's phantom part-of-speech retirements, 4,549 lexemes store-wide now have every sense tombstoned. A lexeme like that is not counted as a lexeme anywhere in this card or inStatsany more — it has no live sense, so it is not a lexeme by this release's own count — but it is not gone: its surface form still resolves throughopengloss-v2.2-inflections, and itslexiconrow carriesretired = truewith aretired_reasonexplaining why. - Provenance on inherited fields. Every field a migration or import wrote, not only
what a model wrote from scratch, now carries a
migrate-stage provenance record naming where it came from, so "where did this text come from" is answerable bygreprather than by trusting the pipeline that happened to run. - A
sourcecolumn onlexiconandsenses:opengloss-v1.3for content this project generated or migrated from its own legacy releases,wordnet-3.0for the tier-5 entries imported directly from Princeton WordNet 3.0.
| v2.1 (2026-09-07) | v2.2 | |
|---|---|---|
| Lexemes | 109,633 | 160,724 |
| Live senses | 250,003 | 300,787 |
| Tier 5 lexemes (WordNet gap) | 0 | 43,227 |
| Retired lexemes (every sense tombstoned) | 0 | 4,567 |
| Pretraining documents | 1,111,044 | 1,458,684 |
| Pretraining words | 331,888,239 | 398,029,628 |
| Pretraining tokens (cl100k_base) | 471,451,693 | 565,384,746 |
| Judge score, Opus, 40-entry samples | 70.2 (core + tier 2), 66.7 (tier 3), 67.0 (tier 4) | 70.2 (core + tier 2), 66.7 (tier 3), 67.0 (tier 4), 81.3 (tier 5) |
Schema. No column was removed or retyped. lexicon gains source, retired and
retired_reason; senses gains source; tier gains the value tier5.
What changed since v2.0
v2.0 (2026-09-05) covered the frequency-ranked single words. v2.4 adds tier 4: the function words the core ranking had excluded on purpose, and every remaining v1.3 entry at Wikipedia frequency ≥ 10 — mostly multiword compounds ("natural selection", "catalog number"), plus names and rarer single words. That doubles the lexeme count and changes the mix: v2.0 was 99.8% single words; a third of v2.4 is multiword.
| v2.0 (2026-09-05) | v2.1 (2026-09-07) | |
|---|---|---|
| Lexemes | 54,724 | 109,633 |
| Live senses | 137,314 | 250,003 |
| Multiword entries (compounds, phrasal verbs, idioms) | 86 | 36,366 |
| Proper nouns | 10,365 | 17,073 |
| Function words | 114 | 462 |
| Gloss renditions | 1,129,975 | 1,684,865 |
| Example sentences | 1,398,297 | 2,163,329 |
| Live relations | 735,318 | 1,574,438 |
| Synthetic queries | 1,330,311 | 1,304,650 |
| QA pairs | 750,348 | 736,010 |
| Pretraining documents | 617,175 | 1,111,044 |
| Pretraining words | 196,390,946 | 331,888,239 |
| Pretraining tokens (cl100k_base) | 275,659,096 | 471,451,693 |
| Judge score, Opus, 40-entry samples | 70.2 (core + tier 2), 66.7 (tier 3) | 70.2 (core + tier 2), 66.7 (tier 3), 67.0 (tier 4) |
Schema. No column was added, removed or retyped in any existing dataset. Three things did change:
tiergains the valuetier4(it wascore,tier2ortier3).- One new dataset,
opengloss-v2.4-inflections: a flat surface-form → lemma lookup (plural, past tense, participles, comparative, superlative, derivations) built from the morphology that the lexicon already carried nested. - New provenance note prefixes on tombstones and edges, all reversible and all counted
in the store audit:
phantom_pos:(a v1.3 part-of-speech block whose glosses defined a component word rather than the compound — 11,440 blocks retired),regen:(relations regenerated for senses that had lost every edge to judging), andretyped: contrast(synonym edges the contrast paragraphs showed to be hypernym or hyponym).
