tag:blogger.com,1999:blog-16869657318324424742024-03-06T01:59:46.995+02:00Religie en mythesAapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.comBlogger83125tag:blogger.com,1999:blog-1686965731832442474.post-12327370724471436742012-12-31T09:01:00.000+02:002012-06-22T10:01:05.306+02:00<div dir="ltr" style="text-align: left;" trbidi="on">
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</div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-85608107964480361692012-10-31T21:34:00.001+02:002012-10-31T21:34:16.153+02:00Mekka is een lelijke betonnen Las Vegas gewordenDe Heilige Hadj. <a href="http://nl.wikipedia.org/wiki/Hadj" target="_blank">Mooi</a>
is dat altijd.<br />
<br />
<img alt="moneymaker.jpg" height="400" src="http://www.geenstijl.nl/archives/images/moneymaker.jpg" title="Money Makert!" width="400" /> <br />
<br />
Een grote kudde moslims bij elkaar die rondjes loopt
rond de kaäba.<br />
<br />
Heuveltjetik doen. Heilige Spa drinken.<br />
<br />
En natuurlijk
collectief de duivel stenigen.<br />
<br />
Schept toch een band. De Hadj is een
prima feestje, altijd. Alleen er komen de laatste jaren steeds meer
klachten. Nee, niet dat de rituelen wel erg infantiel zijn in 2012, maar
over Mekka zelf.<br />
<br />
De heilige stad van de moslims is namelijk een
<u><b>betonjungle</b></u> geworden. Een <a href="http://www.trouw.nl/tr/nl/5091/Religie/article/detail/3339926/2012/10/31/De-hadj-een-commercieel-rommeltje-geworden.dhtml" target="_blank">commerciële rommel</a>.
<b>Inwoners spreken zelfs over het nieuwe Las Vegas</b>. <u><b>Niet publiekelijk,
natuurlijk</b></u>, want dan worden ze door de <b>geheime politie van de Saudische
dictatuur opgepakt</b>. Maar heimelijk. Of door moslims die na een
pelgrimstocht weer terugkomen in een land waar vrijheid van
meningsuiting wel rechtsgeldig is. Zoals in Engeland, waar zowel in de <a href="http://www.guardian.co.uk/commentisfree/belief/2012/oct/28/hajj-mecca-islam-skyscrapers-litter" target="_blank">Guardian</a> als in <a href="http://www.independent.co.uk/news/world/middle-east/mecca-for-the-rich-islams-holiest-site-turning-into-vegas-2360114.html" target="_blank">The Independent</a>
door Hadj-gangers geklaagd wordt over de <u><b>vercommercialisering</b></u> van wat
een plek van <b>meditatie, rust en heiligheid</b> zou moeten zijn.<br />
<br /><br />
Naast de Grote Moskee en de kaäba staat tegenwoordig de <a href="http://en.wikipedia.org/wiki/Abraj_Al_Bait" target="_blank">Abraj al-Bait</a>,
a.k.a. de grootste klokkentoren ter wereld + luxe hotel. Om dit soort
winkelcentra, hotels en wolkenkrabbers mogelijk te maken, wordt een hoop
<u><b>eeuwenoud cultureel erfgoed gesloopt. Zonder schaamte</b></u>. Met goedkeuring
van de <b>fundamentalistische imams</b> die geen pelgrims meer zien maar
<u><b>biddende dollartekens</b></u>. En zo blijkt ook hardcore islam slechts een dun
vernisje te zijn als er dikke centen gemaakt kunnen worden.<br />
<br />
Mooi. Het
was immers de geldzucht van de oppermachtige Katholieke Kerk waar Luther
tegen in opstand kwam toentertijd, de Reformatie voor in gang zette en
zo de macht van het christendom deed afbrokkelen om plaats te maken voor
de Verlichting.<br />
<br />
Commercialisering holt religie uit, dus altijd een
goede zaak.<br />
<br />
Islam: niet langer een achterlijk middeleeuws geloof, maar
een achterlijk Rennaissance geloof. Gewoon massaal investeren in
lucratieve bouwprojecten in Mekka, dan komt alles goed.<br />
<br />
Het klinkt hard maar waar. Dit soort feiten mogen de wereld niet in, want daar kunnen de moslims niet tegen. Het komend jaar gaat Saudi Arabia in Medina en Mekka weer eeuwen oude erfgoed buldozeren, o.a. ook de geboortehuis van profeet Mohamed etc.. Maar dat mag niet bekend worden of over gesproken worden. Daarvoor in de plaats komt dan een super modern uitbreiding van de moskee om anderhalf miljoen extra pelgrims te kunnen herbergen. Hoe meer pelgrims hoe meer $$$$$.<br />
Kassa.<br />
<br />
<br />Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-73052862584108598502012-07-19T18:51:00.001+02:002012-07-19T18:51:52.926+02:00George Carlin - Religion is Bullshit<iframe frameborder="0" height="533" src="http://www.funnyordie.com/embed/7b17c23851" width="640"></iframe><br />
<div style="font-size: x-small; margin-top: 0; text-align: left; width: 640px;">
<a href="http://www.funnyordie.com/videos/7b17c23851/george-carlin-religion-is-bullshit-from-classicstandupfan" title="'from classicstandupfan">George Carlin - Religion is Bullshit</a> - watch more <a href="http://www.funnyordie.com/" title="on Funny or Die">funny videos</a> <iframe allowtransparency="true" frameborder="0" scrolling="no" src="http://www.facebook.com/plugins/like.php?app_id=138711277798&href=http%3A%2F%2Fwww.funnyordie.com%2Fvideos%2F7b17c23851%2Fgeorge-carlin-religion-is-bullshit-from-classicstandupfan&send=false&layout=button_count&width=150&show_faces=false&action=like&height=21" style="border: none; height: 21px; overflow: hidden; vertical-align: middle; width: 90px;"></iframe>
</div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-58226892915229646342012-04-01T19:29:00.002+02:002012-04-01T19:32:05.586+02:00De miljarden van het Vaticaan..!!<div style="text-align: center;"><span style="font-size: large;"><b>Heb jij je ooit afgevraagd hoe rijk de Rooms-katholieke kerk werkelijk is. In het boek ‘De miljarden van het Vaticaan’, gaat schrijver/filosoof Avro Manhattan een kijkje in de werkelijke vermogen van de Katholieke kerk.</b></span></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfNBQE8fF3ybJZtAncu6Xicvvo6AFf55aX4BSVZjL_IGp7K4MtVNVN6aKPIxWIBgfsg1vYdtqw1aLQHiiYSaQEPTgt_ru_hC5y3vEUuqMcQSiFxsRsVvJI3FhMhA1W0Knj2Guap2lKY4w2/s1600/vatican+milliarden.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfNBQE8fF3ybJZtAncu6Xicvvo6AFf55aX4BSVZjL_IGp7K4MtVNVN6aKPIxWIBgfsg1vYdtqw1aLQHiiYSaQEPTgt_ru_hC5y3vEUuqMcQSiFxsRsVvJI3FhMhA1W0Knj2Guap2lKY4w2/s640/vatican+milliarden.jpg" width="416" /></a></div><br />
<br />
<br />
<b><u>Een paar citaten:</u></b><br />
<br />
‘Het Vaticaan heeft enorme investeringen, in samenwerking met de Rothschilds uit Groot Brittannië, Frankrijk en Amerika, met de ‘Hambros Bank’, met ‘Credit Suisse’ in London en Zurich. En in de VS heeft het Vaticaan enorme inversteringen in de Morgan Bank, de Chase-Manhattan Bank, de First National Bank of New York, de ‘Bankers Trust Company’, onder andere.. Het Vaticaan heeft miljarden aan aandelen in de grootste en meest machtige bedrijven zoals Gulf Oil, Shell, General Motors, Bethlehem Steel, General Electric, IBM, TWA en etc.’ (…)<br />
<br />
“Om je een idée te geven van het enorme kapitaal aan onroerend goed dat onder de vleugels van de Katholieke Kerk wordt beheerd en in de jaarlijkse aankoop ervan., hier een opmerking van een van de leden van de ‘New York Catholic Conference’, namelijk dat ‘deze kerk waarschijnlijk aan de top van de ranglijst van onroerend goedbezitters, alleen wordt voorgegaan door de overheid van de United States Nog een statement van een Katholieke priester, die landelijk in de organisatie opereert: “De Katholieke Kerk moet vast het grootste bedrijf zijn in de VS. We hebben namelijk vestigingen in elke buurt van elke stad. Onze bezittingen en ons onroerend goed-portefeuille zullen ongetwijfeld groter zijn van die van ESSO, AT&T en US-Steel tezamen! En onze lijst van huurdersbetalingen zal waarschijnlijk alleen worden overtroffen door de overheid van de VS…”<br />
<br />
En de Katholieke Kerk zal de grootste aandelenhandelaar zijn van de wereld, wanneer je alle bezittingen optelt. Het Vaticaan is –onafhankelijk van elkaar opvolgende Pausen- zich gaan oriënteren op de VS. De Wall Street Journal meldde dat de deals van het Vaticaan, alleen al in de VS, zó groot waren, dat vaak goud werd aangekocht of verkocht, ter waarde van meer dan US$ 1 miljoen per keer. (…)<br />
<br />
“De schat aan goudstaven van het Vaticaan wordt door het ‘United Nations World Magazine’ geschat op ‘enkele miljarden dollars’. Een groot deel hiervan is opgeslagen in goudbewaarplaatsen bij de US Federal Reserve Bank, terwijl de rest is opgeslagen in Engeland en Zwitserland. En nog steeds is dit slechts een klein deel van het vermogen van het Vaticaan, dat alleen al in de VS groter is dan het bezit van de rijkste 5 top-concerns in de VS. Als je daarbij al het onroerend goed, het aandelen- en effectenbezit buiten de VS meerekent, dan krijg je een optelling van de rijkdom van de Katholieke kerk, die vergelijkbaar is met het bezit van een groot Westers land.” <br />
<br />
“De Katholieke kerk is daarmee de grootste onafhankelijke financiële kracht in de wereld, een vergaarplaats van rijkdom en onroerend goed in het bestaan van de mensheid. Deze kerk is de grootste eigenaar van materiële rijkdom dan enig ander instituut, bedrijf, bank, samenwerkingsvorm, overheid of staat op de hele globe.. Daarmee is de Paus, als de zichtbare heerser van deze immense massa rijkdom, vanzelfsprekend het rijkste individue van de twintigste eeuw. Niemand is maar bij benadering in staat een schatting te maken van zijn onmetelijke rijkdom, in termen van miljarden dollars.. <br />
<br />
<b><u>Mr. Manhattan stelt zich ook een van de meest uitdagende vragen rondom de morele leidraad van de Katholieke kerk rondom dit welvaartsoverschot:</u></b><br />
<br />
“Jezus, de persoon die aan de basis stond van het Christendom, was de armste van de armen. De Rooms-Katholieke kerk, die claimt Zijn kerk te vertegenwoordigen, is de rijkste van de rijksten, het meest welvarende instituut van de wereld. (…) Hoe kan het dan dat een dergelijk instituut, dat zegt te handelen in de naam van dezelfde rondreizende prediker, wiens behoeften zodanig waren, dat hij niet eens een kussen had om zijn hoofd te rusten te leggen, nu zodanig topzwaar is geworden van rijkdom, dat het kan wedijveren met de gecombineerde macht van meestal twijfelachtige financiële conglomeraten.. Samenwerkingsvormen van de meest potente industriële superreuzen, en met de meest welvarende wereldwijd opererende corporaties in de wereld?<br />
<br />
Zou het niet fantastisch zijn als de Paus eenvoudig antwoord zou geven op deze vraag? <br />
De interesse in deze rijkdom wordt niet gemaakt vanuit een persoonlijk perspectief. Er heerst diepe verontwaardiging over deze morele corruptie vanuit het menselijk perspectief. De rijkdom van de Katholieke kerk is zodanig dat het enorme, duurzame, sociale programma’s op zou kunnen zetten. WERELDWIJD! Programma’s die alleen al de enorme honger in de wereld zouden eindigen. Deze kerk heeft ook de kracht en de middelen om zich tegen alle oorlogen te verzetten. Deze kerk heeft de financiële vermogens om een eco-vriendelijke planeet te initiëren, de Bijbelse hemel op Aarde. Hoe ironisch kan het zijn…!<br />
Maar waarom zouden ze investeren in de ‘groene technology’, terwijl je tegelijkertijd enorme investeringen doet, in aandelen van olie- en gasexpoitanten. Feitelijk paste de Irak- en Afghanistan oorlog voor hen perfect in het kader van hun financiële investeringen.<br />
<br />
<br />
<br />
<b><u>De enige conclusie kan alleen maar zijn dat religie zowel financieel als moreel corrupt is.</u></b><br />
<br />
Priester van over de hele wereld, zouden hun geest moeten openen, maar vooral hun harten. Laten ze stoppen met het stoppen van het volgen van deze indoctrinatie-politiek. Stop met het zingen van sprookjes in de kerk en kijk naar de werkelijke uitdagingen die vóór ons liggen. Confronteer je superieuren met dit verhaal en begin met het prediken van de Waarheid..!<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsNhDnEfHJ5IozpkF_snzdjwWF30z3torRY5M5ahyW3aBMtKV61H5jFEtHTqY2YIWymOf1QJHDRlIWuLy2MU3XszH5oUp_rOWGEeCWckWMffnj4w3FIlbQW6h_zhyphenhyphenhKaPg-s9bf9AvNqHU/s1600/vatican+hebzuchtig.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="548" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsNhDnEfHJ5IozpkF_snzdjwWF30z3torRY5M5ahyW3aBMtKV61H5jFEtHTqY2YIWymOf1QJHDRlIWuLy2MU3XszH5oUp_rOWGEeCWckWMffnj4w3FIlbQW6h_zhyphenhyphenhKaPg-s9bf9AvNqHU/s640/vatican+hebzuchtig.jpg" width="640" /></a></div><br />
<br />
<b><u>Wat is eigenlijk jouw ‘religie’..?</u></b><br />
Als je een Christen bent, zal het ook jou meermalen gevraagd zijn.. “Wat voor geloof heb jij?” Maar heb je wel een religie, als je van geboorte Christen bent..? Is jouw geloof niet bekend onder de naam ‘menselijkheid’..? Zou jij willens en wetens een medemens geweld willen aandoen, of een ander levend wezen op Aarde. En hopelijk wordt je, met elke dag die verstrijkt een beter mens, nietwaar?<br />
<br />
Ook jij probeert waarschijnlijk je bijdrage aan een ‘betere wereld’ te leveren elke dag, niet door anderen te veroordelen, maar door jezelf in Liefde te manifesteren. Wetende dat je alleen in deze Liefde een positieve toekomst voor de mensheid en deze prachtige planeet kunt creëren.<br />
<br />
Volg het pad van je eigen spirituele ontwikkeling, dat je mogelijk steeds dichter bij je doelen brengt, elke dag weer. Ook jij zult dan geen leiders hebben, noch er een willen worden. Volg daarom niemand, en wens niet gevolgd te worden.. Jij kunt het hoogste goed in jezelf vinden, en dat van anderen stimuleren, door JOUW eigen pad te volgen. Volg je hart en je zult dit pad de volgende dag bewandelen.Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-13555137201286939412012-01-29T18:10:00.002+02:002012-01-29T18:10:42.592+02:00The Truth Behind The Gates Of Auschwitz<embed allowfullscreen="true" allowscriptaccess="always" id="VideoPlayback" src="http://video.google.com/googleplayer.swf?docid=976870941610001004&hl=nl&fs=true" style="height: 326px; width: 400px;" type="application/x-shockwave-flash"></embed> <br />
<br />
<embed allowfullscreen="true" allowscriptaccess="always" id="VideoPlayback" src="http://video.google.com/googleplayer.swf?docid=-441640420550012012&hl=nl&fs=true" style="height: 326px; width: 400px;" type="application/x-shockwave-flash"></embed>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-81807663099814291782011-08-19T17:26:00.002+02:002011-08-19T17:26:31.170+02:00Zecharia Sitchin en de Twaalfde Planeet<div style="text-align: center;"><span style="font-size: large;"><b>Zecharia Sitchin en de Twaalfde Planeet</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b><br />
</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b>Informatie over Zecharia Sitchin, de Anunnaki en de</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b><br />
</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b>Twaalfde Planeet</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b><br />
</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b>Ontdek de geschiedenis van ons zonnestelsel, het ontstaan van de Aarde en hoe de Goden naar de Aarde kwamen en het mensenras schieppen om voor hun als slaven in de mijnen te werken. Het fascinerende verhaal van Zecharia Sitchin, de Anunnaki en de Twaalfde Planeet.</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b><br />
</b></span></div><div style="text-align: center;"><span style="font-size: large;"><b>21 oktober 2009</b></span></div><br />
<span style="font-size: large;"><b>Introductie</b></span><br />
<br />
Ik ben altijd iemand geweest die geintereseerd is in 'de grote lijnen van het verhaal'. Ben je geintereseerd in de geschiedenis van ons zonnestelsel en het onstaan van het menselijk ras dan moet je zeker kennismaken met het werk van Zecharia Sitchin. Sitchin<br />
<br />
gaat verder waar Erich von Daniken begon met zijn boek 'Waren de Goden Kosmonauten'<br />
<br />
en Emanuel Velikovski met zijn boek 'Werelden in Botsing'.<br />
<br />
<span style="font-size: large;"><b>Het verhaal in een notendop</b></span><br />
<br />
<img alt="" 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" /><br />
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In ons zonnestelsel bevindt zich nog een planeet. Deze planeet wordt de 12e planeet genoemd en heeft een omlooptijd van 3600 jaar en beschrijft een elliptische baan door ons zonnestelsel. Wezens van deze planeet zijn vanuit de Sumerische en later andere mythologieen bekend als 'de Goden/Anunnaki'. We spreken inmiddels over vele vele duizenden jaren geleden. Na eerst waarschijnlijk diverse verkenningsvluchten te hebben uitgevoerd op Aarde ontdekten ze dat de Aarde vol zat met goud en andere grondstoffen en mineralen. De Goden vestigden (kolonisatie) zich op deze planeet en de werkersklasse ging aan de slag om deze grondstoffen te delven en terug te brengen naar hun thuiswereld Marduk, Nibiru, de 12e Planeet.<br />
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Moet je je voorstellen dat het voor een buitenaards ras wat gewend was aan een andere atmosfeer en zwaartekracht op een gegeven moment toch wel zwaar werd om hier aan de slag te zijn op deze planeet. Dit resulteerde in een opstand en de Goden legden hun werktuigen neer en eisten dat er een oplossing voor dit probleem gevonden werd. Na grondig overleg besloten de Goden door middel van genetische aanpassingen (toevoeging van hun eigen DNA aan de alreeds bestaande voorrassen van het mensenras - Homo erectus) een werkerras, slavenras te creeeren die voor hun het zware werk konden doen (Homo sapiens). Dit resulteerde in de Adam, een verzamelnaam voor het nieuwe ras. Enki die het in tegenstelling tot Enlil goed voor had met de mens besloot in zijn wijsheid dit ras zo te maken dat het zich ook kon voortplanten en tot meer in staat was dan alleen arbeid en het opvolgen van bevelen. Zijn werkterein was een Eden-hof in Afrika waar zijn laboratorium gevestigd was. Tot deze plaats wordt ook het moederras van de mensheid teruggeleid. Mogelijk waren er vele hoven van Eden verspreid over de Aarde met kassen, laboratoria, opslagloodsen, landingsplaatsen, you name it. Mogelijk had hij de mens iets te inteligent gemaakt en bezat de oorspronkelijke Adam een 12 strengen DNA wat later weer teruggebracht werd naar een 2 strengen DNA.<br />
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" /><img alt="" height="286" 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" width="320" /><br />
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Op een goede dag, of beter gezegd een kwade dag besloten een groep van de Goden dat ze nu ook wel is naar de Aarde wilden om te zien hoe het daar was en zogezegd even er tussenuit te gaan. Dit resulteerde in de geschiedenis van Genesis 6 dat de Zonen der Goden de dochters der mensen namen waaruit een halfgoden ras ontstond. Toen hun thuisplaneet weer langskwam was het afgelopen met de lol en de zondvloed kwam over de Aarde doordat de wateren uit de hemel op de Aarde neerregenden en de atmosfeer drastische veranderde en mogelijk minder leefbaar werd voor de Goden. Enki was wel zo vriendelijk een groep mensen te waarschuwen en te helpen te overleven wat resulteerde in de verhalen over de Ark van Noach. Na de vloed werd er besloten de mensheid te helpen zich weer op te bouwen en te voorzien van kennis. Let wel dit is het verhaal in een notendop (want het is veel uitgebreider), beschreven over een periode van minimaal 400.000 jaar en mogelijk veel langer.<br />
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<img alt="" height="320" 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" width="115" /><br />
<br />
In de daarop volgende duizenden jaren begonnen de halfgodfen te regeren over de Aarde beschreven in de vele mythologieen en de mensheid verspreide zich over de Aarde. Uiteindelijk trokken ook de halfgoden zich terug en werd het koningschap ingesteld als vertegenwoordigers van de mensheid die verantwoordelijkeid moesten afleggen aan de Anunnaki Goden. Mogelijk dat een deel van hen meer genen van de Anunnaki erfden waardoor de Goddelijke bloedlijnen ontstonden en het Goddelijke recht van koninschap en het Goddelijk recht om te mogen heersen. Of de Goden de Aarde ooit echt verlaten hebben is nog maar de vraag. Theorieen gaan dat ze zich teruggetrokken hebben onder/in de Aarde in afwachting van de komst van de Twaalfde Planeet maar ondertussen wel verantwoordelijk zijn voor de vele technoligische snelle (versnelde) ontwikkeling van de menselijke beschaving de afgelopen 6000 jaar.<br />
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<b><span style="font-size: large;">Het werk van Zecharia Sitchin</span></b><br />
<img alt="" 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" 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"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Onzin ? Nee, allemaal echt en niet uit de duim gezogen. Het staat beschreven in de Sumerische mythologie beschreven op duizenden gevonden kleitabletten. Een mythologie veel ouder dan die beschreven in het boek Genesis wat hier slechts een slap aftreksel van is. Als expert op het gebied van oude talen en kenner van de geschiedenis en archeologie van het Nabije Oosten werd Zecharia Sitchin als wetenschapper in 1947 gevraagd een aantal Sumerische klei- tabletten te vertalen die opgegraven werden tussen 1903 en 1914 in de heuvels van Karach, tussen Nineve en Nimrod. Hij kwam daarbij tot conclusies anders dan die van zijn 'westerse' collega wetenschappers.<br />
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Zecharia Sitchin zag in dat het niet over fictieve wezens ging wanneer er gesproken werd over Anu, Enki en Enlil en de vele andere Goden (dezelfde maar dan met andere namen) maar over wezens (Goden) van vlees en bloed en dat het ging om daadwerkelijke geschiedschrijving. De teksten van de tabletten beschrijven een beschaving waaruit onze beschaving is ontstaan. (*1). Dit was voor Sitchin de aanleiding voor verder onderzoek in vele andere bronnnen waaronder de bijbel, het Enuma Elish (het scheppingsepos) en in vele andere oude geschriften. Inmiddels heeft hij meer dan 2000 tabletten/rollen vertaald en betrokken bij zijn werk. Zijn eerste conclusies en bevindingen van bijna 30 jaar onderzoek leidde in 1976 tot de publicatie van zijn boek de Twaalfde Planeet. In dit artikel zal ik verder ingaan op de diverse onderdelen hierboven genoemd en links geven zodat je je verder kan verdiepen in de geschiedenis van de Goden en de Mensheid.<br />
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" width="400" /></a></div><span style="font-size: large;"><b>De geschiedenis van ons zonnestelsel</b></span><br />
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<b>Het Enuma Elish, Tiamat en Nibiru</b><br />
De geschiedenis van ons zonnestelsel wordt verteld in het Enuma Elish, het Babylonische scheppingsverhaal waarvan de eerste kleitabletten werden gevonden in 1849 in Irak. Het scheppingsverhaal in het Enuma Elish vertoont opmerkelijke gelijkenisssen met het scheppingsverhaal in Genesis alleen die van het Enuma Elish is veel ouder. Ze bestaat uit 7<br />
tabletten die overeenkomen met de 7 scheppingsdagen uit Genesis en net als met de 7e dag van rust in Genesis is het zevende tablet gewijd aan de verheerlijking van de Babylonische godheid en zijn verrichtingen. Ook de volgorde van schepping komt overeen en zowel in het Enuma Elish als in Genesis beraadslagen de Goden over het creeren van de mens. Het Enuma Elis beschrijft de periode voor de schepping als 'when above, the sky or heights had not been named, and below the earth had not been called by name': toen in de hoogten de hemel nog geen naam had en beneden, de vaste grond (de Aarde) nog niet geroepen was.<br />
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In het Enuma Elish worden de verschillende planeten aangeduid als Goden die in een epische strijd met elkaar verwikkeld waren. Ten tijde dat de Aarde nog niet bestond was er tussen Mars en Jupiter een planeet genaamd Tiamat ongeveer ter grootte van Uranus. Een vreemde planeet genaamd Nibiru, waarschijnlijk afkomstig van buiten ons zonnestelsel (dwaalplaneet) en waarschijnlijk dus ontsnapt uit een ander zonnestelsel werd gevangen in de zwaartekracht van ons zonnestelsel en veroorzaakte onder andere het kantelen van Uranus, en Pluto werd een apparte planeet in een baan om de zon daar waar het voorheen een maan van Saturnus was. Ook oefende het een grote zwaartekracht uit op de diverse planeten in ons zonnestelsel. De manen van Nibiru botsten met Tiamat en later botste Nibiru zelf met Tiamat. De brokstukken van Tiamat vormden de Astroide Gordel en mogelijk diverse kometen en losse astroiden en het restand werd geslingerd in een baan om de Zon en werd de planeet Aarde met nog een maan van Tiamat die ons huidge maan werd. Nibiru vestigde zich in een tegendraadse elliptische baan om de Zon (Apsu) van onderen opkomend door de Astroide Gordel tussen Mars en Jupiter in een omloopttijd van 3600 jaar waarmee 1 Nibiru jaar dus gelijk staat aan 3600 Aarde jaren. Een andere naam voor Nibiru was Marduk. Hiermee was de 'Schepping van Hemel en Aarde"'een feit. Let wel, we hebben het hier over gebeurtenissen zo'n 4,6 miljard jaar geleden.<br />
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<b>De brenger van het Leven</b><br />
<img alt="" height="216" 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" width="320" /><br />
Door de botsingen van Tiamat met Nibiru wordt Nibiru aangeduid als de brenger van 'het levenselixer' of 'de zaden van het leven', waardoor de evolutie op Aarde in gang werd gezet. Volgens fossiele vondsen was er de eerste 600 miljoen jaar geen leven op Aarde (het toenmalige Tiamat). Ongeveer 4 miljard jaar geleden begon het eerste leven te onstaan waarna het zich in een rap tempo begon te ontwikkelen zodat er ineens gesproken kon worden in termen van miljoenen ipv miljarden jaren als het gaat om de ontwikkeling van het leven hier op Aarde.<br />
<b><br />
De Twaalfde Planeet</b><br />
<br />
Nibiru kwam bekend te staan als de Twaalfde Planeet. Hierbij worden de Zon en de Maan ook meegerekend. Hij wordt dus ook wel de Tiende planeet genoemd of Planet X / Planeet X. Dit is natuurlijk voordat een groep astronomen besloot dat Pluto niet langer als volwaardige planeet meegeteld mocht worden. De X staat ook voor 'de onbekende planeet.' Hij wordt ook wel de 'Hemelse Stier' genoemd met als afbeelding een gehoornde of gevleugelde disk. De Twaalfde Planeet wordt niet aleen verantwoordelijk gehouden voor de schommelingen veroorzaakt in de banen van de planeten, maar ook voor vele aardcatastrofen telkens als hij zijn tocht door het binnenste gedeelte van het zonnestelsel maakt. We hebben het dan mogelijk over zogenoemde poolshifts (noord wordt zuid en zuid wordt noord), veranderingen in de precessie van de Aarde (*2), tektonische plaatverschuivingen, aardbevingen, vloedgolven, vulkaanuitbarstingen en een schaal aan klimatologische veranderingen. Op<br />
een meer menselijk vlak, massale sterfte, misoogsten, hongersnooden, ziekte en oorlogen. Waarschijnlijk werd de bijbelse zondvloed veroorzaakt door de Twaalfde Planeet (en mogelijk ook de Exodus van het volk uit Egypte en de daarbij behorende 10 plagen).<br />
Als je gaat rekenenen en uitgaat van 3600 jaar dan is de Twaalfde Planeet alleen al in de periode dat de Anunnaki, de bewoners van de Twaalfde Planeet, zich hier op Aarde vestigden tm nu, meer dan 100 keer langsgekomen om maar niet te gaan rekenen met de miljoenen jaren daarvoor. De positie en daarmee de kracht die Nubiru uitoefent op de Aarde iedere keer dat hij langkomst varieert logischerwijs ook doordat de planeten zich niet telkens op dezelfde positie bevinden als hij langskomt waardoor de gevolgen de ene keer nihil tot andere keren vrij catastrofaal kunnen wezen. En ongetwijfelt zullen er ook nog andere oorzaken zijn waardoor zijn kracht zal varieren. Dit wordt ook wel onderseund door het feit dat niet iedere 3600 jaar het leven op Aarde volledig weggevaagd is of alle grote beschavingen vernietigd zijn. Ook kan hij een grote invloed hebben uitgeoefend op eventuele andere beschavingen die al aanwezig waren in ons zonnestelsel bijvoorbeeld op Mars.<br />
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<b>God, Goden en de Heer der Hemelen</b><br />
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Het is belangrijk in de gaten te houden dat God/Goden dus in meerdere betekenissen gebruikt wordt zowel in de Sumerische/Babylonische mythologie als in de bijbel(semythologie).<br />
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Betekenis 1: Benaming voor een planeet, ster, maan, komeet, hemellichaam waaraan goddelijke kwaliteiten worden toegekend. We zien dit niet alleen terug in het Enuma Elish wanneer gesproken wordt over Tiamat en Marduk maar ook op andere plaatsen in de kleitabletten wanneer gesproken wordt over Nibiru als "de Heer der Hemelen' en 'de Hemelse Rechter'. Ook in de bijbel komen we deze termen tegen en het is best goed mogelijk dat daar waar christenen denken dat het over hun almachtige God gaat het eigenlijk over de Twaalfde Planeet gaat die schittert en straalt aan de hemel en regeert vanuit de hoogste hemelen maar ook kan komen als de Vernietiger/Destroyer en ook de Schepper is en de Brenger van Leven.<br />
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Betekenis 2: Benaming voor kolonisten van een andere planeet. Zoals de mens de soort is van de Aarde zo zijn de Goden de soort van de Twaalfde Planeet.<br />
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Betekenis 3: Een geestelijk wezen of hoedanigheid. Deze kan opgedeeld worden in 3a<br />
en 3b en 3c.<br />
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3a: Voor christenen en gelovigen van andere religies, een almachtig Opperwezen, de almachtige Schepper meestal in de mannelijke rol. En in 'meer goden religies' zoals het Hindoeisme ook de vrouwelijke Godin rol met meedere Goden die onderschikt zijn aan een hoofd God of hoofd God en Godin. In sommige visies zijn de verschillende Goden deelpersonificaties van dezelfde God. (*zie ook voetnoot 3 tm 9).<br />
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3b In sommige visies worden geestelijke engelen aangesteld over een bepaalde tijdsperiode en gebied en zijn de God voor dat gebied. Deze mogen dan de titel God dragen maar blijven wel ondergeschikt aan de Almachtige God (*10).<br />
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3c De Kosmos, De Bron, Het Al, Het Universum etc (kan nogal vage vormen aannemen) (*11).<br />
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<b>De komst van de Goden en de schepping van de mens</b><br />
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<b>De komst van de Anunnaki op Aarde</b><br />
De geschiedenis van de Sumerische mythologie gaat verder met de beschrijving hoe de bewoners van deze 12e planeet, Nibiru zich zo'n 432.000 jaar geleden als kolonisten hier op Aarde vestigden voor het delven van de grondstoffen. Uiteraard duidt dit erop dat ze technologisch ver ontwikkeld waren, aan ruimtevaart deden en zo blijkt later ook genetische kennis bezaten. Deze (buitenaardsen/alien) kolonisten werden de Anunnaki/Nefilim genoemd. De eerste groep werd belast met het opzetten van de noodzakelijke voorzieningen voor de manschappen die volgden. Als voornaamste rede wordt genoemd het delven van goud wat op moleculair of stof niveau verstrooid werd in de atmosfeer van Niburi om een soort van gouden schild om de planeet te maken mogelijk om de atmosfeer te behouden of om<br />
andere klimatolosische veranderingen op Nibiru tegen te gaan of om schadelijke straling van de zon tegen te gaan. Mogelijk dat Nibiru ook over een eigen interne warmtebron bezit.<br />
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<b>De schepping van de mens</b><br />
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" /><br />
Je moet je voorstellen dan het werken voor een ras, afkomstig van een andere planeet waar andere condities zijn, een andere klimaat en totaal andere voorwAarden, bijzonder zwaar was. De Goden moesten dus aanvankelijk eerst zelf de grondstoffen delven. Dit resulteerde uiteindelijk in een<br />
opstand/staking onder Anunnaki mijnwerkers met het verzoek aan hun leiders voor een oplossing voor dit probleem (ook wel de opstand van de pikhouweel genoemd door Sitchin). De oplsssing werd gevonden in het creeren van een slavenras van werkers door het upgraden van het DNA van de aapmens tot een wezen wat bevelen kon opvolgen en het zware werkt kon doen. Zo gezegd zo gedaan. Enki ging met toestemming van zijn vader Anu in zijn laboratorium in Afrika aan de slag en combineerde het Goden DNA met dat van de bestaande aapachtige Homo Erectus en creerde zo de Adapa (modelmens) (in de bijbel genoemd de Adam wat in eerste instantie een verzamelnaam is). Een slap aftreksel van dit verhaal is nog terug te vinden in de bijbel waar de Goden zeggen laat ons mensen maken naar ons beel en ons gelijkenis, man en vrouw schiep hij hun. Aanvankelijk werden deze mensen zo gemaakt dat ze zich niet konden voorplanten en werd er gebruik gemaakt van Moedergodingen (kunstmatige insiminatie) maar Enki perfectioneerde uitiendelijk de Adam zodat hij zich zelfstandig kon gaan voorplanten.<br />
<br />
<b>Enki, de vriend van de mens</b><br />
<img alt="" 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" /><br />
Enki wordt voorgesteld als een van de postievere Goden die het beste voor had met de mensheid, ze op eigen benen wilde leren staan en ze mogelijk zelfs spirituele kennis wilde bijbrengen. Hij kwam op voor de mens en tegen de onderdrukking van zijn broedergoden zoals bv Enlil die de mens slechts als slaaf, werker en onderdaan zag en niks meer dan dat. Mogelijk is dit ook terug te vinden als het verhaal van de slang in Genesis waar de slang dus eigenlijk "the good guy" is en en de God daar (Enlil) dus eigenlijk de slechterik is omdat hij de mens dom wilde houden. Een andere naam voor Enki was Ea. Opmerkelijk is dat de plek waar het laboratorium van Enki gevestigd was in oost centraal Afrika overeenkomt met de genetische zoektocht naar de zogenoemde mitochondrische Eva, de gemeenschappelijk voorouder van de mensheid zo'n 200.000 jaar geleden in Afrika in de buurt van grote goudmijnen die gedateerd worden uit dezelfde periode. Toeval bestaat niet dan zou je zeggen.<br />
<br />
<b>Wandaden van de Goden</b><br />
<br />
Er wordt van de Goden gezegd dat ze ook mannelijk en vrouwelijk lichamen bezaten en zich voortplantten door sexuele activiteit. Schijnbaar had Enki zo goed z'n werk gedaan dat de mens zelfs sexueel aantrekkelijk werd voor de Goden en ook als prostituees voor de Goden dienden. In Genesis 6 van de bijbel wordt over een groep zonen van de Goden gesproken die ook wel is zin hadden in een verzetje en gemeenschap hadden met de dochters van de mensen. Dit wordt nog uitgebreider verteld in het Boek Henoch. Om even bij het onderwerp van sexualiteit te blijven lijkt het er dus op dat we ook onze menselijke drang tot sexualiteit en voortplanting van de Goden geerft hebben en ingebakken zit in onze genen. Dit wil niet zeggen dat we sexualiteit niet met ons verstand netjes een plaats kunnen geven in ons leven en er zelf spiritueel mee om kunnen leren gaan omdat het ook om een samenspel gaat van geestelijke energieen die zich verenigen.<br />
<br />
<b>De Zondvloed</b><br />
<br />
Daar Enlil de mens zo onderhand als pest ging zien vanwege de snelle voorplanting en verspreiding vond hij het zo onderhand wel welletjes met de mensheid. Sitchin rapporteert in zijn boek de Twaalfde Planeet hoe Enlil pogingen deed om ziektes aan de mens te geven of een poging deed om de voedsel voorraden te blokkeren wat tot hongersnood leidde. Uiteindelijk ontdekte de Goden dat met de komst van hun thuisplaneet Nibiru het wel is mogelijk zou zijn dat er een grote vloed over de Aarde zou komen die de mensheid geheel uit zou roeien. Daar dit afgeschilderd wordt in de bijbel als een straf van God was het dit toch echt niet. De Goden waren er juist schuldig aan dat ze deze informatie onthielden aan de mens. Enki zorgde er in het geheim voor dat er een ark werd gebouwd en een deel van de mensheid en de dieren het overleefde wat we kennen als het verhaal van Noach uit de bijbel. De zondvloed wordt gedateerd op ongeveer 13.000 jaar geleden. Sitchin brengt het in verband met het afbreken van grote hoeveelheden ijs van Antartica waardoor de zeespiegel met vele meters omhoog kwam en grote vloeden veroorzaakte en tegelijkertijd gingen de sluizen van de hemel open zo rapporteert de bijbel. De Goden stegen in hun ruimteschepen op en keken vanuit een baan om de Aarde hoe de vloedramp zich over de Aarde voltrok. Voor hen kwam het ook aan als een harde klap want ze zagen hun inspanningen van 400.000 jaar in een klap weggevaagd worden. Hun mijnen, hoven, faciliteiten, ruimtehavens werden allemaal bedolven onder een dikke laag water en modder. Na de vloed besloten de Goden toch weer vrede te maken met de overgebleven mens en werd het koningschap der mensheid ingesteld en de verschillende landen en streken kwamen ieder onder de heerschappij van een andere God (nakomelingen, nakomelingen, kinderen, kleinkinderen van de Anunnaki) die onderling ook flink ruzie met elkaar zochten.<br />
<br />
<b>Nawoord</b><br />
<br />
Mijn beschrijving houdt hier op, maar de boeken van Sitchin gaan uitgebreid verder in op deze<br />
periodes alsmede de verdieping van alle bovengenoemde onderwerpen onder andere in zijn verzameling van boeken genaamd 'The Earth Chronicles' oftewel 'De Kronieken van de Aarde'. Ook het onderzoek naar de Twaalde Planeet en zijn eventuele komst gaat verder en is door vele onderzoekers en belangstellenden verder opgepakt. Het heeft geresulteerd in goede websites en vooral ook de laatste jaren zijn er diverse nieuwe boeken over de Twaalfde Planeet verschenen. Sommige zeggen dat de planeet al aan de hemel zichtbaar is. Zoek maar is op You Tube met het woord Nibiru of<br />
Planet X.<br />
In november 2003 werd de planeet Sedna ontdekt. Deze staat nog veel verder van de Aarde dan Pluto en heeft net als Nibiru een elliptische baan om de zon alleen dan met een omlooptijd van 10.500 jaar. Alleen omdat hij veel te klein is om in aanmerking te komen als zijnde Nibiru is deze ontdekking wel van groot belang. Om maar even Wiki te citeren: 'Deze afstand kwam voor astronomen als een<br />
complete verrassing, men vermoedde hier geen objecten'. Men heeft het dan over de binnenste ring van de Oortwolk, een gebied wat zich uitstrekt ver voorbij de Kuipergordel. Grote kans dat Nibiru zich daar dus ergens tussen bevindt !<br />
Andere ontdekte planeten in ons zonnestelsel in de Kuipergordel, het eerste gebied voorbij Neptunus zijn o.a. Haumea - 2004 (1 derde de grootte van Pluto en heeft 2 manen), Orcus - 2004 (half zo groot als Pluto), Makemake - 2005 (3 kwart de grootte van Pluto), Eris - 2005 (groter dan Pluto en met 1 maan), Ceres - 2006 (ontdekt in 1801 en in 2006 als dwergplaneet benoemd).<br />
Misschien is het je al opgevallen dat de Goden, de Anunnaki, een veel hogere leeftijd bereiken dan de mens. Zo lang zelfs dat het niet uitgesloten is dat Enki en Enlil gewoon nog in leven zijn. Over hun huidige verblijf kan alleen maar gespeculeerd worden. Zijn ze vertrokken of zijn ze ondergedoken in onderaardse steden en vliegen ze 's nachts met hun toestellen over de Aarde ?<br />
<br />
<br />
Dacht je dat het verhaal van Sitchin al heftig genoeg was durf je dan te wagen aan het onderzoek van David Icke naar de reptielen connectie en het werk van andere schrijvers die het werk van Zecharia Sitchin verder opgepakt hebben. Ga je nog een stapje verder dan zijn er schrijvers die zeggen dat er vele buitenaardse rassen zijn die zich gemend hebben in de ontwikkeling van de mens en ook genetisch met de mens gerommeld hebben en hun DNA aan de mens hebben toegevoegd. We komen dan wel terecht op het gebied van informatie die verkegen is door channeling, helderziendheid en contact met diverse buitenaarde beschavingen. Ik geef toe, een grijs vlak en het zal voor sommigen van u zeker te ver gaan. Maakt niet uit want voorlopig heb je je handen vol aan het werk van Zecharia Sitchin wat zich baseert op daadwerkelijke geschiedschrijving en heel veel stukjes van de grote puzel in elkaar doet vallen.<br />
<br />
<br />
<br />
<div style="text-align: center;"><u><span style="font-size: large;"><b>De boeken van Zecharia Sitchin</b></span></u></div><br />
Sitchin heeft totaal 13 boeken geschreven (als ik goed geteld heb) waarvan 4 in het Nederlands vertaald zijn. De oorsponkelijke Engelse boeken zijn goed verkrijgbaar. Van de Nederlandse boeken is alleen 'Aan Genesis Voorbij' nog nieuw verkrijgbaar. De rest alleen tweedehands via de tweedehands boekhandel. Zelf heb ik ze een aantal jaren terug op de boekentafel van de V&D gevonden. Ook loont het de moeite om naar boekhandel de Slegte te gaan die in diverse grote steden zit en dan naar achteren in de winkel of naar boven te gaan en daar te zoeken. Je kan natuurlijk ook altijd gewoon naar de bibliotheek gaan (*12).<br />
Hieronder een volledig overzicht van de boeken van Zecharia Sitchin en de verkrijgbaarheid en prijs. Wil natuurlijk niet zeggen dat je die<br />
allemaal moet gaan kopen. Het overzicht is meer bedoeld om<br />
te laten zien wat hij alemaal geschreven heeft van 1976 tm<br />
2009 en waarover. Natuurlijk is De Twaalde Planeet toch wel het belangrijkste boek en zeker het boek om mee te<br />
beginnen. Je kan dan altijd nog kijken of je je wilt verdiepen<br />
in de verdere boeken. 7 boeken van Sitchin worden (ook door hemzelf) samen The Earth Chronicals genoemd, De Kronieken van de Aarde.<br />
<br />
The Earth Chronicals - De Kronieken van de Aarde Earth Chronicles - Boek 1 - Nederlands - De Twaalfde Planeet (1976) Subtitel: Wanneer, waar en hoe astronauten van een andere planeet naar de Aarde<br />
kwamen en de Homo Sapiens schiepen.<br />
<br />
Beschrijving<br />
In dit revolutionaire boek, resultaat van een dertigjarige studie, heeft<br />
Sitchin oeroude teksten,<br />
kosmologiën en pas ontdekte kaarten van ruimtevluchten naar de Aarde bijeen gebracht... om tot de schokkende conclusie te komen dat wij afstammelingen zijn van de<br />
Nefilim, een superieur ras op Mardoek, de twaalfde planeet. U leest in dit boek over oude geschriften<br />
in steen die aantonen waar, wanneer, hoe en<br />
waarom, astronauten van een andere planeet zich op Aarde vestigden, huwden met prehistorische vrouwen en aldus de Homo Sapiens, de denkende mens, schiepen. De Twaalfde Planeet levert de documentatie voor een nieuwe radicale theorie. Een boek dat zeker evenveel, zo niet meer, aandacht zal trekken als von Däniken's "Waren de Goden Kosmonauten". Eerste druk is in 1980 verschenen.<br />
Verkrijgbaarheid<br />
Opnieuw uitgegeven door Frontier Publishing. Momenteel staat er uitverkocht bij.<br />
Prijs: 22.90<br />
ISBN: 90-806700-7-3<br />
Website: http://www.frontierpublishing.nl/dtp.htm<br />
Je kunt ook de Bol.com pagina in de gaten houden voor een eventueel goedkoop exemplaar.<br />
Earth Chronicles - Boek 1 - Engels - The 12th Planet (1976) Beschrijving van Bol<br />
"The 12th Planet," the first book of "The Earth Chronicles"<br />
series, brings to life the Sumerian civilization and presents millennia-old evidence of the existence of Nibiru, the home<br />
planet of the Anunnaki, and of the landings of the<br />
Anunnaki on Earth every 3,600 years.<br />
Beschrijving van The American Bookcenter<br />
The product of 30 years of intensive research, this is the first book in Zecharia Sitchin's prophetic "Earth Chronicles" series--a revolutionary body of work that offers<br />
indisputable documentary proof of humanity's extraterrestrial forefathers. Travelers from the stars arrived eons ago and planted the genetic seed that would ultimately blossom<br />
into a remarkable species called Man.<br />
Beschrijving van Frontier Bookshop<br />
Over the years, startling evidence has been unearthed, challenging established notions of the origins of Earth and life on it, and suggests the existence of a superior race of beings<br />
who once inhabited our world. The product of thirty years of intensive research, THE<br />
12TH PLANET is the first book in Zecharia Sitchin's prophetic Earth Chronicles series -- a revolutionary body of work that offers indisputable documentary proof of humanity's extraterrestrial forefathers. Travelers from the stars, they arrived eons ago, and planted the genetic seed that would ultimately blossom into a remarkable species...called Man. Verkrijgbaarheid 1<br />
Verkrijgbaar via Bol.com voor 21,99 in Hardcover<br />
Verkrijgbaarheid 2<br />
The American Bookcenter Hardcover: 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 3<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
<br />
Earth Chronicles - Boek 2 - Engels - The Stairway to Heaven (1980)<br />
<br />
Beschrijving van The American Bookcenter<br />
Since earliest times, human beings have pondered the incomprehensible questions of the universe, life . . . and<br />
the afterlife. Where did mortal man go to join the immortal<br />
Gods? Was the immense and complex structure at Giza an Egyptian Pharaoh's portal to immortality? Or a pulsating beacon built by extraterrestrials for landing on Earth? In this second volume of his trailblazing series "The Earth Chronicles," Zecharia Sitchin unveils secrets of the pyramids and hidden clues from ancient times to reveal a<br />
grand forgery on which established Egyptology is founded, and takes the reader to the Spaceport and Landing Place of the Anunnaki gods- "Those Who from Heaven to Earth Came."<br />
Beschrijving van Frontier Bookshop<br />
After years of painstaking research--combining recent archaeological discoveries with ancient texts and artifacts--noted scholar Zecharia Sitchin has identified the legendary Land of the Gods, and provides astounding new revelations about the Great Pyramids, the Sphinx, and other mysterious monuments whose true meanings and purposes have been lost for eons. Illustrated with maps, diagrams and photos.<br />
Verkrijgbaarheid 1<br />
The American Bookcenter Hardcover: 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
Earth Chronicles - Boek 3 - Engels - The Wars of Gods and Men (1985) Beschrijving van Frontier Bookshop<br />
They came to Earth thousands of years ago to usher in mankind's first New Age of scientific growth and spiritual<br />
enlightenment. Under the guidance of these ancient<br />
visitors from the heavens, human civilization flourished-as revolutionary advances in art, science, and thought swept through the inhabited world. And they left behind magnificent monuments-baffling monoliths and awesome, towering structures that stand to this day as testaments to their greatness. In this extraordinarily documented,<br />
meticulously researched work, Zecharia Sitchin draws remarkable correlations between the events that shaped our civilization in millennia past-pinpointing with astonishing accuracy the tumultuous beginning of time as we know it and revealing to us the indisputable signature of extraterrestrial gods indelibly written in stone. Verkrijgbaarheid 1<br />
The American Bookcenter Hardcover: 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
<br />
Earth Chronicles - Boek 4 - Nederlands - Het Verloren Rijk (1990)<br />
<br />
Subtitel: Provocerend document over buitenaardsen die de beschaving brachten in de nieuwe wereld.<br />
Beschrijving<br />
In de zestiende eeuw trokken Spaanse veroveraars naar de Nieuwe wereld in de hoop daar El Dorado, de veelgeprezen gouden stad, aan te zullen treffen. In plaats daarvan vonden ze enorme stenen bouwwerken in vrijwel ontoegankelijke gebieden, waarvan alleen de bouw al een bijna onmenselijke taak moet zijn geweest. Bovendien waren ze<br />
<br />
versierd met reliëfs die gebeurtenissen afbeelden die aan de andere kant van de wereld hadden plaatsgevonden of bevatten ze topografische beschrijvingen van gebieden die minstens even ver weg lagen. De wetenschap heeft sindsdien voor een raadsel gestaan.<br />
In deze bijzonder goed gedocumenteerde uitgave ontrafelt de bekende Amerikaanse auteur Zecharia Sitchin één voor één de raadselen rond de verdwenen beschavingen van het Zuid- en Midden-Amerika van voor de tijd van Columbus. Daarbij komt overduidelijk aan het licht dat de beschavingen in deze gebieden veel ouder moeten zijn dan wij tot nu toe<br />
vermoedden en dat zij verbonden moeten zijn met de Soemerische beschaving die in contact stond met de zogenaamde Annunaki, `zij die vanuit de hemel naar de aarde<br />
kwamen'.<br />
Opnieuw onomstotelijke bewijzen voor de invloed van buitenaards leven op de ontwikkeling van de beschaving van de Inca's, Maya's en Azteken in Midden- en Zuid- Amerika.<br />
ISBN: 90-5121-804-4<br />
Verkrijgbaarheid<br />
Oorspronkelijke druk bij Tirion Baarn. Momenteel niet nieuw verkrijgbaar. Momenteel 1 exemplaar Tweede Hands verkrijgbaar via Bol.com voor 17,95<br />
Website: http://www.bol.com/nl/p/boeken/het-verloren-rijk/666815866/index.html<br />
Je kunt ook de Bol.com pagina in de gaten houden voor een eventueel goedkoop exemplaar.<br />
Earth Chronicles - Boek 4 - Engels - The Lost Realms (1990) Beschrijving van Frontier Bookshop<br />
In the sixteenth century, Spanish conquerors came to the<br />
New World in search of El Dorado, the fabled city of gold. Instead, they encountered inexplicable phenomena that<br />
have puzzled scholars and historians ever since: massive<br />
stone edifices constructed in the Earth's most inaccessible regions...great monuments forged with impossible skill and unknown tools...intricate carvings describing the events and topography of half a world away.<br />
In this, the remarkable and thoroughly researched fourth<br />
volume of THE EARTH CHRONICLES, author Zecharia Sitchin uncovers the long-hidden secrets of the lost civilizations of the pre-Columbian Americas and offers documentation<br />
of the giant gods who spawned the greatness of the Incans, Mayans, and Aztecs - the<br />
Anunnaki - "those who from Heaven to Earth came."<br />
Verkrijgbaarheid 1<br />
