- Timestamp:
- Oct 18, 2015, 8:17:23 PM (11 years ago)
- File:
-
- 1 edited
Legend:
- Unmodified
- Added
- Removed
-
branches/eam_branches/ipp-20150625/Ohana/src/libkapa/rotfont/symbol18.h
r5854 r38885 743 743 0x00}; 744 744 static RotFont symbol18font[] = { 745 { 5, 1,1, symbol18_0_bits},746 { 5, 1,1, symbol18_1_bits},747 { 5, 1,1, symbol18_2_bits},748 { 5, 1,1, symbol18_3_bits},749 { 5, 1,1, symbol18_4_bits},750 { 5, 1,1, symbol18_5_bits},751 { 5, 1,1, symbol18_6_bits},752 { 5, 1,1, symbol18_7_bits},753 { 5, 1,1, symbol18_8_bits},754 { 5, 1,1, symbol18_9_bits},755 { 5, 1,1, symbol18_10_bits},756 { 5, 1,1, symbol18_11_bits},757 { 5, 1,1, symbol18_12_bits},758 { 5, 1,1, symbol18_13_bits},759 { 5, 1,1, symbol18_14_bits},760 { 5, 1,1, symbol18_15_bits},761 { 5, 1,1, symbol18_16_bits},762 { 5, 1,1, symbol18_17_bits},763 { 5, 1,1, symbol18_18_bits},764 { 5, 1,1, symbol18_19_bits},765 { 5, 1,1, symbol18_20_bits},766 { 5, 1,1, symbol18_21_bits},767 { 5, 1,1, symbol18_22_bits},768 { 5, 1,1, symbol18_23_bits},769 { 5, 1,1, symbol18_24_bits},770 { 5, 1,1, symbol18_25_bits},771 { 5, 1,1, symbol18_26_bits},772 { 5, 1,1, symbol18_27_bits},773 { 5, 1,1, symbol18_28_bits},774 { 5, 1,1, symbol18_29_bits},775 { 5, 1,1, symbol18_30_bits},776 { 5, 1,1, symbol18_31_bits},777 { 1, 1,1, symbol18_32_bits},778 { 2, 13,13, symbol18_33_bits},779 { 13, 13,13, symbol18_34_bits},780 { 10, 13,13, symbol18_35_bits},781 { 8, 13,13, symbol18_36_bits},782 { 13, 13,13, symbol18_37_bits},783 { 12, 13,13, symbol18_38_bits},784 { 6, 9,9, symbol18_39_bits},785 { 4, 17,13, symbol18_40_bits},786 { 4, 17,13, symbol18_41_bits},787 { 7, 7,10, symbol18_42_bits},788 { 8, 8,9, symbol18_43_bits},789 { 3, 5,2, symbol18_44_bits},790 { 7, 2,6, symbol18_45_bits},791 { 2, 2,2, symbol18_46_bits},792 { 5, 13,13, symbol18_47_bits},793 { 8, 13,13, symbol18_48_bits},794 { 6, 13,13, symbol18_49_bits},795 { 7, 13,13, symbol18_50_bits},796 { 7, 13,13, symbol18_51_bits},797 { 8, 13,13, symbol18_52_bits},798 { 7, 13,13, symbol18_53_bits},799 { 8, 13,13, symbol18_54_bits},800 { 8, 13,13, symbol18_55_bits},801 { 8, 13,13, symbol18_56_bits},802 { 8, 13,13, symbol18_57_bits},803 { 2, 9,9, symbol18_58_bits},804 { 3, 12,9, symbol18_59_bits},805 { 9, 9,9, symbol18_60_bits},806 { 8, 6,8, symbol18_61_bits},807 { 9, 9,9, symbol18_62_bits},808 { 6, 13,13, symbol18_63_bits},809 { 8, 9,9, symbol18_64_bits},810 { 12, 13,13, symbol18_65_bits},811 { 9, 13,13, symbol18_66_bits},812 { 12, 