how to draw sri shri yantra draw pat flanagan

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    How toDr-aw aSriYantra01.981Patrick Flanagan

    Tho word Yantl>.ameans "Power Dia.pDl 'inSanshit. Wl!:~a.Vl! shown that Slbapes anddiagrams can exert powenw efl"ectson the subtle energy boay. These effects have beenmeasured by meSDS of acupuneture and applied kinesiology.The Sri Yantra or 'King of Power Diagrams' is over 12~OOOears old. It is the mostpowe:rfol and the most beautiful orall YaniraB. It is said that meditation OIl the centerof the Sri Yantra will bring about an understanding of the entire llDiverse .and willresult inliberation.Instructions for d m w m g the inner structure have to m y knowledge n~ver beenpublished I spent over 25 years inthe study Dfthis Yantra.. After hundreds of hol,ll'1lofmeditatiaD and many tbous.ands of atteMpts. Ihave by Cha.cebeen given the secretof this construction. .The inner core if ! made IIp of nine triangles made of 27 lines. Four triangles point upand five paint down. The two outer triangles are constrUcted.oo that t h E i r points ~touch a circle drawn from the center of the diagram.. There are 18 'three line crossing'points thatmust cross exa.ctly. Alteringtbe geometl'yofany onetriangle wiD throw theentire co-ordination oft

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    This is tri3ngIe The first triangle is themost Important, This trisugle is by coincidence an end C1"08SseCtion of thegeometry ofthe Gre8tPyramid. I1l2its base is 1 unit, ib3height:is equalto~ ~qumoa root oft.h.e Gcl.den Section .Dr PHI (cb). The Golden Section is equal to II2 the square l'ootof5 plusll2 = 1.f;;18033989.Theside~ ofthis triangle are equal toPHI.The aquare root of PHI 13 i!qua] to 1.27201964961.AnS95.8 triangle can also beused. It has a bass of5 unitsand the two sides are equalto 8 units.This is related to the ancient S-4. 5 trhuigle. If112the base is 1~the sidesare equal to 1.6 which is very close to pm .

    ! I t = : : t f J ' l ~ Height!1t= 1.02908661352

    . ..0,"R + . . . . . . . . . . . . T ................ ~

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    Snine otthe math_ematical relationships of the pm ( < P ) trisllgie are shown below:( ~ ) = 5.5".5 = 1.618033989(It) .If. - = 0.618033989Ht eheight ottriangle:= 4Y '= 1.27202196915Base =2Ceo:ter Point :;;;:enter ot triangle = = Radius = !t= < D I2 ~ HtDistance from base to

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    .:1/2 ~.. "" .,

    or

    " ,.""

    "-, .". . . . , -

    J t I. ~ . ..Mak& triangle . These base of is measured ItS 8. distance of 112

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    The second triangle is based on the 3-4-5 triangle of the ancients. The basic ratios areshown below. '3

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    Make triangle .The height isEqual to 112the base width oftri-.angle: ...

    112Basewidth of

    '.. ", 3. -""-, "

    < ". ., .. " " . .' " .- .". ' .,, . -. - .. . -' . . 1 1 2 Base.. Width of,

    '. .', . ,, ..Make triangle .Heightisequal to 11 2 base width oftriangle Usepoints as shown to deter--mine a>evel ofinner struc-, ture,

    .''. . . . . . . . . _ . .I.""' .,.

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    Draw a li.D4between the points.. The center of thisline will be the APR of triangle and the Bale line of tri-angle .

    Draw triangle

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    Triangle sides crosstriangle at circledpoints. Theilil$pointB nowmark the level of theApex Q{triangle .The base of is thesame level as the Apex bf' .-_.

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    '!be Bae and Apexdotted lines are thebaeia for dim.enl'liomngof triangle . Noticecircled points made byother triangles-

    Bol8

    Draw triangle as shown.

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    Now draw triangle .N Dtice circled base levelcrossing points of othertriangles.

    An that is need{!d DOW, isto complete triangles and . See next dia-enun.

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    Complete and. .See dotted lines. Notecircled. crossing points.

    Sri Yantra imler coreisnow complete. Thesquare and other addi-'tiona are very easy andneed DO explanation.The yantra can be leftopen, or it can be :filledinas shown inthe nexttwo drawings.

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