Bölüm 6 Diğer Deliller ve Gerçekler

Önceki iki ana bölümde, anahtar kodlama örüntüsüne dayalı delilleri ve evrensel delilleri sundum. Bu bölümde diğer deliller ve gerçekler sunulacak. Bu bölümün çoğu, kodları gerçekler olarak sunmaktadır.

Bu bölümde gerçekler olarak sunulan kodları isterseniz atlayabilirsiniz çünkü bunlar bu kitapta sunulan kural bazlı 19 Sistemi içinde sayılmamaktadır. Bazı kodları sadece gerçekler olarak değerlendirdim ve bu yüzden, bunlar bu kitabın sunulan 19 Sistemi içinde değildir, ancak ilave bilgi olarak durmaktadır ve gelecekte potansiyel olarak yararlı olabilir. Kodları gerçekler olarak içeren bölümleri isterseniz atlayabilirsiniz. Bu Bölümde, delil olarak değerlendirmediğim ama gerçekler olarak belirlediğim bazı kodları gerçekler olarak sunacağım çünkü genel kuralları kullanıyorum ve bir kodlamayı delil olarak atamak için güçlü örüntüler görmek istiyorum. Ancak, bazen diğer kodlamaları kaçırabilirim ve bu tür gerçekler, daha sonra onları keşfetmeye yardımcı olabilir ve ileride delil olarak değerlendirilebilirler. Ayrıca, bazen bazı insanlar belirli yönlerde bir kodlama olup olmadığını görmek isteyebilirler. Bu durumlarda, bu gerçekler onların cevapları olabilir. Ayrıca, bazı insanlar gelecekte bunları bulabilir ve yanlışlıkla onları delil olarak değerlendirebilir. Bu yüzden, bu bölüm onları bu tür kodların anlamlı kurallarını da bulmaya meydan okuyor, böylece bunlar delil olarak değerlendirilebilir.

Bu tür kodların başka bir potansiyel rolü de var. Daha önce de belirttiğim gibi, sahte 19 sistemi iddiasının yazarı Rashad Khalifa, metni kendi uydurduğu iddiaya uydurmak için metni manipüle etmiş ve bugün ve gelecekte benzer şekilde manipülasyon yapabilecek küçük bir takipçi grubu var. Bu durumda, bu kodlama gerçekleri, Kuran’ın orijinal tam metninde benzer metin numaraları ile ilginç kodlar olduğunu söyleyen gerçekler olarak mevcut olacak.

Bu kitabın ana bölümlerinde, 4 Bölümü ve 5 Bölümü’nde, Kuran’ın tam metni içinde 19 tabanlı bir tasarımı güçlü bir şekilde öneren kodları sundum. Bu kodların tümü, bahsedilen bölüm için 4 Bölümü’nde açıklanan genel kurallar ve özel kurallar tarafından sınırlandırılmıştır. Daha önce de belirtildiği gibi, bu kodların çoğu harf bilgisi içermemekte ve Kuran’ın yaygın Hafs mushaf metinlerinin çoğuna uygulanabilir. Çünkü, tarih boyunca bazı kelimelerin bazı harfleri Hafs mushaflar arasında farklı yazılmış olabilir. Bu hafif farklılıklar kelimenin anlamını değiştirmez, ancak kelimelerin biraz farklı harflerle yazılmasına neden olabilir. Durum, İngilizce ve Amerikan İngilizcesi kelimeleri olan colour ve color durumuna benzer. Bu yüzden, bu kitaptaki şimdiye kadar olan kodlar, kasıtlı olarak harf bilgisini içermemekte, ancak çoğunlukla bölüm ve ayet bilgileriyle birlikte kelime bilgilerini içermektedir. Bu, kodların bugün yaygın olarak kullanılan çoğu Hafs mushafı için geçerli olduğunu garanti eder.

Ancak, ayrıca, bence ilgi çekici ve ilginç olan ve harf bilgilerini de içeren kodları da keşfettim, bunları bu bölümde sunacağım.

Bu bölümde, ?? Bölümü’nde açıklanan evrensel kurallarla esas olarak sınırlandırılmış olan, harf bazlı kodlar da dahil olmak üzere, kodları gerçekler olarak sunacağım. Bu bölümün her alt bölümü için, evrensel kurallara ek olarak her kodlama örüntüsünün özel kurallarını tanımlayabilirim. Çünkü bu bölümün kodları kendi ek özel kurallarına sahip olabilir. Bu bölümde sunduğum tüm özel kodların ortak özelliği, hepsinin, henüz sunulan sistemde yer almasam da, sistem parçası olabilecek anlamlı sorulara anlamlı, birden fazla ilgili kodlamalarla cevap vermesi gerektiğidir. Ayrıca, Kuran metni üzerindeki bilinen önemli bazı 19 tabanlı kodlar için doğrulanabilir ve tekrarlanabilir testler de sağlayacağım.

Bu bölümdeki çoğu kodlama için, bu kitabı daha kısa sürede tamamlamak amacıyla, gözlemlediğim kodlamalara dayalı potansiyel kurallar üzerine çok fazla zaman harcayamadım. Bu nedenle, birçok çok ilginç kodlama örüntüsünü gerçekler olarak sınıflandırdım ancak 19 sisteminin kodları olarak değil. Ancak, gelecekte, araştırmacılar bunlar üzerinde daha fazla zaman harcayabilir ve kodlama örüntülerinin anlamlı kurallarını ve ilgili kodlarını bir sistem olarak keşfedebilirler. Bu yüzden şu anda bu kitapta sunulan sisteme destekleyici gerçekler olarak sunulmaktadırlar.

Son olarak, referans olarak, bildiğim kadarıyla, 6 Bölümü’nde ve alt bölümlerinde sunulan tüm kodlar ve gerçekler, bu kitapta ilk kez literatüre sunulmuş ve kendim tarafından hipotez edilmiş, test edilmiş ve keşfedilmiştir. Eğer daha sonra, bu kitabın ilk yayın tarihi olan 2019’dan daha önce herhangi bir yayında bunlardan herhangi birinin yayımlandığını fark edersem, o zaman, böyle bir durumda, kesinlikle bir atıf ekler ve bu kitabın çevrimiçi sürümünü güncellerim.

6.1 Demirin Mucizesi Delil Olarak

Dünya’da bulunan en bol metallerden biri olan demir, yaşam için gerekli olan bir yapı taşıdır ve tüm canlıların yaşamını sürdürmek için gereklidir. Demirin çekirdeğindeki proton sayısı 26’dır, bu da onun atom numarasını 26 yapar ve böylece demir elementi için benzersiz ve evrensel bir numara oluşturur.

Demir, Kuran’ın 114 bölümünün isimlerinden biridir. Bölüm 57’nin adı El-Hadid, yani Demir’dir. El-Hadid kelimesi, bölüm 57’nin 25. ayet indeksinde kullanılmıştır. Bölüm 57’nin başında numarasız (indekslenmemiş) Besmele ayeti düşünüldüğünde, El-Hadid kelimesini içeren ayet, bölüm 57’deki 26. ayettir. Bu ayette zaten demir gibi sağlam duran birkaç bilinen mucizevi delil vardır!

Andolsun biz peygamberlerimizi açık delillerle gönderdik ve insanların adaleti yerine getirmeleri için beraberlerinde kitabı ve ölçüyü indirdik. Biz demiri de indirdik ki onda büyük bir kuvvet ve insanlar için faydalar vardır. Bu, Allah’ın dinine ve peygamberlerine görmeden yardım edenleri belirlemesi içindir. Şüphesiz Allah kuvvetlidir, daima üstündür. (Kuran 57:25)

Bu bölümün takip eden alt bölümlerinde, öncelikle Kuran’da demir hakkında yaygın olarak bilinen mucizevi delilleri sunacağım. Daha sonra, Kuran’daki demirle ilgili yeni matematiksel mucizevi kodları delil olarak sunacağım, bunları 1 Aralık 2023’te keşfettim ve (bu kitabın güncellenmiş versiyonunda) ilk kez literatüre sunacağım. Takip eden alt bölümler, Kuran’daki demir hakkında benim yeni keşiflerimi sunmaktadır: Delil 6.1.2, Delil 6.1.3, Delil 6.1.4 ve Gerçek 6.1.8.

6.1.1 Kuran’daki Demirin Bilinen Delilleri

Kuran’daki demirin bilinen delili 1: Hadid (Demir) kelimesinin Ebcet (geometrik) değeri tam olarak 26’dır, bu da demirin atom numarasıyla aynıdır! Bir an durup, hem gerçekleri yaratanın kitabı olduğu iddia edilen bir kitapta bu kadar inkâr edilemez gerçeklerin var olma olasılığını düşünün.

Aşağıda ‘Hadid’ (Demir) kelimesinin Ebcet değerinin hesaplaması bulunmaktadır:

suppressWarnings(require(gmp)) 
tmp <- unlist(str_split("حديد",""))
cat("'Hadid' (demir) Kelimesinin her harfi : ", 
    tmp)

## 'Hadid' (demir) Kelimesinin her harfi :  ح د ي د

tmp <- AbjadSeqofaWord("حديد",abjadL, abjadN2)
cat("'Hadid' (demir) Kelimesinin her harfinin Ebcet numaraları : ", 
    tmp)

## 'Hadid' (demir) Kelimesinin her harfinin Ebcet numaraları :  8 4 10 4

tmp <- AbjadSeqofaWordSumValue("حديد")
cat("'Hadid' (Demir) kelimesinin Ebcet değeri: ", tmp) 

## 'Hadid' (Demir) kelimesinin Ebcet değeri:  26

Kuran’daki demirin bilinen delili 2: Atom numarası, sıradan kimyasal elementleri eşsiz bir şekilde tanımlamak için kullanılır. Demirin atom numarası 26’dır. Bu, evrensel bir gerçektir ve sadece 19. yüzyıldan beri bilim literatüründe bilinmektedir. Demir kelimesinin, başlangıçtaki numarasız Besmele ayeti de dahil olmak üzere 26. ayette olması, Kuran’ın yazarının ve bu evrenin yaratıcısının aynı olduğu iddiası için ilk mucizevi ve evrensel delil olarak durmaktadır. Kuran’ın yaklaşık 632 yılında vahyedildiği zaman, kimse atom numarasını bilmiyordu. Yaklaşık 1300 yıl sonra, bilim insanları bu evrensel gerçeği buldular.

Yukarıdaki iki evrensel delil, Kuran’ın her şeyin Yaratıcısı olan Allah’tan geldiğini kanıtlamak için yeterli olması gereken demir seviyesinde güçlü mucizevi deliller olarak durmaktadır. Bu mucizevi deliller, Kuran’a karşı önyargı ve kibir olmadan bilgi sahibi olan insanları ikna etmelidir.

Bununla birlikte, bu ayetin bölüm indeksi, demir ile Kuran arasındaki benzersiz ilişkiyi daha da destekleyen bir gerçek olarak durmaktadır. “Demir” kelimesinin Ebcet numarası 57’dir. Daha önce de belirtildiği gibi, 57. bölümün adı da Demir’dir.

Aşağıda ‘El-Hadid’ (Demir) kelimesinin Ebcet değerinin hesaplaması bulunmaktadır:

tmp <- AbjadSeqofaWord("الحديد",abjadL, abjadN2)
cat("'El-Hadid' (o-demir) Kelimesinin her harfinin Ebcet numaraları" ,
    tmp)

## 'El-Hadid' (o-demir) Kelimesinin her harfinin Ebcet numaraları 1 30 8 4 10 4

tmp <- AbjadSeqofaWordSumValue("الحديد")
cat("Kelimenin 'El-Hadid' (Demir) Ebcet numarası ", tmp) 

## Kelimenin 'El-Hadid' (Demir) Ebcet numarası  57

Kuran’daki demirin bilinen delili 3: Demir bölümü, Kuran’ın 57. bölümüdür ve Kuran’ın tüm 114 bölümü göz önüne alındığında orta veya merkez bölümüdür. Ayrıca 20. yüzyılın yeni bilimsel bilgisi, dünya gezegeninin iç çekirdeğinin sıcak, yoğun ve (çoğunlukla) demirden oluşan bir top olduğudur. Bu konu hakkında daha fazla bilgi şu makaleden okunabilir: education.nationalgeographic.org/resource/core. Yani, dünyanın ortasının ve Kuran’ın “Demir” içermesi bir tesadüf değil, Kuran’a karşı önyargı ve kibir olmayanlar için başka bir mucizevi gerçektir.

Doğal demir, dört kararlı izotopun karışımıdır. Başka bir ek gerçek, 57 sayısının, 4 dört kararlı izotopun biri olan demir-57’nin de sayısı olmasıdır.

Kuran’daki demirin bilinen delili 4: Bu, bilimin dünya üzerindeki demirin tam olarak nasıl var olduğunu tam olarak belirlemediği için biraz tartışmalı olabilir. 57:25 ayetinde şu ifade vardır: “… Ve biz insanlık için büyük bir kudret ve faydalarla demiri indirdik …”. Kuran’ın vahyedildiği zamanda, insanlık demirin doğal olarak dünyada var olduğunu veya meteoritlerle indiğini bilmiyordu. Şu anda çeşitli teoriler olsa da, bilimsel bir gerçek olarak kabul edilen bir bilgi var ki, dünyadaki demirin bazıları kesinlikle meteoritlerle indi. Ayet “biz tüm demiri indirdik” demediği için, şu anki sınırlı bilimsel bilgiler bile ayetin ifadesini doğruluyor. En azından bazı demirin meteoritlerle dünyaya indiği gibi bir bilgi olmadığı için, Kuran’ın demir hakkındaki ifadesi, Kuran’a karşı önyargı ve kibir olmayan bilgi sahibi insanlar için başka bir mucizevi gerçek olarak durmaktadır.

6.1.2 Demir Ayeti ve Demirin Atom Numarası: Demirin İlk Yeni Delilleri

1 Aralık 2023 tarihinde “demir” ve Kuran hakkında ek deliller keşfettim. Bunları daha önce hiçbir yerde görmedim. Eğer bu delilleri içeren bir yayın görürsem, kitabımı onları atıf yapacak şekilde kesinlikle güncellerim. Ancak bildiğim kadarıyla, bunların hepsi tarafımdan keşfedilmiş ve bu kitapta ilk kez literatüre sunulmuştur.

Her birini ayrı bir alt bölümde sunacağım. İlk yeni delil şu şekildedir:

Demir ayeti, tamamıyla, demirin atom numarası 26 ile daha fazla ilişkilidir. Yani, bölüm indeksi (57), ayet indeksi (25), ayetteki kelime sayısı (28) ve ayetteki harf sayısı (138) doğal sırayla birleştirildiğinde, aşağıdaki büyük sayıyı elde ederiz ve bu sayı, demirin atom numarası olan 26’nın katıdır. İşte hesaplamalar:

Birleştirme: 57 25 28 138

Demir ayetinin kodlanmış numarası: 572528138

26’nın katı olarak şu şekilde: 572528138 / 26 = 22020313

Bu deliller, evreni yaratanın, aynı zamanda demiri de yarattığının ve dolayısıyla Kuran’ın da yazarı olduğunun bir göstergesidir. Bu inkâr edilemez mucizevi gerçekleri bize göstermesi, biz bilgi sahibi insanların Kuran’ın Tanrı’dan bir mesaj olduğunu, somut kanıt temelli anlamamıza yardımcı olur.

Biz onlara hem ufuklarda ve hem kendi nefislerinde delillerimizi göstereceğiz ki, Kur’ân’ın hak olduğu kendilerine açıkça belli olsun. Senin Rabbinin her şeye şahit olması kafi değil mi? (Kuran, 41:53)

Bu delilden elde edilen ilginç bir Gerçek de şu şekildedir. Kodun 26’ya bölğnmesinden çıkan bölümün, 22020313, rakamlarının toplamı 13’tür. Bu sayı ilginç çünkü “demir” kelimesi (El-Hadid), demir ayeti 57:25’te 13. kelimedir. Bu bir tesadüf olabilir ya da olmayabilir ama bana ilginç geldi ve sadece bir gerçek olarak paylaştım, bir delil olarak değil. Bu gerçeği, insanların bunu bir delil olarak kabul edip etmemelerine kendileri daha fazla tartışarak karar vermeleri için buraya bırakıyorum.

İşte Kuran metninden ispatı:

x<- unQuran
tmpl <- str_split(x$text," ")
i<- 5155 # 57:25 hadid ayetinin Kuran'da genel ayet indeksi, 6348 ayette.
tmpi<- unlist(tmpl[i])
print("Ayetin (Demir), 57:25'teki her kelimesi: ")

## [1] "Ayetin (Demir), 57:25'teki her kelimesi: "

print(tmpi)

##  [1] "لقد"      "أرسلنا"   "رسلنا"    "بالبينات" "وأنزلنا"  "معهم"    
##  [7] "الكتاب"   "والميزان" "ليقوم"    "الناس"    "بالقسط"   "وأنزلنا" 
## [13] "الحديد"   "فيه"      "بأس"      "شديد"     "ومنافع"   "للناس"   
## [19] "وليعلم"   "الله"     "من"       "ينصره"    "ورسله"    "بالغيب"  
## [25] "إن"       "الله"     "قوي"      "عزيز"

print("Demir ayetindeki tüm kelimelerdeki harfler: " )

## [1] "Demir ayetindeki tüm kelimelerdeki harfler: "

print(nchar(tmpi))

##  [1] 3 6 5 8 7 4 6 8 5 5 6 7 6 3 3 4 6 5 6 4 2 5 5 6 2 4 3 4

print("Ayetteki toplam harf sayısı: ")

## [1] "Ayetteki toplam harf sayısı: "

print(sum(nchar(tmpi)))

## [1] 138

6.1.2.1 Demir Ayetinin tamamında, kelime başına karakter sayısı

Önceki 6.1.2 deliline ilişkin bir kod da buldum ve onu burada sunuyorum. Bu kodda, 57. bölüm ve 25. ayet dizinlerini tutarken, kelime ve harf sayısını kaldırır ve ardından onların yerine kelime başına karakter sayısını yazıldığı sırada koyarsak, ortaya çıkan kod da aşağıdaki gibi 26’nın katıdır:

28 kelimenin her birinin karakter sayısını görmek için 6.1.2 Bölümüne bakılabilir.

28 kelimenin her biri için karakter sayısınin eklemlenmiş hali:

3658746855676334656425562434

Daha sonra 57. sure ve 25. ayet indekslerini bu büyük sayı ile birleştiriyoruz ve aşağıdaki kodu elde ediyoruz:

57253658746855676334656425562434

Bu kod sayısı da 26’nın katıdır. Bu kod sayısı da 26’nın katıdır. Bu kod, Delil 6.1.2 ile güçlü bir şekilde ilişkili olduğundan, bunları birlikte değerlendirmek için, onun alt bölüm olarak burada sundum. İşte bu büyük sayının mod 26’sının 0 olduğunu ve dolayısıyla 26’nın katı olduğunu gösteren test.

tmp <- "57253658746855676334656425562434"
as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

6.1.3 Demir Ayeti, Demir Kelimesine Kadar & Demirin Atom Numarası: Demirin İkinci Yeni Delilleri

Demir ayeti 57:25’te, demir kelimesine kadar olan metin sayılarını incelediğimizde daha ilginç bir delil var. “El-Hadid” (Demir) kelimesi bu ayette 13. kelime ve Demir kelimesine kadar olan, dahil, harf sayısı 76’dır. Yukarıdaki delilde yaptığımız gibi, bu doğal sayıları doğal sırayla birleştirdiğimizde, elde edilen sayının da demirin atom numarası olan 26’nın katı olduğunu gösteren daha ilginç bir delil ortaya çıkar. İşte hesaplamalar:

Birleştirme: 57 25 13 76

Demir ayetinin kodlanmış numarası: 57251376

26’nın katı olarak şu şekilde: 57251376 / 26 = 2201976

Bu delilin sayılarındaki başka küçük ilginç bir gerçek daha var. Bu 4 sayının toplamı da 19’un katı olarak 57+25+13+76 = 171, nerede 171/19 = 9. Bu arada, demir kelimesine kadar olan harf sayısı 76 ve 76/19= 4. Bu gerçek, demirin oluştuğu 4 izotopla ilgili olduğu için bana biraz ilginç geldi. Harfler de kelimelerin oluşturduğu bileşenlerdir. Demir ve demir kelimesinin bileşenleriyle ilgili 4’ün eşleşmesi burada bahsetmeye değer göründü ve yine bunu insanların daha fazla tartışması için bırakıyorum.

Aşağıdaki R kodları, okuyucuların yukarıda bahsedilen sayıları doğrulayabilmeleri için, her kelimeyi ve onların kelime indeksini ve harflerini gösterir.

x<- unQuran
tmpl <- str_split(x$text," ")
i<- 5155 # 57:25 hadid ayetinin Kuran'da genel ayet indeksi, 6348 ayette.
tmpi<- unlist(tmpl[i])
print("Ayetin (Demir), 57:25'teki 13.kel'meye kadar her kelimesi: ")

## [1] "Ayetin (Demir), 57:25'teki 13.kel'meye kadar her kelimesi: "

print(tmpi[1:13])

##  [1] "لقد"      "أرسلنا"   "رسلنا"    "بالبينات" "وأنزلنا"  "معهم"    
##  [7] "الكتاب"   "والميزان" "ليقوم"    "الناس"    "بالقسط"   "وأنزلنا" 
## [13] "الحديد"

print("13. Demir kelimesine kadar olan, Demir dahil, Demir ayetindeki tüm kelimelerdeki harflerin sayısı: " )

## [1] "13. Demir kelimesine kadar olan, Demir dahil, Demir ayetindeki tüm kelimelerdeki harflerin sayısı: "

print(nchar(tmpi[1:13]))

##  [1] 3 6 5 8 7 4 6 8 5 5 6 7 6

print(paste("13. kelime, (Demir): ", tmpi[13]) )

## [1] "13. kelime, (Demir):  الحديد"

print("13. Demir kelimesine kadar olan, Demir dahil, toplam harf sayısı: ")

## [1] "13. Demir kelimesine kadar olan, Demir dahil, toplam harf sayısı: "

print(sum(nchar(tmpi[1:13])))

## [1] 76

6.1.4 Demir ve Kuran’ın Büyük Delili

Delil 6.1.3’de, ayetteki Demir kelimesine kadar olan harf sayısını kullanmıştık. Bu delilde, toplam harf sayısı olan 76’yı kaldıracağım ve bunun yerine 76 Arap harfinin her birinin karşılık gelen Ebcet numaralarını yerleştireceğim. Bu anlamlı kodlama testinin, sadece demirin atom numarası olan 26’nın (17576) katı olmakla kalmayıp aynı zamanda 26x26x26’nın katı olduğu, 131 basamak uzunluğunda çok uzun bir sayı olduğunu göreceğiz. Bu kod numarasının ne kadar büyük olduğunu hayal edebilmeniz için, rastgele bir sayının 26x26x26’nın katı olma olasılığının 1/17576 olduğunu size söyleyeyim. Ayrıca, şuna da dikkat et ki 17576 sayısının basamakları toplamı da tam olarak 26’dır. İşte bu delilin detayları.

Bu delilin kodlama örüntüsü, Delil 6.1.3 ile aynıdır, ancak harf sayısını, demir kelimesine kadar olan her harfin Ebcet numaraları ile şu şekilde değiştiriyoruz:

Birleştirme: 57 25 13 ve [76 Arap harfinin her birinin Ebced numaraları.]

Bu, 26x26x26’nın (17576) katı olan ve 131 basamak uzunluğundaki kodlama sayısı şudur:

57251330100412006030501200603050121302105014006150730501407054013020400126130401071503010100640130501602130100609615073050113084104

Bu, evrenin Yaratıcısı’nın, demiri de yaratanın, aynı zamanda Kuran’ın yazarı olduğunu ve biz, bilgi sahibi insanlar, Kuran’ın Allah’tan gelen bir mesaj olduğunu düşünebilelim ve anlayabilelim diye bu inkâr edilemez mucizevi gerçekleri bize gösterdiğini daha da önerir.

Yukarıdaki sayı ve çarpanlılık testini elde etmek için aşağıdaki deliller bulunmaktadır:

x<- unQuran
tmpl <- str_split(x$text," ")
i<- 5155 # Kuran'da genel ayet indeksi 6348 için 57:25, hadid ayeti.
tmpi <- unlist(tmpl[i])
print("13., Al-Hadid, Demir kelimesi de dahil, ayetteki kelimeler: ")

## [1] "13., Al-Hadid, Demir kelimesi de dahil, ayetteki kelimeler: "

print(tmpi[1:13])

##  [1] "لقد"      "أرسلنا"   "رسلنا"    "بالبينات" "وأنزلنا"  "معهم"    
##  [7] "الكتاب"   "والميزان" "ليقوم"    "الناس"    "بالقسط"   "وأنزلنا" 
## [13] "الحديد"

tmp <- AbjadSeqofwordsperVerse(tmpi[1:13], rev_ = F) 

print("13. kelime olan Demir kelimesi de dahil, her bir kelime ve harflerinin Ebced değeri: ")

## [1] "13. kelime olan Demir kelimesi de dahil, her bir kelime ve harflerinin Ebced değeri: "

print(tmp)

##  [1] "301004"        "12006030501"   "2006030501"    "2130210501400"
##  [5] "6150730501"    "4070540"       "1302040012"    "613040107150" 
##  [9] "3010100640"    "13050160"      "2130100609"    "6150730501"   
## [13] "13084104"

tmp <- paste0(tmp, collapse = "")
print("Demir kelimesi de dahil, Demir kelimesine kadar olan Demir ayetinin Ebced dizisi değerlerinin tek büyük sayısı: ")

## [1] "Demir kelimesi de dahil, Demir kelimesine kadar olan Demir ayetinin Ebced dizisi değerlerinin tek büyük sayısı: "

print(tmp)

## [1] "30100412006030501200603050121302105014006150730501407054013020400126130401071503010100640130501602130100609615073050113084104"

# 572513 ve 76 harfin Ebcet numaralarını birleştir:
tmp <- paste0(572513,tmp)
print("Sure ve Ayet indeksleryle beraber, Demir kelimesi de dahil, Demir kelimesine kadar olan Demir ayetinin Ebced dizisi değerlerinin tek büyük sayısı: ")

## [1] "Sure ve Ayet indeksleryle beraber, Demir kelimesi de dahil, Demir kelimesine kadar olan Demir ayetinin Ebced dizisi değerlerinin tek büyük sayısı: "

print(tmp)

## [1] "57251330100412006030501200603050121302105014006150730501407054013020400126130401071503010100640130501602130100609615073050113084104"

tmp131 <- tmp
# 131 basamaklı sayıyı 26'ya göre mod alıp 0 olup olmadığını kontrol et.
as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

# 131 basamaklı sayıyı 26x26x26'ya (17576) göre mod alıp 0 olup olmadığını kontrol et.
as.bigz(tmp) %% 17576 

## Big Integer ('bigz') :
## [1] 0

print("Büyük kodlama sayısının basamak sayısı: ")

## [1] "Büyük kodlama sayısının basamak sayısı: "

print(nchar(tmp))

## [1] 131

İndeksler dahil, 131 basamak uzunluğundaki kodlama sayısı:

“57251330100412006030501200603050121302105014006150730501407054013020400126130401071503010100640130501602130100609615073050113084104”

Bu büyük sayı hesaplayıcısını kendiniz test etmek için kullanabilirsiniz: goodcalculators.com/big-number-calculator/

Bu büyük sayının bölünmeleriyle ilgili bazı daha ilginç gerçekler de var.

