Slug: 143 IHWP: Out Wein: Left HRS: Right Only 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: 148.1787+/- 0.0004 Width: 0.3260+/- 0.0003 yield_bcm_an_ds3| Mean: 148.5807+/- 0.0004 Width: 0.3280+/- 0.0003 yield_bcm_an_us| Mean: 147.9898+/- 0.0004 Width: 0.3274+/- 0.0003 yield_bcm_dg_us| Mean: 148.4424+/- 0.0004 Width: 0.3423+/- 0.0003 yield_bcm_dg_ds| Mean: 148.3702+/- 0.0004 Width: 0.3469+/- 0.0003 yield_cav4bQ| Mean: 144.6469+/- 0.0011 Width: 0.6922+/- 0.0008 yield_cav4cQ| Mean: 148.1864+/- 0.0006 Width: 0.4908+/- 0.0004 yield_cav4dQ| Mean: 147.8822+/- 0.0004 Width: 0.3685+/- 0.0003 yield_bcm0l02| Mean: 148.6215+/- 0.0011 Width: 0.7960+/- 0.0008 yield_bpm0i01WS| Mean: 148386.0202+/- 0.1852 Width: 160.9281+/- 0.1309 yield_bpm0i01aWS| Mean: 146575.0348+/- 0.1827 Width: 158.8349+/- 0.1292 yield_bpm0l01WS| Mean: 121377.2029+/- 0.1572 Width: 135.4786+/- 0.1112 yield_bpm0l02WS| Mean: 137138.4950+/- 0.2421 Width: 210.6170+/- 0.1712 yield_bpm0l03WS| Mean: 134574.5846+/- 0.5702 Width: 490.9270+/- 0.4032 yield_bpm0l04WS| Mean: 126734.4404+/- 0.1744 Width: 151.2292+/- 0.1233 yield_bpm0l05WS| Mean: 129084.6650+/- 0.1708 Width: 147.8055+/- 0.1208 yield_bpm0l06WS| Mean: 127780.1291+/- 0.1654 Width: 143.5881+/- 0.1169 yield_bpm0l07WS| Mean: 141701.5943+/- 0.1958 Width: 168.7098+/- 0.1384 yield_bpm0l08WS| Mean: 144712.3707+/- 0.1911 Width: 165.1045+/- 0.1352 yield_bpm0l09WS| Mean: 139437.5549+/- 0.2437 Width: 211.7323+/- 0.1723 yield_bpm0l10WS| Mean: 140245.3058+/- 0.1887 Width: 163.2767+/- 0.1334 yield_bpm0r03WS| Mean: 132892.0622+/- 0.3467 Width: 295.4526+/- 0.2451 yield_bpm0r05WS| Mean: 129470.0847+/- 0.2076 Width: 176.1909+/- 0.1468 yield_bpm0i02WS| Mean: 139581.1862+/- 0.1858 Width: 161.4394+/- 0.1314 yield_bpm0i02aWS| Mean: 137179.5400+/- 0.1896 Width: 164.2333+/- 0.1341 yield_bpm0i05WS| Mean: 152668.3456+/- 0.1905 Width: 164.4496+/- 0.1347 yield_bpm0i07WS| Mean: 152467.2682+/- 0.1914 Width: 166.0353+/- 0.1353 yield_bpm1i02WS| Mean: 143464.5606+/- 0.1826 Width: 158.8094+/- 0.1291 yield_bpm1i04WS| Mean: 141489.2911+/- 0.1778 Width: 154.5203+/- 0.1257 yield_bpm1i06WS| Mean: 149264.3211+/- 0.2137 Width: 185.8043+/- 0.1511 yield_bpm2i01WS| Mean: 129776.4592+/- 0.1807 Width: 157.0605+/- 0.1278 yield_bpm2i02WS| Mean: 134958.5101+/- 0.1879 Width: 163.3653+/- 0.1329 