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Multiples of 79 – 100+ List, Examples

Created by: Team Maths - Examples.com, Last Updated: August 22, 2024

Notes

Multiples of 79 – 100+ List, Examples

Multiples of 79, expressed as 79×𝑛, where 𝑛 is an integer, form a sequence vital in mathematics. These multiples, increasing by 79 each time (e.g., 79, 158, 237), are pivotal in algebraic concepts, squares, square roots, and fractions. They serve as fundamental elements in understanding number properties and performing arithmetic operations efficiently. Recognizing these multiples aids in comprehending complex mathematical ideas and solving algebraic equations. They are foundational in number theory, enabling exploration of patterns, relationships, and numerical behavior within mathematical frameworks. Understanding the significance of these multiples facilitates a deeper understanding of mathematical principles and their applications in various domains.

What are Multiples of 79?

Multiples of 79 are numbers that can be expressed as 79×n, where n is an integer. These numbers are always even and include values like 79, 158, 237, 316, and so on

Prime Factorization of 79: 1×79

First 10 Multiples of 79 are 79, 158, 237, 316, 395, 474, 553, 632, 711, 790

First 50 Multiples of 79 are 79, 158, 237, 316, 395, 474, 553, 632, 711, 790, 869, 948, 1027, 1106, 1185, 1264, 1343, 1422, 1501, 1580, 1659, 1738, 1817, 1896, 1975, 2054, 2133, 2212, 2291, 2370, 2449, 2528, 2607, 2686, 2765, 2844, 2923, 3002, 3081, 3160, 3239, 3318, 3397, 3476, 3555, 3634, 3713, 3792, 3871, 3950.

For example, 79, 158, 237 and 316 are all multiples of 79, 113 is not a multiple of 79 for the following reasons:

Number	Reason	Remainder
79	79 is a multiple of itself	0
158	158 = 79 x 2, thus a multiple of 79	0
237	237 = 79 x 3, thus a multiple of 79	0
316	316 = 79 x 4, thus a multiple of 79	0
113	Not divisible by 79, not a multiple	34