131 basamak uzunluğundaki büyük kodlama sayısını 26 ile böldüğümüzde, 130 basamak uzunluğunda bir bölüm sayısı elde ederiz ve bu sayının rakam toplamı 588’dir. Bu arada, 130 da 26x5’tir. Daha sonra, 131 basamak uzunluğundaki büyük kodlama sayısını 26x26x26 (17576) ile böldüğümüzde, 127 basamak uzunluğunda bir bölüm sayısı elde ederiz ve bu sayının rakam toplamı da 588’dir. Bunların rastgele eşit olma olasılığını ölçmek için bir simülasyon çalıştırdığımda, bu olasılığı yaklaşık olarak %0.8 olarak ölçtüm, ki bu istatistiksel olarak yeterince küçük bir olasılıktır ve potansiyel olarak rastgele olmadıklarını düşünmek için yeterlidir.

6.1.4.1 İlk ayetten, Demir kelimesine kadar, Büyük Delile Dayalı Demir Delili

In Evidence 6.1.4, we had witnessed the Great Evidence of iron in Quran. Since the code has a extremely strong coding, I hypothesized that it might be left as a key coding pattern and we should also see the same coding pattern from the beginning of Quran from the first verse till the iron word in the Iron verse. I tested this hypothesis and witnessed that it is also true considering the text type of 6348 verses of Quran. Namely, when we apply the same key coding pattern to each verse in concatenate them until the iron verse, the resulting big coding number is also multipl of 26. This means, the key coding pattern of the Great Evidence (Evidence 6.1.4) is not only exist from the first word of the Iron verse till the iron word but it also exist from the first word of Quran in the first verse till the iron word in the iron verse. Below is the reproducible R code to verify and witness this evidence code.

Delil 6.1.4 bölümünde, Kuran’daki demirin Büyük Delil’ine tanık olmuştuk. Buradaki kod ise, aynı kodlama örüntüsünün Kuran’ın ilk ayetinden Demir ayetindeki Demir kelimesine kadar da var olduğunu gösterir. Dolayısyla Büyük Delil’in kodlama örüntüsünü daha da desteklemektedir. üyük Delil’in kodlama örüntüsüyle oluşan kod son derece güçlü bir kodlamaya sahip olduğundan, bunun bir anahtar kodlama örüntüsü olarak bırakılmış olabileceğini ve eğer öyleyse, Kuran’ın başlangıcından, yani ilk ayetten Demir ayetindeki demir kelimesine kadar da aynı kodlama örüntüsünü görmemiz gerektiğini varsaydım. Bu hipotezi test ettim ve Kuran’ın 6348 ayetinin metin türünü de göz önünde bulundurarak bunun da doğru olduğuna tanık oldum. Yani, aynı anahtar kodlama örüntüsünü her ayete uygulayıp demir ayetine kadar birleştirdiğimizde, ortaya çıkan büyük kodlama sayısı da 26’nın katıdır. Bu durum, Büyük Delil’in (Delil 6.1.4) anahtar kodlama örüntüsünün sadece Demir ayetinin ilk kelimesinden, ayetteki demir kelimesine kadar değil, aynı zamanda Kuran’ın ilk ayetindeki ilk kelimeden demir ayetindeki demir kelimesine kadar da var olduğu anlamına gelir. Aşağıda, bu delil kodunu doğrulamak ve tanıklık etmek için yeniden üretilebilir R kodu bulunmaktadır.

x<- unQuran
ii <- which(x$chapter== 57 & x$verse==25)
RmHamza=T
j <- which(x$verse==0)
y <- x
tmpl <- str_split(x$text," ")

tmp <- c()
for(i in 1:length(tmpl)){
  tmpi <- unlist(tmpl[i])
  tmp <- c(tmp, paste0(AbjadSeqofwordsperVerse(tmpi,
                rev_=F, rmHamza_ = RmHamza,
                abjadL_=abjadL, abjadN_=abjadN2), 
                       collapse = "" ))
}

tmp1 <- paste0(y$chapter,y$verse,y$vwords, tmp)
if(length(j) >0) tmp1[j] <- paste0(y$chapter[j],y$vwords[j], tmp[j])

tmp <- tmp1[1:(ii-1)] # until iron verse
tmp <- paste0(tmp, collapse = "")
print("Büyük kodlama sayısı için mod 26'yı demir ayetine kadar test etme:")

## [1] "Büyük kodlama sayısı için mod 26'yı demir ayetine kadar test etme:"

as.bigz(tmp) %% 26    

## Big Integer ('bigz') :
## [1] 0

print("Bu büyük kodlama sayısının basamak sayısı: ")

## [1] "Bu büyük kodlama sayısının basamak sayısı: "

print(nchar(tmp))

## [1] 546360

# Matematiksel bir özelliktir ancak kontrol için test edilmektedir.
tmp <- c(tmp1[1:(ii-1)],tmp131) # until iron word
tmp <- paste0(tmp, collapse = "")
print("Büyük kodlama numarası için mod 26'yı demir kelimesine kadar test etme:")

## [1] "Büyük kodlama numarası için mod 26'yı demir kelimesine kadar test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Bu büyük kodlama sayısının basamak sayısı: ")

## [1] "Bu büyük kodlama sayısının basamak sayısı: "

print(nchar(tmp))

## [1] 546491

Bu kod, Delil 6.1.4’te sunulan Büyük Delil koduna dayanmaktadır. Büyük Delil, ebced rakamları olan harflerin ve sure ve ayet indekslerinin ve demir kelimesine kadar olan kelime sayısının 26’nın katı olarak kodlandığını göstermiştir. Dahası, 26x26x26’nın katıydı, yani 17576’dır. Büyük Delil’in gözlemlenme olasılığı 1/(26x26x26), yani 1/17576’dır. Olağanüstü bir delil olduğu için anahtar ipucu kodu olarak bırakılabileceğini ve Kuran’ın başlangıcından demir kelimesine kadar bakarsak da böyle olabileceğinin hipotezini kurdum. Yukarıda gördüğümüz gibi, bu hipotez doğru çıktı. Aynı kodlamayı numaralı ayetler metin türünde de deneyebileceğimizi varsayarsak, bu kanıtı gözlemleme olasılığını kabaca 2/(26x26x26x26) = 4.3e-06 olarak tahmin edebiliriz, bu da 228488 denemede 1’dir.

“546491” basamak uzunluğundaki kodlama sayısı:

“1142604013030513020084050130200810401241308404303052002130701304010501321302008405013020081040143401302010640130410501541101205070246110120506040070105016315450113090200191304060400100104017990200191307001050150704040070301054010001020013040100080062703010540630113080013010502426040130305130200840501302008104021113040227700302013020400123012001028010554103030404001001050238130700105010640506502130100010261010010406501309030156404012007100501540105080100650241261307001050106405065024011507301301020640115073040501002302062130160020055401061005065025816301020703010541040502002540616301020540130408030865026111501307001050208020061606170301054011507002004005401403040400507002005403011064050650271260040040130305703010100306254067030106040705406703010129012005401000300165630540707001270900104028116405013050160405010100630140501213030562130106401301600200640154024064050105029101060014706501303056130700105014050616401106004706501301150806054064011030070200650210128010100306254040200800807145401303054020080016305407070012130104024012015061102070026502111161700110010303054030140080604618010130120080010013061150401508504090308650212713011505405401304080604650630205030110300702006502131961700110010303054014050612040114050130501601001306115064050204011405013060805113011505405401306080516302050301107030406502141661700130100611307001050140506110013061140501617001600306113010300101910505401001306115014070204015040150850406040057106502157130305106040057102540610404540801091000101505401070405650216111630102013070010501300400200611308003013052130541080401200284004003120040054064012015061405400410502171740500305402040500301307001016040061004501200180304011800140040186305700521303052506200540640020020540801090030401400301102902006502186904022040704010805403011020037065021919162090102405013060401801059003040140062007046220010010370306501901270540801017001505404050130906170100870020013040640061303054081092130201802001050220251020141302200100106009801290120054020304011800130540403006180105617001190030407030105401001406163063001130305307005226040705406129012005401501303057030102030300101004102002211210111051130501601702461200220401307001060030100204061307001050405010023020403070302040400400100650222231307001037030302040130120080080200130016130604012501615073040501306040140180160020032540501305004020014002007100130204080301400370306130305150414161504004040070304065022320615020504004080102001024040150730501703010702450180140061260620054050405003056147061300541204040504650130305150205040040901410010502241380150304040080703061630504008070306180140010061130501200130400106100645113050160613083120051704400303020180200105022534623002001307001050140506167040306113090130814001503054035014004003200104050400840051130150512002030401200710061405051405050040200520071001100130615700113070010200710050140501002306140061254040030012516305408010511761340952005654080105160013046502263915013030530110604008101015010800200240500301401270680058040180610051801401130700105014050618010703040650150513081004050200254061401130700105020802006180101006306504017001120014130305257001405003011080030252050010200161054102520500102001640110800302513011308016010010502272013070010501050100800650705413030540502704401050011005610100970650401140200130305251501069030610806046508010130120080016301020540130600160200650228132010804002080200650213030562050400401406140018018101204050040104010400204050040108101020405004013010540020037065022919561307001060030100302040401801013012008003401070150040160400610130101306040180606155060270604016140065622030300107030104023028617001001302002203030403011020515010317030801013012008006003010805100130611400370308010514050108060480105161060802013044016508505060282840420650100460302010013015010170304040130140070304065023115670304014401301604012030515004070200800540703010130403011020580100130150210650102160401563011502050400409014100105023212100130616028150203017030403050113014017030404005011502015040013070301040130820104023323100130101144015021054021604011054080304011502154021604011054010013013040110030302040150101703040100010213060401614006130120080061703040401400246506401205040040400204004065023413617001003050130304030110205160346130144080603461130112301060121061604002022006201504050130201802001050235196100305011011440160205015040067632013035056203014050512001000418105003001040040163014001002002157005130300320058040020650140501309001304010502361980173054011303001091507050518016002003540140401201501801056100305011529612708002040302708007046630204080101301200800406040010020064040017013010810502371180400301001014404050200252030401400804001270301051505561304006121302008104023817100305011529614050513401070180140110140010502040405010541080405040027054110803016006807030105406301540108750650239106130700105020802006162070026121101400501163010201908121305012005408010516001304650240141012501016020011010301700202006150704040010130400101507040400703010204061680612705410168027054204061101108012005265024118614050612401150730400409041001304014070204063014002065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Kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.5 Harf ebced sayıları birleştirilerek Quran’ın tekrar yazılması temelli Demir ayeti delilli kodları

Bu delilde, üç bağımsız demir ayet kodumuz var ve bunlar birbirlerini tamamladıkları için bir araya gelerek başka bir büyük delil oluşturuyorlar.

Üç kodun her birinin ortak kodlama örüntüsü, Kuran ayetlerinin Arapça metnini, metinde görüldüğü gibi her harfi Ebced sayısıyla değiştirerek yeniden yazmaya dayanmasıdır. Tüm kodların genel ayet dizinleri vardır ve bunlar 1’den 6236’ya kadardır. Bu, bu kod örüntüsünün, metinde görüldüğü gibi her harfi Ebced sayılarıyla değiştirerek Kuran ayetlerini tam anlamıyla yeniden yazdığı anlamına gelir. Bu üç kod, Demir ayeti de dahil olmak üzere her yerde bulunur ve Kuran’ın 6236 numaralı ayeti üzerinde bulunur.

Kod 1: İlk kod, yukarıda açıklandığı gibi Demir (el-Hadid) ayetini yeniden yazdığımızda, ortaya çıkan kodun 26’nın katı olmasıdır.

Kod 1 kodlama örüntüsü:

[Demir ayetinin genel ayet indeksi (5100) | Metinde görüldüğü yerde Demir ayetindeki her harfin Ebced değeri ile değiştirilmiş hali]

Kod 2: İkinci kod, yukarıda açıklandığı gibi Demir (el-Hadid) ayetine kadar olan tüm Kuran ayetlerini yeniden yazdığımızda, ortaya çıkan büyük sayı kodu 26’nın katıdır. Matematiksel özellik nedeniyle, Kuran’ın başlangıcından Demir ayetine kadar, Demir ayeti dahil veya hariç, her iki kodun büyük sayıları 26’nın katıdır.

Kod 2 kodlama örüntüsü: Demir ayetine kadar olan Kod 2, Demir ayeti hariç tutularak, aşağıda gösterilmiştir.

[Demir ayetinin genel ayet indeksi (5100-1) | Metinde görüldüğü yerde ayetteki her harfin Ebced değeri ile değiştirilmiş hali] … [2. ayetin genel ayet indeksi | Metinde görüldüğü yerde ayetteki her harfin Ebced değeri ile değiştirilmiş hali] [1. ayetin genel ayet indeksi | Metinde görüldüğü yerde ayetteki her harfin Ebced değeri ile değiştirilmiş hali]

Demir ayetine kadar olan Kod 2, Demir ayeti dahil tutularak, aşağıda gösterilmiştir.

[Demir ayetinin genel ayet indeksi (5100) | Metinde görüldüğü yerde ayetteki her harfin Ebced değeri ile değiştirilmiş hali] … [2. ayetin genel ayet indeksi | Metinde görüldüğü yerde ayetteki her harfin Ebced değeri ile değiştirilmiş hali] [1. ayetin genel ayet indeksi | Metinde görüldüğü yerde ayetteki her harfin Ebced değeri ile değiştirilmiş hali]

Kod 3: Üçüncü kod, yukarıda açıklandığı gibi Demir (el-Hadid) ayetinden Kuran’ın sonuna kadar olan tüm Kuran ayetlerini yeniden yazdığımızda, ortaya çıkan büyük sayı kodu 26’nın katıdır. Matematiksel özellik nedeniyle, Demir ayetinden itibaren veya sonrasında, Demir ayeti dahil veya hariç, Kuran’ın sonuna kadar, her iki kodun büyük sayıları 26’nın katıdır.

Kod 3 kodlama örüntüsü:

Öncelikle Kod 3’ün ana kodunun ve daha kısa kodunun kodlama örüntüsünü sunacağım.

İlk ayetten 6236 numaralı ayetlerin son ayetine kadar olan kodlama örüntüsü:

[Son ayetin genel ayet indeksi (6236) | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilir] [6235. ayetin genel ayet indeksi | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilir] … [İkinci ayetin genel ayet indeksi (2) | 2. ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilir] [İlk ayetin genel ayet indeksi (1) | 1. ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilir]

Daha kısa kodun kodlama örüntüsü ise, Demir ayetinden sonraki ayetten 6236 numaralı ayetlerin son ayetine kadar olan kısımdır:

[Son ayetin genel ayet indeksi (6236) | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilir] [6235. ayetin genel ayet indeksi | Demir ayetindeki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilir] … [Demir ayetinden sonraki ayetin genel ayet indeksi (5100+1) | Demir ayetinden sonraki ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilir]

Yukarıda açıklanan üç kod göz önüne alındığında, matematiksel özellik nedeniyle, Kuran’ın başından sonuna kadar, Kuran’ı yukarıda açıklandığı gibi yeniden yazarsak, çıkan bu büyük kodlama sayısının da 26’nın katı olduğu anlamına gelir. Bu kodlar, evrenin özel güçlü elementi olan Demir’e dayalı olarak Kuran’ın tüm metni üzerinde güçlü bir kodlama olduğunu göstermektedir ve bozulmamış bir tasarım olduğunu önermektedir. Demir, Kuran’da bir sureye adını veren tek elementtir ve aynı zamanda Kuran’ın ortasında yani merkez suresindedir.

Bu üç kodu yeniden üretmek ve doğrulamak için R kodları aşağıda sırasıyla sunulmaktadır.

x<- nQuran # 6236 numaralı ayet
ii <- which(x$chapter== 57 & x$verse==25)
print("6236 numaralı ayet içindeki Demir ayetinin Genel Ayet İndeksi:")

## [1] "6236 numaralı ayet içindeki Demir ayetinin Genel Ayet İndeksi:"

print(ii)

## [1] 5100

#
RmHamza=T # Ebced sayıları olmadığı için Hemze karakterlerini kaldır.
j <- which(x$verse==0)
y <- x
tmpl <- str_split(x$text," ")

tmp <- c()
for(i in 1:length(tmpl)){
  tmpi <- unlist(tmpl[i])
  tmp <- c(tmp, paste0(rev(AbjadSeqofwordsperVerse(tmpi,
                rev_=T, rmHamza_ = RmHamza,
                abjadL_=abjadL, abjadN_=abjadN2)), 
                       collapse = "" ) )
}
# Genel ayet indeksleri eklendi
tmp2 <- paste0(1:length(tmp), tmp)

# Kod 1, Demir ayeti.
tmp <- tmp2[ii] # Demir ayeti
tmp <- rev(tmp) # ayetlerin sırasını ters çevir
tmpc1 <- paste0(tmp, collapse = "")
print("Kod 1'in demir ayeti sayısının mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 1'in demir ayeti sayısının mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmpc1) %% 26    

## Big Integer ('bigz') :
## [1] 0

print("Kod 1'in (demir ayeti) basamak sayısı: ")

## [1] "Kod 1'in (demir ayeti) basamak sayısı: "

print(nchar(tmpc1))

## [1] 236

###

# Kod 2: Demir ayeti hariç, öncesine kadar. (Daha kısa versiyon)

tmp <- c(tmp2[1:(ii-1)]) 
tmp <- rev(tmp) # ayetlerin sırasını ters çevir
tmpc2 <- paste0(tmp, collapse = "")
print("Kod 2'nin demir ayeti hariç öncesine kadar olan sayısının mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 2'nin demir ayeti hariç öncesine kadar olan sayısının mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmpc2) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 2'nin (demir ayeti hariç) basamak sayısı: ")

## [1] "Kod 2'nin (demir ayeti hariç) basamak sayısı: "

print(nchar(tmpc2))

## [1] 535957

# Kod 2 (daha uzun versiyon): Demir ayeti dahil, öncesine kadar (Matematiksel özellik sayesinde demir ayeti ile de çalışır).
tmp <- c(tmp2[1:(ii)]) 
tmp <- rev(tmp) # ayetlerin sırasını ters çevir
tmp <- paste0(tmp, collapse = "")
print("Kod 2'nin demir ayeti dahil öncesine kadar olan sayısının mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 2'nin demir ayeti dahil öncesine kadar olan sayısının mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 2'nin (demir ayeti dahil) basamak sayısı: ")

## [1] "Kod 2'nin (demir ayeti dahil) basamak sayısı: "

print(nchar(tmp))

## [1] 536193

###

# Kod 3 (daha kısa versiyon): Kuran'ın sonuna kadar, Demir ayeti hariç sonrası.
tmp <- c(tmp2[(ii+1):length(tmp2)]) 
tmp <- rev(tmp) # ayetlerin sırasını ters çevir
tmpc3 <- paste0(tmp, collapse = "")
print("Kod 3'ün Kuran'ın sonuna kadar, Demir ayeti hariç sonrasının mod 26'sını test etme:")

## [1] "Kod 3'ün Kuran'ın sonuna kadar, Demir ayeti hariç sonrasının mod 26'sını test etme:"

as.bigz(tmpc3) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 3'ün (demir ayeti hariç) basamak sayısı: ")

## [1] "Kod 3'ün (demir ayeti hariç) basamak sayısı: "

print(nchar(tmpc3))

## [1] 62040

# Kod 3 (Demir ayetinden sonuna kadar): Kuran'ın sonuna kadar, Demir ayeti dahil sonrası (Matematiksel özellik sayesinde demir ayeti ile de çalışır).
tmp <- c(tmp2[ii:length(tmp2)]) 
tmp <- rev(tmp) # ayetlerin sırasını ters çevir
tmp <- paste0(tmp, collapse = "")
print("Kod 3'ün Kuran'ın sonuna kadar, Demir ayeti dahil sonrasının mod 26'sını test etme:")

## [1] "Kod 3'ün Kuran'ın sonuna kadar, Demir ayeti dahil sonrasının mod 26'sını test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 3'ün (daha uzun versiyon), demir ayeti dahil, basamak sayısı: ")

## [1] "Kod 3'ün (daha uzun versiyon), demir ayeti dahil, basamak sayısı: "

print(nchar(tmp))

## [1] 62276

# Kod 3 (Tüm Kuran): Kuran'ın sonuna kadar, ilk ayet 1'den son 6236'ya kadar.
# İlk iki kod üzerindeki daha kısa versiyonu aldığımız için matematiksel özellik sayesinde çalışır.
tmp <- tmp2 # Genel indeksli tüm Kuran.
tmp <- rev(tmp) # ayetlerin sırasını ters çevir
tmp <- paste0(tmp, collapse = "")
print("Kod 3'ün (daha uzun versiyon) Kuran'ın başından sonuna (6236) kadar olan mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 3'ün (daha uzun versiyon) Kuran'ın başından sonuna (6236) kadar olan mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 3'ün (tüm Kuran) basamak sayısı: ")

## [1] "Kod 3'ün (tüm Kuran) basamak sayısı: "

print(nchar(tmp))

## [1] 598233

Yukarıda gördüğümüz gibi, Kuran’ın tamamında birbirini tamamlayan bu üç kod da 26’nın katıdır. Bu 3 kodu 6348 ayetin metin türünde de test edebileceğimizden, bu kanıtı üç kodla görme olasılığı 2/(26x26x26) = 2/17576 olarak tahmin edilebilir, bu da 8788 denemede 1’dir. Aşağıda, kolay erişim için her bir kodun büyük sayılarını alt bölümler halinde vereceğim.

