Slug: 135 IHWP: Out Wein: Right 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: 141.9221+/- 0.0005 Width: 0.3330+/- 0.0004 yield_bcm_an_ds3| Mean: 142.2932+/- 0.0005 Width: 0.3351+/- 0.0004 yield_bcm_an_us| Mean: 141.7314+/- 0.0005 Width: 0.3349+/- 0.0004 yield_bcm_dg_us| Mean: 141.9107+/- 0.0005 Width: 0.3502+/- 0.0004 yield_bcm_dg_ds| Mean: 141.8491+/- 0.0005 Width: 0.3493+/- 0.0004 yield_cav4bQ| Mean: 142.1037+/- 0.0007 Width: 0.4604+/- 0.0005 yield_cav4cQ| Mean: 144.6126+/- 0.0013 Width: 0.6849+/- 0.0009 yield_cav4dQ| Mean: 141.9657+/- 0.0006 Width: 0.4000+/- 0.0004 yield_bcm0l02| Mean: 129.9542+/- 0.0014 Width: 0.7847+/- 0.0010 yield_bpm0i01WS| Mean: 158442.2528+/- 0.3001 Width: 190.5070+/- 0.2122 yield_bpm0i01aWS| Mean: 141572.8074+/- 0.2397 Width: 150.8787+/- 0.1695 yield_bpm0l01WS| Mean: 127290.2471+/- 0.2489 Width: 154.2626+/- 0.1760 yield_bpm0l02WS| Mean: 150539.5234+/- 0.3266 Width: 203.3321+/- 0.2309 yield_bpm0l03WS| Mean: 144765.9451+/- 0.6032 Width: 349.6731+/- 0.4265 yield_bpm0l04WS| Mean: 135946.8018+/- 0.3614 Width: 222.6452+/- 0.2555 yield_bpm0l05WS| Mean: 124880.9284+/- 0.2795 Width: 173.9963+/- 0.1976 yield_bpm0l06WS| Mean: 132239.4008+/- 0.2875 Width: 179.2480+/- 0.2033 yield_bpm0l07WS| Mean: 140091.9440+/- 0.3005 Width: 188.4215+/- 0.2125 yield_bpm0l08WS| Mean: 143218.7808+/- 0.3025 Width: 189.6242+/- 0.2139 yield_bpm0l09WS| Mean: 140347.6752+/- 0.3206 Width: 199.4673+/- 0.2267 yield_bpm0l10WS| Mean: 140257.5807+/- 0.3124 Width: 196.0018+/- 0.2209 yield_bpm0r03WS| Mean: 141388.5079+/- 0.3589 Width: 223.5598+/- 0.2538 yield_bpm0r05WS| Mean: 132496.3258+/- 0.5949 Width: 379.3631+/- 0.4206 yield_bpm0i02WS| Mean: 133822.1421+/- 0.2363 Width: 146.7949+/- 0.1671 yield_bpm0i02aWS| Mean: 134569.5698+/- 0.2886 Width: 179.6281+/- 0.2041 yield_bpm0i05WS| Mean: 140937.3938+/- 0.2689 Width: 167.2554+/- 0.1901 yield_bpm0i07WS| Mean: 148936.9895+/- 0.2987 Width: 186.5028+/- 0.2112 yield_bpm1i02WS| Mean: 154327.5082+/- 0.2831 Width: 179.5649+/- 0.2001 yield_bpm1i04WS| Mean: 130814.8458+/- 0.2230 Width: 141.0645+/- 0.1577 yield_bpm1i06WS| Mean: 147517.8789+/- 0.2701 Width: 170.9498+/- 0.1910 yield_bpm2i01WS| Mean: 129821.2616+/- 0.2477 Width: 156.6783+/- 0.1752 yield_bpm2i02WS| Mean: 136439.0664+/- 0.2628 Width: 166.2595+/- 0.1858 yield_cav4bX| Mean: -0.6034+/- 0.0001 Width: 0.0396+/- 0.0000 yield_cav4bY| Mean: -0.8727+/- 0.0000 Width: 0.0109+/- 