2574489naqash 1 naqsh or taweez preparation

1431صفر، 09ا�حد، Use Arrow Keys/ P/ N / Esq / Return 1

Slides SteeringSlides Steering

��Empty Empty naqshnaqsh for for 66 ��Jump NumberJump Number

��Empty Naqsh ofEmpty Naqsh of Bismillah Bismillah 22 ��Naqsh of SUS of Naqsh of SUS of 55

��Empty Naqsh ofEmpty Naqsh of BismillahBismillah ��Naqsh ComparisonNaqsh Comparison

��Naqsh for enemy IIINaqsh for enemy III ��Naqsh of Naqsh of 11 11 X X 1111 ��Your Your 11stst NaqshNaqsh

��Naqsh for enemy IINaqsh for enemy II ��Naqsh of Sura Naqsh of Sura NasrNasr ��11stst Number FormulaNumber Formula

��Naqsh for enemy INaqsh for enemy I ��ChCh. . TwoTwo Naqoosh of WordsNaqoosh of Words ��Sums of Sums of 10 10 SUSSUS

��Empty Empty naqshnaqsh for for 99 ��Conclusion of number NaqshConclusion of number Naqsh ��Definition of SUSDefinition of SUS

��Empty Empty naqshnaqsh for for 88 ��22ndnd Example Of Jump NumberExample Of Jump Number ��4 4 Simple Unit SquaresSimple Unit Squares

��Empty Empty naqshnaqsh for for 77 ��11stst Example Of Jump NumberExample Of Jump Number ��Chapter OneChapter One 11stst Naqsh Naqsh

��Empty Empty naqshnaqsh for for 6 6 IIII ��Jump Number FormulaJump Number Formula ��IntroductionIntroduction

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قرآنى نقوش اور تعويذاتقرآنى نقوش اور تعويذات

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 own It enables you to make your own NAQSH for your own purposepurpose..

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

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اعدادى مربع نقوشاعدادى مربع نقوش

� This is a blank square in which number of Rows and Columns = 3 (below).

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

.مربع نقوش مربع نقوش

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� And this is a sequentially filled square (right).

� You can see that sum of all rows, columns and both diagonals is not equal.

� You can see that sum of one row is not equal to the sum of other rows and so are the columns. 99 88 77

66 55 44

33 22 11

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More easily you can see More easily you can see

thatthat::

1.1. Sum of Sum of 11stst row row = = 66

2.2. Sum of Sum of 22ndnd row row = = 1515

3.3. Sum of Sum of 33rdrd row row = = 2424

4.4. Sum of Sum of 11stst columncolumn==1212

5.5. Sum of Sum of 22ndnd column column ==1515

6.6. Sum of Sum of 33rdrd column column ==1818

7.7. Sum of diagonals Sum of diagonals ==1515 99 88 77

66 55 44

33 22 11

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

square in such a way that all the sums are square in such a way that all the sums are

equal equal ((ii..ee. . sums of all rows and all sums of all rows and all

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

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

�� يعنى مجموعه صفوف اور مجموعه قطار اور مجموعه يعنى مجموعه صفوف اور مجموعه قطار اور مجموعه وتر سب برابرـ وتر سب برابرـ

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�� You can see that this You can see that this

square is filled sequentially square is filled sequentially

and does not equal in and does not equal in

sumssums.. 99 88 77

66 55 44

33 22 11

44 99 22

33 55 77 88 11 66 �� In this squareIn this square, , sum of all sum of all

rowsrows, , columns and both columns and both

diagonals is diagonals is 1515. . This is a This is a Simple Unit SquareSimple Unit Square of of number number 33..

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اعدادى مربع نقوش اعدادى مربع نقوش Simple Unit Squares of Simple Unit Squares of 33,,44,,5 5 and and 66

44 99 22

33 55 77

88 11 66

1515 44 55 1010

66 99 1616 33

1212 77 22 1313

11 1414 1111 88

55 2424 1818 1212 66

1717 1111 1010 44 2323

99 33 2222 1616 1515

2121 2020 1414 88 22

1313 77 11 2525 1919

66 1919 1111 3232 3636 77

1212 2828 44 1010 3333 2424

2727 88 2626 2929 33 1818

2121 1616 2323 99 2020 2222

3131 55 1313 3030 1717 1515

1414 3535 3434 11 22 2525

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اعدادى مربع نقوش اعدادى مربع نقوش Simple Unit Square of Simple Unit Square of 77