Bunu kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.5.1 Kod 1 büyük sayı

Delil 6.1.5’nin aşağıda sunulan Kod 2 büyük sayısı “236” basamaklıdır:

“51007107701061005303015012101000301253060200652009050105040530301403070103066015030307080150406410430060125108041048301150307501696010030126015030140610010305017104030162140020301405704015030750164001501023012150306020015030602001410030”

Bunu kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.5.2 Kod 2 büyük sayı

Delil 6.1.5’nin aşağıda sunulan Kod 2 büyük sayısı “535957” basamaklıdır:

“5099410408301105010003016553030150180306400105040630600230126015030150620040110650630600210501070030150982006600803014006004030202810130530301640201400114021682008040013064020400180140103070166014001301020305097200106010530301103070203070050115120025050130210050402140020108013014020608050110801306800200130110805210904050402190114050964010900703013080080301670053030161300105040510400610530301308008020307005306020065303012165040150107003030400470180020013016140603018002007020158002007055036402022005040520080100040103011610021605095200620010003017014004013011105043015110830114065016800200653030150405200801000406410430021700705200600130110806140198506201040500120080904051200400803105104050054001250200180203012370150010100030500402041306130163016401301108020050012040064020501022006001804006550107665306270301105043015110830114050116403070150944010833012189012010306115040011012162700206162008020501070030164052006506405200314053040522004507014530030165061001049030140520103061530602006530301216504015010700301650934010200202003140530640530807018001015060818002001005303011680020010016400110049040301650101004904030150150925063010070400402030703040011013014020301501024100154006404702800200130110108105303015011640307015091506100601804055040200105002064052630100400601008044013014051030703019803021005040214002030116400615010700301201650620101306100830150403075014065303012002070030405263010070300600400501165040150107003030501104030150902001090403016010264020130640105200150301402016140162008020501070030150401306510480402050407006006101304061030180508920062001000301530301240202001000653030120040113104008105014013014020400200100064040024002001640400902200400640206080501404005040080402050203061030216301100402070405020504030140550641501050882170070301530210050405200519006540820030151080550912212530200660240550102220080080120065016604040030180402012006167032001301010040202006505040602400100501506200900501165040150107003030400110080150403016506100801504030130610010406105087401090070301768030165203070015108050104301600200155013011540084005040102003400400150340610301402012003002405501401012640510410150102405200650107060104001504064030165010504064030110200400406105086401020020200315306530580701800108015060818002001005303018002001001010700301170050405085200102600506304070400140253030161050608301530301470613020616304001100647025040161008050150107003015040532004409007012010306130400110068400803013021005040100805015040402050401064006010130800200130164001614060301500120010405303065303013010260108016100805040013014020301406508440108200806200304020253030150162006503011030140014030900301504040203200600103040015010240011015427010307030750101070030165508350105040640404005020501402010015001040700600141006402022002165040640030402067041030660200301653030125065040640013040203014065082200102202003140530161008050164020504016504015010700301805108050108030600400604040203070314040161008050165306602006530301216504015081200649030140017002401030706563010303011080200155030133061062001550301108030103030133061050802006401301703200400530301103016800200130164001614060301203040530507920010902506304070400140253030164040050201405010140207040656151080320070101406140603015040307501014061550403200600101406800200130110803301014040307010300200703011030701064006014050040110154006010808002001301640016140603011003060010700301655078401030701030030202656509123016200519003016200600130163061301655077200104100103003020103070656400104010610108108002001301640016140603012030405305076401020830171077030165680020013016400161406030110801405303082605075401090070301202200406012826080507450101001030110086530170055015073401083510309040065072401040850403075080507150103018003015010270020403015040501205011401650705010401030121890150402030401306080506950104010301218901504050120501140165068401070504005036501810200686200805067501022001004030150405012050114018050665010100419040400502050115506703200400506550105010440200101000404005020501130630805064506200902400130502030640205040510301220010015085065063506200900504007001050108404005016506240610030830140010003021700113063080506150627002040040205014020100720050630703400650605065054404040050150010483011700528015059501040301703012200504030107504005058506200594030113015604010130505750650204021400201080505640102002050120010030550150554010900705064030704006304060100305501650544063503017010016402406010011308050534010900703012022004060128260805052501061004030301701400406520020700400151503070350850505150610300504030150850401154002003300404001300501404005011505050620064001040030120015030140400101200801504950620020300400130630801313151503070313005063050485063075040301508504015074030150405640400307501404005011504750622003004001070030114030140400101200801504650640620084050850302504550640200100040301501504450652080400404003090080140198515030703301300506305043506702001730150850401550670200740040400501150425065002008400140404001012008015041506200207004001306308010306130151300503014040040307041003065040506403070400130140108040201030050506402030150040130425050110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1217007040530618002004053030140541780800200404052630100108016506200703001014064056080501130150670460010140616504015010700301653030150670416001015501050406402405140620060013014061030126530301215040130610010504060150301504061440109007021700704053065613001000405200190211030706405704060103070640526301001030705303014040060013506504061013040520070050400403040140540020070050114051030701660162008020501070030150112506830804030140520103061640522005040104510307020103061115065010061040552006001301262030210050403075011406201030130750114025065040610501070030161050610080501040515010072001404065130903015064010100106210100030125065040610501070030195010100400403030104551080210200130214002030120307008403017501030180030113064051030702680010004030120010100040510307040040705015010700301912009064010100400604030191200903011504515501070400605020110164270502011014501043014061020301403401082003015040820030125010403017030122005303044083011401082003015040820030153030140602”

Bunu kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.5.3 Kod 3 büyük sayı

Delil 6.1.5’nin aşağıda sunulan Kod 3 büyük sayısı “62040” basamaklıdır:

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6550501070030110301200400403015111401030701030030202530301501540110100301406101630407014024051025010405001650120140501014057040651301200500201130620307005040105041130640560416065130156040600130640570212006513015500130500106350504050620101408002001301108014064001614060301108014040307010530301501200400403015110410530010300302010307053030165660506530301519081163040701402405102501080170104035303014055007021040610510950105402170070501020080120303064001501024001101150307501410064053021005040501070030140022014020164002205306602006530301506418105010700301501510840103012170070501020080120303065303014648203040065306602006530301216504064003020307001501020604050104006040170918070940060104030504080160140400105013021005040501070214004004050102005300401109080431040305040805107200102600506304070400140253030165250690070640040203070016014040010501302100504052100200200102008400801630110014030506467010405004051016050504050620051900105010700301651062006801000680703053030150161200676306100301504012002050405063061001030405501640550430610101303011301405400154015014054001540150514040510160505040402050405062005190010501070030151052001090270104060530301501140202006184007040601053030165303011030110204003004006153671080203041340010400301306100530301704060410051044010900703013080080301670053030161300105040510400610530301410230800803015016530301308008050401030010307050620041001013012140020301305140307010130103051034010820020068010005303016402030200801000106525063004040012006504020303070310654004082005040501030802040204006105306602002165040165303011610040011650401501070030115101110510250610060180405504020010500206405200314055040165040150107003011501040018015400101702001008156702001408053030150168002001100040021130140510307015150240020140156704400215105012520065408200658012005670240015010700301263010010801503070363010350130151501040016401020040502110601070215010801006150306020024052001500110307015010801004050051015061006018040550402001050020644005404055040802140020301656250301140540010200700108015030703640105120021618650150306020014100306”

Bunu kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.6 26 tabanlı Kuran’ı Yeniden Yazma

Önceki Delil 6.1.5 bölümünde, birbirini tamamlayan 3 kod gözlemledik. Ancak matematiksel özellik nedeniyle, 3 kodu bir araya getirmek, bize Kuran’ı Ebced sayılarıyla yeniden yazmayı temsil eden başka bir kod verecektir. Delil 6.1.5 bölümünün Kod 3’ünü (tam metin versiyonu) gözlemledim; bu kod, Kuran’ın 6236 numaralı ayetinin tam metnini 26’ya göre yeniden yazıyor. Bu bölüm altında sunulacak tüm kodları takip etmek için, 26’nın katı olan ve Kuran’ın 6236 numaralı ayetinin tam metnini temsil eden bu koda, bu mevcut bölümün (6.1.6) Kod 1’i diyorum. Bahsettiğim gibi, bu büyük kod, 6.1.5 Bölümündeki diğer 3 kod dikkate alındığında matematiksel bir özelliğin sonucudur. Ancak bu durum, bu özel ilginç kodlama örüntüsünün herhangi bir özelliği olup olmadığını ve Kuran’ın tam metnini 26 sayısına göre yeniden yazmayı temsil eden başka benzer kodlar olup olmadığını sorgulamama neden oldu. Ardından, Kuran’ın tüm 6348 ayetini kullanarak aynı kodlama örüntüsünü test ettim ve ortaya çıkan büyük kodlama sayısının da 26’nın katı olduğunu gördüm. Bu yeni koda bu bölümün Kod 2’si diyorum. Diğer kodları açıklamadan önce, bu iki kodu burada gösteriyorum:

Kod 1: Kuran ayetlerinin Arapça metnini, metinde görüldüğü gibi harflerin her birini Ebced sayılarıyla değiştirerek yeniden yazmaya dayanmaktadır. 1’den 6236’ya kadar olan genel ayet indeksleri, her ayetin başına eklenir. Bu, bu kod örüntüsünün, Kuran ayetlerini kelimenin tam anlamıyla, metinde görüldüğü gibi her harfi Ebced sayılarıyla değiştirerek yeniden yazdığı anlamına gelir. İlk ayetten 6236 numaralı ayetlerin son ayetine kadar olan kodlama örüntüsü aşağıdaki gibidir:

[Son ayetin genel ayet indeksi (6236) | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilmiş] [6235. ayetin genel ayet indeksi | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilmiş] … [İkinci ayetin genel ayet indeksi (2) | 2. ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilmiş] [İlk ayetin genel ayet indeksi (1) | 1. ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilmiş]

Kod 2: Kod 1 ile aynıdır, ancak Kuran’ın tüm 6348 ayetinde geçerlidir. İlk ayetten 6348 ayetin son ayetine kadar olan kodlama örüntüsü aşağıdaki gibidir:

[Son ayetin genel ayet indeksi (6348) | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilmiş] [6347. ayetin genel ayet indeksi | Demir ayetindeki her harfin ebced değeri, harfin yazılı metindeki yerine yerleştirilmiş] … [İkinci ayetin genel ayet indeksi (2) | 2. ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilmiş] [İlk ayetin genel ayet indeksi (1) | 1. ayetteki her harfin ebced değeri, harflerin yazılı metindeki yerine yerleştirilmiş]

Bu örüntü, bir ayetteki Ebced sayılarını Arapça’daki gibi sağdan sola yazılı metin düzeni yerine normal düzende (soldan sağa) yazarsak daha da ilginç hale gelir. Bu örüntünün o versiyonunu oluşturursak, ortaya çıkan büyük sayı hala 26’nın katıdır. Dahası, bu örüntüyle, kodun 1. ayetten Demir ayetine (dahil) kadar olan kısmına bakarsak, bu kod da 26’nın katıdır.

Kod 3: Kod 1’e benzer, ancak Ebced dizisi yerine, her kelimenin Ebced değerini kullandık. Bir kelimenin Ebced değeri, o kelimedeki her harfin ebced sayılarının toplanmasıyla hesaplanır. İlk ayetten 6236 numaralı ayetin son ayetine kadar olan kodlama örüntüsü aşağıdaki gibidir:

[Son ayetin genel ayet indeksi (6236) | Ayetteki her kelimenin ebced değeri, kelimenin yazılı metindeki yerine yerleştirilmiş] [6235. ayetin genel ayet indeksi | Ayetteki her kelimenin ebced değeri, kelimenin yazılı metindeki yerine yerleştirilmiş] … [İkinci ayetin genel ayet indeksi (2) | 2. ayetteki her kelimenin ebced değeri, kelimenin yazılı metindeki yerine yerleştirilmiş] [İlk ayetin genel ayet indeksi (1) | 1. ayetteki her kelimenin ebced değeri, kelimenin yazılı metindeki yerine yerleştirilmiş]

Her kelimenin Ebced değerine dayanan bu kod, kodu ters yönde yazarsak hala 26’nın katı olduğu için daha da ilginçtir. Yani, her iki yönde de bu büyük kod 26’nın katıdır. Dahası, bu ters yönde, kodun 1. ayetten Demir ayetine (dahil) kadar olan kısmını alırsak, o da 26’nın katıdır.

Genel ayet indeksi ve harflerin, kelimelerin ve ayetlerin yazım sırasıyla (Arapça’daki gibi sağdan sola), 4 olası durumdan 3’ünde 26’nın katı olan 3 yeniden yazma kodu gözlemledik. Binom testi, böyle bir olayın olasılığının yaklaşık 4500’de 1 olduğunu gösteriyor. İşte olasılık hesabı:

tmp <-binom.test(3, 4,p = 1/26,alternative = c("greater"))
# tmp$p.value # 0.0002210182

tmp1 <- formatC(tmp$p.value, format = "e", digits = 2)
print(paste("Olasılığı", 4, "denemenin",3,
            "başarılı olma (p=1/26 ile) durumu:", tmp1))

## [1] "Olasılığı 4 denemenin 3 başarılı olma (p=1/26 ile) durumu: 2.21e-04"

Bu delilin başarılarını, kitabın genel olasılığını daha muhafazakar tutmak için, kitabın genel olasılığına dahil etmeyeceğim.

Üç kodu yeniden üretmek ve doğrulamak için R kodları aşağıda sırasıyla sunulmaktadır.

tmpfunction <- function(x){
ii <- which(x$chapter== 57 & x$verse==25)
RmHamza=T # Ebced sayıları olmadığı için Hemze karakterlerini kaldır.
tmpl <- str_split(x$text," ")
tmp <- c()
for(i in 1:length(tmpl)){
  tmpi <- unlist(tmpl[i])
  tmp <- c(tmp, paste0(rev(AbjadSeqofwordsperVerse(tmpi,
                rev_=T, rmHamza_ = RmHamza,
                abjadL_=abjadL, abjadN_=abjadN2)), 
                       collapse = "" ) )
}
# Genel ayet indeksleri eklendi
tmp2 <- paste0(1:length(tmp), tmp)
return(tmp2)
}

# Kod 1 (6236 ayetli Kuran): İlk ayet 1'den son ayete kadar.
tmp <- tmpfunction(nQuran) # 6236 genel indeksli tüm Kuran.
tmp <- rev(tmp) # ayetlerin sırasını ters çevir (Arapça metindeki gibi)
tmp <- paste0(tmp, collapse = "")
print("Kod 1'in, Kuran'ın başından sonuna (6236) kadar olan mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 1'in, Kuran'ın başından sonuna (6236) kadar olan mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 1'in (Kuran'ın tüm 6236 ayetinde) basamak sayısı: ")

## [1] "Kod 1'in (Kuran'ın tüm 6236 ayetinde) basamak sayısı: "

print(nchar(tmp))

## [1] 598233

tmp1 <- tmp # tmp1'i yazdır
###

# Kod 2 (Tüm 6348 ayetli Kuran): İlk ayet 1'den son ayete kadar.
tmp <- tmpfunction(unQuran) # 6348 genel indeksli tüm Kuran.
tmp <- rev(tmp) # ayetlerin sırasını ters çevir (Arapça metindeki gibi)
tmp <- paste0(tmp, collapse = "")
print("Kod 2'nin, Kuran'ın başından sonuna (6348) kadar olan mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 2'nin, Kuran'ın başından sonuna (6348) kadar olan mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 2'nin (Kuran'ın tüm 6348 ayetinde) basamak sayısı: ")

## [1] "Kod 2'nin (Kuran'ın tüm 6348 ayetinde) basamak sayısı: "

print(nchar(tmp))

## [1] 602377

tmp2 <- tmp # tmp2'yi yazdır
###

# Kod 3 (Tüm 6236 ayetli Kuran): İlk ayet 1'den son ayete kadar.
x<- nQuran
ii <- which(x$chapter== 57 & x$verse==25)
RmHamza=T # Ebced sayıları olmadığı için Hemze karakterlerini kaldır.
tmpl <- tokenize_words(x$text)
tmp <- c()
for(i in 1:length(tmpl)){
  tmpi <- unlist(tmpl[i])
  tmp <- c(tmp, paste0(rev(AbjadSeqofaWordSumValue(tmpi, rmHamza_ = RmHamza,
                                                   abjadL_=abjadL, abjadN_=abjadN2)), 
                       collapse = "" ) )
}
# Genel ayet indeksleri eklendi
tmp <- paste0(1:length(tmp), tmp)
tmp <- rev(tmp) # ayetlerin sırasını ters çevir (Arapça metindeki gibi)
tmp <- paste0(tmp, collapse = "")
print("Kod 3'ün, Kuran'ın başından sonuna (6236) kadar olan mod 26'sının 0 olup olmadığını test etme:")

## [1] "Kod 3'ün, Kuran'ın başından sonuna (6236) kadar olan mod 26'sının 0 olup olmadığını test etme:"

as.bigz(tmp) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 3'ün (Kuran'ın tüm 6236 ayetinde) basamak sayısı: ")

## [1] "Kod 3'ün (Kuran'ın tüm 6236 ayetinde) basamak sayısı: "

print(nchar(tmp))

## [1] 230585

tmp3 <- tmp

6.1.6.1 Kod 1 büyük sayı

Delil 6.1.6’nın Kod 1’inin “598233” basamak uzunluğundaki kodlama sayısı burada yazdırılmıştır:

“6236601503016550330150406235601503012006490108060660610107003016234601506003016016606301200300504062336015030153016232601503012030406231601503012200270067013010062304608170014601820030050406622941007030110804001500180503012003005040662282100617001100601100020030050406622710030600140200300504062261003080301220027006701301006225481168020530502010403066224430610403064301040306223440903015303016222481530301653010062214604050403028154103108062202983015301408540012004016621925304001700120015010309010606218260201406530140550701050100011406217240062530102114104002400621612164005012055015200801000400601620220044082826080621513168015303015010410805063060041060150301400101200662148400803016530301200905013170016213501041030640205010440203062124270114050642170404005011306621140400427014042170150113066210427011405064217040400501130662095064270400140427011306208506200801203011510111030100620720040021301652010501300501620620085016202200303090806205200500620301201501097011501620450670140301506705040106620350612001040550107003016202506516040540013090507040550107003016201501030904030303010680620050102060403014017091030708008101306619940104001030170410107003012030700806198501043012270020101070030140010120016197806600504040550401670635040405407091107003016196400102301170052200164270103080619580109030161400300301530820040580130101619430010200100801301013061933062014080907020405307038061923010360504052001382405104020040061913010212112001094051030703060200166190301030800400108040541020307031040301618930108030121890122022003070808010202004004030161885444040440701080618754906404051030701550161865410801301103070703094001040030161855410064030153030120015061845409830114020120041140661835409830110805070025010301302061825430600153014050126081061815447061301407040310700301618057403057405302030301066179200290301216901640061008301216901640064001830190301163040706165040150107003011301617820060600108030501605013015016177200907030166176401070503015070700104061050301604003040500617550101001030150107015506200400304050061744010833015062004003061735010100103014030705064030704006301302061725064030704008066013020405006171506403070400806601302061702002110040301404002007104008616920050012040030140201530161685104018200150616751051402012004114066166510615540180616555010716404008060050401401661645108001200530010701080658061635501071640400301005005040140180616230068050403015057030120301233015062040066161500650024030130012008030120601503015062010406106160570200110030114020120041140661595702001100301140615857020011003016157200102600307001040610405240522005016156200649030110801403090866155200621003011080140200500702170014030701013080161544104300302001060030128305501661534105300302030700103070550166152465020305220030501605013015016151170403525096068061501701005052502005001806149182904001200101000403018061481841004001102006403018061471828004001104170301661465200101200300520070030110050040304070105040661455200101200106005200700301100500403040701050408061444053014070116200103014001400300160150301200490107001040610614315301086120220050126142152001260015004840070010406106141153014050160501301301100661401530110050018002001301400320060016613915301730780020013014003073071700161385220010300600504030203070055070168002006405507053030110800200142115108050104301600200155013011540084005040102003400504704001503405220045070405617361375102002301200106004052010306140018301903011630407061650401501070030150161365102002301200300405201030611510805010430160040505320015010805010202003004030162140020301305150401620080205010700301501613554010100301501042030700651207301164006106513090301164010100106180508501043015305010903060040530301164270103013011620040114066134550102301405400131404702504013012140020301164006150107003011002008040014066133540101002400201510806132520059401808906304001053030150403066020061315501023014051040014001040085010208050405010202003004030162140020301305150401620080205010700301502010403061302003803017030940104008105401306061292004013020504040522005070012151080862003016520101304030130750400612820053008030150402001060020041003015301030612720041003015301030140201200411406612620041003015301030108051503075011501612522004001001643601657094001301302061245105012730170450606123510415070410308061225109160052700120510901506121510901503012170806050305400501040305010301302061201020010530301501240307010403016119103064006270020501400101200161181061004003012200401616117104530110307050120501400101200161161030901700114270611510550101070030140010120016114107032003012022001030150161131050100040060151200501611210100091030501605013015011302061114030701040301405016050130140307061104030100301240307010700301610940200201301202200612001001610810030705040501605013011003060061071003060010700301202200406012120010016106501040201830140208125303016010301610550104301247022027002010140806104506504040200101000200314053080400183019030116304070616504015010700301130161035010308016030806015150442004050061024010610040050608110805016050130115010030600410030610150104013014302301170056610050105010602006966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Kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.6.2 Kod 2 büyük sayı

Delil 6.1.6’nın Kod 2’sinin “602377” basamak uzunluğundaki kodlama sayısı burada yazdırılmıştır:

“6348601503016550330150406347601503012006490108060660610107003016346601506003016016606301200300504063456015030153016344601503012030406343601503012200270067013010063424010820030150408200301530301406026341460817001460182003005040663404100703011080400150018050301200300504066339210061700110060110002003005040663381003060014020030050406337100308030122002700670130100633640108200301504082003015303014060263354811680205305020104030663344306104030643010403063334409030153030163324815303016530100633140108200301504082003015303014060263304604050403028154103108063292983015301408540012004016632825304001700120015010309010606327260201406530140550701050100011406326240062530102114104002400632540108200301504082003015303014060263241216400501205501520080100040060162022004408282608063231316801530301501041080506306004106015030140010120066322840080301653030120090501317001632140108200301504082003015303014060263205010410306402050104402030631942701140506421704040050113066318404004270140421701501130663174270114050642170404005011306631650642704001404270113063155062008012030115101110301006314401082003015040820030153030140602631320040021301652010501300501631220085016202200303090806311200500620301201501097011501631040108200301504082003015303014060263095067014030150670504010663085061200104055010700301630750651604054001309050704055010700301630650103090403030301068063055010206040301401709103070800810130663044010400103017041010700301203070080630350104301227002010107003014001012001630240108200301504082003015303014060263018066005040405504016706350404054070911070030163004001023011700522001642701030806299801090301614003003015308200405801301016298300102001008013010130629740108200301504082003015303014060262963062014080907020405307038062953010360504052001382405104020040062943010212112001094051030703060200166293301030800400108040541020307031040301629230108030121890122022003070808010202004004030162914010820030150408200301530301406026290544404044070108062895490640405103070155016288541080130110307070309400104003016287541006403015303012001506286540983011402012004114066285540983011080507002501030130206284543060015301405012608106283544706130140704031070030162825740305740530203030106628140108200301504082003015303014060262802002903012169016400610083012169016400640018301903011630407061650401501070030113016279200606001080305016050130150162782009070301662774010820030150408200301530301406026276401070503015070700104061050301604003040500627550101001030150107015506200400304050062744010833015062004003062735010100103014030705064030704006301302062725064030704008066013020405006271506403070400806601302062702002110040301404002007104008626920050012040030140201530162684010820030150408200301530301406026267510401820015062665105140201200411406626551061554018062645501071640400806005040140166263510800120053001070108065806262550107164040030100500504014018062613006805040301505703012030123301506204006626050065002403013001200803012060150301506201040610625957020011003011402012004114066258570200110030114062575702001100301625640108200301504082003015303014060262552001026003070010406104052405220050162542006490301108014030908662532006210030110801402005007021700140307010130801625241043003020010600301283055016625141053003020307001030705501662504650203052200305016050130150162491704035250960680624817010050525020050018062471829040012001010004030180624618410040011020064030180624518280040011041703016624440108200301504082003015303014060262435200101200300520070030110050040304070105040662425200101200106005200700301100500403040701050408062414053014070116200103014001400300160150301200490107001040610624015301086120220050126239152001260015004840070010406106238153014050160501301301100662371530110050018002001301400320060016623615301730780020013014003073071700162354010820030150408200301530301406026234522001030060050403020307005507016800200640550705303011080020014211510805010430160020015501301154008400504010200340050470400150340522004507040561736233510200230120010600405201030614001830190301163040706165040150107003015016232510200230120030040520103061151080501043016004050532001501080501020200300403016214002030130515040162008020501070030150162315401010030150104203070065120730116400610651309030116401010010618050850104301530501090306004053030116427010301301162004011406623055010230140540013140470250401301214002030116400615010700301100200804001406622954010100240020151080622852005940180890630400105303015040306602006227550102301405104001400104008501020805040501020200300403016214002030130515040162008020501070030150201040306226401082003015040820030153030140602622520038030170309401040081054013060622420040130205040405220050700121510808620030165201013040301307504006223200530080301504020010600200410030153010306222200410030153010301402012004114066221200410030153010301080515030750115016220401082003015040820030153030140602621922004001001643601657094001301302062185105012730170450606217510415070410308062165109160052700120510901506215510901503012170806050305400501040305010301302062141020010530301501240307010403016213103064006270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Kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.6.3 Kod 3 büyük sayı

Delil 6.1.6’nın Kod 3’ünün “230585” basamak uzunluğundaki kodlama sayısı burada yazdırılmıştır:

“6236148899062351423009014274162347421645009062331423662321429062311422047771306230727027350096622920590106350096622810870211615009662277304150090622624120477713062251310735807662245076447062231656662221366111306221104904023906220508465362193711012522006218824776125106141621740837131580262164107156175222254150621592666490700142617621452566340470262136446124906212774113349137621151641775237621077411334913762095324177316208388171113062076341138151620626525220062057571615262041982326203267457916202122566120457916201280126620021112011081837619949184741830619897732741612619768690142799016574161964437062022036195217732243167619461015261939726022861921039021969561914622015529761901270907911371618915110422218011060071618893114906187145155576186131110509441618518666251618493412264761839390842516182640765180618189721137416180825780466179325510141510561153987913261788601201935161773976176201120766571540617520113069254061749268661732011405963651617259614651540617159614651617037464741861691152976168642516167204122647616627126616511910809048616410163859091616311910309012261625071766748261611079632142865661604074122647615940741615840761578427664724751615633190411346155339904177270215011261543488414062615334975011062615211023719351615111472056150221783161491011762614811376861478115236146215501905671150966145215811905671150170614418724711031423047666143362522253614281091276661413641193137614063810321210613981103247470261382079101207501251013165661010896695288814906131244542471246261372488104567561153987915161362485004567966959825190657454369030779151613518664756644291571731399535820661233224847613498449417690324544147917804761331554229661322591794466690296613198856418250657454369030779180706130314149418151316129241509024775396251137487612850511190810335756127335754122647612633575901445261257097448431516124106184612370194612262572815661211892914657090516120220665315071611945272251612611854924176117501107151612611613070277611575741612611431422241516113152120651611210591935151611115070411931406110203140741610929222830261082009019373061077307412221033026106160716610161059776752121610418612102041555611539879132610323117126454061025561199019378113461011326771261001802216099510497609812832224760972231680782609627136111051609527136111013160949405040760931125951741609223314093360913145055871609059222216748608965511113248608870511149112260871141112396086998323960859746137716084149022211918260837890508108726082140472221004160817370210760808556079102018260781422071414043260774201659012943476076447764267416075542137607445272274160734423213731607213402521491607184866815760707916151606961470276125107047606840046560671617286066152763290486065340465606416120060635179090122606274020051606159895173047606044370229360591320702107605817969137605715379924715516846281360561836615666296752116055408623701605410245501122605371906031106052349011910460515192951626050734719660492447103860485947138604713177021076046407022936045437702377604482143760431452511556042417102454653077976041176102676040326510325510987919071540603964770118176038347701461603711077105690121760363071006035208412264760342085491116033148816032846148603119035153716030132157051816029377245614660281311531480518160272690193781134602640474760256770838457602467708201316023463651602287907256021105510162224128460201852214171160191361261637601813778782318466017459544500111466016961356719313307661007661960151711711272221060142525103242470251601344111024726012715211325136011211120110126537601049171631325160091072122263121153844394170248600831121222617134620743941702193122600739822251600677375222155172600517696808600468901016791600344371041260024492113791556600168905767407044160001461101241599977222180110600715998211740200750903559972707021075996643487599557077599432059931161615154059925992515991254804668675990306446903259893511554905988960451921000598747711010324759865421106747598575011013247598411301106441121611259831053226598230139759819273659804014609659792191309659781046965703159771165890597610161765975166766205974799010703716031597310809032120751005972661309057059716425253059701481465969976766205968134752242235596712225917859667820912070651596511981084359649655116232596321020710192659624379011910459613837964563154059602632821407415959442477595892090990595796160051100059563403465955700472391505666301413259545201114405953251501188595235180474759519930474759501567307415949142222101705948221121392155594735415946351009659457511475944200166565943195110110385942304110113859413413711190351215940502442565939335278110565938650153629081359371854190730593673080193127059359891167119050515934634124593334141226475932347138593110344490593057351113259296726290725928113290307791325927556406592694522422355925224711815924886017065923511317175922100261156592134822231151592026312475028881490613454755611539879151591934977381987731554257054057422753779151591831931050110721038539903574159179312568113513213519747591631522924641110515915180116457015914147110128259136461025305912361316591115793591024211011385909186121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3719067130366707494112021512525717415906152350978471049610121528979087916722181111590105474926621578108921705213842541637708921389879113770820206311061774596321779161147138142916198751407081963631106271459632182241089213810329055131751407081778878438177381104166137104018390166364723632740479879766741151984547832956892146901429614102077381131233911621511618311066104013162311395704113971556730779151122454573247901911067112224584515290884761884316279710296403871572221045162791966019952123145475087179223715518791210155561791300668133161564038126324955691328932922322026583128932966102”

Kendiniz test etmek için bu büyük sayı hesaplayıcısını kullanabilirsiniz: goodcalculators.com/big-number-calculator/

6.1.7 Gerçek: Her Kelimeyi Abjad Sayıları ile Yeniden Yazan Demir Delili

Bu bölümde Demir ayeti etrafındaki iki ilginç kodu gerçekler olarak sunuyorum. Demir ayeti ile ilgili birbirinden bağımsız iki kodumuz vardır ve bu iki kod birbirlerini tamamladıkları için birlikte önemli kodlar olarak görünmektedirler.