0.0000 yield_cav4cX| Mean: 0.0035+/- 0.0000 Width: 0.0013+/- 0.0000 yield_cav4cY| Mean: -0.1237+/- 0.0000 Width: 0.0014+/- 0.0000 yield_cav4dX| Mean: 0.0700+/- 0.0000 Width: 0.0075+/- 0.0000 yield_cav4dY| Mean: -0.0792+/- 0.0000 Width: 0.0005+/- 0.0000 yield_bpm4aX| Mean: -0.4133+/- 0.0000 Width: 0.0169+/- 0.0000 yield_bpm4aY| Mean: 0.6240+/- 0.0000 Width: 0.0103+/- 0.0000 yield_bpm4eX| Mean: -0.0338+/- 0.0000 Width: 0.0161+/- 0.0000 yield_bpm4eY| Mean: 0.3362+/- 0.0000 Width: 0.0097+/- 0.0000 yield_bpm4acX| Mean: -0.7738+/- 0.0000 Width: 0.0165+/- 0.0000 yield_bpm4acY| Mean: 0.7850+/- 0.0000 Width: 0.0104+/- 0.0000 yield_bpm4ecX| Mean: -0.0234+/- 0.0000 Width: 0.0163+/- 0.0000 yield_bpm4ecY| Mean: 0.0608+/- 0.0000 Width: 0.0098+/- 0.0000 yield_bpm1X| Mean: 0.3596+/- 0.0001 Width: 0.0601+/- 0.0001 yield_bpm1Y| Mean: -1.5460+/- 0.0001 Width: 0.0534+/- 0.0001 yield_bpm11X| Mean: 0.8316+/- 0.0000 Width: 0.0126+/- 0.0000 yield_bpm11Y| Mean: 0.4382+/- 0.0000 Width: 0.0113+/- 0.0000 yield_bpm12X| Mean: -1.0522+/- 0.0001 Width: 0.0323+/- 0.0000 yield_bpm12Y| Mean: 1.0891+/- 0.0000 Width: 0.0073+/- 0.0000 yield_bpm16X| Mean: -0.4457+/- 0.0000 Width: 0.0080+/- 0.0000 yield_bpm16Y| Mean: -0.2254+/- 0.0000 Width: 0.0044+/- 0.0000 yield_bpm0i02X| Mean: 0.3212+/- 0.0000 Width: 0.0075+/- 0.0000 yield_bpm0i02Y| Mean: -3.8531+/- 0.0000 Width: 0.0088+/- 0.0000 yield_bpm0i02aX| Mean: 2.4305+/- 0.0000 Width: 0.0130+/- 0.0000 yield_bpm0i02aY| Mean: -1.4829+/- 0.0000 Width: 0.0085+/- 0.0000 yield_bpm0i05X| Mean: -3.0791+/- 0.0000 Width: 0.0081+/- 0.0000 yield_bpm0i05Y| Mean: -1.0925+/- 0.0000 Width: 0.0059+/- 0.0000 yield_bpm0i07X| Mean: -1.3176+/- 0.0000 Width: 0.0045+/- 0.0000 yield_bpm0i07Y| Mean: 0.4663+/- 0.0000 Width: 0.0039+/- 0.0000 yield_bpm1i02X| Mean: -0.0652+/- 0.0000 Width: 0.0127+/- 0.0000 yield_bpm1i02Y| Mean: 1.5680+/- 0.0000 Width: 0.0086+/- 0.0000 yield_bpm1i04X| Mean: 1.8112+/- 0.0000 Width: 0.0077+/- 0.0000 yield_bpm1i04Y| Mean: 4.1794+/- 0.0000 Width: 0.0058+/- 0.0000 yield_bpm1i06X| Mean: 1.2150+/- 0.0000 Width: 0.0170+/- 0.0000 yield_bpm1i06Y| Mean: -0.5621+/- 0.0000 Width: 0.0074+/- 0.0000 yield_bpm2i01X| Mean: 0.2079+/- 0.0000 Width: 0.0016+/- 0.0000 yield_bpm2i01Y| Mean: -3.4854+/- 0.0000 Width: 0.0017+/- 0.0000 yield_bpm2i02X| Mean: 0.5095+/- 0.0000 Width: 0.0087+/- 0.0000 yield_bpm2i02Y| Mean: -1.2648+/- 0.0000 Width: 0.0078+/- 0.0000 