اسلام کے خلاف صیہونی سازش بے نقاب

Future of Quantum computing & AI.

     Google invented a system named "Plus Codes," which was full of flaws and mistakes. Hence, I reinvented a new system intended to improve things. The system invented by Google is also known as Open Location Codes or OLC. This is a Base 20 Number system that contains numbers and other characters as digits to denote locations, i.e., addresses on the Earth, as a substitute for the traditional Lat Long system. The traditional Lat Long system, although a bit longer to read and write, is a superhero in terms of accuracy, precision, and pinpointing addresses.

     My newly invented Number system is a Base 100 system, which I named "ikhtisari ginti" (in Urdu, meaning "shorthand of numbers" in English). The invention of Plus Codes by Google aimed to make addresses brief, i.e., short, but Google's Plus Codes didn't serve the purpose well. On the other hand, my invention (if adopted) can not only serve the purpose very well but is also fully compatible with the traditional Lat Long-based system of coordinates and can show the height, also called elevation or altitude, of a location.

     While this article is a piece of good news for those who are fond of achieving success in the soon-coming age of quantum computing and AI, while the news is the invention of a new number system called the base 100 number system.

 Here is my article about my newly invented Base 100 Number System.

     This new number system is quite different from the number system we use today. The number system with which we and our kids are familiar is called the base ten number system because it has ten shapes or symbols including zero with nine being the largest among them, here are the shapes or symbols used in the system familiar to us the base 10 number system: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9. This base 10 system is lengthy especially when writing large numbers. Hence there is a need to make the numbers brief or short when they are too long such as in the case of amounts like millions, billions, or trillions, thus we normally use scientific notation to serve this purpose for instance a billion written this way 1000,000,000 can be shortened or made brief this way using scientific notation 10^9 and pronounced ten raised to the power nine, but this method does not work in certain situations for instance when you write down an amount called one trillion and one (in the short scale) like this 1000,000,000,001 it would be impossible to make it short or brief. Therefore a need arises to tackle this problem i.e. a method that makes it possible to limit or shorten the longer amounts to fewer digits, but without losing their precision or accuracy hence I decided to invent a new type of number system called base 100 number system which has totally hundred different shapes or symbols including zero and ninety-nine being the biggest among these shapes or symbols, while these unique digits are similar to existing alphanumeric characters, but quite different from them also. So the strategy I used while designing these shapes is very simple for instance I made slight changes in the basic zero to nine numerals so that I could make use of their clockwise rotated versions in steps of 45 degrees such as the first instance of zero to nine was used in the upright position while the shape of zero was changed from 0 to ⌂ and the shape of six was changed from 6 to 

 to make the digit six quite different from nine even if it is rotated 180 degrees i.e. upside down (notice the straight leg of six and the curved leg of nine) and the shape of eight was also changed from 8 to 

and I left the remaining shapes as they were. This set has the same meaning as we normally mean, but in the next step I made them italic i.e. gave them a rotation of 45 degrees towards clockwise and declared their values as if 10 was added to each digit, and in third step, I further rotated them clockwise another 45 degrees and added twenty to the basic value hence I repeated this act of rotating these fonts until I reached up to the value of 79 because this was the last value achievable through this method using only numerals therefor from the value of 79 onward I started using abc up to letter "T" to represent the final value of 99 but in the form of backward italic style to make them different from other usages. Attached is an image file of said digits while beneath each shape or digit is written its equivalent base ten value.

Hence using the symbols found in the chart above the example given earlier i.e. one trillion and one written as 1000,000,000,001 in normal style or the style of base 10 number system would be shortened to just this: 1⌂⌂⌂,⌂⌂1 only, hence compere 1000,000,000,001 to 1,⌂⌂⌂,⌂⌂1 and notice the difference since number of digits have reduced to about half. It is the ===> 

Number System with Which We and Our Computers Can Count Easily

In traditional number systems, we are familiar with base 10 (decimal), base 2 (binary), base 8 (octal), and base 16 (hexadecimal). However, I have developed a new number system called the base 100 number system. This system is designed to simplify counting for both humans and computers.

Why Base 100?

The idea behind base 100 is to reduce the number of digits required to represent large numbers, making it more efficient for computation and easier for humans to read and interpret.

The Base 100 Digits

In this system, each digit can represent a value from 0 to 99. To accommodate this, I have created 100 unique symbols. Each symbol represents a specific value within this range.

How It Works

1. Representation: Just like in the decimal system where each digit represents a power of 10, in base 100, each digit represents a power of 100.

2. Conversion: To convert a number from decimal to base 100, repeatedly divide the number by 100 and record the remainders. These remainders are then mapped to the corresponding base 100 symbols.

Example

To convert the decimal number 12345 to base 100:

• Divide 12345 by 100, which gives 123 with a remainder of 45.
• Divide 123 by 100, which gives 1 with a remainder of 23.
• Thus, 12345 in decimal is represented as 1, 23, 45 in base 100, using the corresponding symbols for 1, 23, and 45. Thus after conversion, the number becomes like this in base 100:
•  
• 

Advantages

• Compact Representation: Large numbers can be represented with fewer digits.
• Efficiency: It can improve computational efficiency in certain applications.

Conclusion

The base 100 number system offers a novel way to handle large numbers efficiently, making it easier for both humans and computers to manage data.