American Bookcenter Hardcover: 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
Earth Chronicles - Boek 5 - Nederlands - De Eerste Tijd (1993) Subtitel: Speurtocht naar buitenaardse 'goden' die de loop der<br />
beschaving beslissend beïnvloedden.<br />
Beschrijving<br />
Priesters, dichters en wetenschappers zijn al eeuwenlang op zoek naar een verklaring voor het ontstaan van de mensheid. In deze goed onderbouwde<br />
uitgave geeft de Amerikaanse onderzoeker Zecharia Sitchin zijn<br />
opmerkelijke visie op de beslissende invloeden die onze beschaving duizenden jaren geleden hebben vormgegeven.<br />
In die tijd werd de aarde, volgens Sitchin, aangedaan door buitenaardse bezoekers die aan de wieg stonden van de eerste periode van geestelijke verlichting van<br />
<br />
vooruitgang geboekt op verschillende terreinen van de wetenschap, de kunst en het denken. De buitenaardse bezoekers die hier de hand in hadden, hebben tastbare bewijzen van hun aanwezigheid nagelaten in de vorm van de enorme monolieten van bijvoorbeeld het Engelse Stonehenge. Er zijn drie fasen in deze monumenten aanwijsbaar, die exact overeenkomen met de drie perioden waarin leven op aarde aantoonbaar is. Maar er zijn bovendien aanwijzingen voor overeenkomsten met gebeurtenissen in het oude Sumerië. En ook in andere delen van de wereld zijn bewijzen te vinden voor het ingrijpen van de buitenaardse goden in de loop der gebeurtenissen. Overige informatie<br />
Oorspronkelijke druk bij Tirion Baarn. Momenteel niet nieuw verkrijgbaar.<br />
ISBN: 90-5121-747-1<br />
Je kunt ook de Bol.com pagina in de gaten houden voor een eventueel goedkoop exemplaar.<br />
Earth Chronicles - Boek 5 - Engels - When Time Began (1993) Beschrijving van Frontier Bookshop<br />
Did the architect of Stonehenge come to Earth thousands of<br />
years ago to usher in mankind's first New Age of scientific growth and spiritual enlightment? Why was Stonehenge rebuilt between 2100 and 2000 B.C. and what discoveries support the belief that humans had links to cultures across the oceans more than 32.000 years ago. What connects the Temple of the Three Windows in Machu Picchu to<br />
remarkable ancient events in Lagash and Great Britain.<br />
Verkrijgbaarheid 1<br />
American Bookcenter Hardcover: 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
Earth Chronicles - Boek 6 - Engels - The Cosmic code (1998) Beschrijving van Frontier Bookshop<br />
Many thousands of years ago, a race of extraordinary<br />
beings guided the evolution of life on earth, determining the existence and nature of mankind as we know it today. From deep inside ancient Sumerian texts that predate even the Bible, Zecharia Sitchin dares to reveal the nature of prophecy and historical truths: the code used to construct our kind by master builders from the stars. Verkrijgbaarheid 1<br />
American Bookcenter Hardcover: 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
Earth Chronicles - Boek 7 - Engels - The end of Days (2007) Beschrijving van Frontier Bookshop<br />
In this book titled The End of Days: Armageddon and Prophecies of the Return, Zecharia Sitchin confronts such questions as why it is that our current twenty-first century A.D. is so similar to the twenty-first century B.C.? Is history destined to repeat itself? What does the future hold? Will biblical prophecies come true, and if so, when?<br />
Are the ancient gods still here or did they leave? Will they return? What will happen then? Will there be another Deluge<br />
<br />
or Apocalypse when Nibiru meets Earth? What about "Planet X" and the Mayan 2012? What about Jesus?<br />
Tracing historical events from the messianic fervor and use of nuclear weapons in the twenty-first century B.C., the book resolves ancient enigmas like the Nazca Lines, the<br />
origin and significance of the Cross, the Fishes, and the Chalice, places in context the events of the Last Supper and hidden clues like those in Da Vinci's painting, explains the<br />
space-related reasons for the everlasting centrality of Jerusalem, and following in the footsteps of Sir Isaac Newton deciphers the Time Code in the books of Daniel and<br />
Revelation and of the Day of the Lord and the End of Days prophecies.<br />
Verkrijgbaarheid 1<br />
American Bookcenter Hardcover: 28,99, Paperback: 10,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover: 29,90<br />
Verkrijgbaarheid 3<br />
Bol.com Hardcover: 23,99, Paperback: 7,99<br />
<br />
<br />
<br />
Overige boeken van Zecharia Sitchin<br />
<br />
Aan Genesis Voorbij - Nederlands (1990)<br />
<br />
Subtitel: Moderne Wetenschap: Vooruitgang of inhaalmanoeuvre<br />
Beschrijving<br />
Ruimtevaart, genetische manipulatie, computertechnologie: allemaal hoogstandjes van de moderne wetenschap. Maar is het allemaal wel zo nieuw? Zecharia Sitchin denkt van niet en weet overtuigend aan te tonen dat heel oude culturen op aarde al een verbluffende wetenschappelijke kennis hadden. In feite is de hedendaagse technologie een<br />
'herontdekking' van wat de Soemeriërs, oude Egyptenaren en andere vroege volken al wisten.<br />
Sitchin baseert zijn ontdekkingen op gegevens op Soemerische<br />
kleitabletten en in het bijbelboek Genesis. De Soemeriërs schrijven hun kennis toe aan buitenaardse voorouders, de Anunnaki, afkomstig van de planeet Nibiru. Deze planeet bevindt zich waarschijnlijk binnen ons zonnestelsel - een tiende planeet dus, waar ook moderne sterrenkundigen naar op zoek zijn. Verder vindt Sitchin bewijs voor een oude ruimtebasis op Mars.<br />
AAN GENESIS VOORBIJ gaat verder dan alleen maar wetenschappelijke nieuwsgierigheid; het probeert diep door te dringen in de kern van het bestaan, de<br />
herkomst en bestemming van de mens. Een zeer onthullend relaas over waar we<br />
vandaan komen en waar we naartoe gaan.<br />
Toelichting<br />
Het origineel, Genesis Revised verscheen in 1990 en valt dus qua datum tussen The<br />
Earth Chronical Deel 4 en 5.<br />
ISBN: 90-439-0032-X<br />
Verkrijgbaarheid<br />
Dit boek is verkrijgbaar bij Frontier Publishing voor 35,90. Website: http://www.frontierpublishing.nl/agv.html<br />
<br />
<br />
Genesis Revised - Engels (1990)<br />
<br />
Beschrijving van Bol.com<br />
Modern Technology . . . or Knowledge of the Ancients? Space travel . . . Genetic engineering . . . Computer science . . . Astounding achievements as new as tomorrow. But stunning recent evidence proves that as these ultramodern advances were known to our forfathers millions of yrsterdays ago . . . as early as 3,000 years before the birth of Christ In this remarkable companion volume to his landmark EARTH CHRONICLES series,<br />
<br />
<br />
author Zecharia Sitchin reexamines the teachings of the ancients in the light of mankind's latest scientific discoveries<br />
-- and uncovers breathtaking, never-before-revealed facts that challenge long-held, conventional beliefs about our<br />
planet and our species.<br />
Beschrijving van Frontier Bookshop<br />
Was Adam the first test-tube baby? Did nuclear fission destroy Sodom and Gomorrah? Did computer printouts exist<br />
5000 years ago? How ere ancient people able to accurately<br />
describe details about our solar system that are only now being revealed by deep space probes? Sitchin compares modern technology with knowledge of the<br />
ancients to answer these questions. In this companion volume to the Earth Chronicles<br />
series Sitchin uncovers breathtaking facts that challenge longheld conventional beliefs about our planet and our species.<br />
Verkrijgbaarheid 1<br />
Bol.com Paperback: 7,99<br />
Verkrijgbaarheid 2<br />
The American Bookcenter Hardcover 26,99, Paperback: 10,99<br />
Verkrijgbaarheid 3<br />
Frontier Bookshop Hardcover: 27,90, Paperback 9,90<br />
Divine Encounters - Guide to Visions, Angels, And other Emissaries (1995) Beschrijving van Frontier Bookshop<br />
The interaction between mankind and spiritual beings - of Divine Encounters - as recorded in scriptures and ancient texts provides a powerful drama spanning Heaven and Earth. This is a stunning account of human interaction with celestial travellers. With proof that profetic, visions, UFO encounters and other phenomena are the hallmark of intergalactic intervention reaching to us in time of need. Beschrijving van Bol.com<br />
Explores how information from spiritual beings has been imparted to humans by means such as prophecies, scripture, angels, dreams, and extraterrestrial phenomena.<br />
Verkrijgbaarheid 1<br />
Bol.com Paperback: 7,99<br />
Verkrijgbaarheid 2<br />
American Bookcenter Hardcover: 26,99, Paperback 10,99<br />
Verkrijgbaarheid 3<br />
Frontier Bookshop Hardcover: 27,90, Paperback: 9,90<br />
<br />
The Lost Book of Enki - Memoirs and Prophecies of an Extraterrestrial God<br />
(2002)<br />
<br />
Beschrijving van Bol.com<br />
This book is based on the perspectives of the Anunnaki. What motives propelled them to settle on Earth and what drove them from their new home? Through meticulous research of every available primary source, Sitchin has re-created the memoirs of Enki, the leader of these ancient astronauts. An epic tale of gods and men unfolds that challenges every assumption we hold about our ancient history, our culture, and our future. Beschrijving van Frontier Bookshop<br />
The long-awaited companion volume to "The Earth Chronicles" series that reveals the story of the seeding of humanity by inhabitants of Nibiru, the "12th planet," and the wars<br />
of gods and men; offers insight into life on Nibiru; explains why the Anunnaki space<br />
<br />
humans to return to their native planet; a culmination of the author's life's work and research.<br />
Verkrijgbaarheid 1<br />
Bol.com Paperback 15,99<br />
Verkrijgbaarheid 2<br />
American Bookcenter Hardcover 26,99, Paperback 18,99<br />
<br />
Verkrijgbaarheid 3<br />
Frontier Bookshop Hardcover 27,90, Paperback 18,90<br />
<br />
The Earth Chronicles Expeditions - Journeys to the Mythical Past (2004)<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
and their gods.<br />
<br />
Beschrijving van The American Bookcenter<br />
Zecharia Sitchin, author of the Earth Chronicles series , reveals the research supporting his conclusion that ancient myths are recollections of<br />
actual events, the gods of ancient peoples were visitors from another<br />
planet, and that we are not alone in our solar system. The Earth Chronicles Expeditions is a historical and archaeological adventure into the origins of mankind.<br />
Beschrijving van Frontier Bookshop<br />
Zecharia Sitchin's autobiographical recounting of a half century of investigative expeditions to unravel the enigmas of ancient civilizations<br />
<br />
• Includes vivid accounts of explorations in Greece, Thera, Crete, Egypt, the Sinai, Israel, Jordan, and Mesoamerica.<br />
• Reveals behind-the-scenes findings in museums and archaeological sites.<br />
• Contains 60 color and 159 black-and-white images from the author's personal archive, including previously unpublished photographic evidence of UFOs in biblical times.<br />
For the first time, Zecharia Sitchin, author of the bestselling The Earth Chronicles series, reveals the foundational research and adventurous expeditions that resulted in the<br />
concrete evidence for his conclusions that ancient myths were recollections of factual events, that the gods of ancient peoples were visitors to Earth from another planet, and<br />
that we are not alone in our own solar system. In the course of his investigations Sitchin also became convinced of the veracity of the Bible.<br />
Sitchin's expeditions take readers from the Yucatan peninsula to the isle of Crete to ancient Egypt and the lands of the Bible as he explores the links between the Old World<br />
and the New World. His adventurous exploits reveal archaeological cover-ups concerning<br />
Olmec origins in Mexico and ancient UFO artifacts in Turkey. Other quests send him through the holy sites of Jerusalem, Jordan, Syria, and Lebanon in search of evidence of<br />
extraterrestrial gods in the artifacts and murals of these ancient civilizations. The Earth<br />
Chronicles Expeditions is a masterful historical and archaeological adventure into the origins of mankind and a "must" guidebook for all who wish to visit the numerous sites and museums covered in this book.<br />
Verkrijgbaarheid 1<br />
America Bookcenter Hardcover: 26,99, Paperback: 18,99<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Paperback: 18,90<br />
Journeys to the Mythical Past (2007) Beschrijving van Frontier Bookshop<br />
Renowned researcher of antiquity Zecharia Sitchin tells his own story, revealing for the first time how his life was at risk inside the Great Pyramid and documenting the existence<br />
of a secret chamber. Sitchin's firsthand accounts take the reader into the inner workings<br />
of the Vatican, and report on the Iceman of the Alps and the Antikythera computer.<br />
Verkrijgbaarheid 1<br />
American Bookcenter Hardcover: 26,99, Paperback: 20,99<br />
<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover 27,90<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
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<br />
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<br />
The Earth Chronicles Handbook: A Comprehensive Guide to the Seven Books of<br />
the Earth Chronicles (2009)<br />
<br />
Beschrijving van The American Bookcenter<br />
Offering detailed information about the myriad characters and subjects covered by The Earth Chronicles series, this book provides an encyclopedic compendium of the myths and events from humanity's ancient civilizations.<br />
Beschrijving van Frontier Bookshop<br />
An encyclopedic compendium of the myths and actual events from humanity's ancient civilizations that reveal the influence of visitors from<br />
the 12th planet--the Anunnaki.<br />
• Offers easy access to the myriad characters and subjects covered by the seven books of The Earth Chronicles series<br />
• Provides alphabetical listings to the terminology of ancient civilizations concerning their gods, kings, cultures, and religions<br />
• Contains detailed summations, commentaries, and instructions for locating topics within all the author's books<br />
The Earth Chronicles series, a historical and archaeological adventure into the origins of mankind and planet Earth, began with the publication of the bestselling The 12th Planet.<br />
The series is based on the premise that the myths from the world's earliest civilizations were in fact recollections of actual events and that the gods of ancient peoples were<br />
visitors to Earth from another planet--the Anunnaki, inhabitants of the 12th planet. The series' books include The 12th Planet, The Stairway to Heaven, The Wars of Gods and<br />
Men, The Lost Realms, When Time Began, The Cosmic Code, and The End of Days, all products of the author's unmatched study of the ancient records of Sumer, Babylonia,<br />
Assyria, Israel, and Egypt and the civilizations of pre-Columbian America. Unearthing the hidden history of Earth and mankind, the series uses the past to unveil the meaning of<br />
the prophesied future.<br />
Zecharia Sitchin has created an encyclopedic compendium of the key figures, sites, concepts, and beliefs to provide a unique navigational tool through this entire opus.<br />
Entries are coded to indicate at a glance their cultural origin and contain summations,<br />
commentaries, and guidance for locating the topics within all of his books, including Genesis Revisited, Divine Encounters, The Lost Book of Enki, The Earth Chronicles Expeditions, and Journeys to the Mythical Past.<br />
Verkrijgbaarheid 1<br />
American Bookcenter Hardcover: 26,99,<br />
Verkrijgbaarheid 2<br />
Frontier Bookshop Hardcover 27,90<br />
<br />
Er is ook nog een boek wat heet: Of Heaven and Earth - Essays presented at the First Sitchin Studies Day. Ook verkrijgbaar via de American Bookcenter. Zie ook de website van Sitchin waar eventuele nieuwe boeken als eerste gepresenteerd worden en de website Winged Disk - The Official site for Sitchin Study items, waar nog DVD's verkrijgbaar zijn.<br />
<br />
Voetnoten<br />
<br />
1. De Romeinse, Griekse, Egyptische mythologieen zijn te herleiden naar de geschiedenis van Sumerie. Dat geldt overigens ook voor de Indiase culturen, voor de Kelten, Germanen, Hettieten, Scieten, Maya's, Azteken, Tolteken, Olmeken, , Inca's, Basken en Etrusken...en natuurlijk ook de Aziatische Culturen. Bron: Flyer Millennium UFO Congres maart 2000.<br />
2. De Aarde hangt tussen de 22 tot 24 graden scheef waardoor ook de wisseling in seizoenen veroorzaakt wordt. Voordat deze scheefstand ontstond is er mogelijk dus een periode geweest dat het op de Aarde altijd zomer was. De Aarde maakt een tollende beweging en zo beschrijft de denkbeeldig doorgetrokken aardas een onzichbare cirkel aan het sterrenfirnament wat we precessie noemen. Een precessie-jaar varieeert van ongeveer 27.7000 jaren tot wel 25.900 jaren en dat hangt af van de hoek van scheefstand...Deze kennis was ook al bekend bij oude beschavingen.<br />
Meer info http://nl.wikipedia.org/wiki/Precessie<br />
3. Enkele voetnoten bij de alinea God, Goden en de Heer der Hemelen.<br />
Eigenlijk zijn dit de kolonisten van 2 maar ze zijn verheven tot Almachtige Goden. Als je een christen bent en je komt in aanraking met het verhaal van Zecharia<br />
Sitchin dan zul je toch je geloofsbril moeten aanpassen en de bijbel gaan herlezen<br />
en telkens als je over God of de Heer leest ten eerste afvragen: a. staat er niet Goden, meervoud in de grondtekst ? b. gaat het om de locale alien godheid van Israel ? (waarschijnlijk een broer of kind van Enki, Enli etc - die zich soms ook nog is probeert te profileren als de Almachtige enige God om alle aandacht op hem gevestigd te houden), of c. gaat het over de Twaalfde Planeet/Nibiru die de Heer der Hemelen is. En heeeeel misschien nog een punt d. een geestelijke entiteit/wezen/Ware God die er soms ook nog is tussendoor probeert te komen, maar dat schrijf ik hier alleen voor hen die anders niet meer weten waar ze het zoeken moeten omdat hun hele geloof onder hun voeten wegvalt.<br />
4. Let op dat ook de engelen in de bijbel gewoon de Goden of de Zonen van de<br />
Goden waren van vlees en bloed die onder ons wandelden en niets meer of minder dan boodschappers waren.<br />
5. Als christen moet je ook goed beseffen dat als de Goden uit de bijbel de Anunnaki zijn dat zij mogelijk ook telepatisch communiceerden met het volk en dromen en<br />
visioenen doorgaven en zelfs profetieen van toekomstige gebeurtenissen die ze zelf helderziend hadden waargenomen. Dat dit dus de rol was die de profeten<br />
vervulden en ik denk ook dat dit is waar Sitchin over schrijft in zijn boek Devine<br />
Encounters.<br />
6. Zelfs als je als christen vast blijft houden aan de Almachtige God rol dan zul je dat toch moeten heroverwegen omdat de God van Israel zich profileert als een tiranieke, wrede God en er wordt in de grondtekst al vaak in meervoud gesproken bijvoorbeeld laat Ons mensen maken wat aanduidt dat er meerdere Goden waren en de mens werd ook nog is naar het beeld van deze Goden gschapen zowel mannelijk als vrouwelijk dus de Almachtige God zou in deze redernatie ook mannelijk en vrouwelijk moeten zijn. Al met al mag je dan concluderen dat als die Almachtige God bestaat hij ver ver boven de God of Goden staat die in de bijbel regeren. Ik vermoed dat in het Hindoeisme de "God-ontwikkeling" een zelfde proces heeft doorgegaan als bij de godsdiensten voorafgaand aan het<br />
christendom van kolonisten naar Almachige (geestelijke) goden. Denk je daar nog even over door dan kun je dus als je accepteert dat de God/Goden uit de bijbel niet de Ware God is net zo goed in Brahma geloven als de Almachtige Schepper van Hemel en Aarde. En nee ik ben geen Hindoe, ik maak hier slechts een gedachtesprong. Het Hindoeisme is theologisch gezien net zo uitgebreid als het<br />
<br />
christendom en omvat net zoveel geschriften en stromingen. Als de God van de bijbel niet de Ware God is dan heb je dus de keus, A. of stoppen met geloven in God, B. Een andere God aannemen uit een andere religie maar dat zijn hoogstwaarschijnlijk ook vergeestelijkte bezoekers van andere werelden of entiteiten die zich voordoen als Goden of C. Geloven dat de Ware God zich uitstrekt boven alle religies en zich ook probeert te verbinden aan alle religies/ de mensen in alle religies probeert te bereiken.<br />
7. Om nog maar niet te spreken over het verlossingsprincipe wat overgenomen is uit de de omliggende religies en weer leidt tot Goden aanbidding en verering en een<br />
laag en slecht mens en zelfbeeld en een gnostische of Romeinse verdraaing.<br />
8. Als je gelooft in een Almachtige Schepper die ver ver boven de God en Goden uit de bijbel staat zal het hoogswaarschijnlijk zijn dat hij in zijn grootheid in het gehele universum leven geschapen heeft in vele vormen als een uitdrukking van zijn Wezen.<br />
9. Bepaalde gedachtestromingen in het christendom en in het boek Oahspe.<br />
10.Een theorie is dat er bepaalde geestelijke wezens zijn die daadwerkelijk de rol<br />
van deze Goden en Godinnen op zich genomen hebben in de geestelijke wereld als personificatie/archetype en daarmee dus daadwerkelijk ook bestaan.<br />
11.In principe terug te herleiden tot het Pantheisme of het Esotherische godsbegrip zoals dit op Wiki wordt genoemd.<br />
http://nl.wikipedia.org/wiki/God. Het kan zeer ingewikkelde vormen aannemen en wordt te pas en te onpas gebruikt en soms weten mensen zelf niet eens meer<br />
waar ze het over hebben. Vandaar dat ik zeg dat het soms zeer vage vormen kan aannemen en je je dus ook alijd moet afvragen waar heeft iemand het nu over als<br />
hij het over God heeft. In sommige new age kringen wordt gezegd dat de gehele kosmos en alles daarin doordrenkt is van bewustzijn en dat daar als je een<br />
bepaald niveau bereikt in meditative staat contact mee kan maken wat op zich een hele interessante gedachtegang is. Dit heeft ook te maken met hele diepe<br />
theorieen over materie, geest en bewustzijn.<br />
12.Een kleine noot bij de tweedehands boeken van Sitchin in het Nederlands op<br />
Bol.com. Daar staan belachelijk hoge prijzen bij van over de 100 euro wat uiteraard nergens op slaat want het gaat om drukken uit 1990 en niet om antieke exemplaren van 100 jaar geleden.<br />
<br />
Met dank aan Evert-Jan Poorterman voor het verschaffen van de nodige inzichten en informatie over de afgelopen jaren over Zecharia Sitchin, De Twaalfde Planeet en de Anunnaki.<br />
<br />
Deze studie is geschreven door Hall Leeuwenburgh<br />
<br />
~ Project Stargate 2009 ~<br />
http://projectstargate.deds.nl<br />
<br />
<br />
Op de volgende pagina's informatie over Video materiaal over de Twaalfe Planeet, Links<br />
naar interessante websites over Sitchin, de Anunnaki en de Twaalfde Planeet en een boekenlijst met recente boeken over de zoektocht naar de Twaalfde Planeet.<br />
<br />
<br />
Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-77013654553673397122011-06-05T22:01:00.001+02:002011-10-05T23:05:40.335+02:00Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-65257958251573037882011-05-10T07:59:00.001+02:002011-05-10T08:03:25.903+02:00Man en Woman<div style="text-align: center;"><br />
</div><div style="text-align: center;"><b>Man is the most elevated of creatures, Woman the most sublime of ideals.</b></div><div style="text-align: center;"><br />
God made for man a throne; for woman an altar.<br />
The throne exalts, the altar sanctifies.</div><div style="text-align: center;"><br />
Man is the brain, Woman, the heart.<br />
The brain creates light, the heart, Love. Light engenders, Love resurrects.</div><div style="text-align: center;"><br />
Because of reason Man is strong, because of tears Woman is invincible.<br />
Reason is convincing, tears moving.</div><div style="text-align: center;"><br />
Man is capable of all heroism, Woman of all martyrdom.<br />
Heroism ennobles, martyrdom sublimates.</div><div style="text-align: center;"><br />
Man has supremacy, Woman, preference.<br />
Supremacy is strength, preference is the right.</div><div style="text-align: center;"><br />
Man is a genius, Woman, an angel.<br />
Genius is immeasurable, the angel undefinable.</div><div style="text-align: center;"><br />
The aspiration of man is supreme glory,<br />
The aspiration of woman is extreme virtue.<br />
Glory creates all that is great; virtue, all that is divine.</div><div style="text-align: center;"><br />
Man is a code, Woman a gospel.<br />
A code corrects, the gospel perfects.</div><div style="text-align: center;"><br />
Man thinks, Woman dreams.<br />
To think is to have a worm in the brain,<br />
to dream is to have a halo on the brow.</div><div style="text-align: center;"><br />
Man is an ocean, Woman a lake.<br />
The ocean has the adorning pearl, the lake, dazzling poetry.</div><div style="text-align: center;"><br />
Man is the flying eagle, Woman, the singing nightingale.<br />
To fly is to conquer space. To sing is to conquer the Soul.</div><div style="text-align: center;"><br />
Man is a temple, Woman a shrine.<br />
Before the temple we discover ourselves, before the shrine we kneel.</div><div style="text-align: center;"><br />
In short:</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b>man is found where earth finishes, woman where heaven begins.</b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;">*/*/*/*/*<br />
<br />
<span class="hps" title="Klik voor alternatieve vertalingen"></span><span title="Klik voor alternatieve vertalingen"></span><br />
</div><hr style="margin-left: auto; margin-right: auto;" />Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-50674100427452375812011-04-26T10:50:00.000+02:002011-04-26T10:50:06.602+02:00Fouten in de Bijbel<div dir="ltr" style="text-align: left;" trbidi="on">In 1844 en 1859 vond de Duitse geleerde <a href="http://nl.wikipedia.org/wiki/Konstantin_von_Tischendorf">Konstantin von Tischendorf</a> tijdens twee bezoeken aan het klooster van St. Catharina op de berg Sinaï het oudste bekende manuscript van het complete Nieuwe Testament. En belangrijker nog: Tischendorf wist de monniken zover te krijgen dat hij deze vierde-eeuwse Codex Sinaïticus mocht meenemen (de belofte dat hij hem weer terug zou brengen heeft hij echter gebroken). Aan deze locatie dankt de oude bijbel haar naam.<br />
<br />
<div class="wp-caption aligncenter" id="attachment_9654" style="width: 490px;"><img alt="Het klooster van St. Catharina. Foto: wikipedia.org" class="size-medium wp-image-9654" height="355" src="http://www.nrcnext.nl/files/2009/07/katharinaklooster-480x355.jpg" title="katharinaklooster" width="480" /><div class="wp-caption-text">Het klooster van St. Catharina. Foto: wikipedia.org</div><div class="wp-caption-text"><br />
</div></div>De bijbel had 1.500 jaar onaangeroerd in het klooster gelegen. De woestijnlucht was ideaal voor het bewaren van de bijbel waardoor het de lange periode kon overleven, zo wordt gezegd.<br />
<br />
De originele afmeting van de bijbel is volgens <a href="http://www.bl.uk/onlinegallery/sacredtexts/podscotmckendrick.html">Scot McKendrick</a> van de British Library 40 bij 35 centimeter. De <a href="http://www.bl.uk/">British Library</a> kwam enige tijd geleden met het voorstel de bijbel in zijn geheel op internet te plaatsen zodat onderzoekers de bijbel dan eenvoudig online kunnen bestuderen.<br />
<br />
De bijbel werd door een Monnik va het Vaticaan in 1867 herschreven en aangepast. <br />
Daardoor zie je nu in de bijbel fouten en onlogisch verzen.<br />
<br />
In de bijbel staan diverse verzen die eenzelfde gebeurtenis beschrijven. Hoe kan het dan dat de verschillende verzen verschillende feiten vertellen? <br />
<br />
2 Samuël 8:4 blz. 262…en David nam van hem gevangen zeventienhonderd ruiters en twintigduizend man voetvolk… <br />
<br />
Vergelijk eens met 1 Kronieken 18: 4 blz. 351...David veroverde op hem duizend wagens, zevenduizend ruiters en twintigduizend man voetvolk… <br />
<br />
1 Koningen 4:26 blz. 285 …Voorts had Salomo veertigduizend kribben voor de paarden… <br />
<br />
Vergelijk eens met 2 Kronieken 9:25 blz. 367…Voorts had Salomo vierduizend stallingen voor de paarden… <br />
<br />
2 Samuël8:9-10 blz. 262…Toen Toi, de koning van Hamat, … en …zond Toi zijn zoon Joram naar koning David… <br />
<br />
Vergelijk eens met 1 Kronieken 18:9-10 blz. 351…Toen Tou, de koning van Hamat, … en …zond hij zijn zoon Hadoram met naar koning David… <br />
<br />
2 Samuël 10:18 blz. 263…en David doodde van de Arameeërs zevenhonderd wagenpaarden en veertigduizend ruiters… <br />
<br />
Vergelijk eens met 1 Kronieken 19:18 blz. 352…en David doodde van de Arameeërs zevenduizend wagenpaarden en veertigduizend man voetvolk.. <br />
<br />
2 Koningen 8:26 blz. 316 …Tweeëntwintig jaar was Achazja oud, toen hij koning werd… <br />
<br />
Vergelijk eens met 2 Kronieken 22:2 blz. 376…Achazja was tweeënveertig jaar oud, toen hij koning werd… <br />
<br />
2 Koningen 24:8 blz. 334…Jojakin was achttien jaar oud, …, hij regeerde drie maanden te Jeruzalem… <br />
<br />
Vergelijk eens met 2 Kronieken 36:9 blz. 390…Jojakin was achttien jaar oud, …, hij regeerde drie maanden en tien dagen in Jeruzalem… <br />
<br />
Vergelijk ook eens met 2 Kronieken 36:9 blz. 423 van “Het Boek”…Jojachin was acht jaar oud… (Bijbels onderling verschillen dus ook) <br />
<br />
Genesis 6:3 blz. 4…Mijn geest zal niet altoos in de mens blijven,…, zijn dagen zullen honderd twintig jaar zijn… <br />
<br />
Vergelijk eens met Genesis 9:29 blz. 7…zo waren al de dagen van Noach negenhonderd vijftig jaar… <br />
<br />
1 Koningen 7:26 blz. 288 …Zij had een inhoud van tweeduizend bath… <br />
<br />
Vergelijk eens met 2 Kronieken 4:5 blz. 362 …Zij had een inhoud van drieduizend bath… <br />
<br />
Genesis 2:17 blz. 2…maar van de boom van kennis van goed en kwaad, daarvan zult gij niet eten, want ten dage, dat gij daarvan eet, zult gij voorzeker sterven… <br />
<br />
vergelijk eens met Genesis 5:5 blz. 4…zo waren al de dagen van Adam, die hij geleefd heeft, negenhonderd dertig jaar… <br />
<br />
en Adam had van de boom gegeten: zie Genesis 3:12 blz.2: …en toen heb ik gegeten… <br />
<br />
1 Korintiërs 3:8 blz. 149 …alleen zal elk zijn eigen loon krijgen naar zijn eigen werk… <br />
<br />
en Ezechiël 18:20 blz. 735…De gerechtigheid van de rechtvaardige zal alleen rusten op hemzelf en de goddeloosheid van de goddeloze zal alleen rusten op hemzelf… <br />
<br />
???Hoe kan dan Jezus (vrede zij met hem) sterven voor onze zonden??? <br />
<br />
Als Jezus (vzmh) voor ons is gestorven, en daarmee onze zonden wegneemt, dan gaan we dus allemaal naar de hemel. Dit is al in tegenstrijd met de voorgaande verzen. En ook met het volgende: <br />
<br />
Matteüs 25: 32 blz. 26…En al de volken zullen voor Hem verzameld worden, en Hij zal ze van elkaar scheiden, de goeden aan zijn rechterhand die kunnen naar het paradijs, de slechte aan zijn linkerhand moeten naar het eeuwige vuur… <br />
<br />
Numeri 23:19 blz. 133…God is geen man, dat Hij liegen zou; of een mensenkind, dat hij berouw zou hebben… <br />
<br />
Vergelijk eens met 1 Samuël 15:35 blz. 240…En de Here had berouw, dat Hij Saul tot koning over Israël had aangesteld… <br />
<br />
en ook Genesis 6:6 blz. 4…berouwde het de Here dat hij de mens op de aarde gemaakt had, en het smartte Hem in zijn hart… <br />
<br />
en ook Genesis 6:7 blz. 5 …want het berouwt Mij, dat ik hen gemaakt heb… <br />
<br />
en ook Exodus 32:14 blz. 73…En de Here kreeg berouw over het kwaad, dat Hij gezegd had zijn volk te zullen aandoen… <br />
<br />
en ook Jeremia 15:6 blz. 675 …Ik ben het berouwen moe… (God die moe is???) <br />
<br />
Als we kijken in een woordenboek wat berouw betekent, dan lezen we het volgende: Berouw = spijt over verkeerde daad, spijt of teleurstelling doen hebben. <br />
<br />
Dus God die alles geschapen heeft en alles regelt, de almachtige die alles weet, maakt fouten waar hij spijt van heeft??? <br />
<br />
1 Korintiërs 14:33 blz. 157 …want God is geen God van wanorde, maar van vrede… <br />
<br />
Vergelijk eens met Jesaja 45:7 blz. 649 …die het heil bewerkt en het onheil schep… <br />
<br />
en ook 1 Samuël 16:14 blz. 241 …en een boze geest, die van de Here kwam… <br />
<br />
en ook 2 Tessalonicenzen 2:11 blz. 185…daarom zendt God hun een dwaling, die bewerkt, dat zij de leugen geloven… <br />
<br />
Marcus 10:27 blz. 42 …want alle dingen zijn mogelijk bij God… <br />
<br />
en ook Matteüs 19:26 blz. 19 …bij God zijn alle dingen mogelijk… <br />
<br />
Vergelijk eens met Richteren 1:19 blz. 202…En de Here was met Juda,…, maar hij was niet in staat de bewoners van de vlakte te verdrijven, want dezen hadden ijzeren strijdwagens… <br />
<br />
1 Timoteus 6:16 blz. 189…de Koning der koningen en de Here der Heren,…, en een ontoegankelijk licht bewoont… <br />
<br />
Vergelijk eens met 1 Koningen 8:12 blz. 289…De Here heeft gezegd in donkerheid te willen wonen… <br />
<br />
Jakobus 1:13 blz. 203…God kan door het kwade niet verzocht worden en Hijzelf brengt ook niemand in verzoeking… <br />
<br />
Vergelijk eens met Genesis 22:1 blz. 15…Hierna gebeurde het, dat God Abraham op de proef stelde… <br />
<br />
Johannes 5:37 blz. 87 …Gij hebt nooit zijn stem gehoord of zijn gedaante gezien… <br />
<br />
en ook Johannes 1:18 blz. 82 …Niemand heeft ooit God gezien… <br />
<br />
en ook Timoteüs 6:16 blz. 189 …die geen der mensen gezien heeft of zien kan… <br />
<br />
en ook Exodus 33:20 blz. 74…Gij zult mijn aangezicht niet kunnen zien, want geen mens zal mij zien… <br />
<br />
Vergelijk eens met Exodus 33: 11 blz. 74…En de Here sprak tot Mozes van aangezicht tot aangezicht, zoals iemand spreekt met zijn vriend... <br />
<br />
en ook met Genesis 12:7 blz. 8 …Toen verscheen de Here aan Abraham en zeide… <br />
<br />
en ook met Genesis 32:30 blz. 27…ik heb God gezien, van aangezicht tot aangezicht en mijn leven is behouden gebleven… <br />
<br />
en ook met Exodus 24:10 blz. 65 …En zij zagen de God van Israël… <br />
<br />
en ook met Ezechiël 1:28 blz. 722…Aldus was het voorkomen van de verschijning van de heerlijkheid des Heren. <br />
<br />
en ook met Amos 9:1 blz. 794 …Ik zag de Here staan bij het altaar, en Hij zeide… <br />
<br />
en ook met Johannes 14:9 blz. 98 …Wie mij gezien heeft, heeft de vader gezien… <br />
<br />
Johannes 5:31-32 blz. 87…Indien Ik getuig van van Mijzelf, is mijn getuigenis niet waar, een ander is het die van Mij getuigt... <br />
<br />
Vergelijk eens met Johannes 8:14 blz. 91…Ook al getuig Ik van Mijzelf, toch is mijn getuigenis waar… <br />
<br />
Ook de laatste woorden van Jezus (vrede zij met hem) aan het kruis zijn verschillend. <br />
<br />
Kijk naar Matteüs 27:46 blz. 30 …Omstreeks het negende uur riep Jezus met luider stem, zeggende: Eli, Eli, lama sabachtani? Dat is: Mijn God, Mijn God, waarom hebt Gij Mij verlaten… <br />
<br />
En kijk naar Marcus 15:34 blz. 49…En op het negende uur riep Jezus met luider stem: Eloi, Eloi, lama sabachtani, hetgeen betekent: Mijn God, Mijn God, waarom hebt Gij mij verlaten… <br />
<br />
Vergelijk eens met Lucas 23:46 blz. 80…en Jezus riep met luider stem: Vader, in uw handen beveel Ik mijn geest. En toen Hij dat gezegd had, gaf Hij de geest… <br />
<br />
en met Johannes 19:30 blz. 103 <br />
<br />
…Toen Jezus dan de zure wijn genomen had, zeide Hij: Het is volbracht! En Hij boog het hoofd en gaf de geest… <br />
<br />
Ook is het opmerkelijk dat Jezus (vrede zij met hem) teleurgesteld is in God. Hij zegt “…waarom hebt Gij mij verlaten…” <br />
<br />
Meer verschillen in deze verzen ; wilde Jezus (vzmh) zelf drinken (blz. 103, 19:29) of nam iemand anders het initiatief (blz. 49, 15:36). Scheurde de tempel voor zijn dood of erna? Blz. 30 en 49 na zijn dood, blz. 80 voor zijn dood. Lees deze verzen goed door en zie de verschillen. (???) <br />
<br />
1 Johannes 3:9 blz. 213 …Een ieder, die uit God geboren is, doet geen zonden… <br />
<br />
Vergelijk eens met 2 Kronieken 6:36 blz. 365 …er is immers geen mens die niet zondigt… <br />
<br />
Dus ook hier weer is het feit dat Jezus (vzmh) voor onze zonden gestorven is, een groot vraagteken. <br />
<br />
Johannes 3:13 blz. 84 …En niemand is opgevaren naar de hemel… <br />
<br />
Vergelijk eens met 2 Koningen 2:11 blz. 309 …Alzo voer Elia in een storm ten hemel… <br />
<br />
Galaten 5:2-3 blz. 171…Zie, ik, Paulus, zeg u: indien gij u laat besnijden, zal Christus u geen nut doen… <br />
<br />
Vergelijk eens met Genesis 17:10 + 13-14 blz. 11…dat bij u al wat mannelijk is besneden worden, gij zult het vlees van uw voorhuid laten besnijden, en dat zal tot een teken van het verbond zijn tussen Mij en u… <br />
<br />
…moet voorzeker besneden worden,…, En de onbesnedene, de man namelijk, die het vlees van zijn voorhuid niet laat besnijden, die mens zal uitgeroeid worden uit zijn volksgenoten: hij heeft mijn verbond verbroken… <br />
<br />
en vergelijk met Exodus 12:43 + 49 blz. 54…wanneer gij hem besneden hebt… en … dan zal ieder van het mannelijk geslacht, die bij hem behoort, besneden worden… <br />
<br />
en vergelijk met Leviticus 12:3 blz. 91…En op de achtste dag zal het vlees van zijn voorhuid besneden worden… <br />
<br />
Wat is nu het belangrijkste? Dat wat God ons bevolen heeft, of wat Paulus gezegd heeft??? Of is god van gedachte veranderd??? <br />
<br />
Ook varkensvlees is in het Christendom verboden. Zie Leviticus 11:7-8 blz. 90 …Ook het zwijn,…, Van hun vlees zult gij niet eten…</div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-71031632600276907232011-04-23T18:10:00.002+02:002011-04-23T18:10:44.606+02:00To All Who Hate Muslims<div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on"><br />
</div><object height="350" width="550"><param name="movie" value="http://www.youtube.com/v/SoRiYOplcwY&hl=en_US&feature=player_embedded&version=3"></param><param name="allowFullScreen" value="true"></param><param name="allowScriptAccess" value="always"></param><embed src="http://www.youtube.com/v/SoRiYOplcwY&hl=en_US&feature=player_embedded&version=3" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="550" height="350"></embed></object></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-90452612584425303052011-04-03T13:50:00.000+02:002011-04-03T13:50:49.158+02:00KLEDINGVOORSCHRIFTEN VOOR VROUWEN IN ISLAM (ONDERWERPING)<div dir="ltr" style="text-align: left;" trbidi="on"><span lang="NL" style="color: black; font-size: 13.5pt;">SAMENVATTING:</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">De Koran is erg duidelijk over kledingvoorschriften voor gelovigen. Vernieuwingen en verzinsels hebben de Hijab (hoofddoek) geïntroduceerd in de Islam (Onderwerping). De Hijab is een traditie van hoofdbedekking die z'n oorsprong vindt in oude beschavingen en die niet ondersteund of bepleit wordt door de Koran.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span> <br />
<span lang="NL" style="color: black; font-size: 13.5pt;">INTRODUCTIE:</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">God, de Barmhartige, de Genadevolle, volhardt erin dat Zijn religie makkelijk, praktisch en prettig is voor de ware gelovigen. God heeft ons ook geleerd dat diegenen die Hem en Zijn boeken verwerpen het leven moeilijk maken voor zichzelf en hun geliefden die in hun voetsporen treden.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Hij herinnert ons er in de Koran aan dat Hij het ons geen lasten heeft opgelegd in het volgen van onze religie. (zie:22:78)</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"Strijdt voor de zaak van God zoals u ervoor behoort te strijden, Hij heeft u verkozen en heeft u geen lasten opgelegd in uw religie, de religie van uw voorvader Abraham. ......................." </span><span lang="NL" style="color: black;">22:78</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span> <br />
<span lang="NL" style="color: black;">God heeft ook verscheidene regels opgesteld in Zijn boek, de Koran, voor de WARE gelovigen. Het breken of afwijzen van deze regels leidt tot verlies, misleiding en eeuwige lijden. Om een onderwerp als KLEDINGVOORSCHRIFT voor Moslimaen te begrijpen moeten we eerst even de regels nalopen die opgesteld zijn door onze Schepper, de Almachtige God, aan wie we verantwoording af te leggen hebben over onze daden. Iedere regel is belangrijk en iedere regel heeft zijn bedoeling.</span><br />
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<span lang="NL" style="color: #df0070;">(1)</span><span lang="NL" style="color: black;"> De Koran is een kompleet boek, zie 6:19,38,114,115, 12:111 en 50:45.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Bedenk dat wanneer God zegt dat Z'n boek kompleet is, dat betekent dat het 100% kompleet is. </span><br />
<span lang="NL" style="color: #006fdd;">".........We hebben niks uit dit boek weggelaten." </span><span lang="NL" style="color: black;">6:38</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"Het woord van uw Heer is kompleet in waarheid en rechtvaardigheid. Niets zal Zijn woorden ongedaan kunnen maken. Hij is de Alhorende, de Alwetende." </span><span lang="NL" style="color: black;"> 6:115 </span><br />
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<span lang="NL" style="color: #df0070;">(2)</span><span lang="NL" style="color: #df0070; font-size: 18pt;"> </span><span lang="NL" style="color: black;">De Koran is perfect; geen fouten, geen valsheden en geen onzin. </span><br />
<span lang="NL" style="color: #006fdd;">"Geen valsheid kan het (Koran) beroeren, in het verleden of de toekomst; een openbaring van de Alwijze, de Geprezene." </span><span lang="NL" style="color: black;">41:42</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"....Al het gezag behoort God toe. Hij heeft ons geboden naast Hem niets anders te aanbidden. Dit is de JUISTE RELIGIE, maar de meesten zien het niet." </span><span lang="NL" style="color: black;">12:40 (see also 30:30, 30:43 and 98:5).</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(3) </span> <span lang="NL" style="color: #df0070; font-size: 18pt;"> </span><span lang="NL" style="color: black;">De Koran is volledig gedetailleerd, en wanneer God zegt dat z'n boek volledig gedetailleerd is, dan betekent het ook VOLLEDIG gedetailleerd. God doet geen half werk.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"Zal ik anderen dan God als rechter aanvaarden, terwijl Hij het is, die dit boek volledig gedetailleerd aan ons heeft verklaard? Zij die het boek ontvangen hebben, zagen dat het de waarheid van hun Heer was. U zult geen twijfel hebben." </span> <span lang="NL" style="color: black;"> 6:114 (See also, 7:52, 11:1, 41:3, 10:37 and 12:111)</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(4) </span> <span lang="NL" style="color: #df0070; font-size: 18pt;"> </span> <span lang="NL" style="color: black;">God heeft geen aanvulling op Zijn boek nodig. God leert ons in de Koran dat Hij aan woorden niet tekort komt en als Hij zou willen, dan had Hij ons honderden, duizenden of miljoenen boeken kunnen geven buiten de Koran (zie 18:109). Maar aangezien de Koran kompleet, perfect en volledig gedetailleerd is gaf Hij ons niet meer boeken dan de Koran.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(5)</span><span lang="NL"> </span><span lang="NL" style="color: black;">God noemt Zijn boek, de Koran, de BESTE HADITH. Hij roept de ware gelovigen op om geen andere hadith te accepteren als bron van religie. Zie 7:185, 31:6, 39:23, 45:6 en 77:50. </span><br />
<span lang="NL" style="color: #006fdd;">"Hebben zij het koninkrijk der hemelen en aarde, en al de dingen die God geschapen heeft, nooit gadegeslagen? En bedenken ze dat het einde van hun leven wel eens nader kan zijn? In welk woord (HADITH) dan deze (KORAN) geloven ze dan?" </span> <span lang="NL" style="color: black;">7:185 </span><br />
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<span lang="NL" style="color: #df0070;">(6)</span><span lang="NL"> </span><span lang="NL" style="color: black;"> God roept diegenen die echt in Hem geloven op om voorzichtig te zijn dat we niet in de val van afgodenvereerders lopen, door de woorden van 'geleerden' te volgen in plaats van de woorden van God (zie 9:31)</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(7)</span><span lang="NL"> </span><span lang="NL" style="color: black;"> God noemt degenen die verbieden wat Hij nooit verboden heeft, agressors, leugenaars en afgodenvereerders. Verafgoding is de enige onvergefelijke zonde, als men het vol blijft houden tot de dood. Zie, 5:87, 9:37, 7:32, 6:119, 6:140 en 10:59</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"O, Gij die gelooft, maak de goede dingen die God voor u wettig heeft gemaakt, niet onwettig, en val niet aan. God heeft de agressors niet lief." </span><span lang="NL" style="color: black;">5:87</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"Zeg, "Hebt gij overwogen dat God alle voorzieningen heeft nedergezonden, en dat gij een gedeelte hiervan onwettig, en een ander gedeelte wettig heeft verklaard?" Zeg, "Heeft God u hiervoor toestemming verleend? Of verzint gij leugens over God?" </span> <span lang="NL" style="color: black;">10:59</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(8)</span><span lang="NL" style="color: #006fdd;"> </span><span lang="NL" style="color: black;">Mohammed wordt alleen door de Koran vertegenwoordigd. De profeet Mohammed was de laatste profeet en een boodschapper van God (33:40). Hij was niet de boodschapper van God om wie hij was, maar omdat hij de (boodschap van de) Koran moest geven aan deze wereld. De Islam is een religie van God en gaat niet over Mohammed, die gezegend was door God met het verkondigen van de boodschap van de Koran. Hij hield er niet z'n eigen agenda op na. Zijn taak was om aan de wereld te brengen wat hem gegeven was, de Koran. Zie 42:48, 13:40, 5:99-100</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Mohammed kon zelf geen dingen onwettig of wettig verklaren. Wanneer hij het wel probeerde waarschuwde God hem openlijk, zie 66:1 </span><br />
<span lang="NL" style="color: #006fdd;">"O profeet, waarom verbiedt u wat God wettig heeft gemaakt voor u, alleen om uw vrouwen te behagen? God is Vergevingsgezind, Genadevol." </span><span lang="NL" style="color: black;">66:1</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Vers 66:1 herinnert ons eraan dat God de ENIGE is die iets kan verbieden of toestaan. NIEMAND kan aan Mohammed een verbod toeschrijven dat God hem niet gegeven heeft in de Koran. Iedereen die dit toch probeert geeft zo toe God's woorden en geboden in de Koran te verwerpen.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(9) </span> <span lang="NL" style="color: #df0070; font-size: 18pt;"> </span><span lang="NL" style="color: black;">De WARE gelovigen WETEN dat wanneer God iets zegt, Hij het meent, en wanneer Hij iets niet zegt, Hij dat ook meent. Alles in de Koran is ons bewust gegeven, en alles wat er niet in staat is er bewust uitgelaten. </span><br />
<span lang="NL" style="color: black;">God vergeet niets. Zie: 19:64. Wij mogen niks toevoegen aan deze religie wat God er opzettelijk uitgelaten heeft en dat aan Hem of Zijn boodschapper toeschrijven. Zijn boodschapper heeft maar ÉÉN boodschap, de Koran. God heeft ons al eerder duidelijk gemaakt dat het Hem aan woorden niet ontbreekt. 18:109</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #df0070;">(10) </span> <span lang="NL" style="color: #df0070; font-size: 18pt;"> </span><span lang="NL" style="color: black;">God heeft er geen behoefte aan dat wij Zijn boodschap gaan verbeteren. Daarentegen hebben wij Hem wel degelijk nodig, voor ieder aspect van ons leven. Diegenen die denken dat ze de Koran kunnen verbeteren, vragen alleen maar om herkenning van hun afgoden als goden naast de ENIGE ECHTE God. </span><br />
<span lang="NL" style="color: black;">Met verzonnen hadiths is geprobeerd aan Islam toe te voegen wat de ongelovigen dachten dat God vergeten was om te vermelden in de Koran. </span><br />
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<span lang="NL" style="color: #df0070;">(11)</span><span lang="NL"> </span> <span lang="NL" style="color: black;">God roept de WARE gelovigen aan om elk stukje informatie dat ze zien, horen of lezen te verifiëren. Zie 17:36.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"U zal niet datgene accepteren waarvan u geen kennis bezit. Ik heb u het gehoor, het zicht en het denkvermogen gegeven. En u bent verantwoordelijk voor het gebruik hiervan." </span> <span lang="NL" style="color: black;">17:36</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Dus VERIFIEER alles zelf.</span><br />
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<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<div align="center" style="text-align: center;"> <span lang="NL" style="color: #f20079; font-size: 18pt;">DRIE KLEDINGVOORSCHRIFTEN VOOR VROUWEN IN ISLAM (Onderwerping)</span></div><div align="center" style="text-align: center;"><br />
</div><div align="center" style="text-align: center;"><br />
</div><div align="center" style="text-align: center;"><span lang="NL" style="color: #f20079; font-size: 18pt;"> </span></div><span lang="NL" style="color: #f20079; font-size: 13.5pt;">EERSTE REGEL: DE BESTE KLEDING</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">[7:26] </span> <span lang="NL" style="color: #9399d2;">"O kinderen van Adam, wij hebben u voorzien van kleding, zowel om uw lichamen te bedekken, als om sierlijk te zijn. Maar de beste kleding is gepaste kleding. Dit zijn tekens van God, opdat zij er lering uit mogen trekken." </span><br />