List of First 100 Multiples of 79 with Remainders

Number	Reason	Remainder
79	79 is a multiple of itself	0
158	158 = 79 x 2, thus a multiple of 79	0
237	237 = 79 x 3, thus a multiple of 79	0
316	316 = 79 x 4, thus a multiple of 79	0
395	395 = 79 x 5, thus a multiple of 79	0
474	474 = 79 x 6, thus a multiple of 79	0
553	553 = 79 x 7, thus a multiple of 79	0
632	632 = 79 x 8, thus a multiple of 79	0
711	711 = 79 x 9, thus a multiple of 79	0
790	790 = 79 x 10, thus a multiple of 79	0
869	869 = 79 x 11, thus a multiple of 79	0
948	948 = 79 x 12, thus a multiple of 79	0
1027	1027 = 79 x 13, thus a multiple of 79	0
1106	1106 = 79 x 14, thus a multiple of 79	0
1185	1185 = 79 x 15, thus a multiple of 79	0
1264	1264 = 79 x 16, thus a multiple of 79	0
1343	1343 = 79 x 17, thus a multiple of 79	0
1422	1422 = 79 x 18, thus a multiple of 79	0
1501	1501 = 79 x 19, thus a multiple of 79	0
1580	1580 = 79 x 20, thus a multiple of 79	0
1659	1659 = 79 x 21, thus a multiple of 79	0
1738	1738 = 79 x 22, thus a multiple of 79	0
1817	1817 = 79 x 23, thus a multiple of 79	0
1896	1896 = 79 x 24, thus a multiple of 79	0
1975	1975 = 79 x 25, thus a multiple of 79	0
2054	2054 = 79 x 26, thus a multiple of 79	0
2133	2133 = 79 x 27, thus a multiple of 79	0
2212	2212 = 79 x 28, thus a multiple of 79	0
2291	2291 = 79 x 29, thus a multiple of 79	0
2370	2370 = 79 x 30, thus a multiple of 79	0
2449	2449 = 79 x 31, thus a multiple of 79	0
2528	2528 = 79 x 32, thus a multiple of 79	0
2607	2607 = 79 x 33, thus a multiple of 79	0
2686	2686 = 79 x 34, thus a multiple of 79	0
2765	2765 = 79 x 35, thus a multiple of 79	0
2844	2844 = 79 x 36, thus a multiple of 79	0
2923	2923 = 79 x 37, thus a multiple of 79	0
3002	3002 = 79 x 38, thus a multiple of 79	0
3081	3081 = 79 x 39, thus a multiple of 79	0
3160	3160 = 79 x 40, thus a multiple of 79	0
3239	3239 = 79 x 41, thus a multiple of 79	0
3318	3318 = 79 x 42, thus a multiple of 79	0
3397	3397 = 79 x 43, thus a multiple of 79	0
3476	3476 = 79 x 44, thus a multiple of 79	0
3555	3555 = 79 x 45, thus a multiple of 79	0
3634	3634 = 79 x 46, thus a multiple of 79	0
3713	3713 = 79 x 47, thus a multiple of 79	0
3792	3792 = 79 x 48, thus a multiple of 79	0
3871	3871 = 79 x 49, thus a multiple of 79	0
3950	3950 = 79 x 50, thus a multiple of 79	0
4029	4029 = 79 x 51, thus a multiple of 79	0
4108	4108 = 79 x 52, thus a multiple of 79	0
4187	4187 = 79 x 53, thus a multiple of 79	0
4266	4266 = 79 x 54, thus a multiple of 79	0
4345	4345 = 79 x 55, thus a multiple of 79	0
4424	4424 = 79 x 56, thus a multiple of 79	0
4503	4503 = 79 x 57, thus a multiple of 79	0
4582	4582 = 79 x 58, thus a multiple of 79	0
4661	4661 = 79 x 59, thus a multiple of 79	0
4740	4740 = 79 x 60, thus a multiple of 79	0
4819	4819 = 79 x 61, thus a multiple of 79	0
4898	4898 = 79 x 62, thus a multiple of 79	0
4977	4977 = 79 x 63, thus a multiple of 79	0
5056	5056 = 79 x 64, thus a multiple of 79	0
5135	5135 = 79 x 65, thus a multiple of 79	0
5214	5214 = 79 x 66, thus a multiple of 79	0
5293	5293 = 79 x 67, thus a multiple of 79	0
5372	5372 = 79 x 68, thus a multiple of 79	0
5451	5451 = 79 x 69, thus a multiple of 79	0
5530	5530 = 79 x 70, thus a multiple of 79	0
5609	5609 = 79 x 71, thus a multiple of 79	0
5688	5688 = 79 x 72, thus a multiple of 79	0
5767	5767 = 79 x 73, thus a multiple of 79	0
5846	5846 = 79 x 74, thus a multiple of 79	0
5925	5925 = 79 x 75, thus a multiple of 79	0
6004	6004 = 79 x 76, thus a multiple of 79	0
6083	6083 = 79 x 77, thus a multiple of 79	0
6162	6162 = 79 x 78, thus a multiple of 79	0
6241	6241 = 79 x 79, thus a multiple of 79	0
6320	6320 = 79 x 80, thus a multiple of 79	0
6399	6399 = 79 x 81, thus a multiple of 79	0
6478	6478 = 79 x 82, thus a multiple of 79	0
6557	6557 = 79 x 83, thus a multiple of 79	0
6636	6636 = 79 x 84, thus a multiple of 79	0
6715	6715 = 79 x 85, thus a multiple of 79	0
6794	6794 = 79 x 86, thus a multiple of 79	0
6873	6873 = 79 x 87, thus a multiple of 79	0
6952	6952 = 79 x 88, thus a multiple of 79	0
7031	7031 = 79 x 89, thus a multiple of 79	0
7110	7110 = 79 x 90, thus a multiple of 79	0
7189	7189 = 79 x 91, thus a multiple of 79	0
7268	7268 = 79 x 92, thus a multiple of 79	0
7347	7347 = 79 x 93, thus a multiple of 79	0
7426	7426 = 79 x 94, thus a multiple of 79	0
7505	7505 = 79 x 95, thus a multiple of 79	0
7584	7584 = 79 x 96, thus a multiple of 79	0
7663	7663 = 79 x 97, thus a multiple of 79	0
7742	7742 = 79 x 98, thus a multiple of 79	0
7821	7821 = 79 x 99, thus a multiple of 79	0
7900	7900 = 79 x 100, thus a multiple of 79	0

Important Notes

Even Numbers: All multiples of 79 are even numbers, meaning they end in 0, 2, 4, 6, or 8. Divisibility: A number is a multiple of 79 if it can be divided by 79 with no remainder.
Factors: Multiples of 79 have 79 as one of their factors.
Infinite Sequence: There are infinitely many multiples of 79, extending indefinitely as 79, 158, 237, 316, 395, and so on.
Arithmetic Pattern: The difference between consecutive multiples of 79 is always 79.

