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    P09: The Big Lotus Seat

    2014-04-29 00:09
    4130   0   0

    Actually we only draw one leaf in line 24 (red) and duplicated into 84 leaves of the big lotus flower.

    1. <rect width='447' height='48' fill='#333' x='-223.5' y='250'/>
    2. <ellipse cy='250' rx='223' ry='33' fill='url(#seat)' stroke-width='1.6' stroke='#fbd769'/>
    3. <use xlink:href='#seed0' transform='matrix(6.3,0,-0.7,4,-322,126)'/>
    4. <g id='seed1'>
    5. <use xlink:href='#seed0' transform='matrix(6.3,0.3,-0.9,4,-245,111)'/>
    6. <use xlink:href='#seed0' transform='matrix(6.3,0.4,-1,4,-169,110)'/>
    7. <use xlink:href='#seed0' transform='matrix(5.8,0,-0.4,5.5,-269,130)'/>
    8. <use xlink:href='#seed0' transform='matrix(5.8,-0.5,0,5.5,-205,153)'/>
    9. <use xlink:href='#seed0' transform='matrix(5.8,-0.7,0.2,5.5,-139,155)'/>
    10. </g><use xlink:href='#seed1' transform='scale(-1,1)'/>
    11. <use id='LFR2' class='LF' xlink:href='#LF4' transform='matrix(2.8,0,-0.1,2.8,-113,213)'/>
    12. <use xlink:href='#LFR2' transform='scale(-1,1)'/>
    13. <use xlink:href='#LF4w' transform='matrix(1.1,0.2,0.4,-0.9,-379,545)'/>
    14. <use xlink:href='#LF4' class='LF' transform='matrix(3.3,0,0,3.8,-178,187)'/>
    15. <g id='LFR' class='LF'>
    16. <use xlink:href='#LF4w' transform='matrix(-0.19,-0.55,-0.75,0.3,516,330)'/>
    17. <use xlink:href='#LF4w' transform='matrix(1.36,0,-0.1,-1,-271,616)'/>
    18. <use xlink:href='#LF4w' transform='matrix(1.36,0,-0.1,-1,-213,612)'/>
    19. <use xlink:href='#LF4w' transform='matrix(1.36,0,-0.1,-1,-166,606)'/>
    20. <use xlink:href='#LF4w' transform='matrix(1.07,-0.22,-0.16,-0.88,-19,622)'/>
    21. <use xlink:href='#LF4w' transform='matrix(-0.2,0.5,-1,-0.3,554,275)'/>
    22. <use xlink:href='#LF4b' transform='matrix(1.08,-0.59,0.45,0.67,-163.6,237)'/>
    23. <use xlink:href='#LF4b' transform='matrix(0.68,0.26,-0.21,0.07,119,243)'/>
    24. <path id='LF4b' class='LF' d='m 291,260 c -8,7 -20,4 -30,15 -10,11 -31,45 -1,40 30,-5 32,-43 31,-55 z'/>
    25. <use xlink:href='#LF4' transform='matrix(2.2,-0.4,0.1,1.9,-24,256)'/>
    26. <use xlink:href='#LF4' transform='matrix(2.2,-0.4,0.1,1.9,44,248)'/>
    27. <use xlink:href='#LF4' transform='matrix(2.9,-1.2,0.5,2.5,63,257)'/>
    28. <use xlink:href='#LF4' transform='matrix(3.2,0,-0.3,2.8,-95,214)'/>
    29. <use xlink:href='#LF4' transform='matrix(3.2,-0.2,-0.6,2.8,-19,218)'/>
    30. <use xlink:href='#LF4' transform='matrix(3.2,-0.7,-0.3,2.9,34,231)'/>
    31. <use xlink:href='#LF4' transform='matrix(3.3,0,-0.2,2.4,-173,253)'/>
    32. <use xlink:href='#LF4' transform='matrix(3.4,0,-0.2,2.5,-118,247)'/>
    33. <use xlink:href='#LF4' transform='matrix(3.3,-0.11,-0.9,2.67,-30,241)'/>
    34. <use xlink:href='#LF4' transform='matrix(3.3,-0.1,-1.1,2.3,33,246)'/>
    35. <use xlink:href='#LF4' transform='matrix(3.3,-0.4,-1,2.6,86,239)'/>
    36. </g><use xlink:href='#LFR' transform='scale(-1,1)'/>

    And here is the SVG source code for all work up till today. Total 394 lines of svg in 24.6KB

    九品莲花为父母

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    過十小劫已 乃得成佛道


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