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<span lang="NL" style="color: black;">Dit is de BASIS van de KLEDINGVOORSCHRIFTEN in de Koran. Dit is de eerste van de KLEDINGVOORSCHRIFTEN VOOR VROUWEN in Islam (Onderwerping).</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #f20079; font-size: 13.5pt;">TWEEDE REGEL: BEDEK DE BOEZEM</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">De tweede regel kan gevonden worden in vers 24:31. Hier beveelt God de vrouwen om hun boezems te bedekken als ze zich kleden. Maar laten we, voordat we vers 24:31 citeren, eerst een aantal zeer belangrijke woorden bekijken die altijd genoemd worden met betrekking tot dit onderwerp, namelijk "Hijab" en "Khimar"</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black; font-size: 13.5pt;">HET WOORD "HIJAB" in the KORAN</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">"Hijab" is de term die door veel Moslimaen gebruikt wordt om hun hoofddoek te beschrijven die soms het hele gezicht, behalve de ogen, bedekt, en soms zelfs nog een oog bedekt. het Arabische woord "Hijab" kan vertaald worden in sluier of yashmak. Andere betekenissen van het woord "Hijab" zijn: scherm, hoes, mantel, gordijn, afscheiding, scheiden.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Kunnen we het woord "Hijab" vinden in de Koran?? </span><br />
<span lang="NL" style="color: black;">Het woord "Hijab" komt 7 keer voor in de Koran, 5 keer als "Hijab" en 2 keer als "Hijaban", in de verzen 7:46, 33:53, 38:32, 41:5, 42:51, 17:45 en 19:17. </span><br />
<span lang="NL" style="color: black;">Geen van deze "Hijab" woorden zijn gebruikt zoals ze (Hijab) tegenwoordig gebruikt wordt door traditionele Moslims om de kledingvoorschriften voor de Moslima aan te duiden.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">God weet dat generaties na Mohammed z'n dood de Moslims het woord "Hijab" zouden misbruiken om kledingvoorschriften uit te vinden die Hij nooit goedgekeurd heeft. God heeft het woord "Hijab" bewust eerder dan hen gebruikt, net als Hij het woord "Hadith" eerder dan hen gebruikt heeft.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Hijab in de Koran staat geheel los van het kledingvoorschrift voor Moslima’s.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black; font-size: 13.5pt;">HISTORISCHE ACHTERGROND:</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Terwijl veel Moslims beweren dat de "Hijab" een Islamitisch kledingvoorschrift is, negeren ze volkomen dat Hijab als kledingvoorschrift niets te maken heeft met Islam en niets te maken heeft met de Koran.</span><span lang="NL"> </span><br />
<span style="height: 123px; left: -110px; position: absolute; top: 2786px; width: 125px; z-index: 1;"><img height="123" src="http://www.submission.org/Dutch/dress_files/image001.html" width="125" /></span><span lang="NL" style="color: black;">De "Hijab" of hoofddoek, kan teruggevoerd worden tot de vroegste beschavingen. Men komt hem tegen in vroege en late Romeinse en Griekse kunst. Hiervan getuigen archeologische vondsten, zowel op potscherven, schilderingen als in geschriften. In de Grieks-Romeinse cultuur bedekten zowel mannen als vrouwen hun hoofden in religieus verband. De traditie om sluiers (voor vrouwen) en hoofddoeken (voor mannen) te dragen werd toen overgenomen door de Joden die het opnamen in hun Talmoed (de talmoed is vergelijkbaar met de hadith en sunna, geen van beide zijn de woorden van God) en de Christenen namen het ook over. Een wel gerespecteerde Rabbijn legde dit ooit uit aan een groep Joodse vrouwen: "We vinden geen direct gebod in de Thora dat zegt dat vrouwen hun hoofden moeten bedekken, maar we weten dat dit al duizenden jaren traditie is." Na de dood van de profeet Mohammed namen de schrijvers van de hadith de hoofdbedekking over en moedigde deze aloude traditie aan. De schrijvers van hadith deden hetzelfde als de Joden, zoals ze met zoveel tradities deden, en ze schreven ze toe aan de profeet gezien het feit dat de Koran ze niet beveelt. </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Iedereen die de oude Joodse tradities of religieuze teksten bestudeert, zal zien dat het bedekken van het hoofd voor Joodse mannen en vrouwen aangemoedigd werd door de Rabbijnen en religieuze leiders. Strenge religieuze Joodse vrouwen bedekken meestal nog steeds hun hoofden, met name in de synagogen, op bruiloften en tijdens religieuze feesten. </span><br />
<span style="height: 100px; left: -120px; position: absolute; top: -707px; width: 74px; z-index: 2;"><img height="100" src="http://www.submission.org/Dutch/dress_files/image002.html" width="74" /></span><span lang="NL" style="color: black;">Sommige Christelijke vrouwen bedekken hun hoofd tijdens veel religieuze gelegenheden terwijl nonnen hun hoofden altijd bedekken. </span><br />
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<span lang="NL" style="color: black;">Zoals we kunnen verwachten droegen de traditionele Arabieren van alle gezindten, zowel Joden, Christenen als Moslims, vroeger iets om hun hoofden te bedekken, niet vanwege islam, maar vanuit traditie. In Saudi Arabië dragen nog steeds veel mannen een hoofdbedekking, niet vanwege Islam maar vanuit traditie.</span><br />
<span lang="NL" style="color: black;">Noord Afrika staat bekend om de stam (Tuareg) waar de Moslim mannen "Hijab" dragen in plaats van de vrouwen. Hier zijn de tradities van de Hijab omgedraaid. Als een Hijab dragen het teken is van de vrome en rechtvaardige moslima, dan zou moeder Theresa tot een vooraanstaand moslima gerekend zullen worden.</span><br />
<span lang="NL" style="color: black;">In het kort, hijab is een traditionele klederdracht die niets te maken heeft met islam of religie. In bepaalde delen van de wereld zijn mannen degenen die de hijab moeten dragen terwijl het elders vrouwen zijn. </span><br />
<span lang="NL" style="color: black;">Het vermengen van religie met traditie is een vorm van verafgoding, gezien het feit dat diegenen die ze volgen, andere wetten volgen dan God's geschriften en beweren dat het van God komt. Verafgoding is de enigste onvergefelijke zonde als men die tot de dood blijft volharden.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Negeren wat God van je vraagt in Zijn boek, of vernieuwingen volgen die geen basis vinden in de Koran, is een duidelijk teken van het verwerpen van God en Zijn boodschap. </span><br />
<span lang="NL" style="color: black;">Wanneer traditie God's geboden overschaduwt, neemt de ware religie een tweede plaats in. God accepteert geen tweede plaats. God komt altijd eerst en naast Hem is er geen tweede. </span><br />
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<span lang="NL" style="color: black; font-size: 13.5pt;">HET WOORD "KHIMAR" in de KORAN</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">"Khimar" is een Arabisch woord dat gevonden kan worden in vers 24:31van de Koran. Terwijl de eerste basisregel van de kledingvoorschriften voor Moslima’s gevonden kan worden in 7:26, kan de tweede regel van de KLEDINGVOORSCHRIFTEN VOOR VROUWEN gevonden worden in 24:31. Sommige Moslims citeren vers 31 van Sura 24 als zijnde de Hijab, of hoofddoek bevattend, door te verwijzen naar het woord Khomoorehenna (van Khimar), hierbij vergeten ze dat God het woord Hijab al verscheidene keren gebruikt heeft. Diegenen die door God gezegend zijn kunnen zien dat het woord "Khimar" in dit vers niet staat voor "Hajib" of hoofddoek. Diegenen die dit vers citeren zetten meestal (hoofddoek) of (sluier) achter het woord Khomoorehenna, en meestal tussen haakjes, omdat het hun eigen aanvulling op het vers is, niet die van God. Hier is vers 24:31:</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"En vertel de gelovige vrouwen om hun blik neder te werpen, en hun passies in bedwang te houden. Ze zullen niets van hun lichaam verhullen, behalve hetgeen nodig is. Ze zullen hun boezem bedekken (met hun Khimar) behalve in het gezelschap van hun echtgenoten, vaders, schoonvaders, zonen, stiefzonen, zwagers, zonen van hun broers en zussen, andere vrouwen, de mannelijke bedienden of werknemers wiens seksuele drijfveer afgenomen is, of de jonge kinderen die de puberteit nog niet bereikt hebben. En laat ze niet met de voeten op de grond slaan zodat ze zodanig beweegt dat ze bepaalde gedeeltes van haar lichaam onthult. Gij zult u allen tot God wenden, O gelovigen, opdat u mag slagen." </span><span lang="NL" style="color: black;"> 24:31 (vertaald vanuit de engelse versie van Rashad Khalifa) </span><br />
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<span lang="NL" style="color: black;">Hier is de versie uit een andere, Nederlandse Koran (ISBN 90 5513 2322) uitgegeven door Islam International Publications Ltd. Maar het woord "Khimar" is neergezet in plaats van "hoofddoek" zodat het vers er uitziet zoals het deed voor hun interpretatie hiervan:</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"En zeg tegen de gelovige vrouwen dat zij ook hun ogen neergeslagen houden en hun passies beheersen, en dat zij hun schoonheid niet tonen...... , en dat zij haar KHIMAR over haar boezem laten hangen, en dat zij haar schoonheid niet tonen behalve aan haar echtgenoot,...." 24:32 (in hun versie)</span><br />
<span lang="NL" style="color: #006fdd;"> </span><span lang="NL" style="color: black;"> </span><br />
<span lang="NL" style="color: black;">(Zie ook het voorbeeld van de vertaling van Y. Ali op </span><span style="color: black;"> <a href="http://www.submission.org/dress.html" style="color: blue; text-decoration: none;"> <span lang="NL">http://www.submission.org/dress.html</span></a></span><span lang="NL" style="color: black;">)</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">"Khimar” is een Arabisch woord dat grofweg “bedekking” betekent: alles wat iets 'bedekt' is een Khimar, een jurk is een Khimar, een tafelkleed dat het blad van een tafel bedekt is een Khimar, een deken kan gebruikt worden als een Khimar, etc. Het woord KHAMRA dat voor verdovende middelen wordt gebruikt in het Arabisch, heeft dezelfde oorsprong als Khimar, omdat ze beiden iets bedekken. De Khimar bedekt (een raam, een lichaam, een tafel ...etc.) terwijl KHAMRA de geest “bedekt”. De meeste vertalers, die overduidelijk beïnvloed zijn door hadith (fabricaties), vertalen het woord als SLUIER OF HOOFDDOEK en misleiden zo de meeste mensen ertoe om te geloven dat met dit vers het bedekken van het hoofd bedoeld wordt.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span> <br />
<span lang="NL" style="color: black;">In vers 24:31 vraagt God aan de vrouwen om hun bedekking (Khimar) (dit kan een jurk, een jas, een shirt, een blouse, een das, een sjaal....etc, zijn) te gebruiken om hun BOEZEM te bedekken, NIET hun HOOFDEN of HAREN. Als God dat had gewild dan had niets Hem ervan kunnen weerhouden om dit te gebieden. God heeft geen gebrek aan woorden. God vergeet niets. God heeft de vrouwen nooit bevolen om hun hoofden of haren te bedekken.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">God wacht niet op een 'geleerde' om de woorden voor Hem in de juiste context te plaatsen!</span><span lang="NL"> </span> <br />
<span lang="NL" style="color: black;">Het Arabische woord voor BORST, GAYB is aanwezig in vers (24:31), maar de Arabische woorden voor HOOFD, (RAAS) of HAAR, (SHAAR) zijn NIET aanwezig in dit vers. Het gebod in dit vers is duidelijk - BEDEK JE BORST OF BORSTEN, maar de verzinsels van de 'geleerden' en de meeste vertalers zijn ook duidelijk: bedek je hoofd of haren.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Het laatste deel van vers 24:31 kan vertaald worden als, </span><span lang="NL" style="color: #8198cf;">"En laat ze niet met de voeten op de grond slaan zodat ze zodanig beweegt dat ze bepaalde gedeeltes van haar lichaam onthult."</span><span lang="NL" style="color: black;"> De details van het lichaam kunnen alleen maar onthuld worden door het soort kleding dat men draagt. Niet door wat men op het hoofd draagt .</span><br />
<br />
<span lang="NL" style="color: black;">Let ook op de uitdrukking in vers 24:31, </span><br />
<span lang="NL" style="color: #006fdd;">"Ze zullen niets van hun lichaam verhullen, behalve hetgeen nodig is."</span><br />
<span lang="NL" style="color: #006fdd;"> </span><span lang="NL" style="color: black;"> </span><br />
<span lang="NL" style="color: black;">Deze uitdrukking is misschien onduidelijk voor velen omdat ze de genade van God niet begrijpen. Weer gebruikte God hier deze algemene term om ons de vrijheid te geven om zelf te beslissen "Wat nodig is". </span><br />
<span lang="NL" style="color: black;">Het is niet aan een 'geleerde' of een specifiek persoon om deze term te definiëren. God wil het overlaten aan iedere man of vrouw en niemand kan het hem of haar afnemen. Vrouwen die de nummer 1 basisregel volgen, namelijk die van rechtschapenheid, zijn in staat de juiste beslissing te nemen om alleen te tonen wat nodig is.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Het woord "zeenatahunna" in dit vers verwijst naar de lichaamsdelen (schoonheid) van de vrouw die overdreven kunnen worden door de bewegingen van het lichaam tijdens het lopen, en niet naar kunstmatige versieringen (make-up, sieraden,... etc) zoals sommige mensen het interpreteren of vertalen. Aan het eind van dit vers vertelt God de vrouwen niet 'met hun voeten te slaan' en zo hun "zeenatahunna" te tonen. 'Met de voeten slaan' kan sommige delen van het lichaam benadrukken, overdrijven, of schudden waar geen nadruk op gelegd zou moeten worden. Het is belangrijk om te onthouden dat 'met de voeten slaan' dit effect niet heeft op het hoofd, het haar of het gezicht, ze maken geen deel uit van wat God in dit vers de verborgen zeena noemt.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Het accepteren van bevelen van iedereen behalve God is verafgoding. Zo serieus is het onderwerp van Hijab en Khimar. Vrouwen die Hijab dragen vanwege traditie of omdat ze het leuk vinden vanwege persoonlijke redenen begaan geen zonde, zolang ze weten dat het geen onderdeel is van deze perfecte religie. Diegenen die het dragen omdat ze denken dat God het geboden heeft verafgoden de 'geleerden' , omdat God dit nooit geboden heeft, de 'geleerden' wel. Deze vrouwen hebben voor henzelf een andere god gevonden dan de Ene die de Koran geopenbaard heeft, kompleet, perfect, en VOLLEDIG gedetailleerd, om hun te vertellen dat ze hun hoofd moeten bedekken om Moslim te zijn. </span><br />
<span lang="NL" style="color: black;">Verafgoding is de enigste onvergefelijke zonde, wanneer dit wordt voortgezet tot aan de dood, 4:48. </span><br />
<br />
<span lang="NL" style="color: #f20079; font-size: 13.5pt;">DERDE REGEL: UW KLEDEREN VERLENGEN</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">De eerste regel van de KLEDINGVOORSCHRIFTEN voor Moslima’s is in vers 7:26, de tweede in vers 24:31 en de derde in vers 33:59</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"O profeet, zeg tegen uw vrouwen, uw dochters, en de vrouwen van de gelovigen dat zij hun klederdracht zullen VERLENGEN. Zo worden ze herkend en vermijden ze beledigd te worden. God is Vergevingsgezind, Genadevol." </span><span lang="NL" style="color: black;"> 33:59</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">In 33:59 stelt God de andere regel vast voor het kledingvoorschriftvoor de Moslima’s tijdens het leven van de profeet.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Alhoewel het vers gericht is aan de profeet, wat betekent dat deze regel geldt voor de tijd van de profeet, zoals het gebod in 49:2, is de beschrijving in de geest van Islam (Onderwerping in het Nederlands), en kan het ons een hoop leren.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Als we dit vers beschouwen en zien hoe God de profeet z'n vrouwen, z'n dochters en de vrouwen van de gelovige vertelde om hun klederen te verlengen, dan moeten we de wijsheid van de ALWETENDE, de GENADIGE, begrijpen. In dit vers zei God OPZETTELIJK (en alle WARE gelovigen weten dat alles wat God zegt, doet of deed OPZETTELIJK is), zeg hen, hun klederen te verlengen, Hij zei nooit hoe lang “lang” precies is. God had hun kunnen zeggen hun klederdracht tot hun enkels, kuiten of knieën te verlengen, maar HIJ DEED DIT NIET. Hij deed dit niet, UIT ZIJN GOEDHEID, niet omdat HIJ HET VERGAT omdat God niets vergeet. God wist dat we in verschillende gemeenschappen zouden wonen met verschillende culturen. En Hij staat erop dat we deze kleine details van deze kledingvoorschriften onderling uitmaken. </span><br />
<span lang="NL" style="color: black;">Het is duidelijk in bovenstaande verzen dat de KLEDINGVOORSCHRIFTEN voor de Moslima’s (Onderworpenen) volgens de Koran duiden op rechtschapenheid en bescheidenheid. God weet dat deze bescheidenheid verschillend geïnterpreteerd zal worden in verschillende gemeenschappen en vanwege deze reden liet Hij het open voor eigen interpretatie. Beslis, na rechtschapenheid wat bescheidenheid inhoudt. Wat een vrouw in New York bescheiden noemt kan door een vrouw in Cairo, Egypte niet als zodanig worden geaccepteerd. En wat doorgaat voor bescheidenheid in Cairo kan in Saoedie Arabië niet geaccepteerd worden.</span><br />
<br />
<span lang="NL" style="color: black;">Bescheidenheid voor een vrouw die in Jidda, Saudi Arabie, woont hoeft niet het zelfde te zijn voor een vrouw die in een woestijn oase woont in hetzelfde land. Dit verschil in de manier waarop we dingen waarnemen is zeker bekend bij God, Hij heeft ons gemaakt, en heeft het ons niet moeilijk willen maken in onze religie. Hij heeft het aan ons overgelaten om te besluiten wat bescheiden is. Voor ieder persoon, bewust of niet, om één lijn te trekken en in de plaats van God conclusies te trekken over de definitie van bescheidenheid, is toegeven dat hij of zij het beter denkt te weten dan God.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">God heeft het voor ons open gelaten en niemand heeft de autoriteit om dat te beperken, het onderwerp moet open voor discussie blijven. </span><br />
<br />
<br />
<span lang="NL" style="color: black;">DE KLEDINGVOORSCHRIFTEN ONTSPANNEN:</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Binnen de familiekring heeft God het niet onnodig moeilijk willen maken voor de vrouwen, en heeft hen toegestaan om hun kledingvoorschriften lichter op te vatten. Als we goed kijken naar de verzen 33:55 en 24:60 zullen we zien dat God geen details heeft gegeven over wat de lichtere opvatting inhoudt, omdat iedere situatie anders is.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Een vrouw mag haar kledingvoorschriften ontspannen in aanwezigheid van de 4 jarige zoon van haar broer maar niet zoveel in de aanwezigheid van zijn 16 jarige zoon.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"De vrouwen mogen (hun kledingvoorschriften) ontspannen in de aanwezigheid van hun vaders, hun zonen, hun broers, de zonen van hun broers en zussen, de andere vrouwen en de (vrouwelijke) bedienden. Ze zullen God vrezen. God aanschouwt alle dingen." </span><span lang="NL" style="color: black;"> 33:55</span><span lang="NL"> </span> <br />
<span lang="NL" style="color: #006fdd;">"De bejaarde vrouwen die niet verwachten te trouwen begaan geen zonde door hun kledingvoorschriften te ontspannen, als ze niet teveel van hun lichaam onthullen. Bescheiden te blijven is beter voor hen. God is Alhorend, Alwetend." </span> <span lang="NL" style="color: black;"> 24:60 </span><br />
<br />
<br />
<span lang="NL" style="color: black; font-size: 13.5pt;">KLEDINGVOORSCHRIFTEN VOOR DE MOSKEE (MASJID):</span><br />
<span lang="NL" style="color: black; font-size: 13.5pt;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"O kinderen van Adam, u zal schoon en netjes gekleed naar de masjid gaan. En eet en drink gematigd; Hij houdt niet van de veelvraten." </span><span lang="NL" style="color: black;"> 7:31</span><br />
<br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black; font-size: 13.5pt;">LIJDEN IN DEZE RELIGIE:</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">God, de BARMHARTIGE, de GENADEVOLLE besloot dat diegenen die Zijn complete boek zouden verwerpen en verder gingen zoeken naar andere leidinggevende bronnen zouden lijden in dit leven en in het HIERNAMAALS, door hun eigen keuze. God maakt het de gelovigen nooit moeilijk, maar de 'geleerden' wel, ze vonden hun eigen wetten uit in hun opstand tegen God, om alles te kunnen regelen, van aan welke kant van het bed je slaapt, met welke voet je het eerste je huis in zou moeten stappen, wat te doen met een vlieg in je soep tot wat te zeggen terwijl je geslachtsgemeenschap bedrijft met je partner. </span><br />
<span lang="NL" style="color: black;">Diegenen die God geloven en geloven dat Zijn boek KOMPLEET, PERFECT EN VOLLEDIG GEDETAILLEERD is, zal het makkelijk hebben, zoals God heeft beloofd, zie 10:62-64, 16:97 terwijl diegenen die God niet konden geloven, en andere bronnen dan de Koran aangewend hebben alle moeilijkheden in dit leven en het leven wat komt, zullen hebben. In het hiernamaals zullen ze tegen God klagen, "Wij vereerden geen afgoden" maar God weet beter, Hij weet dat ze dit wel deden. Zie 6:22-24</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #006fdd;">"Op de dag dat we hen zullen verzamelen, vragen we de afgodendienaren, "Waar zijn de afgoden die je voor jezelf had geschapen?" Hun rampspoedige antwoord zal zijn, "Bij God onze heer, wij waren nooit afgodendienaren." Zie, hoe zij tegen zichzelf liegen, en hoe de afgoden die zij geschapen hadden, hun verlaten hebben." </span> <span lang="NL" style="color: black;">6:22-24 </span><br />
<br />
<br />
<span lang="NL" style="color: black; font-size: 13.5pt;">CONCLUSIE:</span><br />
<span lang="NL" style="color: black; font-size: 13.5pt;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">God, de Genadevolle, gaf ons 3 basisregels voor de kledingvoorschriften voor vrouwen in islam (onderwerping),,</span><br />
<br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: #ff0080; font-size: 13.5pt;">(1)</span><span lang="NL" style="color: black;"> De BESTE kleding is gepaste (rechtschapen, bescheiden) kleding</span><span lang="NL"> </span><br />
<span lang="NL" style="color: #ff0080; font-size: 13.5pt;">(2)</span><span lang="NL" style="color: black;"> Wanneer je je kleedt, bedek je borst (boezem).</span><span lang="NL"> </span> <br />
<span lang="NL" style="color: #ff0080; font-size: 13.5pt;">(3)</span><span lang="NL" style="color: black;"> Verleng je klederen </span><br />
<br />
<br />
<span lang="NL" style="color: black;">Terwijl deze basisregels niet genoeg zijn voor diegenen die God niet vertrouwen, weten de WARE gelovigen dat God GENOEG is. God had ons meer details kunnen geven tot het punt van grafieken, ontwerpen en kleurindelingen, maar God, de Genadevolle, wil ons precies deze basisregels meegeven en de rest aan ons overlaten. Na deze 3 basisregels is elke vrouw zich meer bewust van haar omstandigheden en kan ze haar kleding naar haar situatie aanpassen. Iedere toevoeging aan deze basisregels in de Koran is een poging om God te verbeteren of Zijn genadige ontwerp te veranderen.</span><br />
<span lang="NL" style="color: black;"> </span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">We zijn alleen verplicht om de regels van God te volgen, net als Zijn boodschapper deed. Vernieuwingen en verzinsels die duizenden regels aan de kledingvoorschriften van vrouwen hebben toegevoegd, zijn niet anders dan verafgoding en zouden verworpen moeten worden. </span><br />
<br />
<br />
<span lang="NL" style="color: #f7007b; font-size: 13.5pt;">BLIJF BIJ GOD,</span><span lang="NL" style="color: black;"> bij Hem zijn de winnaars.</span><span lang="NL"> </span><br />
<span lang="NL" style="color: black;">Moge God ons zegenen met Zijn genade en Zijn leiding. </span></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-90051106944925330282011-04-03T13:24:00.001+02:002011-04-03T13:46:51.025+02:00"One of the Great Miracles" [74:35] part II<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<span style="font-size: x-small;">47] Sura 9 consists of 127 verses,and 127 consists of 3 digits. Let us look at all the suras whose number of verses consists of 3 digits; these are suras 2, 3, 4, 5, 6, 7, 9, 10, 11, 12, 16, 17, 18, 20, 21, 23, 26, and 37. Their verse numbers are 286, 200, 176, 120, 165, 206, 127, 109, 123, 111, 128, 111, 110, 135, 112, 118, 227, and 182, respectively. By taking the last digit in each number of verses, and adding up these digits, we get 6+0+6+0+5+ 6+7+9+ 3+ 1+8+ 1+0+5+2+8+7+2 = 76 = 19x4. </span> <br />
<span style="font-size: x-small;">If Sura 9 consisted of 129 verses, the last digit in its number of verses would be 9 instead of 7, and the total of last digits would be 78 instead of 76, and this phenomenon would disappear. </span> <br />
<br />
<table cellpadding="2" id="table1"><tbody>
<tr> <td> <div align="left"> <span style="font-size: x-small;">[48] Let us look at the list of suras<br />
shown in Item 47 above. Since the number<br />
of verses in Sura 9 is an odd number, let<br />
us now consider the odd-numbered verse<br />
numbers. There are 8 suras with a 3-digit,<br />
odd number of verses: Suras 6, 9, 10, 11,<br />
12, 17, 20, and 26. Their numbers of<br />
verses are 165, 127, 109, 123, 111, 111,<br />
135, & 227. </span> </div><div align="left"> <span style="font-size: x-small;">The last digits in these numbers of verses<br />
are 5, 7, 9, 3, 1, 1, 5, and 7, respectiv-<br />
ely, and the sum of these digits is 38, or<br />
19x2. Obviously, if Sura 9 consisted of 129<br />
verses, its last digit would be 9, not 7,<br />
and the sum of the last digits would be 40,<br />
not a multiple of 19. The detailed data are<br />
shown in Table 31. Thus, we are getting more<br />
and more specific, as we zoom in on the last <br />
digit in the number of verses. </span> </div><div align="left"> <span style="font-size: x-small;">[49] Let us continue to work with the <br />
same group of suras of Items 47 and 48. <br />
Since Sura 9 is an odd-numbered sura, <br />
let us now remove all the even-numbered <br />
suras from the list of suras shown in Item 47. <br />
Now we have odd-numbered suras, with <br />
odd- numbered verses. There are only three<br />
such suras in the whole Quran: 9, 11,<br />
and 17. Their numbers of verses are<br />
127, 123, and 111 (Table 32). If Sura<br />
9 consisted of 129 verses, this<br />
remarkable phenomenon would have been<br />
destroyed. </span> </div><div align="left"> <span style="font-size: x-small;">[50] Let us continue to work with the<br />
three suras listed in Item 49. These<br />
are all the suras in the Quran whose<br />
number is odd (like Sura 9), their<br />
number of verses consists of 3 digits<br />
(like Sura 9), and their number of verses <br />
is also odd (like Sura 9). </span> </div><div align="left"> <span style="font-size: x-small;">As shown in Table 32, the verse numbers <br />
of these 3 suras are 127, 123, and 111. <br />
Just add the individual digits, and you <br />
get 1 + 2 + 7 + 1 + 2 + 3 + 1 + 1 + 1=19. </span> </div><div align="left"> <span style="font-size: x-small;">Obviously, this phenomenon depends on <br />
the now proven truth that Sura 9 consists <br />
of 127 verses. If Sura 9 consisted of 129 <br />
verses, the only suras in the Quran that <br />
possess the above stated qualities would <br />
have added up to 1+2+9+1+2+3+1+1+1 = 21. <br />
In other words, this important component <br />
of the Quran's mathematical code would <br />
have disappeared. </span> </div><div align="left"> </div></td> <td valign="Top"> <center> <table align="Center" border="1" cellpadding="2" id="table2"><tbody>
<tr> <td colspan="3"><div align="Center"> <span style="font-size: x-small;">Table 31: All suras whose<br />
number of verses is odd,<br />
and consists of 3 digits</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Last<br />
Digit</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">6</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">165</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">7</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">10</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">109</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">11</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">123</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">12</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">111</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">17</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">111</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">20</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">135</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">26</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">227</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">7</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">38 <br />
(19x2)</span></div></td> </tr>
</tbody></table></center> <br />
<br />
<br />
<br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table3"><tbody>
<tr> <td colspan="2"><div align="Center"> <span style="font-size: x-small;">Table 32: Odd numbered suras<br />
whose number of verses is odd <br />
and consists of 3 digits.<br />
</span> </div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No.of Verses</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">11</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">123</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">17</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">111</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">361 <br />
(19x19)</span></div></td> </tr>
</tbody></table></center> </td> </tr>
</tbody></table><span style="font-size: x-small;">[51] There are three suras (1) whose numbers are odd, (2) their numbers of verses are odd, and (3) the number of verses consists of 3 digits. They are Suras: 9, 11, and 17 (see Items 48 through 50 for the flow of this point). Just add the individual digits that make up the three sura numbers, and you get 9+1+1+1+7=19. </span> <br />
<span style="font-size: x-small;">[52] The number 129 is divisible by 3. If Sura 9 consisted of 129 verses as the distorters claimed, then it would be (1) an odd-numbered sura that (2) consists of a 3-digit number of verses, (3) the number of verses is odd, and (4) the number of verses is divisible by 3. There are only two suras in the whole Quran that possess these qualities: Sura 11 with 123 verses, and Sura 17 with 111 verses. The sum of digits of both sura numbers and the numbers of verses comes to 1+1+1+2+3+1+7+1+1+1 = 19. This can be observed only if Sura 9 consists of 127 verses. </span> <br />
<span style="font-size: x-small;">[53] Sura 9 is (1) odd-numbered, (2) its number of verses is odd, (3) its number of verses ends with the digit "7," (4) its number of verses is a prime number, and (5) the sura number is divisible by 3 & 9. The only two suras that possess these qualities are: Sura 9 (127 verses), and Sura 45 (37 verses). Just add the digits you see:<br />
</span> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table4"><tbody>
<tr> <td><span style="font-size: x-small;">9+1+2+7=19 & 4+5+3+7=19; Total for both suras = 19+19 = 38.</span></td> </tr>
</tbody></table></center> <br />
<table cellpadding="2" id="table5"><tbody>
<tr> <td valign="Top"> <div align="left"><span style="font-size: x-small;">[54] Let us assume that Sura 9 does <br />
have 129 verses. In that case we<br />
will have only two suras in the<br />
whole Quran whose number begins<br />
with 9, and their number of<br />
verses ends with 9: Sura 9 (129<br />
verses) and Sura 96 (19 verses).<br />
As detailed in Table 33, the<br />
grand total of sura number, plus<br />
the number of verses, plus the<br />
sum of verse numbers is 8828, not<br />
a multiple of 19. </span></div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">Now let us remove the false verses<br />
(128 & 129) from Sura 9, and repeat<br />
the same calculations. The result of<br />
this correction is shown in Table 34. <br />
The grand total becomes 8569,<br />
19x451. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[55] Let us assume that Sura 9<br />
consists of 129 verses. The total<br />
of these digits is 9+1+2+9=21. Let<br />
us look at all the suras where the<br />
digits of their number of verses<br />
add up to 21. There are 7 such<br />
suras: 9, 25, 27, 37, 68, 94, and 97. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">By adding the sura numbers, plus<br />
the number of verses in each sura,<br />
plus the sum of verse numbers, the<br />
grand total comes to 34744, not a<br />
multiple of 19 (Table 35). </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">Now, let us use the correct number<br />
of verses for Sura 9, 127, and<br />
repeat the same calculations as in<br />
Table 35. This causes the grand<br />
total to become 34485, or 19x1815.<br />
See Table 36. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[56] For the last time, let us<br />
assume that Sura 9 consists of 129<br />
verses. We have here a sura that<br />
(1) is an odd numbered sura, (2)<br />
its number is divisible by 3, (3)<br />
the number of verses, 129, is also<br />
divisible by 3, and (4) the number<br />
of verses ends with the digit "9."<br />
There is only one sura that possesses <br />
these qualities: Sura 15 is divisible <br />
by 3, its number of verses is 99, which <br />
is divisible by 3 and ends with the digit <br />
"9." If Sura 9 consisted of 129, and we <br />
added the sura and verse numbers for <br />
these two suras, we would end up with<br />
the following results: 9 + 129 + 15 + 99 = <br />
252 - not a multiple of 19. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">If we throw away the false number 129, <br />
we have one sura in the Quran whose <br />
number is odd, and its number of verses <br />
is divisible by 3 and ends with the digit <br />
9 - Sura 15. Now we have the following <br />
result: </span> </div><center> <table align="Center" border="1" cellpadding="2" id="table6"><tbody>
<tr> <td> <div align="left"><span style="font-size: x-small;">15 + 99 = 114 = 19x6.</span></div></td> </tr>
</tbody></table></center> <div align="left"> <span style="font-size: x-small;">[57] For some time now, we have been <br />
dealing with numbers. Let us now look at <br />
specific words and letters that occur in the <br />
false injections 9:128-129. The last <br />
statement in 9:127 describes the disbelievers <br />
as "LAA YAFQAHOON" (they do not comprehend). </span> </div><div align="left"> <span style="font-size: x-small;"> <br />
Thus, the last letter in Sura 9 is "N" (Noon). According to the falsifiers, the last verse is 129, <br />
and the last letter is "M" (Meem), since the last<br />
false word is "AZEEM." </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">Now let us look at the first letter and the last <br />
letter of every sura from the beginning of the <br />
Quran to Sura 9, and calculate their gematr-<br />
ical (numerical) values. Table 37 shows that <br />
the last true letter in Sura 9 must be "N," not "M." </span> </div></td> <td> <center> <table align="Center" border="1" cellpadding="2" id="table7"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">Table 33: Suras whose numbers<br />
begins with "9" and their number <br />
of verses ends with "9."</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sum of <br />
Verse #s</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">129</span><span style="color: red; font-size: x-small;">?</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8385</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8523</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">96</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">19</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">190</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">305</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">105</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">148</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8575</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8828<br />
(Not multiple of 19)</span></div></td> </tr>
</tbody></table></center> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table8"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">Table 34: Same data as in Table<br />
33, after correcting the number <br />
of verses in Sura 9.<br />
</span> </div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura<br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sum of <br />
Verse #s</span></div></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8128</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8264</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">96</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">19</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">190</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">305</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">105</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">146</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8318</span></div></td> <td><span style="font-size: x-small;">8569<br />
(19x451)</span></td> </tr>
</tbody></table></center> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table9"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">Table 35: Suras whose digits of <br />
sura numbers and verse numbers add<br />
up to 21, assuming that Sura 9 <br />
consists of 129 verses.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura<br />
No.</span></td> <td><div align="Center"> <span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sum of <br />
Verse #s</span></div></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">129</span><span style="color: red;"><b><span style="font-size: x-small;">?</span></b></span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8385</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8523</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">25</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">77</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3003</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3105</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">27</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">93</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">4371</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">4491</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">37</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">182</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">16653</span></div></td> <td><span style="font-size: x-small;">16872</span></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">68</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">52</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1378</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1498</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">94</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">36</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">138</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">97</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">15</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">117</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">357</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">546</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">33841</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">34744<br />
(Not divisible by 19)</span></div></td> </tr>
</tbody></table></center> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table10"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">Table 36: Calculations of Table <br />
35, after correcting the verses in <br />
Sura 9.</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura<br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sum of <br />
Verse #s</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8128</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8264</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">25</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">77</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3003</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3105</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">27</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">93</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">4371</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">4491</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">37</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">182</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">16653</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">16872</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">68</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">52</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1378</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1498</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">94</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">36</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">138</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">97</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">15</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">117</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">357</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">544</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">33584</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">34485<br />
(19x1815)</span></div></td> </tr>
</tbody></table></center> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table11"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">Table 37: Gematrical value of the<br />
first and last letters of every<br />
sura from the beginning of the<br />
Quran to Sura 9.</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">First <br />
Letter</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Last <br />
Letter</span></div></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">B = 2</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">N = 50</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">52</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">A = 1</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">N = 50</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">51</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">A = 1</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">N = 50</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">51</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">4</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Y = 10</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">M = 40</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">50</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Y = 10</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">R = 200</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">210</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">6</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">A = 1</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">M = 40</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">41</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">7</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">A = 1</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">N = 50</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">51</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Y = 10</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">M = 40</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">50</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">B = 2</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">N = 50</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">52</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">38 <br />
(19x2)</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">570 <br />
(19x30)</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">608 <br />
(19x32)</span></div></td> </tr>
</tbody></table></center> </td> </tr>
</tbody></table>[58] Sister Ihsan Ramadan of Masjid Tucson counted all the suras in the Quran which end with the letter "N" (Noon), the last letter in Sura 9. <br />
She found that 43 suras end with the same letter as Sura 9 (N) - suras 1, 2, 3, 7, 9, 10, 11, 12, 15, 16, 21, 23, 26, 27, 28, 29, 30, 32, 36, 37, 38, 39, 40, 43, 44, 46, 49, 51, 58, 61, 62, 63, 66, 67, 68, 70, 77, 81, 83, 84, 95, 107, and 109. Just add the sura numbers + number of suras that end with "N", and you get: <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table12"><tbody>
<tr> <td><div align="Center"> <big><big><b>1919</b></big></big> </div></td> </tr>
</tbody></table></center> Thus, the last letter in Sura 9 is once again confirmed to be "N," not "M." <br />
[59] Now let us look at the crucial expression "LA ELAAHA ELLA HOO" (There is no god except He). This phrase occurs in the false injection 9:129. <br />
This very special expression occurs 29 times in 19 suras (Table 38). <br />
<br />
<table cellpadding="2" id="table13"><tbody>
<tr> <td valign="Top"> <div align="left"> <span style="font-size: x-small;">By adding the sura numbers of <br />
the 19 suras, plus the verse num-<br />
bers where the phrase "LAA ELAAHA<br />
ELLA HOO" occurs, plus the number<br />
of occurrences of this crucial<br />
phrase, the grand total comes to<br />
2128, or 19x112. This awesome<br />
result is dependent on the fact<br />
that 9:128-129 do not belong in<br />
the Quran. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">Obviously, if 9:129 were included,<br />
the crucial expression "LA ELAAHA<br />
ELLA HOO," the First Pillar of<br />
Islam, would not conform with the<br />
mathematical code. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[60] The first occurrence of "LA<br />
ELAAHA ELLA HOO" is in 2:163, and<br />
the last occurrence is in 73:9. If<br />
we add the sura number, plus the<br />
number of verses, plus the sum of<br />
verse numbers from the first occur-<br />
rence to the last occurrence, the<br />
grand total comes to 316502, or<br />
19x16658. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">Table 39 presents the detailed data.<br />
Naturally, if "LAA ELAAHA ELLA HOO"<br />
of the false verse 129 were includ-<br />
ed, this phenomenon would have dis-<br />
appeared. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[61] The phrase "LAA ELAAHA ELLA<br />
HOO" occurs 7 times between the<br />
missing Basmalah of Sura 9 and the<br />
extra Basmalah of Sura 27, in 9:31,<br />
11:14, 13:30, 20:8, 20:98, 23:116,<br />
and 27:26. By adding the numbers of<br />
the 7 verses, we get 323, or 19x17.<br />
The detailed data are shown in<br />
Table 40. </span> </div></td> <td> <table border="1" cellpadding="2" id="table14"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">Table 38: List of all occurrences<br />
of the crucial phrase:"LAA ELAAHA <br />
ELLA HOO" (There is no other god <br />
besides Him), after removing 9:129</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Verses <br />
with the <br />
key phrase</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Frequency<br />
of the <br />
phrase</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">1.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">163,255</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">2.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2,6,18(2x)</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">4</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">3.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">4</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">87</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">4.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">6</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">102, 106</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">5.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">7</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">158</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">6.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">31</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">7.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">11</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">14</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">8.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">13</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">30</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">20</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8,98</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">10.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">23</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">116</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">11.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">27</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">26</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">12.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">28</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">70,88</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">13.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">35</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">14.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">39</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">6</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">15.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">40</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3,62,65</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">16.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">44</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">17.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">59</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">22,23</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">18.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">64</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">13</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">19.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">73</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">507</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">1592</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">29</span></div></td> </tr>