Examples on Multiples of 79

Simple Multiples:

79×2=158
79×3=237
79×4=316

Larger Multiples:

79×5=395
79×10=790
79×20=1580

Real-Life Examples

Time : A duration of 158 seconds is a multiple of 79 because 79×2=158
Money : A denomination of 790 cents is a multiple of 79 because 79×10=790
Measurements : A span of 158 inches is a multiple of 79 because 79×2=158

Practical Examples of Multiples of 79

Time: Imagine you’re timing an event, and it lasts for 158 seconds. This duration is a multiple of 79 because 79×2=15879×2=158, indicating two intervals of 79 seconds each.
Money: Suppose you’re counting coins, and you have 790 cents. This amount is a multiple of 79 because 79×10=79079×10=790, representing ten sets of 79 cents.
Measurements: Consider a piece of wood that needs to be cut, and it measures 158 inches long. This length is a multiple of 79 because 79×2=15879×2=158, indicating two segments, each 79 inches long.
Distance: If you’re driving and your destination is 237 miles away, this distance is a multiple of 79 because 79×3=23779×3=237, representing three segments of 79 miles each.
Quantities: Suppose you’re packaging items, and you have 395 units to pack. This quantity is a multiple of 79 because 79×5=39579×5=395, indicating five groups, each containing 79 units.

Practical Applications

Counting by Seventy-Nines: When counting by seventies-nines (79, 158, 237, 316…), you are essentially listing the multiples of 79.
Seventy-Nine-Fold Increase: Any number that ends in 79, like 158 or 316, is a multiple of 79 because it can be divided evenly by 79.

What is a multiple of 79?

A multiple of 79 is any number that can be evenly divided by 79 without leaving a remainder.

How do you identify multiples of 79?

To identify multiples of 79, simply multiply 79 by any integer (positive, negative, or zero).

Can you provide examples of multiples of 79?

Certainly, examples of multiples of 79 include 79, 158, 237, 316, and so on.

Why are multiples of 79 important in mathematics?

Multiples of 79 play a crucial role in algebraic concepts, number theory, and understanding mathematical patterns.

How are multiples of 79 used in algebraic equations?

Multiples of 79 are used in algebraic equations to solve problems involving unknown quantities and to explore mathematical relationships.

Are all multiples of 79 odd numbers?

No, multiples of 79 can be either odd or even, depending on the integer being multiplied by 79.

How do you find the next multiple of 79 after a given number?

To find the next multiple of 79 after a given number, simply add 79 to the given number.

What is the relationship between multiples of 79 and prime numbers?

Some multiples of 79 may be composite numbers, but 79 itself is a prime number, meaning it has no other factors besides 1 and itself.

Do multiples of 79 have any practical applications in daily life?

Yes, multiples of 79 can be used in various real-world scenarios such as timekeeping, measurements, and financial calculations.

Are there any special properties of multiples of 79?

Multiples of 79 follow an arithmetic pattern where each consecutive multiple differs by 79.
And so on…

Multiples of 79 – 100+ List, Examples

Multiples of 79

What are Multiples of 79?Multiples of 79 are numbers that can be expressed as 79×n, where n is an integer. These numbers are always even and include values like 79, 158, 237, 316, and so on

Prime Factorization of 79: 1×79

First 10 Multiples of 79 are 79, 158, 237, 316, 395, 474, 553, 632, 711, 790

First 50 Multiples of 79 are 79, 158, 237, 316, 395, 474, 553, 632, 711, 790, 869, 948, 1027, 1106, 1185, 1264, 1343, 1422, 1501, 1580, 1659, 1738, 1817, 1896, 1975, 2054, 2133, 2212, 2291, 2370, 2449, 2528, 2607, 2686, 2765, 2844, 2923, 3002, 3081, 3160, 3239, 3318, 3397, 3476, 3555, 3634, 3713, 3792, 3871, 3950.

