fix typo

README.md

@@ -23,7 +23,7 @@ Among the oldest mathematical texts in human history are Rhind Mathematical Papy
 > Make 10 _heqats_ of the fat into _ro_; it shall become 3200.  
 > Make a year into days; it shall become 365.  
 > Divide 3200 by 365; it shall become 8 + 2/3 + 1/10 + 1/2190.  
-> Make this in [_haqet_ and _ro_ notation]; 1/64 [_haqet_ and] 1/3 + 1/10 + 1/2190 _ro_.
+> Make this in [_haqet_ and _ro_ notation]; 1/64 [_haqet_ and] 2/3 + 1/10 + 1/2190 _ro_.
 >
 > -- from Rhind Mathematical Papyrus Problem 66
 
@@ -35,9 +35,10 @@ x = x / days_in_a_year
 assert x == 8 + 2/3 + 1/10 + 1/2190
 result = ro_to_haqet_and_ro(x)
 assert result.haqet == 1/64
-assert result.ro == 1/13 + 1/10 + 1/2190
+assert result.ro == 2/3 + 1/10 + 1/2190
 ```
 
+
 ### Binary calculations
 
 For multiplications and divisions, Egyptians used a method called "doubling." For example, to calculate 2000 * 5, they simply doubled 2000 until the multiplier reachs high enough for 5, and added things up:

egyptianNumber.ts

@@ -50,7 +50,7 @@ export class EgyptianNumber {
   ];
   static readonly glyphToNumber: ReadonlyMap<string, number> = new Map<string, number>();
 
-  readonly nominator: bigint;
+  readonly numerator: bigint;
   readonly denominator: bigint;
   private _normalized: readonly [bigint, bigint][];
   private _hieroglyphs: string;
@@ -74,18 +74,18 @@ export class EgyptianNumber {
     });
   }
 
-  constructor(nominator: number | bigint, denominator: number | bigint = 1) {
-    const gcd = EgyptianNumber.gcd(nominator, denominator);
-    this.nominator = BigInt(nominator) / gcd;
+  constructor(numerator: number | bigint, denominator: number | bigint = 1) {
+    const gcd = EgyptianNumber.gcd(numerator, denominator);
+    this.numerator = BigInt(numerator) / gcd;
     this.denominator = BigInt(denominator) / gcd;
     if (this.denominator < 0) {
-      this.nominator = -this.nominator;
+      this.numerator = -this.numerator;
       this.denominator = -this.denominator;
     }
   }
 
   toString(): string {
-    return `EgyptianNumber(${this.nominator}, ${this.denominator}) ${this.toHieroglyphs()}`;
+    return `EgyptianNumber(${this.numerator}, ${this.denominator}) ${this.toHieroglyphs()}`;
   }
 
   toHieroglyphs(): string {
@@ -109,7 +109,7 @@ export class EgyptianNumber {
   get normalized(): readonly [bigint, bigint][] {
     if (this._normalized) return this._normalized;
 
-    let nom: bigint = this.nominator;
+    let nom: bigint = this.numerator;
     let denom: bigint = this.denominator;
     let normalized: [bigint, bigint][] = [];
     if (nom == BigInt(0)) {
@@ -153,11 +153,11 @@ export class EgyptianNumber {
   }
 
   isEqualTo(a: EgyptianNumber): boolean {
-    return this.denominator * a.nominator == a.denominator * this.nominator;
+    return this.denominator * a.numerator == a.denominator * this.numerator;
   }
 
   static add(a: EgyptianNumber, b: EgyptianNumber): EgyptianNumber {
-    return new EgyptianNumber(a.nominator * b.denominator + b.nominator * a.denominator, a.denominator * b.denominator);
+    return new EgyptianNumber(a.numerator * b.denominator + b.numerator * a.denominator, a.denominator * b.denominator);
   }
 
   static addAll(...summands: EgyptianNumber[]): EgyptianNumber {
@@ -169,19 +169,19 @@ export class EgyptianNumber {
   }
 
   static subtract(a: EgyptianNumber, b: EgyptianNumber): EgyptianNumber {
-    return new EgyptianNumber(a.nominator * b.denominator - b.nominator * a.denominator, a.denominator * b.denominator);
+    return new EgyptianNumber(a.numerator * b.denominator - b.numerator * a.denominator, a.denominator * b.denominator);
   }
 
   static reverseSubtract(b: EgyptianNumber, a: EgyptianNumber): EgyptianNumber {
     return EgyptianNumber.subtract(a, b);
   }
 
   static multiply(a: EgyptianNumber, b: EgyptianNumber): EgyptianNumber {
-    return new EgyptianNumber(a.nominator * b.nominator, a.denominator * b.denominator);
+    return new EgyptianNumber(a.numerator * b.numerator, a.denominator * b.denominator);
   }
 
   static divide(a: EgyptianNumber, b: EgyptianNumber): EgyptianNumber {
-    return new EgyptianNumber(a.nominator * b.denominator, a.denominator * b.nominator);
+    return new EgyptianNumber(a.numerator * b.denominator, a.denominator * b.numerator);
   }
 
   static parseIntegerFromString(str: string | undefined): number {

seshatToJavascript.ts

@@ -74,7 +74,7 @@ export class SeshatToJavascript extends AbstractParseTreeVisitor<string> impleme
   visitNumber(ctx: NumberContext | undefined): string {
     if (! ctx)  return '';
     const parsed = this.parseNumber(ctx);
-    return `(new seshatEnvironment.EgyptianNumber(${parsed.nominator}, ${parsed.denominator}))`;
+    return `(new seshatEnvironment.EgyptianNumber(${parsed.numerator}, ${parsed.denominator}))`;
   }
 
   parseNumber(ctx: NumberContext): EgyptianNumber {

tests/js/negativeFraction.mjs

@@ -5,16 +5,16 @@ import { EgyptianNumber } from "../../build/lib/egyptianNumber.js";
 let x;
 
 x = new EgyptianNumber(-1, 2);
-assert.equal(x.nominator, -1);
+assert.equal(x.numerator, -1);
 assert.equal(x.denominator, 2);
 assert.deepEqual(x.normalized, [[0, -1], [1, -2]]);
 
 x = new EgyptianNumber(-2, 6);
-assert.equal(x.nominator, -1);
+assert.equal(x.numerator, -1);
 assert.equal(x.denominator, 3);
 assert.deepEqual(x.normalized, [[0, -1], [1, -3]]);
 
 x = new EgyptianNumber(12, -20);
-assert.equal(x.nominator, -3);
+assert.equal(x.numerator, -3);
 assert.equal(x.denominator, 5);
 assert.deepEqual(x.normalized, [[0, -1], [1, -2], [1, -10]]);