Slug: 174 IHWP: In Wein: Left HRS: Both Units: Yields: bpm (mm), bcm (uA), sam/det (mV_uA) Asym: bcm/sam/det mean (ppb), bcm/sam/det width (ppm) Diff: bpm (nm) Slopes: All Devices (ppb/nm) ====== Yields ====== yield_bcm_an_ds| Mean: 148.0207+/- 0.0006 Width: 0.5536+/- 0.0005 yield_bcm_an_ds3| Mean: 148.7865+/- 0.0007 Width: 0.5602+/- 0.0005 yield_bcm_an_us| Mean: 147.8990+/- 0.0007 Width: 0.5556+/- 0.0005 yield_bcm_dg_us| Mean: 146.1163+/- 0.0006 Width: 0.5534+/- 0.0005 yield_bcm_dg_ds| Mean: 144.9451+/- 0.0006 Width: 0.5533+/- 0.0005 yield_cav4bQ| Mean: 146.6704+/- 0.0008 Width: 0.6548+/- 0.0006 yield_cav4cQ| Mean: 152.2630+/- 0.0007 Width: 0.5925+/- 0.0005 yield_cav4dQ| Mean: 150.4102+/- 0.0007 Width: 0.5906+/- 0.0005 yield_bcm0l02| Mean: 120.4168+/- 0.0009 Width: 0.7220+/- 0.0006 yield_bpm0i01WS| Mean: 153196.0421+/- 0.2942 Width: 251.8625+/- 0.2080 yield_bpm0i01aWS| Mean: 137175.6105+/- 0.2628 Width: 224.9674+/- 0.1858 yield_bpm0l01WS| Mean: 129181.8001+/- 0.2788 Width: 238.6617+/- 0.1972 yield_bpm0l02WS| Mean: 137935.2445+/- 0.4242 Width: 363.3851+/- 0.2999 yield_bpm0l03WS| Mean: 134699.0781+/- 0.7717 Width: 642.9107+/- 0.5457 yield_bpm0l04WS| Mean: 127959.0147+/- 0.2827 Width: 241.9725+/- 0.1999 yield_bpm0l05WS| Mean: 128591.3805+/- 0.2737 Width: 234.2761+/- 0.1936 yield_bpm0l06WS| Mean: 127615.8882+/- 0.2728 Width: 233.4797+/- 0.1929 yield_bpm0l07WS| Mean: 143780.8122+/- 0.3070 Width: 262.7447+/- 0.2171 yield_bpm0l08WS| Mean: 145576.3751+/- 0.3105 Width: 265.7923+/- 0.2196 yield_bpm0l09WS| Mean: 140800.8848+/- 0.3053 Width: 261.3995+/- 0.2159 yield_bpm0l10WS| Mean: 140902.3846+/- 0.3068 Width: 262.5751+/- 0.2169 yield_bpm0r03WS| Mean: 134370.4975+/- 0.3996 Width: 342.2053+/- 0.2826 yield_bpm0r05WS| Mean: 134241.0918+/- 0.3075 Width: 263.1364+/- 0.2174 yield_bpm0i02WS| Mean: 141645.5077+/- 0.2907 Width: 248.9523+/- 0.2056 yield_bpm0i02aWS| Mean: 139470.7864+/- 0.2820 Width: 241.4068+/- 0.1994 yield_bpm0i05WS| Mean: 153430.2541+/- 0.2904 Width: 248.5632+/- 0.2054 yield_bpm0i07WS| Mean: 149991.2464+/- 0.2910 Width: 249.0824+/- 0.2058 yield_bpm1i02WS| Mean: 145831.6682+/- 0.2973 Width: 254.5295+/- 0.2102 yield_bpm1i04WS| Mean: 148805.0582+/- 0.3101 Width: 265.5335+/- 0.2193 yield_bpm1i06WS| Mean: 144043.8937+/- 0.2931 Width: 250.8049+/- 0.2072 yield_bpm2i01WS| Mean: 128484.3736+/- 0.2962 Width: 253.5875+/- 0.2095 yield_bpm2i02WS| Mean: 134043.8516+/- 0.3074 Width: 263.1146+/- 