<tr> <td colspan="4"><div align="Center"> <span style="font-size: x-small;">507+1592+29 = 2128 = 19x112</span></div></td> </tr>
</tbody></table><br />
<table border="1" cellpadding="2" id="table15"><tbody>
<tr> <td colspan="4"><span style="font-size: x-small;">Table 39: All suras and verses <br />
from the first occurrence to <br />
the last occurrence of <br />
"LAA ELAAHA ELLA HOO"</span></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No. of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sum of <br />
Verse #s</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Total <br />
</span> </div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">2</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">123 <br />
(286-163)</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">27675</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">27800</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> <td><span style="font-size: x-small;">200</span></td> <td><div align="Center"> <span style="font-size: x-small;">20100</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">20303</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8128</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8264</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">72</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">28</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">406</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">506</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">73</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">45</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">-----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-----</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">-----</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">2700</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">5312</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">308490</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">316502<br />
(19x16658)</span></div></td> </tr>
</tbody></table><br />
</td> </tr>
</tbody></table><center> <table align="Center" border="1" cellpadding="2" id="table16"><tbody>
<tr> <td colspan="2"><div align="Center"> <span style="font-size: x-small;">Table 40: Occurrences of the phrase"LAA ELAAHA ELLA HOO" <br />
from the missing Basmalah tothe extra Basmalah.</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Verse Numbers <br />
With Phrase</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">31</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">11</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">14</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">13</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">30</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">20</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">20</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">98</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">23</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">116</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">27</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">26</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">323 <br />
(19x17)</span></div></td> </tr>
<tr> <td colspan="2"><div align="Center"> </div><hr /> <span style="font-size: x-small;">If 9:129 were part of the Quran, the total in Table 40 would have <br />
been: 323 + 129 = 452, not a multiple of 19. God rejects what <br />
the hypocrites utter, even if it is the truth (63:1).</span></td> </tr>
</tbody></table></center> <br />
<div align="Center"> <b><u> <big>The Ultimate Quranic Miracle</big></u></b><span style="font-size: x-small;"> </span> </div><span style="font-size: x-small;">[62] Brother Abdullah Arik has discovered what I consider to be the ultimate Quranic miracle. This miraculous phenomenon incontrovertibly authenticates every single verse in the Quran - the number of verses in every sura, and the numbers assigned to every single verse in the Quran - while exposing and rejecting the false injections, 9:128-129. To witness this great phenomenon, see<a href="http://www.submission.org/quran/app1.html"> Appendix 1</a> (under the heading: Superhuman Numerical Combinations). Puting the number of every verse in the Quran in sequence from the beginning to the end, with the number of verses in each sura ahead of the verse numbers of each sura, the final number consists of 12692 digits (19x668), and the number itself is also a multiple of 19. If the wrong number of verses for Sura 9 was used - 129 instead of 127 - neither the number of digits, nor the number itself would be divisible by 19. </span> <br />
<br />
<span style="font-size: x-small;">[63] Since the subject of this Appendix is Sura 9 and its number of true verses, it is noteworthy that if we write down the number of the sura, 9, followed by the correct number of verses, 127, followed by the numbers of all the verses from 1 to 127, the resulting long number is a multiple of 19. Needless to say, if the wrong number of verses is used, i.e., 129 instead of 127, this remarkable miracle would have disappeared: <br />
</span> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table17"><tbody>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9 127 1 2 3 4 5 ..... 122 123 124 125 126 127.<br />
The total number of verses in Sura 9 is followed by the numbers of <br />
every verse in the sura from 1 to 127. The resulting long number is <br />
a multiple of 19.</span></div></td> </tr>
</tbody></table></center> <br />
<span style="font-size: x-small;">[64] The number of verses in Sura 9, 127, is an odd number. The falsifiers added two fake verses, and this made the number of verses 129, which is also an odd number. Mr. Arik used the same computer program he devised for Item 62 above to check all odd-numbered verses in the Quran. Thus, the number of verses in every sura was written down, followed only by the last digit of each of the odd-numbered verses in that sura. Sura 1 was represented by the number 71357. Sura 2 was represented by the number 28613579.....5, and so on through the last sura. The result is a long number, with 3371 digits, that is divisble by 19. Obviously, Sura 9 was represented by the number 12713579......7: </span> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table18"><tbody>
<tr> <td><div align="Center"> <span style="font-size: x-small;">7 1 3 5 7 286 1 3 5 ... 3 5 ...... 5 1 3 5 6 1 3 5.<br />
The number of verses in every sura is followed by the numbers of the<br />
odd-numbered verses. The resulting long number, 3371 digits, is a <br />
multiple of 19.</span></div></td> </tr>
</tbody></table></center> <br />
<span style="font-size: x-small;">[65] Since Sura 9 is an un-initialed sura, Mr. Arik applied the same computer program to all 85 un-initialed suras. The number of every verse in each of the 85 suras was written down, without the number of verses in the sura. Thus, Sura 1 was represented by the number 1234567, not 71234567. This was done with all un-initialed suras. The final result is a number that consists of 6635 digits, and is a multiple of 19. These awesome phenomena would be destroyed if we used the wrong number of verses for Sura 9, i.e., 129 instead of 127. </span> <br />
<div align="Center"> <big><big><b><u><span style="font-size: x-small;">God's Messenger of the Covenant</span></u></b></big></big><span style="font-size: x-small;"> </span> </div><div align="Center"> <b><u><span style="font-size: x-small;">Destined to Purify the Quran</span></u></b><span style="font-size: x-small;"> </span> </div><br />
<span style="font-size: x-small;">[66] Finally, in a profound demonstration of the foreknowledge of the Almighty Author of the Quran, it is mathematically coded that "The person destined to prove that Sura 9 consists of 127 verses is Rashad Khalifa, God's Messenger of the Covenant"<a href="http://www.submission.org/quran/app2.html"> (see Appendix 2)</a><a href="http://www.submission.org/AP02.htm">.</a> The item presented here is another one of those numerous proofs; it is chosen for its relevance to this Appendix. </span> <br />
<span style="font-size: x-small;">The gematrical value of the word "Rashad," as written in the Quran (40:29, 38) is 505 (R=200, Sh=300, A=1, and D=4). The gematrical value of the word "Khalifa," as written in the Quran (38:26) is 725 (Kh=600, L=30, I=10, F=80, and H=5). By writing down the value of "Rashad," followed by the value of "Khalifa," followed by the number of Sura 9, followed by the correct number of verses in this sura, the product is 5057259127. This number is a multiple of 19; it equals 19x266171533. </span> <br />
<br />
<table cellpadding="2" id="table19"><tbody>
<tr> <td> <div align="left"><span style="font-size: x-small;">[67] The number of verses from 3:81, where <br />
God's Messenger of the Covenant is prophesied, <br />
to 9:127, the end of Sura 9, is 988 (19x52).<br />
Table 41. </span></div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[68] The sum of verse numbers from 3:81 to <br />
9:127 is also a multiple of 19 (Table 41). </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[69] In Verse 3:78, just 3 verses before <br />
proclaiming God's Messenger of the Covenant, <br />
the word "God" number 361 (19x19) occurs. <br />
This verse (3:78) informs us that some falsifiers <br />
will "add falsehood to the Quran, then claim that <br />
it is part of the Quran; they attribute lies to God, <br />
knowingly." </span> </div><div align="left"> <span style="font-size: x-small;">[70] The word "God" occurs 912 times (19x48) <br />
from Verse 3:78, which exposes the falsifiers, <br />
to 9:127. </span> </div><div align="left"> </div><div align="left"> <span style="font-size: x-small;">[71] The number of letters, plus the number of <br />
words in 3:78 and in the false verses 9:128-129, <br />
give the same total, 143. Verse 3:78 </span> </div><div align="left"> <span style="font-size: x-small;">consists of 27 words and 116 letters, & 9:128-129 <br />
consist of 115 letters and 28 words.</span></div></td> <td> <center> <table align="Center" border="1" cellpadding="2" id="table20"><tbody>
<tr> <td colspan="3"><div align="Center"> <span style="font-size: x-small;">Table 41: The number of verses<br />
from 3:81 to the end of Sura 9.</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura<br />
No.</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">No. of <br />
Verses</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Sum of <br />
Verse #s</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">119</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">16860</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">4</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">176</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">15576</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">120</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">7260</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">6</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">165</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">13695</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">7</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">206</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">21321</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">75</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">2850</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">127</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">8128</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">---</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">988 <br />
(19x52)</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">85690 <br />
(19x4510)</span></div></td> </tr>
</tbody></table></center> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table21"><tbody>
<tr> <td colspan="2"><div align="Center"> <span style="font-size: x-small;">Table 42: Occurrence of the word<br />
"God" from 3:78 to the end of Sura 9</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">Sura <br />
Number</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">Frequency of <br />
"God"</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">3</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">132</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">4</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">229</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">5</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">147</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">6</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">87</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">7</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">61</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">8</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">88</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="font-size: x-small;">9</span></div></td> <td><div align="Center"> <span style="font-size: x-small;">168</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="font-size: x-small;">912 <br />
(19x48)</span></div></td> </tr>
</tbody></table></center> </td> </tr>
</tbody></table><div align="Center"> <span style="font-size: x-small;"> <img height="152" src="http://www.submission.org/images/Quran-3-78.JPG" width="500" /> </span> </div><div align="Center"> <b><u> <big><big><span style="font-size: x-small;">What Can We Say?</span></big></big></u></b><span style="font-size: x-small;"> </span> </div><br />
<span style="font-size: x-small;">The overwhelming physical evidence provided by the Almighty to protect and authenticate His message leaves no doubt that: (1) no distortion of any kind can enter the Quran, (2) Verses 9:128-129 do not belong in the Quran, and (3) every element in the Quran is mathematically structured far beyond human capabilities - the number of suras, the number of verses, the numbers assigned to the suras and verses, the frequency of occurrence of key expressions, the number of words, the number of letters, and the unique and often uncommon spelling of certain words. </span> <br />
<span style="font-size: x-small;">This Appendix documents a profound miracle in its own right. Vast and utterly overwhelming as it is, it does not surpass or even match the overall <a href="http://www.submission.org/quran/app1.html">mathematical miracle of the Quran which is detailed in Appendix One.</a> This merely confirms the fact that the Almighty Author of the Quran has deliberately permitted the blasphemous addition of two verses to Sura 9 in order to: </span> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table22"><tbody>
<tr> <td><span style="font-size: x-small;">(1) Demonstrate an essential function of the Quran's mathematical composition. <br />
(2) Prove the impossibility of tampering with the Quran. <br />
(3) Fulfill God's promise to distinguish the believers and expose the hypocrites.</span></td> </tr>
</tbody></table></center> <br />
<div align="Center"> <big><b><u> <big><span style="font-size: x-small;">Why Did God Permit It For 1400 Years ??</span></big></u></b></big><span style="font-size: x-small;"> </span> </div><br />
<span style="font-size: x-small;">Due to the mass corruption of Islam shortly after the prophet Muhammad's death, God obviously has fulfilled His pledge in 47:38. A divine decree issued in Sura 47, which is entitled "Muhammad," Verse 38 (19x2), stipulates that "if the Arabs failed to uphold the Quran, God will dismiss them from His grace, and substitute other people in their place." </span> <br />
<span style="font-size: x-small;">When the Arabs distorted the Quran a few years after the Prophet's death, and exterminated the Prophet's family in the process, they incurred God's pledge of 47:38, and no longer deserved to possess the Quran; the true Quran. The evidence is irrefutable that the Arabs have abandoned the Quran en masse. </span> <br />
<span style="font-size: x-small;">For example, there is not a single mosque in the so-called Muslim world today (1989) that upholds the crucial commandment: "The mosques belong to God; you shall not invoke anyone else besides God" (72:18). </span> <br />
<span style="font-size: x-small;">The call to prayer (Azan) and the prayer itself are no longer devoted to God alone; Muhammad's name is invariably invoked along with the name of God. </span> <br />
<span style="font-size: x-small;">The "First Pillar of Islam" is clearly stated in the Quran, 3:18 & 47:19, and its words are decreed to be: LAA ELAAHA ELLA ALLAH (There is no other god besides God). But the Muslims, as early as the first century AH, do not want God if Muhammad is not invoked along with Him. This is easily demonstrable today by going into any mosque and declaring: "LAA ELAAHA ELLA ALLAH;" this will actually enrage today's Muslims. This behavior is documented in the Quran, 39:45. Moreover, my own research has now convinced me that the traditional Muslims are forbidden by God from uttering the Quranic, divinely dictated Shahaadah: "Ash-hadu Allaa Elaaha Ellaa Allah." They can never say this Shahaadah (without invoking Muhammad's name). Test them yourself. The First Pillar of the distorted Islam, LAA ELAAHA ELLA ALLAH, MUHAMMAD RASOOL ALLAH, does not conform with God's commandments that came to us through Muhammad (see Appendix 13). </span> <br />
<span style="font-size: x-small;">A number of other commandments are violated as well by this Mohammedan Shahaadah. For example, the Quran enjoins us repeatedly from making any distinction among God's messengers (2:136, 285; 3:84). The distorted Shahaadah gives more distinction to Muhammad, against his will. Despite the Quran's repeated assertions that it is "complete, perfect, and fully detailed" (6:19, 38, & 114), the "Muslims" have refused to believe their Creator; they uphold such ridiculous and nonsensical sources as Hadith and Sunna. This unanimous rebellion against God and His messenger, and the mass reversion to glaring idolatry - idolizing the Prophet and the saints - called for fulfillment of God's pledge in 47:38. </span> <br />
<span style="font-size: x-small;">In view of the incontrovertible divine evidence presented here, and in Appendices 1, 2, and 26, one can truly appreciate the following verses: </span> <br />
<br />
<div align="left"><b><i><span style="color: red; font-size: x-small;">Surely, we have revealed this message, <br />
and surely, we will preserve it. [ 15:9 ] </span> </i></b> </div><div align="left"> <b><i><span style="color: red; font-size: x-small;">Say, "If all the humans, and all the jinns, <br />
banded together, in order to produce a Quran like this, <br />
they will surely fail, no matter how much assistance <br />
they lend one another." [ 17:88 ] </span> </i></b> </div><div align="left"> <b><i><span style="color: red; font-size: x-small;">The disbelievers rejected this message <br />
when it came to them, though it is a profound scripture.<br />
No falsehood can enter it, <br />
through addition or deletion. <br />
For it is a revelation from <br />
the Most Wise, Most Praiseworthy. [ 41:41-42 ] </span> </i></b> </div><div align="left"> <b><i><span style="color: red; font-size: x-small;">If we revealed this Quran to a mountain, <br />
you would see it trembling, <br />
crumbling, out of reverence for God. [ 59:21 ] </span> </i></b> </div></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-7305435262651438192011-04-03T13:22:00.000+02:002011-04-03T13:22:08.099+02:00"One of the Great Miracles" [74:35] Part I<div dir="ltr" style="text-align: left;" trbidi="on"><div align="center"> <span style="color: red;"><big><b><u><big><br />
</big></u></b></big></span> </div><div align="left"> <span style="color: black;">The Quran is characterized by a unique phenomenon never found in any human authored book. Every element of the Quran is mathematically composed - the suras, the verses, the words, the number of certain letters, the number of words from the same root, the number and variety of divine names, the unique spelling of certain words, the absence or deliberate alteration of certain letters within certain words, and many other elements of the Quran besides its content. There are two major facets of the Quran's mathematical system: (1) The mathematical literary composition, and (2) The mathematical structure involving the numbers of suras and verses. Because of this comprehensive mathematical coding, the slightest distortion of the Quran's text or physical arrangement is immediately exposed.</span> </div><div align="Center"> <span style="color: red;"><b><u>SIMPLE TO UNDERSTAND IMPOSSIBLE TO IMITATE </u></b></span> </div><span style="color: black;">For the first time in history we have a scripture with built-in proof of divine authorship - a superhuman mathematical composition. </span> <br />
<span style="color: black;">Any reader of this book can easily verify the Quran's mathematical miracle. The word "God" (Allah) is written in bold capital letters throughout the text. The cumulative frequency of occurrence of the word "God" is noted at the bottom of each page in the left hand corner. The number in the right hand corner is the cumulative total of the numbers for verses containing the word "God." The last page of the text, Page 372, shows that the total occurrence of the word "God" is 2698, or 19x142. The total sum of verse numbers for all verses containing the word "God" is 118123, also a multiple of 19 (118123 = 19x6217). </span> <br />
<span style="color: black;">Nineteen is the common denominator throughout the Quran's mathematical system. </span> <br />
<span style="color: black;">This phenomenon alone suffices as incontrovertible proof that the Quran is God's message to the world. No human being(s) could have kept track of 2698 occurrences of the word "God," and the numbers of verses where they occur. This is especially impossible in view of (1) the age of ignorance during which the Quran was revealed, and (2) the fact that the suras and verses were widely separated in time and place of revelation. The chronological order of revelation was vastly different from the final format (Appendix 23). However, the Quran's mathematical system is not limited to the word "God;" it is extremely vast, extremely intricate, and totally comprehensive. </span> <br />
<div align="Center"> <span style="color: red;"> <big><b><u>THE SIMPLE FACTS </u></b></big> </span> </div><span style="color: black;">Like the Quran itself, the Quran's mathematical coding ranges from the very simple, to the very complex. The Simple Facts are those observations that can be ascertained without using any tools. The complex facts require the assistance of a calculator or a computer. The following facts do not require any tools to be verified, but please remember they all refer to the original Arabic text: </span> <br />
<span style="color: black;">1. The first verse (1:1),known as "Basmalah," consists of 19 letters. <br />
2. The Quran consists of 114 suras, which is ..............19 x 6. <br />
3. The total number of verses in the Quran is 6346, or ....19 x 334. [6234 numbered verses & 112 un-numbered verses (Basmalahs) 6234+112 = 6346] Note that 6+3+4+6 =.......19. <br />
4. The Basmalah occurs 114 times, despite its conspicuous absence from Sura 9 (it occurs twice in Sura 27) & 114= 19x6. <br />
5. From the missing Basmalah of Sura 9 to the extra Basmalah of Sura 27, there are precisely ...............19 suras. <br />
6. It follows that the total of the sura numbers from 9 to 27 (9+10+11+12+...+26+27) is 342, or .............19 x 18. <br />
7. This total (342) also equals the number of words between the two Basmalahs of Sura 27, and 342 = ........19 x 18. <br />
8. The famous first revelation (96:1-5) consists of .......19 words. <br />
9. This 19-worded first revelation consists of 76 letters .19 x 4. <br />
10. Sura 96, first in the chronological sequence, consists of .....................................................19 verses. <br />
11. This first chronological sura is placed atop the last ..19 suras. <br />
12. Sura 96 consists of 304 Arabic letters, and 304 equals .19 x 16. <br />
13. The last revelation (Sura 110) consists of ............19 words. <br />
14. The first verse of the last revelation (110:1) consists of ................19 letters. <br />
15. 14 different Arabic letters, form 14 different sets of "Quranic Initials" (such as A.L.M. of 2:1), and prefix 29 suras. These numbers add up to 14+14+29 = 57 = ......19 x 3. <br />
16. The total of the 29 sura numbers where the Quranic Initials occur is 2+3+7+...+50+68 = 822, and 822+14 (14 sets of initials) equals 836, or ................. 19 x 44. <br />
17. Between the first initialed sura (Sura 2) and the last initialed sura (Sura 68) there are 38 un-initialed suras 19 x 2. <br />
18. Between the first and last initialed sura there are ....19 sets of alternating "initialed" and "un-initialed" suras. <br />
19. The Quran mentions 30 different numbers: 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 19, 20, 30, 40, 50, 60, 70, 80, 99, 100, 200, 300, 1000, 2000, 3000, 5000, 50,000, & 100,000. The sum of these numbers is 162146, which equals 19x8534. </span> <br />
<span style="color: black;">This is a condensed summary of the Simple Facts. </span> <br />
<div align="Center"> </div><center> <table align="Center" cellpadding="2" id="table1"><tbody>
<tr> <td bgcolor="#00ffff"><div align="Center"> <b><span style="font-size: medium;">Mod19</span></b></div></td> <td><br />
</td> <td bgcolor="#ffffff"><div align="Center"> </div></td> </tr>
<tr> <td bgcolor="#ffffff"><div align="Center"> <span style="color: black;"> <b>A computer program to divide very<br />
long numbers. It is free to download</b></span><b><span style="color: black;"><br />
</span><span style="color: #dddff7;"> <a href="http://www.submission.org/quran/Q-Inspector.html"> <span style="color: black;">click here</span></a></span></b></div></td> <td><br />
</td> <td bgcolor="#ffffff" valign="Top"><br />
</td> </tr>
</tbody></table></center> <div align="Center"> </div><div align="Center"> <span style="color: red;"> <b><u>THE LITERARY MATHEMATICAL COMPOSITION</u></b></span><br />
</div><table cellpadding="2" id="table2" style="width: 581px;"><tbody>
<tr> <td><span style="color: black; font-size: x-small;">The Quran is characterized <br />
by a unique phenomenon never <br />
found in any other book; <br />
29 suras are prefixed with 14 <br />
different sets of "Quranic Initials," <br />
consisting of one to five letters <br />
per set. Fourteen letters, half the <br />
Arabic alphabet, participate in <br />
these initials. The significance <br />
of the Quranic initials remained <br />
a divinely guarded secret for 14 <br />
centuries. </span> <span style="color: black; font-size: x-small;">The Quran states in 10:20 and <br />
25:4-6 that its miracle, i.e., proof <br />
of divine authorship, was destined <br />
to remain secret for a specific <br />
predetermined interim: </span> <br />
<span style="color: black; font-size: x-small;"><b><i>"They said, "Why hasn't a miracle <br />
come down to him from his Lord?" <br />
Say, "Only God knows the. future. <br />
Therefore, wait, and I will wait <br />
along. with you.". [10:20]</i></b> </span> <br />
<span style="color: black; font-size: x-small;"><b><i>"Those who disbelieved. said, <br />
"This is no more. than a fabrication <br />
by him,. with the help of other<br />
people." Indeed, they uttered a <br />
blasphemy; a. falsehood. Others <br />
said, "Tales from the past that. <br />
he wrote down; they were dictated <br />
to him day and. night." Say, <br />
"This was. sent down from the <br />
One who. knows `the secret' in <br />
the heavens and the earth." Surely, <br />
He is Forgiving,. Most Merciful. <br />
[25:4-6]</i></b> </span> <br />
<span style="color: black; font-size: x-small;">The Quranic Initials constitute a <br />
major portion of the Quran's <br />
19-based. mathematical miracle.</span></td> <td> <table border="1" cellpadding="2" id="table3"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Tabel 1: List of the Quranic Initials <br />
and Their Suras</span></div></td> </tr>
<tr> <td><span style="color: black;">No.</span></td> <td><span style="color: black;">Sura <br />
No.</span></td> <td><span style="color: black;">Sura Title</span></td> <td><span style="color: black;">Quranic <br />
Initials</span></td> </tr>
<tr> <td><span style="color: black;">1</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">The Heifer</span></td> <td><span style="color: black;">A.L.M</span></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">The Amramites</span></td> <td><span style="color: black;">A.L.M</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">7</span></td> <td><span style="color: black;">The Purgatory</span></td> <td><span style="color: black;">A.L.M.S.</span></td> </tr>
<tr> <td><span style="color: black;">4</span></td> <td><span style="color: black;">10</span></td> <td><span style="color: black;">Jonah</span></td> <td><span style="color: black;">A.L.R.</span></td> </tr>
<tr> <td><span style="color: black;">5</span></td> <td><span style="color: black;">11</span></td> <td><span style="color: black;">Hud</span></td> <td><span style="color: black;">A.L.R.</span></td> </tr>
<tr> <td><span style="color: black;">6</span></td> <td><span style="color: black;">12</span></td> <td><span style="color: black;">Joseph</span></td> <td><span style="color: black;">A.L.R</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">13</span></td> <td><span style="color: black;">Thunder</span></td> <td><span style="color: black;">A.L.M.R.</span></td> </tr>
<tr> <td><span style="color: black;">8</span></td> <td><span style="color: black;">14</span></td> <td><span style="color: black;">Abraham</span></td> <td><span style="color: black;">A.L.R.</span></td> </tr>
<tr> <td><span style="color: black;">9</span></td> <td><span style="color: black;">15</span></td> <td><span style="color: black;">Al-Hijr Valley</span></td> <td><span style="color: black;">A.L.R.</span></td> </tr>
<tr> <td><span style="color: black;">10</span></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">Mary</span></td> <td><span style="color: black;">K.H.Y.`A.S.</span></td> </tr>
<tr> <td><span style="color: black;">11</span></td> <td><span style="color: black;">20</span></td> <td><span style="color: black;">T.H.</span></td> <td><span style="color: black;">T.H.</span></td> </tr>
<tr> <td><span style="color: black;">12</span></td> <td><span style="color: black;">26</span></td> <td><span style="color: black;">The Poets</span></td> <td><span style="color: black;">T.S.M.</span></td> </tr>
<tr> <td><span style="color: black;">13</span></td> <td><span style="color: black;">27</span></td> <td><span style="color: black;">The Ant</span></td> <td><span style="color: black;">T.S.</span></td> </tr>
<tr> <td><span style="color: black;">14</span></td> <td><span style="color: black;">28</span></td> <td><span style="color: black;">History</span></td> <td><span style="color: black;">T.S.M.</span></td> </tr>
<tr> <td><span style="color: black;">15</span></td> <td><span style="color: black;">29</span></td> <td><span style="color: black;">The Spider</span></td> <td><span style="color: black;">A.L.M.</span></td> </tr>
<tr> <td><span style="color: black;">16</span></td> <td><span style="color: black;">30</span></td> <td><span style="color: black;">The Romans</span></td> <td><span style="color: black;">A.L.M.</span></td> </tr>
<tr> <td><span style="color: black;">17</span></td> <td><span style="color: black;">31</span></td> <td><span style="color: black;">Luqmaan</span></td> <td><span style="color: black;">A.L.M.</span></td> </tr>
<tr> <td><span style="color: black;">18</span></td> <td><span style="color: black;">32</span></td> <td><span style="color: black;">Prostration</span></td> <td><span style="color: black;">A.L.M.</span></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><span style="color: black;">36</span></td> <td><span style="color: black;">Y.S.</span></td> <td><span style="color: black;">Y.S.</span></td> </tr>
<tr> <td><span style="color: black;">20</span></td> <td><span style="color: black;">38</span></td> <td><span style="color: black;">S.</span></td> <td><span style="color: black;">S.</span></td> </tr>
<tr> <td><span style="color: black;">21</span></td> <td><span style="color: black;">40</span></td> <td><span style="color: black;">Forgiver</span></td> <td><span style="color: black;">H.M.</span></td> </tr>
<tr> <td><span style="color: black;">22</span></td> <td><span style="color: black;">41</span></td> <td><span style="color: black;">Elucidated</span></td> <td><span style="color: black;">H.M.</span></td> </tr>
<tr> <td><span style="color: black;">23</span></td> <td><span style="color: black;">42</span></td> <td><span style="color: black;">Consultation</span></td> <td><span style="color: black;">H.M.`A.S.Q.</span></td> </tr>
<tr> <td><span style="color: black;">24</span></td> <td><span style="color: black;">43</span></td> <td><span style="color: black;">Ornaments</span></td> <td><span style="color: black;">H.M.</span></td> </tr>
<tr> <td><span style="color: black;">25</span></td> <td><span style="color: black;">44</span></td> <td><span style="color: black;">Smoke</span></td> <td><span style="color: black;">H.M.</span></td> </tr>
<tr> <td><span style="color: black;">26</span></td> <td><span style="color: black;">45</span></td> <td><span style="color: black;">Kneeling</span></td> <td><span style="color: black;">H.M.</span></td> </tr>
<tr> <td><span style="color: black;">27</span></td> <td><span style="color: black;">46</span></td> <td><span style="color: black;">The Dunes</span></td> <td><span style="color: black;">H.M.</span></td> </tr>
<tr> <td><span style="color: black;">28</span></td> <td><span style="color: black;">50</span></td> <td><span style="color: black;">Q.</span></td> <td><span style="color: black;">Q.</span></td> </tr>
<tr> <td><span style="color: black;">29</span></td> <td><span style="color: black;">68</span></td> <td><span style="color: black;">The Pen</span></td> <td><span style="color: black;">NuN</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><div align="Center"> <span style="color: red;"> <big><b><u><a href="" name="Historical">Historical </a>Background</u></b></big> </span> </div><span style="color: black;">In 1968, I realized that the existing English translations of the Quran did not present the truthful message of God's Final Testament. For example, the two most popular translators, Yusuf Ali and Marmaduke Pickthall, could not overcome their corrupted religious traditions when it came to the Quran's great criterion in 39:45. </span> <br />
<span style="color: black;"><b><i>"When God ALONE is mentioned, the hearts of those who do not believe in the Hereafter shrink with aversion. But when others are mentioned beside Him, they rejoice." [39:45]</i></b> </span> <br />
<span style="color: black;">Yusuf Ali omitted the crucial word <b>"ALONE"</b> from his translation, and altered the rest of the verse by inserting the word "</span>(g<span style="color: black;">ods)." Thus, he utterly destroyed this most important Quranic criterion. He translated 39:45 as follows: </span> <br />
<span style="color: black;"> <b><i>"When God, the One and Only, is mentioned, the hearts of those who believe not in the Hereafter are filled with disgust and horror; but when (gods) other than He are mentioned, behold, they are filled with joy." [39:45] (according to A. Yusuf Ali)</i></b> </span> <br />
<span style="color: black;">The expression "When God, the One and Only, is mentioned," is not the same as saying, "When God alone is mentioned." One can mention "God, the One and Only," and also mention Muhammad or Jesus, and no one will be upset. But if "God ALONE is mentioned," you cannot mention anyone else, and a lot of people - those who idolize Muhammad or Jesus - will be upset. Thus, Yusuf Ali could not bring himself to present the truth of the Quran, if it exposed his corrupted belief. </span> <br />
<span style="color: black;">Marmaduke Pickthall translated "ALONE" correctly, but destroyed the criterion by inserting his personal belief in parentheses; he translated 39:45 as follows: </span> <br />
<span style="color: black;"> <b><i>"And when Allah alone is mentioned, the hearts of those who believe not in the Hereafter are repelled, and when those (whom they worship) beside Him are mentioned, behold! they are glad." [39:45] (according to Marmaduke Pickthal)</i></b> </span> <br />
<span style="color: black;">When I saw the truth of God's word thus distorted, I decided to translate the Quran, at least for the benefit of my own children. Since I was a chemist by profession, and despite my extensive religious background - my father was a renowned Sufi leader in Egypt - I vowed to God that I would not move from one verse to the next unless I fully understood it. </span> <br />
<span style="color: black;">I purchased all the available books of Quranic translations and exegeses (Tafseer) I could find, placed them on a large table, and began my translation. The first sura, The Key, was completed in a few days. The first verse in Sura 2 is "A.L.M." The translation of this verse took four years, and coincided with the divine unveiling of "the secret," the great mathematical Miracle of the Quran. </span> <br />
<span style="color: black;">The books of Quranic exegeses unanimously agreed that "no one knows the meaning or significance of the Quranic Initials A.L.M., or any other initials." I decided to write the Quran into the computer, analyze the whole text, and see if there were any mathematical correlations among these Quranic initials. </span> <br />
<span style="color: black;">I used a time-share terminal, connected by telephone to a giant computer. To test my hypothesis, I decided to look at the single - lettered Quranic Initials -"Q" (Qaaf) of Suras 42 and 50, "S" (Saad) of Suras 7, 19, and 38, and "N" (Noon) of Sura 68. As detailed in my first book MIRACLE OF THE QURAN: SIGNIFICANCE OF THE MYSTERIOUS ALPHABETS (Islamic Productions, 1973), many previous attempts to unravel the mystery had failed. </span> <br />
<div align="Center"> <span style="color: red;"> <b><u>THE QURANIC INITIAL "Q" (Qaaf)</u></b> </span> </div><span style="color: black;">The computer data showed that the text of the only Q-initialed suras, 42 and 50, contained the same number of Q's, 57 and 57. That was the first hint that a deliberate mathematical system might exist in the Quran. </span> <br />
<span style="color: black;">Sura 50 is entitled "Q," prefixed with "Q," and the first verse reads, "Q, and the glorious Quran." This indicated that "Q" stands for "Quran," and the total number of Q's in the two Q-initialed suras represents the Quran's 114 suras (57+57 = 114 = 19x6). This idea was strengthened by the fact that "the Quran" occurs in the Quran 57 times. </span> <br />
<span style="color: black;">The Quran is described in Sura "Q" as "Majid" (glorious), and the Arabic word "Majid" has a gematrical value of 57: M (40) + J (3) + I (10) + D (4) = 57. </span> <br />
<span style="color: black;">Sura 42 consists of 53 verses, and 42 + 53 = 95 = 19x5. </span> <br />
<span style="color: black;">Sura 50 consists of 45 verses, and 50 + 45 = 95, same total as in Sura 42. </span> <br />
<span style="color: black;">By counting the letter "Q" in every "Verse 19" throughout the Quran, the total count comes to 76, 19x4. Here is a summary of the Q-related data:</span><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table4"><tbody>
<tr> <td><b><span style="color: black;">1. The frequency of occurrence of "Q" in Sura "Q" (No. 50) is 57, 19x3. <br />
2. The letter "Q" occurs in the other Q-initialed sura (No. 42) exactly the same number of times, 57. <br />
3. The total occurrence of the letter "Q" in the two Q-initialed suras is 114, which equals the number of suras in the Quran. <br />
4. "The Quran" is mentioned in the Quran 57 times. <br />
5. The description of the Quran as "Majid" (Glorious) is correlated with the frequency of occurrence of the letter "Q" in each of the Q-initialed suras. The word "Majid" has a gematrical value of 57. <br />
6. Sura 42 consists of 53 verses, and 42 + 53 is 95, or 19x5. 8. <br />
7. Sura 50 consists of 45 verses, and 50 + 45 is also 95, 19x5. <br />
8. The number of Q's in all verses numbered "19" throughout the Quran is 76, 19x4.</span></b></td> </tr>
</tbody></table></center> <span style="color: black;">Glimpses of the Quran's mathematical composition began to emerge. For example, it was observed that the people who disbelieved in Lot are mentioned in 50:13 and occur in the Quran 13 times - 7:80; 11:70, 74, 89; 21:74; 22:43; 26:160; 27:54, 56; 29:28; 38:13; 50:13; and 54:33. Consistently, they are referred to as "Qawm," with the single exception of the Q-initialed Sura 50 where they are referred to as "Ikhwaan." Obviously, if the regular, Q-containing word "Qawm" were used, the count of the letter "Q" in Sura 50 would have become 58, and this whole phenomenon would have disappeared. With the recognized absolute accuracy of mathematics, the alteration of a single letter destroys the system. </span> <br />
<span style="color: black;">Another relevant example is the reference to Mecca in 3:96 as "Becca"! This strange spelling of the renowned city has puzzled Islamic scholars for many centuries. Although Mecca is mentioned in the Quran properly spelled in 48:24, the letter "M" is substituted with a "B" in 3:96. It turns out that Sura 3 is an M-initialed sura, and the count of the letter "M" would have deviated from the Quran's code if "Mecca" was spelled correctly in 3:96. </span> <br />
<div align="Center"> <span style="color: red;"> <big><b><u><big>NuN (Noon)</big></u></b></big> </span> </div><span style="color: black;">This initial is unique; it occurs in one sura, 68, and the name of the letter is spelled out as three letters - Noon Wow Noon - in the original text, and is therefore counted as two N's. The total count of this letter in the N-initialed sura is 133, 19x7. </span> <br />
<span style="color: black;">The fact that "N" is the last Quranic Initial (see Table 1) brings out a number of special observations. For example, the number of verses from the first Quranic Initial (A.L.M. of 2:1) to the last initial (N. of 68:1) is 5263, or 19x277. </span> <br />
<span style="color: black;">The word "God" (Allah) occurs 2641 (19x139) times between the first initial and the last initial. Since the total occurrence of the word "God" is 2698, it follows that its occurrence outside the initials "A.L.M." of 2:1 on one side, and the initial "N" of 68:1 on the other side, is 57, 19x3. Tables 9 to 20 prove that the initial "NuN" must be spelled out to show two N's. </span> <br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>S (Saad)</u></b></big></big> </span> </div><div align="Center"> </div><table cellpadding="2" id="table5"><tbody>
<tr> <td><span style="color: black;">This initial prefixes three suras, <br />
7, 19, and 38, and the total occurrence <br />
of the letter "S" (Saad) in these three <br />
suras is 152, 19x8 (Table 2). It is <br />
noteworthy that in 7:69, the word "Bastatan" <br />
is written in some printings with a "Saad," <br />
instead of "Seen." This is an erroneous <br />
distortion that violates the Quran's code. <br />
By looking at the oldest available copy of <br />
the Quran, the Tashkent Copy, it was found <br />
that the word "Bastatan" is correctly written with a "Seen"</span></td> <td> <table border="1" cellpadding="2" id="table6"><tbody>
<tr> <td colspan="2"><div align="Center"> <span style="color: black;">Table 2: The Frequency of <br />
Occurrence of the <br />
Letter "S" in the <br />
Saad-initialed Suras</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura</span></td> <td><span style="color: black;">Frequency of "S"</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><div align="Center"> <span style="color: black;">97</span></div></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><div align="Center"> <span style="color: black;">26</span></div></td> </tr>
<tr> <td><span style="color: black;">38</span></td> <td><div align="Center"> <span style="color: black;">29</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"> <span style="color: black;">152 (19x8)</span></div></td> </tr>
</tbody></table></td> </tr>
</tbody></table><div align="Center"> <img height="277" src="http://www.submission.org/images/q-tash.gif" width="672" /> </div><div align="Center"> <span style="color: red;"> <b>Historical Note</b> </span> </div><span style="color: black;">The momentous discovery that "19" is the Quran's common denominator became a reality in January 1974, coinciding with Zul-Hijjah 1393 A.H. The Quran was revealed in 13 B.H. (Before Hijrah). This makes the number of years from the revelation of the Quran to the revelation of its miracle 1393 + 13 = 1406 = 19x74. As noted above, the unveiling of the Miracle took place in January 1974. The correlation between 19x74 lunar years and 1974 solar years could not escape notice. This is especially uncanny in view of the fact that "19" is mentioned in Sura 74. </span> <br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>Y. S. (Ya Seen)</u></b></big></big> </span> </div><span style="color: black;">These two letters prefix Sura 36. The letter "Y" occurs in this sura 237 times, while the letter "S" (Seen) occurs 48 times. The total of both letters is 285, 19x15. </span> <br />
<span style="color: black;">It is noteworthy that the letter "Y" is written in the Quran in two forms; one is obvious and the other is subtle. The subtle form of the letter may be confusing to those who are not thoroughly familiar with the Arabic language. A good example is the word "Araany" which is mentioned twice in 12:36. The letter "Y" is used twice in this word, the first "Y" is subtle and the second is obvious. Sura 36 does not contain a single "Y" of the subtle type. This is a remarkable phenomenon, and one that does not normally occur in a long sura like Sura 36. In my book QURAN: VISUAL PRESENTATION OF THE MIRACLE (Islamic Productions, 1982) every "Y" and "S" in Sura 36 is marked with a star. </span> <br />
<div align="Center"> </div><table cellpadding="2" id="table7"><tbody>
<tr> <td><div align="Center"> <span style="color: red;"> <big><big><b><u>H.M. (Ha Mim)</u></b></big></big> </span> </div><span style="color: black;">Seven suras are prefixed with the <br />
letters "H" and "M;" Suras 40 through <br />
46. The total occurrence of these two <br />
letters in the seven H.M.-initialed suras <br />
is 2147, or 19x113. The detailed data <br />
are shown in Table 3. </span> <br />
<span style="color: black;">Naturally, the alteration of a single letter <br />
"H" or "M" in any of the seven <br />
H.M.-initialed suras would have <br />
destroyed this intricate phenomenon.</span> <br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>`A.S.Q. (`Ayn Seen Qaf)</u></b></big></big></span> </div><span style="color: black;">These initials constitute Verse 2 of <br />
Sura 42, and the total occurrence of <br />
these letters in this sura is 209, or <br />
19x11. The letter " `A"(`Ayn) occurs <br />
98 times, the letter "S" (Seen) occurs <br />
54 times, and the letter "Q" (Qaf) <br />
occurs 57 times. </span> <br />
<div align="Center"> </div></td> <td> <table border="1" cellpadding="2" id="table8"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Table 3: Occurence of the Letters "H" <br />
and "M" in the Seven <br />
H.M.-Initialed Suras</span></div></td> </tr>
<tr> <td rowspan="2"><span style="color: black;">Sura No.</span></td> <td colspan="3"><span style="color: black;">Frequency of Occurence</span></td> </tr>
<tr> <td><span style="color: black;">"H"</span></td> <td><span style="color: black;">"M"</span></td> <td><span style="color: black;">"H+M"</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">40</span></div></td> <td><span style="color: black;">64</span></td> <td><span style="color: black;">380</span></td> <td><span style="color: black;">444</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">41</span></div></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">276</span></td> <td><span style="color: black;">324</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">42</span></div></td> <td><span style="color: black;">53</span></td> <td><span style="color: black;">300</span></td> <td><span style="color: black;">353</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">43</span></div></td> <td><span style="color: black;">44</span></td> <td><span style="color: black;">324</span></td> <td><span style="color: black;">368</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">44</span></div></td> <td><span style="color: black;">16</span></td> <td><span style="color: black;">150</span></td> <td><span style="color: black;">166</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">45</span></div></td> <td><span style="color: black;">31</span></td> <td><span style="color: black;">200</span></td> <td><span style="color: black;">231</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">46</span></div></td> <td><span style="color: black;">36</span></td> <td><span style="color: black;">225</span></td> <td><span style="color: black;">261</span></td> </tr>