Not row-compatible with v2.0. Lexeme, sense, rendition, edge, query and QA ids are
stable for every entry v2.0 had. The derived training sets (retrieval-pairs,
retrieval-triples, qrels) re-sample negatives over the larger pool, so their rows
differ; and the store-wide quality passes run for v2.4 retired ~3,000 senses of the v2.0
entries (phantom part-of-speech blocks and near-duplicate senses), so those senses are
now tombstoned rather than live. Treat v2.4 as a new release, not a delta.
Scope: fewer headwords, far more per headword
v2.4 is not a superset of v1.3. It covers 160,724 of v1.3's 205,988 lexemes — every frequency-ranked single word, plus the compounds and names at Wikipedia frequency ≥ 10 — and spends the difference on depth. If you need breadth of vocabulary, use v1.3; if you need graded renditions, resolved relations, spans, or retrieval supervision, use v2.4.
| v1.3 | v2.4 | |
|---|---|---|
| Lexemes | 205,988 | 160,724 |
| Senses | 565,604 | 300,787 |
| Definition renditions per sense | 1 canonical | 1 canonical + up to 8 graded |
| Relation targets | bare strings | resolved to sense ids |
| Retrieval training data | companion sets | queries, QA, triples, qrels |
| Per-field provenance | no | model, tokens and cost per call |
Key statistics
| Lexemes | 160,724 |
| Retired lexemes (every sense tombstoned; not counted above) | 4,567 |
| Live senses | 300,787 |
| Rows in this dataset | 1,285,086 |
| Encyclopedia renditions | 802,914 |
| Lexical explanations | 482,172 |
| Mean article length | 281 words |
By tier
core— top 10K by composite frequencytier2— ranks to ~42Ktier3— the rest of the frequency-ranked single wordstier4— stopwords, plus compounds and names at Wikipedia frequency ≥ 10tier5— the WordNet 3.0 lemmas the earlier tiers lacked: common compounds and technical nouns, adjectives, adverbs and verbs (instances, taxa and organisms excluded); 5,126 from v1.3 files, the rest imported from WordNettier6— named entities — people, places, organizations, works and events ranked by Wikipedia vital-article level, Wikidata sitelinks, WordNet instance membership and US salience, which no frequency list ranks
| Tier | Lexemes | Live senses |
|---|---|---|
core |
9,427 | 32,193 |
tier2 |
30,346 | 71,957 |
tier3 |
11,452 | 23,511 |
tier4 |
53,841 | 113,873 |
tier5 |
43,227 | 46,755 |
tier6 |
12,078 | 12,145 |
unknown |
353 | 353 |
Coverage by tier
The release was built in 6 frequency-ranked passes (core, tier2, tier3, tier4, tier5 and tier6) and they did not all receive the same stages. This table is per-field and per-tier so the gaps are visible rather
than averaged away.
| Field | Of | core |
tier2 |
tier3 |
tier4 |
tier5 |
tier6 |
unknown |
|---|---|---|---|---|---|---|---|---|
| Canonical gloss | sense | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |
| Controlled domain tag | sense | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |
| Gloss at 4 reading levels | sense | 100.0% | 99.9% | 99.9% | 100.0% | 99.9% | 100.0% | 0.0% |
| Gloss in 4 registers | sense | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |
| At least one example | sense | 100.0% | 99.9% | 100.0% | 99.6% | 100.0% | 100.0% | 100.0% |
| Examples at 4 reading levels | sense | 99.6% | 99.6% | 99.9% | 98.4% | 99.9% | 100.0% | 60.6% |
| At least one relation | sense | 99.4% | 99.4% | 99.4% | 99.5% | 99.3% | 99.9% | 100.0% |
| Synthetic retrieval queries | sense | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |
| Grounded QA pairs | sense | 99.9% | 99.7% | 99.3% | 99.6% | 99.9% | 100.0% | 100.0% |
| Etymology | lexeme | 100.0% | 100.0% | 99.8% | 100.0% | 100.0% | 100.0% | 100.0% |
| Lexical explanation | lexeme | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |
| Encyclopedia (neutral) | lexeme | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% |
| Encyclopedia at grade 5 + college (core entries also carry grade 1 and grade 10) | lexeme | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 100.0% | 0.0% |
| Contrast paragraphs | lexeme | 85.2% | 68.7% | 58.1% | 61.9% | 38.8% | 7.4% | 9.6% |
Files
| Files | Config | Rows | Shards | Size |
|---|---|---|---|---|
data/encyclopedia/train-*.parquet |
encyclopedia | 802,914 | 2 | 453.6 MB |
data/explanation/train-*.parquet |
explanation | 482,172 | 1 | 81.3 MB |
Fields
Config encyclopedia
802,914 rows, one row per encyclopedia rendition.