yield_bpm0i01X| Mean: -0.1447+/- 0.0000 Width: 0.0129+/- 0.0000 yield_bpm0i01Y| Mean: -0.7204+/- 0.0000 Width: 0.0036+/- 0.0000 yield_bpm0i01aX| Mean: -1.8813+/- 0.0000 Width: 0.0079+/- 0.0000 yield_bpm0i01aY| Mean: 2.1091+/- 0.0000 Width: 0.0024+/- 0.0000 yield_bpm0l01X| Mean: -1.5761+/- 0.0000 Width: 0.0076+/- 0.0000 yield_bpm0l01Y| Mean: -5.9962+/- 0.0000 Width: 0.0063+/- 0.0000 yield_bpm0l02X| Mean: 0.2950+/- 0.0000 Width: 0.0155+/- 0.0000 yield_bpm0l02Y| Mean: 0.3853+/- 0.0000 Width: 0.0069+/- 0.0000 yield_bpm0l03X| Mean: -1.8297+/- 0.0000 Width: 0.0180+/- 0.0000 yield_bpm0l03Y| Mean: 0.8711+/- 0.0001 Width: 0.0247+/- 0.0000 yield_bpm0l04X| Mean: 1.0467+/- 0.0000 Width: 0.0172+/- 0.0000 yield_bpm0l04Y| Mean: 0.0861+/- 0.0000 Width: 0.0035+/- 0.0000 yield_bpm0l05X| Mean: 0.5573+/- 0.0000 Width: 0.0076+/- 0.0000 yield_bpm0l05Y| Mean: 3.3628+/- 0.0000 Width: 0.0080+/- 0.0000 yield_bpm0l06X| Mean: 1.3235+/- 0.0000 Width: 0.0064+/- 0.0000 yield_bpm0l06Y| Mean: -1.3171+/- 0.0000 Width: 0.0027+/- 0.0000 yield_bpm0l07X| Mean: -0.9231+/- 0.0000 Width: 0.0113+/- 0.0000 yield_bpm0l07Y| Mean: 0.8139+/- 0.0000 Width: 0.0025+/- 0.0000 yield_bpm0l08X| Mean: -0.1947+/- 0.0000 Width: 0.0094+/- 0.0000 yield_bpm0l08Y| Mean: 0.0858+/- 0.0000 Width: 0.0037+/- 0.0000 yield_bpm0l09X| Mean: 0.6229+/- 0.0000 Width: 0.0106+/- 0.0000 yield_bpm0l09Y| Mean: 0.1075+/- 0.0000 Width: 0.0032+/- 0.0000 yield_bpm0l10X| Mean: -1.1542+/- 0.0000 Width: 0.0118+/- 0.0000 yield_bpm0l10Y| Mean: -0.3228+/- 0.0000 Width: 0.0025+/- 0.0000 yield_bpm0r03X| Mean: -0.7316+/- 0.0001 Width: 0.0742+/- 0.0001 yield_bpm0r03Y| Mean: -0.0366+/- 0.0000 Width: 0.0105+/- 0.0000 yield_bpm0r05X| Mean: -0.5658+/- 0.0001 Width: 0.0936+/- 0.0001 yield_bpm0r05Y| Mean: 1.9531+/- 0.0000 Width: 0.0135+/- 0.0000 ===================== Asymmetry/Differences ===================== diff_bpm4aX| Mean: 14.5989+/- 16.1842 Width: 11203.7590+/- 11.4440 diff_bpm4aY| Mean: 11.1582+/- 7.5407 Width: 5217.4938+/- 5.3321 diff_bpm4eX| Mean: 14.6490+/- 14.6742 Width: 10158.1765+/- 10.3762 diff_bpm4eY| Mean: 11.2003+/- 7.4334 Width: 5147.4144+/- 5.2562 diff_bpm4acX| Mean: 15.9778+/- 15.8112 Width: 10945.5803+/- 11.1802 diff_bpm4acY| Mean: 10.5595+/- 7.6119 Width: 5266.9835+/- 5.3824 diff_bpm4ecX| Mean: 14.3777+/- 15.2214 Width: 10463.4214+/- 10.7632 diff_bpm4ecY| Mean: 9.1291+/- 7.5521 Width: 5140.0978+/- 5.3401 diff_bpm1X| Mean: 13.7893+/- 15.9220 