<tr> <td><br />
</td> <td valign="Top"><span style="color: black;">292</span></td> <td valign="Top"><span style="color: black;">1855</span></td> <td><span style="color: black;">2147<br />
(19x113)</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><div align="Center"> </div><center> <table align="Center" border="1" cellpadding="2" id="table9"><tbody>
<tr> <td><div align="Center"> <span style="color: blue;"><b>Editorial addition to appx 1</b></span> </div><div align="Center"> <span style="color: black;"><strong>HM initialed suras, a great miracle within the miracle.</strong></span> </div><table border="1" id="table10"><tbody>
<tr> <td bgcolor="#c0c0c0" width="20%"><span style="font-family: arial,helvetica;">Chapter</span></td> <td bgcolor="#c0c0c0" width="20%"><span style="font-family: arial,helvetica;">Prefixes</span></td> <td bgcolor="#c0c0c0" width="20%"><span style="font-family: arial,helvetica;">Freq (HH)</span></td> <td bgcolor="#c0c0c0" width="18%"><span style="font-family: arial,helvetica;">Freq. (M)</span></td> <td bgcolor="#c0c0c0" width="22%"><span style="font-family: arial,helvetica;">Sum of numbers</span></td> <td bgcolor="#c0c0c0" width="20%"><span style="font-family: arial,helvetica;">Sum of digits</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">40</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M</span></td> <td bgcolor="#ff9900" width="20%"><span style="font-family: arial,helvetica;">64</span></td> <td bgcolor="#ff9900" width="18%"><span style="font-family: arial,helvetica;">380</span></td> <td bgcolor="#00ffff" width="22%"><span style="font-family: arial,helvetica;">444</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">21</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">41</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M</span></td> <td bgcolor="#ff9900" width="20%"><span style="font-family: arial,helvetica;">48</span></td> <td bgcolor="#ff9900" width="18%"><span style="font-family: arial,helvetica;">276</span></td> <td bgcolor="#ff0000" width="22%"><span style="font-family: arial,helvetica;">324</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">27</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">42</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M <strong><span style="color: grey;">A S Q</span></strong></span></td> <td bgcolor="#ff9900" width="20%"><span style="font-family: arial,helvetica;">53</span></td> <td bgcolor="#ff9900" width="18%"><span style="font-family: arial,helvetica;">300</span></td> <td bgcolor="#ff0000" width="22%"><span style="font-family: arial,helvetica;">353</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">11</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">43</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M</span></td> <td bgcolor="#ffffcc" width="20%"><span style="font-family: arial,helvetica;">44</span></td> <td bgcolor="#ffffcc" width="18%"><span style="font-family: arial,helvetica;">324</span></td> <td bgcolor="#ff0000" width="22%"><span style="font-family: arial,helvetica;">368</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">17</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">44</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M</span></td> <td bgcolor="#ffffcc" width="20%"><span style="font-family: arial,helvetica;">16</span></td> <td bgcolor="#ffffcc" width="18%"><span style="font-family: arial,helvetica;">150</span></td> <td bgcolor="#00ffff" width="22%"><span style="font-family: arial,helvetica;">166</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">13</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">45</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M</span></td> <td bgcolor="#ffffcc" width="20%"><span style="font-family: arial,helvetica;">31</span></td> <td bgcolor="#ffffcc" width="18%"><span style="font-family: arial,helvetica;">200</span></td> <td bgcolor="#00ffff" width="22%"><span style="font-family: arial,helvetica;">231</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">6</span></td> </tr>
<tr> <td width="20%"><span style="font-family: arial,helvetica;">46</span></td> <td width="20%"><span style="font-family: arial,helvetica;">HH M</span></td> <td bgcolor="#ffffcc" width="20%"><span style="font-family: arial,helvetica;">36</span></td> <td bgcolor="#ffffcc" width="18%"><span style="font-family: arial,helvetica;">225</span></td> <td bgcolor="#00ffff" width="22%"><span style="font-family: arial,helvetica;">261</span></td> <td bgcolor="#ffffff" width="20%"><span style="font-family: arial,helvetica;">18</span></td> </tr>
</tbody></table><br />
<br />
<table border="0" cellpadding="0" cellspacing="0" id="table11"><tbody>
<tr> <td valign="baseline" width="42"><small><small><b> <img align="Middle" height="13" src="http://www.submission.org/Gem.jpg" width="13" /></b></small></small></td> <td valign="top" width="100%"><span style="font-family: arial,helvetica;">Numbers in yellow add up to 19 x 59 and the sum of the digits for these numbers is also 59</span></td> </tr>
<tr> <td valign="baseline" width="42"><small><small><b> <img align="Middle" height="13" src="http://www.submission.org/Gem.jpg" width="13" /></b></small></small></td> <td valign="top" width="100%"><span style="font-family: arial,helvetica;">Numbers in green add up to 19 x 54 and sum of the digits for these numbers is also 54</span></td> </tr>
<tr> <td valign="baseline" width="42"><small><small><b> <img align="Middle" height="13" src="http://www.submission.org/Gem.jpg" width="13" /></b></small></small></td> <td valign="top" width="100%"><span style="font-family: arial,helvetica;">Numbers in red add up to 19 x 55 and the sum of the digits for these numbers is also 55</span></td> </tr>
<tr> <td valign="baseline" width="42"><small><small><b> <img align="Middle" height="13" src="http://www.submission.org/Gem.jpg" width="13" /></b></small></small></td> <td valign="top" width="100%"><span style="font-family: arial,helvetica;">Numbers in silver add up to 19 x 58 and the sum of the digits for these numbers is also 58</span></td> </tr>
</tbody></table><div align="Center"> <br />
</div><table align="center" bgcolor="#ffffcc" border="1" cellpadding="1" cellspacing="1" dir="rtl" id="table12"><tbody>
<tr> <td width="50"><center> <span style="color: black;">Chapter</span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Hah)</big></span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Meem)</big></span> </center> </td> <td width="200"><center> <span style="color: black;">Add the Digits of the Counts</span> </center> </td> <td><center> <span style="color: black;">Total</span> </center> </td> </tr>
<tr> <td><center> 40 </center> </td> <td><center> 64 </center> </td> <td><center> 380 </center> </td> <td><center> 6 + 4 + 3 + 8 + 0 </center> </td> <td><center> 21 </center> </td> </tr>
<tr> <td><center> 41 </center> </td> <td><center> 48 </center> </td> <td><center> 276 </center> </td> <td><center> 4 + 8 + 2 + 7 + 6 </center> </td> <td><center> 27 </center> </td> </tr>
<tr> <td><center> 42 </center> </td> <td><center> 53 </center> </td> <td><center> 300 </center> </td> <td><center> 5 + 3 + 3 + 0 + 0 </center> </td> <td><center> 11 </center> </td> </tr>
<tr> <td><center> 43 </center> </td> <td><center> 44 </center> </td> <td><center> 324 </center> </td> <td><center> 4 + 4 + 3 + 2 + 4 </center> </td> <td><center> 17 </center> </td> </tr>
<tr> <td><center> 44 </center> </td> <td><center> 16 </center> </td> <td><center> 150 </center> </td> <td><center> 1 + 6 + 1 + 5 + 0 </center> </td> <td><center> 13 </center> </td> </tr>
<tr> <td><center> 45 </center> </td> <td><center> 31 </center> </td> <td><center> 200 </center> </td> <td><center> 3 + 1 + 2 + 0 + 0 </center> </td> <td><center> 6 </center> </td> </tr>
<tr> <td><center> 46 </center> </td> <td><center> 36 </center> </td> <td><center> 225 </center> </td> <td><center> 3 + 6 + 2 + 2 + 5 </center> </td> <td><center> 18 </center> </td> </tr>
<tr> <td><center> <span style="color: black;">Total</span> </center> </td> <td><center> 2147 </center> </td> <td><center> (19X113) </center> </td> <td width="185"><center> 26 + 32 + 16 + 24 + 15 </center> </td> <td><center> 113 </center> </td> </tr>
</tbody></table> <br />
<table align="center" bgcolor="#ffffcc" border="1" cellpadding="1" cellspacing="1" dir="rtl" id="table13"><tbody>
<tr> <td width="50"><center> <span style="color: black;">Chapter</span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Hah)</big></span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Meem)</big></span> </center> </td> <td width="200"><center> <span style="color: black;">Add the Digits of the Counts</span> </center> </td> <td><center> <span style="color: black;">Total</span> </center> </td> </tr>
<tr> <td><center> 40 </center> </td> <td><center> 64 </center> </td> <td><center> 380 </center> </td> <td><center> 6 + 4 + 3 + 8 + 0 </center> </td> <td><center> 21 </center> </td> </tr>
<tr> <td><center> 41 </center> </td> <td><center> 48 </center> </td> <td><center> 276 </center> </td> <td><center> 4 + 8 + 2 + 7 + 6 </center> </td> <td><center> 27 </center> </td> </tr>
<tr> <td><center> 42 </center> </td> <td><center> 53 </center> </td> <td><center> 300 </center> </td> <td><center> 5 + 3 + 3 + 0 + 0 </center> </td> <td><center> 11 </center> </td> </tr>
<tr> <td><center> <span style="color: black;">Total</span> </center> </td> <td><center> 1121 </center> </td> <td><center> (19 X 59) </center> </td> <td><center> 15 + 15 + 8 + 15 + 6 </center> </td> <td><center> 59 </center> </td> </tr>
</tbody></table><center> </center> <table align="center" bgcolor="#ffffcc" border="1" cellpadding="1" cellspacing="1" dir="rtl" id="table14"><tbody>
<tr> <td width="50"><center> <span style="color: black;">Chapter</span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Hah)</big></span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Meem)</big></span> </center> </td> <td width="200"><center> <span style="color: black;">Add the Digits of the Counts</span> </center> </td> <td><center> <span style="color: black;">Total</span> </center> </td> </tr>
<tr> <td><center> 43 </center> </td> <td><center> 44 </center> </td> <td><center> 324 </center> </td> <td><center> 4 + 4 + 3 + 2 + 4 </center> </td> <td><center> 17 </center> </td> </tr>
<tr> <td><center> 44 </center> </td> <td><center> 16 </center> </td> <td><center> 150 </center> </td> <td><center> 1 + 6 + 1 + 5 + 0 </center> </td> <td><center> 13 </center> </td> </tr>
<tr> <td><center> 45 </center> </td> <td><center> 31 </center> </td> <td><center> 200 </center> </td> <td><center> 3 + 1 + 2 + 0 + 0 </center> </td> <td><center> 6 </center> </td> </tr>
<tr> <td><center> 46 </center> </td> <td><center> 36 </center> </td> <td><center> 225 </center> </td> <td><center> 3 + 6 + 2 + 2 + 5 </center> </td> <td><center> 18 </center> </td> </tr>
<tr> <td><center> <span style="color: black;">Total</span> </center> </td> <td><center> 1026 </center> </td> <td><center> (19 X 54) </center> </td> <td><center> 11 + 17 + 8 + 9 + 9 </center> </td> <td><center> 54 </center> </td> </tr>
</tbody></table><center> </center> <table align="center" bgcolor="#ffffcc" border="1" cellpadding="1" cellspacing="1" dir="rtl" id="table15"><tbody>
<tr> <td width="50"><center> <span style="color: black;">Chapter</span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Hah)</big></span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Meem)</big></span> </center> </td> <td width="200"><center> <span style="color: black;">Add the Digits of the Counts</span> </center> </td> <td><center> <span style="color: black;">Total</span> </center> </td> </tr>
<tr> <td><center> 41 </center> </td> <td><center> 48 </center> </td> <td><center> 276 </center> </td> <td><center> 4 + 8 + 2 + 7 + 6 </center> </td> <td><center> 27 </center> </td> </tr>
<tr> <td><center> 42 </center> </td> <td><center> 53 </center> </td> <td><center> 300 </center> </td> <td><center> 5 + 3 + 3 + 0 + 0 </center> </td> <td><center> 11 </center> </td> </tr>
<tr> <td><center> 43 </center> </td> <td><center> 44 </center> </td> <td><center> 324 </center> </td> <td><center> 4 + 4 + 3 + 2 + 4 </center> </td> <td><center> 17 </center> </td> </tr>
<tr> <td><center> <span style="color: black;">Total</span> </center> </td> <td><center> 1045 </center> </td> <td><center> (19 X 55) </center> </td> <td><center> 13 + 15 + 8 + 9 + 10 </center> </td> <td><center> 55 </center> </td> </tr>
</tbody></table><center> </center> <table align="center" bgcolor="#ffffcc" border="1" cellpadding="1" cellspacing="1" dir="rtl" id="table16"><tbody>
<tr> <td width="50"><center> <span style="color: black;">Chapter</span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Hah)</big></span> </center> </td> <td width="50"><center> <span style="color: black;"><big>(Meem)</big></span> </center> </td> <td width="200"><center> <span style="color: black;">Add the Digits of the Counts</span> </center> </td> <td><center> <span style="color: black;">Total</span> </center> </td> </tr>
<tr> <td><center> 40 </center> </td> <td><center> 64 </center> </td> <td><center> 380 </center> </td> <td><center> 6 + 4 + 3 + 8 + 0 </center> </td> <td><center> 21 </center> </td> </tr>
<tr> <td><center> 44 </center> </td> <td><center> 16 </center> </td> <td><center> 150 </center> </td> <td><center> 1 + 6 + 1 + 5 + 0 </center> </td> <td><center> 13 </center> </td> </tr>
<tr> <td><center> 45 </center> </td> <td><center> 31 </center> </td> <td><center> 200 </center> </td> <td><center> 3 + 1 + 2 + 0 + 0 </center> </td> <td><center> 6 </center> </td> </tr>
<tr> <td><center> 46 </center> </td> <td><center> 36 </center> </td> <td><center> 225 </center> </td> <td><center> 3 + 6 + 2 + 2 + 5 </center> </td> <td><center> 18 </center> </td> </tr>
<tr> <td><center> <span style="color: black;">Total</span> </center> </td> <td><center> 1102 </center> </td> <td><center> (19 X 58) </center> </td> <td><center> 12 + 17 + 8 + 15 + 5 </center> </td> <td><center> 58 </center> </td> </tr>
</tbody></table><h3> <center> </center> </h3></td> </tr>
</tbody></table></center> <div align="Center"> <span style="color: red;"> <big><big><b><u>A.L.M. (Alef Laam Mim)</u></b></big></big></span><br />
</div><center> <table align="Center" border="3" cellpadding="3" cellspacing="3" id="table17"><tbody>
<tr> <td> <div class="MsoNormal"><b><span style="color: black;">A thorough recount of the Quranic initials, conducted in 2002, by Submission.org, using both manual as well as two different computer counting programs, has confirmed Dr. Rashad Khalifa's counts of all the Quranic initials except for a few counts in the initials "A" (Alef) and "L" ( Laam). However, the recent recount of Quranic initials remains divisible by 19 and is a part of the Mathematical Miracle of the Quran. The latest information on this recount can be reviewed at:</span> </b> <a href="http://www.submission.org/miracle/index.html"> <span style="color: blue;">http://www.submission.org/miracle/</span></a><span style="color: black;"> <b>and its affiliated sites.</b></span></div><div class="MsoNormal"><b><span style="color: black;">Research on the "A"(alef) and "L" (Lam) counts is ongoing.</span></b></div></td> </tr>
</tbody></table></center> <div align="Center"> </div><table cellpadding="2" id="table18"><tbody>
<tr> <td><span style="color: black;">The letters "A," "L," and "M" <br />
are the most frequently used <br />
letters in the Arabic language, and <br />
in the same order as we see in the <br />
Quranic Initials - "A," then "L," <br />
then "M." These. letters prefix six <br />
suras- 2, 3, 29, 30, 31, and 32 and <br />
the total occurrence of the three <br />
letters in each of the six suras is a <br />
multiple of 19 [9899 (19x521), <br />
5662 (19x298), 1672 (19x88), <br />
1254 (19x66), 817 (19x43), and <br />
570 (19x30), respectively]. Thus, <br />
the total occurrence of the three <br />
letters in the six suras is 19874 <br />
(19x1046), and the alteration of <br />
one of these letters destroys this <br />
phenomenon.</span></td> <td><table border="1" cellpadding="2" id="table19"><tbody>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">Table 4: Occurence of the Letters <br />
"A," "L," and "M" in the <br />
A.L.M.-Initialed Suras</span></div></td> </tr>
<tr> <td rowspan="2"><span style="color: black;">Sura<br />
No.</span></td> <td colspan="3"><div align="Center"> <span style="color: black;">Frequency of Occurence</span></div></td> <td rowspan="2"><div align="Center"> <span style="color: black;">Total</span></div></td> </tr>
<tr> <td><span style="color: black;">"A"</span></td> <td><span style="color: black;">"L"</span></td> <td><span style="color: black;">"M"</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">2</span></div></td> <td><span style="color: black;">4502</span></td> <td><span style="color: black;">3202</span></td> <td><span style="color: black;">2195</span></td> <td><span style="color: black;">9899 (19x521)</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">3</span></div></td> <td><span style="color: black;">2521</span></td> <td><span style="color: black;">1892</span></td> <td><span style="color: black;">1249</span></td> <td><span style="color: black;">5662 (19x298)</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">29</span></div></td> <td><span style="color: black;">774</span></td> <td><span style="color: black;">554</span></td> <td><span style="color: black;">344</span></td> <td><span style="color: black;">1672 (19x88)</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">30</span></div></td> <td><span style="color: black;">544</span></td> <td><span style="color: black;">393</span></td> <td><span style="color: black;">317</span></td> <td><span style="color: black;">1254 (19x66)</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">31</span></div></td> <td><span style="color: black;">347</span></td> <td><span style="color: black;">297</span></td> <td><span style="color: black;">173</span></td> <td><span style="color: black;">817 (19x43)</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">32</span></div></td> <td><span style="color: black;">257</span></td> <td><span style="color: black;">155</span></td> <td><span style="color: black;">158</span></td> <td><span style="color: black;">570 (19x30)</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">8945</span></td> <td><span style="color: black;">6493</span></td> <td><span style="color: black;">4436</span></td> <td><span style="color: black;">19874 (19x1046)</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><br />
<table cellpadding="2" id="table20"><tbody>
<tr> <td><span style="color: red;"><big><big><b><u>A.L.R. (Alef Laam Ra)</u></b></big></big> </span> <span style="color: black;">These initials are found in Suras <br />
10, 11, 12, 14, and 15. The total <br />
occurrences of these letters in these <br />
suras are 2489 (19x131), 2489 (19x131), <br />
2375 (19x125), 1197 (19x63), and <br />
912 (19x48), respectively (Table 5)</span>.</td> <td><table border="1" cellpadding="2" id="table21"><tbody>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">Table 5: Occurence of the Letters <br />
"A," "L," and "R" in the <br />
A.L.R.-Initialed Suras</span></div></td> </tr>
<tr> <td rowspan="2"><div align="Center"> <span style="color: black;">Sura<br />
No.</span></div></td> <td colspan="3"><div align="Center"> <span style="color: black;">Frequency of Occurence</span></div></td> <td rowspan="2"><div align="Center"> <span style="color: black;">Total</span></div></td> </tr>
<tr> <td><span style="color: black;">"A"</span></td> <td><span style="color: black;">"L"</span></td> <td><span style="color: black;">"R"</span></td> </tr>
<tr> <td><span style="color: black;">10</span></td> <td><span style="color: black;">1319</span></td> <td><span style="color: black;">913</span></td> <td><span style="color: black;">257</span></td> <td><span style="color: black;">2489 (19x131)</span></td> </tr>
<tr> <td><span style="color: black;">11</span></td> <td><span style="color: black;">1370</span></td> <td><span style="color: black;">794</span></td> <td><span style="color: black;">325</span></td> <td><span style="color: black;">2489 (19x131)</span></td> </tr>
<tr> <td><span style="color: black;">12</span></td> <td><span style="color: black;">1306</span></td> <td><span style="color: black;">812</span></td> <td><span style="color: black;">257</span></td> <td><span style="color: black;">2375 (19x125)</span></td> </tr>
<tr> <td><span style="color: black;">14</span></td> <td><span style="color: black;">585</span></td> <td><span style="color: black;">452</span></td> <td><span style="color: black;">160</span></td> <td><span style="color: black;">1197 (19x63)</span></td> </tr>
<tr> <td><span style="color: black;">15</span></td> <td><span style="color: black;">493</span></td> <td><span style="color: black;">323</span></td> <td><span style="color: black;">96</span></td> <td><span style="color: black;">912 (19x48)</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">5073</span></td> <td><span style="color: black;">3294</span></td> <td><span style="color: black;">1095</span></td> <td><span style="color: black;">9462 (19x498)</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><div align="Center"> </div><div align="Center"> <span style="color: red;"> <big><big><b><u>A.L.M.R. (Alef Laam Mim Ra)</u></b></big></big> </span> </div><span style="color: black;">These initials prefix one sura, No. 13, and the total frequency of occurrence of the four letters is 1482, or 19x78. The letter "A" occurs 605 times, "L" occurs 480 times, "M" occurs 260 times, and "R" occurs 137 times. </span> <br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>A.L.M.S. (Alef Laam Mim Saad)</u></b></big></big> </span> </div><span style="color: black;">Only one sura is prefixed with these initials, Sura 7, and the letter "A" occurs in this sura 2529 times, "L" occurs 1530 times, "M" occurs 1164 times, and "S" (Saad) occurs 97 times. Thus, the total occurrence of the four letters in this sura is 2529+1530+1164+97 = 5320 = 19x280. </span> <br />
<span style="color: black;">An important observation here is the interlocking relationship involving the letter "S" (Saad). This initial occurs also in Suras 19 and 38. While complementing its sister letters in Sura 7 to give a total that is divisible by 19, the frequency of this letter also complements its sister letters in Suras 19 and 38 to give a multiple of 19. (See above). </span> <br />
<span style="color: black;">Additionally, the Quranic Initial "S" (Saad) interacts with the Quranic Initials "K.H.Y.`A." (Kaaf Haa Ya `Ayn) in Sura 19 to give another total that is also a multiple of 19. (See below). This inter- locking relationship - which is not unique to the initial "S" (Saad) - contributes to the intricacy of the Quran's numerical code. </span> <br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>K.H.Y.`A.S. (Kaaf Ha Ya `Ayn Saad)</u></b></big></big> </span> </div><span style="color: black;">This is the longest set of initials, consisting of five letters, and it occurs in one sura, Sura 19. The letter "K" in Sura 19 occurs 137 times, "H" occurs 175 times, "Y" occurs 343 times, " `A" occurs 117 times, and "S" (Saad) occurs 26 times. Thus, the total occurrence of the five letters is 137+175+343+117+26 = 798 = 19x42. </span> <br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>H., T.H. (Ta Ha), T.S. (Ta Seen), <br />
& T.S.M. (Ta Seen Mim)</u></b></big></big> </span> </div><span style="color: black;">An intricate interlocking relationship links these overlapping Quranic Initials to produce a total that is also a multiple of 19. The initial "H." is found in Suras 19 and 20. The initials "T.H." prefix Sura 20. The initials "T.S." are found in Sura 27, while the initials "T.S.M." prefix its surrounding Suras 26 & 28. </span> <br />
<br />
<table cellpadding="2" id="table22"><tbody>
<tr> <td><span style="color: black;">It is should be noted at this time <br />
that the longer, more complex, <br />
interlocking and overlapping <br />
initials are found in the suras where <br />
uncommonly powerful miracles <br />
are narrated. For example, the virgin <br />
birth of Jesus is given in Sura 19, <br />
which is prefixed with the longest <br />
set of initials, K.H.Y.`A.S. </span> <span style="color: black;">The interlocking initials "H.," "T.H.,<br />
" "T.S.," and "T.S.M." prefix suras <br />
describing the miracles of Moses, <br />
Jesus, and the uncommon occurrences <br />
surrounding Solomon and his jinns. <br />
God thus provides stronger evidence <br />
to support stronger miracles. The <br />
frequencies of occurrence of these <br />
initials are presented in Table 6.</span></td> <td><table border="1" cellpadding="2" id="table23"><tbody>
<tr> <td colspan="5"><span style="color: black;">Table 6: Occurence of the Quranic <br />
Initials "H.," "T.H.," "T.S.," <br />
and "T.S.M." in Their Suras</span></td> </tr>
<tr> <td rowspan="2"><span style="color: black;">Sura</span></td> <td colspan="4"><div align="Center"> <span style="color: black;">Frequency of</span></div></td> </tr>
<tr> <td><span style="color: black;">"H"</span></td> <td><span style="color: black;">"T"</span></td> <td><span style="color: black;">"S"</span></td> <td><span style="color: black;">"M"</span></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><span style="color: black;">175</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">20</span></td> <td><span style="color: black;">251</span></td> <td><span style="color: black;">28</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">26</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">33</span></td> <td><span style="color: black;">94</span></td> <td><span style="color: black;">484</span></td> </tr>
<tr> <td><span style="color: black;">27</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">27</span></td> <td><span style="color: black;">94</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">28</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">102</span></td> <td><span style="color: black;">460</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">426</span></td> <td><span style="color: black;">107</span></td> <td><span style="color: black;">290</span></td> <td><span style="color: black;">944</span></td> </tr>
<tr> <td colspan="5"><span style="color: black;">426+107+290+944 = 1767 = (19x93)</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><br />
<div align="Center"> <span style="color: red;"> <big><big><b><u>What Is A "Gematrical Value"?</u></b></big></big> </span> </div><div align="Center"> </div><div align="Left"> <span style="color: black;">When the Quran was revealed, 14 centuries ago, the numbers known today did not exist. A universal system was used where the letters of the Arabic, Hebrew, Aramaic, and Greek alphabets were used as numerals. The number assigned to each letter is its "Gematrical Value." The numerical values of the Arabic alphabet are shown in Table 7. </span> </div><center> <table align="Center" border="1" cellpadding="2" id="table24"><tbody>
<tr> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><span style="color: black;">Alef <br />
1</span></td> </tr>
<tr> <td><span style="color: black;">Ya'<br />
10</span></td> <td><span style="color: black;">TTa'<br />
9</span></td> <td><span style="color: black;">Ha' <br />
8</span></td> <td><span style="color: black;">Zay <br />
7</span></td> <td><span style="color: black;">Waw<br />
6</span></td> <td><span style="color: black;">Ha'<br />
5</span></td> <td><span style="color: black;">Dal <br />
4</span></td> <td><span style="color: black;">Jim<br />
3</span></td> <td><span style="color: black;">Ba' <br />
2</span></td> </tr>
<tr> <td><span style="color: black;">Qaf<br />
100</span></td> <td><span style="color: black;">Saad <br />
90</span></td> <td><span style="color: black;">Fa'<br />
80</span></td> <td><span style="color: black;">'Ayn<br />
70</span></td> <td><span style="color: black;">Seen<br />
60</span></td> <td><span style="color: black;">Noon<br />
50</span></td> <td><span style="color: black;">Mim<br />
40</span></td> <td><span style="color: black;">Laam <br />
30</span></td> <td><span style="color: black;">Kaf <br />
20</span></td> </tr>
<tr> <td><span style="color: black;">Ghayn<br />
1000</span></td> <td><span style="color: black;">Za <br />
900</span></td> <td><span style="color: black;">Dad<br />
800</span></td> <td><span style="color: black;">Dhal <br />
700</span></td> <td><span style="color: black;">Kha' <br />
600</span></td> <td><span style="color: black;">Tha'<br />
500</span></td> <td><span style="color: black;">Ta' <br />
400</span></td> <td><span style="color: black;">Shin <br />
300</span></td> <td><span style="color: black;">Ra'<br />
200</span></td> </tr>
</tbody></table></center> <div align="Center"> </div><div align="Center"> <img height="180" src="http://www.submission.org/images/arabic-alphbets.jpg" width="420" /> </div><div align="Center"> <span style="color: red;"> <big><b><u>Other Mathematical Properties of the Initialed Suras</u></b></big> </span> </div><div align="Center"> </div><table cellpadding="2" id="table25"><tbody>
<tr> <td><span style="color: black;">Fourteen Arabic letters, half the <br />
Arabic alphabet, participate in <br />
the formation of 14 different sets <br />
of Quranic Initials. By adding the <br />
gematrical value of each one of these <br />
letters, plus the number of suras <br />
which are prefixed with Quranic <br />
Initials (29), we obtain a total of <br />
722, or 19x19x2. </span> <span style="color: black;">Additionally, if we add the total <br />
gematrical value of all 14 initials, <br />
plus the number of the first sura <br />
where the initial occurs, we get a <br />
grand total of 988, 19x52. <br />
Table 8 presents these data. </span> <br />
<span style="color: black;">If we add the number of occurrences <br />
of each of the 14 letters listed in <br />
Table 8 as an initial, plus the numbers <br />
of the suras where it occurs as an initial, <br />
the Grand Total comes to 2033, 19x107. <br />
See Table 9.</span></td> <td><table border="1" cellpadding="2" id="table26"><tbody>
<tr> <td colspan="3"><div align="Center"> <span style="color: black;">Table 8: The 14 Letters Used in Forming<br />
Quranic Initials</span></div></td> </tr>
<tr> <td><span style="color: black;">Letter</span></td> <td><span style="color: black;">Value</span></td> <td><span style="color: black;">First Sura</span></td> </tr>
<tr> <td><span style="color: black;">A (Alef)</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">L (Laam)</span></td> <td><span style="color: black;">30</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">M (Mim)</span></td> <td><span style="color: black;">40</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">S (Saad)</span></td> <td><span style="color: black;">90</span></td> <td><span style="color: black;">7</span></td> </tr>
<tr> <td><span style="color: black;">R (Ra)</span></td> <td><span style="color: black;">200</span></td> <td><span style="color: black;">10</span></td> </tr>
<tr> <td><span style="color: black;">K (Kaf)</span></td> <td><span style="color: black;">20</span></td> <td><span style="color: black;">19</span></td> </tr>
<tr> <td><span style="color: black;">H (Ha)</span></td> <td><span style="color: black;">5</span></td> <td><span style="color: black;">19</span></td> </tr>
<tr> <td><span style="color: black;">Y (Ya)</span></td> <td><span style="color: black;">10</span></td> <td><span style="color: black;">19</span></td> </tr>
<tr> <td><span style="color: black;">`A (`Ayn)</span></td> <td><span style="color: black;">70</span></td> <td><span style="color: black;">19</span></td> </tr>
<tr> <td><span style="color: black;">T (Ta)</span></td> <td><span style="color: black;">9</span></td> <td><span style="color: black;">20</span></td> </tr>
<tr> <td><span style="color: black;">S (Seen)</span></td> <td><span style="color: black;">60</span></td> <td><span style="color: black;">26</span></td> </tr>
<tr> <td><span style="color: black;">H (Ha)</span></td> <td><span style="color: black;">8</span></td> <td><span style="color: black;">40</span></td> </tr>
<tr> <td><span style="color: black;">Q (Qaf)</span></td> <td><span style="color: black;">100</span></td> <td><span style="color: black;">42</span></td> </tr>
<tr> <td><span style="color: black;">N (Noon)</span></td> <td><span style="color: black;">50</span></td> <td><span style="color: black;">68</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">693</span></td> <td><span style="color: black;">295</span></td> </tr>
<tr> <td colspan="3"><div align="Center"> <span style="color: black;">693 + 295 = 988 = 19x52</span></div></td> </tr>
<tr> <td colspan="3"><span style="color: black;">also 693 + 29 (suras) = 722 = 19x19x2</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><br />
<center> <table align="Center" border="1" cellpadding="2" id="table27"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Table 9: Mathematically Structured Distribution of the Quranic Initials</span></div></td> </tr>
<tr> <td><span style="color: black;">Initial</span></td> <td><span style="color: black;">Number of Occurrences</span></td> <td><span style="color: black;">Suras Where It Occurs</span></td> <td><span style="color: black;">Total</span></td> </tr>
<tr> <td><span style="color: black;">A (Alef)</span></td> <td><span style="color: black;">13</span></td> <td><span style="color: black;">[+2+3+7+10+11+12+13 +14+15+29+30+31+32]</span></td> <td><span style="color: black;">222</span></td> </tr>
<tr> <td><span style="color: black;">L (Laam)</span></td> <td><span style="color: black;">13</span></td> <td><span style="color: black;">[+2+3+7+10+11+12+13 +14+15+29+30+31+32]</span></td> <td><span style="color: black;">222</span></td> </tr>
<tr> <td><span style="color: black;">M (Mim)</span></td> <td><span style="color: black;">17</span></td> <td><span style="color: black;">[+2+3+7+13+26+28+29+30+31 +32+40+41+42+ 43+44+45+46]</span></td> <td><span style="color: black;">519</span></td> </tr>
<tr> <td><span style="color: black;">S (Saad)</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">+7+19+38</span></td> <td><span style="color: black;">67</span></td> </tr>
<tr> <td><span style="color: black;">R (Ra)</span></td> <td><span style="color: black;">6</span></td> <td><span style="color: black;">+10+11+12+13+14+15</span></td> <td><span style="color: black;">81</span></td> </tr>
<tr> <td><span style="color: black;">K (Kaf)</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">+19</span></td> <td><span style="color: black;">20</span></td> </tr>
<tr> <td><span style="color: black;">H (Ha)</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">+19+20</span></td> <td><span style="color: black;">41</span></td> </tr>
<tr> <td><span style="color: black;">Y (Ya)</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">+19+36</span></td> <td><span style="color: black;">57</span></td> </tr>
<tr> <td><span style="color: black;">`A (`Ayn)</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">+19+42</span></td> <td><span style="color: black;">63</span></td> </tr>
<tr> <td><span style="color: black;">T (Ta)</span></td> <td><span style="color: black;">4</span></td> <td><span style="color: black;">+20+26+27+28</span></td> <td><span style="color: black;">105</span></td> </tr>
<tr> <td><span style="color: black;">S (Seen)</span></td> <td><span style="color: black;">5</span></td> <td><span style="color: black;">+26+27+28+36+42</span></td> <td><span style="color: black;">164</span></td> </tr>
<tr> <td><span style="color: black;">H (HHa)</span></td> <td><span style="color: black;">7</span></td> <td><span style="color: black;">+40+41+42+43+44+45+46</span></td> <td><span style="color: black;">308</span></td> </tr>
<tr> <td><span style="color: black;">Q (Qaf)</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">+42+50</span></td> <td><span style="color: black;">94</span></td> </tr>
<tr> <td><span style="color: black;">N (Noon)</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">+68</span></td> <td><span style="color: black;">70</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">79</span></td> <td><span style="color: black;">1954</span></td> <td><span style="color: black;">2033(19x107)</span></td> </tr>
</tbody></table></center> <br />
<br />
<table cellpadding="2" id="table28"><tbody>
<tr> <td valign="Top"> <br />
<span style="color: black;">Table 10 presents the total <br />
frequency of Quranic Init ials, <br />
plus the total gema- trical value <br />
of these letters in the whole sura. <br />
The Grand Total for all initialed <br />
suras is 1089479. This number, <br />
in excess of one million, is a multiple <br />
of 19 (1089479 = 19 x 57341). The <br />
slightest alteration or distortion <br />
destroys the system. </span> <br />
<span style="color: black;"> <i>Note: The total gematrical value <br />
of the Quranic Initials in a given <br />
sura equals the gematrical value <br />
of each initial multiplied by the <br />
frequency of occurrence of that <br />
initial in the sura.</i> </span> <br />
<br />
<br />
<br />
<br />
</td> <td><table border="1" cellpadding="2" id="table29"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Table 10: Total Gematrical Values of All <br />
frequency of Quranic Init- Quranic Initials In Their Suras</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura</span></td> <td><span style="color: black;">Initials</span></td> <td><div align="Center"> <span style="color: black;">Frequency <br />
of Initials</span></div></td> <td><div align="Center"> <span style="color: black;">Tot.G.Val.<br />
in Sura</span></div></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">A.L.M.</span></td> <td><span style="color: black;">9899</span></td> <td><span style="color: black;">188362</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">A.L.M.</span></td> <td><span style="color: black;">5662</span></td> <td><span style="color: black;">109241</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">A.L.M.S.</span></td> <td><span style="color: black;">5320</span></td> <td><span style="color: black;">103719</span></td> </tr>
<tr> <td><span style="color: black;">10</span></td> <td><span style="color: black;">A.L.R.</span></td> <td><span style="color: black;">2489</span></td> <td><span style="color: black;">80109</span></td> </tr>
<tr> <td><span style="color: black;">11</span></td> <td><span style="color: black;">A.L.R.</span></td> <td><span style="color: black;">2489</span></td> <td><span style="color: black;">90190</span></td> </tr>
<tr> <td><span style="color: black;">12</span></td> <td><span style="color: black;">A.L.R.</span></td> <td><span style="color: black;">2375</span></td> <td><span style="color: black;">77066</span></td> </tr>
<tr> <td><span style="color: black;">13</span></td> <td><span style="color: black;">A.L.M.R.</span></td> <td><span style="color: black;">1482</span></td> <td><span style="color: black;">52805</span></td> </tr>
<tr> <td><span style="color: black;">14</span></td> <td><span style="color: black;">A.L.R.</span></td> <td><span style="color: black;">1197</span></td> <td><span style="color: black;">46145</span></td> </tr>
<tr> <td><span style="color: black;">15</span></td> <td><span style="color: black;">A.L.R.</span></td> <td><span style="color: black;">912</span></td> <td><span style="color: black;">29383</span></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><span style="color: black;">K.H.Y.`A.S.</span></td> <td><span style="color: black;">798</span></td> <td><span style="color: black;">17575</span></td> </tr>
<tr> <td><span style="color: black;">20</span></td> <td><span style="color: black;">T.H.</span></td> <td><span style="color: black;">279</span></td> <td><span style="color: black;">1507</span></td> </tr>
<tr> <td><span style="color: black;">26</span></td> <td><span style="color: black;">T.S.M.</span></td> <td><span style="color: black;">611</span></td> <td><span style="color: black;">25297</span></td> </tr>
<tr> <td><span style="color: black;">27</span></td> <td><span style="color: black;">T.S.</span></td> <td><span style="color: black;">121</span></td> <td><span style="color: black;">5883</span></td> </tr>
<tr> <td><span style="color: black;">28</span></td> <td><span style="color: black;">T.S.M.</span></td> <td><span style="color: black;">581</span></td> <td><span style="color: black;">24691</span></td> </tr>
<tr> <td><span style="color: black;">29</span></td> <td><span style="color: black;">A.L.M.</span></td> <td><span style="color: black;">1672</span></td> <td><span style="color: black;">31154</span></td> </tr>
<tr> <td><span style="color: black;">30</span></td> <td><span style="color: black;">A.L.M.</span></td> <td><span style="color: black;">1254</span></td> <td><span style="color: black;">25014</span></td> </tr>
<tr> <td><span style="color: black;">31</span></td> <td><span style="color: black;">A.L.M.</span></td> <td><span style="color: black;">817</span></td> <td><span style="color: black;">16177</span></td> </tr>
<tr> <td><span style="color: black;">32</span></td> <td><span style="color: black;">A.L.M.</span></td> <td><span style="color: black;">570</span></td> <td><span style="color: black;">11227</span></td> </tr>
<tr> <td><span style="color: black;">36</span></td> <td><span style="color: black;">Y.S.</span></td> <td><span style="color: black;">285</span></td> <td><span style="color: black;">5250</span></td> </tr>
<tr> <td><span style="color: black;">38</span></td> <td><span style="color: black;">S.</span></td> <td><span style="color: black;">29</span></td> <td><span style="color: black;">2610</span></td> </tr>
<tr> <td><span style="color: black;">40</span></td> <td><span style="color: black;">H.M.</span></td> <td><span style="color: black;">444</span></td> <td><span style="color: black;">15712</span></td> </tr>
<tr> <td><span style="color: black;">41</span></td> <td><span style="color: black;">H.M.</span></td> <td><span style="color: black;">324</span></td> <td><span style="color: black;">11424</span></td> </tr>
<tr> <td><span style="color: black;">42</span></td> <td><span style="color: black;">H.M.-`A.S.Q.</span></td> <td><span style="color: black;">562</span></td> <td><span style="color: black;">28224</span></td> </tr>
<tr> <td><span style="color: black;">43</span></td> <td><span style="color: black;">H.M.</span></td> <td><span style="color: black;">368</span></td> <td><span style="color: black;">13312</span></td> </tr>
<tr> <td><span style="color: black;">44</span></td> <td><span style="color: black;">H.M.</span></td> <td><span style="color: black;">166</span></td> <td><span style="color: black;">6128</span></td> </tr>
<tr> <td><span style="color: black;">45</span></td> <td><span style="color: black;">H.M.</span></td> <td><span style="color: black;">231</span></td> <td><span style="color: black;">8248</span></td> </tr>
<tr> <td><span style="color: black;">46</span></td> <td><span style="color: black;">H.M.</span></td> <td><span style="color: black;">261</span></td> <td><span style="color: black;">9288</span></td> </tr>
<tr> <td><span style="color: black;">50</span></td> <td><span style="color: black;">Q</span></td> <td><span style="color: black;">57</span></td> <td><span style="color: black;">5700</span></td> </tr>
<tr> <td><span style="color: black;">68</span></td> <td><span style="color: black;">N,N</span></td> <td><span style="color: black;">133</span></td> <td><span style="color: black;">6650</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">41388</span></td> <td><span style="color: black;">1048091</span></td> </tr>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">41388 + 1048091 = 1089479 (19 x 57341)</span></div></td> </tr>
</tbody></table></td> </tr>
</tbody></table><br />
<div align="Center"> <span style="color: red;"> <big><b><u>Major Parameters of the Quranic <br />
Initials (Suras, Verses, Frequency, <br />
First Sura, & Last Sura)</u></b></big> </span> </div>T<span style="color: black;">able 11 shows that the sum of numbers of suras and verses where the Quranic Initials are found, plus the initial's frequency of occur- rence in that sura, plus the number of the first sura where the initials occur, plus the number of the last sura where the initials occur, produces a total that equals 44232, or 19x2348. Thus, the distribution of the Quranic Initials in the initialed suras is so intricate that their counts and their placement within suras are intertwined to give a grand total that is a multiple of 19. </span> <br />
<span style="color: black;">It is noteworthy that the initial "N" must be counted as two N's. This reflects the fact that the original Quranic text spells out this initial with 2 N's. </span> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table30"><tbody>
<tr> <td colspan="4"><span style="color: black;">Table 11: Parameters of the 14 Individual Quranic Initials</span></td> </tr>
<tr> <td><span style="color: black;">Initial</span></td> <td><span style="color: black;">Sura , Verse, & (Frequency) <br />
of Initial in Each Sura Sura</span></td> <td><span style="color: black;">First <br />
Sura</span></td> <td><span style="color: black;">Last<br />
Sura</span></td> </tr>
<tr> <td valign="Top"><span style="color: black;">A (Alef)</span></td> <td><span style="color: black;">2:1 (4502), 3:1 (2521), 7:1 (2529), <br />
10:1 (1319), 11:1 (1370), 12:1 (1306), <br />
13:1 (605), 14:1 (585), 15:1 (493), <br />
29:1 (774), 30:1 (544), 31:1 (347),<br />
32:1 (257) </span> </td> <td valign="Top"><span style="color: black;">2</span></td> <td valign="Top"><span style="color: black;">32</span></td> </tr>
<tr> <td valign="Top"><span style="color: black;">L (Laam)</span></td> <td><span style="color: black;">2:1 (3202), 3:1 (1892), 7:1 (1530),<br />
10:1 (913), 11:1 (794), 12:1 (812), <br />
13:1 (480), 14:1 (452), 15:1 (323), <br />
29:1 (554), 30:1 (393), 31:1 (297), <br />
32:1 (155) </span> </td> <td valign="Top"><span style="color: black;">2</span></td> <td valign="Top"><span style="color: black;">32</span></td> </tr>
<tr> <td valign="Top"><span style="color: black;">M (Mim) </span> </td> <td><span style="color: black;">2:1 (2195), 3:1 (1249), 7:1 (1164), <br />
13:1 (260), 26:1 (484), 28:1 (460), <br />
29:1 (344), 30:1 (317), 31:1 (173), <br />
32:1 (158), 40:1 (380), 41:1 (276), <br />
42:1 (300), 43:1 (324), 44:1 (150), <br />
45:1 (200), 46:1 (225)</span></td> <td valign="Top"><span style="color: black;">2</span></td> <td valign="Top"><span style="color: black;">46</span></td> </tr>
<tr> <td><span style="color: black;">S (Saad)</span></td> <td><span style="color: black;">7:1 (97), 19:1 (26), 38:1 (29)</span></td> <td><span style="color: black;">7</span></td> <td><span style="color: black;">38</span></td> </tr>
<tr> <td><span style="color: black;">R (Ra) </span> </td> <td valign="Top"><span style="color: black;">10:1 (257), 11:1 (325), 12:1 (257), <br />
13:1 (137), 14:1 (160), 15:1 (96)</span></td> <td valign="Top"><span style="color: black;">10</span></td> <td valign="Top"><span style="color: black;">15</span></td> </tr>
<tr> <td><span style="color: black;">K (Kaf)</span></td> <td><span style="color: black;">19:1 (137)</span></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">19</span></td> </tr>
<tr> <td><span style="color: black;">H (Ha)</span></td> <td><span style="color: black;">19:1 (175), 20:1 (251)</span></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">20</span></td> </tr>
<tr> <td><span style="color: black;">Y (Ya)</span></td> <td><span style="color: black;">19:1 (343), 36:1 (237)</span></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">36</span></td> </tr>
<tr> <td><span style="color: black;">`A(`Ayn)</span></td> <td><span style="color: black;">19:1 (117), 42:2 (98)</span></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">42</span></td> </tr>
<tr> <td><span style="color: black;">T (Ta) </span> </td> <td valign="Top"><span style="color: black;">20:1 (28), 26:1 (33), 27:1 (27), <br />
28:1 (19)</span></td> <td valign="Top"><span style="color: black;">20</span></td> <td valign="Top"><span style="color: black;">28</span></td> </tr>
<tr> <td><span style="color: black;">S (Seen) </span> </td> <td valign="Top"><span style="color: black;">26:1 (94), 27:1 (94), 28:1 (102), <br />
36:1 (48), 42:2 (54)</span></td> <td valign="Top"><span style="color: black;">26</span></td> <td valign="Top"><span style="color: black;">42</span></td> </tr>
<tr> <td valign="Top"><span style="color: black;">H (HHa) </span> </td> <td><span style="color: black;">40:1 (64), 41:1 (48), 42:1 (53), <br />
43:1 (44), 44:1 (16), 45:1 (31), <br />
46:1 (36)</span></td> <td valign="Top"><span style="color: black;">40</span></td> <td valign="Top"><span style="color: black;">46</span></td> </tr>
<tr> <td><span style="color: black;">Q (Qaf)</span></td> <td><span style="color: black;">42:2 (57), 50:1 (57)</span></td> <td><span style="color: black;">42</span></td> <td><span style="color: black;">50</span></td> </tr>
<tr> <td><span style="color: black;">N (NuN)</span></td> <td><span style="color: black;">68:1 (133)</span></td> <td><span style="color: black;">68</span></td> <td><span style="color: black;">68</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">43423</span></td> <td><span style="color: black;">295</span></td> <td><span style="color: black;">514</span></td> </tr>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Grand Total = 43423+295+514 = 44232 = 19x2328</span></div></td> </tr>