�� This is This is SUSSUS of of 77 and the sum of all rowsand the sum of all rows, , columns and both diagonals is columns and both diagonals is 175175. . This is rarely used in Naqoosh because people donThis is rarely used in Naqoosh because people don’’t know the t know the sequence of numbers in a Naqsh of sequence of numbers in a Naqsh of 77 X X 77. . I can present I can present SUSSUS of of 33 from from 3030 but more bigger but more bigger SUSSUS are not used in the Naqooshare not used in the Naqoosh..

39 27 37 49 13 1 9 36 33 7 16 34 47 2 4 14 41 25 31 18 42 32 5 6 3 48 38 43 12 28 10 26 24 35 40 23 46 44 11 17 15 19 29 22 30 45 8 21 20

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اعدادى مربع نقوش اعدادى مربع نقوش DefinitionDefinition of a of a Simple Unit SquareSimple Unit Square ((SUSSUS))

�� YouYou’’ve seen five ve seen five SSimple imple UUnit nit SSquares quares ((SUSSUS) ) of of 3,4,5,63,4,5,6

and and 77..

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

propertiesproperties::

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

square is square 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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اعدادى مربع نقوش اعدادى مربع نقوش Sum of Rows of Different Sum of Rows of Different SUSSUS

�� SUSSUS of of 33 must have a sum of must have a sum of 1515 from each sidefrom each side. .

�� You can also calculate the You can also calculate the sum by this formulasum by this formula::

�� SumSum==Total of all numbers in Total of all numbers in the squarethe square//number of rowsnumber of rows

�� For For SUSSUS of of 33, , sum of all sum of all numbersnumbers==1+2+1+2+……..+9+9==4545

�� SumSum==45/345/3

�� Sum Sum = = 1515 870870 1212

671671 1111

505505 1010

369369 99

260260 88

175175 77

111111 66

6565 55

3434 44

1515 33

SumSum SUSSUS ofof

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اعدادى مربع نقوش اعدادى مربع نقوش Making Naqsh of any NumberMaking Naqsh of any Number

�� When you make the When you make the

Naqsh of any number Naqsh of any number

you wantyou want, , you need you need

following informationfollowing information::

1.1. What will be the What will be the 11stst

number to begin withnumber to begin with??

2.2. What is the What is the SUSSUS for this for this

numbernumber??

3.3. How can we put the How can we put the

numbers in the squarenumbers in the square??

�� RememberRemember!!

1.1. Numbers are always put Numbers are always put

in the sequence as in the in the sequence as in the

SUSSUS..

2.2. You have sum of You have sum of

different different SUSSUS on on

pprevious pagerevious page..

3.3. Always start with the Always start with the

smallest numbersmallest number..

�� Now letNow let’’s have some s have some

examples on next pageexamples on next page..

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اعدادى مربع نقوش اعدادى مربع نقوش Example of Making Naqsh of any NumberExample of Making Naqsh of any Number

�� Suppose youSuppose you’’ve to make a Naqsh of ve to make a Naqsh of 33 X X 33 for a number for a number 6666 ((this this

means that the sum of each rowmeans that the sum of each row//column must be column must be 6666)), , you must you must

have the first number to begin withhave the first number to begin with. . Use this formulaUse this formula::

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

�� NoNo. . of rows of rows = = 33

�� Sum required Sum required = = 6666

�� Sum of Sum of SUS SUS = = 1515 ((Now apply above formulaNow apply above formula))

�� 11stst NoNo. = (. = (33 + + 6666 –– 1515 ) / ) / 33

�� 11stst NoNo. = (. = (6969 –– 1515 ) / ) / 33

�� 11stst NoNo. = . = 5454 / / 33

�� 11stst numbernumber==1818 ((continued to next slidecontinued to next slide))

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�� Now you have the Now you have the 11stst

number number 1818. . Start Start

inserting numbers one by inserting numbers one by

one in sequence starting one in sequence starting

with with 1818..

�� You can see that You can see that SUSSUS’’

smallest nosmallest no. . is is 1 1 ((aboveabove) )

and the required Naqsh and the required Naqsh

start with start with 18 18 ((belowbelow).).