For example, 79, 158, 237 and 316 are all multiples of 79, 113 is not a multiple of 79 for the following reasons:

Number	Reason	Remainder
79	79 is a multiple of itself	0
158	158 = 79 x 2, thus a multiple of 79	0
237	237 = 79 x 3, thus a multiple of 79	0
316	316 = 79 x 4, thus a multiple of 79	0
113	Not divisible by 79, not a multiple	34

List of First 100 Multiples of 79 with Remainders

Number	Reason	Remainder
79	79 is a multiple of itself	0
158	158 = 79 x 2, thus a multiple of 79	0
237	237 = 79 x 3, thus a multiple of 79	0
316	316 = 79 x 4, thus a multiple of 79	0
395	395 = 79 x 5, thus a multiple of 79	0
474	474 = 79 x 6, thus a multiple of 79	0
553	553 = 79 x 7, thus a multiple of 79	0
632	632 = 79 x 8, thus a multiple of 79	0
711	711 = 79 x 9, thus a multiple of 79	0
790	790 = 79 x 10, thus a multiple of 79	0
869	869 = 79 x 11, thus a multiple of 79	0
948	948 = 79 x 12, thus a multiple of 79	0
1027	1027 = 79 x 13, thus a multiple of 79	0
1106	1106 = 79 x 14, thus a multiple of 79	0
1185	1185 = 79 x 15, thus a multiple of 79	0
1264	1264 = 79 x 16, thus a multiple of 79	0
1343	1343 = 79 x 17, thus a multiple of 79	0
1422	1422 = 79 x 18, thus a multiple of 79	0
1501	1501 = 79 x 19, thus a multiple of 79	0
1580	1580 = 79 x 20, thus a multiple of 79	0
1659	1659 = 79 x 21, thus a multiple of 79	0
1738	1738 = 79 x 22, thus a multiple of 79	0
1817	1817 = 79 x 23, thus a multiple of 79	0
1896	1896 = 79 x 24, thus a multiple of 79	0
1975	1975 = 79 x 25, thus a multiple of 79	0
2054	2054 = 79 x 26, thus a multiple of 79	0
2133	2133 = 79 x 27, thus a multiple of 79	0
2212	2212 = 79 x 28, thus a multiple of 79	0
2291	2291 = 79 x 29, thus a multiple of 79	0
2370	2370 = 79 x 30, thus a multiple of 79	0
2449	2449 = 79 x 31, thus a multiple of 79	0
2528	2528 = 79 x 32, thus a multiple of 79	0
2607	2607 = 79 x 33, thus a multiple of 79	0
2686	2686 = 79 x 34, thus a multiple of 79	0
2765	2765 = 79 x 35, thus a multiple of 79	0
2844	2844 = 79 x 36, thus a multiple of 79	0
2923	2923 = 79 x 37, thus a multiple of 79	0
3002	3002 = 79 x 38, thus a multiple of 79	0
3081	3081 = 79 x 39, thus a multiple of 79	0
3160	3160 = 79 x 40, thus a multiple of 79	0
3239	3239 = 79 x 41, thus a multiple of 79	0
3318	3318 = 79 x 42, thus a multiple of 79	0
3397	3397 = 79 x 43, thus a multiple of 79	0
3476	3476 = 79 x 44, thus a multiple of 79	0
3555	3555 = 79 x 45, thus a multiple of 79	0
3634	3634 = 79 x 46, thus a multiple of 79	0
3713	3713 = 79 x 47, thus a multiple of 79	0
3792	3792 = 79 x 48, thus a multiple of 79	0
3871	3871 = 79 x 49, thus a multiple of 79	0
3950	3950 = 79 x 50, thus a multiple of 79	0
4029	4029 = 79 x 51, thus a multiple of 79	0
4108	4108 = 79 x 52, thus a multiple of 79	0
4187	4187 = 79 x 53, thus a multiple of 79	0
4266	4266 = 79 x 54, thus a multiple of 79	0
4345	4345 = 79 x 55, thus a multiple of 79	0
4424	4424 = 79 x 56, thus a multiple of 79	0
4503	4503 = 79 x 57, thus a multiple of 79	0
4582	4582 = 79 x 58, thus a multiple of 79	0
4661	4661 = 79 x 59, thus a multiple of 79	0
4740	4740 = 79 x 60, thus a multiple of 79	0
4819	4819 = 79 x 61, thus a multiple of 79	0
4898	4898 = 79 x 62, thus a multiple of 79	0
4977	4977 = 79 x 63, thus a multiple of 79	0
5056	5056 = 79 x 64, thus a multiple of 79	0
5135	5135 = 79 x 65, thus a multiple of 79	0
5214	5214 = 79 x 66, thus a multiple of 79	0
5293	5293 = 79 x 67, thus a multiple of 79	0
5372	5372 = 79 x 68, thus a multiple of 79	0
5451	5451 = 79 x 69, thus a multiple of 79	0
5530	5530 = 79 x 70, thus a multiple of 79	0
5609	5609 = 79 x 71, thus a multiple of 79	0
5688	5688 = 79 x 72, thus a multiple of 79	0
5767	5767 = 79 x 73, thus a multiple of 79	0
5846	5846 = 79 x 74, thus a multiple of 79	0
5925	5925 = 79 x 75, thus a multiple of 79	0
6004	6004 = 79 x 76, thus a multiple of 79	0
6083	6083 = 79 x 77, thus a multiple of 79	0
6162	6162 = 79 x 78, thus a multiple of 79	0
6241	6241 = 79 x 79, thus a multiple of 79	0
6320	6320 = 79 x 80, thus a multiple of 79	0
6399	6399 = 79 x 81, thus a multiple of 79	0
6478	6478 = 79 x 82, thus a multiple of 79	0
6557	6557 = 79 x 83, thus a multiple of 79	0
6636	6636 = 79 x 84, thus a multiple of 79	0
6715	6715 = 79 x 85, thus a multiple of 79	0
6794	6794 = 79 x 86, thus a multiple of 79	0
6873	6873 = 79 x 87, thus a multiple of 79	0
6952	6952 = 79 x 88, thus a multiple of 79	0
7031	7031 = 79 x 89, thus a multiple of 79	0
7110	7110 = 79 x 90, thus a multiple of 79	0
7189	7189 = 79 x 91, thus a multiple of 79	0
7268	7268 = 79 x 92, thus a multiple of 79	0
7347	7347 = 79 x 93, thus a multiple of 79	0
7426	7426 = 79 x 94, thus a multiple of 79	0
7505	7505 = 79 x 95, thus a multiple of 79	0
7584	7584 = 79 x 96, thus a multiple of 79	0
7663	7663 = 79 x 97, thus a multiple of 79	0
7742	7742 = 79 x 98, thus a multiple of 79	0
7821	7821 = 79 x 99, thus a multiple of 79	0
7900	7900 = 79 x 100, thus a multiple of 79	0

