線分と円弧による文字切り出し

線分と円弧による文字切り出し

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10192_comma_n_e.bmp 10201_comma_n_e.bmp 10241_comma_n_e.bmp 10292_comma_n_e.bmp 10582_comma_n_e.bmp 10691_comma_n_e.bmp 11162_comma_n_e.bmp 11202_comma_n_e.bmp 12291_comma_n_e.bmp 12441_comma_n_e.bmp 13572_comma_n_e.bmp 14271_comma_n_e.bmp 14371_comma_n_e.bmp 14551_comma_n_e.bmp 14772_comma_n_e.bmp 15002_comma_n_e.bmp 15111_comma_n_e.bmp 15141_comma_n_e.bmp 15151_equal_n_e.bmp 15161_alpha_i_e.bmp 15211_alpha_i_e.bmp 15222_comma_n_e.bmp 15232_comma_n_e.bmp 15242_comma_n_e.bmp 15252_comma_n_e.bmp 15262_alpha_i_e.bmp 15271_minus_n_e.bmp 15302_alpha_i_e.bmp 15322_alpha_i_e.bmp 15342_alpha_i_e.bmp 15351_tilde_n_e.bmp 15352_equal_n_e.bmp 15361_sigma_i_e.bmp 15362_equal_n_e.bmp 15372_comma_n_e.bmp 15381_prime_n_e.bmp 15392_alpha_i_e.bmp 15461_comma_n_e.bmp 15472_comma_n_e.bmp 15491_comma_n_e.bmp 1552_comma_n_e.bmp 15551_minus_n_e.bmp 15582_alpha_i_e.bmp 15601_prime_n_e.bmp 15612_comma_n_e.bmp 1562_comma_n_e.bmp 15651_colon_n_e.bmp 15661_comma_n_e.bmp 15662_omega_i_e.bmp 15671_equal_n_e.bmp 15691_tilde_n_e.bmp 15692_alpha_i_e.bmp 15702_tilde_n_e.bmp 1572_comma_n_e.bmp 15741_comma_n_e.bmp 15761_comma_n_e.bmp 15801_alpha_i_e.bmp 15802_prime_n_e.bmp 15822_comma_n_e.bmp 1582_comma_n_e.bmp 15882_comma_n_e.bmp 1592_comma_n_e.bmp 15932_alpha_i_e.bmp 15941_alpha_i_e.bmp 15942_colon_n_e.bmp 15961_minus_n_e.bmp 15992_equal_n_e.bmp 16021_tilde_n_e.bmp 1602_comma_n_e.bmp 16042_alpha_i_e.bmp 16061_alpha_i_e.bmp 16072_alpha_i_e.bmp 16082_wedge_n_e.bmp 16091_alpha_i_e.bmp 1612_comma_n_e.bmp 16132_alpha_i_e.bmp 16141_equal_n_e.bmp 1622_comma_n_e.bmp 16241_equal_n_e.bmp 16252_alpha_i_e.bmp 16281_comma_n_e.bmp 16291_tilde_n_e.bmp 16312_alpha_i_e.bmp 1632_comma_n_e.bmp 16381_minus_n_e.bmp 16411_omega_i_e.bmp 16421_comma_n_e.bmp 1642_comma_n_e.bmp 16431_comma_n_e.bmp 16442_comma_n_e.bmp 16462_tilde_n_e.bmp 16481_omega_i_e.bmp 16502_comma_n_e.bmp 16521_tilde_n_e.bmp 1652_comma_n_e.bmp 16542_alpha_i_e.bmp 16551_comma_n_e.bmp 16572_alpha_i_e.bmp 16581_alpha_i_e.bmp 16582_equal_n_e.bmp 16612_tilde_n_e.bmp 16621_comma_n_e.bmp 1662_comma_n_e.bmp 16631_equal_n_e.bmp 16642_alpha_i_e.bmp 16661_alpha_i_e.bmp 16662_equal_n_e.bmp 16672_alpha_i_e.bmp 16681_minus_n_e.bmp 16691_equal_n_e.bmp 16702_equal_n_e.bmp 16711_wedge_n_e.bmp 16721_minus_n_e.bmp 16732_comma_n_e.bmp 16762_tilde_n_e.bmp 16781_omega_i_e.bmp 16782_equal_n_e.bmp 16792_slash_n_e.bmp 16801_colon_n_e.bmp 