Her iki kodun ortak kodlama deseni, Kur’an ayetlerinin Arapça metnini, metin üzerinde görüldüğü şekilde her bir kelimenin Abjad numarası ile değiştirerek yeniden yazmaktan ibarettir. Bir kelimenin Abjad numarası, o kelimedeki her harfin Abjad numaralarının toplamı ile hesaplanır. Tüm ayetlerin, özel ayet dizinleriyle birlikte 1’den 114’e kadar olan bölümler ve ayet dizinleri vardır. Bu, bu kodlama deseninin, metin üzerinde görüldüğü şekilde her kelimenin Abjad numaralarını yerine koyarak Kur’an ayetlerini kelimenin tam anlamıyla yeniden yazdığı anlamına gelir. Bu iki kod, Demir ayeti etrafında ve Kur’an’daki numaralandırılmış 6236 ayetin tamamında mevcuttur.

Kod 1: İlk kod, Kur’an’ın başından başlayarak Demir ayetine (el-Hadid) kadar ve onu da dahil ederek yukarıda açıklandığı gibi tüm ayetleri yeniden yazdığımızda, ortaya çıkan büyük sayı kodunun 26’nın katı olmasıdır. Bu kod, Delil 6.1.5’in Kod 2’sine benzer. Ancak fark şudur ki, o delilde, kodlama desenini harflerin Abjad sırası ve ayrıca genel ayet indeksleri ve ile gözlemlemiştik. Bu Kod 1’de, benzer bir yeniden yazma koduna sahibiz ancak bu sefer kelimelerin Abjad numaralarını bölüm ve ayet indeksleri ve ayrıca kelime sayılarıyla birlikte kullanıyoruz.

Kod 1 kodlama örüntüsü:

[Demir ayetinin sure ve özel ayet indeksi ve ayetteki kelime sayısı | Metindeki harflerin yerine Demir ayetindeki her harfin Ebced değeri ile değiştirilmiş hali] … [İkinci ayetin sure ve özel ayet indeksi ve ayetteki kelime sayısı | Metindeki harflerin yerine ayetteki her harfin Ebced değeri ile değiştirilmiş hali] [Birinci ayetin sure ve özel ayet indeksi ve ayetteki kelime sayısı | Metindeki harflerin yerine ayetteki her harfin Ebced değeri ile değiştirilmiş hali]

Kod 2: İkinci kod, Demir ayetinden (el-Hadid) başlayarak Kur’an’ın sonuna kadar tüm ayetleri yukarıda açıklandığı gibi yeniden yazdığımızda, ortaya çıkan büyük sayı kodunun 26’nın katı olmasıdır. Bu kod, Delil 6.1.5’in Kod 3’üne benzer. Ancak daha önce açıklandığı gibi, fark şudur ki, o delilde kodlama desenini harflerin Abjad sırası ve ayrıca genel ayet indeksleri ile gözlemlemiştik. Bu Kod 2’de de, benzer bir yeniden yazma koduna sahibiz ancak bu sefer kelimelerin Abjad numaralarını bölüm ve ayet indeksleri ve ayrıca kelime sayılarıyla birlikte kullanıyoruz.

Kod 2 kodlama örüntüsü:

[Son ayetin sure ve özel ayet indeksi ve ayetteki kelime sayısı | Metindeki harflerin yerine ayetteki her harfin Ebced değeri ile değiştirilmiş hali] [6235. ayetin sure ve özel ayet indeksi ve ayetteki kelime sayısı | Metindeki harflerin yerine ayetteki her harfin Ebced değeri ile değiştirilmiş hali] … [Demir ayetinin sure ve özel ayet indeksi ve ayetteki kelime sayısı | Metindeki harflerin yerine Demir ayetindeki her harfin Ebced değeri ile değiştirilmiş hali]

Aşağıda Kod 1 ve Kod 2 olmak üzere iki kod sırayla sunulmaktadır.

x<- nQuran # 6236 numaralı ayetler
ii <- which(x$chapter== 57 & x$verse==25)
RmHamza=T
j <- which(x$verse==0)
y <- x
tmpl <- str_split(x$text," ")

tmp <- c()
for(i in 1:length(tmpl)){
  tmpi <- unlist(tmpl[i])
      tmp <- c(tmp, paste0(
        rev(AbjadSeqofaWordSumValue(tmpi,rmHamza_ = RmHamza,
                      abjadL_=abjadL, abjadN_=abjadN2) ), 
                      collapse = "" ))
}
# Sure ve Ayet indeksleri eklenir
tmp1 <- paste0(y$chapter,y$verse,y$vwords, tmp)

# Kod 1: Demir ayeti dahil Demir ayetine kadar.
tmp <- c(tmp1[1:(ii)]) 
tmp <- rev(tmp) # reverse order of verses
tmpc1 <- paste0(tmp, collapse = "")
print("Kod 1 sayısını, Demir ayeti dahil, mod 26 ile test etme:")

## [1] "Kod 1 sayısını, Demir ayeti dahil, mod 26 ile test etme:"

as.bigz(tmpc1) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Kod 1 sayısının, Demir ayeti dahil, basamak sayısı:")

## [1] "Kod 1 sayısının, Demir ayeti dahil, basamak sayısı:"

print(nchar(tmpc1))

## [1] 213824

print("Fact: Kod 1 sayısının basamak sayısını da mod 26 ile test etme: ")

## [1] "Fact: Kod 1 sayısının basamak sayısını da mod 26 ile test etme: "

as.bigz(nchar(tmpc1)) %% 26 

## Big Integer ('bigz') :
## [1] 0

# Kod 2: Demir ayeti dahil Demir ayetindenö Kuran'ın sonuna kadar.
tmp <- c(tmp1[ii:length(tmp1)]) 
tmp <- rev(tmp) # reverse order of verses
tmpc2 <- paste0(tmp, collapse = "")
print("Kod 2 sayısını, Demir ayeti dahil son ayete kadar, mod 26 ile test etme:")

## [1] "Kod 2 sayısını, Demir ayeti dahil son ayete kadar, mod 26 ile test etme:"

as.bigz(tmpc2) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Bu Kod 2 sayısının, Demir ayeti dahil, basamak sayısı:")

## [1] "Bu Kod 2 sayısının, Demir ayeti dahil, basamak sayısı:"

print(nchar(tmpc2))

## [1] 26256

6.1.8 Demir ve Kuran Üzerine Ek Gerçekler

Bu bölümde bazı diğer ek gerçekleri sunacağım. Bunları delil olarak değerlendirmiyorum, ancak daha fazla tartışma için burada sağlıyorum.

Gerçek 1:

İlk kod, bir gerçek olarak şu şekildedir: Eğer demir kelimesine kadar her harfi karşılık gelen Ebcet numarası ile değiştirir ve bu metin temsil sayısını ters sırada, kelime sayısı olmadan bölüm ve ayet indeksi ile birleştirirsek, elde edilen sayı şu şekilde 19’un katıdır:

x<- unQuran
tmpl <- str_split(x$text," ")
i<- 5155 # Kuran'da genel ayet indeksi 6348 için 57:25, hadid ayeti.
tmpi <- unlist(tmpl[i])
tmp <- AbjadSeqofwordsperVerse(tmpi[1:13], rev_ = T) 
tmpr <- rev(tmp)
tmpr <- paste0(tmpr, collapse = "")
# 5725 ve 76 harfin Ebcet numaralarını birleştir:
tmpr <- paste0(5725,tmpr)
print("129 basamak uzunluğunda kodlama sayısı: ")

## [1] "129 basamak uzunluğunda kodlama sayısı: "

print(tmpr)

## [1] "572541048301150307501696010030126015030140610010305017104030162140020301405704015030750164001501023012150306020015030602001410030"

# 129 basamaklı sayıyı 26'ya göre mod alıp 0 olup olmadığını kontrol et.
as.bigz(tmpr) %% 26 

## Big Integer ('bigz') :
## [1] 0

print("Büyük kodlama sayısının basamak sayısı: ")

## [1] "Büyük kodlama sayısının basamak sayısı: "

print(nchar(tmpr))

## [1] 129

Gerçek 2, Demirin izotopları:

Demirin 4 izotopu şunlardır: 54Fe, 56Fe, 57Fe ve 58Fe. Demirin 4 izotopu, düşükten yükseğe doğal sırayla birleştirildiğinde, bu temsil kodlama numarasını elde ederiz:

54565758

Bu büyük sayı, hem 26’nın katı, hem 19’un katı, hem 114’ün katı, hem de 19x26’nın katıdır.

tmp <- "54565758"
as.bigz(tmp) %% (26*19) 

## Big Integer ('bigz') :
## [1] 0

6.2 Besmele Ayeti Üzerine Kodlar

Bu bölümde, özel ayet Besmele hakkında ilginç 19 tabanlı kodları gerçekler olarak sunacağım. Şu an bu kodları gerçekler olarak belirlediğim için, bu bölümü kitapta sunulan genel sistemin olasılık hesaplamalarından hariç tuttum. Dolayısıyla, bunları bu kitapta sunulan genel sistem parçası olarak değil, sadece Besmele ayeti hakkında ilginç kodlar olarak gerçekler olarak düşünmelisiniz.

Ana ayet Basmala, Kuran’ın 114 (19x6) bölümünden 9. bölüm hariç tüm 113 bölümün başında yazılıdır. 9. bölümün başında neden Besmele ayeti olmadığına dair kimse tam olarak bilmiyor. Ancak Kuran’ın metin yapısında bu tuhaf ve benzersiz durum var ve şimdiye kadar gördüğüm tüm delillerden sonra, bu durumun Kuran metninin benzersiz tasarımının başka bir işareti olabileceği sonucuna varıyorum. Çünkü aksi halde neredeyse tüm deliller çökerdi. Şu ana kadar sunduğum birçok delili göz önünde bulundurarak, 9. bölümün başında Besmele’nin olmaması gerektiğini biliyoruz, çünkü aksi takdirde bu kitapta sunulan Kuran metninin 19 tabanlı sisteminin çoğu delili muhtemelen geçersiz olurdu. 9. bölümün başında Besmele ayetinin olmaması durumu, Kuran’ın tam metninin 19 tabanlı kodlama sistem tasarımını daha da güçlendiriyor.

Besmele hakkında literatürde zaten bilinen birçok 19 tabanlı kodlama önerisi var. Bu bölümde, bu kitap üzerinde çalışırken kendim fark ettiğim ve başka yerde görmediğim yeni kodları sunacağım. Bu yüzden, bu kitaptaki tüm Besmele kodları bildiğim kadarıyla ilk kez bu kitapta literatüre sunulmuştur.

Bu kitabın ana noktası, Kuran metninin tekrarlanabilir 19 tabanlı kodlamalarını sunmak olduğu için, önce metinden Besmele ayetini alalım. Kuran’ın tüm benzersiz kelimelerini 3.1.5.1 Bölümünde Tablo 3.1’da sundum. Bu tablonun başını tekrar görelim. Çünkü Bölüm 1 ve Ayet 1 zaten Besmele ayetidir ve buradan bu özel Besmele ayetini ve Kuran’daki kelime frekansları ile birlikte dört kelimesini alabiliriz.

require(tm)
knitr::kable(head(uwordsTable), booktabs = TRUE,
  caption = "Kuran'ın benzersiz kelimeleri tablosunun başı.")

Table 6.1: Kuran’ın benzersiz kelimeleri tablosunun başı.

uwords	count	countW	uletters
من	2763	2763	2
الله	2153	2265	4
في	1185	1185	2
ما	1010	1010	2
إن	966	966	2
لا	812	812	2

Yukarıdaki tabloda gördüğümüz gibi, tablonun ilk dört satırı Besmele’nin dört kelimesini içeriyor. Üçü Tanrı’nın farklı isimleri (“Allah” (veya Tanrı), “Rahman” (the Gracious), “Rahim” (the Compassionate)) ve ilk kelime (“Bismillah” (In the name of)) onlara “Allah’ın, Rahman ve Rahim olanın adıyla” olarak atıfta bulunuyor. Basmala, diğer tüm ayetlere göre çok özel ve benzersiz bir ayettir. Kuran’ın açılışı veya anahtarıymış gibi ilk ayetidir. Müslümanlar, herhangi bir bölümü okumaya başlamadan önce ilk olarak Besmele ayetini okurlar. Şimdi Besmele ayeti üzerine ilk delili tanıtalım.

Besmele kelimeleri frekans tablosu:

Basmala, yalnızca 4 kelimelik çok kısa bir ayet olmasına rağmen, sadece Besmele ayeti üzerine zaten bilinen birçok 19 tabanlı kodlama vardır, örneğin harf sayısının 19 olması gibi. Bu bölümde, ilk olarak, bu kitabı yazarken keşfettiğim Kuran’ın tam metnindeki kelimelerinin frekansı hakkında olanı sunacağım. Önce yukarıdaki Tablo 6.1’dan sadece Besmele üzerine ayrı bir tablo dilimleyelim.

B <- BasmalaTable
summ <- c(sum(B$count), sum(B$countW), sum(B$uletters))
knitr::kable(BasmalaTable, booktabs = TRUE,
  caption = "Kuran'daki Besmele ayetlerinin benzersiz kelimeleri tablosu.")

Table 6.2: Kuran’daki Besmele ayetlerinin benzersiz kelimeleri tablosu.

uwords	count	countW	uletters
الله	2153	2265	4
الرحمن	45	157	6
الرحيم	34	146	6
بسم	3	115	3

cat("İlk üç sütunun her birinin toplamı:")

## İlk üç sütunun her birinin toplamı:

cat(t(as.data.frame(summ)))

## 2235 2683 19

Daha ileri gitmeden önce, tablodan Besmele ayeti üzerine çok iyi bilinen bir delilin test sonuçlarından birini belirtelim. Besmele ayetinin her kelimesinin harf sayısının toplamını gösteren dördüncü sütunda gördüğümüz gibi Besmele ayetinde 19 harf var.

6.2.1 Gerçek: Besmele Ayetinin Harflerinin ve İndekslerinin Beraber Artan Sayısı

Bu kodlama deseninde, Besmele ayetinin her bir kelimesinin harf sayıları kümülatif olarak toplanır ve kelime dizinleri her kelimenin önüne yerleştirilir, hepsi şu şekilde birleştirilir:

# Bu kodlama örüntüsü için kullanılacak bir fonksiyon tanımlayın:
# Her kelimenin biriktirilmiş sayılarını ve indekslerini birleştirir.
cumsumWtIndx <- function(a){
  # kullanım:
  # Örnek girdi: a <- c(8,7,2,3)
  # cumsumWtIndx(a)
  # çıktı: "18"  "215" "317" "420"
  cumulative_sum <- cumsum(a)
  index <- 1:length(a)
  b <- paste0(index,cumulative_sum)
  return(b)
}

### Kodlamaya başlayın
x<- nQuran # 6236 ayet
tmpl <- str_split(x$text," ")
tmp <- c()
for(i in 1:length(tmpl)){
  tmpi <- unlist(tmpl[i])
  tmp <- c(tmp,paste0(cumsumWtIndx(nchar(tmpi)), collapse =""))
}

print("Besmele ayetinin kodlanmış sayısı: ")

## [1] "Besmele ayetinin kodlanmış sayısı: "

# İlk ayet Besmele ve şöyle olmalı: "1327313419"
print(tmp[1]) 

## [1] "1327313419"

print("Mod 19 için test, sıfır mı diye bakın: ")

## [1] "Mod 19 için test, sıfır mı diye bakın: "

as.bigz(tmp[1]) %% 19 

## Big Integer ('bigz') :
## [1] 0

Besmele’nin kodlanmış sayısında, ilk 1’in Besmele’nin ilk kelimesinin indeksi ve onu takip eden 3’ün Besmele’nin ilk kelimesi olan Bsm’in harf sayısı olduğuna dikkat edin. Bu örneği takip ederek geri kalanını kendiniz görebilirsiniz.

Bu kodlama örüntüsü, Abdullah Arık tarafından “Beyond Probability” (2012) adlı kitabında yalnızca Besmele ayeti üzerinde gösterilmiştir. Bu kod herhangi bir veri manipülasyonu içermediği için, bu belirli kodu ciddiye aldım ve Kur’an’ın tam metni üzerinde test ettim ve 6236 numaralı ayetin tamamında da beraber bakıldığında bu kodlama örüntüsünün 19’un katı olduğunu keşfettim. Daha önce başka biri bunu bir anahtar kodlama örüntüsü olarak düşünmemiştir. Ben bunu potansiyel bir anahtar kodlama örüntüsü olarak değerlendirdim ve Kuran’ın tam metni (6236 numaralı ayet) üzerinde test ettim ve aynı kodlama örüntüsünün, Kuran’ın tam metninde, 6236 numaralı ayetlerin tümü dikkate alındığında, mevcut olduğunu buldum. Ancak, benzer örüntülü kodlar çok fazla olmadığı için, bunu bir delil yerine bir gerçek kod olarak kabul ediyorum. İşte bu kodun Kuran’ın 6236 numaralı ayetlerinin tam metninde 19’un katı olduğuna dair kanıt:

print("Kuran'ın başlangıç ayetlerinin kodlanmış hali: ")

## [1] "Kuran'ın başlangıç ayetlerinin kodlanmış hali: "

print(head(tmp) ) 

## [1] "1327313419" "1528310418" "16212"      "1427312"    "1428313419"
## [6] "15211319"

print("Kuran'ın son ayetlerinin kodlanmış hali: ")

## [1] "Kuran'ın son ayetlerinin kodlanmış hali: "

print(tail(tmp)) 

## [1] "122639414"     "1328"          "1328"          "1224311417"   
## [5] "1429311415520" "1227313"

tmp <- paste0(tmp, collapse = "")
print("6236 ayetin kodlanmış sayısının rakam sayısı:")

## [1] "6236 ayetin kodlanmış sayısının rakam sayısı:"

print(nchar(tmp))

## [1] 259820

print("Mod 19 için test, sıfır mı diye bakın: ")

## [1] "Mod 19 için test, sıfır mı diye bakın: "

as.bigz(tmp) %% 19 

## Big Integer ('bigz') :
## [1] 0

İşte 259820 rakam uzunluğundaki büyük sayı:

“1327313419152831041816212142731214283134191521131914293144195226297348379441313293114145176207271521131742453063474184716212315419523626730832936104411461252152831141351762372583312273124165216297318339391041114713273104165206257298369411045114912531328310414518623730835938104011471721131742252563173484094310491228311417521625729833937104011451251142731041251862072583093410371143132739417521623729142731041551862172683193610391142124913521456155816651769187119771428313418523627731835938104611511254135814621565167314210313419521628734152103164235296327368439461051115715293134195236277328349381041114512511357145915641666177212253841151361912263841451762272683093610431145125113531460156316681773187719861429313420524628731835938104211461251135614591562166617701876198420862190229323952498251021226311417521625730836938104311481253142731041552062773183693810441147125213541456156316671770187319792082218822932399132739412515620723828933103811401244135014571559166217661868197220781325311414520626731835941104611541258136614293144205286307338379411043114812551359146415681670177418781983208621902295239724100251052610727114281182912230127311323213533139341451226384145166207248269311034113912431348145315601663176718691973207721822287239424982510226106271102811429117301193112432129331313413635139361423714438147391551521131441852062372983693810411145124713491453156016621767187219742082132931441952563273484094210481150125413601226394125146167218269281033113612421348145115571660176318661970132639417520624726831936104111461250135214561560166517711875197920842189229123942497251012610327105281111427314418520625728836940104711531258136014641570152113134165196227248309331036114212481325384145226267328409431046114912521355145915621670177618811983208821912295231011327315421525631734839942104911531255136315273104145176227278319351039114212471350145515581664177018721980172143184265296337368419471052115612591363146515701675178018831986152831041351862272682993110371143142103144195236307338369391042114612491352145715601662176816211317424529634739841945105112253124185236277328379431048115112571362146916293144195226267298359381042114412471353145915631668177318791329313420527631736842172133184245316337411721231742352963473984594910551921532242753363673984715210314419523628732838122531241852362773283794110471150125816210312416519621724828931103511391244134714511555165817611863196913210312414519627730836942104911571263136614701574167617801884132831141652563273483994410501329313419523625731836938104211471253122731141351661972483013283124185266317371326310415517620724829935104311481254135714631570167617801883198620892195229923104241072510926115271211327394135156197218249271031113512421349145415601229311414519624730162113174245296337408449461051115312601363146915731678178418901327313416522627731834938104211491254135814641567167117741881198720951429314418521625728831938104111461251135514571563166617711877132931341852362773283794410471152125613601462156516671771187719812088219022932397241002510526107271122811813273941351561972282693010341137124013441447155016541759186119662073217922852391249425103261072710928113291183012031123321293313334136351393614137146381513915640161411694217543179441814518546188471934819849204502095121352220532275423155235562385724158245592516025712273124185236317408429451050115612611365147015741679178218861989209221972210023102241081328315421526631735837944104811551257136014651570122831041351662172482893310391144124613541429314420524626731836939104411481254182133164195246277328389451326310415517621727829935103911441251135514581562166717691873197520831528311414518621723825928103111351239134314451549165217551859196220652172227423801528311414518621723828931103411381242134614511555166017631871152831141451862172382592710321137124213461448155116551762132631041451862072482893310361140124513501452155516591764186819712076218322862391249713283124205246297338359391045152113174215256297358419461051115712253114135166197228309321035113912421344145115541659176218691972207621792283238824912596269927103281062911030112311163212033123341273513236135371411821031641952262572983393910431147124913561458156116631768187119771428313418523627731834939104211451250135914621565166917741882198420872191229523101142103124165206227278309361521031241852462773283593710401145142931542152863073683994110441148125513571461156616701773187619802086219022932396241021628313418521626732834940104311471251135414581562166617681874197720812183228523911325384125186207268329371042114412481354162113174255306357408429461052132831341652362573183493810481154125713631471158016861791189519102201082111322119231212412725130261352713928144291501328315417523629732838944104611521254136014651571122631141752363073583994110471154125913651473157616821787189419972010121106221132312124125251312613827142281452914930151311553215833162341653516836170371763818239186401934119842201432044421045213462174722248225492311521031642252863573884294610521155125713631429313419525627731837943104711501254136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6.2.2 Gerçek Olarak Besmele Ayeti Üzerinde Bazı Diğer Kodlar

Bu bölümün alt bölümlerinde, kendim bulduğum ancak güçlü kural tabanlı örüntüler göremediğim için bu bölümde gerçekler olarak sunacağım kodları sunacağım.

Besmele’nin kelime sayısına ve harf sayısına dayanarak, Besmele ayeti üzerinde tekrarlanabilir kodları sunacağım. 6.2.2.2 ve 6.2.2.1 bölümlerinde, Besmele’nin toplam kelime sayısını test edeceğim. Besmele’nin 4 kelimesinin toplam sayısına göre iki sayı var, bunlar 2235 ve 2683. 2235, Kuran’ın 6236 numaralı ayetlerindeki 4 kelimenin sayısının toplamı için, 2683 ise numaralı ve numarasız 6348 ayetin tam metnindeki toplamı için. Eşleşme kodlama örüntüsünü göz önünde bulundurarak, her iki kategorideki sayıları birleştirerek bir araya getiriyoruz. Bu durumda sadece iki sayı olduğu için, eşleştirme kombinasyonları yalnızca 22352683 ve 26832235’tir. Dolayısıyla, test edilecek toplamda dört sayı var (2235, 2683, 22352683, 26832235). Besmele’nin 4 kelimesinin sayılarının toplamını almayı tercih etmemin nedeni, 4 kelimeden oluşan Besmele üzerinde delilleri test etmek istememdir. Besmele’nin 4 kelimesinden bireysel kelimeleri almak anlamlı değil çünkü Basmala’yı oluşturan 4 kelimenin bir araya gelmesidir. Ayrıca, Besmele’nin 4 kelimesi sadece Besmele ayetinde değil, diğer ayetlerde de birbirlerinden bağımsız olarak yer alır. Bu yaklaşım, Besmele’nin Kuran’ın tam metnindeki bütünlüğünü ve uyumunu gösterecektir.

6.2.2.1 Besmele Kelimeleri Üzerine Eşleştirme ile Gerçek

\[22352683\]

Kuran’ın numaralı ayetlerinde Besmele’nin toplam kelime sayısı 2235 ve numaralı ve numarasız ayetlerde (tüm Kuran) 2683 olarak 6.2 bölümünde sayıldı. Bu sayıların iki birleştirme kombinasyonu var ve 6.2 bölümünde tartışıldığı gibi, bunlardan biri 22352683. Bu sayı, 22352683, Kuran’ın her iki tür metninde Besmele kelimelerinin toplam frekanslarını birleştiren sayı, aşağıda gösterildiği gibi 19’un katıdır:

as.numeric(as.bigz(22352683) %% 19)

## [1] 0

Delil açısından, bu iki sayıyı bir önceki bölüm, 6.2 bölümünde Tablo 6.1’ten zaten ürettim. İstenirse bu sayılar ziyaret edilip yeniden üretilebilir.