Important Notes

Even Numbers: All multiples of 79 are even numbers, meaning they end in 0, 2, 4, 6, or 8. Divisibility: A number is a multiple of 79 if it can be divided by 79 with no remainder.
Factors: Multiples of 79 have 79 as one of their factors.
Infinite Sequence: There are infinitely many multiples of 79, extending indefinitely as 79, 158, 237, 316, 395, and so on.
Arithmetic Pattern: The difference between consecutive multiples of 79 is always 79.

Examples on Multiples of 79

Simple Multiples:

79×2=158
79×3=237
79×4=316

Larger Multiples:

79×5=395
79×10=790
79×20=1580

Real-Life Examples

Time : A duration of 158 seconds is a multiple of 79 because 79×2=158
Money : A denomination of 790 cents is a multiple of 79 because 79×10=790
Measurements : A span of 158 inches is a multiple of 79 because 79×2=158

Practical Examples of Multiples of 79

Time: Imagine you’re timing an event, and it lasts for 158 seconds. This duration is a multiple of 79 because 79×2=15879×2=158, indicating two intervals of 79 seconds each.
Money: Suppose you’re counting coins, and you have 790 cents. This amount is a multiple of 79 because 79×10=79079×10=790, representing ten sets of 79 cents.
Measurements: Consider a piece of wood that needs to be cut, and it measures 158 inches long. This length is a multiple of 79 because 79×2=15879×2=158, indicating two segments, each 79 inches long.
Distance: If you’re driving and your destination is 237 miles away, this distance is a multiple of 79 because 79×3=23779×3=237, representing three segments of 79 miles each.
Quantities: Suppose you’re packaging items, and you have 395 units to pack. This quantity is a multiple of 79 because 79×5=39579×5=395, indicating five groups, each containing 79 units.

