THE LIFE PATH NUMBER
The Life Path is the sum of the birth date. This number represents who you are at birth and the native traits that you will carry with you through life. The most important number that will be discussed here is your Life Path number. The Life Path describes the nature of this journey through life.The Life Path number is established from the date of birth. First, add the Month, day, and year together to arrive at a total. Next, reduce this four digit number to a single digit.Example: If a person was born on October 23, 1972 (10-23-1972*), add the month 10 to the day 23 plus the the year 1972 arriving at a total of 2005. Then add the digits in 2005 arriving at the Life Path number 7.The “master numbers, ” 11, 22, and 33, have been incorporated within the corresponding single digit number readings. See addition comments about master numbers.If you choose to consider the master numbers, you can stop reducing the compound numbers when you arrive at the master numbers, 11 or 22. Example: Bill Gates, born 10-28-1955, has a birth date that adds up to 1993. 1993 reduces to 22, so he would a good example of the 22/4.*Be sure to add the full year, not just the last two digits, i.e. 1969, not 69.
Blog Archive
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2012
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February
(152)
- Registers, Multiplexers, Decoders,Comparators and ...
- Registers
- Traffic Lights A Design Example
- Finite State machine representation of sequential ...
- Sequential Digital Systems and SynchronousCounters
- Flip-Flops
- Time-Dependent Behaviour of Digital Circuits with ...
- Physical Realisation of Logic Gates
- Circuit Minimization
- The canonical form of combinatorial circuits andit...
- Gates, Circuits and Boolean Functions
- Introduction to Boolean Algebra
- Lecture 18: Designing a Central Processor Unit 2: ...
- Lecture 17: Designing a Central Processor Unit 1: ...
- Lecture 16: Random Access Memory and the Fetch Cycle
- Lecture 15: A Manual Processor (part 2)
- Lecture 14: Let’s put together a Manual Processor
- Lecture 13: Arithmetic
- Lecture 12: More on Registers, Multiplexers, Decod...
- Lecture 11: Registers
- Lecture 10: A Design Example - Traffic Lights
- Lecture 9: Finite State representation of digital ...
- Lecture 8: Synchronous Digital Systems
- Lecture 7: Memory
- Lecture 6: Time-Dependent Behaviour of Digital Cir...
- English Solution2 Notes Matric
- English Solution Notes Matric
- Avoid Getting Locked out of Windows when You Forge...
- Master Numbers
- Numerology Index - No 9
- Numerology Index - No 8
- Numerology Index - No 7
- Numerology Index - No 6
- Numerology Index - No 5
- Numerology Index - No 4
- Numerology Index - No 3
- Numerology Index - No 2
- Numerology Index - No 1
- N U M E R O L O G Y
- Capricorn - December 22 – January 19
- Sagittarius - November 22 - December 21
- Scorpio - October 23 - November 21
- Libra - September 23 - October 22
- Virgo - August 23- September 22
- Leo - July 23 - August 22
- Cancer - June 21 - July 22
- Gemini - May 21 - June20
- Taurus - April 20 - May 20
- Aries - March 21 - April 19
- Pisces - February 19 - March 20
- Aquarius - January 20 - February 18
- Lecture 5: Physical Realisation of Logic Gates
- Lecture 4: From Problem Description to Circuit
- Lecture 3: The Canonical Form of Combinatorial Cir...
- Lecture 2: Boolean Functions, Gates and Circuits
- Lecture 1: An Introduction to Boolean Algebra
- Module C: Windows 2000
- Chapter 18 Distributed Coordination
- Chapter 20: Multimedia Systems
- Chapter 17: Distributed-File Systems
- Module 16: Distributed System Structures
- Chapter 14: Protection
- Chapter 13: I/O Systems
- Chapter 11: File System Implementation
- Chapter 10: File-System Interface
- Chapter 9: Virtual Memory
- Chapter 8: Memory Management
- Chapter 5: CPU Scheduling
- Chapter 22: Windows XP
- Chapter 21: The Linux System
- Chapter 19: Real--Time SystemsTime Systems
- Chapter 15: Security
- Chapter 4 Threads
- Chapter 7: Deadlocks
- Chapter 12 Mass Storage Systems
- Chapter 3: Processes
- Chapter 6: Process Synchronization
- Chap-2 Operating-System Structures
- Chapter 1 Introduction
- Chapter 6: Process Synchronization
- Chapter 2: Operating--System StructuresSystem Stru...
- Chapter 1: Introduction
- Module A: FreeBSD System
- Course Outline, Threory of Automata
- Lec-20 Automata Recursively EnumerableandRecursive...
- Lec-18 Automata
- Lec-17 Automata
- Lec-15 Automata
- Lec-14 Automata
- Lec-12,13 Automata
- Lec-11 Automata
- Lec-10 Automata
- Lec-8,9 Automata
- Lec-7 Automata
- Lec-6 Automata
- Lec-5 Automata
- Lec-4 Automata
- Lec-3 Automata
- Lec-2 Automata
- Lec-1 Automata