| Field | Type | Description |
|---|---|---|
lexeme_id |
string |
Entry id: slugify(headword). Join key across the family. |
headword |
string |
The entry's surface headword. |
tier |
string |
core (top 10K by composite frequency), tier2 (ranks to ~42K), tier3 (the rest of the frequency-ranked single words), tier4 (stopwords, plus compounds and names at Wikipedia frequency ≥ 10), tier5 (the WordNet 3.0 gap the earlier tiers lacked), tier6 (named entities — people, places, organizations, works and events, ranked by importance rather than by frequency) or unknown (on none of the rank lists); an export may contain only some of these — see the coverage table. |
kind |
string |
The entry's lexeme kind. |
reading_level |
string |
The rendition's reading level. |
register |
string |
The rendition's register. |
text |
string |
The article or explanation at this (reading level, register). |
readability_grade |
double |
Measured Flesch-Kincaid grade, when recorded. |
n_words |
int32 |
Whitespace-delimited word count of text. |
is_canonical |
bool |
True for the (neutral, plain) rendition. |
One real row:
{
"lexeme_id": "0",
"headword": "0",
"tier": "tier5",
"kind": "simplex",
"reading_level": "neutral",
"register": "plain",
"text": "0, called zero, is the number that leaves another number unchanged when it is added to it. For any number x, x + 0 = x, so zero is the additive identity of the number systems used in ordinary arithmetic. It is neither positive nor negative. On a number line it lies between the positive and negative numbers, and its dis … [truncated for this card]",
"readability_grade": null,
"n_words": 308,
"is_canonical": true
}
Config explanation
482,172 rows, one row per lexical-explanation rendition.
| Field | Type | Description |
|---|---|---|
lexeme_id |
string |
Entry id: slugify(headword). Join key across the family. |
headword |
string |
The entry's surface headword. |
tier |
string |
core (top 10K by composite frequency), tier2 (ranks to ~42K), tier3 (the rest of the frequency-ranked single words), tier4 (stopwords, plus compounds and names at Wikipedia frequency ≥ 10), tier5 (the WordNet 3.0 gap the earlier tiers lacked), tier6 (named entities — people, places, organizations, works and events, ranked by importance rather than by frequency) or unknown (on none of the rank lists); an export may contain only some of these — see the coverage table. |
kind |
string |
The entry's lexeme kind. |
reading_level |
string |
The rendition's reading level. |
register |
string |
The rendition's register. |
text |
string |
The article or explanation at this (reading level, register). |
readability_grade |
double |
Measured Flesch-Kincaid grade, when recorded. |
n_words |
int32 |
Whitespace-delimited word count of text. |
is_canonical |
bool |
True for the (neutral, plain) rendition. |
One real row:
{
"lexeme_id": "0",
"headword": "0",
"tier": "tier5",
"kind": "simplex",
"reading_level": "neutral",
"register": "plain",
"text": "Use 0 when referring to the number that leaves another number unchanged when added to it. It is more specific than nothing, which can mean an absence or lack rather than a mathematical number.",
"readability_grade": null,
"n_words": 34,
"is_canonical": true
}
Loading it
from datasets import load_dataset
# configs: "encyclopedia", "explanation"
ds = load_dataset("mjbommar/opengloss-v2.4-encyclopedia", "encyclopedia", split="train")
print(ds)
print(ds[0])
The shards are plain parquet, so nothing forces you through datasets — read them
straight, locally or over hf://:
import polars as pl
df = pl.read_parquet("hf://datasets/mjbommar/opengloss-v2.4-encyclopedia/data/encyclopedia/train-*.parquet")
print(df.head())
import duckdb
duckdb.sql("SELECT count(*) FROM 'hf://datasets/mjbommar/opengloss-v2.4-encyclopedia/data/encyclopedia/train-*.parquet'").show()
The same article at five reading levels
from datasets import load_dataset
enc = load_dataset("mjbommar/opengloss-v2.4-encyclopedia", "encyclopedia", split="train")
one = enc.filter(lambda row: row["lexeme_id"] == "abseil")
for row in sorted(one, key=lambda r: r["reading_level"]):
print(row["reading_level"], "-", row["n_words"], "words")
print(row["text"][:200], "...\n")
Identifiers, and how they compose
Every id is derived from structure, never randomly minted, so a consumer can recompute one from a row and join across the whole family without a lookup table. Sense positions are stable across regenerations: a retired sense is tombstoned, not removed, so the indices after it never shift.