yield_cav4bX| Mean: -0.8589+/- 0.0000 Width: 0.0241+/- 0.0000 yield_cav4bY| Mean: -0.8549+/- 0.0000 Width: 0.0138+/- 0.0000 yield_cav4cX| Mean: -0.0097+/- 0.0000 Width: 0.0012+/- 0.0000 yield_cav4cY| Mean: -0.1231+/- 0.0000 Width: 0.0009+/- 0.0000 yield_cav4dX| Mean: -0.0048+/- 0.0000 Width: 0.0072+/- 0.0000 yield_cav4dY| Mean: -0.0785+/- 0.0000 Width: 0.0005+/- 0.0000 yield_bpm4aX| Mean: -0.5697+/- 0.0000 Width: 0.0160+/- 0.0000 yield_bpm4aY| Mean: 0.6179+/- 0.0000 Width: 0.0114+/- 0.0000 yield_bpm4eX| Mean: -0.1760+/- 0.0000 Width: 0.0153+/- 0.0000 yield_bpm4eY| Mean: 0.3319+/- 0.0000 Width: 0.0103+/- 0.0000 yield_bpm4acX| Mean: -0.9276+/- 0.0000 Width: 0.0157+/- 0.0000 yield_bpm4acY| Mean: 0.7731+/- 0.0000 Width: 0.0114+/- 0.0000 yield_bpm4ecX| Mean: -0.1826+/- 0.0000 Width: 0.0151+/- 0.0000 yield_bpm4ecY| Mean: 0.0739+/- 0.0000 Width: 0.0101+/- 0.0000 yield_bpm1X| Mean: -0.2415+/- 0.0001 Width: 0.0395+/- 0.0001 yield_bpm1Y| Mean: 1.1248+/- 0.0001 Width: 0.0439+/- 0.0001 yield_bpm11X| Mean: 0.8542+/- 0.0000 Width: 0.0114+/- 0.0000 yield_bpm11Y| Mean: -1.0592+/- 0.0000 Width: 0.0132+/- 0.0000 yield_bpm12X| Mean: -1.0418+/- 0.0000 Width: 0.0289+/- 0.0000 yield_bpm12Y| Mean: 0.2123+/- 0.0000 Width: 0.0087+/- 0.0000 yield_bpm16X| Mean: -0.4337+/- 0.0000 Width: 0.0086+/- 0.0000 yield_bpm16Y| Mean: -0.2263+/- 0.0000 Width: 0.0042+/- 0.0000 yield_bpm0i02X| Mean: -0.3628+/- 0.0000 Width: 0.0051+/- 0.0000 yield_bpm0i02Y| Mean: -2.4804+/- 0.0000 Width: 0.0105+/- 0.0000 yield_bpm0i02aX| Mean: 1.7896+/- 0.0000 Width: 0.0113+/- 0.0000 yield_bpm0i02aY| Mean: -1.4855+/- 0.0000 Width: 0.0085+/- 0.0000 yield_bpm0i05X| Mean: -1.4921+/- 0.0000 Width: 0.0078+/- 0.0000 yield_bpm0i05Y| Mean: -0.1879+/- 0.0000 Width: 0.0039+/- 0.0000 yield_bpm0i07X| Mean: -0.6572+/- 0.0000 Width: 0.0052+/- 0.0000 yield_bpm0i07Y| Mean: 0.4004+/- 0.0000 Width: 0.0035+/- 0.0000 yield_bpm1i02X| Mean: -2.4997+/- 0.0000 Width: 0.0142+/- 0.0000 yield_bpm1i02Y| Mean: -1.1114+/- 0.0000 Width: 0.0107+/- 0.0000 yield_bpm1i04X| Mean: 1.0564+/- 0.0000 Width: 0.0086+/- 0.0000 yield_bpm1i04Y| Mean: 2.2877+/- 0.0000 Width: 0.0073+/- 0.0000 yield_bpm1i06X| Mean: 0.2683+/- 0.0000 Width: 0.0161+/- 0.0000 yield_bpm1i06Y| Mean: 1.2558+/- 0.0000 Width: 0.0038+/- 0.0000 yield_bpm2i01X| Mean: 0.2391+/- 0.0000 Width: 