44 99 22

33 55 77

88 11 66

2121 2626 1919

2020 2222 2424

2525 1818 2323

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1212اعدادى مربع نقوش اعدادى مربع نقوش Example of Making Naqsh of any NumberExample of Making Naqsh of any Number

1

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 of 33 and and below is the square of below is the square of required sum required sum ((6666).).

�� This is an easy way to This is an easy way to understand how the understand how the numbers are always put numbers are always put sequentially in the sequentially in the corresponding boxescorresponding boxes. .

�� See details on next slide See details on next slide when finishedwhen finished..

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2121 2626 1919

2020 2222 2424

2525 1818 2323

�� You can see that your this square containsYou can see that your this square contains::

1.1. 33 rows and rows and 33 columns columns

2.2. The sum of all rows and columns is equal to The sum of all rows and columns is equal to 66 66

3.3. The smallest number is The 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 Allah is also a number for the sweet name of Allah عزوجلعزوجل..

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66 66 66 66 66

66

66

66



�� LetLet’’s apply this formula on s apply this formula on SUSSUS of of 5 5 for a number for a number 125 125 ((it is required it is required sum of rowssum of rows).).

�� NoNo. . of rowsof rows==55, , sum requiredsum required==125125, , sum of sum of SUSSUS==6565


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

shown earlier for shown earlier for SUSSUS of of 55.. �� Remember this data and see Naqsh on next slideRemember this data and see Naqsh on next slide..

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�� Starting number Starting number 13 13 to to

begin withbegin with..

�� Insert numbers from Insert numbers from 13 13

one after another using one after another using

the the SUSSUS of of 5 5 ((aboveabove) ) and and

youyou’’ll get the Naqsh of ll get the Naqsh of

your required number your required number

((125 125 is the sum of all is the sum of all

rowsrows, , columns and columns and

diagonalsdiagonals). ). How simple How simple

and amazing is thisand amazing is this!!

55 2424 1818 1212 66

1717 1111 1010 44 2323

99 33 2222 1616 1515

2121 2020 1414 88 22

1313 77 11 2525 1919

1717 3636 3030 2424 1818

2929 2323 2222 1616 3535

2121 1515 3434 2828 2727

3333 3232 2626 2020 1414

2525 1919 1313 3737 3131

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�� SUSSUS of of 55 ((left aboveleft above) ) and required square of a sum of and required square of a sum of 125125 ((right aboveright above).).

�� Please note that the difference in each corresponding Please note that the difference in each corresponding box is the same as the difference in box is the same as the difference in 11 and and 1313 ((1313--11==1212).).

�� Match all corresponding boxes and youMatch all corresponding boxes and you’’ll find a ll find a difference of difference of 1212..

55 2424 1818 1212 66

1717 1111 1010 44 2323

99 33 2222 1616 1515

2121 2020 1414 88 22

1313 77 11 2525 1919

1717 3636 3030 2424 1818

2929 2323 2222 1616 3535

2121 1515 3434 2828 2727

3333 3232 2626 2020 1414

2525 1919 1313 3737 3131

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اعدادى مربع نقوش اعدادى مربع نقوش 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 of You have to make a Naqsh of SUSSUS 3 3 with a sum of rows with a sum of rows = = 1616

�� Apply this formulaApply this formula::


�� 11stst number number = (= (33 + + 1616 –– 1515 ) / ) / 33 �� 11stst number number = (= (1919 -- 1515) / ) / 33 �� 11stst number number = = 44 //33 = = 11 ((with a with a remainderremainder of of 11 because because 44 cannot be cannot be

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

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�� Just use Jump method to achieve your correct NaqshJust use Jump method to achieve your correct Naqsh..

Jump Number = (No. of Rows)2 – Remainder X (No. of Rows) +1

�� You have the remainder of You have the remainder of 1 1 in previous example of in previous example of SUSSUS of of 33 with a sum of with a sum of 3131..

�� Now use above formula to determine the Jump numberNow use above formula to determine the Jump number �� Jump number Jump number = (= (33))22 --1 1 X X 3 3 ++11 �� Jump number Jump number == 99 –– 33 + + 11 �� Jump number Jump number = = 66 + + 11 �� Jump numberJump number = = 77

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�� Now you have the jump numberNow you have the jump number..

