The Teapro Computer Programming Language, the OpenTea Technology, Teapro, Hargrave Prime Numbers, Chess

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Hargrave Prime Numbers or 5TP39s A Hargrave Prime Number or a 5TP39 is an example of a twin prime cluster of five twin primes within 39 numbers. The smallest one begins at 39,713,433,671. They were found using the Teapro program teaprime.tea.

Hargrave Prime Numbers or 5TP39s in the 10 quintillion or 10e18 range, q10e18. There are 66,769 Hargrave Prime Numbers in the 10e18 range.

Or click here for just the Hargrave Prime Numbers. There are 66,769 Hargrave Prime Numbers in the 10e18 range.

Hargrave Prime Numbers or 5TP39s in the 11 quintillion or 11e18 range, q11e18. There are 65,025 Hargrave Prime Numbers in the 11e18 range.

Or click here for just the Hargrave Prime Numbers. There are 65,025 Hargrave Prime Numbers in the 11e18 range.

Hargrave Prime Numbers or 5TP39s in the 400 quintillion or 400e18 range, q400e18. There are 29,723 Hargrave Prime Numbers in the 400e18 range.

Or click here for just the Hargrave Prime Numbers. There are 29,723 Hargrave Prime Numbers in the 400e18 range.

Hargrave primes or 5TP39s in the 1598e18 range. Not yet completed.

Hargrave primes or 5TP39s in the 1598e18 range just the numbers. Not yet completed.

Hargrave primes or 5TP39s in the 1599e18 range. Not yet completed.

Hargrave primes or 5TP39s in the 1599e18 range just the numbers. Not yet completed.

Hargrave primes or 5TP39s in the 1600e18 range. Completed at 22,348 on 2014/06/15.

Hargrave primes or 5TP39s in the 1600e18 range just the numbers. Completed at 22,348 on 2014/06/15.

Hargrave primes or 5TP39s in the 1601e18 range. Completed at 22,528 on 2015/04/10.

Hargrave primes or 5TP39s in the 1601e18 range just the numbers. Completed at 22,528 on 2015/04/10.

Hargrave primes or 5TP39s in the 1602e18 range. Completed at 22,654 on 2016/03/16.

Hargrave primes or 5TP39s in the 1602e18 range just the numbers. Completed at 22,654 on 2016/03/16.

Hargrave primes or 5TP39s in the 1603e18 range. Completed at 22,515 on 2017/03/11.

Hargrave primes or 5TP39s in the 1603e18 range just the numbers. Completed at 22,515 on 2017/03/11.

Hargrave primes or 5TP39s in the 1604e18/1604.4e18 range. Completed at 8,951 on 2017/04/17.

Hargrave primes or 5TP39s in the 1604e18/1604.4e18 range just the numbers. Completed at 8,951 on 2017/04/17.

12P47 primes that are 12 primes in 47 numbers

Just the 12P47 numbers

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The Teapro Programming Language

teapro4.html

What is Teapro and teapro.exe and teapro.o ? Here is a collection of articles explaining the Teapro computer programming language in great detail with explanations of all of the commands in the Teapro programming language. You can learn to program in Teapro from these articles. Several of them explain what makes computer programming with Teapro simple and solid.

The interpreter for the computer programming language Teapro is written in C90 and can be compiled and run almost any computer.

Teapro does file processing, terminal I/O, string processing, and calculations.

The Teapro programming language interpreter for Windows, teapro.exe, is a small single file program which can be merely copied to any PC for free.

The Teapro programming language interpreter does not have to be installed.

The source code in C90 for the Teapro interpretor is available for free download below. It is the file teapro.c and may be compiled for almost any computer.

A program in the Teapro programming language is a single text file which can be created with any word processor or text editor.

The Teapro programming language is much simpler and easier to program in than many other computer programming or programming languages.

Teapro encourages the computer programmer to write strictly structured programs which makes it much more reliable than many scripting or programming computer languages. For very special situations, though, the GOTO is available.

The Teapro computer programming language uses the OpenTea Technology to be simple and solid.

People need computer software that actually works.

The C90 source code for the Teapro interpreter is available for free download below.

Teapro can be used for free by anyone, but there is no warranty of any kind on Teapro.

oklatea.cpp

Free to use source code in C90 for the program oklatea.exe which is a complete Teapro interpreter. It ends with .cpp because it is usually compiled on a C++ compiler.

oklatea.exe

The compiled program for Windows from oklatea.cpp.

oklatea.o

The compiled program for Mac OS X from oklatea.cpp.

teapro4.html

What is Teapro and teapro.exe ? Here is a collection of articles explaining the Teapro computer programming language in great detail with explanations of all of the commands in the Teapro programming language. You can learn to program in Teapro from these articles. Several of them explain what makes computer programming with Teapro simple and solid.

OpenTea Technology

Read about the OpenTea Technology that makes programming with Teapro simple and solid.

teapro.c

The source code in C90 for the program teapro.exe which interprets the computer programming language Teapro

teapro.exe

The Teapro interpreter program, 32-bit console application for Windows written in C90 for free download.

teapro.o

The compiled program for Mac OS X from teapro.cpp.

