naqsh or taweez preparation

8/14/2019 Naqsh or Taweez preparation

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091431 Use Arrow Keys/ P/ N / Esq / Return 1

Slides SteeringSlides Steering

EmptyEmpty naqshnaqsh forfor 66Jump NumberJump Number

Empty Naqsh ofEmpty Naqsh ofBismillahBismillah 22Naqsh of SUS ofNaqsh of SUS of55

Empty Naqsh ofEmpty Naqsh ofBismillahBismillahNaqsh ComparisonNaqsh Comparison

Naqsh for enemy IIINaqsh for enemy IIINaqsh ofNaqsh of1111 XX 1111YourYour 11stst NaqshNaqsh

Naqsh for enemy IINaqsh for enemy IINaqsh of SuraNaqsh of Sura NasrNasr11stst Number FormulaNumber Formula

Naqsh for enemy INaqsh for enemy I

ChCh.. TwoTwoNaqoosh of WordsNaqoosh of Words

Sums ofSums of1010 SUSSUS

EmptyEmpty naqshnaqsh forfor 99Conclusion of number NaqshConclusion of number NaqshDefinition of SUSDefinition of SUS

EmptyEmpty naqshnaqsh forfor 8822ndndExample Of Jump NumberExample Of Jump Number44 Simple Unit SquaresSimple Unit Squares

EmptyEmpty naqshnaqsh forfor 7711ststExample Of Jump NumberExample Of Jump NumberChapter OneChapter One11stst NaqshNaqsh

EmptyEmpty naqshnaqsh forfor 66 IIIIJump Number FormulaJump Number FormulaIntroductionIntroduction

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There are three major types of Quranic NaqooshThere are three major types of Quranic Naqoosh::

1.1. Naqoosh of Surah or Ayah numbersNaqoosh of Surah or Ayah numbers..

2.2. Naqoosh of Surah or Ayah Letters and wordsNaqoosh of Surah or Ayah Letters and words..

3.3. Combine Naqoosh of words and numbersCombine Naqoosh of words and numbers..

4.4. Naqoosh of Quranic ArtNaqoosh of Quranic Art..

This presentation shows all kinds of Quranic NaqooshThis presentation shows all kinds of Quranic Naqoosh..

It enables you to make your own NAQSH for your ownIt enables you to make your own NAQSH for your ownpurposepurpose..

Click any link aboveClick any link above ((ee..gg.. 1,21,2 oror 33 whichever you wantwhichever you want))

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This is a blank square in which number of Rows

and Columns = 3 (below).

Such Naqoosh, in which rows and columns areequal in number, are called SQUARE Naqoosh or

.

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And this is a sequentiallyfilled square (right).

You can see that sum ofall rows, columns andboth diagonals is not

equal. You can see that sum of

one row is not equal to

the sum of other rowsand so are the columns. 998877

665544

332211

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More easily you can seeMore easily you can see

thatthat::1.1. Sum ofSum of11stst rowrow == 66

2.2. Sum ofSum of22ndnd rowrow == 1515

3.3. Sum ofSum of33rdrd rowrow == 24244.4. Sum ofSum of11stst columncolumn==1212

5.5. Sum ofSum of22ndnd columncolumn ==1515

6.6. Sum ofSum of33rdrd columncolumn ==1818

7.7. Sum of diagonalsSum of diagonals ==1515 998877

665544

332211

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Your target is to set these numbers in theYour target is to set these numbers in the

square in such a way that all the sums aresquare in such a way that all the sums areequalequal ((ii..ee.. sums of all rows and allsums of all rows and all

columns and both diagonals must be thecolumns and both diagonals must be the

same or nearest to the equalsame or nearest to the equal).).

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Simple Unit Squares ofSimple Unit Squares of33,,44,,55 andand 66

449922

335577

881166

1515

445

510

10

6699161633121277221313

111414111188

5524241818121266

171711111010442323

9933222216161515

2121202014148822

1313771125251919

66191911113232363677

1212282844101033332424

272788262629293318182121161623239920202222

3131551313303017171515

14143535343411222525

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DefinitionDefinition of aof a Simple Unit SquareSimple Unit Square ((SUSSUS)) YouYouve seen fiveve seen five SSimpleimple UUnitnit SSquaresquares ((SUSSUS)) ofof3,4,5,63,4,5,6

andand 77..