0.2173 yield_cav4bX| Mean: -0.6001+/- 0.0000 Width: 0.0262+/- 0.0000 yield_cav4bY| Mean: -0.8095+/- 0.0000 Width: 0.0081+/- 0.0000 yield_cav4cX| Mean: -0.0007+/- 0.0000 Width: 0.0014+/- 0.0000 yield_cav4cY| Mean: -0.1185+/- 0.0000 Width: 0.0009+/- 0.0000 yield_cav4dX| Mean: 0.0466+/- 0.0000 Width: 0.0082+/- 0.0000 yield_cav4dY| Mean: -0.0760+/- 0.0000 Width: 0.0006+/- 0.0000 yield_bpm4aX| Mean: -0.4537+/- 0.0000 Width: 0.0189+/- 0.0000 yield_bpm4aY| Mean: 0.6279+/- 0.0000 Width: 0.0121+/- 0.0000 yield_bpm4eX| Mean: -0.0711+/- 0.0000 Width: 0.0177+/- 0.0000 yield_bpm4eY| Mean: 0.3368+/- 0.0000 Width: 0.0109+/- 0.0000 yield_bpm4acX| Mean: -0.8485+/- 0.0000 Width: 0.0184+/- 0.0000 yield_bpm4acY| Mean: 0.7286+/- 0.0000 Width: 0.0121+/- 0.0000 yield_bpm4ecX| Mean: -0.0672+/- 0.0000 Width: 0.0174+/- 0.0000 yield_bpm4ecY| Mean: 0.0765+/- 0.0000 Width: 0.0106+/- 0.0000 yield_bpm1X| Mean: 1.0914+/- 0.0000 Width: 0.0161+/- 0.0000 yield_bpm1Y| Mean: -1.3390+/- 0.0000 Width: 0.0121+/- 0.0000 yield_bpm11X| Mean: 0.7273+/- 0.0000 Width: 0.0136+/- 0.0000 yield_bpm11Y| Mean: -0.1255+/- 0.0000 Width: 0.0122+/- 0.0000 yield_bpm12X| Mean: -1.4138+/- 0.0000 Width: 0.0356+/- 0.0000 yield_bpm12Y| Mean: 0.7543+/- 0.0000 Width: 0.0084+/- 0.0000 yield_bpm16X| Mean: -0.4359+/- 0.0000 Width: 0.0100+/- 0.0000 yield_bpm16Y| Mean: -0.2255+/- 0.0000 Width: 0.0051+/- 0.0000 yield_bpm0i02X| Mean: -0.0679+/- 0.0000 Width: 0.0050+/- 0.0000 yield_bpm0i02Y| Mean: -2.3329+/- 0.0000 Width: 0.0079+/- 0.0000 yield_bpm0i02aX| Mean: 1.7373+/- 0.0000 Width: 0.0093+/- 0.0000 yield_bpm0i02aY| Mean: -1.1101+/- 0.0000 Width: 0.0067+/- 0.0000 yield_bpm0i05X| Mean: -0.9630+/- 0.0000 Width: 0.0052+/- 0.0000 yield_bpm0i05Y| Mean: -0.6294+/- 0.0000 Width: 0.0039+/- 0.0000 yield_bpm0i07X| Mean: -0.9993+/- 0.0000 Width: 0.0033+/- 0.0000 yield_bpm0i07Y| Mean: 0.6499+/- 0.0000 Width: 0.0026+/- 0.0000 yield_bpm1i02X| Mean: -2.1809+/- 0.0000 Width: 0.0088+/- 0.0000 yield_bpm1i02Y| Mean: -0.9179+/- 0.0000 Width: 0.0077+/- 0.0000 yield_bpm1i04X| Mean: 1.3400+/- 0.0000 Width: 0.0076+/- 0.0000 yield_bpm1i04Y| Mean: 0.4316+/- 0.0000 Width: 0.0039+/- 0.0000 yield_bpm1i06X| Mean: 1.6944+/- 0.0000 Width: 0.0093+/- 0.0000 yield_bpm1i06Y| Mean: 0.8496+/- 0.0000 Width: 0.0034+/- 0.0000 yield_bpm2i01X| Mean: 0.5781+/- 0.0000 Width: 0.0020+/- 0.0000 yield_bpm2i01Y| Mean: -3.6960+/- 0.0000 Width: 0.0020+/- 0.0000 yield_bpm2i02X| Mean: 0.3564+/- 