</tbody></table></center> <span style="color: black;">A special mathematical coding authenticates the number of verses where the Quranic Initials themselves are found. As detailed in Table 11, all Quranic Initials occur in Verse 1, except in Sura 42 (initials in Verses 1 and 2). This fact is supported by the remarkable mathematical phenomenon detailed in Table 12. If we multiply the first two columns of Table 12, instead of adding, we still end up with a Total that is divisible by 19 (see Table 13). </span> <br />
<br />
<table cellpadding="2" id="table31"><tbody>
<tr> <td valign="Top"><span style="color: black;">Obviously, it is crucial to have two <br />
different initialed verses in Sura 42 <br />
in order to conform with the Quran's <br />
mathematical code. The fact that <br />
Verse 1 of Sura 42 consists of the <br />
two Quranic Initials "H.M." and the <br />
second verse consists of the three <br />
Initials " `A.S.Q." has perplexed <br />
Muslim scholars and orientalists <br />
for 14 centuries. </span> <span style="color: black;">By the end of this Appendix, the <br />
reader will see that every element <br />
of the Quran is mathematically <br />
authenticated. The elements we <br />
are dealing with now are "the <br />
number of Quranic Initials in each <br />
initialed sura" and "the number of <br />
verses that contain Quranic Initials.<br />
" Tables 11 through 13 have dealt <br />
with these two elements. </span> <br />
<span style="color: black;">Additional mathematical authentication <br />
is shown in Tables 14 and 15. In <br />
Table 14, we have the numbers of all <br />
initialed suras added to the number of <br />
verses in each sura, plus the number of <br />
verses containing initials, plus the <br />
gematrical values of those initials. <br />
The Grand Total is 7030, or 19x370. </span> <br />
<table border="1" cellpadding="2" id="table32"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Table 13: Multiplying the <br />
First Two Columns of Table 12, <br />
Instead of Adding</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura <br />
No</span></td> <td><br />
</td> <td><span style="color: black;">No. of <br />
Initials</span></td> <td><span style="color: black;">No. of <br />
Init'ld Verses</span></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">3</span></div></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">3</span></div></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">4</span></div></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> </tr>
<tr> <td><span style="color: black;">-</span></td> <td><br />
</td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">42</span></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">5</span></div></td> <td><div align="Center"> <span style="color: black;">2</span></div></td> </tr>
<tr> <td><span style="color: black;">-</span></td> <td><br />
</td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">50</span></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> </tr>
<tr> <td><span style="color: black;">68</span></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">2</span></div></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> </tr>
<tr> <td colspan="3"><div align="Center"> <span style="color: black;">2022</span></div></td> <td><div align="Center"> <span style="color: black;">30</span></div></td> </tr>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">2022 + 30 = 2052 (19x108)</span></div></td> </tr>
</tbody></table></td> <td><table border="1" cellpadding="2" id="table33"><tbody>
<tr> <td colspan="3"><div align="Center"> <span style="color: black;">Table 12: Mathematical <br />
Coding of the <br />
Number of Verses with Initials</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura <br />
No.</span></td> <td><span style="color: black;">No. of <br />
Initials</span></td> <td><span style="color: black;">Initialed<br />
Verses</span></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">4</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">10</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">11</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">12</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">13</span></td> <td><span style="color: black;">4</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">14</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">15</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><span style="color: black;">5</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">20</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">26</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">27</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">28</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">29</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">30</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">31</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">32</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">36</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">38</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">40</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">41</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">42</span></td> <td><span style="color: black;">5</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">43</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">44</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">45</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">46</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">50</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">68</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">822</span></td> <td><span style="color: black;">79</span></td> <td><span style="color: black;">30</span></td> </tr>
<tr> <td colspan="3"><span style="color: black;">822 + 79 + 30 = 931 (19x49)</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table34"><tbody>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">Table 14: Mathematical Properties of the Initialed Suras</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura <br />
Number</span></td> <td><span style="color: black;">Number of <br />
Verses</span></td> <td><span style="color: black;">Number of <br />
Initialed Verses</span></td> <td><span style="color: black;">Gematrical Value <br />
of the Initials</span></td> <td><span style="color: black;">TOTAL</span></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">286</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">71</span></td> <td><span style="color: black;">360</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">200</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">71</span></td> <td><span style="color: black;">275</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">206</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">161</span></td> <td><span style="color: black;">375</span></td> </tr>
<tr> <td><span style="color: black;">10</span></td> <td><span style="color: black;">109</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">231</span></td> <td><span style="color: black;">351</span></td> </tr>
<tr> <td><span style="color: black;">11</span></td> <td><span style="color: black;">123</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">231</span></td> <td><span style="color: black;">366</span></td> </tr>
<tr> <td><span style="color: black;">12</span></td> <td><span style="color: black;">111</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">231</span></td> <td><span style="color: black;">355</span></td> </tr>
<tr> <td><span style="color: black;">13</span></td> <td><span style="color: black;">43</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">271</span></td> <td><span style="color: black;">328</span></td> </tr>
<tr> <td><span style="color: black;">14</span></td> <td><span style="color: black;">52</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">231</span></td> <td><span style="color: black;">298</span></td> </tr>
<tr> <td><span style="color: black;">15</span></td> <td><span style="color: black;">99</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">231</span></td> <td><span style="color: black;">346</span></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><span style="color: black;">98</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">195</span></td> <td><span style="color: black;">313</span></td> </tr>
<tr> <td><span style="color: black;">20</span></td> <td><span style="color: black;">135</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">14</span></td> <td><span style="color: black;">170</span></td> </tr>
<tr> <td><span style="color: black;">26</span></td> <td><span style="color: black;">227</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">14</span></td> <td><span style="color: black;">170</span></td> </tr>
<tr> <td><span style="color: black;">27</span></td> <td><span style="color: black;">93</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">69</span></td> <td><span style="color: black;">190</span></td> </tr>
<tr> <td><span style="color: black;">28</span></td> <td><span style="color: black;">88</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">109</span></td> <td><span style="color: black;">226</span></td> </tr>
<tr> <td><span style="color: black;">29</span></td> <td><span style="color: black;">69</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">71</span></td> <td><span style="color: black;">170</span></td> </tr>
<tr> <td><span style="color: black;">30</span></td> <td><span style="color: black;">60</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">71</span></td> <td><span style="color: black;">162</span></td> </tr>
<tr> <td><span style="color: black;">31</span></td> <td><span style="color: black;">34</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">71</span></td> <td><span style="color: black;">137</span></td> </tr>
<tr> <td><span style="color: black;">32</span></td> <td><span style="color: black;">30</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">71</span></td> <td><span style="color: black;">134</span></td> </tr>
<tr> <td><span style="color: black;">36</span></td> <td><span style="color: black;">83</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">70</span></td> <td><span style="color: black;">190</span></td> </tr>
<tr> <td><span style="color: black;">38</span></td> <td><span style="color: black;">88</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">90</span></td> <td><span style="color: black;">217</span></td> </tr>
<tr> <td><span style="color: black;">40</span></td> <td><span style="color: black;">85</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">174</span></td> </tr>
<tr> <td><span style="color: black;">41</span></td> <td><span style="color: black;">54</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">144</span></td> </tr>
<tr> <td><span style="color: black;">42</span></td> <td><span style="color: black;">53</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">278</span></td> <td><span style="color: black;">375</span></td> </tr>
<tr> <td><span style="color: black;">43</span></td> <td><span style="color: black;">89</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">181</span></td> </tr>
<tr> <td><span style="color: black;">44</span></td> <td><span style="color: black;">59</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">152</span></td> </tr>
<tr> <td><span style="color: black;">45</span></td> <td><span style="color: black;">37</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">131</span></td> </tr>
<tr> <td><span style="color: black;">46</span></td> <td><span style="color: black;">35</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">48</span></td> <td><span style="color: black;">130</span></td> </tr>
<tr> <td><span style="color: black;">50</span></td> <td><span style="color: black;">45</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">100</span></td> <td><span style="color: black;">196</span></td> </tr>
<tr> <td><span style="color: black;">68</span></td> <td><span style="color: black;">52</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">50+50</span></td> <td><span style="color: black;">221</span></td> </tr>
<tr> <td><span style="color: black;">822</span></td> <td><span style="color: black;">2743</span></td> <td><span style="color: black;">30</span></td> <td><span style="color: black;">3435</span></td> <td><span style="color: black;">7030</span></td> </tr>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">822+2743+30 +3435 = 7030</span></div></td> </tr>
</tbody></table></center> <span style="color: black;">Remarkably, if we multiply the first two columns of Table 14, instead of adding them, we still get a Grand Total that is divisible by 19 (Table 15). </span> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table35" style="width: 693px;"><tbody>
<tr> <td colspan="9"><div align="Center"> <span style="color: black;">Table 15: Multiplying the First 2 Columns of Table 14, Instead of <br />
Adding Them</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura<br />
Number</span></td> <td><br />
</td> <td><span style="color: black;">Number of Verses</span></td> <td><br />
</td> <td><span style="color: black;">Number of Initi'ld Verses</span></td> <td><br />
</td> <td><span style="color: black;">Gematrical Value of the Initials</span></td> <td><br />
</td> <td><span style="color: black;">TOTAL</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">2</span></div></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">286</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">71</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">644</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">3</span></div></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">200</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">71</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">672</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">7</span></div></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">206</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">161</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">1604</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><br />
</td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">50</span></div></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">45</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">100</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">2351</span></div></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">68</span></div></td> <td><span style="color: black;">X</span></td> <td><div align="Center"> <span style="color: black;">52</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">1</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">(50+50)</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">3637</span></div></td> </tr>
<tr> <td colspan="3"><div align="Center"> <span style="color: black;">60071</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">30</span></div></td> <td><span style="color: black;">+</span></td> <td><div align="Center"> <span style="color: black;">3435</span></div></td> <td><span style="color: black;">=</span></td> <td><div align="Center"> <span style="color: black;">63536 <br />
(19x3344)</span></div></td> </tr>
</tbody></table></center> <span style="color: black;">The number of verses per sura, and the numbers assigned to each verse are among the basic elements of the Quran. Not only are these elements authenticated mathematically, but both initialed and un- initialed suras are independently coded. Since we are now dealing with the initialed suras, Table 16 presents the numbers assigned to these suras, added to the numbers of verses in each sura, plus the sum of verse numbers (1+2+3+ ... + n). The Grand total is 190133, or 19x10007. </span> <br />
<br />
<br />
<table cellpadding="2" id="table36"><tbody>
<tr> <td valign="Top"><span style="color: black;">By adding the number of every sura <br />
to the number of the next sura, and <br />
accumulating the sums of sura. <br />
numbers as we continue this process <br />
to the end of the Quran, we will have <br />
a value that corresponds to each sura. <br />
Thus, Sura 1 will have a corresponding <br />
value of 1, Sura 2 will have a value of <br />
1+2=3, Sura 3 will have a value of <br />
3+3=6, Sura 4 will have a value of <br />
6+4=10, and so on to the end of the <br />
Quran. The total values for the initialed <br />
and the un-initialed suras are <br />
independently divisible by 19. The <br />
values for the initialed suras are shown <br />
in Table 17. </span> <br />
<br />
<br />
<br />
<span style="color: black;">The values calculated for the un-initialed <br />
suras add up to a total of 237785, which <br />
is also a multiple of 19 (237785 = 19x12515)</span>.</td> <td> <center> <table align="Center" border="1" cellpadding="2" id="table37"><tbody>
<tr> <td colspan="4"><div align="Center"> <span style="color: black;">Table 16: Mathematical Structuring <br />
of the Verses of Initialed Suras</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura <br />
No.</span></td> <td><span style="color: black;">No.of<br />
Verses</span></td> <td><span style="color: black;">Sum of <br />
Verse #s</span></td> <td><div align="Center"> <span style="color: black;">Total</span></div></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">286</span></td> <td><span style="color: black;">41041</span></td> <td><span style="color: black;">41329</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">200</span></td> <td><span style="color: black;">20100</span></td> <td><span style="color: black;">20303</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">206</span></td> <td><span style="color: black;">21321</span></td> <td><span style="color: black;">21534</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">50</span></td> <td><span style="color: black;">45</span></td> <td><span style="color: black;">1035</span></td> <td><span style="color: black;">1130</span></td> </tr>
<tr> <td><span style="color: black;">68</span></td> <td><span style="color: black;">52</span></td> <td><span style="color: black;">1378</span></td> <td><span style="color: black;">1498</span></td> </tr>
<tr> <td><span style="color: black;">822</span></td> <td><span style="color: black;">2743</span></td> <td><span style="color: black;">186568</span></td> <td><span style="color: black;">190133 <br />
(19x10007)</span></td> </tr>
</tbody></table></center> <table align="Center" border="1" cellpadding="2" id="table38"><tbody>
<tr> <td colspan="2"><div align="Center"> <span style="color: black;">Table 17: Values Obtained by <br />
by Successive Addition of <br />
Sura Numbers</span></div></td> </tr>
<tr> <td><span style="color: black;">Sura Number</span></td> <td><span style="color: black;">Calculated Value</span></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">3</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">6</span></td> </tr>
<tr> <td><span style="color: black;">7</span></td> <td><span style="color: black;">28</span></td> </tr>
<tr> <td><span style="color: black;">10</span></td> <td><span style="color: black;">55</span></td> </tr>
<tr> <td><span style="color: black;">11</span></td> <td><span style="color: black;">66</span></td> </tr>
<tr> <td><span style="color: black;">12</span></td> <td><span style="color: black;">78</span></td> </tr>
<tr> <td><span style="color: black;">13</span></td> <td><span style="color: black;">91</span></td> </tr>
<tr> <td><span style="color: black;">14</span></td> <td><span style="color: black;">105</span></td> </tr>
<tr> <td><span style="color: black;">15</span></td> <td><span style="color: black;">120</span></td> </tr>
<tr> <td><span style="color: black;">19</span></td> <td><span style="color: black;">190</span></td> </tr>
<tr> <td><span style="color: black;">20</span></td> <td><span style="color: black;">210</span></td> </tr>
<tr> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">44</span></td> <td><span style="color: black;">990</span></td> </tr>
<tr> <td><span style="color: black;">45</span></td> <td><span style="color: black;">1035</span></td> </tr>
<tr> <td><span style="color: black;">50</span></td> <td><span style="color: black;">1081</span></td> </tr>
<tr> <td><span style="color: black;">68</span></td> <td><span style="color: black;">1275</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">15675<br />
(19x825)</span></td> </tr>
</tbody></table></td> </tr>
</tbody></table><div align="Center"> <span style="color: red;"> <big><b><u>MATHEMATICAL CODING OF SPECIAL WORDS</u></b></big> </span> </div><div align="Center"> <span style="color: red;"> <big><b><u>The Word "God" (Allah)</u></b></big> </span> </div><span style="color: black;">[1] As shown earlier the word "God" occurs in the Quran 2698 times, 19x142. <br />
<br />
[2] The numbers of verses where the word "God" occurs add up to 118123, also a multiple of 19 (118123 = 19x6217). </span> <br />
<table cellpadding="2" id="table39"><tbody>
<tr><td><span style="color: black;">These simple phenomena gave us <br />
many difficulties while simply <br />
counting the word "God." We were <br />
a group of workers, equipped with <br />
computers, and all of us college <br />
graduates. Yet, we made several <br />
errors in counting, calculating, or <br />
simply writing the counts of the <br />
word "God." Those who still <br />
claim that Muhammad was the <br />
author of the Quran are totally <br />
illogical; he never went to <br />
college, and he did not have <br />
a computer. </span> <span style="color: black;">[3] From the first Quranic Initials <br />
(A.L.M. 2:1) to the last initial <br />
(N.68:1),there are 2641, 19x139, <br />
occurrences of the word "God." </span> <br />
<span style="color: black;">[4] The word "God" occurs 57 <br />
times in the section outside the <br />
initials (Table 18). <br />
</span> <br />
<span style="color: black;">[5] By adding the numbers of the <br />
suras and verses where these 57 <br />
occurrences of the <br />
word "God" are found, we get a <br />
total of 2432, or 19x128. <br />
See Table 18. </span> <br />
<span style="color: black;">[6] The word "God" occurs in 85 <br />
suras. If we add the number of each <br />
sura to the number of verses <br />
between the first and last occurences <br />
of the word "God," both verses <br />
inclusive, the Grand Total comes to <br />
8170 or 19x430. An abbreviated <br />
representation of the data is <br />
shown in Table 19. </span> <br />
<span style="color: black;">[7] The Quran's dominant message is <br />
that there is only "One God." The word <br />
"One," in Arabic "Wahed" occurs in <br />
the Quran 25 times. Six of these <br />
occurrences refer to other than God <br />
(one kind of food, one door, etc.). <br />
The other 19 occurrences refer to God. <br />
These data are found in the classic <br />
reference INDEX TO THE WORDS <br />
OF QURAN. </span> <br />
<span style="color: black;">The crucial importance of the word <br />
"ONE" as the Quran's basic message <br />
is manifested in the fact that the Quran's <br />
common denominator, 19, happens to <br />
be the gematrical value of the <br />
word "ONE."</span><br />
</td> <td><table border="1" cellpadding="2" id="table40"><tbody>
<tr> <td colspan="3"><div align="Center"> <span style="color: black;">Table 18: Occurence of the Word<br />
"God" outside the Initialed <br />
Section</span></div></td> </tr>
<tr> <td><span style="color: black;">No.of <br />
Sura</span></td> <td><span style="color: black;">No.of <br />
Verses</span></td> <td><span style="color: black;">Times<br />
Occurs</span></td> </tr>
<tr> <td><span style="color: black;">1</span></td> <td><span style="color: black;">1,2</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">69</span></td> <td><span style="color: black;">33</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">70</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">71</span></td> <td><span style="color: black;">3,4,13,15,17,19,25</span></td> <td><span style="color: black;">7</span></td> </tr>
<tr> <td><span style="color: black;">72</span></td> <td><span style="color: black;">4,5,7,12,18,19,22,23</span></td> <td><span style="color: black;">10</span></td> </tr>
<tr> <td><span style="color: black;">73</span></td> <td><span style="color: black;">20</span></td> <td><span style="color: black;">7</span></td> </tr>
<tr> <td><span style="color: black;">74</span></td> <td><span style="color: black;">31,56</span></td> <td><span style="color: black;">3</span></td> </tr>
<tr> <td><span style="color: black;">76</span></td> <td><span style="color: black;">6,9,11,30</span></td> <td><span style="color: black;">5</span></td> </tr>
<tr> <td><span style="color: black;">79</span></td> <td><span style="color: black;">25</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">81</span></td> <td><span style="color: black;">29</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">82</span></td> <td><span style="color: black;">19</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">84</span></td> <td><span style="color: black;">23</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">85</span></td> <td><span style="color: black;">8,9,20</span></td> <td><span style="color: black;">3</span></td> </tr>
<tr> <td><span style="color: black;">87</span></td> <td><span style="color: black;">7</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">88</span></td> <td><span style="color: black;">24</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">91</span></td> <td><span style="color: black;">13</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">95</span></td> <td><span style="color: black;">8</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">96</span></td> <td><span style="color: black;">14</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">98</span></td> <td><span style="color: black;">2,5,8</span></td> <td><span style="color: black;">3</span></td> </tr>
<tr> <td><span style="color: black;">104</span></td> <td><span style="color: black;">6</span></td> <td><span style="color: black;">1</span></td> </tr>
<tr> <td><span style="color: black;">110</span></td> <td><span style="color: black;">1,2</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">112</span></td> <td><span style="color: black;">1,2</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">1798</span></td> <td><span style="color: black;">634</span></td> <td><span style="color: black;">57 <br />
(19x3)</span></td> </tr>
<tr> <td colspan="3"><span style="color: black;">Sum of numbers of the suras & <br />
verses = 1798 + 634 = 2432 <br />
= 19 x 128 <br />
Total occurence of the word <br />
"God" outside the initialed <br />
section = 57 (19 x 3). <br />
</span> </td> </tr>
</tbody></table><br />
<br />
<table border="1" cellpadding="2" id="table41"><tbody>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">Table 19: All Suras in Which the<br />
Word "God" (Allah) Is Mentioned</span></div></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">Sura <br />
No.</span></td> <td><span style="color: black;">First <br />
Verse</span></td> <td><span style="color: black;">Last<br />
Verse</span></td> <td><span style="color: black;">Verses<br />
1st to Last</span></td> </tr>
<tr> <td><span style="color: black;">1</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">2</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">7</span></td> <td><span style="color: black;">286</span></td> <td><span style="color: black;">280</span></td> </tr>
<tr> <td><span style="color: black;">3</span></td> <td><span style="color: black;">3</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">200</span></td> <td><span style="color: black;">199</span></td> </tr>
<tr> <td><span style="color: black;">-</span></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> <td><div align="Center"> <span style="color: black;">-</span></div></td> </tr>
<tr> <td><span style="color: black;">84</span></td> <td><span style="color: black;">110</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><span style="color: black;">85</span></td> <td><span style="color: black;">112</span></td> <td><span style="color: black;">1</span></td> <td><span style="color: black;">2</span></td> <td><span style="color: black;">2</span></td> </tr>
<tr> <td><br />
</td> <td><span style="color: black;">3910</span></td> <td><br />
</td> <td><br />
</td> <td><span style="color: black;">4260</span></td> </tr>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">3910+4260=8170 = 19X430</span></div></td> </tr>
<tr> <td colspan="5"><div align="Center"> <span style="color: black;">These mathematical properties cover<br />
all occurrences of the word "God."</span></div></td> </tr>
</tbody></table><br />
<br />
<br />
</td></tr>
</tbody></table></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-86346520509544620612011-04-03T13:14:00.001+02:002011-04-03T13:17:15.691+02:00Tampering With the Word of God<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: small;">A superhuman mathematical system pervades the Quran and serves to guard and authenticate <br />
every element in it. <br />
Nineteen years after the Prophet's death, some scribes injected two false verses at the end of <br />
Sura 9, the last sura revealed in Medina.The evidence presented in this Appendix incontro-<br />
vertibly removes these human injections, restores the Quran to its pristine purity, and illustrates a major funtion of the Quran's mathematical code, namely, to protect the Quran from the slightest tampering. Thus, the code rejects ONLY the false injections 9:128-129.</span><br />
<br />
<div align="left"><span style="font-size: x-small;">The Quran is God's Final Testament. Hence the divine pledge to keep itperfectly preserved. To assure us of both the divine authorship, and the perfect preservation of the Quran, the Almighty author has rendered the Quran mathematically composed. As proven by the physical evidence in Appendix 1, such mathematical composition is far beyond human capabilities. The slightest violation of God's Final Testament is destined to stand out in glaring disharmony. A deviation by only 1 - one sura, one verse, one word, even one letter - is immediately exposed. </span> </div><div align="left"><span style="font-size: x-small;">Nineteen years after the Prophet Muhammad's death, during the reign of Khalifa `Uthman, a committee of scribes was appointed to make several copies of the Quran to be dispatched to the new Muslim lands. The copies were to be made from the original Quran which was written by Muhammad's hand (Appendix 28). </span> </div><div align="left"><span style="font-size: x-small;">This committee was supervised by `Uthman Ibn `Affaan, `Ali Ibn Abi Taaleb, Zeid Ibn Thaabet, Ubayy Ibn Ka`ab, `Abdullah Ibn Al-Zubair, Sa`eed Ibn Al-`Aas, and `Abdul Rahman Ibn Al-Haareth Ibn Heshaam. The Prophet, of course, had written the Quran in its chronological order of revelation (Appendix 23), together with the necessary instructions to place every piece in its proper position. The last sura revealed in Medina was Sura 9. Only Sura 110, a very short sura, was revealed after Sura 9, in Mina. </span> </div><div align="left"><span style="font-size: x-small;">The committee of scribes finally came to Sura 9, and put it in its proper place. One of the scribes suggested adding a couple of verses to honor the Prophet. The majority of scribes agreed. `Ali was outraged. He vehemently maintained that the word of God, written down by the hand of His final prophet, must never be altered. </span> </div><div align="left"><span style="font-size: x-small;">Ali's protest is documented in many references, but I cite and reproduce here the classic reference AL ITQAAN FEE 'ULUM AL QURAN by Jalaluddin Al-Suyuty, Al-Azhareyyah Press, Cairo, Egypt, 1318 AH, Page 59 [see Insert 1]. </span> </div><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table51"><tbody>
<tr> <td><div align="Center"><img align="Top" height="88" src="http://www.submission.org/images/hadith.GIF" width="589" /> </div><span style="font-size: x-small;">Translation: `Ali was asked: "Why are you staying home?" He said, "Something <br />
has been added to the Quran, and I have pledged never to put on my street clothes, <br />
except for the prayer, until the Quran is restored." [ Insert 1 ]</span></td> </tr>
</tbody> </table></center> <br />
<div align="left"><span style="font-size: x-small;">The horrendous dimensions of this crime can be realized once we look at the consequences: </span> </div><div align="left"><span style="font-size: x-small;">(1) `Uthman was assassinated, and `Ali was installed as the fourth Khalifa. </span> </div><div align="left"><span style="font-size: x-small;">(2) A 50-year war erupted between the new Khalifa and his supporters on one side, and the Mohammedan distorters of the Quran on the other side. </span> </div><div align="left"><span style="font-size: x-small;">(3) `Ali was martyred, and eventually his family, the prophet Muhammad's family, except for some women and children, were killed. </span> </div><div align="left"><span style="font-size: x-small;">(4) The disaster culminated in the infamous Battle of Karbala, where `Ali's son, Hussein, and his family were massacred. </span> </div><div align="left"><span style="font-size: x-small;">(5) The Muslims were deprived of the pure, unaltered, Quran for 1400 years. </span> </div><div align="left"><span style="font-size: x-small;">The distorters of the Quran finally won the war, and the "official" history that came to us represented the victors' point of view. This apparent victory for God's enemies was, of course, in accordance with God's will. In just two decades after the Prophet's death, the idol worshipers who were defeated by the Prophet in the conquest of Mecca (632 AD) reverted to idolatry. Ironically, this time around their idolwas the Prophet himself. Such idol worshipers obviously did not deserve to possess the pure Quran. Hence the blessed martyrdom of the true believers who tried to restore the Quran, and the apparent victory for the distorters of God's word. </span> </div><div align="left"><span style="font-size: x-small;">The first peace time ruler after this lengthy and disastrous war was Marwan Ibn Al Hakam (died 65 AH/684 AD). One of the first duties he performed was to destroy the original Quran, the one that was so scrupulously written by the Prophet's own hand, "fearing it might become the cause of NEW disputes" [see `ULUM AL-QURAN, by Ahmad von Denffer, Islamic Foundation, Leicester, United Kingdom, 1983, Page 56.]. The question an intelligent person must ask is: "If the original Quran were identical to the Quran in circulation at that time, why did Marwan Ibn Al-Hakam have to destroy it?!" </span> </div><div align="left"><span style="font-size: x-small;">Upon examining the oldest Islamic references, we realize that the false injections, 9:128-129, were always suspect. For example, we read in <a href="http://www.usc.edu/dept/MSA/fundamentals/hadithsunnah/bukhari/061.sbt.html" target="new">Bukhary</a>'s famous Hadith, and Al-Suyuty's famous Itqaan, that every single verse in the Quran was verified by a multiplicity of witnesses "except Verses 128 and 129 of Sura 9; they were found only with Khuzeimah Ibn Thaabet Al-Ansaary." When some people questioned this improper exception, someone came up with a Hadith stating that "the testimony of Khuzeimah equals the testimony of two men!!!" </span> </div><div align="left"><span style="font-size: x-small;">(see what Bukhary had about this. Volume 6, Book 61, Number 511 <a href="http://www.usc.edu/dept/MSA/fundamentals/hadithsunnah/bukhari/061.sbt.html" target="new">click here</a>) </span> </div><div align="left"><span style="font-size: x-small;">Strangely, the false injections 9:128-129 are labeled in the traditional Quran printings as "Meccan" [see Insert 2]. </span> </div><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table52"><tbody>
<tr> <td><div align="Center"><img height="130" src="http://www.submission.org/images/sura-9.gif" width="576" /> </div>The Title Figure of Sura 9 from a standard Quran, showing that this <br />
sura is Medinan, "except for the last two verses; they are Meccan"!!! <br />
[Insert 2]</td> </tr>
</tbody> </table></center> <br />
<div align="left"><span style="font-size: x-small;">How could these `Meccan' verses be found with Khuzeimah, a late `Medinan' Muslim?! How could a Medinan sura contain Meccan verses, when the universal convention has been to label as `Medinan' all revelations after the Prophet's Hijerah from Mecca??!! Despite these discrepancies, plus many more glaring contradictions associated with Verses 9:128-129, no one dared to question their authenticity. The discovery of the Quran's mathematical code in 1974, however, ushered in a new era where the authenticity of every element in the Quran is proven </span><span style="font-size: x-small;">(Appendix 1). </span> </div><div align="left"><span style="font-size: x-small;">As it turns out, the injection of the two false Verses 9:128-129 </span> </div><div align="left"><span style="font-size: x-small;">resulted in: </span> </div><div align="left"><span style="font-size: x-small;">(1) demonstrating the major function of the Quran's mathematical system, and <br />
(2) producing an awesome miracle in its own right, and <br />
(3) distinguishing the true believers from the hypocrites (they uphold traditions). </span> </div><div align="left"><span style="font-size: x-small;">The translation of the two false verses is shown in Insert 3: </span> </div><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table53"><tbody>
<tr> <td><span style="font-size: x-small;">"A messenger has come to you from among you who wants no hardship<br />
to afflict you, and cares about you, and is compassionate towards<br />
the believers, merciful. If they turn away, then say, 'Sufficient<br />
for me is God, there is no god except He. I put my trust in Him. <br />
He is the Lord with the great throne.' " [Insert 3]</span></td> </tr>
</tbody> </table></center> <br />
<div align="Center"><span style="color: green;"><big><b><u><span style="font-size: x-small;">THE PHYSICAL EVIDENCE </span> </u></b></big></span> </div><br />
<div align="left"><span style="font-size: x-small;">[1] The first violation of the Quran's code by Verses 9:128-129 appeared when the count of the word "God" (Allah) in the Quran was found to be 2699, which is not a multiple of 19, unless we remove one.<br />
The count of the word "God" is shown at the bottom of each page in this translation. The total shown at the end of the Quran is 2698, 19x142, because the false injections 9:128-129 have been removed. </span> </div><br />
<br />
<center> <table align="Center" cellpadding="2" id="table54"><tbody>
<tr> <td valign="Top"><div align="left"><span style="font-size: x-small;">[2] The sum of all the verse numbers where the word "God" occurs is 118123, or 19x6217. This total is obtained by adding the numbers of verses wherever the word "God" is found. If the false Verse 9:129 is included, this phenomenon disappears. </span></div><div align="left"><span style="font-size: x-small;">[3] As shown at the end of Sura 9 in this translation, the total occurrence of the word "God" to the end of Sura 9 is 1273, 19x67. If the false injections 9:128-129 were included, the total would have become 1274, not a multiple of 19. </span> </div><div align="left"><span style="font-size: x-small;">[4] The occurrence of the word "God" from the first Quranic initial ("A.L.M." of 2:1) to the last initial ("N." of 68:1) totals 2641, or 19x139. Since it is easier to list the suras outside the initialed section of the Quran, Table 1 shows the the 57 occurrences of the word "God" in that section. Subtracting 57 from the total occurrence of the word "God" gives us 2698- 57 = 2641 = 19x139, from the first initial to the last initial. </span> </div><div align="left"><span style="font-size: x-small;">If the human injections 9:128 and 129 were included, the count of the word "God" in the initialed section would have become 2642, </span> </div><div align="left"><span style="font-size: x-small;">[5] Sura 9 is an un-initialed sura, and if we look at the 85 un-initialed suras, we find that the word "God" occurs in 57 of these suras, 19x3. The total number of verses in the suras where the word "God" is found is 1045, 19x55. If 9:128-129 were included, the verses containing the word "God" would increase by 1. </span> </div><div align="left"><span style="font-size: x-small;">[6] The word "God" from the missing Basmalah (Sura 9) to the extra Basmalah (Sura 27) occurs in 513 verses, 19x27, within 19 suras (Table 2). If the false Verses 9:128-129 were included, the number of verses containing the word "God" would have become 514, and this phenomenon would have disappeared. </span> </div><div align="left"><span style="font-size: x-small;">[7] The word "Elaah" which means "god" occurs in Verses 9:129. The total occurrence of this word in the Quran is 95, 19x5. The inclusion of 9:128-129 causes this word to increase by 1, to 96. </span> </div><div align="left"><span style="font-size: x-small;">[8] The INDEX TO THE WORDS OF THE QURAN, lists 116 "Rasool" (Messenger) words. One of these words is in 9:128. By removing this false verse, 115 "Rasool" words remain. Another "Rasool" word which must be excluded from counting is in 12:50, since it refers to the "messenger of Pharaoh," not the messenger of God. Thus, the total occurrence of "Rasool" of God is 114, 19x6. </span> </div><div align="left"><span style="font-size: x-small;">[9] Another important word that occurs in the false Verses 9:128-129 is the word "Raheem" (Merciful). This word is used in the Quran exclusively as a name of God, and its total count is 114, 19x6, after removing the word "Raheem" of 9:128, which refers to the prophet. According to 7:188, 10:49, and 72:21 the Prophet did not possess any power of mercy. </span> </div><div align="left"><span style="font-size: x-small;">[10] The INDEX lists 22 occurrences of the word " `Arsh" (Throne). After removing the false injection 9:129, and the " `Arsh" of Joseph which occurs in 12:100, and the " `Arsh" of the Queen of Sheba (27:23), we end up with 19 " `Arsh" words. This proves that the word " `Arsh" of 9:129 does not belong in the Quran. </span> </div><div align="left"><span style="font-size: x-small;">[11] The Quranic command "Qul" (Say) occurs in the Quran 332 times. Also, the word "Qaaloo" (They said) occurs the same number of times, 332. Since the false Verse 9:129 contains the word "Qul" (Say), its inclusion would have destroyed this typical Quranic phenomenon. </span> </div><div align="left"><span style="font-size: x-small;">[12] The Quran contains 6234 numbered verses and 112 un-numbered verses (Basmalahs). Thus, the total number of verses in the Quran is 6346, 19x334. The false Verses 9:128-129 violate this important criterion of the Quran's code. </span> </div><br />
</td> <td valign="Top"><table border="1" cellpadding="2" id="table55"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 1: Occurrence of the word "God" outside the initialed section</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura<br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
"God"</span></td> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No.of<br />
"God"</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">2</span></td> <td><span style="font-size: x-small;">84</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">69</span></td> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">85</span></td> <td><span style="font-size: x-small;">3</span></td> </tr>
<tr> <td><span style="font-size: x-small;">70</span></td> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">87</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">71</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">88</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">72</span></td> <td><span style="font-size: x-small;">10</span></td> <td><span style="font-size: x-small;">91</span></td> <td><span style="font-size: x-small;">2</span></td> </tr>
<tr> <td><span style="font-size: x-small;">73</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">95</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">74</span></td> <td><span style="font-size: x-small;">3</span></td> <td><span style="font-size: x-small;">96</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">76</span></td> <td><span style="font-size: x-small;">5</span></td> <td><span style="font-size: x-small;">98</span></td> <td><span style="font-size: x-small;">3</span></td> </tr>
<tr> <td><span style="font-size: x-small;">79</span></td> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">104</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">81</span></td> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">110</span></td> <td><span style="font-size: x-small;">2</span></td> </tr>
<tr> <td><span style="font-size: x-small;">82</span></td> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">112</span></td> <td><span style="font-size: x-small;">2</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">57 <br />
19x3</span></td> </tr>
</tbody> </table><br />
<hr /><br />
<table border="1" cellpadding="2" id="table56"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 2: The word "God" from themissing Basmalah to the extra Basmalah.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">No.</span></td> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No. of Verses<br />
with "God"</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1.</span></td> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">100</span></td> </tr>
<tr> <td><span style="font-size: x-small;">2.</span></td> <td><span style="font-size: x-small;">10</span></td> <td><span style="font-size: x-small;">49</span></td> </tr>
<tr> <td><span style="font-size: x-small;">3.</span></td> <td><span style="font-size: x-small;">11</span></td> <td><span style="font-size: x-small;">33</span></td> </tr>
<tr> <td><span style="font-size: x-small;">4.</span></td> <td><span style="font-size: x-small;">12</span></td> <td><span style="font-size: x-small;">34</span></td> </tr>
<tr> <td><span style="font-size: x-small;">5.</span></td> <td><span style="font-size: x-small;">13</span></td> <td><span style="font-size: x-small;">23</span></td> </tr>
<tr> <td><span style="font-size: x-small;">6.</span></td> <td><span style="font-size: x-small;">14</span></td> <td><span style="font-size: x-small;">28</span></td> </tr>
<tr> <td><span style="font-size: x-small;">7.</span></td> <td><span style="font-size: x-small;">15</span></td> <td><span style="font-size: x-small;">2</span></td> </tr>
<tr> <td><span style="font-size: x-small;">8.</span></td> <td><span style="font-size: x-small;">16</span></td> <td><span style="font-size: x-small;">64</span></td> </tr>
<tr> <td><span style="font-size: x-small;">9.</span></td> <td><span style="font-size: x-small;">17</span></td> <td><span style="font-size: x-small;">10</span></td> </tr>
<tr> <td><span style="font-size: x-small;">10.</span></td> <td><span style="font-size: x-small;">18</span></td> <td><span style="font-size: x-small;">14</span></td> </tr>
<tr> <td><span style="font-size: x-small;">11.</span></td> <td><span style="font-size: x-small;">19</span></td> <td><span style="font-size: x-small;">8</span></td> </tr>
<tr> <td><span style="font-size: x-small;">12.</span></td> <td><span style="font-size: x-small;">20</span></td> <td><span style="font-size: x-small;">6</span></td> </tr>
<tr> <td><span style="font-size: x-small;">13.</span></td> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">5</span></td> </tr>
<tr> <td><span style="font-size: x-small;">14.</span></td> <td><span style="font-size: x-small;">22</span></td> <td><span style="font-size: x-small;">50</span></td> </tr>
<tr> <td><span style="font-size: x-small;">15.</span></td> <td><span style="font-size: x-small;">23</span></td> <td><span style="font-size: x-small;">12</span></td> </tr>
<tr> <td><span style="font-size: x-small;">16.</span></td> <td><span style="font-size: x-small;">24</span></td> <td><span style="font-size: x-small;">50</span></td> </tr>
<tr> <td><span style="font-size: x-small;">17.</span></td> <td><span style="font-size: x-small;">25</span></td> <td><span style="font-size: x-small;">6</span></td> </tr>
<tr> <td><span style="font-size: x-small;">18.</span></td> <td><span style="font-size: x-small;">26</span></td> <td><span style="font-size: x-small;">13</span></td> </tr>
<tr> <td><span style="font-size: x-small;">19.</span></td> <td><span style="font-size: x-small;">27</span></td> <td><span style="font-size: x-small;">6</span></td> </tr>
<tr> <td><span style="font-size: x-small;">-----</span></td> <td><span style="font-size: x-small;">-----</span></td> <td><span style="font-size: x-small;">-----</span></td> </tr>
<tr> <td><span style="font-size: x-small;">19</span></td> <td><span style="font-size: x-small;">342</span></td> <td><span style="font-size: x-small;">513</span></td> </tr>
<tr> <td colspan="3"><span style="font-size: x-small;">No.of suras = 19<br />
Total of sura numbers =342 =19x18<br />
Total of verses = 513 = 19 x 27</span></td> </tr>
</tbody> </table><br />
<br />
</td> </tr>
</tbody> </table></center> <br />
<table cellpadding="2" id="table57"><tbody>