A Simple Unit SquareA Simple Unit Square((SUSSUS)) has following three majorhas following three major

propertiesproperties::

1.1. SUSSUS starts withstarts with 11 ((means the smallest number in thismeans the smallest number in this

square issquare is 11).).2.2. Sum of rowsSum of rows,, columns and diagonals is always equalcolumns and diagonals is always equal..

3.3. Number of rows is always equal to number of columnsNumber of rows is always equal to number of columns..

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Sum of Rows of DifferentSum of Rows of Different SUSSUS SUSSUS ofof33 must have a sum ofmust have a sum of

1515 from each sidefrom each side..

You can also calculate the You can also calculate thesum by this formulasum by this formula::

SumSum==Total of all numbers inTotal of all numbers inthe squarethe square//number of rowsnumber of rows

ForFor SUSSUS ofof 33,, sum of allsum of all

numbersnumbers

==

1+2+1+2+

.

.+9+9

==

4545

SumSum==45/345/3

SumSum == 15158708701212

6716711111

5055051010

36936999

26026088

17517577

11111166

656555

343444

151533

SumSumSUSSUS ofof

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Making Naqsh of any NumberMaking Naqsh of any Number When you make theWhen you make the

Naqsh of any numberNaqsh of any number

you wantyou want,, you needyou needfollowing informationfollowing information::

1.1. What will be theWhat will be the 11stst

number to begin withnumber to begin with??2.2. What is theWhat is the SUSSUS for thisfor this

numbernumber??

3.3. How can we put theHow can we put thenumbers in the squarenumbers in the square??

RememberRemember!!

1.1. Numbers are always putNumbers are always put

in the sequence as in thein the sequence as in the

SUSSUS..

2.2. You have sum of You have sum of

differentdifferent SUSSUS ononpprevious pagerevious page..

3.3. Always start with the Always start with the

smallest numbersmallest number.. Now letNow lets have somes have some

examples on next pageexamples on next page..

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1212

Example of Making Naqsh of any NumberExample of Making Naqsh of any Number1

18

2

19

3

21

4

20

5

22

6

23

7

24

8

25

9

26

Above is a SUS of Above is a SUS of33 andandbelow is the square ofbelow is the square of

required sumrequired sum ((6666).). This is an easy way toThis is an easy way to

understand how theunderstand how thenumbers are always putnumbers are always putsequentially in thesequentially in thecorresponding boxescorresponding boxes..

See details on next slideSee details on next slide

when finishedwhen finished..

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Example of Making Naqsh of any NumberExample of Making Naqsh of any Number

212126261919

202022222424

252518182323

You can see that your this square containsYou can see that your this square contains::1.1. 33 rows androws and 33 columnscolumns

2.2. The sum of all rows and columns is equal toThe sum of all rows and columns is equal to 66663.3. The smallest number isThe smallest number is 1818 ((which you calculated from the formulawhich you calculated from the formula).).

4.4. This is your required NaqshThis is your required Naqsh..5.5. 6666 is also a number for the sweet name of Allahis also a number for the sweet name of Allah ..

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66 6666 66 66

66

66

66


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Example of Making Naqsh of any NumberExample of Making Naqsh of any Number LetLets apply this formula ons apply this formula on SUSSUS ofof55 for a numberfor a number 125125 ((it is requiredit is required

sum of rowssum of rows).). NoNo.. of rowsof rows==55,, sum requiredsum required==125125,, sum ofsum ofSUSSUS==6565

1st Number = (No. of Rows + Sum required Sum ofSUS) / No. of rows

11stst

NoNo.= (.= (55 ++ 125125 -- 6565) /) / 55 11stst NoNo.= (.= (130130 -- 6565) /) / 55 11stst NoNo.=.= 6565 // 55 11stst NoNo.=.=1313 NoteNote:: Sum ofSum ofSUSSUS ((6565 in this casein this case)) came from the tablecame from the table

shown earlier forshown earlier for SUSSUS ofof55.. Remember this data and see Naqsh on next slideRemember this data and see Naqsh on next slide..