Practical Applications

Counting by Seventy-Nines: When counting by seventies-nines (79, 158, 237, 316…), you are essentially listing the multiples of 79.
Seventy-Nine-Fold Increase: Any number that ends in 79, like 158 or 316, is a multiple of 79 because it can be divided evenly by 79.

What is a multiple of 79?

A multiple of 79 is any number that can be evenly divided by 79 without leaving a remainder.

How do you identify multiples of 79?

To identify multiples of 79, simply multiply 79 by any integer (positive, negative, or zero).

Can you provide examples of multiples of 79?

Certainly, examples of multiples of 79 include 79, 158, 237, 316, and so on.

Why are multiples of 79 important in mathematics?

Multiples of 79 play a crucial role in algebraic concepts, number theory, and understanding mathematical patterns.

How are multiples of 79 used in algebraic equations?

Multiples of 79 are used in algebraic equations to solve problems involving unknown quantities and to explore mathematical relationships.

Are all multiples of 79 odd numbers?

No, multiples of 79 can be either odd or even, depending on the integer being multiplied by 79.

How do you find the next multiple of 79 after a given number?

To find the next multiple of 79 after a given number, simply add 79 to the given number.

What is the relationship between multiples of 79 and prime numbers?

Some multiples of 79 may be composite numbers, but 79 itself is a prime number, meaning it has no other factors besides 1 and itself.

Do multiples of 79 have any practical applications in daily life?

Yes, multiples of 79 can be used in various real-world scenarios such as timekeeping, measurements, and financial calculations.

Are there any special properties of multiples of 79?

Multiples of 79 follow an arithmetic pattern where each consecutive multiple differs by 79.
And so on…

Practice Test

Which of the following is a multiple of 79?

158

237

316

395

of 10

What is the smallest multiple of 79 that is greater than 500?

557

636

715

794

of 10

What is the result of multiplying 79 by 4?

316

317

319

320

of 10

Which of the following numbers is not a multiple of 79?

158

237

316

400

of 10

What is the next multiple of 79 after 316?

395

474

553

632

of 10

What is the least common multiple (LCM) of 79 and 158?

158

237

316

of 10

Which multiple of 79 is closest to 1000?

790

877

944

1007

of 10

What is the sum of the first two multiples of 79?

158

316

237

317

of 10

Which of the following is the third multiple of 79?

237

316

395

474

of 10

What is the difference between the sixth and second multiples of 79?

237

316

396

474

of 10

Multiples of 79 – 100+ List, Examples

Multiples of 79 – 100+ List, Examples

What are Multiples of 79?

For example, 79, 158, 237 and 316 are all multiples of 79, 113 is not a multiple of 79 for the following reasons:

List of First 100 Multiples of 79 with Remainders

Read More About Multiples of 79

Important Notes

Examples on Multiples of 79

Real-Life Examples

Practical Examples of Multiples of 79

Practical Applications

What is a multiple of 79?

How do you identify multiples of 79?

Can you provide examples of multiples of 79?

Why are multiples of 79 important in mathematics?

How are multiples of 79 used in algebraic equations?

Are all multiples of 79 odd numbers?

How do you find the next multiple of 79 after a given number?

What is the relationship between multiples of 79 and prime numbers?

Do multiples of 79 have any practical applications in daily life?

Are there any special properties of multiples of 79?

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Multiples of 79 – 100+ List, Examples

What are Multiples of 79?

For example, 79, 158, 237 and 316 are all multiples of 79, 113 is not a multiple of 79 for the following reasons:

List of First 100 Multiples of 79 with Remainders

Read More About Multiples of 79

Important Notes

Examples on Multiples of 79

Real-Life Examples

Practical Examples of Multiples of 79

Practical Applications

What is a multiple of 79?

How do you identify multiples of 79?

Can you provide examples of multiples of 79?

Why are multiples of 79 important in mathematics?

How are multiples of 79 used in algebraic equations?

Are all multiples of 79 odd numbers?

How do you find the next multiple of 79 after a given number?

What is the relationship between multiples of 79 and prime numbers?

Do multiples of 79 have any practical applications in daily life?

Are there any special properties of multiples of 79?

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