�� Jump number is the number where your number jumps by Jump 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 add Just add 22 in the box of jump number instead of adding in the box of jump number instead of adding 11 and fill and fill the square as usualthe square as usual..

�� See the example on next slide and note the change in box See the example on next slide and note the change in box 77..

�� If you donIf you don’’t use jump methodt use jump method, , your answer of sum will change and your 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 box jump number box 77

1

2

3

4

5

6

7

9

10

8


� 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 in all boxes so you can say;" Add 2 in the box 7 (Jump number).”

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Jump number box Jump number box 44

1

2

3

4 5

6

7

8

9

10


� Number = 17

� Beginning no. = 1

� Remainder = 2

� ADD 1 IN NUMBER 4 (4 is Jump number and it came from formula).

� Note: you can try this with different SUS. This formula works in all SUS

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اعدادى مربع نقوش اعدادى مربع نقوش ConclusionConclusion

�� You need these You need these fivefive things to make a Naqsh of any numberthings to make a Naqsh of any number:: 1.1. 11stst numbernumber ((use formula to find thisuse formula to find this)) 2.2. Jump numberJump number ((Only in case of remainderOnly in case of remainder, , use formula to find thisuse formula to find this)) 3.3. Sum of rows required Sum of rows required ((such as a sum such as a sum 9292 from each sidefrom each side. . This is not calculated but givenThis is not calculated but given)) 4.4. SumSum of rows of of rows of SUS SUS ((can be found from the table belowcan be found from the table below)) 5.5. SUSSUS ((SSimple imple UUnit nit SSquarequare) () (5 5 SUSSUS are presented in previous slidesare presented in previous slides))


Jump Number = (No. of Rows)2 – Remainder X (No. of Rows) +1

870870 671671 505505 369369 260260 175175 111111 6565 3434 1515 SumSum

1212 1111 1010 99 88 77 66 55 44 33 SUSSUS

ofof

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تعويذاتتعويذات) ) قرآنىقرآنى((حرفى و لفظى حرفى و لفظى

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

discusses on Naqoosh of wordsdiscusses on Naqoosh of words..

�� MainlyMainly, , most Taweezatmost Taweezat, , of this kindof this kind, , are based on the are based on the

Quranic Ayah or SuraQuranic Ayah or Sura..

�� Quranic Ayaat or Surahs are written in the Naqsh format Quranic 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 of Some of

the most common styles are presented here on the next the 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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تعويذاتتعويذات) ) قرآنىقرآنى((حرفى و لفظى حرفى و لفظى �� This is a most commonly used Naqsh of Qul ShareefThis is a most commonly used Naqsh of Qul Shareef

أحد أحد كفواكفوا ل[ه ل[ه يكنيكن ولم ولم يولد يولد ولم ولم يلد يلد

كفواكفوا ل[ه ل[ه يكنيكن ولم ولم يولد يولد ولم ولم يلد يلد لم لم

مد مدالص[ ل[ه ل[ه يكنيكن ولم ولم يولد يولد ولم ولم يلد يلد لم لم الص[

]a ]a مد مدالص[ يكنيكن ولم ولم يولد يولد ولم ولم يلد يلد لم لم الص[

أحد أحد ]a ]a مد مدالص[ ولم ولم يولد يولد ولم ولم يلد يلد لم لم الص[

]a ]a أحد أحد ]a ]a مد مدالص[ يولد يولد ولم ولم يلد يلد لم لم الص[

ھو ھو ]a ]a أحد أحد ]a ]a مد مدالص[ ولم ولم يلد يلد لم لم الص[

ھو ھو قل قل ]a ]a أحد أحد ]a ]a مد مدالص[ يلد يلد لم لم الص[

�� 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 down Same word goes to the right down uptoupto

the last row or last column the last row or last column just like the arrowjust like the arrow. . The advantage of this style is that you The 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 this ny 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 words You can see that four words ( ( ه كان � ـ في دين ـ إن �ه كان نصر $ � ـ في دين ـ إن � ( ( إذا جاءإذا جاء ــ نصر $are put in one box together are put in one box together ((instead of two boxesinstead of two boxes) ) to fit to fit the Naqsh for this Surathe Naqsh for this Sura..