0.0000 Width: 0.0083+/- 0.0000 yield_bpm2i02Y| Mean: -2.4602+/- 0.0000 Width: 0.0081+/- 0.0000 yield_bpm0i01X| Mean: -1.0143+/- 0.0000 Width: 0.0064+/- 0.0000 yield_bpm0i01Y| Mean: 0.7364+/- 0.0000 Width: 0.0020+/- 0.0000 yield_bpm0i01aX| Mean: -2.2742+/- 0.0000 Width: 0.0039+/- 0.0000 yield_bpm0i01aY| Mean: 2.7422+/- 0.0000 Width: 0.0031+/- 0.0000 yield_bpm0l01X| Mean: -1.4708+/- 0.0000 Width: 0.0064+/- 0.0000 yield_bpm0l01Y| Mean: -5.5919+/- 0.0000 Width: 0.0073+/- 0.0000 yield_bpm0l02X| Mean: -3.0887+/- 0.0000 Width: 0.0153+/- 0.0000 yield_bpm0l02Y| Mean: 1.6224+/- 0.0000 Width: 0.0062+/- 0.0000 yield_bpm0l03X| Mean: -4.0308+/- 0.0001 Width: 0.1035+/- 0.0001 yield_bpm0l03Y| Mean: -0.7229+/- 0.0001 Width: 0.1041+/- 0.0001 yield_bpm0l04X| Mean: -2.7066+/- 0.0000 Width: 0.0076+/- 0.0000 yield_bpm0l04Y| Mean: -0.3358+/- 0.0000 Width: 0.0053+/- 0.0000 yield_bpm0l05X| Mean: 0.1785+/- 0.0000 Width: 0.0053+/- 0.0000 yield_bpm0l05Y| Mean: 2.5700+/- 0.0000 Width: 0.0046+/- 0.0000 yield_bpm0l06X| Mean: 2.4975+/- 0.0000 Width: 0.0068+/- 0.0000 yield_bpm0l06Y| Mean: -1.6693+/- 0.0000 Width: 0.0024+/- 0.0000 yield_bpm0l07X| Mean: -0.2833+/- 0.0000 Width: 0.0111+/- 0.0000 yield_bpm0l07Y| Mean: 0.2135+/- 0.0000 Width: 0.0020+/- 0.0000 yield_bpm0l08X| Mean: 0.0901+/- 0.0000 Width: 0.0100+/- 0.0000 yield_bpm0l08Y| Mean: -0.2961+/- 0.0000 Width: 0.0025+/- 0.0000 yield_bpm0l09X| Mean: 0.6673+/- 0.0000 Width: 0.0098+/- 0.0000 yield_bpm0l09Y| Mean: -0.0619+/- 0.0000 Width: 0.0028+/- 0.0000 yield_bpm0l10X| Mean: -1.1196+/- 0.0000 Width: 0.0088+/- 0.0000 yield_bpm0l10Y| Mean: -0.5683+/- 0.0000 Width: 0.0030+/- 0.0000 yield_bpm0r03X| Mean: -2.6996+/- 0.0001 Width: 0.0709+/- 0.0001 yield_bpm0r03Y| Mean: 0.1206+/- 0.0000 Width: 0.0072+/- 0.0000 yield_bpm0r05X| Mean: -0.4027+/- 0.0001 Width: 0.0853+/- 0.0001 yield_bpm0r05Y| Mean: 1.7578+/- 0.0000 Width: 0.0098+/- 0.0000 ===================== Asymmetry/Differences ===================== diff_bpm4aX| Mean: -18.0970+/- 10.0159 Width: 8590.1329+/- 7.0823 diff_bpm4aY| Mean: 2.7106+/- 8.4521 Width: 7248.2026+/- 5.9766 diff_bpm4eX| Mean: -15.9047+/- 8.9356 Width: 7663.8159+/- 6.3184 diff_bpm4eY| Mean: 0.4296+/- 8.3040 Width: 7121.5018+/- 5.8718 diff_bpm4acX| Mean: -16.6894+/- 9.7921 Width: 8398.3245+/- 6.9241 diff_bpm4acY| Mean: 5.1492+/- 8.4870 Width: 7278.1647+/- 6.0012 diff_bpm4ecX| Mean: -16.5382+/- 9.0299 Width: 7744.7252+/- 6.3851 diff_bpm4ecY| Mean: 