13,13, symbol18_67_bits},813 { 11, 13,13, symbol18_68_bits},814 { 9, 13,13, symbol18_69_bits},815 { 12, 13,13, symbol18_70_bits},816 { 10, 13,13, symbol18_71_bits},817 { 11, 13,13, symbol18_72_bits},818 { 4, 13,13, symbol18_73_bits},819 { 11, 13,13, symbol18_74_bits},820 { 11, 13,13, symbol18_75_bits},821 { 12, 13,13, symbol18_76_bits},822 { 14, 13,13, symbol18_77_bits},823 { 11, 13,13, symbol18_78_bits},824 { 11, 13,13, symbol18_79_bits},825 { 11, 13,13, symbol18_80_bits},826 { 11, 13,13, symbol18_81_bits},827 { 8, 13,13, symbol18_82_bits},828 { 10, 13,13, symbol18_83_bits},829 { 10, 13,13, symbol18_84_bits},830 { 12, 13,13, symbol18_85_bits},831 { 6, 13,9, symbol18_86_bits},832 { 13, 13,13, symbol18_87_bits},833 { 10, 13,13, symbol18_88_bits},834 { 14, 13,13, symbol18_89_bits},835 { 9, 13,13, symbol18_90_bits},836 { 4, 17,13, symbol18_91_bits},837 { 10, 9,9, symbol18_92_bits},838 { 4, 17,13, symbol18_93_bits},839 { 10, 13,13, symbol18_94_bits},840 { 9, 2,-2, symbol18_95_bits},841 { 10, 1,17, symbol18_96_bits},842 { 11, 9,9, symbol18_97_bits},843 { 8, 18,14, symbol18_98_bits},844 { 10, 13,9, symbol18_99_bits},845 { 7, 14,14, symbol18_100_bits},846 { 6, 9,9, symbol18_101_bits},847 { 9, 16,12, symbol18_102_bits},848 { 8, 13,9, symbol18_103_bits},849 { 9, 13,9, symbol18_104_bits},850 { 5, 9,9, symbol18_105_bits},851 { 9, 13,9, symbol18_106_bits},852 { 9, 9,9, symbol18_107_bits},853 { 10, 14,14, symbol18_108_bits},854 { 9, 13,9, symbol18_109_bits},855 { 8, 9,9, symbol18_110_bits},856 { 8, 9,9, symbol18_111_bits},857 { 9, 9,9, symbol18_112_bits},858 { 8, 13,13, symbol18_113_bits},859 { 8, 13,9, symbol18_114_bits},860 { 10, 9,9, symbol18_115_bits},861 { 7, 9,9, symbol18_116_bits},862 { 9, 9,9, symbol18_117_bits},863 { 11, 11,11, symbol18_118_bits},864 { 10, 9,9, symbol18_119_bits},865 { 7, 19,15, symbol18_120_bits},866 { 13, 13,9, symbol18_121_bits},867 { 7, 19,15, symbol18_122_bits},868 { 7, 17,13, symbol18_123_bits},869 { 2, 17,13, symbol18_124_bits},870 { 7, 17,13, symbol18_125_bits},871 { 8, 3,7, symbol18_126_bits},872 { 5, 1,1, symbol18_127_bits},873 { 5, 1,1, symbol18_128_bits},874 { 5, 1,1, symbol18_129_bits},875 { 5, 1,1, symbol18_130_bits},876 { 5, 1,1, symbol18_131_bits},877 { 5, 1,1, symbol18_132_bits},878 { 5, 1,1, symbol18_133_bits},879 { 5, 1,1, symbol18_134_bits},880 { 5, 1,1, symbol18_135_bits},881 { 5, 1,1, symbol18_136_bits},882 { 5, 1,1, symbol18_137_bits},883 { 5, 1,1, symbol18_138_bits},884 { 5, 1,1, symbol18_139_bits},885 { 5, 1,1, symbol18_140_bits},886 { 5, 1,1, symbol18_141_bits},887 { 5, 1,1, symbol18_142_bits},888 { 5, 1,1, symbol18_143_bits},889 { 5, 1,1, symbol18_144_bits},890 { 5, 1,1, symbol18_145_bits},891 { 5, 1,1, symbol18_146_bits},892 { 5, 1,1, symbol18_147_bits},893 { 5, 1,1, symbol18_148_bits},894 { 5, 1,1, symbol18_149_bits},895 { 5, 1,1, symbol18_150_bits},896 { 5, 1,1, symbol18_151_bits},897 { 5, 1,1, symbol18_152_bits},898 { 5, 1,1, symbol18_153_bits},899 { 5, 1,1, symbol18_154_bits},900 { 5, 1,1, symbol18_155_bits},901 { 5, 1,1, symbol18_156_bits},902 { 5, 1,1, symbol18_157_bits},903 { 5, 1,1, symbol18_158_bits},904 { 5, 1,1, symbol18_159_bits},905 { 5, 1,1, symbol18_160_bits},906 { 11, 13,13, symbol18_161_bits},907 { 4, 5,14, symbol18_162_bits},908 { 9, 12,12, symbol18_163_bits},909 { 8, 13,13, symbol18_164_bits},910 { 12, 5,8, symbol18_165_bits},911 { 9, 17,13, symbol18_166_bits},912 { 10, 9,9, symbol18_167_bits},913 { 9, 9,9, symbol18_168_bits},914 { 9, 9,9, symbol18_169_bits},915 { 10, 9,9, symbol18_170_bits},916 { 17, 8,9, symbol18_171_bits},917 { 18, 8,9, symbol18_172_bits},918 { 8, 25,18, symbol18_173_bits},919 { 18, 8,9, symbol18_174_bits},920 { 8, 22,18, symbol18_175_bits},921 { 5, 6,13, symbol18_176_bits},922 { 8, 11,11, symbol18_177_bits},923 { 8, 5,14, symbol18_178_bits},924 { 9, 12,12, symbol18_179_bits},925 { 10, 9,9, symbol18_180_bits},926 { 11, 5,8, symbol18_181_bits},927 { 7, 14,14, symbol18_182_bits},928 { 5, 6,8, symbol18_183_bits},929 { 8, 8,9, symbol18_184_bits},930 { 8, 9,9, symbol18_185_bits},931 { 8, 8,9, symbol18_186_bits},932 { 8, 7,9, symbol18_187_bits},933 { 14, 2,2, symbol18_188_bits},934 { 2, 25,18, symbol18_189_bits},935 { 19, 2,6, symbol18_190_bits},936 { 9, 12,12, symbol18_191_bits},937 { 11, 13,13, symbol18_192_bits},938 { 10, 15,14, symbol18_193_bits},939 { 13, 14,14, symbol18_194_bits},940 { 12, 15,11, symbol18_195_bits},941 { 12, 13,13, symbol18_196_bits},942 { 12, 13,13, symbol18_197_bits},943 { 12, 13,13, symbol18_198_bits},944 { 12, 9,9, symbol18_199_bits},945 { 12, 9,9, symbol18_200_bits},946 { 12, 9,9, symbol18_201_bits},947 { 12, 12,9, symbol18_202_bits},948 { 12, 13,11, symbol18_203_bits},949 { 12, 9,9, symbol18_204_bits},950 { 12, 12,9, symbol18_205_bits},951 { 9, 9,9, symbol18_206_bits},952 { 10, 11,10, symbol18_207_bits},953 { 13, 13,13, symbol18_208_bits},954 { 12, 13,13, symbol18_209_bits},955 { 13, 13,13, symbol18_210_bits},956 { 13, 13,13, symbol18_211_bits},957 { 14, 