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Rashad Khalifa a biologist and computer programmer was assassinated by agent of Bin Laden . He left behind a table as Chronological Sequence of Revelation .
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Rashad Khalifa a biologist and computer programmer was assassinated by agent of Bin Laden. He left behind a table as Chronological Sequence of Revelation. Now it has been discovered an amazing interlock of numbers used in this table which could not be design of human being at this stage of knowledge. Further search shows that this table is interlocked by code 19 now is locked with code 7 from previous scripture too. The following slides is an attempt to demonstrate the interlocks more simpler . Please do not hesitate to inset your opinion in this forum. A computer programmer stated : “if we say each number will be calculated in 1/1000000000 of a second, then we need about: 8,0655750046682761197365931132336e+167 centuries to finish the Calculation”.Updated 05/01/2006 11:37:40 AM B.Goharzad Background music is digital numerical music for ” In the name of God “ بسم الله generated by free software Click for next
God is challenging our knowledge Click for next
1 We have 2 sets of 114 cards numbered from I to 114 We lay the first set vertical from 1 to 114 2 3 1 1 3 1 1 4 Click for next
1 5 Now the second set of 114 cards are laid in specific order 2 87 3 89 1 1 3 20 1 1 4 21 Click for next
1 5 2 87 Then we arrange those in horizontal rows we get : Click for next 3 89 1 1 3 20 1 1 4 21
51872893924112555639788811395110521153 12961372145415701650176918441945 207321103227423102244225472648274928 8529843057317532903358344335413656373838593960406141624263436444654566469547111 48106493450675176522353375497554656945710558101599160109611106210463108649965 1076677672687869797071714072373474317598763377807881792480781828286838384278536 868876888108935902691992119312942895196 2597100989399141003010116102131033210419105291061710715108181091141106111221122011321114 Total of 458 numbers in one figure Click for next
And is 7 19 Multiple of: & Click for next
Each Card has its own properties which are numbered phrases in back of them. For example card no 1 has 7 numbered phrases and no 2 has 286 …113 has 5 and 114 has 6 Click for next
Each Card has its own properties which are numbered phrases in back of it. For example card no 1 has 7 numbered phrases and no 2 has 286 …113 has 5 and 114 has 6 Click for next
Also the card number (1), followed by the number of its phrases (7) , followed by the sum of the phrase numbers (1+2+3…+7)=28), followed by the next set card number (5), for all cards e.g. 1 7 28 52 286 41041 873 200 20100 89 .... And is 19 90974887584430911580005310219797672065853013690137711247134589800695473027816257435690953321110315553216440856063795348508059704984007642830906104997396926993819316690085350009531900299578867639168492588444847961225648567530584380588790618024432000538198579127506459256761725970376225728377101562758729108430688648076818806476135544069843107081130820186584397019386045480904324554507309679809682909739968870345054817972927065954903286260002965504830033923037034454506877091512734464707111131148268981602686070797904371974995381981769576486076587054608306885250366560866617338733990644900294338421587375746926916342682216663740164032129693774267711199471901463724594981987816914645764283094054999515638337195643600337227379493397978761863589640858682625131646070412674779365584641147594227621733872537852148859824572022385570448539646243008072037852152013869309963402688958005452165852773274332627956111551769103071731378521156586978886110578861542632192705795350684751769268597963710238531869220582321205830148268861132155900953176902163955584863695849218526919059.0000 Multiple of: Click for next
Is We notice that in card no 2 the first phrase is not numbered and there 112 card which first phrase do not have number Now if we add that then we will have 286 numbered+1=287. We do something with all 122 cards We write card number (2 ), followed by the number of phrases (287) , followed by the sum of the phrase numbers (1+2+3…+286=41328), followed other set card number (87)... e.g. 1 7 28 52 287 41328 873 201 20301 89 ... 19 Multiple of: Click for next
That was few example which is like tip of ice berg displaying Miracle of our Creator. Ask your mathematic teacher to produce one like these. If you are interested for more example please visit here Click for next
Published by B.Goharzad June 2005 12 3….1 14 12 3….1 14 114 87 21 20 5 113 2 1 . .. ... . ..... .. ... . ..... END 51872893924112555639788811395110521153129613721454157016501769184419 452073211032274231022442254726482749288529843057317532903358344335413656373838 593960406141624263436444654566469547111481064934506751765223533754975546569457 10558101599160109611106210463108649965107667767268786979707171407237347431759876 3377807881792480781828286838384278536868876888108935902691992119312942895196 2597100989399141003010116102131033210419105291061710715108181091141106111221122011321114