6.2.2.2 Besmele Kelimeleri Üzerine Rakam Toplamı ile Gerçek

\[2683\] Besmele’nin tüm kelimelerinin toplam sayısı 2683 ve bu sayının rakam toplamı tam olarak 19’a eşittir. Bu sayı, numaralı ve numarasız ayetler dahil tüm Kuran’daki 4 kelimenin toplam sayısını temsil eder. Delil açısından, bu sayıyı 2683’ü bir önceki bölüm, 6.2 bölümünde Tablo 6.1’ten zaten ürettim. İstenirse bu sayı ziyaret edilip yeniden üretilebilir.

6.2.3 Kuran’ın Tam Metnindeki Besmele Kelimeleri Üzerine Gerçek

\[3215345341152265157146\]

Kuran’ın numaralı ayetlerindeki ve Kuran’ın tüm ayetlerindeki Besmele’nin her kelimesinin frekanslarını birleştirdiğimizde, 20 basamak uzunluğunda bir sayı elde ederiz. Besmele tablosundan kendiniz bu işlemi manuel olarak yapabilirsiniz, burada sayım sütunundaki 4 sayıyı ve sayımW sütunundaki diğer 4 sayıyı birleştirmeniz gerekecek. Bu gerçekte, bu büyük sayının rakam toplamının 19’un katı olduğunu gözlemliyoruz. Dolayısıyla sayıların sırasının önemi yoktur. Bu büyük sayının rakam toplamı tam olarak 76’dır, ki bu da 19x4’tür. Bu, Besmele ayetinin 4 kelime ve 19 harf içermesi ve bu kodlamanın 19x4 olarak ayrıştırılması açısından daha da ilginçtir. Besmele’nin özel ayetindeki tüm kelimelerin sadece birbirleriyle değil, aynı zamanda 19 harf ve 4 kelimeden oluşan tek bir Besmele ile de uyum içinde olduğunu gözlemledik. İşte bu büyük sayının rakam toplamı için kanıt.

tmp1 <- paste0(BasmalaTable$count, collapse = "")
tmp2 <- paste0(BasmalaTable$countW, collapse = "")
tmp <- paste0(tmp1,tmp2)
digitsum(tmp)

## [1] 76

6.2.3.1 Besmele Kelimeleri Üzerine Gerçekler

Şimdiye kadar incelediğimiz gibi, Basmala’da 4 kelime var. Ayrıca bu kelimeleri tek tek inceledim, 19 sistemine anlamlı bir ilişkileri olup olmadığını görmek için ve bu kodu gözlemledim.

Bu gerçeği açıklamaya başlamadan önce, ilk olarak bu bilgiyi vermek istiyorum. Bu 4 kelime arasında, Allah ve Al-Rahman, Tanrı için benzersiz isimler olarak kullanılabilir ve aşağıdaki ayette belirtildiği gibi birbirlerinin yerine kullanılabilirler. Ayet 17:110, özellikle Tanrı’nın diğer ismi olan Al-Rahman’ı (Çok Merhametli/Her Şeye Rahmet Eden) Allah kelimesiyle birlikte anar, bu da bu sonucu önerir.

De ki: “İster Allah diye çağırın, ister Rahman diye çağırın. Hangisiyle çağırsanız en güzel isimler O’nundur… (Kuran 17:110)

Bu ayeti göz önünde bulundurarak, Allah ve Al-Rahman arasında benzer bir kodlama örüntüsü bekleyebiliriz, ancak diğerleriyle değil.

Bazı tartışmalar olsa da, Besmele ayetindeki Al-Raheem kelimesindeki Raheem kelimesinin insanlar için de kullanılmasına izin verildiği düşünülür. Bu konuda uzman değilim ama bu tartışmanın farkındayım. İsterseniz bu konuda kendi araştırmanızı yapabilirsiniz. Son kelime “Bism” zaten Tanrı’nın bir ismi değil ve bu denemelerde dikkate alınmamaktadır.

Ana konuya dönersek, bu kodda Besmele’nin iki özel kelimesi Allah ve Al-Rahman üzerinde gözlemlediğimiz aynı 19 tabanlı kodlama örüntüsünü sunacağım. Bu örüntüde, her kelime için, bu kelimelerin toplam kelime sayılarını ve harf sayılarını birleştiriyorum. Her bir sonuç sayının rakam toplamı tam olarak 19’dur. Bu yaklaşımın arkasındaki mantık şudur: Bir kelimenin içindeki harf sayısı, ilgili kelime için benzersiz ek bir bilgi taşır. Dolayısıyla, bir kelime sayısını harf sayısıyla birlikte test etmek de anlamlı bir yaklaşım olabilir. İşte her kelime için sayılar.

Besmele ayetinde Allah kelimesi şu şekilde kullanılmıştır:

الله

Bu yalın olarak Allah kelimesi tam olarak 2265 kez kullanılmıştır ve 4 harf içerir. İlk olarak kelime sayısını ve o kelimenin harf sayısını birleştirerek test edilecek sayıyı şu şekilde elde ederiz:

Allah kelimesi için, bu temsil sayısının rakam toplamı tam olarak 19’dur:

2+2+6+5+4 = 19.

Eğer bu tek bir gözlem olsaydı, bu gözlemi çok ilginç olarak değerlendirmemiş olabilirdim. Ancak, Besmele ayetinin ikinci özel kelimesi Al-Rahman ( الرحمن ), aynı kodlama örüntüsüne sahiptir, bu da onun bir kod sisteminin ortak örüntüsü olabileceğini düşündürmektedir. Al-Rahman kelimesi 157 kez kullanılmış ve 6 harf içerir, bu da test edilecek sayıyı 1576 olarak verir. Sonra yine tam olarak 19 olarak rakam toplamını elde ederiz.

1576 = 1+5+7+6 = 19.

Bu iki kelimenin sadece Tanrı için özel isimler olması, böyle bir ortak örüntünün tanıklığının anlamlı olduğunu gösteriyor.

Yine de bu kodları, bu kitapta sunulan 19 tabanlı sistemin global olasılığı için kullanılan bu kitabın delillerinin global sayaçlarına eklemeyeceğim. Ancak, bu özel delilin olasılığını hesaplayalım. Her isim için iki test uyguladık. Dolayısıyla, genel olarak, iki metin türü göz önünde bulundurulduğunda, 4 testten 2 başarı elde ettik, bu da aşağıdaki olasılığı verir:

tmp <- binom.test(2, 4, p = (1/19),
                  alternative = c("greater"))
tmp <- formatC(tmp$p.value, format = "e", digits = 2)
cat(paste("4 testte (p=1/19 ile) 2 başarının olasılığı:", tmp))

## 4 testte (p=1/19 ile) 2 başarının olasılığı: 1.55e-02

6.2.3.2 Besmele Harfleri Üzerine Bilinen Kodlar

Besmele ayeti kendi başına açıkça “74:30. Üzerinde On Dokuz var” ayetiyle uyumlu görünüyor. Besmele’nin 4 kelimesinin harf sayılarını 6.2 bölümündeki Tablo 6.1 ’ün dördüncü sütununda (sütun adı “u.lengths”) sundum. Tablodan manuel olarak sayılabileceği üzere, Besmele’nin toplam harf sayısı 19’dur ve böylece Besmele tek başına Kuran metninin 19 tabanlı kodlama sistemine güçlü bir ilişkiye sahiptir. Bu ayrıca, Kuran’daki toplam 2683 Besmele kelimesinin harf sayısının da 19’un katı olduğu anlamına gelir çünkü Kuran’da toplam 114 Besmele ayeti vardır.

Bu gerçek, Kuran’ın vahiy edilmeye başlandığı andan itibaren biliniyordu ve referans göstermeye gerek yoktur. Ancak, Besmele’nin harf sayısı ve bölümlerin sayısı olan 114 ile birlikte, Müslümanların bu yönde araştırma yapmayı hayal edebilmeleri ve Kuran metninin 19 tabanlı kodlama sistemini ortaya çıkarmaları için ipuçları olarak bu kadar açık bırakılmış olabileceğini belirtmek faydalıdır.

6.2.3.3 Kuran’daki Besmele Ayetlerinin Sayısı Üzerine Bilinen Kodlar

Kuran’da toplamda 114 Besmele ayeti bulunmaktadır ve bu sayı 19’un katıdır. Müslümanlar tarafından kendiliğinden açık bir gerçek olarak kabul edilebilir, ancak Arapça Kuran’ı sürekli okumuyorsanız bu durumu manuel olarak test etmek kolay değildir. Çünkü her bölümün başında 113 Besmele var, ancak 9. Bölümün başında Besmele yoktur. Peki, 114 sayısına ulaşmak için son Besmele nerede? Sıradan bir Müslüman olarak, 19 sayısı üzerine araştırma yapana kadar bu durumun farkında bile değildim. Bu konu üzerine okurken, 27. Bölüm, 30. Ayette başka bir Besmele olduğunu öğrendim. Ancak 27. Bölüm 93 ayetten oluşur ve Arapça’yı yavaş okuyan biri için bu Besmele ayetini içinde manuel olarak bulmak kolay değildir. Dahası, tüm Kuran’ın diğer bölümlerinde başka bir Besmele ayeti olmadığını da kontrol etmemiz gerekir. Dolayısıyla, bu bilgi Arapça’yı iyi bilmeyen ve Arapça Kuran’ı sıkça okumayan biri tarafından kolayca test edilebilir bir bilgi değildir. Bu nedenle, aşağıda Kuran’da toplamda 114 Besmele ayeti olduğunu ve bu sayının 19’un katı olduğunu kanıtlayan tekrarlanabilir bir delil sunuyorum. 3.1 bölümünde, özel Besmele ayetini R programlama nesnesi ‘Basmala’ olarak atamıştım. Bu metni, tüm Kuran metnini içeren R nesnesi quran içinde şu şekilde arayacağım:

# Kuran tablosunun başındaki 1 ve 8. ayetler için Basmala'ya bakın.
quran[1:9,]

##    VerseI chapter verse                                                 text
##     <num>   <num> <num>                                               <char>
## 1:      1       1     1                               بسم الله الرحمن الرحيم
## 2:      2       1     2                                الحمد لله رب العالمين
## 3:      3       1     3                                        الرحمن الرحيم
## 4:      4       1     4                                       مالك يوم الدين
## 5:      5       1     5                               إياك نعبد وإياك نستعين
## 6:      6       1     6                                اهدنا الصراط المستقيم
## 7:      7       1     7 صراط الذين أنعمت عليهم غير المغضوب عليهم ولا الضالين
## 8:      8       2     1                           بسم الله الرحمن الرحيم الم
## 9:      9       2     2                    ذلك الكتاب لا ريب فيه هدى للمتقين

# Her ayetteki Basmalaların indekslerini alın.
i <- grep(Basmala, quran$text)
# Tablodaki Basmalaların indekslerinin uzunluğuna bakın.
length(i)

## [1] 114

Gördüğümüz gibi, gerçekten de tüm Kuran’da sadece 114 Besmele ayeti var. Bu iyi bilinen bir gerçekti, ancak burada bu gerçeği kanıtlamak için tekrarlanabilir bir hesaplamalı test literatüre sunulmuştur.

6.3 Şu ana kadarki tüm delillerin genel olasılığı

Bu kod parçaları, kitapta şimdiye kadar ele alınan tüm delillerin olasılığını, saymaya devam ettiğim global sayaçlar kullanılarak hesaplayacaktır.

Aşağıda, bu kitapta şimdiye kadar sunulan tüm 19 tabanlı delillerin, yani 19 Sistemi’nin genel olasılığını, saymakta olduğum global sayaçları kullanarak hesaplayacağım. Aşağıdaki hesaplamalar, Bölüm 6.1’da sunulan demirle ilgili hiçbir delili içermemektedir. Eğer demirle ilgili deliller de beraber dikkate alınırsa, olasılık burada yaklaşık olarak hesaplanan sonuçlardan milyon kat daha da az olmasi beklenir.

tmp <- binom.test(global_success_nums, 
                 global_tested_nums, p = (1/19),
                 alternative = c("greater"))
tmp <- formatC(tmp$p.value, format = "e", digits = 2)
print(paste("Toplamda", global_success_nums,
            "başarı ve", global_tested_nums ,
            "testten (p=1/19 ile) elde edilen olasılık:", tmp))

## [1] "Toplamda 43 başarı ve 99 testten (p=1/19 ile) elde edilen olasılık: 1.17e-28"

Eğer bazı dikkatli kişiler tüm kurallar gereği tüm olası testleri denediğimizi düşünse de daha fazla test kullanmamız gerektiğini düşünüyorsa, bu durumda olası ek başarıları bile dikkate almayacağım ve sadece test sayısını iki katına çıkararak şu ana kadar elde edilen toplam olasılığı göreceğim. Bu, şüpheci kişileri sakinleştirmelidir.

tmp <- binom.test(global_success_nums, 
                 global_tested_nums*2,
                 p = (1/19),
                 alternative = c("greater"))
tmp <- formatC(tmp$p.value, format = "e", digits = 2)
cat(paste("Tüm", global_success_nums,
          "başarı ve", global_tested_nums*2, 
          "testten (p=1/19 ile) elde edilen olasılık:", tmp))

## Tüm 43 başarı ve 198 testten (p=1/19 ile) elde edilen olasılık: 2.01e-15

Hala ikna olmayanlar için, aşırı dikkatli kişiler için, test sayısını 4 katına çıkaralım ve başarıları aynı tutalım!

tmp <- binom.test(global_success_nums, 
                 global_tested_nums*4,
                 p = (1/19),
                 alternative = c("greater"))
tmp <- formatC(tmp$p.value, format = "e", digits = 2)
cat(paste("Tüm", global_success_nums,
          "başarı ve", global_tested_nums*4, 
          "testten (p=1/19 ile) elde edilen olasılık:", tmp))

## Tüm 43 başarı ve 396 testten (p=1/19 ile) elde edilen olasılık: 7.36e-06

6.4 Gerçek: Benzersiz Sayılar

Bu kod, Kuran’da kullanılan tüm benzersiz kelimelerin ve harflerinin sayısının ilginç bir 19 tabanlı kod içerdiğini göstermektedir. Hatırlatma olarak, bu benzersiz kelimeler, herhangi bir haraka işareti olmadan yazılan kelimeleri, Arapça’da ‘rasm’ olarak adlandırılanları ifade eder ve bu, okunduğunda kelimelerin benzersiz sayısı anlamına gelmez. Çünkü metin haraka işaretleri olmadan yazılır ve bilgisayar sadece yazılı metni sayabilir.

\[u, U\]

\[14870-80068\]

3.1.5 bölümünde, Kuran’ın metninin 7 ana tanımlayıcı sayısını kolayca tekrar üretebilmek ve oluşturabilmek için yeniden üretilebilir açık kaynak kodlarını sağladım ve ayrıca Kuran’daki tüm kullanılan kelimelerden elde edilen iki benzersiz sayıyı sundum. Bu iki sayı, benzersiz kelime sayısı ( u ile gösterilir) ve Kuran’ın benzersiz kelimelerinin harf sayısıdır ( U ile gösterilir). Toplamda, Kuran’ın metni hakkında 9 farklı tanımlayıcı sayı 3.1.5 bölümünde Kuran’ın metninden tekrar üretilebilir. Benzersiz sayılar u ve U, Kuran’ın metninin bağımsız kategorileri değildir, ancak Kuran’daki tüm kullanılan kelimelerden ve harflerden türetilmiştir. Bir anlamda, sırasıyla kelimelerin ve harflerin kategorilerinin birer ürünüdürler, çünkü Kuran’ın metninin ana tanımlayıcı sayılarına bağlıdırlar. Bu nedenle, ayrı bir kategori olarak ele alınırlar. Bu benzersiz sayılar da önemlidir ve dikkate alınmalıdır çünkü Tanrı’nın kitabında kullanılan kelime setinin zenginliğini yansıtır. Bu sayıların Kuran’ın metninin 19 tabanlı kodlama sistemi altında kodlanmış olmasını bekledim ve ayrıca Kuran’ın metninin 7 ana tanımlayıcı sayısıyla birlikte tasarladım ve böylece hipotez geliştirip onları bu şekilde test ettim.

Kodlama kuralı açısından, doğal sırayla birleştiriyorum, yani önce kelimeler ve sonra harfler. Bu, sayıları birleştirirken kullandığım en temel evrensel kuraldır, yani “doğal sayıların doğal sırayla birleştirilmesi”. Kuran’ın metninin her iki türü de, numarasız ayetlerle ve sadece numaralı ayetlerle, aynı sayıda benzersiz kelimeye sahiptir, çünkü numarasız Besmele ayetleri, numaralı Besmele’nin (1. Bölüm, 1. Ayet) sadece tekrarlarıdır. Ancak, bu sadece bir tesadüftür ve böyle olmak zorunda değildi. Örneğin, numarasız ayetlerden biri farklı olabilirdi ve neden olmadığı konusunda hiçbir sebep yoktur. Örneğin, 9. Bölümün başında numaralı veya numarasız bir Besmele ayeti yoktur ve bu, bu konuda bir standart olmadığını gösterir. Bu nedenle, test edilecek aynı birleştirilmiş sayı, yani her iki metin türü için uU sayısıdır. Özetle, bu kodda, benzersiz kelime sayısının (\(14870\)) ve onların harf sayısının (\(80068\)) birlikte, yani \(1487080068\), ilginç bir 19 tabanlı kod içerdiğini göstereceğim:

suppressWarnings(require(gmp)) 
tmp <- paste0(u,U, collapse = '')
tmp

## [1] "1487080068"

cat("Benzersiz sayıların birleşimi 19'a modu ", 
    as.numeric(as.bigz(tmp) %% 19))

## Benzersiz sayıların birleşimi 19'a modu  0

cat("Bölme işleminin kesin sonucu aşağıda bulunmuştur:") 

## Bölme işleminin kesin sonucu aşağıda bulunmuştur:

cat(as.character(div.bigz(tmp, 19)))

## 78267372

cat("Ayrıca 114'e modu da 0:  ", 
    as.numeric(as.bigz(tmp) %% 114))

## Ayrıca 114'e modu da 0:   0

Genel kurallar çerçevesinde, benzersiz sayıların yalnızca bir kombinasyonu olduğu gibi 3.2 bölümünde açıklanmıştır ve ben, bu iki tanımlayıcı benzersiz sayının birlikte 19 tabanlı bir kodla kodlanabileceğini gösterdim.

3.1.7 bölümlerinde ayrıntılı olarak tartıştığım gibi, 1387 yıl önceki insanların benzersiz kelimelerin sayısını manuel olarak saymanın pratikte imkansız olduğunu savunuyorum. Bu nedenle, bu ve diğer benzersiz tanımlayıcı sayıları içeren herhangi bir kodun o zamanın insanlarının yapabileceği bir şey olmadığı sonucuna varıyorum.

Referans olarak, bildiğim kadarıyla, kod 6.4 ilk kez bu kitapta literatüre sunulmuş ve benim tarafımdan hipotez edilmiş, test edilmiş ve keşfedilmiştir. Eğer daha sonra kod 6.4’nin başka bir makalede mevcut olduğunu öğrenirsem, bu durumda kesinlikle bir atıf ekler ve bu kitabın çevrimiçi sürümünü güncellerim.

6.5 Toplamlar

Toplam kodlama örüntüsü ile ilgili tüm kodlar bu ana bölüm altında toplanmıştır. ?? bölümündeki kuralları göz önünde bulundurarak, üç metin seviyesindeki tüm tanımlayıcı sayıların toplamı için test edilecek 6 farklı sayı elde ediyoruz. Aşağıda, bu 6 potansiyel kodlama sayısından kurallar çerçevesinde ortaya çıkan iki kodu sunacağım.

Referans olarak, bildiğim kadarıyla, bu bölümlerin kodları, kod 6.5.1 ve kod 6.5.2 ilk kez bu kitapta literatüre sunulmuştur. Eğer daha sonra bunların başka bir makalede mevcut olduğunu öğrenirsem, bu durumda kesinlikle bir atıf ekler ve bu kitabın çevrimiçi sürümünü güncellerim.

6.5.1 Gerçek: Ana Tanımlayıcı Sayıların Toplamları

Bu bölümde, bölümlerin, ayetlerin, kelimelerin ve harflerin sayılarının toplamının 19 ile bir ilişkisi olduğunu gösteren iki farklı kodu göreceğiz.

Hadi, bölümler, ayetler, kelimeler ve harflerin sayılarını bölüm çözünürlüğünde hesaplayacağımız tabloyu hatırlayalım.

x <- dfVCWL
knitr::kable(head(x), booktabs = TRUE,
  caption = "Kuran'daki bölümlerde 6348 ayeti göz önünde bulundurarak sayıların tablo başlığı.")

Table 6.3: Kuran’daki bölümlerde 6348 ayeti göz önünde bulundurarak sayıların tablo başlığı.

Chapter_index	Verse_sum	cWords	cLetters
1	7	29	143
2	287	6144	26268
3	201	3505	15004
4	177	3767	16351
5	121	2841	12225
6	166	3060	12745

Temelde, yukarıdaki tabloda yer alan tüm sayıların toplamı test edilmektedir. Bu kodda, tüm 6348 ayete dayanarak bölüm seviyesi metin çözünürlüğündeki toplam sayının aşağıda gösterildiği gibi 19’un katı olduğu gözlemlenmiştir:

x <- dfVCWL
tmp <- sum(x) # BÖLÜM çözünürlüğünde tüm sayıları topla
# Toplam 423985 olmalıdır
cat("BÖLÜM çözünürlüğünde tüm sayıların toplamı", tmp, ".")

## BÖLÜM çözünürlüğünde tüm sayıların toplamı 423985 .

cat("19'a göre modu ise ")

## 19'a göre modu ise

as.bigz(tmp) %% 19

## Big Integer ('bigz') :
## [1] 0

Bu bölümde aynı bölüm seviyesi sayıları üzerinde başka bir ilginç kodlama göreceğiz. Aynı tabloda, bölüm çözünürlüğünde yer alan tüm sayıları içeren bu tablo üzerinde anlamlı ama matematiksel olarak ilgisiz bir başka hipotezi denemek istedim. Sonra, her sütundaki 19’un katı sayıları sayarsam ve bu 4 sayıyı birleştirerek, her biri sütunundaki 19’un katı girişlerin toplam sayısını temsil eden yeni bir sayı elde edersem, tablonun kendisinin toplamlarından matematiksel olarak ilgisiz ama anlamlı bir sayı elde edeceğimi varsaydım. Aşağıdaki delilde göreceğiniz gibi, bu tablonun ilgisiz kodlama sayısı da 19’un katıdır.

# Bölüm çözünürlüğünde tüm sayıların 19'a göre modu
y <- dfVCWL %% 19
knitr::kable(head(y), booktabs = TRUE,
caption = "Bölüm çözünürlüğünde tüm sayıların 19'a göre modu tablo başlığı.")

Table 6.4: Bölüm çözünürlüğünde tüm sayıların 19’a göre modu tablo başlığı.

Chapter_index	Verse_sum	cWords	cLetters
1	7	10	10
2	2	7	10
3	11	9	13
4	6	5	11
5	7	10	8
6	14	1	15

tmp <- paste0(
length(which(y$Chapter_index == 0)), 
length(which(y$Verse_sum == 0)), 
length(which(y$cWords == 0)),
length(which(y$cLetters == 0))
)

cat("Her sütunun 19 modu sayılarının birleşimi ", tmp)

## Her sütunun 19 modu sayılarının birleşimi  6783

cat("19'a göre modu ise ", (as.numeric(tmp) %% 19) )

## 19'a göre modu ise  0

Bu, önceki basit tüm toplam kodu için ek bir destekleyici gerçek olarak duruyor, bu kodda aynı sayılar kullanılmıştır. Gözlemlediğimiz gibi, bölüm çözünürlüğündeki tüm sayıları tutan tablo içinde bağımsız bir 19 tabanlı ilişki daha bulunmaktadır.

İlginç bir şekilde, Kuran’ın sadece numaralı 6236 ayetlerini içeren ikinci metin türünde, tam tersi bu test de başarılıdır. Bu metin türünde, her bir sütunun 19’un katı olmayan sayılarının sayısı, 19’un katı bir sayı vermektedir. İşte kanıtı.

# Bölüm çözünürlüğünde tüm sayıların 19'a göre modu
y <- dfVCwl %% 19
knitr::kable(head(y), booktabs = TRUE,
caption = "Numaralı ayetlerin bölüm çözünürlüğünde tüm sayıların 19\'a göre modu tablo başlığı.")

Table 6.5: Numaralı ayetlerin bölüm çözünürlüğünde tüm sayıların 19’a göre modu tablo başlığı.

Chapter_index	Verse_sum	cwords	cletters
1	7	10	10
2	1	3	10
3	10	5	13
4	5	1	11
5	6	6	8
6	13	16	15

tmp <- paste0(
  length(which(y$Chapter_index != 0)),
  length(which(y$Verse_sum != 0)),
  length(which(y$cWords != 0)),
  length(which(y$cLetters != 0))
)

cat("Her sütunun 19 modu OLMAYAN sayılarının birleşimi ", tmp)

## Her sütunun 19 modu OLMAYAN sayılarının birleşimi  10811000

cat("19'a göre modu ise ", (as.numeric(tmp) %% 19))

## 19'a göre modu ise  0

Genel kurallar gerçekler için belirlemediğim için, bunları sadece bu bölümün kodlarına destekleyici gerçekler olarak sunuyorum. Bu gerçekler, sistemin olasılık hesaplamalarında sayılmıyor.

6.5.2 Gerçek: Ayet Çözünürlüğündeki Toplamlar

Bu gerçek kodu çok basit bir soruya cevap veriyor:

Metnin ayet çözünürlük seviyesindeki 4 ana tanımlayıcı sayının toplamı, 19 sayısıyla ilişkili mi?