16811_comma_n_e.bmp 16822_slash_n_e.bmp 16831_colon_n_e.bmp 16842_alpha_i_e.bmp 16851_alpha_i_e.bmp 16952_tilde_n_e.bmp 16961_minus_n_e.bmp 17002_equal_n_e.bmp 17032_comma_n_e.bmp 17061_infty_n_e.bmp 17072_alpha_i_e.bmp 17082_theta_i_e.bmp 17092_comma_n_e.bmp 17101_comma_n_e.bmp 17121_alpha_i_e.bmp 17122_minus_n_e.bmp 17161_alpha_i_e.bmp 17182_slash_n_e.bmp 17202_slash_n_e.bmp 1722_comma_n_e.bmp 17232_equal_n_e.bmp 17241_minus_n_e.bmp 17271_minus_n_e.bmp 17312_slash_n_e.bmp 17322_comma_n_e.bmp 17332_alpha_i_e.bmp 17362_alpha_i_e.bmp 17372_alpha_i_e.bmp 17551_Omega_b_e.bmp 17552_omega_i_e.bmp 17601_comma_n_e.bmp 17602_alpha_i_e.bmp 17641_comma_n_e.bmp 17681_alpha_i_e.bmp 17691_alpha_i_e.bmp 17701_alpha_i_e.bmp 17711_alpha_i_e.bmp 17721_alpha_i_e.bmp 17751_alpha_i_e.bmp 17761_omega_i_e.bmp 17811_alpha_i_e.bmp 17821_alpha_i_e.bmp 17851_comma_n_e.bmp 17852_theta_i_e.bmp 17861_tilde_n_e.bmp 17881_comma_n_e.bmp 17892_alpha_i_e.bmp 17901_alpha_i_e.bmp 17922_alpha_i_e.bmp 17932_infty_n_e.bmp 17942_comma_n_e.bmp 17951_comma_n_e.bmp 18001_alpha_i_e.bmp 18002_prime_n_e.bmp 18022_alpha_i_e.bmp 18031_alpha_i_e.bmp 18041_comma_n_e.bmp 18052_alpha_i_e.bmp 18061_alpha_i_e.bmp 18082_alpha_i_e.bmp 18091_alpha_i_e.bmp 18122_alpha_i_e.bmp 18131_alpha_i_e.bmp 18181_alpha_i_e.bmp 18182_theta_i_e.bmp 18221_comma_n_e.bmp 18241_alpha_i_e.bmp 18242_comma_n_e.bmp 18251_comma_n_e.bmp 18301_equal_n_e.bmp 18322_tilde_n_e.bmp 18331_tilde_n_e.bmp 18341_alpha_i_e.bmp 18352_slash_n_e.bmp 18371_alpha_i_e.bmp 18372_equal_n_e.bmp 18391_alpha_i_e.bmp 18411_alpha_i_e.bmp 18431_alpha_i_e.bmp 18442_comma_n_e.bmp 18451_alpha_i_e.bmp 18462_comma_n_e.bmp 18472_equal_n_e.bmp 18522_alpha_i_e.bmp 18561_prime_n_e.bmp 18562_comma_n_e.bmp 18572_alpha_i_e.bmp 18601_alpha_i_e.bmp 18612_comma_n_e.bmp 18622_alpha_i_e.bmp 18632_comma_n_e.bmp 18642_alpha_i_e.bmp 18661_alpha_i_e.bmp 18682_alpha_i_e.bmp 18721_tilde_n_e.bmp 18722_comma_n_e.bmp 18741_equal_n_e.bmp 18801_seven_n_e.bmp 18822_seven_n_e.bmp 18842_alpha_i_e.bmp 18861_equal_n_e.bmp 18862_minus_n_e.bmp 18871_equal_n_e.bmp 18892_alpha_i_e.bmp 18902_alpha_i_e.bmp 18912_alpha_i_e.bmp 18922_alpha_i_e.bmp 18952_comma_n_e.bmp 18961_minus_n_e.bmp 18972_equal_n_e.bmp 18991_comma_n_e.bmp 19001_comma_n_e.bmp 19011_comma_n_e.bmp 19031_comma_n_e.bmp 19041_alpha_i_e.bmp 19051_alpha_i_e.bmp 19062_equal_n_e.bmp 19082_wedge_n_e.bmp 19092_equal_n_e.bmp 19121_equal_n_e.bmp 19132_equal_n_e.bmp 19141_alpha_i_e.bmp 19142_minus_n_e.bmp 