إنه كانإنه كان واستغفرهواستغفره ربكربك بحمدبحمد فسبحفسبح أفواجاأفواجا اللهالله في دينفي ديناللها اللهاجاأفواجأفو حبفسحبفس دمبحدمبح كبركبر هرتغفاسوهرتغفاسو كان إنهكان ا إنهاباتوابتو

خلونديخلوندين يي دينفي دف اللها اللهاجاأفواجأفو حبفسحبفس دمبحدمبح كبركبر هرتغفاسوهرتغفاسو الناسالناس خلونديخلوندين يي دينفي دف اللها اللهاجاأفواجأفو حبفسحبفس دمبحدمبح كبركبر بحمدبحمد فسبحفسبح أفواجاأفواجا اللهالله في دينفي دين يدخلونيدخلون الناسالناس ورأيتورأيتالفتحوالفتحت وأيرتوأيرو الناسالناس خلونديخلوندين يي دينفي دف اللها اللهاجاأفواجأفو حبفسحبفس

الله رنصالله رنص الفتحوالفتحت وأيرتوأيرو الناسالناس خلونديخلوندين يي دينفي دف اللها اللهاجاأفواجأفو اللهالله في دينفي دين يدخلونيدخلون الناسالناس ورأيتورأيت والفتحوالفتح نصر اللهنصر الله إذا جاءإذا جاء

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This is a Naqsh of This is a Naqsh of 1111 X X 1111. . Just like previousJust like previous, , all letters go all letters go down from left to rightdown from left to right. . The first and last row and column contains the The first and last row and column contains the name of Allahname of Allah. . The first letter of the name matches the nearest letterThe first letter of the name matches the nearest letter..

,,,,,,وم رب( قي- �$ رق,,,ي دآئ,,,م ب

,,ار متي,,,,,,ن �اب قھ � دلي,,,,,ل ت,,,و

دآئ,,,,م د ت ق م ر د ا ق ر رقي,,,,,,ب

اب ت ق م ر د ا ق ر د دلي,,,,,ل � ت,,,,و

اب �,,,,,,وم ق م ر د ا ق ر د ت ت,,,,و قي-

,,ار � متي,,,,,,ن م ر د ا ق ر د ت ق قھ

رقي,,,,,,ب ر د ا ق ر د ت ق م متي,,,,,,ن

دلي,,,,,ل د ا ق ر د ت ق م ر رب(

ا ق ر د ت ق م ر د دآئ,,,,م �$

�$ ,,ار ق ر د ت ق م ر د ا � قھ

,,,,,,وم رب( ر د ت ق م ر د ا ق قي-

,,ار � قھ �$ ,,,,,,وم متي,,,,,,ن رب( دآئ,,,م اب قي- �رق,,,ي دلي,,,,,ل ت,,,و ب

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حمـن $ $ بسم بسم �حمـن الر �حيم الر �حيم الر � الرحيم �حيم الر �حمـن $ $ بسم بسم الر �حمـن الر � الرحمـن �حمـن الر �حيم الر �حيم الر � $ $ بسم بسم الر

حمـن $ $ �حمـن الر �حيم الر �حيم الر � بسم بسم الرحمـن $ $ بسم بسم �حمـن الر �حيم الر �حيم الر � الر

�� 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 to Press arrow key to seesee and to remove and to remove the arrowthe arrow..

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حبيب

حبيب

حبيب

حبيب حبيب



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

your family your family ((from bottom to topfrom bottom to top) ) and may paste a copy of such and may paste a copy of such Naqsh onto your drawing room wall and this will Naqsh onto your drawing room wall and this will protect your familyprotect your family if Allah if Allah عزوجلعزوجل wisheswishes. . Also use this Naqsh for Jinn Also use this Naqsh for Jinn جناتجنات

حمن a ]a[ بسم بسم حمن الر[ حيم الر[ حيم الر[ الر[

حمن a ]a[ بسم بسم وإن[ه وإن[ه حمن الر[ الر[

a ]a[ بسم بسم وإن[ه وإن[ه سليمان سليمان

بسم بسم وإن[ه وإن[ه سليمان سليمان منمن

وإن[ه وإن[ه سليمان سليمان منمن إن[ه إن[ه

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

�� This Naqsh is mainly used and given for the people who This Naqsh is mainly used and given for the people who are seeking peaceare seeking peace..