| Id | Shape | Example |
|---|---|---|
| Lexeme | slugify(headword) |
abseil |
| Sense | {lexeme_id}:{pos}:{index} (zero-based) |
abseil:verb:0 |
| Rendition | {owner_id}#{reading_level}/{register} |
abseil:verb:0#grade_5/plain |
| Entry-level owner | {lexeme_id}:encyclopedia / :explanation |
abseil:encyclopedia |
| Edge | {source_sense_id}-{type}->{target_lexeme_id} |
abseil:verb:0-synonym->rappel |
| Query | {sense_id}#q{n} (zero-based) |
abseil:verb:0#q3 |
| QA pair | {sense_id}#qa{n} (zero-based) |
abseil:verb:0#qa3 |
| Provenance record | p{n} within its entry (one-based) |
p12 |
An edge id keys on the target's slug, not on the target's sense, so resolving a target never changes the id of the edge that found it.
Reading levels and registers
A rendition is keyed on a (reading_level, register) pair. The canonical rendition of
every field is (neutral, plain); everything else is a rewrite of it.
reading_level |
Who it is written for | Rough CCSS band |
|---|---|---|
neutral |
The canonical text: an adult general reader, no level targeted | — |
grade_1 |
Beginning readers; short sentences, common words | K–1 |
grade_5 |
Upper elementary | 4–5 |
grade_10 |
Secondary | 9–10 |
college |
Undergraduate and above; technical vocabulary allowed | 11–CCR |
register |
What changes | Reading it |
|---|---|---|
plain |
Nothing — the neutral register | The default |
informal |
Conversational, contractions, everyday words | How you'd say it to a friend |
formal |
Full forms, precise hedging, no contractions | How you'd write it in a report |
technical |
Domain vocabulary, exact conditions | How a specialist would state it |
marketing |
Benefit-first, persuasive framing | A genre, not a formality level |
marketing sits on the register axis for convenience but is a genre value rather than
a point on the formality scale — worth remembering if you train a formality classifier on
this column.
Related datasets
Everything below is built from the same store and joins on lexeme_id / sense_id.
| Dataset | Grain | What it holds |
|---|---|---|
opengloss-v2.4-lexicon |
one row per lexeme | One row per lexeme: kind, morphology, etymology, encyclopedia, contrasts, sense ids, provenance summary. |
opengloss-v2.4-senses |
one row per live sense | One row per live sense: canonical gloss, 8 gloss renditions, examples, resolved relations, synthetic queries, grounded QA pairs. |
opengloss-v2.4-definitions |
one row per gloss rendition | One row per gloss rendition (canonical included): reading level, register, text, readability grade. |
opengloss-v2.4-examples |
one row per example rendition | One row per example sentence with the headword's character span, its reading level and register. |
opengloss-v2.4-encyclopedia (this one) |
one row per encyclopedia rendition · one row per lexical-explanation rendition | One row per encyclopedia article rendition, plus an explanation config for the "why this word" prose. |
opengloss-v2.4-etymology |
one row per entry with an etymology | One row per entry with an etymology: prose summary, ordered language trail, cognates, references. |
opengloss-v2.4-inflections |
one row per inflected, derived or lemma form | One row per inflected or derived form, plus the lemma itself: a flat form→lemma lookup. |
opengloss-v2.4-relations |
one row per live relation edge · one row per removed relation edge | One row per semantic edge, resolved to target sense ids; a tombstoned config recovers the edges the reconcile pass removed. |
opengloss-v2.4-queries |
one row per synthetic query | One row per synthetic retrieval query, across eight query styles, tagged to the sense it should retrieve. |
opengloss-v2.4-qa-pairs |
one row per question/answer pair | One row per grounded question/answer pair, with the rendition ids the answer cites. |
opengloss-v2.4-contrasts |
one row per contrast paragraph | One row per "X vs Y" paragraph on a synonym/antonym/confusable edge, with a verdict on the edge. |
opengloss-v2.4-provenance |