19182_alpha_i_e.bmp 19231_alpha_i_e.bmp 19261_minus_n_e.bmp 19281_comma_n_e.bmp 19322_prime_n_e.bmp 19351_equal_n_e.bmp 19381_equal_n_e.bmp 19421_equal_n_e.bmp 19442_equal_n_e.bmp 19452_alpha_i_e.bmp 19472_alpha_i_e.bmp 19481_equal_n_e.bmp 19542_alpha_i_e.bmp 19551_equal_n_e.bmp 19581_alpha_i_e.bmp 19621_alpha_i_e.bmp 19632_equal_n_e.bmp 19642_alpha_i_e.bmp 19652_comma_n_e.bmp 19692_alpha_i_e.bmp 19702_equal_n_e.bmp 19742_tilde_n_e.bmp 19752_tilde_n_e.bmp 19761_comma_n_e.bmp 19771_equal_n_e.bmp 19792_comma_n_e.bmp 19801_comma_n_e.bmp 19832_comma_n_e.bmp 19862_alpha_i_e.bmp 19871_tilde_n_e.bmp 19922_minus_n_e.bmp 19942_comma_n_e.bmp 19951_alpha_i_e.bmp 20002_minus_n_e.bmp 20011_alpha_i_e.bmp 20021_comma_n_e.bmp 20071_prime_n_e.bmp 20101_alpha_i_e.bmp 20112_tilde_n_e.bmp 20142_comma_n_e.bmp 20151_comma_n_e.bmp 20192_equal_n_e.bmp 20231_wedge_n_e.bmp 20242_alpha_i_e.bmp 20261_comma_n_e.bmp 20282_alpha_i_e.bmp 20361_Sigma_n_e.bmp 20381_equal_n_e.bmp 20392_alpha_i_e.bmp 20412_tilde_n_e.bmp 20421_tilde_n_e.bmp 20432_comma_n_e.bmp 20442_wedge_n_e.bmp 20482_alpha_i_e.bmp 20491_alpha_i_e.bmp 20502_alpha_i_e.bmp 20511_alpha_i_e.bmp 20531_equal_n_e.bmp 20592_comma_n_e.bmp 20601_alpha_i_e.bmp 20602_prime_n_e.bmp 20641_comma_n_e.bmp 20651_alpha_i_e.bmp 20652_comma_n_e.bmp 20662_comma_n_e.bmp 20671_alpha_i_e.bmp 20681_minus_n_e.bmp 20722_comma_n_e.bmp 20741_minus_n_e.bmp 20751_comma_n_e.bmp 20762_minus_n_e.bmp 20781_alpha_i_e.bmp 20792_equal_n_e.bmp 20801_alpha_i_e.bmp 20802_comma_n_e.bmp 20812_minus_n_e.bmp 20821_minus_n_e.bmp 20832_minus_n_e.bmp 20872_equal_n_e.bmp 20891_alpha_i_e.bmp 20931_comma_n_e.bmp 20951_comma_n_e.bmp 20982_equal_n_e.bmp 20992_alpha_i_e.bmp 21012_comma_n_e.bmp 21022_comma_n_e.bmp 21111_equal_n_e.bmp 21112_minus_n_e.bmp 21141_minus_n_e.bmp 21161_equal_n_e.bmp 21181_alpha_i_e.bmp 21182_theta_i_e.bmp 21191_minus_n_e.bmp 21201_comma_n_e.bmp 21211_comma_n_e.bmp 21212_gamma_i_e.bmp 21221_comma_n_e.bmp 2122_comma_n_e.bmp 21251_equal_n_e.bmp 21262_minus_n_e.bmp 21282_equal_n_e.bmp 21291_comma_n_e.bmp 21292_equal_n_e.bmp 21321_comma_n_e.bmp 2132_comma_n_e.bmp 21341_alpha_i_e.bmp 21342_equal_n_e.bmp 21371_equal_n_e.bmp 21382_wedge_n_e.bmp 21432_alpha_i_e.bmp 21451_comma_n_e.bmp 21462_delta_i_e.bmp 21471_equal_n_e.bmp 21491_equal_n_e.bmp 21492_minus_n_e.bmp 21531_slash_n_e.bmp 21541_equal_n_e.bmp 21552_minus_n_e.bmp 21572_comma_n_e.bmp 21602_alpha_i_e.bmp 21631_tilde_n_e.bmp 21651_wedge_n_e.bmp 21661_minus_n_e.bmp 