<tr> <td><div align="left"><span style="font-size: x-small;">[13] In addition to violating the numbers of words as listed above, 9:128-129 violate the Quran's mathematical structure. When we add the number of verses in each sura, plus the sum of verse numbers (1+2+3+... +n, where n=number of verses), plus the number of each sura, the cumulative total for the whole Quran comes to 346199, or 19x19x959. This phenomenon confirms the authenticity of every verse in the Quran, while excluding 9:128-129. Table 3 is an abbreviated illustration of the calculations of Item 13. This phenomenon is impossible if the false Verses 9:128-129 are included. </span></div><div align="left"><span style="font-size: x-small;">[14] When we carry out the same calculations as in Item 13 above,but for the 85 un-initialed suras only, which include Sura 9, the cumulative total is also a multiple of 19. The cumulative total for all un-initialed suras is 156066, or 19x8214. This result depends on the fact that Sura 9 consists of 127 verses, not 129. The data are shown in Table 4. The false verses would have destroyed this criterion. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[15] By adding the sura numbers of all un-initialed suras (85 suras), plus their number of verses, from the beginning of the Quran to the end of Sura 9 we get 703, 19x37. The detailed data are shown in Table 5. </span> </div><div align="left"><span style="font-size: x-small;">This phenomenon depends on the fact that Sura 9 consists of 127 verses. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[16] By adding the sura number of the un-initialed suras, plus the number of verses, plus the sum of verse numbers from the missing Basmalah (9:1) to the end of the Quran, the grand total comes to 116090, or 19x6110. These data are in Table 6. If Verses 9:128-129 are included, the number of verses for Sura 9 becomes 129, and the grand total becomes 116349, not a multiple of 19. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[17] When the same calculations of Item 16 are done for all the verses from the missing Basmalah of Sura 9 to the extra Basmalah of Sura 27, the grand total comes to 119966, or 19x6314. This phenomenon would be destroyed, and the total would no longer be divisible by 19,if the number of verses in Sura 9 were 129. Since this phenomenon is also related to the absence of Basmalah from Sura 9, it is explained and the detailed data are given in table form in Appendix 29. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[18] When the same calculations of Items 16 and 17 are carried out from the missing Basmalah (9:1) to the verse where the number 19 is mentioned (74:30), we find that the grand total comes to 207670, or 19x10930 (Table 7). Sura 9 must consist of 127 verses. </span> </div><div align="left"><span style="font-size: x-small;">[19] Sura 9 consists of 127 verses. The digits of 127 add up to 1+2+7 = 10. Let us look at all the verses whose digits add up to 10, from the missing Basmalah of Sura 9, to the extra Basmalah of Sura 27. If Sura 9 consisted of 129 verses, the grand total would be 2472, instead of 2470 (19x130); 2472 is not a multiple of 19, and this phenomenon would have disappeared. The data are in Table 8.</span></div></td> <td valign="Top"><table border="1" cellpadding="2" id="table58"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 3: Mathematical coding of theQuran's suras & verses, based on "19"</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
Verses</span></td> <td><span style="font-size: x-small;">Sum of<br />
Verse #'s</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">28</span></td> <td><span style="font-size: x-small;">36</span></td> </tr>
<tr> <td><span style="font-size: x-small;">2</span></td> <td><span style="font-size: x-small;">286</span></td> <td><span style="font-size: x-small;">41041</span></td> <td><span style="font-size: x-small;">41329</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">8128</span></td> <td><span style="font-size: x-small;">8264</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">114</span></td> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">141</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">6555</span></td> <td><span style="font-size: x-small;">6234</span></td> <td><span style="font-size: x-small;">333410</span></td> <td><div align="Center"><span style="font-size: x-small;">346199<br />
(19 x 19 x 959)</span></div></td> </tr>
</tbody> </table><span style="font-size: x-small;">---------------------------------------------- </span> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table59"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 4: Mathematical coding of<br />
the Quran's 85 un-initialed suras.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
Verses</span></td> <td><span style="font-size: x-small;">Sum of <br />
Verse #'s</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">28</span></td> <td><span style="font-size: x-small;">36</span></td> </tr>
<tr> <td><span style="font-size: x-small;">4</span></td> <td><span style="font-size: x-small;">176</span></td> <td><span style="font-size: x-small;">15576</span></td> <td><span style="font-size: x-small;">15756</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">8128</span></td> <td><span style="font-size: x-small;">8264</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">114</span></td> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">141</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">156066<br />
= (19x8214)</span></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table60"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 5: Un-initialed suras<br />
and their verses from the<br />
beginning to Sura 9</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura</span></td> <td><span style="font-size: x-small;"># Verses</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">8</span></td> </tr>
<tr> <td><span style="font-size: x-small;">4</span></td> <td><span style="font-size: x-small;">176</span></td> <td><span style="font-size: x-small;">180</span></td> </tr>
<tr> <td><span style="font-size: x-small;">5</span></td> <td><span style="font-size: x-small;">120</span></td> <td><span style="font-size: x-small;">125</span></td> </tr>
<tr> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">165</span></td> <td><span style="font-size: x-small;">171</span></td> </tr>
<tr> <td><span style="font-size: x-small;">8</span></td> <td><span style="font-size: x-small;">75</span></td> <td><span style="font-size: x-small;">83</span></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">136</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">703 (19x37)</span></td> </tr>
</tbody> </table></center> <br />
<table border="1" cellpadding="2" id="table61"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 6: The un-initialed suras & their verses from missing Basmalah (Sura 9) to the end of the Quran</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura<br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
Verses</span></td> <td><span style="font-size: x-small;">Sum of <br />
Verse #'s</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">8128</span></td> <td><span style="font-size: x-small;">8264</span></td> </tr>
<tr> <td><span style="font-size: x-small;">16</span></td> <td><span style="font-size: x-small;">128</span></td> <td><span style="font-size: x-small;">8256</span></td> <td><span style="font-size: x-small;">8400</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">113</span></td> <td><span style="font-size: x-small;">5</span></td> <td><span style="font-size: x-small;">15</span></td> <td><span style="font-size: x-small;">133</span></td> </tr>
<tr> <td><span style="font-size: x-small;">114</span></td> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">141</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">116090<br />
(19x6110)</span></td> </tr>
</tbody> </table><br />
<table border="1" cellpadding="2" id="table62"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 7: The suras and verses from<br />
the missing Basmalah to 74:30.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
Verses</span></td> <td><span style="font-size: x-small;">Sum of <br />
Verse #s</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">8128</span></td> <td><span style="font-size: x-small;">8264</span></td> </tr>
<tr> <td><span style="font-size: x-small;">10</span></td> <td><span style="font-size: x-small;">109</span></td> <td><span style="font-size: x-small;">5995</span></td> <td><span style="font-size: x-small;">6114</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">73</span></td> <td><span style="font-size: x-small;">20</span></td> <td><span style="font-size: x-small;">210</span></td> <td><span style="font-size: x-small;">303</span></td> </tr>
<tr> <td><span style="font-size: x-small;">74</span></td> <td><span style="font-size: x-small;">30</span></td> <td><span style="font-size: x-small;">465</span></td> <td><span style="font-size: x-small;">569</span></td> </tr>
<tr> <td><span style="font-size: x-small;">2739</span></td> <td><span style="font-size: x-small;">4288</span></td> <td><span style="font-size: x-small;">200643</span></td> <td><span style="font-size: x-small;">207670<br />
(19x10930)</span></td> </tr>
</tbody> </table><br />
</td> </tr>
</tbody> </table><br />
<table cellpadding="2" id="table63"><tbody>
<tr> <td><div align="left"><span style="font-size: x-small;">[20] The falsifiers wanted us to <br />
believe that Sura 9 consists of <br />
129 verses. The number 129 ends <br />
with the digit "9." </span></div><div align="left"><span style="font-size: x-small;">Let us look at the first sura and the <br />
last sura whose number of verses <br />
ends with the digit "9." </span> </div><div align="left"><span style="font-size: x-small;">These are Sura 10 and Sura 104. <br />
By adding the sura number, plus <br />
the number of verses, plus the sum <br />
of verse numbers, from Sura 10 to <br />
Sura 104, we get a grand total that <br />
equals 23655, or 19x1245. The <br />
details are shown in Table 9. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">The inclusion of Sura 9 with the <br />
wrong number of verses, 129, <br />
would have altered both the sum <br />
of verse numbers and the cumulative <br />
total - the sum of verse numbers <br />
would have become 627+129=756, <br />
and the cumulative total would not be <br />
23655 - and the Quran's code would<br />
have been violated (Table 9). </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[21] The false injection consisted <br />
of Verses 128 and 129 at the end <br />
of Sura 9. If we look at the numbers<br />
128 and 129, we see two 1's, two <br />
2's, one 8, and one 9. </span> </div><div align="left"><span style="font-size: x-small;">Now let us look at all the verses <br />
in the Quran,and count all the 1's <br />
we see. This means the 1's we see <br />
in verses 1, 10, 11, 12, 13... 21, 31, <br />
and so on. </span> </div><div align="left"><span style="font-size: x-small;">The total count of the 1's is 2546 <br />
(19x134), provided the correct <br />
number of verses in Sura 9, 127, is <br />
used. If 128 and 129 are included, <br />
the grand total becomes 2548, which <br />
is not a multiple of 19 (Table 11). </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[22] Since Sura 9 is an un-initialed<br />
sura, let us look at all the verse <br />
numbers in the 85 un-initialed suras <br />
and count all the 1's we see. </span> </div><div align="left"><span style="font-size: x-small;">As shown in Table 10, the total count <br />
of the digit "1" in the un-initialed <br />
suras is 1406, or 19x74. Obviously, <br />
if Sura 9consisted of 129 verses, we <br />
would see two additional 1's, from 128 <br />
and 129, and the code would be violated. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[23] Following the same process <br />
explained in Items 22 and 23 for the <br />
digit "1," let us count all the 2's, 8's <br />
and 9's in all the verse numbers of the <br />
whole Quran. </span> </div><div align="left"><span style="font-size: x-small;">As shown in Table 11, the total count <br />
of all the 2's, 8's, and 9'sis 3382, or <br />
19x178. This makes the grand total <br />
of all the 1's, 2's, 8's, and 9's <br />
2546+3382 = 5928, 19x312. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">In this remarkable phenomenon, we <br />
considered every single verse in the<br />
Quran, and examined the individual <br />
digits that make up Verses 128 and <br />
129. Since 128 and 129 contain 6 <br />
digits, the inclusion of these human <br />
injections causes the total count of <br />
these digits in the whole Quran to be <br />
5928+6 = 5934, not a multiple of 19. </span> </div><br />
</td> <td valign="Top"><br />
<center> <table align="Center" border="1" cellpadding="2" id="table64"><tbody>
<tr> <td colspan="4"><span style="font-size: x-small;">Table 8: The verses whose digits<br />
add up to 10 from 9:1 to 27:29.</span></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
Verses</span></td> <td><div align="Center"><span style="font-size: x-small;">How many <br />
add up <br />
to 10</span></div></td> <td><span style="font-size: x-small;">No.of <br />
Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><div align="Center"><span style="font-size: x-small;">12</span></div></td> <td><span style="font-size: x-small;">148</span></td> </tr>
<tr> <td><span style="font-size: x-small;">10</span></td> <td><span style="font-size: x-small;">109</span></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><span style="font-size: x-small;">129</span></td> </tr>
<tr> <td><span style="font-size: x-small;">11</span></td> <td><span style="font-size: x-small;">123</span></td> <td><div align="Center"><span style="font-size: x-small;">11</span></div></td> <td><span style="font-size: x-small;">145</span></td> </tr>
<tr> <td><span style="font-size: x-small;">12</span></td> <td><span style="font-size: x-small;">111</span></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><span style="font-size: x-small;">133</span></td> </tr>
<tr> <td><span style="font-size: x-small;">13</span></td> <td><span style="font-size: x-small;">43</span></td> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><span style="font-size: x-small;">59</span></td> </tr>
<tr> <td><span style="font-size: x-small;">14</span></td> <td><span style="font-size: x-small;">52</span></td> <td><div align="Center"><span style="font-size: x-small;">4</span></div></td> <td><span style="font-size: x-small;">70</span></td> </tr>
<tr> <td><span style="font-size: x-small;">15</span></td> <td><span style="font-size: x-small;">99</span></td> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><span style="font-size: x-small;">123</span></td> </tr>
<tr> <td><span style="font-size: x-small;">16</span></td> <td><span style="font-size: x-small;">128</span></td> <td><div align="Center"><span style="font-size: x-small;">12</span></div></td> <td><span style="font-size: x-small;">156</span></td> </tr>
<tr> <td><span style="font-size: x-small;">17</span></td> <td><span style="font-size: x-small;">111</span></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><span style="font-size: x-small;">138</span></td> </tr>
<tr> <td><span style="font-size: x-small;">18</span></td> <td><span style="font-size: x-small;">110</span></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><span style="font-size: x-small;">138</span></td> </tr>
<tr> <td><span style="font-size: x-small;">19</span></td> <td><span style="font-size: x-small;">98</span></td> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><span style="font-size: x-small;">126</span></td> </tr>
<tr> <td><span style="font-size: x-small;">20</span></td> <td><span style="font-size: x-small;">135</span></td> <td><div align="Center"><span style="font-size: x-small;">12</span></div></td> <td><span style="font-size: x-small;">167</span></td> </tr>
<tr> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">112</span></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><span style="font-size: x-small;">143</span></td> </tr>
<tr> <td><span style="font-size: x-small;">22</span></td> <td><span style="font-size: x-small;">78</span></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><span style="font-size: x-small;">107</span></td> </tr>
<tr> <td><span style="font-size: x-small;">23</span></td> <td><span style="font-size: x-small;">118</span></td> <td><div align="Center"><span style="font-size: x-small;">11</span></div></td> <td><span style="font-size: x-small;">152</span></td> </tr>
<tr> <td><span style="font-size: x-small;">24</span></td> <td><span style="font-size: x-small;">64</span></td> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><span style="font-size: x-small;">94</span></td> </tr>
<tr> <td><span style="font-size: x-small;">25</span></td> <td><span style="font-size: x-small;">77</span></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><span style="font-size: x-small;">109</span></td> </tr>
<tr> <td><span style="font-size: x-small;">26</span></td> <td><span style="font-size: x-small;">227</span></td> <td><div align="Center"><span style="font-size: x-small;">22</span></div></td> <td><span style="font-size: x-small;">275</span></td> </tr>
<tr> <td><span style="font-size: x-small;">27</span></td> <td><span style="font-size: x-small;">29</span></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><span style="font-size: x-small;">58</span></td> </tr>
<tr> <td><span style="font-size: x-small;">---</span></td> <td><span style="font-size: x-small;">---</span></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><span style="font-size: x-small;">-----</span></td> </tr>
<tr> <td><span style="font-size: x-small;">342</span></td> <td><span style="font-size: x-small;">1951</span></td> <td><div align="Center"><span style="font-size: x-small;">177</span></div></td> <td><span style="font-size: x-small;">2470</span></td> </tr>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">342 = 19x18 & 2470 = 19x130</span></div></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table65"><tbody>
<tr> <td colspan="4"><span style="font-size: x-small;">Table 9: All the suras whose<br />
number of verses ends with "9."</span></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura <br />
No.</span></td> <td><span style="font-size: x-small;">No.of <br />
Verses</span></td> <td><span style="font-size: x-small;">Sum of <br />
Verse #s</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">10</span></td> <td><span style="font-size: x-small;">109</span></td> <td><span style="font-size: x-small;">5995</span></td> <td><span style="font-size: x-small;">6114</span></td> </tr>
<tr> <td><span style="font-size: x-small;">15</span></td> <td><span style="font-size: x-small;">99</span></td> <td><span style="font-size: x-small;">4950</span></td> <td><span style="font-size: x-small;">5064</span></td> </tr>
<tr> <td><span style="font-size: x-small;">29</span></td> <td><span style="font-size: x-small;">69</span></td> <td><span style="font-size: x-small;">2415</span></td> <td><span style="font-size: x-small;">2513</span></td> </tr>
<tr> <td><span style="font-size: x-small;">43</span></td> <td><span style="font-size: x-small;">89</span></td> <td><span style="font-size: x-small;">4005</span></td> <td><span style="font-size: x-small;">4137</span></td> </tr>
<tr> <td><span style="font-size: x-small;">44</span></td> <td><span style="font-size: x-small;">59</span></td> <td><span style="font-size: x-small;">1770</span></td> <td><span style="font-size: x-small;">1873</span></td> </tr>
<tr> <td><span style="font-size: x-small;">48</span></td> <td><span style="font-size: x-small;">29</span></td> <td><span style="font-size: x-small;">435</span></td> <td><span style="font-size: x-small;">512</span></td> </tr>
<tr> <td><span style="font-size: x-small;">52</span></td> <td><span style="font-size: x-small;">49</span></td> <td><span style="font-size: x-small;">1225</span></td> <td><span style="font-size: x-small;">1326</span></td> </tr>
<tr> <td><span style="font-size: x-small;">57</span></td> <td><span style="font-size: x-small;">29</span></td> <td><span style="font-size: x-small;">435</span></td> <td><span style="font-size: x-small;">521</span></td> </tr>
<tr> <td><span style="font-size: x-small;">81</span></td> <td><span style="font-size: x-small;">29</span></td> <td><span style="font-size: x-small;">435</span></td> <td><span style="font-size: x-small;">545</span></td> </tr>
<tr> <td><span style="font-size: x-small;">82</span></td> <td><span style="font-size: x-small;">19</span></td> <td><span style="font-size: x-small;">190</span></td> <td><span style="font-size: x-small;">291</span></td> </tr>
<tr> <td><span style="font-size: x-small;">87</span></td> <td><span style="font-size: x-small;">19</span></td> <td><span style="font-size: x-small;">190</span></td> <td><span style="font-size: x-small;">296</span></td> </tr>
<tr> <td><span style="font-size: x-small;">96</span></td> <td><span style="font-size: x-small;">19</span></td> <td><span style="font-size: x-small;">190</span></td> <td><span style="font-size: x-small;">305</span></td> </tr>
<tr> <td><span style="font-size: x-small;">104</span></td> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">45</span></td> <td><span style="font-size: x-small;">158</span></td> </tr>
<tr> <td><span style="font-size: x-small;">748</span></td> <td><span style="font-size: x-small;">627</span></td> <td><span style="font-size: x-small;">22280</span></td> <td><span style="font-size: x-small;">23655 <br />
(19x1245)</span></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table66"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 10: Counting<br />
all the 1's in the 85<br />
un-initialed suras.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura</span></td> <td><span style="font-size: x-small;"># of Verse</span></td> <td><span style="font-size: x-small;"># of 1's</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">4</span></td> <td><span style="font-size: x-small;">176</span></td> <td><span style="font-size: x-small;">115</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">61</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">113</span></td> <td><span style="font-size: x-small;">5</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><span style="font-size: x-small;">114</span></td> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">1</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">---</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">1406 <br />
(19x74)</span></td> </tr>
</tbody> </table></center> </td> </tr>
</tbody> </table><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table67"><tbody>
<tr> <td colspan="6"><span style="font-size: x-small;">Table 11: Counting the digits that make up 128 and 129 in the whole Quran.</span></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura</span></td> <td><span style="font-size: x-small;">No. of 1's</span></td> <td><span style="font-size: x-small;">No. of 2's</span></td> <td><span style="font-size: x-small;">No. of 8's</span></td> <td><span style="font-size: x-small;">No. of 9's</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">159</span></div></td> <td><div align="Center"><span style="font-size: x-small;">146</span></div></td> <td><div align="Center"><span style="font-size: x-small;">55</span></div></td> <td><div align="Center"><span style="font-size: x-small;">48</span></div></td> <td><div align="Center"><span style="font-size: x-small;">408</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">61</span></div></td> <td><div align="Center"><span style="font-size: x-small;">31</span></div></td> <td><div align="Center"><span style="font-size: x-small;">22</span></div></td> <td><div align="Center"><span style="font-size: x-small;">22</span></div></td> <td><div align="Center"><span style="font-size: x-small;">136</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><div align="Center"><span style="font-size: x-small;">31</span></div></td> <td><div align="Center"><span style="font-size: x-small;">21</span></div></td> <td><div align="Center"><span style="font-size: x-small;">21</span></div></td> <td><div align="Center"><span style="font-size: x-small;">21</span></div></td> <td><div align="Center"><span style="font-size: x-small;">94</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">-----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">------</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">2546</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1641</span></div></td> <td><div align="Center"><span style="font-size: x-small;">908</span></div></td> <td><div align="Center"><span style="font-size: x-small;">833</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5928</span></div></td> </tr>
<tr> <td><div align="Center"></div><br />
</td> <td><div align="Center"><span style="font-size: x-small;">(19 x 134)</span></div></td> <td><div align="Center"></div><br />
</td> <td><div align="Center"></div><br />
</td> <td><div align="Center"></div><br />
</td> <td><div align="Center"><span style="font-size: x-small;">(19 x 312)</span></div></td> </tr>
</tbody> </table></center> <br />
<table cellpadding="2" id="table68"><tbody>
<tr> <td><div align="left"><span style="font-size: x-small;">[24] The total count of all the digits (1 through 9) in all the verse numbers of the 85 un-initialed suras, including Sura 9 with 127 verses, is 27075, or 19x19x75. </span></div><div align="left"><span style="font-size: x-small;">[25] Adding up the digits of the Quran's suras and verses produces a multiple of 19, provided the correct number of verses for Sura 9, 127, is taken. To do this, you make a list of the Quran's 114 suras and the number of verses in each sura. Add the digits of every sura number. The sum of digits of 10=1, 11=2, 12=3, 99=18, and so on. The total for all the suras is 975. The same thing is done for the numbers of verses in every sura. For example, Sura 2 consists of 286 verses. The digits of 286 add up to 2+8+6=16. For Sura 9, the digits of its number of verses add up to 1+2+7=10. The total for all 114 suras is 906. Thus, the grand total for the sum of digits of all the suras and verses is 975+906 = 1881 = 19x99. Naturally, this observation would not be possible if Sura 9 consisted of 129 verses. Table 12 is abbreviated to illustrate the calculations. </span> </div><div align="left"><span style="font-size: x-small;">[26] Miraculously, if we calculate the sum of digits for every sura in the Quran, and multiply the sum for each sura by the sum of digits of its number of verses, instead of adding, we still end up with a grand total that is a multiple of 19. For example, Sura 2 has 286 verses. The sum of digits of 2+8+6=16. So you multiply 2 by 16, and you get 32, instead of adding 2+16 as we did in Item 26. This is done for every sura in the Quran. The grand total for all the suras is 7771, or 19x409. Once again, every single verse in the Quran is confirmed, while the false verses are utterly rejected. See Table 13.</span></div></td> <td valign="Top"><table border="1" cellpadding="2" id="table69"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 12: Sum of digits of<br />
all suras & verse numbers<br />
in the whole Quran.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura<br />
No</span></td> <td><span style="font-size: x-small;">No.of<br />
Verses</span></td> <td><span style="font-size: x-small;">Sum of <br />
Suras</span></td> <td><span style="font-size: x-small;">Digits of<br />
Verses</span></td> </tr>
<tr> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">7</span></td> <td><span style="font-size: x-small;">1</span></td> <td><span style="font-size: x-small;">7</span></td> </tr>
<tr> <td><span style="font-size: x-small;">2</span></td> <td><span style="font-size: x-small;">286</span></td> <td><span style="font-size: x-small;">2</span></td> <td><span style="font-size: x-small;">16</span></td> </tr>
<tr> <td><span style="font-size: x-small;">3</span></td> <td><span style="font-size: x-small;">200</span></td> <td><span style="font-size: x-small;">3</span></td> <td><span style="font-size: x-small;">2</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">10</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">114</span></td> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">6</span></td> <td><span style="font-size: x-small;">6</span></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><span style="font-size: x-small;">975</span></td> <td><span style="font-size: x-small;">906</span></td> </tr>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">975+906 = 1881 = 19x99</span></div></td> </tr>
</tbody> </table><br />
</td> </tr>
</tbody> </table><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table70"><tbody>
<tr> <td colspan="7"><span style="font-size: x-small;">Table 13: Multiplication of the sum of digits of the Quran's suras and verses.</span></td> </tr>
<tr> <td rowspan="2"><span style="font-size: x-small;">Sura <br />
No.</span></td> <td rowspan="2"><span style="font-size: x-small;">No. of <br />
Verses</span></td> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Sum of Digits of</span></div></td> <td><br />
</td> <td rowspan="2"><div align="Center"><span style="font-size: x-small;">Multiplication <br />
Product</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Suras</span></td> <td><br />
</td> <td><span style="font-size: x-small;">Verses</span></td> <td><br />
</td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">x</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">=</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">286</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">x</span></div></td> <td><div align="Center"><span style="font-size: x-small;">16</span></div></td> <td><div align="Center"><span style="font-size: x-small;">=</span></div></td> <td><div align="Center"><span style="font-size: x-small;">32</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">200</span></div></td> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">x</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">=</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">x</span></div></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><div align="Center"><span style="font-size: x-small;">=</span></div></td> <td><div align="Center"><span style="font-size: x-small;">90</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">x</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">=</span></div></td> <td><div align="Center"><span style="font-size: x-small;">36</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">-----</span></div></td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">-----</span></div></td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">------</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">975</span></div></td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">906</span></div></td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">7771 <br />
(19x409)</span></div></td> </tr>
<tr> <td colspan="7"><div align="Center"><span style="font-size: x-small;">975+906 = 1881 = 19x99</span></div></td> </tr>
</tbody> </table></center> <br />
<div align="left"><span style="font-size: x-small;">[27] Another truly awesome phenomenon: Sura 9 is an odd-numbered sura, and if we carry out the calculations described above for the odd-numbered suras only, we find that the total for the suras is 513 (19x27), the total for the verses is 437 (19x23), and the grand total for both is 513+437 = 950 (19x50). </span> </div><div align="left"><span style="font-size: x-small;">Table 14 illustrates this remarkable phenomenon. </span> </div><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table71"><tbody>
<tr> <td colspan="5"><div align="Center"><span style="font-size: x-small;">Table 14: Same data as in Table 12,<br />
but only for the odd-numbered suras.</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura<br />
No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Sum of <br />
Suras</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Digits of<br />
Verses</span></div></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">8</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">200</span></div></td> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><div align="Center"><span style="font-size: x-small;">19</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">113</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">513 <br />
(19x27)</span></div></td> <td><div align="Center"><span style="font-size: x-small;">437 <br />
(19x23)</span></div></td> <td><div align="Center"><span style="font-size: x-small;">950 <br />
(19x50)</span></div></td> </tr>
</tbody> </table></center> <br />
<br />
<table cellpadding="2" id="table72"><tbody>
<tr> <td><div align="left"><span style="font-size: x-small;">[28] Let us take all the suras that consist of 127<br />
verses or less. There are 105 such suras. The sum <br />
of the sura numbers of these 105 suras, plus the <br />
sum of their verse numbers is 10963, or 19x577. <br />
Sura 9 is the only sura that has 127 verses. See Table 15. </span></div><div align="left"><span style="font-size: x-small;">If Sura 9 did consist of 129 verses, it would not be<br />
included in this list of suras, the total would be 10827 (10963-136), this phenomenon would have disappeared, <br />
and the Quran's code would have been violated. </span> </div><div align="left"><span style="font-size: x-small;">[29] Since Sura 9 is odd-numbered, and its number of verses is also odd, let us look at all the odd-numbered suras whose number of verses is also odd. This gives<br />
us 27 suras: 1, 9, 11, 13, 15, 17, 25, 27, 29, 33, 35, 39, 43, 45, 57, 63, 81, 87, 91, 93, 97, 101, 103, 105, 107, 111, and 113. They consist of 7, 127, 123, 43, 99, 111, <br />
77, 93, 69, 73, 45, 75, 89, 37, 29, 11, 29, 19, 15, 11, 5, 11, 3, 5, 7, 5, and 5 verses, respectively. The sum of <br />
these sura numbers, plus their sum of verse numbers is <br />
2774, 19x146. If we take the wrong number of verses<br />
for Sura 9 , i.e., 129, this miracle disappears.</span></div></td> <td valign="Top"><table border="1" cellpadding="2" id="table73"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 15: Mathematical coding of all suras consisting of <br />
127 verses or less.</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura <br />
Number</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">8</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">120</span></div></td> <td><div align="Center"><span style="font-size: x-small;">125</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">8</span></div></td> <td><div align="Center"><span style="font-size: x-small;">75</span></div></td> <td><div align="Center"><span style="font-size: x-small;">83</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">136</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">113</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">118</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">120</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">6434</span></div></td> <td><div align="Center"><span style="font-size: x-small;">4529</span></div></td> <td><div align="Center"><span style="font-size: x-small;">10963 <br />
(19x577)</span></div></td> </tr>
</tbody> </table><br />
</td> </tr>
</tbody> </table><br />
<div align="left"><span style="font-size: x-small;">[30] The correct number of verses in Sura 9 is 127, and this is a prime number - it is not divisible by any number except 1, and itself. </span> </div><div align="left"><span style="font-size: x-small;">Let us look at all the suras whose number of verses is a prime number. These are Suras 1, 9, 13, 33, 43, 45, 57, 63, 81, 87, 93, 97, 101, 103, 105, 107, 111, and 113. The numbers of verses in these suras are 7, 127, 43, 73, 89, 37, 29, 11, 29, 19, 11, 5, 11, 3, 5, 7, 5, and 5, respectively. If you add the digits of these suras, you get 137, while the digits of the verses add up to 129. This makes the grand total of all the digits 137+129 = 266 = 19x14. </span> </div><br />
<table cellpadding="2" id="table74"><tbody>
<tr> <td valign="Top"><div align="left"><span style="font-size: x-small;">[31] The distorters added two false <br />
verses to Sura 9, and this caused the <br />
sura to have 129 verses. Since 129 <br />
consists of 3 digits, and is divisible <br />
by 3, let us look at the suras whose <br />
number of verses is divisible by 3, <br />
and consists of 3 digits. The total of <br />
these sura numbers is 71, and the total <br />
number of verses is 765. This produces <br />
a grand total of 71 + 765 = 836, or <br />
19x44. The data are shown in Table 16. </span></div><div align="left"></div><div align="left"><span style="font-size: x-small;">If Sura 9 had 129 verses, it would have <br />
been included in this table, and would <br />
have destroyed this phenomenon. </span> </div><div align="left"></div><div align="left"></div><div align="left"><span style="font-size: x-small;">[32] If Sura 9 consisted of 129 verses, <br />
as the falsifiers would like us to believe, <br />
then let us look at all the suras which <br />
consist of 129 verses or more. There <br />
are 8 such suras. Their data are shown <br />
Table 17. </span> </div><div align="left"><span style="font-size: x-small;">If Sura 9 consisted of 129 verses, the <br />
total number of verses would have been <br />
1577 + 129 = 1706, not a multiple of 19. </span> </div><br />
<br />
</td> <td valign="Top"><table border="1" cellpadding="2" id="table75"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 16: All suras whose number of <br />
verses is 3 digit, and is divisible by 3</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura</span></td> <td><span style="font-size: x-small;"># of Verses</span></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">120</span></div></td> <td><div align="Center"><span style="font-size: x-small;">125</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">165</span></div></td> <td><div align="Center"><span style="font-size: x-small;">171</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">11</span></div></td> <td><div align="Center"><span style="font-size: x-small;">123</span></div></td> <td><div align="Center"><span style="font-size: x-small;">134</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">12</span></div></td> <td><div align="Center"><span style="font-size: x-small;">111</span></div></td> <td><div align="Center"><span style="font-size: x-small;">123</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">17</span></div></td> <td><div align="Center"><span style="font-size: x-small;">111</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">20</span></div></td> <td><div align="Center"><span style="font-size: x-small;">135</span></div></td> <td><div align="Center"><span style="font-size: x-small;">155</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">71</span></div></td> <td><div align="Center"><span style="font-size: x-small;">765</span></div></td> <td><div align="Center"><span style="font-size: x-small;">836 <br />
(19x44)</span></div></td> </tr>
</tbody> </table><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table76"><tbody>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">Table 17: All the suras that<br />
consist of 129 verses or more.</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura No.</span></td> <td><span style="font-size: x-small;">No. of Verses</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">286</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">200</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">4</span></div></td> <td><div align="Center"><span style="font-size: x-small;">176</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">165</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">206</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">20</span></div></td> <td><div align="Center"><span style="font-size: x-small;">135</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">26</span></div></td> <td><div align="Center"><span style="font-size: x-small;">227</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">37</span></div></td> <td><div align="Center"><span style="font-size: x-small;">182</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">1577 <br />
(19x83)</span></div></td> </tr>
</tbody> </table></center> </td> </tr>
</tbody> </table><br />
<table cellpadding="2" id="table77"><tbody>
<tr> <td valign="Top"><div align="left"><span style="font-size: x-small;">[33] The numbers 127, 128 and 129 <br />
have two digits in common, "1" and <br />
"2." Let us consider all the suras whose <br />
number of verses contains the digits 1 <br />
and 2. By adding the sura numbers plus <br />
the numbers of verses, we get 1159, <br />
19x61. </span> </div><div align="left"><span style="font-size: x-small;">See Table 18.<br />
</span> </div><div align="left"><span style="font-size: x-small;">If Sura 9 consisted of 129 verses, the total <br />
would have become 1159+2 = 1161, not <br />
a multiple of 19. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[34] Sura 9 is a single-digit sura whose <br />
number of verses contains the digits 1 and 2. <br />
There is only one other sura that possesses <br />
these traits: Sura 5 is a single-digit sura, and <br />
it consists of 120 verses. As shown in <br />
Table 19, the number of verses in these two <br />
suras is 120+127 = 247 = 19x13.<br />
</span> </div><div align="left"><span style="font-size: x-small;">If Sura 9 consisted of 129 verses, the total <br />
would have been 247+2 = 249, not a <br />
multiple of 19. </span> </div><br />
</td> <td valign="Top"><table border="1" cellpadding="2" id="table78"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 18: Suras whose final <br />
verse have the numerals "1" <br />
and "2" in common with the <br />
verses in question (127, <br />
128, and 129).</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura<br />
No.</span></td> <td><span style="font-size: x-small;">No.of<br />
Verses</span></td> <td><span style="font-size: x-small;">Total</span></td> </tr>
<tr> <td><span style="font-size: x-small;">5</span></td> <td><span style="font-size: x-small;">120</span></td> <td><span style="font-size: x-small;">125</span></td> </tr>
<tr> <td><span style="font-size: x-small;">9</span></td> <td><span style="font-size: x-small;">127</span></td> <td><span style="font-size: x-small;">136</span></td> </tr>
<tr> <td><span style="font-size: x-small;">11</span></td> <td><span style="font-size: x-small;">123</span></td> <td><span style="font-size: x-small;">134</span></td> </tr>
<tr> <td><span style="font-size: x-small;">16</span></td> <td><span style="font-size: x-small;">128</span></td> <td><span style="font-size: x-small;">144</span></td> </tr>
<tr> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">112</span></td> <td><span style="font-size: x-small;">133</span></td> </tr>
<tr> <td><span style="font-size: x-small;">37</span></td> <td><span style="font-size: x-small;">182</span></td> <td><span style="font-size: x-small;">219</span></td> </tr>
<tr> <td><span style="font-size: x-small;">65</span></td> <td><span style="font-size: x-small;">12</span></td> <td><span style="font-size: x-small;">77</span></td> </tr>
<tr> <td><span style="font-size: x-small;">66</span></td> <td><span style="font-size: x-small;">12</span></td> <td><span style="font-size: x-small;">78</span></td> </tr>
<tr> <td><span style="font-size: x-small;">92</span></td> <td><span style="font-size: x-small;">21</span></td> <td><span style="font-size: x-small;">113</span></td> </tr>
<tr> <td><span style="font-size: x-small;">---</span></td> <td><span style="font-size: x-small;">----</span></td> <td><span style="font-size: x-small;">---</span></td> </tr>
<tr> <td><span style="font-size: x-small;">322</span></td> <td><span style="font-size: x-small;">837</span></td> <td><span style="font-size: x-small;">1159<br />
(19x61)</span></td> </tr>
</tbody> </table><br />
<table border="1" cellpadding="2" id="table79"><tbody>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">Table 19: The only suras whose <br />
number is a single digit, and the <br />
number of verses contains the <br />
numerals "1" and "2."</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura Number</span></div></td> <td><span style="font-size: x-small;">No. of Verses</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">120</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">247 (19x13)</span></div></td> </tr>
</tbody> </table><br />
</td> </tr>
</tbody> </table><br />
<table cellpadding="2" id="table80"><tbody>
<tr> <td><div align="left"><span style="font-size: x-small;">[35] We looked at all the suras whose <br />
number of verses contains "1" and "2." <br />
Let us now look at all the suras whose number <br />
of verses begins with the digit "1." There are 30 <br />
suras that possess this quality: Suras 4, 5, 6, 9, <br />
10, 11, 12, 16, 17, 18, 20, 21, 23, 37, 49, 60, 61, <br />
62, 63, 64, 65, 66, 82, 86, 87, 91, 93, 96, 100, and 101. </span></div><div align="left"><span style="font-size: x-small;">Their numbers of verses are 176, 120, 165, 127, 109, 123, 111, 128, 111, 110, 135, 112, 118, 182, 18, 13, <br />
14, 11, 11, 18, 12, 12, 19, 17, 19, 15, 11, 19, 11, and 11. The sum of verse numbers (1+2+3+...+n) for these <br />
30 suras is 126122, or 19x6638. </span> </div><div align="left"><span style="font-size: x-small;">If Sura 9 consisted of 129 verses, the sum of their verse numbers would have been 126122 + 128 + 129 = <br />
126379, and this total is not a multiple of 19. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[36] Sura 9 consists of 127 verses, and 9+1+2+7 equals 19. Let us look at all the suras whose digits of sura and verses add up to 19. There are 10 suras that meet this specification, and the total of their sura numbers and numbers of verses is 1216, or 19x64. The data are shown in Table 20.</span></div></td> <td valign="Top"><table border="1" cellpadding="2" id="table81"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 20: All the suras where the digits of sura number and number of verses add up to 19.</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura <br />
No. <br />
</span> </div></td> <td><div align="Center"><span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">136</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">22</span></div></td> <td><div align="Center"><span style="font-size: x-small;">78</span></div></td> <td><div align="Center"><span style="font-size: x-small;">100</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">26</span></div></td> <td><div align="Center"><span style="font-size: x-small;">227</span></div></td> <td><div align="Center"><span style="font-size: x-small;">253</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">45</span></div></td> <td><div align="Center"><span style="font-size: x-small;">37</span></div></td> <td><div align="Center"><span style="font-size: x-small;">82</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">54</span></div></td> <td><div align="Center"><span style="font-size: x-small;">55</span></div></td> <td><div align="Center"><span style="font-size: x-small;">109</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">64</span></div></td> <td><div align="Center"><span style="font-size: x-small;">18</span></div></td> <td><div align="Center"><span style="font-size: x-small;">82</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">72</span></div></td> <td><div align="Center"><span style="font-size: x-small;">28</span></div></td> <td><div align="Center"><span style="font-size: x-small;">100</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">77</span></div></td> <td><div align="Center"><span style="font-size: x-small;">50</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">78</span></div></td> <td><div align="Center"><span style="font-size: x-small;">40</span></div></td> <td><div align="Center"><span style="font-size: x-small;">118</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">84</span></div></td> <td><div align="Center"><span style="font-size: x-small;">25</span></div></td> <td><div align="Center"><span style="font-size: x-small;">109</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">531</span></div></td> <td><div align="Center"><span style="font-size: x-small;">685</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1216 <br />
(19x64)<br />
</span> </div></td> </tr>
</tbody> </table><br />
</td> </tr>
</tbody> </table><br />
<div align="Center"><u> <b> <big><span style="font-size: x-small;">Mr. Gatut Adisoma of Masjid Tucson made the following two discoveries.</span></big></b><span style="font-size: x-small;"> </span></u> </div><br />
<table cellpadding="2" id="table82"><tbody>
<tr> <td><div align="left"><span style="font-size: x-small;">[37] Sura 9 consists of 127 verses, and (9) <br />
plus (1+2+7) add up to 19. There are three <br />
other suras in the whole Quran whose sura <br />
digits add up to 9 and the digits of their <br />
number of verses add up to 10. These are <br />
suras 9, 45, 54, and 72. They consist of <br />
127, 37, 55, and 28 verses, respectively. <br />
The total number of verses in these three <br />
suras is 247, 19x13. </span></div><div align="left"><span style="font-size: x-small;">If Sura 9 consisted of 129 verses, it would <br />
not be included in this table to begin with. <br />
See Table 21. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[38] If Sura 9 consisted of 129 verses as <br />
the distorters claimed, then there is only <br />
one other sura in the whole Quran whose <br />
sura digits add up to 9, and its number of <br />
verses' digits add up to 12, namely Sura 27. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">As shown in Table 22, this combination, with <br />
129 verses for Sura 9, does not conform with <br />
the Quran's code. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[39] Let us assume for awhile that Sura 9 <br />
consists of 129 verses. Since the number <br />
129 ends with the digit "9," let us look at <br />
all the suras where the number of verses <br />
ends with the digit "9." </span> </div><div align="left"><span style="font-size: x-small;">We find 13 suras in the Quran whose number <br />