ة راضية راضية ربkك ربkك إلىإلى ارجعيارجعي رضي[ رضي[ة م[ م[

ة رضي[ رضي[ة م[ راضية راضية ربkك ربkك إلىإلى ارجعيارجعي م[

ة راضية راضية رضي[ رضي[ة م[ ربkك ربkك إلىإلى ارجعيارجعي م[

ة راضية راضية ربkك ربkك رضي[ رضي[ة م[ إلىإلى ارجعيارجعي م[

ة راضية راضية ربkك ربkك إلىإلى رضي[ رضي[ة م[ ارجعيارجعي م[

ة راضية راضية ربkك ربkك إلىإلى ارجعيارجعي رضي[ رضي[ة م[ م[

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�� Use this Naqsh when someone wants peace and when Use this Naqsh when someone wants peace and when someone needs purity of thoughts and deedssomeone needs purity of thoughts and deeds..

�� This is also for a family of This is also for a family of 66 membersmembers..

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قين إن[ إن[ قين المت[ أمين أمين مقام مقام فيفي المت[

قين إن[ إن[ أمين أمين قين المت[ مقام مقام فيفي المت[

قين إن[ إن[ أمين أمين مقام مقام قين المت[ فيفي المت[

قين إن[ إن[ أمين أمين مقام مقام فيفي قين المت[ المت[

قين قين المت[ إن[ إن[ أمين أمين مقام مقام فيفي المت[

قين إن[ إن[ قين المت[ أمين أمين مقام مقام فيفي المت[



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

تقويم تقويم أحسن أحسن فيفي اpنسان اpنسان خلقناخلقنا لقد لقد

أحسن أحسن فيفي اpنسان اpنسان خلقناخلقنا لقد لقد تقويم تقويم

فيفي اpنسان اpنسان خلقناخلقنا لقد لقد تقويم تقويم أحسن أحسن

اpنسان اpنسان خلقناخلقنا لقد لقد تقويم تقويم أحسن أحسن فيفي

خلقناخلقنا لقد لقد تقويم تقويم أحسن أحسن فيفي اpنسان اpنسان

لقد لقد تقويم تقويم أحسن أحسن فيفي اpنسان اpنسان خلقناخلقنا

تقويم تقويم أحسن أحسن فيفي اpنسان اpنسان خلقناخلقنا لقد لقد

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

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سراجاسراجا الش[مس الش[مس وجعل وجعل نورانورا فيھن[ فيھن[ القمر القمر وجعل وجعل

الش[مس الش[مس وجعل وجعل نورانورا فيھن[ فيھن[ القمر القمر وجعل وجعل سراجاسراجا

وجعل وجعل نورانورا فيھن[ فيھن[ القمر القمر وجعل وجعل سراجاسراجا الش[مس الش[مس

نورانورا فيھن[ فيھن[ القمر القمر وجعل وجعل سراجاسراجا الش[مس الش[مس وجعل وجعل

فيھن[ فيھن[ القمر القمر وجعل وجعل سراجاسراجا الش[مس الش[مس وجعل وجعل نورانورا

القمر القمر وجعل وجعل سراجاسراجا الش[مس الش[مس وجعل وجعل نورانورا فيھن[ فيھن[

وجعل وجعل سراجاسراجا الش[مس الش[مس وجعل وجعل نورانورا فيھن[ فيھن[ القمر القمر

سراجاسراجا الش[مس الش[مس وجعل وجعل نورانورا فيھن[ فيھن[ القمر القمر وجعل وجعل



�� Use this Naqsh for a family of Use this Naqsh for a family of 99 membersmembers.. �� Never use this Naqsh for a non MuslimNever use this Naqsh for a non Muslim..