21672_minus_n_e.bmp 21682_equal_n_e.bmp 21692_slash_n_e.bmp 21712_minus_n_e.bmp 21721_slash_n_e.bmp 21732_alpha_i_e.bmp 21751_minus_n_e.bmp 21801_omega_i_e.bmp 21811_minus_n_e.bmp 21851_slash_n_e.bmp 21862_omega_i_e.bmp 21871_comma_n_e.bmp 21922_minus_n_e.bmp 21942_wedge_n_e.bmp 21961_comma_n_e.bmp 21972_comma_n_e.bmp 22001_alpha_i_e.bmp 22002_minus_n_e.bmp 22012_comma_n_e.bmp 22051_minus_n_e.bmp 22072_minus_n_e.bmp 22081_minus_n_e.bmp 22091_alpha_i_e.bmp 22102_comma_n_e.bmp 22132_minus_n_e.bmp 22141_comma_n_e.bmp 22142_equal_n_e.bmp 22151_minus_n_e.bmp 22171_wedge_n_e.bmp 22191_minus_n_e.bmp 22201_comma_n_e.bmp 22211_comma_n_e.bmp 22221_equal_n_e.bmp 22241_comma_n_e.bmp 22271_minus_n_e.bmp 22302_wedge_n_e.bmp 22311_equal_n_e.bmp 22342_wedge_n_e.bmp 22391_alpha_i_e.bmp 22401_alpha_i_e.bmp 22422_equal_n_e.bmp 22451_comma_n_e.bmp 22462_equal_n_e.bmp 22471_minus_n_e.bmp 22482_comma_n_e.bmp 22542_alpha_i_e.bmp 22552_alpha_i_e.bmp 22571_equal_n_e.bmp 22572_minus_n_e.bmp 22581_equal_n_e.bmp 22592_minus_n_e.bmp 22602_comma_n_e.bmp 22612_comma_n_e.bmp 22672_comma_n_e.bmp 22681_comma_n_e.bmp 22682_minus_n_e.bmp 22702_alpha_i_e.bmp 22711_times_n_e.bmp 22722_minus_n_e.bmp 22732_wedge_n_e.bmp 22811_alpha_i_e.bmp 22862_alpha_i_e.bmp 22971_minus_n_e.bmp 23031_omega_i_e.bmp 23051_slash_n_e.bmp 23061_minus_n_e.bmp 23101_minus_n_e.bmp 23111_wedge_n_e.bmp 23122_equal_n_e.bmp 23142_comma_n_e.bmp 23181_alpha_i_e.bmp 23182_minus_n_e.bmp 23212_tilde_n_e.bmp 23222_wedge_n_e.bmp 23232_minus_n_e.bmp 23241_wedge_n_e.bmp 23252_comma_n_e.bmp 23262_alpha_i_e.bmp 23271_minus_n_e.bmp 23282_tilde_n_e.bmp 23342_alpha_i_e.bmp 23361_minus_n_e.bmp 23371_minus_n_e.bmp 23381_comma_n_e.bmp 23382_alpha_i_e.bmp 23412_Gamma_n_e.bmp 23482_comma_n_e.bmp 23501_comma_n_e.bmp 23531_gamma_i_e.bmp 23541_equal_n_e.bmp 23572_comma_n_e.bmp 23581_comma_n_e.bmp 23592_comma_n_e.bmp 23601_alpha_i_e.bmp 23602_equal_n_e.bmp 23611_comma_n_e.bmp 23621_alpha_i_e.bmp 23622_minus_n_e.bmp 23641_comma_n_e.bmp 23652_minus_n_e.bmp 23702_minus_n_e.bmp 23721_tilde_n_e.bmp 23731_tilde_n_e.bmp 23742_minus_n_e.bmp 23751_tilde_n_e.bmp 23752_comma_n_e.bmp 23791_alpha_i_e.bmp 23851_minus_n_e.bmp 23861_wedge_n_e.bmp 23881_alpha_i_e.bmp 23882_Gamma_n_e.bmp 23892_minus_n_e.bmp 23931_equal_n_e.bmp 23962_minus_n_e.bmp 23982_comma_n_e.bmp 24021_minus_n_e.bmp 24042_alpha_i_e.bmp 24072_minus_n_e.bmp 24091_comma_n_e.bmp 24111_minus_n_e.bmp 24161_alpha_i_e.bmp 24162_minus_n_e.bmp 24171_minus_n_e.bmp 