C90Tea

C90Tea is a webpage telling how the Teapro interpreter program written in C90 actually works.

tinytea.cpp

The source code in C90 for the program tinytea.exe which is the beta version of the next improved version of the Teapro interpreter. Usually, this is compiled on a C++ compiler even though it is C90. It can be downloaded here for free.

tinytea.exe

The beta version of the next improved version of the Teapro interpreter program for Windows.

tinytea.o

The compiled program for Mac OS X from tinytea.cpp.

tinytea.tea

A Teapro program to test Teapro, find 5TP39s and other primes. This uses the Teaquad method for larger primes.

fixran.tea

A Teapro program that is a line editor that can be used to format books.

teasho.tea

A Teapro program to do various file tests and calculations.

newqtp.tea This program is now used to find Hargrave Primes.

teaqtp.tea This program is now used to find Hargrave Primes.

oklaqtp.tea This program is now used to find Hargrave Primes.

oldqtp.tea the previous version of teaqtp.tea

valqtp.tea...this program is for testing.

These Teapro programs are to find 5TP39s, Hargrave primes or QTPs.

A 5TP39 is a twin prime cluster of five twin primes in 39 numbers.

These four programs use the Teaquad method to find the larger primes.

teaprime.tea

A Teapro program to find prime numbers, 5TP39s, PNQ30s, etc. A 5TP39 is a twin prime cluster of five twin primes in 39 numbers. This uses the Teaquad method to find larger primes.

oklaprim.tea

A another version of the Teapro program to find prime numbers, 5TP39s, PNQ30s, etc. A 5TP39 is a twin prime cluster of five twin primes in 39 numbers. This Teapro program uses the Teaquad method to find larger primes.

tea2move.tea

Look at the Teapro program tea2move.tea, which solves 2-move chess problems

tea3move.tea

Look at the Teapro program tea3move.tea, which solves 3-move chess problems

tea4move.tea

A Teapro program to solve four move chess problems.

teatest.tea

Look at the Teapro program teatest.tea

teamath.tea

Look at the Teapro program teamath.tea

teachess.tea

A Teapro program to solve two move chess problems and to play over games of chess.

teatry.tea

Look at the Teapro program teatry.tea

teabag.tea

Look at the Teapro program teabag.tea

rpgtoc.tea

Look at the Teapro program rpgtoc.tea

Read about the Teapro programming language for PC programming. Learn to program in the computer programming language Teapro. Read about what makes Teapro simple and solid. This is the same collection of articles about Teapro available above. People need computer software that actually works.

oklatea.cpp

Free to use source code in C90 for the program oklatea.exe which is a Teapro interpreter. It ends with .cpp because it is usually compiled on a C++ compiler.

oklatea.exe

The compiled program for Windows from oklatea.cpp.

oklatea.o

The compiled program for Mac OS X from oklatea.cpp.

Hargrave Prime Numbers or 5TP39s A Hargrave Prime Number or a 5TP39 is an example of a twin prime cluster of five twin primes within 39 numbers. The smallest one begins at 39,713,433,671. To find the larger ones, the Teaquad method was used.

Hargrave primes or 5TP39s in the 1598e18 range. Not yet completed.

Hargrave primes or 5TP39s in the 1598e18 range just the numbers. Not yet completed.

Hargrave primes or 5TP39s in the 1599e18 range. Not yet completed.

Hargrave primes or 5TP39s in the 1599e18 range just the numbers. Not yet completed.

Hargrave primes or 5TP39s in the 1600e18 range. Completed at 22,348 on 2014/06/15

Hargrave primes or 5TP39s in the 1600e18 range just the numbers Completed at 22,348 on 2014/06/15

Hargrave primes or 5TP39s in the 1601e18 range. Completed at 22,528 on 2015/04/10

Hargrave primes or 5TP39s in the 1601e18 range just the numbers Completed at 22,528 on 2015/04/10

Hargrave primes or 5TP39s in the 1602e18 range. Completed at 22,654 on 2016/03/16.

Hargrave primes or 5TP39s in the 1602e18 range just the numbers. Completed at 22,654 on 2016/03/16.

Hargrave primes or 5TP39s in the 1603e18 range. These are not yet completed.

Hargrave primes or 5TP39s in the 1603e18 range just the numbers. These are not yet completed.

Hargrave Prime Numbers or 5TP39s in the 10 quintillion or 10e18 range, q10e18

Or click here for just the Hargrave Prime Numbers

Hargrave Prime Numbers or 5TP39s in the 11 quintillion or 11e18 range, q11e18

Or click here for just the Hargrave Prime Numbers

Hargrave Prime Numbers or 5TP39s in the 400 quintillion or 400e18 range, q400e18

Or click here for just the Hargrave Prime Numbers

More 5TP39s All Quintuplet Twin Primes or 5TP39s upto 100e15 found by noted prime number researcher Jens Kruse Andersen.

Still more 5TP39s All Quintuplet Twin Primes or 5TP39s from 100e15 to 1000e15 validated by noted prime number researcher Jens Kruse Andersen. These were found using his software.

PNQ30 A PNQ30 is an example of two quad prime numbers that are 30 apart. The smallest one begins at 1,006,301.

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