Width: 11022.5641+/- 11.2586 diff_bpm1Y| Mean: 6.0794+/- 6.5156 Width: 4477.9706+/- 4.6072 diff_bpm11X| Mean: 4.7415+/- 16.1381 Width: 11168.5423+/- 11.4113 diff_bpm11Y| Mean: -2.7042+/- 7.0219 Width: 4808.7319+/- 4.9652 diff_bpm12X| Mean: 12.2903+/- 41.5796 Width: 28778.3374+/- 29.4012 diff_bpm12Y| Mean: -3.7411+/- 4.9597 Width: 3401.5026+/- 3.5070 diff_bpm16X| Mean: -8.7647+/- 10.1269 Width: 7009.2114+/- 7.1608 diff_bpm16Y| Mean: -7.4987+/- 5.1611 Width: 3573.0048+/- 3.6495 diff_bpm1p02bX| Mean: 0.0173+/- 1.8527 Width: 1281.8205+/- 1.3101 diff_bpm1p02bY| Mean: -2.1349+/- 3.2188 Width: 2226.3351+/- 2.2760 diff_bpm1p03aX| Mean: 0.5242+/- 2.6765 Width: 1853.5356+/- 1.8926 diff_bpm1p03aY| Mean: -0.1748+/- 2.4166 Width: 1668.5500+/- 1.7088 diff_cav4bX| Mean: 17.4816+/- 20.3849 Width: 14110.7786+/- 14.4143 diff_cav4bY| Mean: 7.7375+/- 4.7335 Width: 3275.6609+/- 3.3471 diff_cav4cX| Mean: 1.0932+/- 1.2193 Width: 844.0227+/- 0.8621 diff_cav4cY| Mean: 0.8619+/- 0.5725 Width: 396.2686+/- 0.4048 diff_cav4dX| Mean: 6.5049+/- 7.0692 Width: 4893.4852+/- 4.9987 diff_cav4dY| Mean: 0.5375+/- 0.3676 Width: 254.4936+/- 0.2599 diff_bpm0i01X| Mean: -22.9649+/- 3.4193 Width: 2368.9038+/- 2.4178 diff_bpm0i01Y| Mean: -14.5398+/- 3.3411 Width: 2314.5385+/- 2.3625 diff_bpm0i01aX| Mean: -17.9069+/- 2.9302 Width: 2030.0476+/- 2.0719 diff_bpm0i01aY| Mean: -0.8110+/- 2.6402 Width: 1829.0338+/- 1.8669 diff_bpm0l01X| Mean: 15.9318+/- 4.3061 Width: 2984.4958+/- 3.0449 diff_bpm0l01Y| Mean: -6.6633+/- 1.8236 Width: 1259.8447+/- 1.2895 diff_bpm0l02X| Mean: 46.0288+/- 14.5618 Width: 10088.2751+/- 10.2967 diff_bpm0l02Y| Mean: 6.4136+/- 3.0316 Width: 2082.6930+/- 2.1437 diff_bpm0l03X| Mean: 56.2407+/- 17.1770 Width: 10249.6943+/- 12.1460 diff_bpm0l03Y| Mean: 32.9385+/- 10.3140 Width: 4979.4273+/- 7.2931 diff_bpm0l04X| Mean: 42.8544+/- 15.4343 Width: 10697.3478+/- 10.9137 diff_bpm0l04Y| Mean: 4.4427+/- 1.2494 Width: 864.8657+/- 0.8835 diff_bpm0l05X| Mean: 6.4079+/- 9.4106 Width: 6508.1778+/- 6.6543 diff_bpm0l05Y| Mean: -14.3230+/- 3.2139 Width: 2227.5237+/- 2.2726 diff_bpm0l06X| Mean: -14.3656+/- 9.7274 Width: 6725.0609+/- 6.8783 diff_bpm0l06Y| Mean: 1.5560+/- 1.7411 Width: 1206.3695+/- 1.2311 diff_bpm0l07X| Mean: -25.0659+/- 14.9862 Width: 10363.0826+/- 10.5969 diff_bpm0l07Y| Mean: 4.1486+/- 1.3754 Width: 952.9984+/- 0.9726 diff_bpm0l08X| Mean: -20.3786+/- 12.0217 Width: 8314.0576+/- 8.5006 