0.0016+/- 0.0000 yield_bpm2i01Y| Mean: -3.4997+/- 0.0000 Width: 0.0019+/- 0.0000 yield_bpm2i02X| Mean: 0.3153+/- 0.0000 Width: 0.0105+/- 0.0000 yield_bpm2i02Y| Mean: -2.1162+/- 0.0000 Width: 0.0095+/- 0.0000 yield_bpm0i01X| Mean: 1.0775+/- 0.0000 Width: 0.0125+/- 0.0000 yield_bpm0i01Y| Mean: -1.7918+/- 0.0000 Width: 0.0030+/- 0.0000 yield_bpm0i01aX| Mean: -1.4351+/- 0.0000 Width: 0.0085+/- 0.0000 yield_bpm0i01aY| Mean: 1.5093+/- 0.0000 Width: 0.0051+/- 0.0000 yield_bpm0l01X| Mean: -1.9983+/- 0.0000 Width: 0.0055+/- 0.0000 yield_bpm0l01Y| Mean: -7.5728+/- 0.0000 Width: 0.0082+/- 0.0000 yield_bpm0l02X| Mean: -3.1762+/- 0.0000 Width: 0.0156+/- 0.0000 yield_bpm0l02Y| Mean: 0.5253+/- 0.0000 Width: 0.0070+/- 0.0000 yield_bpm0l03X| Mean: -4.0004+/- 0.0001 Width: 0.0830+/- 0.0001 yield_bpm0l03Y| Mean: 1.8047+/- 0.0001 Width: 0.0851+/- 0.0001 yield_bpm0l04X| Mean: -2.8781+/- 0.0000 Width: 0.0077+/- 0.0000 yield_bpm0l04Y| Mean: 0.9754+/- 0.0000 Width: 0.0066+/- 0.0000 yield_bpm0l05X| Mean: -2.5176+/- 0.0000 Width: 0.0061+/- 0.0000 yield_bpm0l05Y| Mean: 0.6538+/- 0.0000 Width: 0.0061+/- 0.0000 yield_bpm0l06X| Mean: 1.6888+/- 0.0000 Width: 0.0080+/- 0.0000 yield_bpm0l06Y| Mean: -2.3604+/- 0.0000 Width: 0.0027+/- 0.0000 yield_bpm0l07X| Mean: -0.5964+/- 0.0000 Width: 0.0132+/- 0.0000 yield_bpm0l07Y| Mean: 0.1637+/- 0.0000 Width: 0.0021+/- 0.0000 yield_bpm0l08X| Mean: 0.0846+/- 0.0000 Width: 0.0119+/- 0.0000 yield_bpm0l08Y| Mean: -0.3404+/- 0.0000 Width: 0.0032+/- 0.0000 yield_bpm0l09X| Mean: 0.7714+/- 0.0000 Width: 0.0116+/- 0.0000 yield_bpm0l09Y| Mean: -0.1796+/- 0.0000 Width: 0.0038+/- 0.0000 yield_bpm0l10X| Mean: -1.1233+/- 0.0000 Width: 0.0104+/- 0.0000 yield_bpm0l10Y| Mean: -0.5625+/- 0.0000 Width: 0.0040+/- 0.0000 yield_bpm0r03X| Mean: -2.8839+/- 0.0001 Width: 0.0719+/- 0.0001 yield_bpm0r03Y| Mean: 0.4840+/- 0.0000 Width: 0.0097+/- 0.0000 yield_bpm0r05X| Mean: 0.1844+/- 0.0001 Width: 0.0829+/- 0.0001 yield_bpm0r05Y| Mean: 2.6807+/- 0.0000 Width: 0.0131+/- 0.0000 ===================== Asymmetry/Differences ===================== diff_bpm4aX| Mean: -16.6592+/- 9.4326 Width: 8256.7139+/- 6.6698 diff_bpm4aY| Mean: 11.4231+/- 8.1746 Width: 7183.9316+/- 5.7803 diff_bpm4eX| Mean: -14.9109+/- 8.6489 Width: 7571.4053+/- 6.1157 diff_bpm4eY| Mean: 10.4199+/- 6.9448 Width: 