2.4896+/- 8.1020 Width: 6948.4325+/- 5.7290 diff_bpm1X| Mean: -17.5222+/- 9.6715 Width: 8294.5407+/- 6.8388 diff_bpm1Y| Mean: 2.4907+/- 6.7319 Width: 5707.2903+/- 4.7602 diff_bpm11X| Mean: 13.8332+/- 15.6741 Width: 13426.3993+/- 11.0833 diff_bpm11Y| Mean: -7.5613+/- 6.9286 Width: 5762.7506+/- 4.8993 diff_bpm12X| Mean: 42.9554+/- 41.4015 Width: 35463.2500+/- 29.2753 diff_bpm12Y| Mean: -4.4272+/- 5.4889 Width: 4674.4136+/- 3.8813 diff_bpm16X| Mean: 11.1141+/- 6.2852 Width: 5390.5309+/- 4.4443 diff_bpm16Y| Mean: 0.6039+/- 5.6306 Width: 4826.4710+/- 3.9815 diff_bpm1p02bX| Mean: -1.0719+/- 1.2081 Width: 1036.3992+/- 0.8543 diff_bpm1p02bY| Mean: 3.2138+/- 3.9313 Width: 3369.5592+/- 2.7799 diff_bpm1p03aX| Mean: -2.4431+/- 1.9352 Width: 1659.6911+/- 1.3684 diff_bpm1p03aY| Mean: 1.8631+/- 2.6091 Width: 2228.8544+/- 1.8449 diff_cav4bX| Mean: -24.0226+/- 12.9596 Width: 11114.5980+/- 9.1638 diff_cav4bY| Mean: 1.6528+/- 5.3013 Width: 4546.1663+/- 3.7486 diff_cav4cX| Mean: -1.3522+/- 0.7378 Width: 632.7246+/- 0.5217 diff_cav4cY| Mean: 0.2409+/- 0.6317 Width: 541.7683+/- 0.4467 diff_cav4dX| Mean: -7.7901+/- 4.2628 Width: 3656.0823+/- 3.0142 diff_cav4dY| Mean: 0.1284+/- 0.4028 Width: 345.4265+/- 0.2848 diff_bpm0i01X| Mean: 12.5850+/- 2.6981 Width: 2314.3383+/- 1.9079 diff_bpm0i01Y| Mean: -8.3929+/- 2.6861 Width: 2303.8940+/- 1.8993 diff_bpm0i01aX| Mean: 5.9776+/- 2.4934 Width: 2138.7416+/- 1.7631 diff_bpm0i01aY| Mean: -18.7398+/- 2.1387 Width: 1834.9492+/- 1.5123 diff_bpm0l01X| Mean: 4.3291+/- 4.1094 Width: 3526.7206+/- 2.9058 diff_bpm0l01Y| Mean: 0.4277+/- 2.8744 Width: 2450.4504+/- 2.0325 diff_bpm0l02X| Mean: -5.1270+/- 12.1923 Width: 10460.9207+/- 8.6212 diff_bpm0l02Y| Mean: -7.8847+/- 6.0690 Width: 5008.2735+/- 4.2914 diff_bpm0l03X| Mean: 14.7987+/- 30.8530 Width: 25313.2863+/- 21.8164 diff_bpm0l03Y| Mean: 11.5145+/- 30.8914 Width: 25343.6843+/- 21.8435 diff_bpm0l04X| Mean: -8.5467+/- 2.8639 Width: 2457.1173+/- 2.0251 diff_bpm0l04Y| Mean: -1.2012+/- 2.0251 Width: 1731.2897+/- 1.4320 diff_bpm0l05X| Mean: 9.9226+/- 6.7653 Width: 5793.4450+/- 4.7838 diff_bpm0l05Y| Mean: 2.7509+/- 2.2817 Width: 1952.0396+/- 1.6134 diff_bpm0l06X| Mean: 13.8216+/- 6.7166 Width: 5747.3520+/- 4.7494 diff_bpm0l06Y| Mean: -2.8461+/- 1.4236 Width: 1221.7919+/- 1.0067 diff_bpm0l07X| Mean: 22.0789+/- 10.3795 Width: 8881.1690+/- 7.3394 diff_bpm0l07Y| Mean: -1.9267+/- 1.2593 Width: 1080.9422+/- 0.8905 diff_bpm0l08X| Mean: 