diff_bpm0l08Y| Mean: 6.4239+/- 1.6614 Width: 1151.2833+/- 1.1748 diff_bpm0l09X| Mean: -21.9336+/- 12.4229 Width: 8592.9641+/- 8.7843 diff_bpm0l09Y| Mean: 5.8255+/- 1.4523 Width: 1006.1687+/- 1.0269 diff_bpm0l10X| Mean: -22.6914+/- 12.8607 Width: 8896.8235+/- 9.0939 diff_bpm0l10Y| Mean: 3.0383+/- 1.2011 Width: 831.9441+/- 0.8493 diff_bpm0r03X| Mean: 89.2856+/- 91.4827 Width: 63361.1551+/- 64.6881 diff_bpm0r03Y| Mean: -12.6801+/- 4.5237 Width: 3135.1867+/- 3.1988 diff_bpm0r05X| Mean: -51.8000+/- 102.4124 Width: 70925.3476+/- 72.4165 diff_bpm0r05Y| Mean: -17.4366+/- 7.7490 Width: 5365.4972+/- 5.4794 diff_bpm2i01X| Mean: -6.8590+/- 1.2634 Width: 874.6246+/- 0.8934 diff_bpm2i01Y| Mean: 3.1161+/- 1.4046 Width: 972.7802+/- 0.9932 diff_bpm2i02X| Mean: -9.3945+/- 1.4144 Width: 979.6857+/- 1.0002 diff_bpm2i02Y| Mean: 34.7766+/- 1.4208 Width: 984.0235+/- 1.0047 diff_bpm0i02X| Mean: 11.5723+/- 2.0199 Width: 1399.7965+/- 1.4283 diff_bpm0i02Y| Mean: 34.5292+/- 1.7320 Width: 1200.2355+/- 1.2247 diff_bpm0i02aX| Mean: 22.7997+/- 2.0056 Width: 1389.5798+/- 1.4182 diff_bpm0i02aY| Mean: 23.6287+/- 2.0904 Width: 1448.0776+/- 1.4782 diff_bpm0i05X| Mean: -36.1637+/- 2.3492 Width: 1627.7918+/- 1.6611 diff_bpm0i05Y| Mean: -14.7598+/- 2.4015 Width: 1663.9547+/- 1.6981 diff_bpm0i07X| Mean: -21.3819+/- 1.8410 Width: 1271.9323+/- 1.3018 diff_bpm0i07Y| Mean: -11.4488+/- 1.6482 Width: 1139.8966+/- 1.1655 diff_bpm1i02X| Mean: 0.1768+/- 1.3584 Width: 941.4346+/- 0.9605 diff_bpm1i02Y| Mean: 40.5366+/- 0.8865 Width: 614.2814+/- 0.6268 diff_bpm1i04X| Mean: 17.7350+/- 1.0788 Width: 747.6263+/- 0.7628 diff_bpm1i04Y| Mean: -18.6400+/- 0.9133 Width: 632.7278+/- 0.6458 diff_bpm1i06X| Mean: -22.3263+/- 3.4060 Width: 2359.7360+/- 2.4084 diff_bpm1i06Y| Mean: -32.2027+/- 3.7202 Width: 2577.2541+/- 2.6306 asym_bcm_an_ds| Mean: 156.8357+/- 232.5487 Width: 158.7962+/- 0.1644 asym_bcm_an_ds3| Mean: 172.8516+/- 232.8870 Width: 159.0194+/- 0.1647 asym_bcm_an_us| Mean: 96.8165+/- 232.7877 Width: 158.9546+/- 0.1646 asym_bcm_dg_us| Mean: 74.1151+/- 243.0396 Width: 166.0509+/- 0.1719 asym_bcm_dg_ds| Mean: 116.8088+/- 235.1559 Width: 160.6467+/- 0.1663 asym_cav4bQ| Mean: 611.9001+/- 547.9863 Width: 377.5907+/- 0.3875 asym_cav4cQ| Mean: 134.6298+/- 245.3949 Width: 167.8672+/- 0.1735 asym_cav4dQ| Mean: -167.6539+/- 537.1007 Width: 370.7443+/- 0.3798 asym_bcm0l02| Mean: 2047.6847+/- 290.5109 Width: 198.6464+/- 