Ayet çözünürlüğünde, bölümlerin, ayetlerin, kelimelerin ve harflerin sayılarının toplamını hesaplayacağımız tabloyu hatırlayalım.

x <- nQuran
x$text <- NULL # bu sütunu kaldırır
x$VerseI <- NULL # bu sütunu kaldırır
knitr::kable(head(x), booktabs = TRUE,
  caption = "Kuran'ın numaralı ayetlerinin tablo başlığı.")

Table 6.6: Kuran’ın numaralı ayetlerinin tablo başlığı.

chapter	verse	vwords	vletters
1	1	4	19
1	2	4	18
1	3	2	12
1	4	3	12
1	5	4	19
1	6	3	19

Temelde, yukarıdaki tabloda yer alan tüm sayıların toplamı test edilmektedir. Bu gerçekte, ayet çözünürlüğünde, numaralı ayetlere dayanarak elde edilen toplam sayının 19 tabanlı bir ilişkisi olduğu gözlemlenmiştir. Büyük temsil sayısının rakam toplamının 19’un katı olduğu aşağıda gösterilmiştir. Rakam toplamı olduğu için, bu kodlamayı baştan belirlediğim evrensel kuralları takip eden bir kod yerine bir gerçek olarak değerlendirdim.

tmp <- sum(x) # Ayet çözünürlüğünde tüm sayıların toplamı
#951202
cat("Ayet çözünürlüğünde tüm sayıların toplamı", tmp, ".")

## Ayet çözünürlüğünde tüm sayıların toplamı 951202 .

cat("Rakam toplamı ise ", digitsum(tmp))

## Rakam toplamı ise  19

6.5.3 Gerçek: Bölüm Başına Toplamlar

Bu kodlama bu soruya cevap veriyor:

Her bölümdeki 4 ana tanımlayıcı sayının toplamı da 19 tabanlı kodlamaya sahip mi?

Bu gerçekte, önce her bölüm için temsil sayılarını elde ediyoruz ve sonra bölümler başına sayıların toplamını temsil eden toplamı elde ediyoruz.

Bölüm çözünürlüğünde, bölümlerin, ayetlerin, kelimelerin ve harflerin sayılarının toplamını hesaplayacağımız tabloyu hatırlayalım.

x <- dfVCWL # 6348 ayet bölüm seviyesi verisi
knitr::kable(head(x), booktabs = TRUE,
  caption = "Kuran'daki bölümlerdeki sayıların tablo başlığı.")

Table 6.7: Kuran’daki bölümlerdeki sayıların tablo başlığı.

Chapter_index	Verse_sum	cWords	cLetters
1	7	29	143
2	287	6144	26268
3	201	3505	15004
4	177	3767	16351
5	121	2841	12225
6	166	3060	12745

Temelde, yukarıdaki tablodaki tüm sayıların toplamının rakam toplamı test edilmektedir. Bu gerçekte, bölüm çözünürlüğünde, tüm 6348 ayete dayanarak elde edilen toplam sayıların 19 tabanlı bir ilişkisi olduğu aşağıda gösterilmiştir:

tmp <- paste0(dfVCWL$Chapter_index,dfVCWL$Verse_sum,
               dfVCWL$cWords, dfVCWL$cLetters)
head(tmp)

## [1] "1729143"       "2287614426268" "3201350515004" "4177376716351"
## [5] "5121284112225" "6166306012745"

tail(tmp)

## [1] "109731118" "11042399"  "111627100" "11251966"  "11362792"  "11472499"

tmp <- sum(as.numeric(tmp))
as.character(tmp)

## [1] "59738069267437"

digitsum(tmp)

## [1] 76

digitsum(tmp) %% 19

## [1] 0

6.5.4 Gerçek: Ayet Başına Toplamlar

Bu gerçek şu soruyu yanıtlıyor: Her ayet için 4 ana tanımlayıcı sayının toplamı 19 tabanlı bir ilişkiye sahip mi?

Bu gerçek, 6.5.3 bölümündeki Gerçek’e benzer, ancak ayet çözünürlüğünde de bu örüntünün var olduğunu gösterir. Yine, önce her ayet için temsil sayılarını elde ediyoruz ve sonra ayet başına sayıların toplamını temsil eden toplamı elde ediyoruz.

Ayet çözünürlüğü seviyesinde, bölümlerin, ayetlerin, kelimelerin ve harflerin sayılarının toplamını hesaplayacağımız tabloyu hatırlayalım.

x <- nQuran # 6236 numaralı ayetler
x$text <- NULL # bu sütunu kaldırır
x$VerseI <- NULL # bu sütunu kaldırır
knitr::kable(head(x), booktabs = TRUE,
  caption = "Kuran'daki ayetlerdeki sayıların tablo başlığı.")

Table 6.8: Kuran’daki ayetlerdeki sayıların tablo başlığı.

chapter	verse	vwords	vletters
1	1	4	19
1	2	4	18
1	3	2	12
1	4	3	12
1	5	4	19
1	6	3	19

Bu gerçekte, her bir ayetin temsil sayısına dayanarak, ayet çözünürlüğündeki toplam sayıların 19 tabanlı bir ilişkisi olduğu aşağıda gösterilmiştir:

tmp <- paste0(x$chapter, x$verse,
              x$vwords, x$vletters)
head(tmp)

## [1] "11419" "12418" "13212" "14312" "15419" "16319"

tail(tmp)

## [1] "1141414" "114228"  "114328"  "1144417" "1145520" "1146313"

tmp <- sum(as.numeric(tmp))
cat("Toplam sayı: ",tmp)

## Toplam sayı:  272053930879

as.integer(as.bigz(tmp) %% 19)

## [1] 0

Bu kodda, önce her ayet için bölüm indeksi, ayet indeksi, kelime ve harf içeriklerini birleştirerek her ayetin temsil sayısını elde ediyoruz. Sonra hepsini toplayarak son kodu elde ediyoruz.

Bu gerçeki, 6.5.1 kodu ile birlikte düşündüğümüzde, bu gerçeğin 6.5.1 kodunun sonucunu daha da güçlendirdiğini ve Kuran’ın tam metninde, tam metninin tanımlayıcı sayılarının toplamını göz önünde bulundurduğumuzda 19 tabanlı bir tasarım olduğunu önerdiğini görebiliriz.

6.6 19’un Katı İçeriğe Sahip Bölümler Üzerine Gerçekler

Bu kodda, içeriği, kelimeleri veya harfleri 19’un katı olan bölümlerin indekslerinde herhangi bir 19 tabanlı tasarım olup olmadığını test ettim.

Bu dinamik tablolardan sayıları kolayca test edebilirsiniz:

require(data.table, quietly = T)
require(DT, quietly = T)
datatable(dfVCWL,
          caption ="Her bölümdeki 6348 ayet başına kategorilerin toplam sayıları",
          extensions = c('Buttons'),
          options = list(pageLength = 5, autoWidth = TRUE, 
                         dom = 'Blfrtip', buttons = c('excel', 'csv')
                         ), rownames= FALSE)

#
datatable(dfVCwl, 
          caption = "6236 numaralı ayetlerde her bölüm başına kategorilerin toplam sayıları",
          extensions = c('Buttons'),
          options = list(pageLength = 5, autoWidth = TRUE, 
                         dom = 'Blfrtip', buttons = c('excel', 'csv')
                         ), rownames= FALSE)

#19'un katı olan bölümlerin indekslerini al
tmp <- dfVCWL$cWords #6348 ayette
i1 <- which( (as.numeric(tmp) %% 19) == 0)
#10  21  41  76  87  95  96 112
tmp <- dfVCwl$cwords #6236 ayette
i2 <- which( (as.numeric(tmp) %% 19) == 0)
#17  27  30  43  54  58  80 110
tmp <- dfVCWL$cLetters
i3 <- which( (as.numeric(tmp) %% 19) == 0)
#9  90 107

Test edilecek kodlama sayısını elde etme şekli şöyle: Öncelikle, 6348 ayetlik tüm bölümlerden, kelime sayısı 19’un katı olan bölümleri elde ediyorum. Bu 8 bölümde, toplamda 19’un katı kelime sayısı var:

“10, 21, 41, 76, 87, 95, 96, 112”

Ve, Kuran’ın 6236 numaralı ayetler metin türündeki bu 8 bölümde, toplamda 19’un katı kelime sayısı var:

“17, 27, 30, 43, 54, 58, 80, 110”

Ve, Kuran’ın her iki metin türünden bu 3 bölümde, toplamda 19’un katı harf sayısı var. Besmele ayetinin 19 harfi olduğu için, numaralı veya tüm ayetler türlerinde fark yaratmıyor:

“9, 90, 107”

Bu indekslerde iki farklı 19 tabanlı kod var.

İlk 19 tabanlı kod: Toplamda benzersiz indeks sayısı tam olarak 19. İşte kanıtı:

i <- unique(c(i1,i2,i3))
i <- sort(i)
cat(i)

## 9 10 17 21 27 30 41 43 54 58 76 80 87 90 95 96 107 110 112

cat("Toplamda benzersiz indeks sayısı ", length(i) )

## Toplamda benzersiz indeks sayısı  19

İkinci 19 tabanlı kod: Bu 19 indeksi doğal sırasında birleştirdiğimizde, yani ilk bölümden sona doğru artan sırada, uzun bir sayı elde ederiz ve bu sayı da 19’un katıdır. İşte bunun 19’un katı olduğunun kanıtı:

tmp <- paste0(i,collapse = "")
cat("Test edilecek temsilci sayı:")

## Test edilecek temsilci sayı:

tmp

## [1] "9101721273041435458768087909596107110112"

as.bigz(tmp) %% 19 #mod 19 sıfır olmalıdır

## Big Integer ('bigz') :
## [1] 0

cat("Sayının uzunluğu ", nchar(tmp) )

## Sayının uzunluğu  40

Referans olarak, bildiğim kadarıyla, kod 6.6 ilk kez bu kitapta literatüre sunulmuş ve benim tarafımdan hipotez edilmiş, test edilmiş ve keşfedilmiştir. Eğer daha sonra kod 6.6’ün başka bir makalede mevcut olduğunu öğrenirsem, bu durumda kesinlikle bir atıf ekler ve bu kitabın çevrimiçi sürümünü güncellerim.

6.7 Gerçek: Sadece Harflere Dayalı Kodlamalar

Bu ana bölümün alt bölümlerinde, sadece harf bilgilerine dayalı bazı diğer kodlamaları sunacağım.

6.7.1 Gerçek: Ayet Seviyesinde Rakam Toplamı ile Kelimelerin Eşleştirilmesi

Kod 4.2.3 kodundaki aynı eşleştirme ve rakam toplamlarının birleştirilmesi kodlama örüntüsü, bölüm seviyesi verilerine baktığımızda kelimelerle de var. Temelde, 6348 ve 6236 ayetlerdeki her bölümdeki kelime sayısının rakam toplamını eşleştiriyoruz, sonrasında elde edilen büyük sayı aşağıda gösterildiği gibi 19’un katıdır:

tmp1 <- dfVCWL$cWords 
tmp2 <- dfVCwl$cwords
tmp <- paste0( sapply(tmp1, digitsum),  sapply(tmp2, digitsum))
head(tmp)

## [1] "1111" "1511" "139"  "2319" "1520" "914"

tail(tmp)

## [1] "49"  "510" "95"  "106" "95"  "62"

tmp <- paste0(tmp, collapse = '')

as.bigz(tmp) %% 19  #0

## Big Integer ('bigz') :
## [1] 0

cat("Bu büyük sayının basamaklarındakı rakam sayısı: ", nchar(tmp))

## Bu büyük sayının basamaklarındakı rakam sayısı:  383

İşte “383” rakam uzunluğundaki büyük sayı:

“11111511139231915209141511139121216211520262220161511131821171419211721171612171314191289149231061116111619241116141016121172420172214102319191511166112420181412178131520191515111511151117131391061391391410141921172016101514105101015141012814191511139841285106111116628131511139141016121217117951391116495101171391511813141013912884491171397317134984495109510695381175149510951069562”

6.8 Bölüm ve Kelime Sayıları İle İlgili Gerçekler

Daha önce 4.1.2 bölümünde bölümler, ayetler ve kelimeler arasındaki delilleri gözlemlemiştik. Bu bölümde, 6.8 bölümünde, sadece bölüm ve kelimeler arasındaki 19 tabanlı ilişkiyi gösteren kodlamaları gerçekler olarak sunacağım. Bu durum rastgele olabilir veya olmayabilir, ancak şu an için rastgele olduğunu varsayıyor ve henüz bir delil olarak değerlendirmiyorum. Temelde, 6.8.1.1 Gerçeğinde, Kuran’ı sadece bölüm ve kelime sayılarına dayalı ayet seviyesi sayılarıyla yeniden yazıyoruz. Ancak, bu kitabın kuralları sadece harf sayısına dayalı sayıların yeniden yazma kodlama örüntüsü ile kullanılmasına izin verdiğinden, bunu bir delil olarak değerlendirmiyor, sadece bir gerçek olarak burada sunuyorum. Her zaman tüm deliller için kural gereği yaptığımız gibi, aynı kodlama örüntüsünin metnin diğer seviyesinde de var olduğunu görmek istiyoruz, bu durumda bölüm seviyesi. 6.8.1.2 Gerçeğinde sunduğum gibi, bölüm seviyesindeki bölüm ve kelime sayıları verilerini kullanarak Kuran’ı aynı örüntüyle yeniden yazabiliyoruz.

Yeniden yazma kodlama örüntüylerini takip ederek, bölüm ve kelime sayılarındaki bölüm seviyesi verilerinde de varsayılan kodlama örüntüsünin var olduğunu gözlemliyoruz, ki bunu 6.8.2 Gerçeğinde sunuyorum. Bu ana bölümde daha fazla gerçekleri alt bölümler olarak sunuyorum, ancak bu üç önemli kodlama örüntüsüni delillerden ziyade gerçekler olarak belirlediğimi düşünüyorum, ancak gelecekte daha açık kurallar gösteren deliller olarak yeniden değerlendirilebileceğini düşünüyorum. Her neyse, ihtiyatlı tarafı tercih ettim ve onları gerçekler olarak belirledim, ancak gelecekte daha fazla analiz yapabilir ve daha açık kurallar öneren deliller görebilirsem, kitabı buna göre güncelleyebilirim.

6.8.1 Kuran’ı Bölüm ve Kelimelere Dayalı Olarak Yeniden Yazma

Nihai Delil, Delil 4.2.4.1, Delil ?? ve ayrıca Delil 4.2.4.2 bölümlerinde, Kuran’ın metnini Kuran’ın metnindeki doğal sayıları kullanarak, bölüm, ayet, kelime ve harf sayılarını göz önünde bulundurarak yeniden yazmıştık. Her neyse, harf sayısız benzer delillerin olabileceğini düşündüm ve sadece kelimeye odaklı potansiyel kodlamaları test ettim ve sadece bölüm ve kelime sayılarını kullanarak Kuran’ı yeniden yazma kodunu buldum. İlginç bulduğum şey, aynı kodlama örüntüsünin hem bölüm hem de ayet seviyelerinde var olması. Kitapta kesin bir şekilde referans verebilmek için bu kodlamaları alt bölümler olarak sunuyorum. Öncelikle, ayet düzeyinde gerçeği sunacağım ve ardından takip eden alt bölümde, aynı örüntünün bölüm düzeyinde de var olduğuna tanıklık edeceğiz. Son olarak, her iki gerçek de Kuran’ın 6236 numaralı ayetler ile ikinci tip metnine dayanmaktadır.

6.8.1.1 Gerçek: Ayet Seviyesindeki Bölüm ve Kelime Sayılarına Dayalı Olarak Kuran’ı Yeniden Yazma

Bu gerçekte, 6.8.1.1, Kuran metni bölüm indeksleri ve her ayetteki kelime sayısına göre yeniden yazılacak.

Temelde, 6236 ayetin her biri için, ilk olarak bölüm indeksi ile her ayetteki kelime sayısını toplayarak her bir ayetin temsil sayısını elde ederiz. Bu, yeniden yazma delili olduğu için, her zamanki gibi, bu temsil sayılarını Kuran metnindeki her bir ayetin yerine yerleştiririz. Arapça sağdan sola yazıldığı için, ilk ayetin temsil sayısı en sağda olacak. Bu kitabın ana yaklaşımı olarak, bu 6236 temsil sayısını birleştirerek Kuran metninin tek anlamlı temsil sayısını elde ederiz. Bu yaklaşımı hatırlayın, çünkü bir sonraki bölümde bölüm seviyesinde de aynı yaklaşımın mevcut olduğunu göreceğiz. Böylece, birlikte bu belirli örüntüsü içerirler.

Önce numaralı ayetlerin tablosunun başını ve sonunu sunarak sayıları hatırlatalım.

tmp <- nQuran
tmp$VerseI <- NULL
tmp$vletters <- NULL
tmp$text <- NULL
knitr::kable(head(tmp), booktabs = TRUE,
  caption = "Kuran'ın numaralı ayetlerinin tablo başı.")

Table 6.9: Kuran’ın numaralı ayetlerinin tablo başı.

chapter	verse	vwords
1	1	4
1	2	4
1	3	2
1	4	3
1	5	4
1	6	3

knitr::kable(tail(tmp), booktabs = TRUE,
  caption = "Kuran'ın numaralı ayetlerinin tablo sonu.")

Table 6.9: Kuran’ın numaralı ayetlerinin tablo sonu.

chapter	verse	vwords
114	1	4
114	2	2
114	3	2
114	4	4
114	5	5
114	6	3

Ve, işte kanıt.

x <- nQuran
tmp <- x$chapter + x$vwords
tmpr <- rev(tmp)
head(tmpr)

## [1] 117 119 118 116 116 118

tail(tmpr)

## [1] 4 5 4 3 5 5

tmpr <- paste0(tmpr, collapse = "") 
as.bigz(tmpr) %% 19

## Big Integer ('bigz') :
## [1] 0

cat("Bu büyük sayının rakam sayısı", nchar(tmpr))

## Bu büyük sayının rakam sayısı 12579

Gördüğümüz gibi, kalan 0’dır.

Bu büyük sayıya aşağıdaki linkten erişebilirsiniz:

https://github.com/quran2019/Quran19/blob/master/6.3.1_Bignumber

Birisi bu büyük sayıyı kopyalayıp bir web tabanlı büyük sayı hesaplayıcısına yapıştırabilir ve kendisi test edebilir.

Ayrıca, işte “12579” rakam uzunluğundaki büyük sayı:

“1171191181161161181181181181171171171161141161161141151171161171171151131141141141131131121111111091101121091121111111131101101081081091091101121071071081071081081081081081121071041071061041071061051051041031051031051051051051061051031021051041071041041041031031021021021051051051031021031021031191071141141091011041101021061031021021019898991021011009910199991009910010199991001019999104991019897979797989897979798979797969697979898969494979896949596959695989494969494969596959594989894949595949494949494949393969399949396929493929294959496959394949192949393949498949593939494991009294929392949592959592919190929192929192929292949090909191929190919494929190919290929091919193918990918996909090909091908889898989899289909190909288908888898990878988888889899999959491898888878788938788889088888787879089898687908888899387888787878986898789898791878689878886878585878990878991909087868587898885888889859188878685868685848586888689878585858589868683868685848487858484838485848484848484848484848484848482848283868282858383828282828384848485848383848484828282838383838284848383848483828884828384838883828283848382818383838285858483818281828385848583828384838481828182818181818194879288838480808081838281838081848180828282848380828381828181818080828180828180818083808280818380828082828081818080818383838084798180808081828080808080827980808080808080797979797986878585848381858284898385808281848286818483868383838482838687828080818079788078797978787879807878787779797979817880817978807877787980818079798577777983777779787778787879787677777981767777777613177767878767980777776787777767978777678787878787677767676767715182798179848178777980827979817879787776858579838388848080828082807782868381858580818382798181858681818379847484757676767879747780757778758576788976788579797878777578757574757475778074757674727575727474747274727376737279747374727373817474747372737472757372747375767372737374747475767271727373738077717273747875787472757575767575748475737373717073807378797375737879777672807373727174767874737475717372747175707075707871757372727173727179707072737372778082807674757979798282757978817476767278858075747977857876839093781127889838795778190998272799097799386951076976807283737580759174828077787375817484818083817785747580837784807180857270837497707876737572779385727070728099811168181757973112737310976787277696977697670827175878290779684727173100701096766737573686877828189757896105737684798176797996718569727882967769708572778479699474727269659366686660615859626162606160616359606060606059596160606162606263605958626159626563615960605960596161616058656161605959615959585858595860585858585961606260595860596161605959595959585861615959596058595961596159615959595859595958595659585960595859645964596059585957596059606159615963596159635972595959655961595961595959595859595961605959605861595958585757575660595859606059635960585963615961575963596163586162585862615963645761586063606158606059635959636262625961606158565556575955585756556256575757575758575757575759585660585656846969646962715657785757565659585856565757585858565656565857585657626261596161595759576159596058586058596061585957596057715958605764585858575555565656545454555453586058605756565764625958555659585959605858575958585755565756596060565760576056555556545760565856555653555554545453535353635956575755626363655655575655595858606054565662565659585864605954575855605561625959576153596865677670818959795677676158667265102627676886760606266556775767962576885735653566967675263537753605962586855595857546263545457597461625371916061695863555357515085656555736468646166646356786064595871735563746491555962657070716055647561524753536159566757585659556361666958625260586958565961595664565949576554515146474951544948494749504951494648464752544952515649524751505151524848474950495049505353525050505150495049545251504952464549515156565451515154485052494949495058484852505354526050535153575247495054546150555650555649515049545255505455486068535252504852505764545158555255505247635455545350514951504945445769645357696358696250575156485352595149574856525855595454647166646451645360767280556157586164546152524343536058547352536952597158545067635360525258544557605755515266525061595349465560666450605756555049575848484542575255654652497254485157474646495052706054614752605351535263524448505156535259535052625550635249635063705647545167795358594746537055465553555648545553555256675061535446415655594873485461564553465048505349514854555260545450615064565750536557474975515451474754464358465051495273597059495251565845484448616373707562557249454243484542424242424444434853444247474647414245494444484949484242424345434245434446434346524844494445424246534744494445475154694770536145444345494648454546444845534850464848444241404340414339404141404241414340404043424140414147424139414141424342414342414342414142414041404141414141414141404242424141414141404041424247424140404140424441416540424342444141404141434040414142434241404141424141424241424142414142444341434143414243404342424144414442404144404240404041414341424347414241434742434241414044444443444139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6.8.1.2 Gerçek: Bölüm ve Kelimelere Dayalı Olarak Kuran’ı Bölüm Seviyesinde Yeniden Yazma

Bu gerçekte, Kod 6.8.1.2, Kuran metni bölüm indeksleri ve her bölümdeki kelime sayısına göre yeniden yazılacak. 6.8.1.1 Gerçeğinde aynı yeniden yazma kodlama örüntüylerinin ayet seviyesi verilerinde de mevcut olduğunu gözlemlemiştik. Bu bölümde, aynı kodlama örüntüsünin bölüm seviyesi verilerinde de olduğunu gözlemliyoruz.

Temelde, 6236 numaralı ayet metin türüne göre 114 bölümün her biri için, ilk olarak bölüm indeksi ile her bölümdeki kelime sayısını toplayarak her bir bölümün temsil sayısını elde ederiz. Bu, yeniden yazma kodu olduğu için, her zamanki gibi, bu temsil sayılarını Kuran metnindeki her bir bölümün yerine yerleştiririz. Arapça sağdan sola yazıldığı için, ilk bölümün temsil sayısı en sağda olacak. Bu kitabın ana yaklaşımı olarak, bu 114 temsil sayısını birleştirerek Kuran metninin tek temsil sayısını elde ederiz. Hatırlayacağınız gibi, bu yaklaşım 6.8.1.1 Gerçeğinde ayet seviyesinde de kullanılmış ve işe yaramıştı. Bu nedenle, belirli bir örüntüsü gösteriyor ve potansiyel olarak ilginç olabilir.

Önce bölüm seviyesindeki sayıların tablosunun başını ve sonunu sunarak sayıları hatırlatalım.

tmp <- dfVCwl
tmp$cletters <- NULL
knitr::kable(head(tmp), booktabs = TRUE,
  caption = "Numaralı ayetler açısından Kuran bölümlerinin tablo başı.")

Table 6.10: Numaralı ayetler açısından Kuran bölümlerinin tablo başı.

Chapter_index	Verse_sum	cwords
1	7	29
2	286	6140
3	200	3501
4	176	3763
5	120	2837
6	165	3056

knitr::kable(tail(tmp), booktabs = TRUE,
  caption = "Numaralı ayetler açısından Kuran bölümlerinin tablo sonu.")

Table 6.10: Numaralı ayetler açısından Kuran bölümlerinin tablo sonu.

Chapter_index	Verse_sum	cwords
109	6	27
110	3	19
111	5	23
112	4	15
113	5	23
114	6	20

Ve, işte kanıt.

x <- dfVCwl
tmp <- x$Chapter_index + x$cwords
tmpr <- rev(tmp)
head(tmpr)

## [1] 134 136 127 134 129 136

tail(tmpr)

## [1] 3062 2842 3767 3504 6142   30

tmpr <- paste0(tmpr, collapse = "") 
as.bigz(tmpr) %% 19

## Big Integer ('bigz') :
## [1] 0

cat("Bu büyük sayının rakam sayısı", nchar(tmpr))

## Bu büyük sayının rakam sayısı 367

Gördüğümüz gibi, kalan 0 ve böylece sayı 19’un katıdır.