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Example of Making Naqsh of any NumberExample of Making Naqsh of any Number Starting numberStarting number 1313 toto

begin withbegin with..

Insert numbers fromInsert numbers from 1313one after another usingone after another using

thethe SUSSUS ofof55 ((aboveabove)) andand

youyoull get the Naqsh ofll get the Naqsh ofyour required numberyour required number

((125125 is the sum of allis the sum of all

rowsrows

,,

columns andcolumns and

diagonalsdiagonals).). How simpleHow simple

and amazing is thisand amazing is this!!

5524241818121266

171711111010442323

9933222216161515

2121202014148822

1313771125251919

17173636303024241818

29292323222216163535

21211515343428282727

33333232262620201414

25251919131337373131

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Example of Making Naqsh of any NumberExample of Making Naqsh of any Number

SUSSUS ofof55 ((left aboveleft above)) and required square of a sum ofand required square of a sum of125125 ((right aboveright above).).

Please note that the difference in each correspondingPlease note that the difference in each correspondingbox is the same as the difference inbox is the same as the difference in 11 andand 1313 ((1313--11==1212).). Match all corresponding boxes and youMatch all corresponding boxes and youll find all find a

difference ofdifference of1212..

5524241818121266

171711111010442323

9933222216161515

2121202014148822

1313771125251919

17173636303024241818

29292323222216163535

21211515343428282727

33333232262620201414

25251919131337373131

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Example of Jump NumberExample of Jump Number Some times you need another formulaSome times you need another formula.. Look at this exampleLook at this example..

You have to make a Naqsh ofYou have to make a Naqsh ofSUSSUS 33 with a sum of rowswith a sum of rows == 1616

Apply this formulaApply this formula::

1st Number = (No. of Rows + Sum required Sum ofSUS) / No. of rows

11stst numbernumber = (= (33 ++ 1616 1515 ) /) / 33 11stst numbernumber = (= (1919 -- 1515) /) / 33 11stst numbernumber == 44 //33 == 11 ((with awith a remainderremainder ofof11 becausebecause 44 cannot becannot be

divided bydivided by 33 completelycompletely)) What to do nowWhat to do now?? The answer isThe answer is JumpJump..

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Example of Jump NumberExample of Jump Number Now you have the jump numberNow you have the jump number.. Jump number is the number where your number jumps byJump number is the number where your number jumps by 11.. Use this jump number when you make NaqshUse this jump number when you make Naqsh.. Just addJust add 22 in the box of jump number instead of addingin the box of jump number instead of adding 11 and filland fill

the square as usualthe square as usual.. See the example on next slide and note the change in boxSee the example on next slide and note the change in box 77.. If you donIf you dont use jump methodt use jump method,, your answer of sum will change andyour answer of sum will change and

your Naqsh may not work properlyyour Naqsh may not work properly.. In factIn fact,, the remainder is the cause of jumpthe remainder is the cause of jump in Naqooshin Naqoosh..

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jump number boxjump number box 77

1

2

3

4

5

6

7

9

10

8

Example of Jump NumberExample of Jump Number Number (or sum of rows

required) = 16

Beginning no. = 1 Remainder = 1

Simply ADD 1 IN NUMBER 7(Jump number).

Because 1 is normally added inall boxes so you can say;" Add2 in the box 7 (Jumpnumber).

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Jump number boxJump number box 44

1

2

3

45

6

7

8

9

10

Example of Jump NumberExample of Jump Number Number = 17

Beginning no. = 1

Remainder = 2

ADD 1 IN NUMBER 4 (4 isJump number and it

came from formula).

Note: you can try thiswith different SUS. This

formula works in all SUS

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))((

You have seen Naqoosh of numbersYou have seen Naqoosh of numbers.. This chapterThis chapter

discusses on Naqoosh of wordsdiscusses on Naqoosh of words..

MainlyMainly,, most Taweezatmost Taweezat,, of this kindof this kind,, are based on theare based on theQuranic Ayah or SuraQuranic Ayah or Sura..