of verses ends with the digit "9." They are <br />
Suras 10, 15, 29, 43, 44, 48, 52, 57, 81, 82, <br />
87, 96, and 104. Their numbers of verses are <br />
109, 99, 69, 89, 59, 29, 49, 29, 29, 19, 19, 19, <br />
and 9, respectively. </span> </div><div align="left"><span style="font-size: x-small;">As illustrated by Table 23, many conform <br />
with the Quran's code only if Sura 9 is <br />
excluded; it does not not consist of 129 <br />
verses. Without Sura 9, the total number <br />
of verses </span> </div><div align="left"><span style="font-size: x-small;">in these 13 suras is 627, 19x33. Additionally, <br />
the sura number, plus the number of verses, <br />
plus the sum the sum of verse numbers, add <br />
up to 23655, or 19x1245. These phenomena <br />
would have disappeared if Sura 9 consisted of <br />
129 verses. </span> </div><br />
</td> <td valign="Top"><table border="1" cellpadding="2" id="table83"><tbody>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">Table 21: All the suras where the digits of <br />
sura number add up to 9 and the digits of <br />
number of verses add up to 10</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura<br />
No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No. of <br />
Verses</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">45</span></div></td> <td><div align="Center"><span style="font-size: x-small;">37</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">54</span></div></td> <td><div align="Center"><span style="font-size: x-small;">55</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">72</span></div></td> <td><div align="Center"><span style="font-size: x-small;">28</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">247 <br />
(19x13)</span></div></td> </tr>
</tbody> </table><div align="Center"></div><br />
<center> <table align="Center" border="1" cellpadding="2" id="table84"><tbody>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">Table 22: The suras where<br />
the digits of sura number<br />
add up to 9, and the digits<br />
of number of verses add up<br />
to 12, assuming that Sura 9<br />
is 129 verses.</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No. of Verses</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">27</span></div></td> <td><div align="Center"><span style="font-size: x-small;">93</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">222 <br />
(not a multiple of 19)</span></div></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table85"><tbody>
<tr> <td colspan="4"><div align="Center"><span style="font-size: x-small;">Table 23: All suras whose number<br />
of verses end with the digit "9."</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No.of <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Sum of <br />
Verse #'s</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">10</span></div></td> <td><div align="Center"><span style="font-size: x-small;">109</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5995</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6114</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">15</span></div></td> <td><div align="Center"><span style="font-size: x-small;">99</span></div></td> <td><div align="Center"><span style="font-size: x-small;">4950</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5064</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">69</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2415</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2513</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">43</span></div></td> <td><div align="Center"><span style="font-size: x-small;">89</span></div></td> <td><div align="Center"><span style="font-size: x-small;">4005</span></div></td> <td><div align="Center"><span style="font-size: x-small;">4137</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">44</span></div></td> <td><div align="Center"><span style="font-size: x-small;">59</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1770</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1873</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">48</span></div></td> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">435</span></div></td> <td><div align="Center"><span style="font-size: x-small;">512</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">52</span></div></td> <td><div align="Center"><span style="font-size: x-small;">49</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1225</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1326</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">57</span></div></td> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">435</span></div></td> <td><div align="Center"><span style="font-size: x-small;">521</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">81</span></div></td> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">435</span></div></td> <td><div align="Center"><span style="font-size: x-small;">545</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">82</span></div></td> <td><div align="Center"><span style="font-size: x-small;">19</span></div></td> <td><div align="Center"><span style="font-size: x-small;">190</span></div></td> <td><div align="Center"><span style="font-size: x-small;">291</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">87</span></div></td> <td><div align="Center"><span style="font-size: x-small;">19</span></div></td> <td><div align="Center"><span style="font-size: x-small;">190</span></div></td> <td><div align="Center"><span style="font-size: x-small;">296</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">96</span></div></td> <td><div align="Center"><span style="font-size: x-small;">19</span></div></td> <td><div align="Center"><span style="font-size: x-small;">190</span></div></td> <td><div align="Center"><span style="font-size: x-small;">305</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">104</span></div></td> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">45</span></div></td> <td><div align="Center"><span style="font-size: x-small;">158</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">748</span></td> <td><div align="Center"><span style="font-size: x-small;">627 <br />
(19x33)</span></div></td> <td><div align="Center"><span style="font-size: x-small;">22280</span></div></td> <td><div align="Center"><span style="font-size: x-small;">23655 <br />
(19x1245)</span></div></td> </tr>
</tbody> </table></center> </td> </tr>
</tbody> </table><br />
<table cellpadding="2" id="table86"><tbody>
<tr> <td valign="Top"><div align="left"><span style="font-size: x-small;">[40] Sura 9 is an odd-numbered sura <br />
whose number of verses ends with the <br />
digit "9." Let us now look at all the <br />
odd-numbered suras whose number <br />
of verses ends with "9." As shown in <br />
Table 24, the total of sura number and <br />
number of verses in these suras is 646, or 19x34. <br />
If Sura 9 had 129 verses, it would have <br />
been included in this group, <br />
and the total would have been <br />
646+129+9 = 784, which is not a <br />
multiple of 19. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[41] By now, it is incontrovertibly <br />
proven that Sura 9 consists of 127 <br />
verses. Let us now look at the suras <br />
whose number of verses ends with "7." </span> </div><div align="left"><span style="font-size: x-small;">There are 7 such suras; they are <br />
Suras 1, 9, 25, 26, 45, 86, <br />
and 107. Their numbers of verses are 7, <br />
127, 77, 227, 37, 17, and 7 verses, <br />
respectively. The grand total of sura <br />
numbers plus number of verses for these <br />
seven suras is 798, 19x42. The details <br />
are shown in Table 25. Thus, every <br />
sura whose number of verses ends <br />
with the digit "7," including Sura 9, <br />
conforms with the code.</span></div></td> <td valign="Top"><table border="1" cellpadding="2" id="table87"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 24: Odd numbered suras whose number of verses <br />
ends with "9."</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No.of Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">15</span></div></td> <td><div align="Center"><span style="font-size: x-small;">99</span></div></td> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">69</span></div></td> <td><div align="Center"><span style="font-size: x-small;">98</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">43</span></div></td> <td><div align="Center"><span style="font-size: x-small;">89</span></div></td> <td><div align="Center"><span style="font-size: x-small;">132</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">57</span></div></td> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">86</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">81</span></div></td> <td><div align="Center"><span style="font-size: x-small;">29</span></div></td> <td><div align="Center"><span style="font-size: x-small;">110</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">87</span></div></td> <td><div align="Center"><span style="font-size: x-small;">19</span></div></td> <td><div align="Center"><span style="font-size: x-small;">106</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">--</span></div></td> <td><div align="Center"><span style="font-size: x-small;">--</span></div></td> <td><div align="Center"><span style="font-size: x-small;">--</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">312</span></div></td> <td><div align="Center"><span style="font-size: x-small;">334</span></div></td> <td><div align="Center"><span style="font-size: x-small;">646 <br />
(19x34)</span></div></td> </tr>
</tbody> </table><br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table88"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 25: The suras whose<br />
number of verses ends with the<br />
digit "7."</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">No.of Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">8</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">136</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">25</span></div></td> <td><div align="Center"><span style="font-size: x-small;">77</span></div></td> <td><div align="Center"><span style="font-size: x-small;">102</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">26</span></div></td> <td><div align="Center"><span style="font-size: x-small;">227</span></div></td> <td><div align="Center"><span style="font-size: x-small;">253</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">45</span></div></td> <td><div align="Center"><span style="font-size: x-small;">37</span></div></td> <td><div align="Center"><span style="font-size: x-small;">82</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">86</span></div></td> <td><div align="Center"><span style="font-size: x-small;">17</span></div></td> <td><div align="Center"><span style="font-size: x-small;">103</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">107</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">----</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">299</span></div></td> <td><div align="Center"><span style="font-size: x-small;">499</span></div></td> <td><div align="Center"><span style="font-size: x-small;">798<br />
(19x42)</span></div></td> </tr>
</tbody> </table></center> </td> </tr>
</tbody> </table><br />
<table cellpadding="2" id="table89"><tbody>
<tr><td bgcolor="#ffffff" valign="Top"><div align="left"><span style="font-size: x-small;">[42] The last two verses of Sura 9<br />
are 126 and 127. Since the falsifiers<br />
added two verses, let us look at the<br />
last two verses of every sura in the<br />
Quran, and count the digit "7," all<br />
of them, among these last two verses. </span></div><div align="left"><span style="font-size: x-small;"> <br />
<br />
As shown in Table 26, the total number<br />
of the digit "7" among the last two<br />
verses of every sura in the Quran is<br />
38, 19x2. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">If the last verse in Sura 9 was 129<br />
instead of 127, the number of <br />
occurrences of the digit "7" would have<br />
been 37, not 38, and this criterion<br />
would have been destroyed. </span> </div><div align="left"></div><div align="left"></div><div align="left"><span style="font-size: x-small;">[43] Assuming that Sura 9 consists of<br />
129 verses, let us look at all the<br />
suras that contain a verse No. 129.<br />
This means that we look at all the<br />
suras that consist of 129 or more<br />
verses. For example, Sura 2 consists<br />
of 286 verses. Therefore, it contains<br />
a verse that is assigned the number<br />
"129." We then take this verse and<br />
add it to all the other verses<br />
assigned the number 129 throughout<br />
the Quran. Under this assumption,<br />
there are 9 suras that contain a<br />
verse No. 129. Interestingly, we find<br />
that the total of sura numbers of these 9<br />
suras is a multiple of 19 (114), while the<br />
total for the nine 129's can be a multiple<br />
of 19 if 2 is deducted from their total.<br />
In other words, we are told that one of<br />
of these 9 suras contains 2 extra verses.<br />
The details are in Table 27. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">When we add 114, plus 1161, and remove 2,<br />
we get 1273, or 19x67. Compare this total<br />
(1273) with the total reported in the Item<br />
44 below. Of the 9 suras listed in Table 27,<br />
which one has the extra 2 verses? The answer<br />
is provided in Item 44. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[44] To pinpoint the location of these two<br />
false verses, let us look at all the suras<br />
that contain a verse No. 128, while continu-<br />
ing to assume that Sura 9 consists of 129<br />
verses. This will give us the same list of<br />
suras as in Table 27, and also bring in Sura<br />
16 which has precisely 128 verses. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">As shown in Table 28, Sura 9 stands out in<br />
glaring disharmony; it is singled out as the<br />
sura that contains the false verses. The<br />
total of suras and verses becomes divisible<br />
by 19 only if Sura 9 is removed. Note that<br />
the divisible total, after removing Sura 9,<br />
is 1273, 19x67, which is the same total<br />
obtained in Item 43 above after removing 2<br />
verses. This remarkable phenomenon proves<br />
that Sura 9 could not contain a verse No.<br />
128. </span> </div><div align="left"></div><div align="left"><span style="font-size: x-small;">[45] Sura 9 is an un-initialed sura whose<br />
last two verses are 126 and 127. Let us take<br />
the 85 un-initialed suras, and add up the<br />
numbers of the last two verses in each sura.<br />
For example, the last two verses in Sura 1<br />
are 6 and 7. Add 6+7 and you get 13. The next<br />
un-initialed sura is Sura 4; its last two<br />
verses are 175 and 176. Add 175+176 and you<br />
get 351. Do this for all un-initialed suras.<br />
The data are in Table 29. Thus, the last two<br />
verses of Sura 9 are confirmed to be 126 and<br />
127. </span> </div><div align="left"></div><div align="left"></div><div align="left"><span style="font-size: x-small;">[46] Let us now take the last two<br />
verses in every sura in the Quran,<br />
initialed and un-initialed, and add<br />
the digits of the last two verses in<br />
each sura (Table 30). It is readily<br />
obvious that the last two verses of<br />
every sura in the Quran are divinely<br />
fixed, and divinely guarded through<br />
this intricate mathematical code. The<br />
last two verses of Sura 9 are confir-<br />
med to be 126 & 127, not 128 & 129. </span> </div><br />
</td> <td bgcolor="#ffffff" valign="Top"><span style="font-size: x-small;"><br />
</span> <br />
<center> <table align="Center" border="1" cellpadding="2" id="table90"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 26: The total number of<br />
the digit "7" among the last<br />
two verses of every sura in<br />
the Quran.</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura<br />
No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Last 2 <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">7's in Last <br />
2 Verses</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6,7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">285,286</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">199,200</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">4</span></div></td> <td><div align="Center"><span style="font-size: x-small;">175,176</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">126,127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">25</span></div></td> <td><div align="Center"><span style="font-size: x-small;">76,77</span></div></td> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5,6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">0</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">38</span></div></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table91"><tbody>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">Table 27: All suras <br />
which contain a verse<br />
number "129</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura No.</span></td> <td><span style="font-size: x-small;">Verse No.</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">4</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9 </span><span style="color: red; font-size: x-small;">? </span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">20</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">26</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">37</span></div></td> <td><div align="Center"><span style="font-size: x-small;">129</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1161</span></div></td> </tr>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">(114+1161-2 = 1273 =<br />
(19x67)</span></div></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table92"><tbody>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">Table 28: All surascontaining a verse <br />
number "128."</span></div></td> </tr>
<tr> <td><span style="font-size: x-small;">Sura No.</span></td> <td><span style="font-size: x-small;">Verse No.</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">4</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">16</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">20</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">26</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">37</span></div></td> <td><div align="Center"><span style="font-size: x-small;">128</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">130</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1280</span></div></td> </tr>
<tr> <td colspan="2"><div align="Center"><span style="font-size: x-small;">(130+1280 = 1410 <br />
not a multiple of 19)<br />
If we remove Sura 9, with its 128 verses, <br />
we get 1410-9-128 = 1273 = 19 x 67</span></div></td> </tr>
</tbody> </table></center> <br />
<br />
<center> <table align="Center" border="1" cellpadding="2" id="table93"><tbody>
<tr> <td colspan="3"><div align="Center"><span style="font-size: x-small;">Table 29: Abbreviated table <br />
of the last two verses in the <br />
un-initialed suras</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura <br />
No.</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Last 2 <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Total</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6+7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">13</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">4</span></div></td> <td><div align="Center"><span style="font-size: x-small;">175+176</span></div></td> <td><div align="Center"><span style="font-size: x-small;">351</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">119+120</span></div></td> <td><div align="Center"><span style="font-size: x-small;">239</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">126+127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">253</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5+6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">11</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">---</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">6897<br />
(19x363)</span></div></td> </tr>
</tbody> </table></center> <br />
<table border="1" cellpadding="2" id="table94"><tbody>
<tr> <td colspan="3"><span style="font-size: x-small;">Table 30: Sum of digits of the last<br />
two verses of every sura in the Quran</span></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">Sura <br />
No</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Last 2 <br />
Verses</span></div></td> <td><div align="Center"><span style="font-size: x-small;">Sum of <br />
the Digits</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">1</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6,7</span></div></td> <td><div align="Center"><span style="font-size: x-small;">6 + 7</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">2</span></div></td> <td><div align="Center"><span style="font-size: x-small;">285,286</span></div></td> <td><div align="Center"><span style="font-size: x-small;">2+8+5+2+8+6</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">3</span></div></td> <td><div align="Center"><span style="font-size: x-small;">199,200</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1+9+9+2+0+0</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">9</span></div></td> <td><div align="Center"><span style="font-size: x-small;">126,127</span></div></td> <td><div align="Center"><span style="font-size: x-small;">1+2+6+1+2+7</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> <td><div align="Center"><span style="font-size: x-small;">-</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">113</span></div></td> <td><div align="Center"><span style="font-size: x-small;">4,5</span></div></td> <td><div align="Center"><span style="font-size: x-small;">4 + 5</span></div></td> </tr>
<tr> <td><div align="Center"><span style="font-size: x-small;">114</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5,6</span></div></td> <td><div align="Center"><span style="font-size: x-small;">5 + 6</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">------</span></div></td> </tr>
<tr> <td><br />
</td> <td><br />
</td> <td><div align="Center"><span style="font-size: x-small;">1824 = 19x96</span></div></td></tr>
</tbody></table></td></tr>
</tbody></table></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-540349910266172932011-03-29T13:49:00.002+02:002011-03-29T13:49:40.910+02:00coming of the last Islamic messiah<div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on"><br />
</div><iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/WwiadYT-N9k" title="YouTube video player" width="480"></iframe></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-80088853055721336422010-10-16T10:43:00.002+02:002010-10-16T10:43:47.450+02:00The greatest of Allah ( Allahu akbar)<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/P32qB0cvg-Q?fs=1&hl=en_US"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/P32qB0cvg-Q?fs=1&hl=en_US" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"></embed></object>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-89681341886070848112010-10-16T10:39:00.001+02:002010-10-16T10:39:22.315+02:00Why alcohol is forbidden in Islam and Christianity<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/VSV9WECRIAA?fs=1&hl=en_US"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/VSV9WECRIAA?fs=1&hl=en_US" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"></embed></object>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-25584095969780855372010-10-04T06:31:00.000+02:002010-10-04T06:31:29.824+02:00Al-Azhar chancellor hails Leader's fatwa<span id="ctl00_body_spnDetail"><img height="300px" id="imgMain" src="http://previous.presstv.ir/photo/20101004/asohrabi20101004023737530.jpg" width="450px" /><div id="divImageDesc"><br />
</div><div id="divImageDesc"><span id="ctl00_body_spnDetail"><div id="divLead">The chancellor of Al-Azhar University of Islamic Sciences has welcomed a fatwa issued by Iran's Leader that prohibits insulting the companions of Prophet Muhammad (PBUH) and his wives. </div><br />
<br />
Ahmad al-Tayyib said in a statement issued on Sunday that the fatwa (religious edict), which was issued by Leader of the Islamic Revolution Ayatollah Seyyed Ali Khamenei, was prudent and timely and would help ram the door shut to fitna (creating divisions among Muslims) <br />
<br />
"I received the blessed fatwa with appreciation," he added. <br />
<br />
Such insults have always been a source of controversy and disputes between Shia and Sunni Muslims and prevented them from forging a robust unity against common enemies, the Press TV correspondent in Cairo quoted him as saying. <br />
<br />
The Western media have not given the fatwa wide coverage, but the Egyptian people and the North African country's media outlets have welcomed the brave move by Iran's Leader. <br />
<br />
Ayatollah Khamenei recently said that the Western powers are trying to widen differences between Sunnis and Shias in order to divert attention from the crisis in Palestine. <br />
<br />
The Leader of the Islamic Republic of Iran added, "The enemies of Islam want to create discord among Muslims. So, unity is the most important need of the Islamic world in the 21st century.”</span></div></span>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-21409412173917778292010-09-20T16:40:00.002+03:002010-09-20T16:40:15.968+03:00The Connection Between Zionism & Organized Islamophobia – The Facts<span class="createdate"></span> <br />
<img border="0" height="311" src="http://www.davidicke.com/images/stories/September20106/267chernick.gif" width="253" /><br />
<br />
'Much has been said about the disproportionate Zionist presence in the world of organized Islamophobia. Now we learn that there is more to that claim than unfounded conspiracy theories. It turns out the main funder of anti-Muslim blogger/anti-Park51 organizer Robert Spencer and his hate site JihadWatch are husband and wife duo Aubrey and Joyce Chernick, the same couple are ardent supporters of Zionist causes and major funders of pro-Israel groups across the country.'<br />
<br />
<a href="http://www.intifada-palestine.com/2010/09/the-connection-between-zionism-organized-islamophobia-%e2%80%93-the-facts/" target="_blank">Read more: The Connection Between Zionism & Organized Islamophobia – The Facts</a>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-50556514496122897912010-08-29T21:48:00.000+02:002010-08-29T21:48:31.385+02:00America Rages Against Islam<div style="text-align: center;"><span class="createdate"></span> </div><div style="text-align: center;"><img border="0" src="http://www.davidicke.com/images/stories/August20106/sharia.jpg" /></div><div> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;">'<b><u>Islamophobia</u></b> is sweeping the nation—<u><b>and it couldn’t have come at a better time</b></u>. Just when the <u><b>American people </b></u>were starting to <u><b>become distracted</b></u> with trivial issues like the:</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><u><b> - potential stock market crash</b></u> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"> <u><b>- the re-branding of the war in Iraq</b></u> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><u><b>- ongoing environmental disaster in the Gulf</b></u> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><u><b>- along comes a crisis of Biblical proportions</b></u> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"> </div><div style="text-align: center;"><em>Oh, foolish man. What can you not be made to believe?<br />
~Adam Weishaupt~</em></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"> </div><div style="text-align: center;">By now, it should be quite obvious that the <b><u>hysteria </u></b>centered on the proposed <b>construction of an Islamic cultural center</b>—a full two blocks from Ground Zero—is nothing more than an</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><span style="font-size: large;"><u><b>engineered distraction</b></u></span></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><b>designed to take the focus away from serious geopolitical and domestic issues as we head into the November elections.'</b></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"> </div><div style="text-align: center;"><a href="http://www.prisonplanet.com/burn-witch-burn-america-rages-against-islam.html" target="_blank">Read more: Burn, Witch, Burn!: America Rages Against Islam</a></div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-34751554238245645612010-08-25T07:52:00.000+02:002010-08-25T07:52:53.744+02:00Saudi fatwa ruling seeks to contain the clergy Saudi fatwa ruling seeks to contain the clergyA move by Saudi Arabia to allow only clerics approved by King Abdullah to issue religious edicts is a signal that <u><b>the absolute monarchy</b></u> wants to rein in a conservative clergy that has sometimes stood in the way of <u><b>political reforms</b></u><span dir="RTL"> .</span><br />
<span dir="RTL">.</span><br />
The world's biggest oil exporting country,<u><b> a close US ally</b></u>, is ruled by the <u><b>Al Saud family</b></u> with influence from clerics who follow the austere Wahhabi school of Islam. <u><b>Political freedom, including women's rights, is limited</b></u><span dir="RTL"> .</span><br />
<br />
The move would help Saudi rulers push through education and justice reforms without having to contend with religious edicts, or fatwas, of politically driven conservative clerics opposed to modernization efforts.<br />
<br />
<br />
<br />
<a href="http://www.almasryalyoum.com/en/news/saudi-fatwa-ruling-seeks-contain-clergy"><span dir="RTL">More to read here</span></a><br />
<span dir="RTL"></span>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-15289924931541283512010-08-23T15:14:00.000+02:002010-08-23T15:14:59.082+02:00Pepsi and Coca Cola Contains PORK (PIG) extracts - PROVEN!!<div style="text-align: center;"><u><span style="font-size: large;"><b>Dear Muslim Brothers and Sisters</b></span></u></div><div style="text-align: left;"><br />
</div><div style="text-align: center;"><b>Educate your Muslims friends on this issue</b></div><div style="text-align: left;"><br />
</div><div><span style="color: red; font-family: Times New Roman; font-size: x-large;"><strong><img alt="925003734sqw" class="alignnone size-full wp-image-4023" height="185" src="http://www.massmediacell.com/wp-content/uploads/2009/07/925003734sqw.jpg" title="925003734sqw" width="185" /><img alt="pepsilogo1" class="alignnone size-full wp-image-4024" height="180" src="http://www.massmediacell.com/wp-content/uploads/2009/07/pepsilogo1.png" title="pepsilogo1" width="195" /></strong></span></div><span style="color: red; font-family: Times New Roman; font-size: x-large;"><strong> </strong></span><br />
<strong>Pepsi and Coca Cola Contains PORK (PIG) extracts - PROVEN!! <br />
<br />
<br />
Now there is yet another reason which is more dangerous. The scientific and medical research says that drinking Pepsi & Cola leads to cancer because the key element is taken from Pigs sausage.<br />
The pig is the only animal that eats dirt, dung and urine, which makes lethal and deadly fabric polluted germs and microbes.<br />
<br />
According to a report published in Jordanian magazine, the Head of Delhi University Science and Technology , Dr. Mangoshada scientifically proved that the key element in Pepsi and Cola contains extract from the intestines of Pig which causes cancer and other deadly diseases.<br />
<br />
The Indian university conducted tests on the impact of drinking Pepsi and Coca Cola which proved that drinking them lead to more rapid heart rate and low pressure.<br />
Also drinking 6 bottles of Pepsi or Cola at a time causes instant death. It also contains chemicals such as carbonic and phosphoric acids, citric acid which harms teeth and causes bone fragility. Bones kept in the Cup of Pepsi melts during the week knowing that the bones of the dead remain in the grave for thirty years.<br />
Research itself confirmed that the calcium dissolved in Pepsi and it weakens the bladder, kidneys, kills the pancreatic, leads to diabetes and infectious diseases.<br />
<br />
Pepsi or Coca-Cola lovers, you have nothing to worry as it is not the only drinks available on this earth, as we have other healthy alternatives such as natural fruit juices, canned coconut water, flavoured milks, buttermilk etc., all of them are conveniently available even in the small stores.</strong><br />
<strong></strong><br />
<strong><br />
This is not a surprise since the Coca-Cola, Pepsi producers are Israelis. i.e Zionists (Jews), who would simply do anything on their part to depopulate the human race and to make money with health care because they are the owners of the big pharmacy's.<br />
<br />
<br />
<a href="http://news.bbc.co.uk/2/hi/south_asia/5244686.stm">http://news.bbc.co.uk/2/hi/south_asia/5244686.stm</a><br />
<a href="http://news.bbc.co.uk/2/hi/south_asia/5239758.stm">http://news.bbc.co.uk/2/hi/south_asia/5239758.stm</a><br />
<a href="http://www.indiastudychannel.com/resources/660-Pepsi-Coca-Cola-contains-Pork-Extract.aspx">http://www.indiastudychannel.com/resources/660-Pepsi-Coca-Cola-contains-Pork-Extract.aspx</a></strong>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-74304831658406828752010-08-23T09:22:00.000+02:002010-08-23T09:22:01.686+02:00Justify to who?<span style="font-size: large;"><b></b></span><span style="font-size: large;"><b>The last 4 years a lot of people ask me questions like:</b></span><br />
<span style="font-size: large;"><b>- do you fasting?</b></span><br />
<span style="font-size: large;"><b>- do you pray?</b></span><br />
<span style="font-size: large;"><b>- are you Muslim?</b></span><br />
<span style="font-size: large;"><b>etc... etc...</b></span><br />
<span style="font-size: large;"><b><br />
</b></span><br />
<span style="font-size: large;"><b>We don't have to justify to these people and they have no right to ask you questions about pray and fasting. Because you have only to justify yourself to Allah (swt). Not to these people. So next time somebody ask you these questions then not answer them. Just give them a little smile......</b></span><br />
<span style="font-size: large;"><b><br />
</b></span><br />
<span style="font-size: large;"><b>Assalame alykum. Mostafa</b></span>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-66566575287114512772010-08-22T04:11:00.003+02:002010-08-22T04:31:29.410+02:00Tools for Ramadan<h2 style="text-align: center;">to begin Ramadan when the crescent moon is seen</h2><h2 style="text-align: center;">Here calendar for Egypt </h2><h2 style="text-align: center;"></h2><h2 style="text-align: center;">Moon Phases </h2><h2 style="text-align: center;">August 2010</h2><div></div><table border="1" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr> <th>Sun</th><th>Mon</th><th>Tue</th><th>Wed</th> <th>Thu</th><th>Fri</th><th>Sat</th> </tr>
<tr> <td><b> 1 </b><br />
<img src="http://stardate.org/nightsky/moon/moon21.gif" /> </td> <td><b> 2 </b><br />
<img src="http://stardate.org/nightsky/moon/moon22.gif" /> </td> <td><b> 3 </b><br />
<img src="http://stardate.org/nightsky/moon/moon22.gif" /> </td> <td><b> 4 </b><br />
<img src="http://stardate.org/nightsky/moon/moon23.gif" /> </td> <td><b> 5 </b><br />
<img src="http://stardate.org/nightsky/moon/moon24.gif" /> </td> <td><b> 6 </b><br />
<img src="http://stardate.org/nightsky/moon/moon25.gif" /> </td> <td><b> 7 </b><br />
<img src="http://stardate.org/nightsky/moon/moon26.gif" /> </td> </tr>
<tr> <td><b> 8 </b><br />
<img src="http://stardate.org/nightsky/moon/moon27.gif" /> </td> <td><b> 9 </b><br />
<img src="http://stardate.org/nightsky/moon/moon28.gif" /> </td> <td><b> 10 </b><br />
<img src="http://stardate.org/nightsky/moon/moon1.gif" title="New Moon" /> </td> <td><div style="text-align: center;"><span style="font-size: large;"><b> <u><span style="color: red;">11</span></u></b></span></div><span style="font-size: large;"><b> </b></span><br />
<img src="http://stardate.org/nightsky/moon/moon2.gif" /> </td> <td><b> 12 </b><br />
<img src="http://stardate.org/nightsky/moon/moon3.gif" /> </td> <td><b> 13 </b><br />
<img src="http://stardate.org/nightsky/moon/moon4.gif" /> </td> <td><b> 14 </b><br />
<img src="http://stardate.org/nightsky/moon/moon5.gif" /> </td> </tr>
<tr> <td><b> 15 </b><br />
<img src="http://stardate.org/nightsky/moon/moon6.gif" /> </td> <td><b> 16 </b><br />
<img src="http://stardate.org/nightsky/moon/moon7.gif" /> </td> <td><b> 17 </b><br />
<img src="http://stardate.org/nightsky/moon/moon8.gif" /> </td> <td><b> 18 </b><br />
<img src="http://stardate.org/nightsky/moon/moon8.gif" /> </td> <td><b> 19 </b><br />
<img src="http://stardate.org/nightsky/moon/moon9.gif" /> </td> <td><b> 20 </b><br />
<img src="http://stardate.org/nightsky/moon/moon10.gif" /> </td> <td><b> 21 </b><br />
<img src="http://stardate.org/nightsky/moon/moon11.gif" /> </td> </tr>
<tr> <td><b> 22 </b><br />
<img src="http://stardate.org/nightsky/moon/moon12.gif" /> </td> <td><b> 23 </b><br />
<img src="http://stardate.org/nightsky/moon/moon13.gif" /> </td> <td><b> 24 </b><br />
<img src="http://stardate.org/nightsky/moon/moon14.gif" /> </td> <td><b> 25 </b><br />
<img src="http://stardate.org/nightsky/moon/moon15.gif" title="Full Moon" /> </td> <td><b> 26 </b><br />
<img src="http://stardate.org/nightsky/moon/moon16.gif" /> </td> <td><b> 27 </b><br />
<img src="http://stardate.org/nightsky/moon/moon17.gif" /> </td> <td><b> 28 </b><br />
<img src="http://stardate.org/nightsky/moon/moon18.gif" /> </td> </tr>
<tr> <td><b> 29 </b><br />
<img src="http://stardate.org/nightsky/moon/moon19.gif" /> </td> <td><b> 30 </b><br />
<img src="http://stardate.org/nightsky/moon/moon20.gif" /> </td> <td><b> 31 </b><br />
<img src="http://stardate.org/nightsky/moon/moon21.gif" /></td></tr>
</tbody></table><h2 style="text-align: center;"></h2><h2 style="text-align: center;">September 2010</h2><div style="text-align: center;"></div><table border="1" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr> <th>Sun</th><th>Mon</th><th>Tue</th><th>Wed</th> <th>Thu</th><th>Fri</th><th>Sat</th> </tr>
<tr> <td></td> <td></td> <td></td> <td><b> 1 </b><br />
<img src="http://stardate.org/nightsky/moon/moon22.gif" /> </td> <td><b> 2 </b><br />
<img src="http://stardate.org/nightsky/moon/moon23.gif" /> </td> <td><b> 3 </b><br />
<img src="http://stardate.org/nightsky/moon/moon24.gif" /> </td> <td><b> 4 </b><br />
<img src="http://stardate.org/nightsky/moon/moon25.gif" /> </td> </tr>
<tr> <td><b> 5 </b><br />
<img src="http://stardate.org/nightsky/moon/moon26.gif" /> </td> <td><b> 6 </b><br />
<img src="http://stardate.org/nightsky/moon/moon27.gif" /> </td> <td><b> 7 </b><br />
<img src="http://stardate.org/nightsky/moon/moon28.gif" /> </td> <td><b> 8 </b><br />
<img src="http://stardate.org/nightsky/moon/moon1.gif" title="New Moon" /> </td> <td><div style="text-align: center;"><span style="font-size: large;"><b> <u><span style="color: red;">9 </span></u></b></span></div><img src="http://stardate.org/nightsky/moon/moon2.gif" /> </td> <td><b> 10 </b><br />
<img src="http://stardate.org/nightsky/moon/moon3.gif" /> </td> <td><b> 11 </b><br />
<img src="http://stardate.org/nightsky/moon/moon4.gif" /> </td> </tr>
<tr> <td><b> 12 </b><br />
<img src="http://stardate.org/nightsky/moon/moon5.gif" /> </td> <td><b> 13 </b><br />
<img src="http://stardate.org/nightsky/moon/moon6.gif" /> </td> <td><b> 14 </b><br />
<img src="http://stardate.org/nightsky/moon/moon7.gif" /> </td> <td><b> 15 </b><br />
<img src="http://stardate.org/nightsky/moon/moon8.gif" /> </td> <td><b> 16 </b><br />
<img src="http://stardate.org/nightsky/moon/moon8.gif" /> </td> <td><b> 17 </b><br />
<img src="http://stardate.org/nightsky/moon/moon9.gif" /> </td> <td><b> 18 </b><br />
<img src="http://stardate.org/nightsky/moon/moon10.gif" /> </td> </tr>
<tr> <td><b> 19 </b><br />
<img src="http://stardate.org/nightsky/moon/moon11.gif" /> </td> <td><b> 20 </b><br />
<img src="http://stardate.org/nightsky/moon/moon12.gif" /> </td> <td><b> 21 </b><br />
<img src="http://stardate.org/nightsky/moon/moon13.gif" /> </td> <td><b> 22 </b><br />
<img src="http://stardate.org/nightsky/moon/moon14.gif" /> </td> <td><b> 23 </b><br />
<img src="http://stardate.org/nightsky/moon/moon15.gif" title="Full Moon" /> </td> <td><b> 24 </b><br />
<img src="http://stardate.org/nightsky/moon/moon16.gif" /> </td> <td><b> 25 </b><br />
<img src="http://stardate.org/nightsky/moon/moon17.gif" /> </td> </tr>
<tr> <td><b> 26 </b><br />
<img src="http://stardate.org/nightsky/moon/moon18.gif" /> </td> <td><b> 27 </b><br />
<img src="http://stardate.org/nightsky/moon/moon19.gif" /> </td> <td><b> 28 </b><br />
<img src="http://stardate.org/nightsky/moon/moon20.gif" /> </td> <td><b> 29 </b><br />
<img src="http://stardate.org/nightsky/moon/moon21.gif" /> </td> <td><b> 30 </b><br />
<img src="http://stardate.org/nightsky/moon/moon22.gif" /></td></tr>
</tbody></table><div style="text-align: center;"><br />
</div><div style="text-align: center;"><u><span style="font-size: large;"><b><span class="bigheadline">Sunrise & Sunset</span></b></span></u><br />
<u><span style="font-size: large;"><b><span class="bigheadline">August</span></b></span></u></div><div style="text-align: center;"><br />
</div><table border="1" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr><th>Sun</th><th>Mon</th><th>Tue</th><th>Wed</th> <th>Thu</th><th>Fri</th><th>Sat</th> </tr>
<tr><td style="color: #cccccc;"><b> 1 </b><br />
Rise 6:10 <br />
Set 19:45 </td> <td style="color: #cccccc;"><b> 2 </b><br />
Rise 6:11 <br />
Set 19:45 </td> <td style="color: #cccccc;"><b> 3 </b><br />
Rise 6:12 <br />
Set 19:44 </td> <td style="color: #cccccc;"><b> 4 </b><br />
Rise 6:12 <br />
Set 19:43 </td> <td style="color: #cccccc;"><b> 5 </b><br />
Rise 6:13 <br />
Set 19:42 </td> <td style="color: #cccccc;"><b> 6 </b><br />
Rise 6:13 <br />
Set 19:41 </td> <td style="color: #cccccc;"><b> 7 </b><br />
Rise 6:14 <br />
Set 19:41 </td> </tr>
<tr><td style="color: #cccccc;"><b> 8 </b><br />
Rise 6:15 <br />
Set 19:40 </td> <td style="color: #cccccc;"><b> 9 </b><br />
Rise 6:15 <br />
Set 19:39 </td> <td style="color: #cccccc;"><b> 10 </b><br />
Rise 6:16 <br />
Set 19:38 </td> <td><b> 11 </b><br />
<b>Rise 6:16 </b><br />
<b>Set 19:37 </b></td> <td><b> 12 </b><br />
<b>Rise 6:17 </b><br />
<b>Set 19:36 </b></td> <td><b> 13 </b><br />
<b>Rise 6:18 </b><br />
<b>Set 19:35 </b></td> <td><b> 14 </b><br />
<b>Rise 6:18 </b><br />
<b>Set 19:34 </b></td> </tr>
<tr><td><b> 15 </b><br />
<b>Rise 6:19 </b><br />
<b>Set 19:33 </b></td> <td><b> 16 </b><br />
<b>Rise 6:19 </b><br />
<b>Set 19:32 </b></td> <td><b> 17 </b><br />
<b>Rise 6:20 </b><br />
<b>Set 19:31 </b></td> <td><b> 18 </b><br />
<b>Rise 6:21 </b><br />
<b>Set 19:30 </b></td> <td><b> 19 </b><br />
<b>Rise 6:21 </b><br />
<b>Set 19:29 </b></td> <td><b> 20 </b><br />
<b>Rise 6:22 </b><br />
<b>Set 19:28 </b></td> <td><b> 21 </b><br />
<b>Rise 6:22 </b><br />
<b>Set 19:27 </b></td> </tr>
<tr><td><b> 22 </b><br />
<b>Rise 6:23 </b><br />
<b>Set 19:26 </b></td> <td><b> 23 </b><br />
<b>Rise 6:23 </b><br />
<b>Set 19:25 </b></td> <td><b> 24 </b><br />
<b>Rise 6:24 </b><br />
<b>Set 19:24 </b></td> <td><b> 25 </b><br />
<b>Rise 6:25 </b><br />
<b>Set 19:23 </b></td> <td><b> 26 </b><br />
<b>Rise 6:25 </b><br />
<b>Set 19:22 </b></td> <td><b> 27 </b><br />
<b>Rise 6:26 </b><br />
<b>Set 19:21 </b></td> <td><b> 28 </b><br />
<b>Rise 6:26 </b><br />
<b>Set 19:19 </b></td> </tr>
<tr><td><b> 29 </b><br />
<b>Rise 6:27 </b><br />
<b>Set 19:18 </b></td> <td><b> 30 </b><br />
<b>Rise 6:27 </b><br />
<b>Set 19:17 </b></td> <td><b> 31 </b><br />
<b>Rise 6:28 </b><br />
<b>Set 19:16 </b></td></tr>
</tbody></table><div style="text-align: center;"><br />
<u><span style="font-size: large;"><b><span class="bigheadline">September</span></b></span></u><br />
<br />
</div><table border="1" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr><th>Sun</th><th>Mon</th><th>Tue</th><th>Wed</th> <th>Thu</th><th>Fri</th><th>Sat</th> </tr>
<tr><td></td><td></td><td></td><td><b> 1 </b><br />
<b>Rise 6:28 </b><br />
<b>Set 19:15 </b></td> <td><b> 2 </b><br />
<b>Rise 6:29 </b><br />
<b>Set 19:14 </b></td> <td><b> 3 </b><br />
<b>Rise 6:29 </b><br />
<b>Set 19:12 </b></td> <td><b> 4 </b><br />
<b>Rise 6:30 </b><br />
<b>Set 19:11 </b></td> </tr>
<tr><td><b> 5 </b><br />
<b>Rise 6:31 </b><br />
<b>Set 19:10 </b></td> <td><b> 6 </b><br />
<b>Rise 6:31 </b><br />
<b>Set 19:09 </b></td> <td><b> 7 </b><br />
<b>Rise 6:32 </b><br />
<b>Set 19:08 </b></td> <td><b> 8 </b><br />
<b>Rise 6:32 </b><br />
<b>Set 19:06 </b></td> <td><b> 9 </b><br />
<b>Rise 6:33 </b><br />
<b>Set 19:05 </b></td> <td style="color: #cccccc;"><b> 10 </b><br />
Rise 6:33 <br />
Set 19:04 </td> <td style="color: #cccccc;"><b> 11 </b><br />
Rise 6:34 <br />
Set 19:03 </td> </tr>
<tr><td style="color: #cccccc;"><b> 12 </b><br />
Rise 6:34 <br />
Set 19:01 </td> <td style="color: #cccccc;"><b> 13 </b><br />
Rise 6:35 <br />
Set 19:00 </td> <td style="color: #cccccc;"><b> 14 </b><br />
Rise 6:35 <br />
Set 18:59 </td> <td style="color: #cccccc;"><b> 15 </b><br />
Rise 6:36 <br />
Set 18:58 </td> <td style="color: #cccccc;"><b> 16 </b><br />
Rise 6:36 <br />
Set 18:56 </td> <td style="color: #cccccc;"><b> 17 </b><br />
Rise 6:37 <br />
Set 18:55 </td> <td style="color: #cccccc;"><b> 18 </b><br />
Rise 6:38 <br />
Set 18:54 </td> </tr>
<tr><td style="color: #cccccc;"><b> 19 </b><br />
Rise 6:38 <br />
Set 18:53 </td> <td style="color: #cccccc;"><b> 20 </b><br />
Rise 6:39 <br />
Set 18:51 </td> <td style="color: #cccccc;"><b> 21 </b><br />
Rise 6:39 <br />
Set 18:50 </td> <td style="color: #cccccc;"><b> 22 </b><br />
Rise 6:40 <br />
Set 18:49 </td> <td style="color: #cccccc;"><b> 23 </b><br />
Rise 6:40 <br />
Set 18:48 </td> <td style="color: #cccccc;"><b> 24 </b><br />
Rise 6:41 <br />
Set 18:46 </td> <td style="color: #cccccc;"><b> 25 </b><br />
Rise 6:41 <br />
Set 18:45 </td> </tr>
<tr><td style="color: #cccccc;"><b> 26 </b><br />
Rise 6:42 <br />
Set 18:44 </td> <td style="color: #cccccc;"><b> 27 </b><br />
Rise 6:42 <br />
Set 18:43 </td> <td style="color: #cccccc;"><b> 28 </b><br />
Rise 6:43 <br />
Set 18:41 </td> <td style="color: #cccccc;"><b> 29 </b><br />
Rise 6:44 <br />
Set 18:40 </td> <td style="color: #cccccc;"><b> 30 </b><br />
Rise 6:44 <br />
Set 18:39 </td></tr>
</tbody></table><div style="text-align: center;"><span class="bigheadline"> </span> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><span style="font-size: large;"><b><a href="http://stardate.org/">Source: http://stardate.org/</a></b></span></div><div style="text-align: center;"><br />
</div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0tag:blogger.com,1999:blog-1686965731832442474.post-24857625930180097762010-08-20T20:22:00.000+02:002010-08-20T20:22:12.355+02:00the Ministry of Religious Endowments has been talking of plans to unify the call to prayer<a class="lightbox-processed" href="http://media.almasryalyoum.com/sites/default/files/photo/2010/08/19/32/resized_minaret_i.jpg" rel="lightbox[field_image][Minaret 1 - Raba'a Al-Adawiya, Nasr City<br /><br /><a href="/en/multimedia/photo/minaret-1-rabaa-al-adawiya-nasr-city" id="node_link_text">View Image Details</a>]"><img alt="<p></p>" height="300" src="http://media.almasryalyoum.com//sites/default/files/imagecache/highslide_zoom/photo/2010/08/19/32/resized_minaret_i.jpg" title="Minaret 1 - Raba'a Al-Adawiya, Nasr City" width="400" /></a> <br />
<div class="image-author-inner clear-block border"> <a href="http://www.almasryalyoum.com/en/staff/jano-charbel"><br />
</a> </div><br />
There are some concerns that in the <u><b>government is interfering the affairs of mosques</b></u> across the country, especially in light of Zaqzouq's warnings last month that the utilization of mosques for political activities, such as electoral campaigning and protests or demonstrations, would be forbidden.<br />
Opponents of governmental intervention in mosque affairs have also claimed that the Ministry of Religious Endowments and the Ministry of Interior intend to<u><b> install CCTV cameras in mosques</b></u> to monitor worshippers, sermons, and donations. The Ministry of Endowments has adamantly refuted these claims. (ofcours they will refuse such claims).<br />
<br />
Salafists and other conservative Islamist groups have also objected to regulations imposed on mosques and <em>zawyas</em> by the government to appoint preachers.<br />
<br />
Other regulations include those issued in 2002 by the Ministry of Religious Endowments, which <u><b>stipulate conditions</b></u> for the<u><b> registration</b></u> of mosques and<em>zawyas</em>, dictating that mosques must have an area of no less than 100 square meters, while <em>zawyas</em> cannot be smaller than 50 square meters.<br />
<br />
Religious officials also dismissed reports that the government has been planning to<u><b> regulate Friday sermons and unify their themes.</b></u><br />
“These are baseless claims. The Ministry has no such plans," Bakr explained, stressing that the contents of Friday sermons, traditionally very political, will remain the exclusive domain of local preachers.<br />
<br />
<div style="text-align: center;"> <span style="font-size: large;"><b>"The call to prayer is supposed to be announced via an attractive voice so as to encourage the faithful to converge upon the mosque for prayer.”</b></span></div><div style="text-align: center;"><br />
</div><div style="text-align: left;"><br />
</div>Aapje Nootje Soeverein menshttp://www.blogger.com/profile/15614829660012508111noreply@blogger.com0