ھا يايا tھاأي tاذكروااذكروا آمنواآمنوا ال[ذين ال[ذين أي ]a ]a كثيراكثيرا ذكراذكرا

ھا يايا كثيراكثيرا tھاأي tاذكروااذكروا آمنواآمنوا ال[ذين ال[ذين أي ]a ]a ذكراذكرا

ھا يايا كثيراكثيرا ذكراذكرا tھاأي tاذكروااذكروا آمنواآمنوا ال[ذين ال[ذين أي ]a ]a

]a ]a ھا يايا كثيراكثيرا ذكراذكرا tھاأي tاذكروااذكروا آمنواآمنوا ال[ذين ال[ذين أي

ھا يايا كثيراكثيرا ذكراذكرا a ]a[ اذكروااذكروا tھاأي tآمنواآمنوا ال[ذين ال[ذين أي

ھا يايا كثيراكثيرا ذكراذكرا a ]a[ اذكروااذكروا آمنواآمنوا tھاأي tال[ذين ال[ذين أي

ھا يايا كثيراكثيرا ذكراذكرا a ]a[ اذكروااذكروا آمنواآمنوا ال[ذين ال[ذين tھاأي tأي

ھا tھاأي tاذكروااذكروا آمنواآمنوا ال[ذين ال[ذين أي ]a ]a يايا كثيراكثيرا ذكراذكرا

ھا يايا tھاأي tاذكروااذكروا آمنواآمنوا ال[ذين ال[ذين أي ]a ]a كثيراكثيرا ذكراذكرا

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دآئرة ا�ولىدآئرة ا�ولى

�� Circle of mishaps for disbelieversCircle of mishaps for disbelievers. . If you write the names of enemies in this If you write the names of enemies in this circle and recite this ayahcircle and recite this ayah, , theythey’’ll be destroyed in few daysll be destroyed in few days. . This ayah is in This ayah is in AlAl--Maida Maida ((6:526:52))

ملعون سلمان رشدى

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دآئرة الثانيهدآئرة الثانيه

�� Circle of mishaps for disbelieversCircle of mishaps for disbelievers. . If you write the names of enemies in this circle and If you write the names of enemies in this circle and recite this ayahrecite this ayah, , theythey’’ll be destroyed in few daysll be destroyed in few days. . This ayah is in Para Shareef number This ayah is in Para Shareef number 1111, , Sura Shareef Sura Shareef AlAl--Toba Toba ((9:989:98))

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ملعون عبد الوھاب نجدى


دآئرة ا�خرىدآئرة ا�خرى

�� 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, , theythey’’ll ll be destroyed in few daysbe destroyed in few days. . This ayah is in This ayah is in AlAl--Fath Fath ((48:648:6)). . There are only There are only three Ayaat of the Holy Quran containing the Word three Ayaat of the Holy Quran containing the Word ""CircleCircle" " which are which are shown here aboveshown here above..

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ملعون غyم قاديانى



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

1515 44 55 1010

66 99 1616 33

1212 77 22 1313

11 1414 1111 88

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

synchronized with the numbered Naqsh and repeated when synchronized 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..

أحد قل قل ]a أحد ھو ]a ھو مد الص[ ]aمد الص[ ]a ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد لم يلد ولم يولد لم يلد ولم يولد

مد الص[ ]aمد الص[ ]a

لم يلد ولم يولد لم يلد ولم يولد

أحد قل قل ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد ]a أحد ھو ]a ھو



أحد قل قل ]a أحد ھو ]a ھو


أحد قل قل ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد ]a أحد ھو ]a ھو


ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد

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أحد ]a أحد قل ھو ]a مد قل ھو الص[ ]aمد الص[ ]a ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد لم يلد ولم يولد لم يلد ولم يولد



أحد ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد ]a أحد قل ھو ]a قل ھو



أحد ]a أحد قل ھو ]a قل ھو


أحد ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد ]a أحد قل ھو ]a قل ھو


ولم يكن ل[ه كفوا أحد ولم يكن ل[ه كفوا أحد

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شجره مقدسهشجره مقدسه

�� 20 20 names of the ancestors of the holy prophet Hazrat names of the ancestors of the holy prophet Hazrat

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

�� Read from the last and Read from the last and addadd bin bin ((بنبن)) ee..gg. . عبد المطلب بن ھاشم بن عبد منافعبد المطلب بن ھاشم بن عبد مناف

عبد المطلبعبد المطلب ھاشمھاشم عبد منافعبد مناف قصىقصى

كyبكyب مرهمره كعبكعب لوىلوى

غالبغالب فھرفھر مالكمالك نضرنضر

كنانهكنانه خزيمهخزيمه مدركهمدركه الياسالياس

مضرمضر نزارنزار معدمعد عدنانعدنان

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2574489naqash 1 naqsh or taweez preparation

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