6104.3107+/- 4.9107 diff_bpm4acX| Mean: -15.2436+/- 9.2294 Width: 8079.4536+/- 6.5262 diff_bpm4acY| Mean: 12.0202+/- 8.2103 Width: 7215.6523+/- 5.8056 diff_bpm4ecX| Mean: -15.3610+/- 8.7471 Width: 7657.3459+/- 6.1851 diff_bpm4ecY| Mean: 10.5473+/- 6.7751 Width: 5955.2790+/- 4.7907 diff_bpm1X| Mean: -16.1345+/- 9.1935 Width: 8047.1687+/- 6.5008 diff_bpm1Y| Mean: 10.1262+/- 9.1052 Width: 7889.9379+/- 6.4383 diff_bpm11X| Mean: -2.2261+/- 10.5343 Width: 9237.0480+/- 7.4488 diff_bpm11Y| Mean: -8.2509+/- 9.2551 Width: 7887.9760+/- 6.5443 diff_bpm12X| Mean: -1.6519+/- 27.4755 Width: 24090.1513+/- 19.4281 diff_bpm12Y| Mean: -5.3798+/- 6.6229 Width: 5744.9291+/- 4.6831 diff_bpm16X| Mean: 9.3783+/- 5.8826 Width: 5150.0280+/- 4.1596 diff_bpm16Y| Mean: -4.4295+/- 4.0555 Width: 3555.3745+/- 2.8677 diff_bpm1p02bX| Mean: -0.1003+/- 1.0880 Width: 953.7347+/- 0.7693 diff_bpm1p02bY| Mean: 1.2450+/- 4.3740 Width: 3820.8965+/- 3.0929 diff_bpm1p03aX| Mean: -1.2934+/- 1.6311 Width: 1429.4668+/- 1.1534 diff_bpm1p03aY| Mean: 1.7821+/- 2.9930 Width: 2592.7951+/- 2.1164 diff_cav4bX| Mean: -22.1046+/- 11.6822 Width: 10220.9957+/- 8.2606 diff_cav4bY| Mean: 6.3454+/- 5.0041 Width: 4398.6732+/- 3.5384 diff_cav4cX| Mean: -1.3211+/- 0.7183 Width: 628.7978+/- 0.5079 diff_cav4cY| Mean: 0.8105+/- 0.5865 Width: 515.6502+/- 0.4147 diff_cav4dX| Mean: -7.5529+/- 4.1503 Width: 3633.3056+/- 2.9347 diff_cav4dY| Mean: 0.4742+/- 0.3551 Width: 312.1273+/- 0.2511 diff_bpm0i01X| Mean: -3.0947+/- 2.4717 Width: 2171.7779+/- 1.7478 diff_bpm0i01Y| Mean: 5.0407+/- 2.4131 Width: 2120.8988+/- 1.7064 diff_bpm0i01aX| Mean: -3.2663+/- 2.3363 Width: 2052.5533+/- 1.6520 diff_bpm0i01aY| Mean: 10.6269+/- 2.0271 Width: 1782.0392+/- 1.4334 diff_bpm0l01X| Mean: -12.3280+/- 3.3607 Width: 2955.1755+/- 2.3764 diff_bpm0l01Y| Mean: 1.6534+/- 1.6613 Width: 1459.6876+/- 1.1747 diff_bpm0l02X| Mean: -26.0897+/- 10.9625 Width: 9642.5652+/- 7.7517 diff_bpm0l02Y| Mean: 2.3549+/- 2.0081 Width: 1761.3745+/- 1.4199 diff_bpm0l03X| Mean: 65.4374+/- 32.6516 Width: 28269.9620+/- 23.0881 diff_bpm0l03Y| Mean: 72.0145+/- 32.5250 Width: 28154.5094+/- 22.9986 diff_bpm0l04X| Mean: 7.9551+/- 2.2274 Width: 1956.4781+/- 1.5750 diff_bpm0l04Y| Mean: -0.9212+/- 1.4166 Width: 1245.3701+/- 1.0017 diff_bpm0l05X| Mean: 9.2676+/- 7.6057 Width: 6672.0127+/- 