8,13, symbol18_212_bits},958 { 14, 16,14, symbol18_213_bits},959 { 10, 17,17, symbol18_214_bits},960 { 2, 2,6, symbol18_215_bits},961 { 11, 6,6, symbol18_216_bits},962 { 10, 9,9, symbol18_217_bits},963 { 10, 9,9, symbol18_218_bits},964 { 18, 9,9, symbol18_219_bits},965 { 16, 9,9, symbol18_220_bits},966 { 9, 17,17, symbol18_221_bits},967 { 16, 9,9, symbol18_222_bits},968 { 9, 17,17, symbol18_223_bits},969 { 9, 14,14, symbol18_224_bits},970 { 5, 17,14, symbol18_225_bits},971 { 13, 13,13, symbol18_226_bits},972 { 13, 13,13, symbol18_227_bits},973 { 13, 8,13, symbol18_228_bits},974 { 12, 16,14, symbol18_229_bits},975 { 6, 25,18, symbol18_230_bits},976 { 2, 25,18, symbol18_231_bits},977 { 6, 25,18, symbol18_232_bits},978 { 5, 25,18, symbol18_233_bits},979 { 2, 25,18, symbol18_234_bits},980 { 5, 22,18, symbol18_235_bits},981 { 5, 25,18, symbol18_236_bits},982 { 5, 25,18, symbol18_237_bits},983 { 5, 22,18, symbol18_238_bits},984 { 2, 25,18, symbol18_239_bits},985 { 5, 1,1, symbol18_240_bits},986 { 5, 17,14, symbol18_241_bits},987 { 6, 22,18, symbol18_242_bits},988 { 7, 25,18, symbol18_243_bits},989 { 2, 25,18, symbol18_244_bits},990 { 7, 22,18, symbol18_245_bits},991 { 6, 25,18, symbol18_246_bits},992 { 2, 25,18, symbol18_247_bits},993 { 6, 25,18, symbol18_248_bits},994 { 5, 25,18, symbol18_249_bits},995 { 2, 25,18, symbol18_250_bits},996 { 5, 22,18, symbol18_251_bits},997 { 5, 25,18, symbol18_252_bits},998 { 5, 25,18, symbol18_253_bits},999 { 5, 22,18, symbol18_254_bits},1000 { 5, 1,1, symbol18_255_bits}};745 { 5, 1, 0.00, 1, symbol18_0_bits}, 746 { 5, 1, 0.00, 1, symbol18_1_bits}, 747 { 5, 1, 0.00, 1, symbol18_2_bits}, 748 { 5, 1, 0.00, 1, symbol18_3_bits}, 749 { 5, 1, 0.00, 1, symbol18_4_bits}, 750 { 5, 1, 0.00, 1, symbol18_5_bits}, 751 { 5, 1, 0.00, 1, symbol18_6_bits}, 752 { 5, 1, 0.00, 1, symbol18_7_bits}, 753 { 5, 1, 0.00, 1, symbol18_8_bits}, 754 { 5, 1, 0.00, 1, symbol18_9_bits}, 755 { 5, 1, 0.00, 1, symbol18_10_bits}, 756 { 5, 1, 0.00, 1, symbol18_11_bits}, 757 { 5, 1, 0.00, 1, symbol18_12_bits}, 758 { 5, 1, 0.00, 1, symbol18_13_bits}, 759 { 5, 1, 0.00, 1, symbol18_14_bits}, 760 { 5, 1, 0.00, 1, symbol18_15_bits}, 761 { 5, 1, 0.00, 1, symbol18_16_bits}, 762 { 5, 1, 0.00, 1, symbol18_17_bits}, 763 { 5, 1, 0.00, 1, symbol18_18_bits}, 764 { 5, 1, 0.00, 1, symbol18_19_bits}, 765 { 5, 1, 0.00, 1, symbol18_20_bits}, 766 { 5, 1, 0.00, 1, symbol18_21_bits}, 767 { 5, 1, 0.00, 1, symbol18_22_bits}, 768 { 5, 1, 0.00, 1, symbol18_23_bits}, 