19.5557+/- 8.9859 Width: 7688.6368+/- 6.3540 diff_bpm0l08Y| Mean: -2.2808+/- 1.3677 Width: 1173.8572+/- 0.9671 diff_bpm0l09X| Mean: 18.1846+/- 8.4443 Width: 7226.0903+/- 5.9710 diff_bpm0l09Y| Mean: -2.1128+/- 1.4354 Width: 1232.0369+/- 1.0150 diff_bpm0l10X| Mean: 15.6872+/- 7.1202 Width: 6093.0076+/- 5.0347 diff_bpm0l10Y| Mean: -1.9612+/- 1.4456 Width: 1240.6273+/- 1.0222 diff_bpm0r03X| Mean: -108.3463+/- 83.6416 Width: 71676.8170+/- 59.1436 diff_bpm0r03Y| Mean: 0.7454+/- 1.7396 Width: 1492.5726+/- 1.2301 diff_bpm0r05X| Mean: 108.5713+/- 105.1290 Width: 90077.7487+/- 74.3374 diff_bpm0r05Y| Mean: 7.7747+/- 5.9010 Width: 5057.0733+/- 4.1726 diff_bpm2i01X| Mean: -3.2824+/- 1.3216 Width: 1134.4102+/- 0.9345 diff_bpm2i01Y| Mean: -10.4481+/- 1.3933 Width: 1195.9291+/- 0.9852 diff_bpm2i02X| Mean: -14.0804+/- 1.3960 Width: 1198.2674+/- 0.9871 diff_bpm2i02Y| Mean: -52.5467+/- 1.4396 Width: 1235.7216+/- 1.0180 diff_bpm0i02X| Mean: -38.3555+/- 2.1483 Width: 1843.8160+/- 1.5190 diff_bpm0i02Y| Mean: -42.6107+/- 1.6564 Width: 1421.6415+/- 1.1712 diff_bpm0i02aX| Mean: -74.9457+/- 2.1264 Width: 1825.2189+/- 1.5036 diff_bpm0i02aY| Mean: -26.0451+/- 1.6250 Width: 1394.3797+/- 1.1490 diff_bpm0i05X| Mean: 49.1823+/- 2.5535 Width: 2189.9770+/- 1.8056 diff_bpm0i05Y| Mean: 20.0934+/- 2.1979 Width: 1884.5296+/- 1.5541 diff_bpm0i07X| Mean: 22.3618+/- 2.2314 Width: 1870.9727+/- 1.5779 diff_bpm0i07Y| Mean: 8.4002+/- 1.7748 Width: 1513.2152+/- 1.2549 diff_bpm1i02X| Mean: -18.0188+/- 0.9927 Width: 852.0439+/- 0.7019 diff_bpm1i02Y| Mean: -47.3790+/- 0.8298 Width: 712.2929+/- 0.5868 diff_bpm1i04X| Mean: -14.8238+/- 1.1693 Width: 1003.4810+/- 0.8268 diff_bpm1i04Y| Mean: 27.1613+/- 1.0242 Width: 878.9744+/- 0.7243 diff_bpm1i06X| Mean: 16.9214+/- 2.4690 Width: 2118.1452+/- 1.7459 diff_bpm1i06Y| Mean: 13.6923+/- 3.0754 Width: 2637.2881+/- 2.1746 asym_bcm_an_ds| Mean: -27.7682+/- 270.9672 Width: 230.8872+/- 0.1916 asym_bcm_an_ds3| Mean: -23.7585+/- 272.8962 Width: 232.5283+/- 0.1930 asym_bcm_an_us| Mean: -31.7151+/- 272.0591 Width: 231.8118+/- 0.1924 asym_bcm_dg_us| Mean: -15.6740+/- 277.8231 Width: 236.8553+/- 0.1965 asym_bcm_dg_ds| Mean: -42.0348+/- 278.4701 Width: 237.2792+/- 0.1969 asym_cav4bQ| Mean: -670.8633+/- 442.5845 Width: 377.3335+/- 0.3130 asym_cav4cQ| Mean: 30.0118+/- 272.2978 Width: 232.6842+/- 0.1925 asym_cav4dQ| Mean: 23.7505+/- 419.1472 Width: 359.0435+/- 0.2964 asym_bcm0l02| Mean: 