clauses b_(1894,1897,4096,0,15597589,257,""). b_(1894,1903,4096,2048,15597589,257,""). b_(1904,1895,4096,0,15597581,257,""). b_(1902,1896,4096,0,15597581,257,""). b_(1897,1905,4096,2048,15597589,257,""). b_(1898,1899,4096,0,15597571,257,""). b_(1900,1901,4096,0,15597571,257,""). b_(1899,1901,4096,2048,15597571,257,""). b_(1903,1905,4096,0,15597589,257,""). b_(1896,1895,4096,2048,15597581,257,""). b_(1900,1898,4096,2048,15597571,257,""). b_(352,1900,4097,0,15597572,257,""). b_(352,1905,4097,0,15597572,257,""). b_(352,1896,4097,0,15597572,257,""). b_(352,1894,4097,0,15597572,257,""). b_(352,1899,4097,0,15597572,257,""). b_(352,1904,4097,0,15597572,257,""). b_(352,1901,4097,0,15597572,257,""). b_(352,1895,4097,0,15597572,257,""). b_(352,1897,4097,0,15597572,257,""). b_(352,1903,4097,0,15597572,257,""). b_(352,1898,4097,0,15597572,257,""). b_(352,1902,4097,0,15597572,257,""). b_(1902,1898,4096,0,15597568,257,""). b_(1905,1901,4096,1,15597568,257,""). b_(1904,1901,0,1,15597568,257,""). b_(1895,1894,4096,0,15597568,257,""). b_(1896,1897,4096,0,15597568,257,""). b_(1897,1900,4096,0,15597568,257,""). b_(1897,1895,4096,0,15597568,257,""). b_(1901,1897,4096,1,15597568,257,""). b_(1901,1895,0,1,15597568,257,""). b_(1895,1899,4096,0,15597568,257,""). b_(1903,1899,4096,0,15597568,257,""). b_(1898,1903,4096,0,15597568,257,""). b_(1903,1902,0,1,15597568,257,""). b_(1896,1898,4096,0,15597568,257,""). b_(1900,1902,4096,0,15597568,257,""). b_(1902,1905,4096,1,15597568,257,""). b_(1898,1894,4096,0,15597568,257,""). b_(1903,1904,4096,1,15597568,257,""). b_(1896,1894,4096,0,15597568,257,""). b_(1896,1900,4096,0,15597568,257,""). b_(1899,1894,4096,0,15597568,257,""). b_(1899,1904,0,1,15597568,257,""). b_(1904,1905,0,1,15597568,257,""). b_(1900,1905,4096,1,15597568,257,""). b_(1914,1913,0,0,15597597,257,""). b_(1914,1916,0,0,15597597,257,""). b_(1916,1913,0,0,15597597,257,""). b_(1918,1914,0,0,15597597,257,""). b_(1917,1916,0,0,15597597,257,""). b_(1920,1913,0,0,15597581,257,""). b_(1923,1916,0,0,15597597,257,""). b_(1913,1925,0,0,15597597,257,""). b_(1929,1914,0,0,15597597,257,""). b_(1918,1929,0,0,15597597,257,""). b_(1929,1920,0,0,15597597,257,""). b_(1920,1925,0,0,15597597,257,""). b_(1925,1917,0,0,15597597,257,""). b_(1917,1923,0,0,15597597,257,""). b_(1923,1918,0,0,15597597,257,""). b_(1913,1920,0,0,15597597,257,""). b_(1932,1917,0,0,15597597,257,""). b_(1932,1925,0,0,15597597,257,""). b_(1934,1929,0,0,15597597,257,""). b_(1932,1934,0,0,15597597,257,""). b_(1932,1935,0,0,15597597,257,""). b_(1935,1934,0,0,15597597,257,""). b_(1918,1935,0,0,15597597,257,""). b_(1935,1923,0,0,15597597,257,""). b_(1929,1934,0,0,15597597,257,""). b_(1934,1920,0,0,15597597,257,""). b_(1902,1904,4096,2048,15597581,257,""). b_(1918,1934,4096,2048,15597593,257,""). b_(1923,1914,4096,2048,15597593,257,""). b_(1929,1913,4096,2048,15597593,257,""). b_(1932,1920,4096,2048,15597593,257,""). b_(1916,1925,4096,2048,15597593,257,""). b_(1935,1917,4096,2048,15597593,257,""). j_(352,"*",0,0,0,28,0,187,5,8449,0,0,""). j_(1898,"V06",-44,62,750,24,0,170,5,8193,587221271,0,""). j_(1903,"V11",-13,-818,988,24,0,170,5,8193,0,0,""). j_(1902,"V04",2,367,1251,24,0,170,5,8193,1023435543,0,""). j_(1900,"V02",14,1166,263,24,0,170,5,8193,1059677248,0,""). j_(1896,"V01",-31,871,-238,24,0,170,5,8193,1243901755,0,""). j_(1905,"V08",45,321,501,24,0,170,5,8193,0,0,""). j_(1901,"V07",44,-62,-750,24,0,170,5,8193,0,0,""). j_(1895,"V09",-2,-367,-1251,24,0,170,5,8193,136982080,0,""). j_(1904,"V12",31,-871,238,24,0,170,5,8193,0,0,""). j_(1894,"V05",-45,-321,-501,24,0,170,5,8193,0,0,""). j_(1899,"V10",-14,-1166,-263,24,0,170,5,8193,4138325,0,""). j_(1920,"N06