769 { 5, 1, 0.00, 1, symbol18_24_bits}, 770 { 5, 1, 0.00, 1, symbol18_25_bits}, 771 { 5, 1, 0.00, 1, symbol18_26_bits}, 772 { 5, 1, 0.00, 1, symbol18_27_bits}, 773 { 5, 1, 0.00, 1, symbol18_28_bits}, 774 { 5, 1, 0.00, 1, symbol18_29_bits}, 775 { 5, 1, 0.00, 1, symbol18_30_bits}, 776 { 5, 1, 0.00, 1, symbol18_31_bits}, 777 { 1, 1, 0.00, 1, symbol18_32_bits}, 778 { 2, 13, 5.99, 13, symbol18_33_bits}, 779 { 13, 13, 12.83, 13, symbol18_34_bits}, 780 { 10, 13, 9.00, 13, symbol18_35_bits}, 781 { 8, 13, 9.88, 13, symbol18_36_bits}, 782 { 13, 13, 14.99, 13, symbol18_37_bits}, 783 { 12, 13, 14.00, 13, symbol18_38_bits}, 784 { 6, 9, 7.90, 9, symbol18_39_bits}, 785 { 4, 17, 5.99, 13, symbol18_40_bits}, 786 { 4, 17, 5.99, 13, symbol18_41_bits}, 787 { 7, 7, 9.00, 10, symbol18_42_bits}, 788 { 8, 8, 9.88, 9, symbol18_43_bits}, 789 { 3, 5, 4.50, 2, symbol18_44_bits}, 790 { 7, 2, 9.88, 6, symbol18_45_bits}, 791 { 2, 2, 4.50, 2, symbol18_46_bits}, 792 { 5, 13, 5.00, 13, symbol18_47_bits}, 793 { 8, 13, 9.00, 13, symbol18_48_bits}, 794 { 6, 13, 9.00, 13, symbol18_49_bits}, 795 { 7, 13, 9.00, 13, symbol18_50_bits}, 796 { 7, 13, 9.00, 13, symbol18_51_bits}, 797 { 8, 13, 9.00, 13, symbol18_52_bits}, 798 { 7, 13, 9.00, 13, symbol18_53_bits}, 799 { 8, 13, 9.00, 13, symbol18_54_bits}, 800 { 8, 13, 9.00, 13, symbol18_55_bits}, 801 { 8, 13, 9.00, 13, symbol18_56_bits}, 802 { 8, 13, 9.00, 13, symbol18_57_bits}, 803 { 2, 9, 5.00, 9, symbol18_58_bits}, 804 { 3, 12, 5.00, 9, symbol18_59_bits}, 805 { 9, 9, 9.88, 9, symbol18_60_bits}, 806 { 8, 6, 9.88, 8, symbol18_61_bits}, 807 { 9, 9, 9.88, 9, symbol18_62_bits}, 808 { 6, 13, 7.99, 13, symbol18_63_bits}, 809 { 8, 9, 9.88, 9, symbol18_64_bits}, 810 { 12, 13, 12.99, 13, symbol18_65_bits}, 811 { 9, 13, 12.00, 13, symbol18_66_bits}, 812 { 12, 13, 12.99, 13, symbol18_67_bits}, 813 { 11, 13, 11.02, 13, symbol18_68_bits}, 814 { 9, 13, 11.00, 13, symbol18_69_bits}, 815 { 12, 13, 13.73, 13, symbol18_70_bits}, 816 { 10, 13, 10.85, 13, symbol18_71_bits}, 817 { 11, 13, 12.99, 13, symbol18_72_bits}, 818 { 4, 13, 5.99, 13, symbol18_73_bits}, 819 { 11, 13, 11.36, 13, symbol18_74_bits}, 820 { 11, 13, 12.99, 13, symbol18_75_bits}, 821 { 12, 13, 12.35, 13, symbol18_76_bits}, 822 { 14, 13, 16.00, 13, symbol18_77_bits}, 823 { 11, 13, 12.99, 13, symbol18_78_bits}, 824 { 11, 13, 12.99, 13, symbol18_79_bits}, 825 { 11, 13, 13.82, 13, symbol18_80_bits}, 826 { 11, 13, 13.34, 13, symbol18_81_bits}, 827 { 8, 13, 10.01, 