5.3781 diff_bpm0l05Y| Mean: 0.6540+/- 1.6807 Width: 1477.5981+/- 1.1885 diff_bpm0l06X| Mean: 2.6210+/- 8.4450 Width: 7404.2655+/- 5.9715 diff_bpm0l06Y| Mean: 1.7835+/- 1.0121 Width: 890.0526+/- 0.7156 diff_bpm0l07X| Mean: 3.9764+/- 12.9330 Width: 11339.5327+/- 9.1450 diff_bpm0l07Y| Mean: 1.0958+/- 0.9464 Width: 832.2699+/- 0.6692 diff_bpm0l08X| Mean: 3.5700+/- 11.1570 Width: 9782.5798+/- 7.8892 diff_bpm0l08Y| Mean: 1.7574+/- 1.1910 Width: 1046.9736+/- 0.8422 diff_bpm0l09X| Mean: 3.4352+/- 10.4039 Width: 9123.0105+/- 7.3567 diff_bpm0l09Y| Mean: 1.9360+/- 1.2388 Width: 1089.1938+/- 0.8760 diff_bpm0l10X| Mean: 2.3870+/- 8.7042 Width: 7632.8038+/- 6.1548 diff_bpm0l10Y| Mean: 1.0854+/- 1.1132 Width: 979.0161+/- 0.7871 diff_bpm0r03X| Mean: 12.9090+/- 72.0031 Width: 63274.9889+/- 50.9139 diff_bpm0r03Y| Mean: -1.9370+/- 1.3266 Width: 1166.1297+/- 0.9381 diff_bpm0r05X| Mean: -19.4899+/- 89.3846 Width: 78538.9365+/- 63.2044 diff_bpm0r05Y| Mean: -4.5612+/- 5.4012 Width: 4744.8715+/- 3.8193 diff_bpm2i01X| Mean: -3.9431+/- 0.9344 Width: 821.7581+/- 0.6607 diff_bpm2i01Y| Mean: 0.6030+/- 1.0437 Width: 917.8375+/- 0.7380 diff_bpm2i02X| Mean: -7.4203+/- 1.0872 Width: 956.2081+/- 0.7688 diff_bpm2i02Y| Mean: 15.6478+/- 1.0818 Width: 951.4315+/- 0.7650 diff_bpm0i02X| Mean: -8.4530+/- 1.8154 Width: 1596.2149+/- 1.2837 diff_bpm0i02Y| Mean: 17.1289+/- 1.5052 Width: 1321.8192+/- 1.0643 diff_bpm0i02aX| Mean: -20.4377+/- 1.8483 Width: 1623.6839+/- 1.3070 diff_bpm0i02aY| Mean: -4.4190+/- 1.5195 Width: 1334.4069+/- 1.0745 diff_bpm0i05X| Mean: -19.5515+/- 2.0608 Width: 1806.4180+/- 1.4572 diff_bpm0i05Y| Mean: 6.7669+/- 1.6833 Width: 1479.8916+/- 1.1903 diff_bpm0i07X| Mean: -17.1844+/- 1.7625 Width: 1547.1624+/- 1.2463 diff_bpm0i07Y| Mean: 2.6095+/- 1.3701 Width: 1203.9424+/- 0.9688 diff_bpm1i02X| Mean: -5.7523+/- 1.0945 Width: 962.5648+/- 0.7739 diff_bpm1i02Y| Mean: 21.3875+/- 0.7292 Width: 641.3865+/- 0.5156 diff_bpm1i04X| Mean: 13.4434+/- 1.1245 Width: 988.8125+/- 0.7951 diff_bpm1i04Y| Mean: -6.7697+/- 0.9807 Width: 857.1854+/- 0.6935 diff_bpm1i06X| Mean: 0.2765+/- 2.3608 Width: 2074.1826+/- 1.6693 diff_bpm1i06Y| Mean: -5.8380+/- 2.8083 Width: 2468.3425+/- 1.9858 asym_bcm_an_ds| Mean: 51.6289+/- 291.1609 Width: 253.1733+/- 0.2059 asym_bcm_an_ds3| Mean: 58.4145+/- 292.5018 Width: 