0.2054 asym_bpm0i02WS| Mean: 6892.0209+/- 171.9696 Width: 117.4354+/- 0.1216 asym_bpm0i02aWS| Mean: 4224.7159+/- 227.1365 Width: 155.4144+/- 0.1606 asym_bpm0i05WS| Mean: 1458.3580+/- 229.7284 Width: 156.8914+/- 0.1624 asym_bpm0i07WS| Mean: 1367.9042+/- 269.6996 Width: 184.9235+/- 0.1907 asym_bpm1i02WS| Mean: 3668.9143+/- 163.6430 Width: 112.3373+/- 0.1157 asym_bpm2i01WS| Mean: 4388.2579+/- 162.4307 Width: 110.9855+/- 0.1149 asym_bpm2i02WS| Mean: 4358.7713+/- 153.9124 Width: 104.9457+/- 0.1088 asym_bpm0i01WS| Mean: 4437.0531+/- 176.9165 Width: 121.5157+/- 0.1251 asym_bpm0i01aWS| Mean: 4799.0817+/- 140.8520 Width: 96.2104+/- 0.0996 asym_bpm0l01WS| Mean: 1447.5982+/- 254.8961 Width: 174.3712+/- 0.1802 asym_bpm0l02WS| Mean: 1276.0302+/- 425.8443 Width: 292.9386+/- 0.3011 asym_bpm0l03WS| Mean: 1059.4780+/- 597.9269 Width: 342.7149+/- 0.4228 asym_bpm0l04WS| Mean: 1437.6791+/- 258.5268 Width: 176.6957+/- 0.1828 asym_bpm0l05WS| Mean: 1347.8725+/- 275.9857 Width: 188.8767+/- 0.1952 asym_bpm0l06WS| Mean: 1471.4812+/- 256.9789 Width: 175.6265+/- 0.1817 asym_bpm0l07WS| Mean: 1718.5621+/- 251.8610 Width: 172.0923+/- 0.1781 asym_bpm0l08WS| Mean: 1448.1994+/- 249.7123 Width: 170.6106+/- 0.1766 asym_bpm0l09WS| Mean: 1362.1536+/- 256.5663 Width: 175.3473+/- 0.1814 asym_bpm0l10WS| Mean: 1537.2052+/- 261.9692 Width: 179.0116+/- 0.1852 asym_bpm0r03WS| Mean: 1732.7780+/- 346.3242 Width: 237.2683+/- 0.2449 asym_bpm0r05WS| Mean: 855.1465+/- 546.8078 Width: 376.5327+/- 0.3867 asym_bpm0i02WS| Mean: 6892.0209+/- 171.9696 Width: 117.4354+/- 0.1216 asym_bpm0i02aWS| Mean: 4224.7159+/- 227.1365 Width: 155.4144+/- 0.1606 asym_bpm0i05WS| Mean: 1458.3580+/- 229.7284 Width: 156.8914+/- 0.1624 asym_bpm0i07WS| Mean: 1367.9042+/- 269.6996 Width: 184.9235+/- 0.1907 asym_bpm1i02WS| Mean: 3668.9143+/- 163.6430 Width: 112.3373+/- 0.1157 asym_bpm1i04WS| Mean: 3622.9692+/- 139.5586 Width: 95.5626+/- 0.0987 asym_bpm1i06WS| Mean: 4238.0515+/- 173.7515 Width: 119.4857+/- 0.1229 ================= Combined Elements ================= asym_bcm_an_us_bcm_an_ds_agg_avg| Mean: 126.7771+/- 232.0288 Width: 158.4291+/- 0.1641 asym_bcm_an_avg_bcm_dg_ds_agg_dd| Mean: 5.4659+/- 23.5977 Width: 16.3390+/- 0.0167 asym_bcm_an_avg_bcm_dg_us_agg_dd| Mean: 34.6379+/- 31.9594 Width: 22.1473+/- 0.0226 asym_bcm_an_us_ds3_avg_bcm_dg_ds_agg_dd| Mean: 10.0098+/- 23.4073 Width: 16.2077+/- 0.0166 asym_bcm_an_us_ds3_avg_bcm_dg_us_agg_dd| Mean: 