13, symbol18_82_bits}, 828 { 10, 13, 10.65, 13, symbol18_83_bits}, 829 { 10, 13, 11.00, 13, symbol18_84_bits}, 830 { 12, 13, 12.42, 13, symbol18_85_bits}, 831 { 6, 13, 7.90, 9, symbol18_86_bits}, 832 { 13, 13, 13.82, 13, symbol18_87_bits}, 833 { 10, 13, 11.61, 13, symbol18_88_bits}, 834 { 14, 13, 14.31, 13, symbol18_89_bits}, 835 { 9, 13, 11.00, 13, symbol18_90_bits}, 836 { 4, 17, 5.99, 13, symbol18_91_bits}, 837 { 10, 9, 15.53, 9, symbol18_92_bits}, 838 { 4, 17, 5.99, 13, symbol18_93_bits}, 839 { 10, 13, 11.84, 13, symbol18_94_bits}, 840 { 9, 2, 9.00, -2, symbol18_95_bits}, 841 { 10, 1, 9.00, 17, symbol18_96_bits}, 842 { 11, 9, 11.36, 9, symbol18_97_bits}, 843 { 8, 18, 9.88, 14, symbol18_98_bits}, 844 { 10, 13, 9.88, 9, symbol18_99_bits}, 845 { 7, 14, 8.89, 14, symbol18_100_bits}, 846 { 6, 9, 7.90, 9, symbol18_101_bits}, 847 { 9, 16, 9.38, 12, symbol18_102_bits}, 848 { 8, 13, 7.39, 9, symbol18_103_bits}, 849 { 9, 13, 10.85, 9, symbol18_104_bits}, 850 { 5, 9, 5.92, 9, symbol18_105_bits}, 851 { 9, 13, 10.85, 9, symbol18_106_bits}, 852 { 9, 9, 9.88, 9, symbol18_107_bits}, 853 { 10, 14, 9.88, 14, symbol18_108_bits}, 854 { 9, 13, 10.37, 9, symbol18_109_bits}, 855 { 8, 9, 9.38, 9, symbol18_110_bits}, 856 { 8, 9, 9.88, 9, symbol18_111_bits}, 857 { 9, 9, 9.88, 9, symbol18_112_bits}, 858 { 8, 13, 9.38, 13, symbol18_113_bits}, 859 { 8, 13, 9.88, 9, symbol18_114_bits}, 860 { 10, 9, 10.85, 9, symbol18_115_bits}, 861 { 7, 9, 7.90, 9, symbol18_116_bits}, 862 { 9, 9, 10.37, 9, symbol18_117_bits}, 863 { 11, 11, 12.83, 11, symbol18_118_bits}, 864 { 10, 9, 12.35, 9, symbol18_119_bits}, 865 { 7, 19, 8.87, 15, symbol18_120_bits}, 866 { 13, 13, 12.35, 9, symbol18_121_bits}, 867 { 7, 19, 8.89, 15, symbol18_122_bits}, 868 { 7, 17, 8.64, 13, symbol18_123_bits}, 869 { 2, 17, 3.60, 13, symbol18_124_bits}, 870 { 7, 17, 8.64, 13, symbol18_125_bits}, 871 { 8, 3, 9.88, 7, symbol18_126_bits}, 872 { 5, 1, 0.00, 1, symbol18_127_bits}, 873 { 5, 1, 0.00, 1, symbol18_128_bits}, 874 { 5, 1, 0.00, 1, symbol18_129_bits}, 875 { 5, 1, 0.00, 1, symbol18_130_bits}, 876 { 5, 1, 0.00, 1, symbol18_131_bits}, 877 { 5, 1, 0.00, 1, symbol18_132_bits}, 878 { 5, 1, 0.00, 1, symbol18_133_bits}, 879 { 5, 1, 0.00, 1, symbol18_134_bits}, 880 { 5, 1, 0.00, 1, symbol18_135_bits}, 881 { 5, 1, 0.00, 1, symbol18_136_bits}, 882 { 5, 1, 0.00, 1, symbol18_137_bits}, 883 { 5, 1, 0.00, 1, symbol18_138_bits}, 884 { 5, 1, 0.00, 1, symbol18_139_bits}, 885 { 5, 1, 0.00, 1, symbol18_140_bits}, 886 { 5, 