1918.7827+/- 368.4332 Width: 314.1302+/- 0.2605 asym_bpm0i02WS| Mean: 5257.4327+/- 232.8846 Width: 198.5722+/- 0.1647 asym_bpm0i02aWS| Mean: 10989.7282+/- 257.9304 Width: 220.0122+/- 0.1824 asym_bpm0i05WS| Mean: 1694.7049+/- 283.3365 Width: 241.7297+/- 0.2003 asym_bpm0i07WS| Mean: 1477.3637+/- 311.4755 Width: 265.9478+/- 0.2202 asym_bpm1i02WS| Mean: -3104.6825+/- 241.5997 Width: 206.0260+/- 0.1708 asym_bpm2i01WS| Mean: -4025.3873+/- 266.3937 Width: 226.9825+/- 0.1884 asym_bpm2i02WS| Mean: -3921.3124+/- 260.6020 Width: 221.9988+/- 0.1843 asym_bpm0i01WS| Mean: 714.3572+/- 233.5670 Width: 199.1971+/- 0.1652 asym_bpm0i01aWS| Mean: 1845.4514+/- 223.7748 Width: 190.6587+/- 0.1582 asym_bpm0l01WS| Mean: 1327.0576+/- 344.8532 Width: 294.3576+/- 0.2438 asym_bpm0l02WS| Mean: 1369.4140+/- 512.0153 Width: 438.6203+/- 0.3620 asym_bpm0l03WS| Mean: 238.6451+/- 1322.5259 Width: 1093.8973+/- 0.9352 asym_bpm0l04WS| Mean: 1458.7777+/- 323.2212 Width: 275.7605+/- 0.2286 asym_bpm0l05WS| Mean: 1710.5164+/- 328.1738 Width: 279.9933+/- 0.2321 asym_bpm0l06WS| Mean: 1444.3239+/- 323.0809 Width: 275.6191+/- 0.2285 asym_bpm0l07WS| Mean: 1467.0426+/- 320.9500 Width: 273.7887+/- 0.2269 asym_bpm0l08WS| Mean: 1537.6611+/- 312.3239 Width: 266.3992+/- 0.2208 asym_bpm0l09WS| Mean: 1416.4886+/- 317.2997 Width: 270.7393+/- 0.2244 asym_bpm0l10WS| Mean: 1604.9504+/- 331.9314 Width: 283.1701+/- 0.2347 asym_bpm0r03WS| Mean: 1822.7807+/- 410.6521 Width: 351.2812+/- 0.2904 asym_bpm0r05WS| Mean: 1302.9433+/- 423.5759 Width: 362.5337+/- 0.2995 asym_bpm0i02WS| Mean: 5257.4327+/- 232.8846 Width: 198.5722+/- 0.1647 asym_bpm0i02aWS| Mean: 10989.7282+/- 257.9304 Width: 220.0122+/- 0.1824 asym_bpm0i05WS| Mean: 1694.7049+/- 283.3365 Width: 241.7297+/- 0.2003 asym_bpm0i07WS| Mean: 1477.3637+/- 311.4755 Width: 265.9478+/- 0.2202 asym_bpm1i02WS| Mean: -3104.6825+/- 241.5997 Width: 206.0260+/- 0.1708 asym_bpm1i04WS| Mean: -2942.3844+/- 228.8967 Width: 195.1073+/- 0.1619 asym_bpm1i06WS| Mean: -1409.5085+/- 250.6436 Width: 213.8325+/- 0.1772 ================= Combined Elements ================= asym_bcm_an_us_bcm_an_ds_agg_avg| Mean: -29.6941+/- 271.1906 Width: 231.0686+/- 0.1918 asym_bcm_an_avg_bcm_dg_ds_agg_dd| Mean: 9.5918+/- 21.5776 Width: 18.4337+/- 0.0153 asym_bcm_an_avg_bcm_dg_us_agg_dd| Mean: 7.2781+/- 25.7080 Width: 22.0619+/- 0.0182 asym_bcm_an_us_ds3_avg_bcm_dg_ds_agg_dd| Mean: 10.4769+/- 21.2999 Width: 18.2006+/- 0.0151 