",0,1631,687,9,0,170,5,8193,0,0,""). j_(1929,"N09",7,408,1846,9,0,170,5,8193,0,0,""). j_(1935,"N12",30,-947,1359,9,0,170,5,8193,0,0,""). j_(1923,"N07",-4,-1556,-377,9,0,170,5,8193,0,0,""). j_(1913,"N01",-32,898,-1300,9,0,170,5,8193,1077896789,0,""). j_(1917,"N04",-6,-342,-1859,9,0,170,5,8193,0,0,""). j_(1932,"N10",55,-781,-557,9,0,170,5,8193,0,0,""). j_(1897,"V03",13,818,-988,24,0,170,5,8193,405355839,0,""). j_(1916,"N03",-59,-532,-474,9,0,170,5,8193,0,0,""). j_(1925,"N08",50,1039,-738,9,0,170,15,8193,0,0,""). j_(1934,"N11",64,707,568,9,0,170,5,8193,0,0,""). j_(1918,"N05",-52,-892,994,9,0,170,5,8193,0,0,""). j_(1914,"N02",-61,1061,886,9,0,170,5,8193,0,0,""). j_(1936,"Level 0: What You See (click here)",0,-901,549,0,0,170,25,8193,17049412,0,"This file should open for you at Level 0, with the center of the workspace centered on your screen. From here you are viewing the space from inside looking through it and out. The closest figure to you is the center (light green octagon), with red central vectors extending to the vertices of a \"cuboctahedron,\" which is an \"Archimedean solid.\" Its edges, or chords, are black. Past that are several light blue lines, three of which are attached to each end of an orange double line. These lines represent the \"tensegrity\" that is part of this figure. If you want to see this figure entire from \"outside,\" go to Level -25011-250. From here you can return to Level 0110. You can \"rotate\" these images from any level (View > Rotate, set center at 0,0,0)."). j_(1938,"About These Figures",0,1352,-431,0,0,170,25,8193,134559546,0,"This Axon file contains a central figure (light green octagon) with concentric cuboctahedron and tensegrity visualization. Details of this can be found in Chapter 8 of my 2003 dissertation: Spatial Metaphors for Information: Implications for Polycentric System Design ( access page49http://www.commoncoordinates.com/PCSchroeder/). A summary of the features of this space is included in Anthony Judge's proposal for a Polyhedral Pattern Language ( access page49http://www.laetusinpraesens.org/docs00s/stella.php). This version does not include the icosahedral \"context sphere\" as included in previous versions. This is being revised to conform with Axon's view rotation requirements. With questions or comments, please contact Paul Schroeder49http://www.commoncoordinates.com/PCSchroeder/. Thank you."). p_(62,-2). p_(228,1). p_(97,60). p_(217,4). p_(204,4). p_(216,754). p_(211,1). p_(366,0). p_(311,170). p_(316,-1). p_(362,1). p_(312,8). p_(1,15). p_(67,2). p_(364,1). p_(374,2105352). p_(225,140). p_(5,15). p_(350,20810). p_(80,2). p_(342,80). p_(310,27). p_(474,-8). p_(21,40). p_(472,1). p_(473,1). p_(451,-1). p_(341,27). p_(369,-251). p_(51,64). p_(50,-61). p_(476,19). q_(41,"2290 230 240 260 170 180 220 210 250 2280 190 200 2080 510 660 580 600 590 610 630 620 650 2240 2120 2110 1190 100 1890 140 1460 1450 1120 1430 890 1310 860 900 1320 810 1300 800 820 830 850 840 770 1220 1210 760 1230 750 740 790 960 1880 780 970 1900 1700 980 730 1910 1240 1870 1850 380 690 1250 700 1030 1040 1200 1000 1010 1860 720 1520 1050 340 1020 1090 1100 1690 1540 1110 870 1470 1530 1130 1550 680 1150 1180 1930 880 1060 1160 570 1290 1480 1810 1140 1070 120 1740 1560 1080 1760 1600 1490 1500 1780 1640 1590 940 1170 1610 1650 1570 1940 1670 1630 1950 1660 1960 1800 2160 440 410 1970 350 390 400 2060 2020 2140 2150 2130 1840 2090 910 2230 1920"). q_(23,"thiscorner4enl.gif"). q_(1016,""). q_(42,"3520 18940 18950 18960 18970 18980 18990 19000 19010 19020 19030 19040 19050 19130 19140 19160 19170 19180 19200 19230 19250 19290 19320 19340 19350 19360 19380").