1, 0.00, 1, symbol18_141_bits}, 887 { 5, 1, 0.00, 1, symbol18_142_bits}, 888 { 5, 1, 0.00, 1, symbol18_143_bits}, 889 { 5, 1, 0.00, 1, symbol18_144_bits}, 890 { 5, 1, 0.00, 1, symbol18_145_bits}, 891 { 5, 1, 0.00, 1, symbol18_146_bits}, 892 { 5, 1, 0.00, 1, symbol18_147_bits}, 893 { 5, 1, 0.00, 1, symbol18_148_bits}, 894 { 5, 1, 0.00, 1, symbol18_149_bits}, 895 { 5, 1, 0.00, 1, symbol18_150_bits}, 896 { 5, 1, 0.00, 1, symbol18_151_bits}, 897 { 5, 1, 0.00, 1, symbol18_152_bits}, 898 { 5, 1, 0.00, 1, symbol18_153_bits}, 899 { 5, 1, 0.00, 1, symbol18_154_bits}, 900 { 5, 1, 0.00, 1, symbol18_155_bits}, 901 { 5, 1, 0.00, 1, symbol18_156_bits}, 902 { 5, 1, 0.00, 1, symbol18_157_bits}, 903 { 5, 1, 0.00, 1, symbol18_158_bits}, 904 { 5, 1, 0.00, 1, symbol18_159_bits}, 905 { 5, 1, 0.00, 1, symbol18_160_bits}, 906 { 11, 13, 0.00, 13, symbol18_161_bits}, 907 { 4, 5, 0.00, 14, symbol18_162_bits}, 908 { 9, 12, 0.00, 12, symbol18_163_bits}, 909 { 8, 13, 0.00, 13, symbol18_164_bits}, 910 { 12, 5, 0.00, 8, symbol18_165_bits}, 911 { 9, 17, 0.00, 13, symbol18_166_bits}, 912 { 10, 9, 0.00, 9, symbol18_167_bits}, 913 { 9, 9, 0.00, 9, symbol18_168_bits}, 914 { 9, 9, 0.00, 9, symbol18_169_bits}, 915 { 10, 9, 0.00, 9, symbol18_170_bits}, 916 { 17, 8, 0.00, 9, symbol18_171_bits}, 917 { 18, 8, 0.00, 9, symbol18_172_bits}, 918 { 8, 25, 0.00, 18, symbol18_173_bits}, 919 { 18, 8, 0.00, 9, symbol18_174_bits}, 920 { 8, 22, 0.00, 18, symbol18_175_bits}, 921 { 5, 6, 0.00, 13, symbol18_176_bits}, 922 { 8, 11, 0.00, 11, symbol18_177_bits}, 923 { 8, 5, 0.00, 14, symbol18_178_bits}, 924 { 9, 12, 0.00, 12, symbol18_179_bits}, 925 { 10, 9, 0.00, 9, symbol18_180_bits}, 926 { 11, 5, 0.00, 8, symbol18_181_bits}, 927 { 7, 14, 0.00, 14, symbol18_182_bits}, 928 { 5, 6, 0.00, 8, symbol18_183_bits}, 929 { 8, 8, 0.00, 9, symbol18_184_bits}, 930 { 8, 9, 0.00, 9, symbol18_185_bits}, 931 { 8, 8, 0.00, 9, symbol18_186_bits}, 932 { 8, 7, 0.00, 9, symbol18_187_bits}, 933 { 14, 2, 0.00, 2, symbol18_188_bits}, 934 { 2, 25, 0.00, 18, symbol18_189_bits}, 935 { 19, 2, 0.00, 6, symbol18_190_bits}, 936 { 9, 12, 0.00, 12, symbol18_191_bits}, 937 { 11, 13, 0.00, 13, symbol18_192_bits}, 938 { 10, 15, 0.00, 14, symbol18_193_bits}, 939 { 13, 14, 0.00, 14, symbol18_194_bits}, 940 { 12, 15, 0.00, 11, symbol18_195_bits}, 941 { 12, 13, 0.00, 13, symbol18_196_bits}, 942 { 12, 13, 0.00, 13, symbol18_197_bits}, 943 { 12, 13, 0.00, 13, symbol18_198_bits}, 944 { 12, 9, 0.00, 9, symbol18_199_bits}, 