asym_bcm_an_us_ds3_avg_bcm_dg_us_agg_dd| Mean: 7.5338+/- 25.5563 Width: 21.9321+/- 0.0181 asym_bcm_an_us_bcm_an_ds_agg_dd| Mean: -4.8598+/- 12.7594 Width: 10.9136+/- 0.0090 asym_bcm_an_us_bcm_an_ds3_agg_avg| Mean: -27.6764+/- 272.1839 Width: 231.9142+/- 0.1925 asym_bcm_an_us_bcm_an_ds3_agg_dd| Mean: -5.8244+/- 12.1560 Width: 10.3888+/- 0.0086 asym_bcm_dg_us_bcm_an_ds_agg_avg| Mean: -21.0308+/- 273.0568 Width: 232.7029+/- 0.1931 asym_bcm_dg_us_bcm_an_ds_agg_dd| Mean: -8.7327+/- 26.5228 Width: 22.7616+/- 0.0188 asym_bcm_dg_ds_bcm_an_ds_agg_avg| Mean: -34.8451+/- 273.7984 Width: 233.2926+/- 0.1936 asym_bcm_dg_ds_bcm_an_ds_agg_dd| Mean: -10.1967+/- 22.5857 Width: 19.3071+/- 0.0160 asym_bcm_dg_us_bcm_an_us_agg_avg| Mean: -22.9166+/- 273.6020 Width: 233.1647+/- 0.1935 asym_bcm_dg_us_bcm_an_us_agg_dd| Mean: -4.8330+/- 26.4967 Width: 22.7389+/- 0.0187 asym_bcm_dg_ds_bcm_an_us_agg_avg| Mean: -36.8289+/- 274.3445 Width: 233.7549+/- 0.1940 asym_bcm_dg_ds_bcm_an_us_agg_dd| Mean: -7.7781+/- 22.5154 Width: 19.2487+/- 0.0159 asym_bcm_dg_us_bcm_dg_ds_agg_avg| Mean: -28.2362+/- 276.4138 Width: 235.5609+/- 0.1955 asym_bcm_dg_us_bcm_dg_ds_agg_dd| Mean: 7.9672+/- 30.3823 Width: 26.0626+/- 0.0215 asym_bcm_cav4cQ_bcm_an_us_agg_avg| Mean: 1.8050+/- 270.5990 Width: 230.9646+/- 0.1913 asym_bcm_cav4cQ_bcm_an_us_agg_dd| Mean: 25.3361+/- 31.9394 Width: 27.3882+/- 0.0226 asym_bcm_cav4cQ_bcm_an_ds_agg_avg| Mean: 3.8001+/- 270.0534 Width: 230.5019+/- 0.1910 asym_bcm_cav4cQ_bcm_an_ds_agg_dd| Mean: 22.7315+/- 31.8513 Width: 27.3106+/- 0.0225 asym_bcm_cav4cQ_bcm_dg_us_agg_avg| Mean: 6.4843+/- 272.4480 Width: 232.5744+/- 0.1926 asym_bcm_cav4cQ_bcm_dg_us_agg_dd| Mean: 33.8932+/- 39.3954 Width: 33.7936+/- 0.0279 asym_bcm_cav4cQ_bcm_dg_ds_agg_avg| Mean: -3.4653+/- 273.1985 Width: 233.1825+/- 0.1932 asym_bcm_cav4cQ_bcm_dg_ds_agg_dd| Mean: 34.7891+/- 37.4073 Width: 32.0861+/- 0.0265 ====================================== Japan Regressed Asymmetry/Difference ===================================== ======================================= Postpan Regressed Asymmetry/Difference ======================================= ======================================= Postpan Asymmetry/Difference Corrections ======================================= ======================================= Japan Slopes ======================================= ======================================= Postpan Slopes =======================================