Quranic Ayaat or Surahs are written in the Naqsh formatQuranic Ayaat or Surahs are written in the Naqsh format

andand,, off courseoff course,, there are many styles of thisthere are many styles of this.. Some ofSome ofthe most common styles are presented here on the nextthe most common styles are presented here on the next

slidesslides..Absorb these styles with your full attentionAbsorb these styles with your full attention..

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))(( This is a most commonly used Naqsh of Qul ShareefThis is a most commonly used Naqsh of Qul Shareef

You can easily make this if you got the ideaYou can easily make this if you got the idea.. Same word goes to the right downSame word goes to the right down uptouptothe last row or last columnthe last row or last columnjust like the arrowjust like the arrow.. The advantage of this style is that youThe advantage of this style is that you

can write Qul Shareef so many times that you cannot count how macan write Qul Shareef so many times that you cannot count how many times thisny times this

sura appeared or written in this Naqshsura appeared or written in this Naqsh.. This increases the power of your NaqshThis increases the power of your Naqsh..

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))((

You can see that four wordsYou can see that four words (( ))are put in one box togetherare put in one box together ((instead of two boxesinstead of two boxes)) to fitto fitthe Naqsh for this Surathe Naqsh for this Sura..

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))((

This is another example of repeating words with blank boxesThis is another example of repeating words with blank boxes..

Put the names of friends from down to upPut the names of friends from down to up.. Put the names of enemies from top to bottomPut the names of enemies from top to bottom..

Press arrow key toPress arrow key to seesee and to removeand to remove the arrowthe arrow..

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))((

This is also a similar Naqsh with empty boxesThis is also a similar Naqsh with empty boxes..

You may fill these empty boxes with the names of the members ofYou may fill these empty boxes with the names of the members of

your familyyour family ((from bottom to topfrom bottom to top)) and may paste a copy of suchand may paste a copy of suchNaqsh onto your drawing room wall and this willNaqsh onto your drawing room wall and this will protect your familyprotect your familyif Allahif Allah wisheswishes..Also use this Naqsh for JinnAlso use this Naqsh for Jinn

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))((

You can fillYou can fill 66 names in this Naqshnames in this Naqsh ((in empty boxesin empty boxes).).

This Naqsh is mainly used and given for the people whoThis Naqsh is mainly used and given for the people whoare seeking peaceare seeking peace..


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))((

For the family whose members are sevenFor the family whose members are seven..

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))((

Same Naqsh for a family of eight membersSame Naqsh for a family of eight members..


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Circle of mishaps for disbelieversCircle of mishaps for disbelievers.. If you write the names of enemies in this circle andIf you write the names of enemies in this circle andrecite this ayahrecite this ayah,, theytheyll be destroyed in few daysll be destroyed in few days.. This ayah is in Para Shareef numberThis ayah is in Para Shareef number1111,, Sura ShareefSura ShareefAlAl--TobaToba ((9:989:98))

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If you write the names of enemies in this circle and recite thisIf you write the names of enemies in this circle and recite this ayahayah,, theytheyllllbe destroyed in few daysbe destroyed in few days.. This ayah is inThis ayah is inAlAl--FathFath ((48:648:6)).. There are onlyThere are onlythree Ayaat of the Holy Quran containing the Wordthree Ayaat of the Holy Quran containing the Word ""CircleCircle"" which arewhich are

shown here aboveshown here above..

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))(( Concentrate on these two Naqoosh for a moment and match themConcentrate on these two Naqoosh for a moment and match them..

151544551010

6699161633

121277221313

111414111188

Ayahs of Qul Shareef are not written randomlyAyahs of Qul Shareef are not written randomly,, but these arebut these are

synchronized with the numbered Naqsh and repeated whensynchronized with the numbered Naqsh and repeated when

one cycle is completedone cycle is completed.. See the sequence on next slideSee the sequence on next slide..

)) (( Return


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))((

1

3

2

5 4

7

6

11

9

8

12

10

14

13

15

16

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2020 names of the ancestors of the holy prophet Hazratnames of the ancestors of the holy prophet Hazrat

MuhammadMuhammad ((Peace and salaam be upon himPeace and salaam be upon him))

Read from the last andRead from the last andaddaddbinbin(()) ee..gg..

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