254.3385+/- 0.2068 asym_bcm_an_us| Mean: 94.7117+/- 292.1939 Width: 254.0738+/- 0.2066 asym_bcm_dg_us| Mean: 90.7961+/- 299.4670 Width: 260.4248+/- 0.2118 asym_bcm_dg_ds| Mean: 33.2344+/- 295.4397 Width: 256.8927+/- 0.2089 asym_cav4bQ| Mean: -603.9549+/- 419.9740 Width: 365.7157+/- 0.2970 asym_cav4cQ| Mean: -45.6603+/- 331.9498 Width: 288.6043+/- 0.2347 asym_cav4dQ| Mean: -424.7051+/- 481.8359 Width: 420.5944+/- 0.3407 asym_bcm0l02| Mean: 2556.1876+/- 255.8237 Width: 220.9164+/- 0.1809 asym_bpm0i02WS| Mean: 321.1847+/- 227.5975 Width: 197.5776+/- 0.1609 asym_bpm0i02aWS| Mean: -4746.9407+/- 228.5429 Width: 198.4518+/- 0.1616 asym_bpm0i05WS| Mean: 4532.2959+/- 238.0411 Width: 206.7771+/- 0.1683 asym_bpm0i07WS| Mean: 1005.8472+/- 255.4307 Width: 222.0943+/- 0.1806 asym_bpm1i02WS| Mean: -6536.2606+/- 118.5737 Width: 102.0578+/- 0.0838 asym_bpm2i01WS| Mean: -7563.6003+/- 126.6103 Width: 108.7134+/- 0.0895 asym_bpm2i02WS| Mean: -7683.4340+/- 123.2507 Width: 105.6185+/- 0.0872 asym_bpm0i01WS| Mean: -4100.1939+/- 167.1811 Width: 144.6337+/- 0.1182 asym_bpm0i01aWS| Mean: -3553.5349+/- 148.5736 Width: 128.2645+/- 0.1051 asym_bpm0l01WS| Mean: 1938.5285+/- 231.3400 Width: 200.5047+/- 0.1636 asym_bpm0l02WS| Mean: 2117.8802+/- 326.4085 Width: 283.8817+/- 0.2308 asym_bpm0l03WS| Mean: -1239.6829+/- 1367.7006 Width: 1184.8537+/- 0.9671 asym_bpm0l04WS| Mean: 1841.4594+/- 225.5967 Width: 195.2125+/- 0.1595 asym_bpm0l05WS| Mean: 1990.6318+/- 228.5754 Width: 197.8325+/- 0.1616 asym_bpm0l06WS| Mean: 2053.5082+/- 225.7071 Width: 195.3096+/- 0.1596 asym_bpm0l07WS| Mean: 1926.1655+/- 222.6384 Width: 192.5918+/- 0.1574 asym_bpm0l08WS| Mean: 1840.3149+/- 221.4135 Width: 191.5475+/- 0.1566 asym_bpm0l09WS| Mean: 1583.4867+/- 276.6951 Width: 239.7899+/- 0.1957 asym_bpm0l10WS| Mean: 1848.7592+/- 222.5445 Width: 192.4533+/- 0.1574 asym_bpm0r03WS| Mean: 1790.5756+/- 314.1673 Width: 273.1679+/- 0.2221 asym_bpm0r05WS| Mean: 1818.0165+/- 315.4992 Width: 274.4265+/- 0.2231 asym_bpm0i02WS| Mean: 321.1847+/- 227.5975 Width: 197.5776+/- 0.1609 asym_bpm0i02aWS| Mean: -4746.9407+/- 228.5429 Width: 198.4518+/- 0.1616 asym_bpm0i05WS| Mean: 4532.2959+/- 238.0411 Width: 206.7771+/- 0.1683 asym_bpm0i07WS| Mean: 1005.8472+/- 255.4307 Width: 222.0943+/- 0.1806 asym_bpm1i02WS| Mean: -6536.2606+/- 118.5737 Width: 