İşte bu delilin “367” rakam uzunluğundaki sayısı:

“1341361271341291361181321231281371171301371401351921271681291211331631451722281801591471941922521631852132582522583192393302733582982873293694003203543062442392874125065336324354073964133644114234026085896915333908799028351266121677390276681391813364045818471007146611861346921134310751301119513739901601157518606728448661807195718492514125033483062284237673504614230”

6.8.1.2.1 Gerçek: Kuran’ı Kelime ve Bölüm Numaraları ile Bölüm Seviyesinde Rakam Toplamı Kullanarak Yeniden Yazmak

Önceki gerçekte, Kuran’ın bölüm ve kelime numaraları bölüm seviyesindeki verilerin 6236 numaralı ayetler üzerinden toplandığında nasıl yeniden yazıldığını gözlemledik. Aynı kodlama örüntüsü tek bir farkla 6348 ayette de mevcut. Toplama işlemi yerine rakam toplama işlemi kullandığımızda, benzer bir şekilde 19 tabanlı kodlama ile yeniden yazımı şöyle gözlemliyoruz:

x<- dfVCWL
tmp <- paste0(x$Chapter_index , x$cWords)
tmp <- sapply(tmp, digitsum)
tmpr <- rev(tmp)
head(tmpr)

## 11424 11327 11219 11127 11023 10931 
##    12    14    14    12     7    14

tail(tmpr)

## 63060 52841 43767 33505 26144   129 
##    15    20    27    16    17    12

tmpr <- paste0(tmpr, collapse = '')
as.bigz(tmpr) %% 19 

## Big Integer ('bigz') :
## [1] 0

cat("Bu büyük sayıdaki rakamların sayısı: ", nchar(tmpr))

## Bu büyük sayıdaki rakamların sayısı:  224

İşte bu delilin “224” rakam uzunluğundaki sayısı:

“12141412714141910151513869223423282517202323232531282518162223181928312826271916201412272226272522231812202433332524222117192228272629241619242910233033232531172118143021201816151718201831302228192024291717212122152027161712”

Daha Fazla Gerçek:

İlgili iki kodun sonunda, Kod 4.1.2.3 ve Kod 4.1.2.5, bu iki kod arasındaki rakam uzunlukları arasında bir gerçek, Gerçek 4.1.2.6.2, gözlemlemiştik. Şu anki iki ilgili kod, Kod 6.8.1.1 ve Kod 6.8.1.2, arasında benzer bir gerçek olup olmadığını test ettim. İki kod arasında da benzer bir 19 tabanlı kodlama gerçeği gözlemledim.

Daha önce de belirttiğim gibi, bu iki kod, Kod 6.8.1.2 ve Kod 6.8.1.1, aynı örüntüyü paylaşıyor ve bu yüzden ilişkili olabilir. İki kodun sayıları arasındaki ilişki şu şekildedir. Kod 6.8.1.2’in test edilen sayısı 367 rakam uzunluğunda. Kod 6.8.1.1’in test edilen sayısı 12579 rakam uzunluğunda.

Gerçek şu ki, bu iki sayının rakam uzunluklarını birleştirdiğimizde, 36712579 sayısını elde ediyoruz ve bu da sanki birbirlerini tamamlıyormuş gibi 19’un katı.

6.8.2 Bölümler ve Kelimeler Arasındaki Gerçek

Delil 4.1.2.3 gözleminden sonra, kelimelerin bölüm ve ayetlerle olan ilişkisini de ayrı ayrı yeniden incelemeye karar verdim. Bölüm indeksleri ve her bölümdeki kelime sayıları arasında da Delil 4.1.2.3 ile benzer bir kod örüntüsü olduğunu gözlemledim. Teknik açıklamalar, Delil 4.1.2.3’de olduğu gibi, fakat bu kodda ayet toplamlarını çıkarıyoruz ve sadece bölüm indeksleri ile her bölümdeki kelime sayıları arasındaki koda bakıyoruz. Esasında, doğal sayıları doğal sıradaki gibi birleştirerek varsayılan kodlama örüntüsünü kullandık.

Size bu delilde kullanacağımız sayıları hatırlatmak için Kuran’ın bölüm seviyesindeki doğal sayılarını vermek istiyorum.

x<- dfVCWL
knitr::kable(head(x), booktabs = TRUE,
  caption = "Kuran'daki Bölümlerdeki Sayıların Tablosu.")

Table 6.11: Kuran’daki Bölümlerdeki Sayıların Tablosu.

Chapter_index	Verse_sum	cWords	cLetters
1	7	29	143
2	287	6144	26268
3	201	3505	15004
4	177	3767	16351
5	121	2841	12225
6	166	3060	12745

Her biri 114 bölüm için, ilk olarak bölüm indeksini ve o bölümdeki kelime sayısını birleştirerek her bölümün temsil sayısını elde ettim. Daha sonra bunları ilk bölümden 114’e kadar birleştirdim. Bu birleştirme yaklaşımı, Delil 5.5.1 ve Delil 4.1.2.3’de gözlemlediğimiz yaklaşıma benzer. Bu bölümün sonunda sizin testleriniz için bu 571 basamak uzunluğundaki büyük sayıyı yazdıracağım. Bu sayı, Kuran’ın numarasız Besmele ayetleri de dahil olmak üzere tüm ayetlerini içerir. Bu kodun kanıtı aşağıda yer almaktadır.

# 6348 ayetle bölüm seviyesindeki veri dfVCWL.
tmp2 <- paste0(dfVCWL$Chapter_index,
          dfVCWL$cWords)

head(tmp2)

## [1] "129"   "26144" "33505" "43767" "52841" "63060"

tail(tmp2)

## [1] "10931" "11023" "11127" "11219" "11327" "11424"

tmp <- paste0(tmp2, collapse = "")

as.bigz(tmp) %% 19 # Kalanın 0 olup olmadığını test et

## Big Integer ('bigz') :
## [1] 0

cat("Bu büyük sayının basamak sayısı ", nchar(tmp))

## Bu büyük sayının basamak sayısı  571

Bu gerçek, Kuran’ın bölümleri ve kelimelerinin de 19 tabanlı bir ilişkisi olduğunu gösteriyor.

Son olarak, işte 571 basamak uzunluğundaki büyük sayı:

“1292614433505437675284163060733458124692505101843111950121799138571483415661161848171562181587199752013572111782212832310562413232590026132427116328144229982308213155432376331307348883578236734378693873939118140123041798428644384044350454924664947546485644935750377513645231653364543465535656383575795847959451603566123062181631856424665293662586733768305692647022171231722907320474260751687624777185781787918380137811088285831738411285113866587768896891439086915892759344943195389676973498989940100441014010232103181043710527106211072910814109311102311127112191132711424”

6.8.3 Gerçek: Bölüm ve Kelimelerle Eşleşme Örüntüsü

Zaten Delil 6.8.1.1, Delil 6.8.1.2, Delil 6.8.2 ve Delil 6.8.1.2.1’de olduğu gibi, bölümler ve kelimeler arasında bölüm seviyesindeki verilerde birçok kodlama olduğunu gözlemledik. Özellikle Delil 6.8.1.2.1’de, bölüm seviyesindeki temsil sayısına rakam toplama işlemi uygulandığında Kuran’ın metninin yeniden yazılabileceğini gözlemledik. Bu alt bölümde, Gerçek 6.8.3, rakam toplama işlemi ile birlikte eşleşme kodlama örüntüsünün bölüm seviyesindeki verilerde var olduğunu gösteren bir gerçek sunacağım. 6348 ayetin tümü ile numaralandırılmış 6236 ayet arasında daha fazla 19 tabanlı ilişkiyi aşağıda sunuyor:

tmp1 <- paste0(dfVCWL$Chapter_index,dfVCWL$cWords)
head(tmp1)

## [1] "129"   "26144" "33505" "43767" "52841" "63060"

tmp2 <- paste0(dfVCwl$Chapter_index,dfVCwl$cwords)
head(tmp2)

## [1] "129"   "26140" "33501" "43763" "52837" "63056"

tmp <- paste0(tmp1,tmp2)
head(tmp)

## [1] "129129"     "2614426140" "3350533501" "4376743763" "5284152837"
## [6] "6306063056"

tail(tmp)

## [1] "1093110927" "1102311019" "1112711123" "1121911215" "1132711323"
## [6] "1142411420"

tmp <- paste0(tmp, collapse = '')
head(tmp)

## [1] "12912926144261403350533501437674376352841528376306063056733457334181246812429250592505101843101839111950111946121799121795138571385314834148301566115657161848161844171562171558181587181583199751997120135720135321117821117422128322127923105623105224132324131925900258962613242613202711632711592814422814382998229978308213081731554315503237632372331307331303348883488435782357783673436730378693786538739387353911813911774012304012264179841794428644286043840438364435044346454924548846649466454754647542485644856049357493535037750373513645136052316523125336453360543465434255356553525638356379575795757558479584755945159447603566035261230612266218162177631856318164246642426529365289662586625467337673336830568301692646926070221702177123171227722907228673204732007426074256751687516476247762437718577181781787817479183791798013780133811088110482858281831738316984112841088511385109866586618776877288968892891438913990869082915891549275927193449340943194279538953496769672973497309898989499409936100441004010140101361023210228103181031410437104331052710523106211061710729107251081410810109311092711023110191112711123112191121511327113231142411420"

tail(tmp)

## [1] "12912926144261403350533501437674376352841528376306063056733457334181246812429250592505101843101839111950111946121799121795138571385314834148301566115657161848161844171562171558181587181583199751997120135720135321117821117422128322127923105623105224132324131925900258962613242613202711632711592814422814382998229978308213081731554315503237632372331307331303348883488435782357783673436730378693786538739387353911813911774012304012264179841794428644286043840438364435044346454924548846649466454754647542485644856049357493535037750373513645136052316523125336453360543465434255356553525638356379575795757558479584755945159447603566035261230612266218162177631856318164246642426529365289662586625467337673336830568301692646926070221702177123171227722907228673204732007426074256751687516476247762437718577181781787817479183791798013780133811088110482858281831738316984112841088511385109866586618776877288968892891438913990869082915891549275927193449340943194279538953496769672973497309898989499409936100441004010140101361023210228103181031410437104331052710523106211061710729107251081410810109311092711023110191112711123112191121511327113231142411420"

as.bigz(tmp) %% 19 #Test et, kalan 0 mı

## Big Integer ('bigz') :
## [1] 8

cat("Bu büyük sayının basamak sayısı: ", nchar(tmp))

## Bu büyük sayının basamak sayısı:  1142

Son olarak, işte 1142 basamak uzunluğundaki büyük sayı:

“12912926144261403350533501437674376352841528376306063056733457334181246812429250592505101843101839111950111946121799121795138571385314834148301566115657161848161844171562171558181587181583199751997120135720135321117821117422128322127923105623105224132324131925900258962613242613202711632711592814422814382998229978308213081731554315503237632372331307331303348883488435782357783673436730378693786538739387353911813911774012304012264179841794428644286043840438364435044346454924548846649466454754647542485644856049357493535037750373513645136052316523125336453360543465434255356553525638356379575795757558479584755945159447603566035261230612266218162177631856318164246642426529365289662586625467337673336830568301692646926070221702177123171227722907228673204732007426074256751687516476247762437718577181781787817479183791798013780133811088110482858281831738316984112841088511385109866586618776877288968892891438913990869082915891549275927193449340943194279538953496769672973497309898989499409936100441004010140101361023210228103181031410437104331052710523106211061710729107251081410810109311092711023110191112711123112191121511327113231142411420”

6.8.3.1 Gerçek: Bölümler ve Kelimeler Arasında Toplam Seviyede Anahtar Kodlama

Bölümler ve kelimeler arasında toplam seviyede de bu kodlama mevcut. Tesadüf olabilir veya olmayabilir ama burada bir gerçek olarak sunuyorum.

6236 ayet dikkate alındığında 114 bölüm ve 77797 kelime ya da tüm 6348 ayet dikkate alındığında 114 bölüm ve 78245 kelime vardır. 1147779711478245 sayısının 19’un katı olduğunu gözlemliyoruz.

Bu kod, Gerçek 6.8.3’in potansiyel anahtar kodlama örüntüsü olarak duruyor. Çünkü, bu eşleşme kodlama örüntüsünü toplam sayılar seviyesinde gözlemliyoruz ve aynı kodlama örüntüsünü bölüm seviyesindeki verilerde de gözlemliyoruz. Ancak, bu kitabın tanımladığı kurallara dayanarak, sadece bölüm ve kelimeler bilgisi ile hiçbir kodu delil olarak kabul etmediğim için, bunu bir delil olarak kabul etmiyorum. Ancak, bu kodlar gelecek araştırmalar için güçlü kodlama gerçekleri olarak duruyor.

6.9 Kelimelerin Sırası ve Harflerle İlgili Gerçek

Bu gerçeğin kodu için, aşağıdaki tablolarda yer alan ve her bir ayetin sırasını tutan tanımlayıcı numaraları kullanacağım:

knitr::kable(head(unQuran), booktabs = TRUE,
  caption = "Kuran'ın tüm ayetlerinin tablo başlığı.")

Table 6.12: Kuran’ın tüm ayetlerinin tablo başlığı.

VerseI	chapter	verse	vwords	vletters	text
1	1	1	4	19	بسم الله الرحمن الرحيم
2	1	2	4	18	الحمد لله رب العالمين
3	1	3	2	12	الرحمن الرحيم
4	1	4	3	12	مالك يوم الدين
5	1	5	4	19	إياك نعبد وإياك نستعين
6	1	6	3	19	اهدنا الصراط المستقيم

knitr::kable(head(nQuran), booktabs = TRUE,
  caption = "Numaralandırılmış Kuran ayetlerinin tablo başlığı.")

Table 6.12: Numaralandırılmış Kuran ayetlerinin tablo başlığı.

VerseI	chapter	verse	vwords	vletters	text
1	1	1	4	19	بسم الله الرحمن الرحيم
2	1	2	4	18	الحمد لله رب العالمين
3	1	3	2	12	الرحمن الرحيم
4	1	4	3	12	مالك يوم الدين
5	1	5	4	19	إياك نعبد وإياك نستعين
6	1	6	3	19	اهدنا الصراط المستقيم

Şimdi sadece kelimeleri ve harfleri birlikte test edeceğim. Ek olarak, birleştirirken sıraya saygı gösterdiğimiz için, ayet ve bölüm sıralama bilgileri de bu testte dolaylı olarak dikkate alınıyor. Burada, bölüm başına ayet indekslerini doğrudan kullanmıyoruz ve böylece Kuran’ın her iki metin türünü de kullanabiliriz. Bu kodda, temelde kelime ve harf sayılarını doğal sırayla birleştiriyoruz. Ancak, bu kitapta açıklanan kurallar içinde olmadığı için bu kodu bir delil olarak kabul etmiyorum. Çünkü, mevcut kurallarla, potansiyel delil testleri için hiçbir zaman sadece kelimeleri ve harfleri tek başına test etmiyorum ve harf bilgisi olduğu için, bunları yeniden yazma kodları olarak kabul ettiğim ters sıralı durumları da sadece test ediyorum. Ancak, bu kod kayıtlarda tutulmaya değer ve olduğu gibi bilinmesi gerekiyor. Bu test, numaralandırılmamış ve numaralandırılmış 6348 ayeti içeren metin türünde şu şekilde işliyor:

x<- data.table(unQuran)
tmp <- paste0(x$vwords, x$vletters) 
head(tmp)

## [1] "419" "418" "212" "312" "419" "319"

tmp <- paste0(tmp, collapse = '')
as.integer(as.bigz(tmp) %% 19)

## [1] 0

Son olarak, işte 22999 basamak uzunluğundaki büyük sayı:

“4194182123124193199444191372784712528331147125311471049125111437291977167373411571772619198625102125323992078136634145391552082136019702811115701248231011363198019861143176810511469187984274110558478381258196918841050125383073727121156073018902095187728118602572410815701354125494520832380187117622497104511573714119772310193611452410223911354105229150157149231136328138104626108271073011911512713117679442510218721255104410442289743081249136525981961175918733312317761872175831141301131252145611472410310463111215701258186719832211530122146517761681187493317702711415541563311351979103714633012715542189451963414632130147372719751766311381787632115313501266104594224892091115713649379354318731123125723961768115022891866156225932912211611458512663816393916771354165515613212344185177765286178727120135925130624156522107146673290301212611012492497145783525103176514591252114916671249177220742093492143012722104259357247167226123261183918227122168114661465135472940177461933011445203331476428825122472002511135140844156527116634731281069381669542174316530114602401577271229415220822875018924102241184316967249391482497249211443917427123351483012513681665155720892811230134177945186114519871454177214521554129551321382810327118491964191372411531874113713504619715541347166614689432911624125241071150654187226107261221888115020811565155325922186271132279269614621147114872718662410935138155220921763208013608372081219173323795354518719808342086946630311321360115973215477252511415546283212916702075146113661354939115217793211583436144936271162912028120136733146729146229126135218839479371143146224911556249911441147104225991350207715691774135434157147014651781104311491144231131148351521459158494018772398311252812721881149125710471360156917689431245166113625275291155137123104157013546299412410563313601251271072499218819871050136462619844016625106752912189371571453728301211875216813538322510720739473315116741354197811471569177715641154228712531774361463012222959372812012552399241082199208693811572110011452095145843188729730218530121115741929125168228115145816793718619911370157113637127188299187913552210714702090241063515717831149176354265421855826414611360834249913531256271081988401922292321581578188515681555124314614920514649443817729121206914541040209411431037188011382095201002510229132301251565167316652310519772710762732118927281149176319752193311392098482043614318731249241011356301352287227715571761228828128361683216260235167040170331728372712812641040311222396622812010622941567730145421821979135011461454331352697208120671143836211097357322195207216661773124540178291262210211433212910401249146238163291302078628147133137361611991165818851145189211481453144922100843177837162199022103631341288321457146014732613625131145815661361114312501144249954216188726129125015735019141924975324261278311374320162281198627117104774024107452073214125119249218804215730134291072392157018752110017691352146224991664135693826106401623414013521468248812491364144919716828126113156841195311402611716665122833136104523104281161580381581368114824109125421772711016681363136747218126224104259431129209219891978341392596840259816582490177110421978157026128218916631467740186912524520516822092137224116241045119620862711993711451673261009342185241002086522132612822991559642801361228615662297177045153291081147241021142419146914491252114212533113816661353944135610412510093724929299361756732371371368145412571243104132133114717681660939197627111136014662290281141050196722821771156212461157146320799422390145615648432810317652510515712710863521742277145931113229517711248177310362710593252123103124745175391608382410614589501554186918651253259222931152145821100734844956165917811666441712210249201291281769126216691359441871568186516539431559844134413532510321901360221002395126223105114818631139104030116125920962410015692911828110941104136151838281341038937187172719753112820962611722952083311451670231064016739128281221351371428362711842180351491775177584414613514437138197716641666939832291042186419141350145710431246636627945115611481673175713505214167361566125417702510552628130125412487342083311382294166916781664261112911011471974115837157401611462231041042157036150281101048188713621472156820871995104538146321458351565291231772217693211391144135914711657145811397302711317712510713663513225113239683716666331563135311461354736840381562410719832293421591253633135916641359188218859409381044197923102941167193418651136624626932730734416114652211401155114162542531742031219778415221666211001676228810472294124713802390114311602913924991036940188523109411651565208936153136322891874391721146156914591563411703012943222321418324320020931773271181981187911411980147740172105219792610415645271364301329471042301221469731840518114022881040371532810429125125572873312561464269993910471252732104412507312389841166911484191889178263411471147115123101733115218672299231031358630125420812186626249712548361039114921951358199512611048198216741769197212522193135821981881165916661046331503514920881988136113671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6.10 Gerçek: Ayet, Kelime ve Harfler Arasındaki Kod

Genel kurallar çerçevesinde, metin sayılarının bu özel kombinasyonuna bakmıyoruz. Bu nedenle, bu başarılı testi bilgi kaydı olarak bir gerçek olarak sunuyorum. Bu ve diğer gerçekleri olasılık hesaplamalarına dahil etmeyeceğiz.
Benzer bir yaklaşımı, Code 5.5.1’e benzer şekilde yapacağız, ancak özel ayetler, kelimeler ve harfleri doğal sırayla birleştirerek, 6236 numaralandırılmış ayetlerin metin türündeki ayet seviyesi verileri ile şu şekilde gerçekleştireceğiz.

x<- nQuran #6236 ayet
tmp <- paste0(x$verse, x$vwords, x$vletters)
head(tmp)

## [1] "1419" "2418" "3212" "4312" "5419" "6319"

tmp <- paste0(tmp, collapse = '')
as.character(as.bigz(tmp) %% 19)

## [1] "0"

cat("bu büyük sayının basamak sayısı", nchar(tmp))

## bu büyük sayının basamak sayısı 35134

Ayrıca, önceki gerçeği tamamlayan başka bir gerçek daha var. Yukarıdaki gerçek, 6236 numaralandırılmış ayetlerde mevcut. Benzer örüntü, tüm 6348 ayette de mevcut. Bu sefer, her bir ayetin temsilci sayılarının rakam toplamını hesaplayarak onları şu şekilde birleştiriyoruz.

x<- unQuran #6348 ayet
tmp <- paste0(x$verse, x$vwords, x$vletters)
head(tmp)

## [1] "1419" "2418" "3212" "4312" "5419" "6319"

tmp <- sapply(tmp, digitsum) # her ayetin rakam toplamı
tmp <- paste0(tmp, collapse = "")  
digitsum(tmp) %% 19

## [1] 0

cat("bu büyük sayının basamak sayısı", nchar(tmp))

## bu büyük sayının basamak sayısı 12517

Gözlemlediğimiz gibi, Kuran’ın her iki metin kategorisinde de, ayet indeksleri, kelime ve harf sayıları arasında 19 tabanlı kodlar gerçek olarak ortaya çıkıyor.

6.11 Gerçekler: Bireysel Kategoriler Üzerine

Bu bölümde, genel sistemin delilleri olmaktan ziyade bazı ilginç bireysel örnekleri gerçekler olarak sunacağım.

6.11.1 Gerçek: Bölümler

\[c\]

\[114\]

Kuran’daki bölüm sayısı 114 ve bu sayı 19’un katıdır. Diğer tüm gerçekler arasında, Gerçek 6.11.1 en açık ve elle bile sayılması en kolay olanı gibi görünüyor. Ancak, yine de Kuran’ın metninin 19 tabanlı kodlama sistemi açısından ilginç bir gerçek. Çünkü, metnin 19 sisteminin ortaya çıkmasına yol açan önemli bir ipucu olarak duruyor.

Referansla ilgili olarak, bölüm sayısı ve 19’a bölünebilirliği tüm Müslümanlar tarafından zaten biliniyordu ve bunun için özel bir referansa gerek yoktur. Allah en iyi bilir, ama benim mütevazı görüşümde, “74:30. Üzerinde On Dokuz var” ayetiyle birlikte düşünüldüğünde, bu 114 sayısının 19’un katı olması, Müslümanların Kuran’ın metnindeki diğer sayılara merak salmalarını ve sonunda Kuran’ın metninin 19 tabanlı kodlama sistemini keşfetmelerini sağlamak için bu kadar açık bırakılmış bir ipucu olabilir (19 harfli Besmele ayetiyle birlikte).

6.11.2 Gerçek: Ayetler

\[v, V\]

\[6236-6348\]

Kuran’daki numaralandırılmış ayet sayısı, metinden bilgisayarlı olarak sayılarak \(6236 (v)\) olarak ve numaralandırılmamış ve numaralandırılmış ayetlerin toplamı olarak \(6348 (V)\) olarak 3.1.6.1 Bölümünde gösterilmiştir. Bu doğal metin sayılarını yeniden üretmek isteyen herkes için 3.1.3 Bölümünde tekrarlanabilir bir test sağlanmıştır. Her iki yönde birleştirerek test ettiğimizde, v (6236) ve V (6348) ayet sayılarının rakam toplamı \(38\) olup ve bu 19’un katıdır. Hesaplaması kolaydır ama biraz zaman kazanmak için yine digitsum fonksiyonunu kullanalım:

tmp <- paste0(v, V, collapse = '')
tmp

## [1] "62366348"

tmp1 <- digitsum(tmp)
cat("Basamaklarındaki rakamların toplamı: ", tmp1) 

## Basamaklarındaki rakamların toplamı:  38

Gerçek 6.11.2, her iki ayet sayısını da içerir ve 19 ile ilgili potansiyel ilişkilerini gösterir.

6.12 Gerçek: Diğerleri

Bu bölümde, genel kurallar dahilinde olmayan ama gerçekler olarak sunulan bazı ilginç kodları sunuyorum.

Sistematik bir örüntü gözlemleyemediğim ve kurallar belirleyemediğim durumlarda, ilginç bireysel örnekleri delil olarak kabul etmiyorum. Ancak, bazı ilginç sayıları ayrı gerçekler olarak rapor edeceğim. Bir sayının delil olarak iddia edilmesi için, her zaman belirlenen kuralları dikkate alırım ve potansiyel olarak test edilecek kombinasyon sayısını hesaplarım, böylece kodun istatistiksel olarak anlamlı olup olmadığını hesaplayabiliriz. İlginç test edilmiş bazı sayıları bir gerçek olarak kaydetmemin bir diğer nedeni, bunların henüz farkında olmadığım başka bir kodlama sisteminin parçası olabileceği, insanların etrafında daha fazla araştırma yapabileceği ve daha sonra bunları da delil olarak dahil edebilecekleri yeni bir örüntü bulabilecekleri içindir. Bu nedenle, bu mevcut gerçekte, ilginç bir gerçek olarak 19’a bölünebilen test edilmiş bir sayı sunacağım.

6.12.1 Gerçek: Toplamlar

Bu gerçek, bölüm başına ana tanımlayıcı sayıların toplamlarını birleştirmekle ilgilidir.

Bölümlerin, ayetlerin, kelimelerin ve harflerin toplamlarını hesaplayacağımız tabloları hatırlayalım.

require(data.table, quietly = T)
require(DT, quietly = T)
knitr::kable(head(nQuran), booktabs = TRUE,
  caption = "Numaralandırılmış Kuran ayetlerinin tablo başlığı.")

Table 6.13: Numaralandırılmış Kuran ayetlerinin tablo başlığı.

VerseI	chapter	verse	vwords	vletters	text
1	1	1	4	19	بسم الله الرحمن الرحيم
2	1	2	4	18	الحمد لله رب العالمين
3	1	3	2	12	الرحمن الرحيم
4	1	4	3	12	مالك يوم الدين
5	1	5	4	19	إياك نعبد وإياك نستعين
6	1	6	3	19	اهدنا الصراط المستقيم

knitr::kable(head(unQuran), booktabs = TRUE,
  caption = "Kuran'ın tüm ayetlerinin tablo başlığı.")