24191_wedge_n_e.bmp 24222_minus_n_e.bmp 24232_minus_n_e.bmp 24262_comma_n_e.bmp 24282_minus_n_e.bmp 24311_minus_n_e.bmp 24322_comma_n_e.bmp 24331_alpha_i_e.bmp 24342_Gamma_n_e.bmp 24352_Gamma_n_e.bmp 24382_alpha_i_e.bmp 24412_alpha_i_e.bmp 24422_minus_n_e.bmp 24441_comma_n_e.bmp 24451_minus_n_e.bmp 24462_comma_n_e.bmp 24492_wedge_n_e.bmp 24502_alpha_i_e.bmp 24522_minus_n_e.bmp 24542_minus_n_e.bmp 24572_minus_n_e.bmp 24591_minus_n_e.bmp 24602_wedge_n_e.bmp 24622_minus_n_e.bmp 24632_minus_n_e.bmp 24641_minus_n_e.bmp 24642_minus_n_e.bmp 24672_minus_n_e.bmp 24721_minus_n_e.bmp 24741_alpha_i_e.bmp 24822_alpha_i_e.bmp 24842_equal_n_e.bmp 24891_Gamma_n_e.bmp 24902_alpha_i_e.bmp 24911_Gamma_n_e.bmp 25012_comma_n_e.bmp 25042_minus_n_e.bmp 25442_comma_n_e.bmp 2571_comma_n_e.bmp 26171_comma_n_e.bmp 27342_comma_n_e.bmp 27671_slash_n_e.bmp 27741_eight_n_e.bmp 27742_minus_n_e.bmp 27801_eight_n_e.bmp 27802_minus_n_e.bmp 27821_minus_n_e.bmp 27861_eight_n_e.bmp 27862_minus_n_e.bmp 27871_seven_n_e.bmp 27911_seven_n_e.bmp 27921_seven_n_e.bmp 27922_eight_n_e.bmp 27931_seven_n_e.bmp 27941_comma_n_e.bmp 27961_comma_n_e.bmp 27971_comma_n_e.bmp 28081_three_n_e.bmp 28101_seven_n_e.bmp 28161_three_b_e.bmp 28182_three_n_e.bmp 28192_three_n_e.bmp 28201_three_n_e.bmp 28232_three_n_e.bmp 28241_seven_n_e.bmp 28321_eight_n_e.bmp 28372_three_n_e.bmp 28431_three_n_e.bmp 28442_seven_b_e.bmp 28451_comma_n_e.bmp 28532_comma_n_e.bmp 28551_comma_n_e.bmp 28582_three_n_e.bmp 28592_three_n_e.bmp 28612_comma_n_e.bmp 28681_eight_n_e.bmp 28701_colon_n_e.bmp 28702_colon_n_e.bmp 28711_comma_n_e.bmp 28712_comma_n_e.bmp 2882_comma_n_e.bmp 28912_three_n_e.bmp 28952_three_n_e.bmp 28971_three_n_e.bmp 28981_three_n_e.bmp 2902_comma_n_e.bmp 29062_three_n_e.bmp 29072_three_n_e.bmp 29221_comma_n_e.bmp 29252_seven_n_e.bmp 29502_comma_n_e.bmp 30011_comma_n_e.bmp 30022_comma_n_e.bmp 30441_three_n_e.bmp 30442_minus_n_e.bmp 31272_minus_n_e.bmp 3192_comma_n_e.bmp 3302_comma_n_e.bmp 33801_comma_n_e.bmp 35081_comma_n_e.bmp 37972_comma_n_e.bmp 38571_comma_n_e.bmp 39012_seven_b_e.bmp 39031_comma_n_e.bmp 39042_comma_n_e.bmp 39052_comma_n_e.bmp 39661_comma_n_e.bmp 39732_comma_n_e.bmp 40471_comma_n_e.bmp 511_comma_n_e.bmp 5622_comma_n_e.bmp 672_comma_n_e.bmp 6752_comma_n_e.bmp 6932_seven_n_e.bmp 711_comma_n_e.bmp 7562_comma_n_e.bmp 8812_comma_n_e.bmp 8991_comma_n_e.bmp 9311_comma_n_e.bmp 9401_comma_n_e.bmp 9752_comma_n_e.bmp 9761_comma_n_e.bmp 9852_comma_n_e.bmp 9972_comma_n_e.bmp