one row per provenance record | One row per recorded generation call: stage, model, tokens, cost, run id — the audit trail. |
opengloss-v2.4-retrieval-pairs |
one row per mined pair | Word-in-context and doc2query-shaped (text_a, text_b, label) pairs mined from the store for free. |
opengloss-v2.4-retrieval-triples |
one row per (query, positive, negative) triple | MS MARCO-style (query, positive, negative) triples whose hard negatives come from the graph. |
opengloss-v2.4-qrels |
one row per query, with its whole graded candidate list · one row per document in the retrieval corpus | Graded TREC relevance judgements (0–3) plus the document corpus and listwise candidate lists. |
opengloss-v2.4-pretrain |
one row per rendered document | Entries serialised into plain-prose dictionary, thesaurus, encyclopedia and usage-note documents. |
Known limitations
- It is synthetic. Every string here was written by a language model against a schema, not transcribed from a corpus or checked by a lexicographer. It is well-formed and internally consistent; it is not attested usage, and it will contain confident errors. Do not use it as ground truth about what a word means.
- Judge scores 70.2/100 (core + tier 2) and 66.7/100 (tier 3). A different model family (Claude Opus) scored fixed 40-entry stratified samples at the close of each build. Sample statistics, not per-entry guarantees, and the judge is itself a model.
- Relation precision is the weakest axis. Relations were judged for validity and the ones that failed were demoted rather than asserted; symmetric reciprocity finished at 94.2% for synonyms and 94.3% for antonyms, and 4,722 senses were left with no relation at all. Treat a single edge as a hypothesis, not a fact; treat the aggregate graph as usable.
core,tier2,tier3,tier4,tier5andtier6are deliberately partial. 160,371 lexemes acrosscore,tier2,tier3,tier4,tier5andtier6received the text stages (glosses, examples, encyclopedia) but not the queries, QA pairs, contrasts or register renditions. The coverage table above gives the exact per-field share; nothing is hidden behind an average.- The encyclopedia is entry-level. One article per headword, about the headword as a whole. On a polysemous entry it is not a description of any one sense, and it is never used as a positive for one (D-71). It is entry-level reference prose, not a specialist article.
Sources and licences
This release is Creative Commons Attribution 4.0 International (CC-BY 4.0). Of 160,724 lexemes in this release, 40,643 (the tier-5 entries whose source column reads wordnet-3.0) are derived from Princeton WordNet 3.0: their glosses, examples, relations and derivationally related forms, plus WordNet's own capitalisation of the headword (D-78).
The WordNet License permits use, copying, modification and distribution without fee, provided its notice is preserved:
The WordNet License notice is quoted in full on the opengloss-v2.4-lexicon and opengloss-v2.4-senses cards; this repo's WordNet-derived rows are governed by the same terms.
Citation
@misc{bommarito2025opengloss,
title = {OpenGloss: A Synthetic Encyclopedic Dictionary and Semantic Knowledge Graph},
author = {Bommarito, Michael J., II},
year = {2025},
eprint = {2511.18622},
archivePrefix = {arXiv},
url = {https://arxiv.org/abs/2511.18622}
}
Tier-5 entries additionally derive from Princeton WordNet 3.0 (D-78):
@article{miller1995wordnet,
title = {WordNet: A Lexical Database for English},
author = {Miller, George A.},
journal = {Communications of the ACM},
volume = {38},
number = {11},
pages = {39--41},
year = {1995}
}
@book{fellbaum1998wordnet,
title = {WordNet: An Electronic Lexical Database},
editor = {Fellbaum, Christiane},
publisher = {MIT Press},
year = {1998}
}
License
Released under Creative Commons Attribution 4.0 International (CC-BY 4.0). Attribution to the OpenGloss project is required; commercial use is permitted. See Sources and licences above for the Princeton WordNet License that additionally covers this release's tier-5 entries.
- Downloads last month
- -