Table 6.13: Kuran’ın tüm ayetlerinin tablo başlığı.

VerseI	chapter	verse	vwords	vletters	text
1	1	1	4	19	بسم الله الرحمن الرحيم
2	1	2	4	18	الحمد لله رب العالمين
3	1	3	2	12	الرحمن الرحيم
4	1	4	3	12	مالك يوم الدين
5	1	5	4	19	إياك نعبد وإياك نستعين
6	1	6	3	19	اهدنا الصراط المستقيم

Bu tablolardan, bölümlerin ve ayetlerin her sütununun toplamını hesaplayabilir ve aşağıdaki gibi birleştirerek test edebiliriz:

# Metindeki tip 1 sayısını al, tüm 6348 ayetler
tmp <- dfVCWL
# Her 4 kategorinin sayılarının toplamlarını hesapla
tmp <- apply(tmp, 2, sum)

# 4 tanımlayıcının sayılarının toplamını hesapla
tmps <- sum(tmp) 

# 4 tanımlayıcının sayılarının birleştirilmesini hesapla
tmp2 <- paste0(tmp, collapse = "")

# 4 tanımlayıcının sayılarının ve toplamının birleştirilmesini hesapla
tmp2 <- paste0(tmp2, tmps) # 6555634878245332837423985

# Metindeki tip 2 sayısını al, 6236 numaralı ayetler
tmp <- dfVCwl
tmp <- apply(tmp,2,sum)
tmps<- sum(tmp)
tmp <- paste0(tmp, collapse = "")
tmp #"6555623677797330709"

## [1] "6555623677797330709"

tmp <- paste0(tmp,tmps)
tmp #"6555623677797330709421297"

## [1] "6555623677797330709421297"

# Her iki metin tipinde elde edilen sayıları birleştirerek bir araya getir
x<- paste0(tmp,tmp2)
# Bu sayı çıkmalı: "65556236777973307094212976555634878245332837423985"
print(x) 

## [1] "65556236777973307094212976555634878245332837423985"

#Testler
as.bigz(x) %% 19  # Test et 0 mı

## Big Integer ('bigz') :
## [1] 0

digitsum(x) %% 19 # Test et 0 mı

## [1] 0

# Her iki yöntemi göz önünde bulundurarak 2/3 başarıyı temsil eder

İlk sütun (Chapter_index), bölümlerin dizinlerini (1’den 114’e) ve bu dizinlerin toplamını içerir; başka bir gerçek olarak toplamı 6555’tir, bu da kendisi 19’un katıdır ve bu gerçekle ilgili üç sayıdan biridir. İkinci sütun her bölümün ayet toplamını ve bunun toplamını içerir ki, daha önce bildiğimiz üzere bu 6236’dır.

İlave Gerçek: Bölümler ve Ayetler Arasındaki Kod:

Bu gerçek, bölüm dizinleri ve bunlara karşılık gelen toplam ayetler arasındaki kodla ilgilidir. Bölüm dizinlerinin (1’den 114’e) toplamı 6555 ve bu bölümlerdeki ayetlerin toplamı 6236’dır. Birleştirildiğinde, test edilecek sayı olarak 62366555 sağlanır. Bu sayının basamak toplamı 38’dir, bu da 2x19’dur.

6.12.2 Gerçek: Genel Ayet Dizinleri ve Harfler Arasındaki Kod

Bu gerçekte, genel ayet dizinleri ve harfler arasındaki kodu sunuyorum. Bu kod yine yeniden yazma yaklaşımını taklit eder ve sağdan sola doğru birleştirir. Bu kod, basamak toplamı testini kullanır ve delillerin kurallarıyla uyumlu değildir, sadece bir gerçek olarak sunulmuştur. Bu kod, genel ayet dizinleri ve harfler birleştirildiğinde, elde edilen sayının basamak toplamının, 6348 ayetin hepsinde test edildiğinde 19’un katı olduğunu gösterir.

## Genel ayet dizinleri ve harfler
# İki olası sayı; bir test
x <- data.table(unQuran)
# İkisinin sırası önemli değil çünkü basamak toplamı testi geçti
tmp <- paste0(x$VerseI, x$vletters)
tmpr <- rev(tmp) # Tersi ve diğer yöntem basamak toplamı testi geçtiği için işe yarar.
tmpr <- paste0(tmpr, collapse = '')
as.integer(digitsum(tmpr) %% 19)

## [1] 0

cat("bu büyük sayının basamak sayısı", nchar(tmpr))

## bu büyük sayının basamak sayısı 37592

6.12.3 Gerçek: Bölüm Seviyesinde Harflerin Basamak Toplamı Üzerindeki Kod

Bu kod, tüm 6848 ayet metin tipindeki bölüm başına harf sayılarının basamaklarının basamak toplamının 19’un katı olduğunu gösterir.

tmp <- dfVCWL$cLetters
tmp <- paste0(tmp, collapse = '')
digitsum(tmp) %% 19 

## [1] 0

cat("bu büyük sayının basamak sayısı", nchar(tmp))

## bu büyük sayının basamak sayısı 410

6.12.4 Gerçek: Bölümler, Kelimeler ve Harfler Arasındaki İlişki

Bu kod, Kuran’ın tüm metnindeki her ayetteki kelime ve harf sayılarının yanı sıra bölüm dizinlerinin basamaklarının basamak toplamının 19’un katı olduğunu gösterir.

# Bölümler, kelimeler ve harfler
x <- unQuran
tmp <- paste0(x$chapter, x$vwords, x$vletters)
head(tmp) # büyük sayının başı

## [1] "1419" "1418" "1212" "1312" "1419" "1319"

tail(tmp) # büyük sayının sonu

## [1] "114414" "11428"  "11428"  "114417" "114520" "114313"

tmp <- paste0(tmp, collapse = "")
as.character(digitsum(tmp) %% 19)

## [1] "0"

cat("bu büyük sayının basamak sayısı", nchar(tmp))

## bu büyük sayının basamak sayısı 34429

6.13 Allah ve El-Rahman Kelime Konumları Üzerine İlave Gerçekler

Bu alt başlıklarda, Allah ve El-Rahman kelime konumlarıyla ilgili bazı ilginç kodlama örneklerini gerçekler olarak sunacağım.

Allah ve El-Rahman kelime konumları üzerine Delil 4.2.11.1 ve Delil 4.2.11.2’de zaten deliller sundum. Bu bölüm, gerçekler olarak bazı ilave ilginç kodları sağlar.

6.13.1 Allah ve El-Rahman Kelime Konumlarının Eşleştirildiğindeki Gerçeği

Bu gerçekte, Allah kelimesini içeren ayetlerin bölüm ve özel ayet dizinleri ile El-Rahman kelimesini içeren ayetlerin dizinlerinin bir arada da 19 tabanlı kodlamaya sahip olduğunu göstereceğim. Temelde, Allah ve El-Rahman kelime konumları arasındaki bu dizinleri eşleştireceğiz. Bu gerçeğin örüntüsü, Delil 4.2.11.1 ve Delil 4.2.11.2’de sunduğum şeye benzer. Bu alt bölümde, Allah ve aynı zamanda El-Rahman kelime konumları arasındaki dizinlerde aynı kodlama örüntüsünin olduğunu gözlemleyeceğiz.

# yunQ, tüm 6348 ayetten Allah kelimesi için
# yunQ2, tüm 6348 ayetten El-Rahman kelimesi için
tmpdf1 <- yunQ
tmpdf2 <- yunQ2 
x <- tmpdf1
tv <- c()
for(j in 1:nrow(x)) {
  if(x$verse[j] != 0){#tüm numaralandırılmış ayetler için
    tmp <- paste0(x$Chapter[j], x$verse[j])
  }else{#Numarasız Besmele ayetleri için
    tmp <- paste0(x$Chapter[j])}
  tv <- c(tv, tmp)}
length(tv)

## [1] 1678

tmpa <- tv
#
x <- tmpdf2
tv <- c()
for(j in 1:nrow(x)) {
  if(x$verse[j] != 0){#tüm numaralandırılmış ayetler için
    tmp <- paste0(x$Chapter[j], x$verse[j])
  }else{#Numarasız Besmele ayetleri için
    tmp <- paste0(x$Chapter[j])}
  tv <- c(tv, tmp)}
length(tv)

## [1] 157

#Her iki vektörü eşleştir
tmp <- paste0(tmpa, tv)
#tüm sayıları birleştir
tmp <- paste0(tmp, collapse = "")

as.bigz(tmp) %% 19 #19 için test

## Big Integer ('bigz') :
## [1] 0

nchar(tmp)

## [1] 10313

Bu 10313 basamak uzunluğundaki büyük sayıya aşağıdaki linkten ulaşabilirsiniz:

Quran19 GitHub Sayfası

Biri sadece büyük sayıyı kopyalayıp bir web tabanlı büyük sayı hesaplayıcısına yapıştırarak kendisi test edebilir.

Son olarak, işte 10313 basamak uzunluğundaki büyük sayı:

“1111213272292163210321542175220622372268227102551126012261132641426715270162731727417110275182761927719452791958280196128319692851975288197828919852901987291198829419932971996298202101205210220902103201092106212107212621092136211021422114211122115222116232118242120252132255921372560213825632139262140265214327214427302148282149292153302154312158322159332161342164352165362167361121693615217036232173365221743721763821813921824021854121874122189422190432192431921944320219543362196434521974421984521994622004722034822044922065022075033220951221052221153221354221455221555122175622185722195822205922225922222360222461222562222663222764222865222966223067223167322336719223567202237672922396822426922437022447122457222467322477422497522517622527722537822557837225778382258792259802260812261822262832265842266852267862270872272882273892275902276912278922279932281942282952283962284972286983993210034101351023710339104310105311106313107315108318109319110321111323112328113329114330113311333223332163337333943405342634573478349103501135112352133541435515359163611736217110363183641937019453731958375196137619693771975378197837919853811987383198838619933871996389203922053942090395201093972139821263992136310121423102211123103223107233108243109253112255931132560311625633117263119265312027312227303123283126293130303132313135323140333141343142353144363145361131463615314836233150365231523731543831553931564031574131584123159423160433162431931634320316443363165434531664431674531694631704731714831734931745031765033317751317952318053318154318255318355131875631915731955831985931995922320060461416245634964411654126641367414673415671941667204176729419684236942470426714287242973430744327543376434774357843678374377838439794408044281443824468344784448854498645087452884548945690458914599246193463944649546996470974729847399474100475101476102477103478104479105480106481107482108483109484110485111486112487113488114489114901349224932163494349544965497649974100841021041031141041241051341061441071541081641091741101711041111841131941141945411619584118196141191969412219754123197841251985412619874127198841281993412919964130204131205413320904134201094135214137212641402136414121424142211124143224146234147244148254149255941502560415225634153264155265415727415827304160284164294165304166314167324168334169344170354171364173361141763615536235136525237533854395640574158412594251143512431951343205144336515434551644517455184652047521485234952750528503353151533525345353554538555395515405654157542585435954459225456054761548625496355064551655526655467555673556671955767205606729564685676957170572715737257473576745807558576587775887858978375917838592795948059581596825978359884510085510186510387510488510589510690510891510992511093511294511595511696511797511998699631006141016171026191036211046311056331066341076351086361096371106391116401126461136471146501165313656266221636643670467156806688769086911069311695126102136107146108156109166111176114171106116186118196119194561211958612419616125196961281975613619786137198561381987614019886142199361441996614520614820561502090615120109615221615721266159213661642142721112726227282373024732257332559737256074325637442674526574927750273075428756297593076231765327693377034771357733677436117853615786362378736527893779938710139710540713141714041271584271644371694319717843207185433671864345718744718845718946719047719448719649850815033825187528105381354816558175518185681957820588225982359228246082561827628286382964830658336683467836673837671983967208406729842688436984470845718467284773848748497585176852778537885578378587838860798618086281863828648386684868858698687087871888728987490875919192929393949495959696979798999991410091510191610291710391810491910592010692210792410892510992611092711192811292911393011493111932139342936216393739384940594169437946894810951119521295513959149601596116963179641711096718968199701945971195897219619741969975197597719789781985979198798019889811993983199698520989205990209099320109994219962126997213699921429100211129102229104239105249106259107255991092560911125639112269115265911627911727309118289119299120309121319123329127339129341035103361043611105361510636231011365210163710173810183910214010224110274121030421031431032431910344320103543361036434510374410384510444610454710464810494910555010585033105951106052106253106454106655106855110695610715710725810815910825922108560109561101006210104631010664101076510109661167112673114671911667201113672911146811186911197011207111267211297311307411317511337611347711417811437837115078381154791156801161811163821164831173841178851184861186871192881110189111139011115911292122393123894123995124096125297126698126799126810012761011279102128010312831041286105128710612881071290108129110912921101296111129911212107113121081141311132131382131121631313313164131751320613217132581326101327111328121331131333141334151336161337171338171101339181419142194514319581441961145196914619751481978149198514101987141119881412199314191996142020142120514222090142420109142521142721261428213614322142143421112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75265762776627307692876112976303077317832793379253480358136812936118236158336238436528537863887398774088418824412894290439143199113432092433693434594449545958469647961448974998509825033985519885299531005410155102551103561045710465810559106592210760108611096211063110164110265111661126711216731122671911367201146729”

6.13.2 Allah Kelime Konumları ve Frekansları Üzerine Gerçek: Birleştirme İle

Bu gerçekte, genel ayet dizinleri, bölüm dizinleri, ayet dizinleri ve Kuran’ın numaralandırılmış ayetlerindeki Allah kelime sayımlarının, birleştirmelerine göre de 19 tabanlı kodlamaya sahip olduğunu göstereceğim.

Bu gerçekte, genel ayet dizinini, bölüm dizinini ve o ayetteki Allah kelime sayısını birleştiriyoruz. Örneğin, ilk bölümde (El-Fatiha) Besmele ayetinin numaralandırılmış ayetlerindeki ilk Allah kelimesi, aynı zamanda ilk genel ayet dizinine de sahip. Böylece, doğal sırayla birleştirerek bu ayet için temsil eden sayıyı elde ediyoruz: 111. Benzer şekilde, Allah kelimesi içeren bir sonraki ayet, genel ayet dizini 14’te ve ikinci bölümde bir Allah kelimesi ile. Böylece, doğal sırayla birleştirerek bu ayet için temsil eden sayıyı 1421 olarak alıyoruz. Bu, içinde Allah kelimesi olan tüm ayetler için yapılır. Sonra bu temsil eden sayıları tablonun normal sırasına göre birbirine ekliyoruz. Sonra 9742 basamak uzunluğunda ve 19’un katı olan büyük bir sayı elde ediyoruz. İşte bu testin kanıtı:

y <- ynQ #ynQ, 6236 ayetten
head(y)

##    Gen_verseI Chapter verse countW
##         <num>   <num> <num>  <num>
## 1:          1       1     1      1
## 2:         14       2     7      1
## 3:         16       2     9      1
## 4:         17       2    10      1
## 5:         22       2    15      1
## 6:         24       2    17      1

tmp <- paste0(y$Gen_verseI, y$Chapter,
              y$countW)
# her ayetin sayılarının baş tarafı
head(tmp)

## [1] "111"  "1421" "1621" "1721" "2221" "2421"

tmp <- paste0(tmp, collapse = "")
as.bigz(tmp) %% 19 #mod 19 sıfır olmalı

## Big Integer ('bigz') :
## [1] 0

Bu 9742 basamak uzunluğundaki büyük sayıya aşağıdaki linkten ulaşabilirsiniz:

Quran19 GitHub Sayfası

Biri sadece büyük sayıyı kopyalayıp bir web tabanlı büyük sayı hesaplayıcısına yapıştırarak kendisi test edebilir.

Son olarak, işte 9742 basamak uzunluğundaki büyük sayı:

“1111421162117212221242127223021332234226221672168227121742177218021812282218321842186218723902192219521962297229822101211042110521108221092111021113211142211622117221212112222123211252112722139211442114522146211472315023151211552215621160211612116522166211682117121172231742117621177211802218122183211882118921192221942419621197221992120122202222032220421205212062220721210222112121321214212162121722218222202222122222212242222522226212272222922230212312123221233212342123521236242372223824240222422324421246212492125022251222522125322254222562325824259212602426221264212652226623267212682126921272212732127421277212792228022282222832128521286212882128925290212912129321295312973129831300313023130331304313063130831311313123331431316313213332231323313243232532326313303233232333313353133831340313423234331344313453234731348313523135431355323563135732363313663236831369313703237133372323743137631379313803138231385313873138831390313913139232394313953139633400314013240231405334063140931410314123141331415314163241932423314253142832433314343143531437324383143931441314433144531447314483244931450324513145233453324553245631457314583145931460314623146331464324663146732469324703147233473314743247531476314803148431488314913249232493314944249841502415044350541506425074150841509415104351241516415174251941521415224152341525435264152743528425294253041532425334153541536415394154041541415424154341545425474154941551435524255441556415574356242563415654156641567425684156941570415714257241573415744157541576415774257841579415804258142582415834258542586415874458844589415904159242593445954159641597425984159942600416014260241603426044160643607416094161141612426154261641618416194162042621416224162342624426264162742628416304163342634426354263641639416404264142642416434164541646416484265041651426534165741658426594166041661416624166341664436664166942670516715367252673546755167653677526785168053681536825168351684516855168652687516895169051692526965169751700517025170351704517075170852709517105371151712517135271451716527175371853719517205172151723537245172552726517295273352736517405174153742517435174551749517545175652757527585276051761517635276452765517665376752769517705177252773517745177551777517785177951781517845178552786517885279261803618066180862810618206182261823618246182561826618286182962835628366183961842628456185161853618596186063869618776187961880638826388462891618966189762898619006190361905619076190861910619136391462917619256192661927619296293161933639346193761939619406194161946619486195361980719827298471986719877199172997719987199971100371100472100872101071101371101671101971102371102471102571102773102871103971104071104171104374105372105571105971108571109471111271111871112371113271113971114071114171114271114371114471114871115071116182116281116782117083117383117681117783117881117981118081118281118381118481118581118781118881118981119081119382119481119681119781119981120081120282120382120482120581120682120781120881120982121181121283121382121581121881122083122181122281122381122481122682122881122982123081123181123281123481123582123691123792123893123991124091124191124292124491124991125091125192125291125392125492125592125791125992126091126191126291126392126491126593126691126792126992127193127292127391127594127691127891128191128391128692128791129091129494129592129691129891129991130291130392130591130693130792130992131091131291131392131491131591131692131891132091132491132591132891132992133191133291133493133591133792133992134091134191134291134491134693134791135092135192135291135392135491135593135691135891136291136491136710213681011369101137010113751011380101138110113821031385101138610113911011394101139510113961011398101139910114001011401101140210114081011409101141010114131011419101142210114231021424102142610114281011430101143210214331011435102143610114451021446101144910114591011464101146810214701011471101147310114751111477111147911114861111487111149111214921111493111149911115021111503111150411315061111507111151411115161111523111152711115291111534111153611115371121546112155111115571111559111156511115741111586111158811116191211634121163512116361211648121166212216631211664121167212116751211676122167912116821221683122168412116861221687121168812116921211695121170312117041221709131171513117181331720131172313217241321727131172813117321321733131173413117351321738133174013117411311743131174413117451311746131175214117531411754141175514117561411758141175914117601411761143176214217691411770141177114217721411774141177514117771431778141178214117841411788141179214117961411797142180114218711511898151190216119101611919162192116119241611927161192916119321611934161193616119371621938161193916119421611946161194916119521611953161195416119621611971161197216119731611974161197516119761611977161197816119801611984161198816119891611991161199216319931611994161199516119961621997161200516220061612007161200816120091612013163201516220161622017162202916120511712062171206817121231712126171212817121391712144181215518121561812157182216118121641812166181217818121791812183181218518122091812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6.13.3 Gerçek: Genel Ayet Dizinleri, Bölüm ve Özel Ayet Dizinleri

Bu gerçekte, içinde Allah kelimesi bulunan her bölümdeki genel ayet dizinlerinin, bölüm dizinlerinin ve özel ayet dizinlerinin tüm ayetlerde 19 tabanlı kodlamaya sahip olduğunu göstereceğim.

Bu gerçek, içinde Allah kelimesi bulunan her genel ayet dizinini, bölüm dizinini ve özel ayet dizinini tüm 6348 ayet göz önünde bulundurularak birleştirir. Daha sonra bu temsil sayılarını doğal sırasında birleştiririz. Sonuç olarak elde edilen 12126 basamak uzunluğundaki büyük sayı 19’un katıdır.

x <- yunQ #tüm 6348 ayet
tv <- c()
for(j in 1:nrow(x)) {
  if(x$verse[j] != 0){#tüm numaralandırılmış ayetler için
    tmp <- paste0(x$Gen_verseI[j], x$Chapter[j], x$verse[j])
  }else{#Numarasız Besmele ayetleri için
    tmp <- paste0(x$Gen_verseI[j],x$Chapter[j])
  }
  tv <- c(tv, tmp)
}

# her ayetin sayılarının baş tarafı
head(tv)

## [1] "111"   "82"    "1527"  "1729"  "18210" "23215"

tail(tv)

## [1] "6325111"  "6331112"  "63321121" "63331122" "6336113"  "6342114"

tmp <- paste0(tv, collapse = "") 
as.bigz(tmp) %% 19 # mod 19 sıfır olmalı

## Big Integer ('bigz') :
## [1] 0

cat("bu büyük sayının basamak sayısı", nchar(tmp))

## bu büyük sayının basamak sayısı 12126

Bu 12126 basamak uzunluğundaki büyük sayıya aşağıdaki linkten ulaşabilirsiniz:

Quran19 GitHub Sayfası

Biri sadece büyük sayıyı kopyalayıp bir web tabanlı büyük sayı hesaplayıcısına yapıştırarak kendisi test edebilir.

Son olarak, işte 12126 basamak uzunluğundaki büyük sayı:

“1118215271729182102321525217282203122334226352276325568260692617226475267782708127382274832758427685277872798828091283932859628897289982909929110229410529710629810921011102102111210311421061152107117210911821101222114123211512421161262118128212014021321452137146213814721391482140151214315221441562148157214916121531622154166215816721591692161172216417321651752167177216917821701812173182217418421761892181190218219321851952187197218919821902002192202219420321952042196205219720621982072199208220021122032122204214220621522072172209218221021922112212213222221422322152252217226221822722192282220230222223122232322224233222523422262352227236222823722292382230239223124122332432235245223724722392502242251224325222442532245254224625522472572249259225126022522612253263225526522572662258267225926822602692261270226227322652742266275226727822702802272281227328322752842276286227828722792892281290228229122832922284294228629532973229934300353023730439305310306311308313310315313318314319316321318323323328324329325330326331327332328333332337334339335340337342340345342347344349345350346351347352349354350355354359356361357362358363359364365370368373370375371376372377373378374379376381378383381386382387384389387392389394390395392397393398394399396310139731023983103402310740331084043109407311240831134113116412311741431194153120417312241831234213126425313042731324303135435314043631414373142439314444031454413146443314844531504473152449315445031554513156452315745331584543159455316045731624583163459316446031654613166462316746431694653170466317146831734693174471317647231774743179475318047631814773182478318348231874863191490319549331984943199495320049644974150145505495074115084125094135104145114155124165134175154195194235204245224265244285254295264305284325294335304345314355324365334375354395364405384425394435424465434475444485454495464505484525504545524565544585554595574615594635604645654695664705684725694735704745714755724765734775744785754795764805774815784825794835804845814855824865834875844885854895864905884925894935904945914955924965934975954995964100598410259941036004104601410560241066034107604410860541096064110607411160941136104114612411661441186154119618412261941236214125622412662341276244128625412962641306274131629413363041346314135633413763641406374141638414263941436424146643414764441486454149646415064841526494153651415565341576544158656416066041646614165662416666341676644168665416966641706674171669417367241766735674516755267653677546795668057681586825968451168551268651368751468851568951669051769151869352069452169652370052770152870453170653370753470853571153871253971354071454171554271654371754471854572054772154872254972355072455172555272755472855572955673055773356073756474056774457174557274657374757474957675358075858576058776158876258976459176559276759476859576959677059777159877351007745101776510377751047785105779510678151087825109783511078551127885115789511679051177925119794679763808614811617813619815621825631827633828634829635830636831637833639834640840646841647844650847653850656856662858664864670865671874680882688884690885691887693889695896610290161079026108903610990561119086114910611691261189136119915612191861249196125922612893061369316137932613893461409366142938614493961459426148944615094561519466152951615795361599586164960798672698872899073099273299373399773710037431004744100574510097491010750101475410167561019759102276210257651029769103077010317711033773103477410457851046786104778710497891059799106171011065710510917131110071401118715811247164112971691138717811457185114671861147718711487188114971891150719011547194115671961167811688111698211748711778101180813118381611848171185818118681911878201189822119082311918241192825119482711958281196829119783012008331201834120383612048371206839120784012098421210843121184412128451213846121484712158481216849121885112198521220853122285512258581227860122886112298621230863123186412338661235868123686912378701238871123987212418741242875124391124492124593124694124795124896124997125199125691412579151258916125991712609181261919126292012649221266924126792512689261269927127092812719291272930127393112749321276934127893612799371280938128294012839411285943128894612909481293951129495212979551301959130296013039611305963130696413099671310968131297013139711314972131697413179751319977132097813219791322980132398113259831327985133198913329901335993133699413389961339997134199913429100134491021346910413479105134891061349910713519109135391111354911213579115135891161359911713609118136191191362912013639121136591231369912713719129137210137510313761041377105137810613831011138810161389101713901018139310211394102213991027140210301403103114041032140610341407103514081036140910371410103814161044141710451418104614211049142710551430105814311059143210601434106214361064143810661440106814411069144310711444107214531081145410821457108514671095147210100147610104147810106147910107148110109148211148411214861141488116149511131496111415001118150111191502112015081126151111291512113015131131151511331516113415231141152511431532115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