39.2502+/- 31.8083 Width: 22.0420+/- 0.0225 asym_bcm_an_us_bcm_an_ds_agg_dd| Mean: -23.4730+/- 16.3253 Width: 11.2666+/- 0.0115 asym_bcm_an_us_bcm_an_ds3_agg_avg| Mean: 134.7516+/- 232.2582 Width: 158.5828+/- 0.1642 asym_bcm_an_us_bcm_an_ds3_agg_dd| Mean: -33.1346+/- 15.4873 Width: 10.6807+/- 0.0110 asym_bcm_dg_us_bcm_an_ds_agg_avg| Mean: 115.1809+/- 235.3959 Width: 160.7504+/- 0.1665 asym_bcm_dg_us_bcm_an_ds_agg_dd| Mean: -46.8970+/- 33.1010 Width: 22.9380+/- 0.0234 asym_bcm_dg_ds_bcm_an_ds_agg_avg| Mean: 137.3825+/- 232.4175 Width: 158.7223+/- 0.1643 asym_bcm_dg_ds_bcm_an_ds_agg_dd| Mean: -16.6483+/- 25.1364 Width: 17.4082+/- 0.0178 asym_bcm_dg_us_bcm_an_us_agg_avg| Mean: 85.0240+/- 235.5355 Width: 160.8429+/- 0.1665 asym_bcm_dg_us_bcm_an_us_agg_dd| Mean: -23.2181+/- 32.9391 Width: 22.8263+/- 0.0233 asym_bcm_dg_ds_bcm_an_us_agg_avg| Mean: 107.3294+/- 232.5584 Width: 158.8157+/- 0.1644 asym_bcm_dg_ds_bcm_an_us_agg_dd| Mean: 6.8416+/- 24.9232 Width: 17.2604+/- 0.0176 asym_bcm_dg_us_bcm_dg_ds_agg_avg| Mean: 95.8319+/- 236.0785 Width: 161.2468+/- 0.1669 asym_bcm_dg_us_bcm_dg_ds_agg_dd| Mean: -32.7135+/- 37.0586 Width: 25.6717+/- 0.0262 asym_bcm_cav4cQ_bcm_an_us_agg_avg| Mean: 112.8258+/- 235.7676 Width: 161.0984+/- 0.1667 asym_bcm_cav4cQ_bcm_an_us_agg_dd| Mean: 16.0804+/- 39.5248 Width: 27.3526+/- 0.0279 asym_bcm_cav4cQ_bcm_an_ds_agg_avg| Mean: 143.2501+/- 235.6356 Width: 161.0121+/- 0.1666 asym_bcm_cav4cQ_bcm_an_ds_agg_dd| Mean: -9.9981+/- 39.6323 Width: 27.4271+/- 0.0280 asym_bcm_cav4cQ_bcm_dg_us_agg_avg| Mean: 100.5871+/- 239.0129 Width: 163.3330+/- 0.1690 asym_bcm_cav4cQ_bcm_dg_us_agg_dd| Mean: 35.0662+/- 49.1152 Width: 34.0065+/- 0.0347 asym_bcm_cav4cQ_bcm_dg_ds_agg_avg| Mean: 123.0892+/- 236.0766 Width: 161.3334+/- 0.1669 asym_bcm_cav4cQ_bcm_dg_ds_agg_dd| Mean: 8.0063+/- 44.1282 Width: 30.5402+/- 0.0312 ====================================== Japan Regressed Asymmetry/Difference ===================================== ======================================= Postpan Regressed Asymmetry/Difference ======================================= ======================================= Postpan Asymmetry/Difference Corrections ======================================= ======================================= Japan Slopes ======================================= ======================================= Postpan Slopes =======================================