945 { 12, 9, 0.00, 9, symbol18_200_bits}, 946 { 12, 9, 0.00, 9, symbol18_201_bits}, 947 { 12, 12, 0.00, 9, symbol18_202_bits}, 948 { 12, 13, 0.00, 11, symbol18_203_bits}, 949 { 12, 9, 0.00, 9, symbol18_204_bits}, 950 { 12, 12, 0.00, 9, symbol18_205_bits}, 951 { 9, 9, 0.00, 9, symbol18_206_bits}, 952 { 10, 11, 0.00, 10, symbol18_207_bits}, 953 { 13, 13, 0.00, 13, symbol18_208_bits}, 954 { 12, 13, 0.00, 13, symbol18_209_bits}, 955 { 13, 13, 0.00, 13, symbol18_210_bits}, 956 { 13, 13, 0.00, 13, symbol18_211_bits}, 957 { 14, 8, 0.00, 13, symbol18_212_bits}, 958 { 14, 16, 0.00, 14, symbol18_213_bits}, 959 { 10, 17, 0.00, 17, symbol18_214_bits}, 960 { 2, 2, 0.00, 6, symbol18_215_bits}, 961 { 11, 6, 0.00, 6, symbol18_216_bits}, 962 { 10, 9, 0.00, 9, symbol18_217_bits}, 963 { 10, 9, 0.00, 9, symbol18_218_bits}, 964 { 18, 9, 0.00, 9, symbol18_219_bits}, 965 { 16, 9, 0.00, 9, symbol18_220_bits}, 966 { 9, 17, 0.00, 17, symbol18_221_bits}, 967 { 16, 9, 0.00, 9, symbol18_222_bits}, 968 { 9, 17, 0.00, 17, symbol18_223_bits}, 969 { 9, 14, 0.00, 14, symbol18_224_bits}, 970 { 5, 17, 0.00, 14, symbol18_225_bits}, 971 { 13, 13, 0.00, 13, symbol18_226_bits}, 972 { 13, 13, 0.00, 13, symbol18_227_bits}, 973 { 13, 8, 0.00, 13, symbol18_228_bits}, 974 { 12, 16, 0.00, 14, symbol18_229_bits}, 975 { 6, 25, 0.00, 18, symbol18_230_bits}, 976 { 2, 25, 0.00, 18, symbol18_231_bits}, 977 { 6, 25, 0.00, 18, symbol18_232_bits}, 978 { 5, 25, 0.00, 18, symbol18_233_bits}, 979 { 2, 25, 0.00, 18, symbol18_234_bits}, 980 { 5, 22, 0.00, 18, symbol18_235_bits}, 981 { 5, 25, 0.00, 18, symbol18_236_bits}, 982 { 5, 25, 0.00, 18, symbol18_237_bits}, 983 { 5, 22, 0.00, 18, symbol18_238_bits}, 984 { 2, 25, 0.00, 18, symbol18_239_bits}, 985 { 5, 1, 0.00, 1, symbol18_240_bits}, 986 { 5, 17, 0.00, 14, symbol18_241_bits}, 987 { 6, 22, 0.00, 18, symbol18_242_bits}, 988 { 7, 25, 0.00, 18, symbol18_243_bits}, 989 { 2, 25, 0.00, 18, symbol18_244_bits}, 990 { 7, 22, 0.00, 18, symbol18_245_bits}, 991 { 6, 25, 0.00, 18, symbol18_246_bits}, 992 { 2, 25, 0.00, 18, symbol18_247_bits}, 993 { 6, 25, 0.00, 18, symbol18_248_bits}, 994 { 5, 25, 0.00, 18, symbol18_249_bits}, 995 { 2, 25, 0.00, 18, symbol18_250_bits}, 996 { 5, 22, 0.00, 18, symbol18_251_bits}, 997 { 5, 25, 0.00, 18, symbol18_252_bits}, 998 { 5, 25, 0.00, 18, symbol18_253_bits}, 999 { 5, 22, 0.00, 18, symbol18_254_bits}, 1000 { 5, 1, 0.00, 1, symbol18_255_bits}};
Note:
See TracChangeset
for help on using the changeset viewer.