102.0578+/- 0.0838 asym_bpm1i04WS| Mean: -6639.3926+/- 107.4238 Width: 92.2162+/- 0.0760 asym_bpm1i06WS| Mean: -5106.7598+/- 170.5066 Width: 147.5706+/- 0.1206 ================= Combined Elements ================= asym_bcm_an_us_bcm_an_ds_agg_avg| Mean: 73.1479+/- 291.3757 Width: 253.3586+/- 0.2060 asym_bcm_an_avg_bcm_dg_ds_agg_dd| Mean: 13.8573+/- 19.2837 Width: 16.9321+/- 0.0136 asym_bcm_an_avg_bcm_dg_us_agg_dd| Mean: -12.1490+/- 25.8032 Width: 22.6721+/- 0.0182 asym_bcm_an_us_ds3_avg_bcm_dg_ds_agg_dd| Mean: 16.0748+/- 19.0458 Width: 16.7257+/- 0.0135 asym_bcm_an_us_ds3_avg_bcm_dg_us_agg_dd| Mean: -10.7850+/- 25.5987 Width: 22.4962+/- 0.0181 asym_bcm_an_us_bcm_an_ds_agg_dd| Mean: 22.1254+/- 12.7196 Width: 11.1337+/- 0.0090 asym_bcm_an_us_bcm_an_ds3_agg_avg| Mean: 76.5326+/- 292.0729 Width: 253.9647+/- 0.2065 asym_bcm_an_us_bcm_an_ds3_agg_dd| Mean: 18.3862+/- 12.0856 Width: 10.5693+/- 0.0085 asym_bcm_dg_us_bcm_an_ds_agg_avg| Mean: 71.3412+/- 294.1072 Width: 255.7425+/- 0.2080 asym_bcm_dg_us_bcm_an_ds_agg_dd| Mean: 21.2827+/- 26.7351 Width: 23.4897+/- 0.0189 asym_bcm_dg_ds_bcm_an_ds_agg_avg| Mean: 42.5545+/- 292.5695 Width: 254.3934+/- 0.2069 asym_bcm_dg_ds_bcm_an_ds_agg_dd| Mean: -1.7461+/- 20.4711 Width: 17.9782+/- 0.0145 asym_bcm_dg_us_bcm_an_us_agg_avg| Mean: 92.6644+/- 294.6372 Width: 256.2041+/- 0.2083 asym_bcm_dg_us_bcm_an_us_agg_dd| Mean: 2.9141+/- 26.4916 Width: 23.2825+/- 0.0187 asym_bcm_dg_ds_bcm_an_us_agg_avg| Mean: 64.2777+/- 293.1010 Width: 254.8569+/- 0.2073 asym_bcm_dg_ds_bcm_an_us_agg_dd| Mean: -25.6010+/- 20.2431 Width: 17.7799+/- 0.0143 asym_bcm_dg_us_bcm_dg_ds_agg_avg| Mean: 62.3120+/- 295.7741 Width: 257.1894+/- 0.2091 asym_bcm_dg_us_bcm_dg_ds_agg_dd| Mean: 29.2840+/- 31.2477 Width: 27.4477+/- 0.0221 asym_bcm_cav4cQ_bcm_an_us_agg_avg| Mean: 23.8496+/- 310.5570 Width: 270.0549+/- 0.2196 asym_bcm_cav4cQ_bcm_an_us_agg_dd| Mean: -67.1638+/- 37.8750 Width: 33.0641+/- 0.0268 asym_bcm_cav4cQ_bcm_an_ds_agg_avg| Mean: 2.9968+/- 310.0317 Width: 269.5972+/- 0.2192 asym_bcm_cav4cQ_bcm_an_ds_agg_dd| Mean: -49.8374+/- 38.1861 Width: 33.3259+/- 0.0270 asym_bcm_cav4cQ_bcm_dg_us_agg_avg| Mean: 22.9584+/- 313.2199 Width: 272.3731+/- 0.2215 asym_bcm_cav4cQ_bcm_dg_us_agg_dd| Mean: -72.7443+/- 43.7491 Width: 38.3048+/- 0.0309 asym_bcm_cav4cQ_bcm_dg_ds_agg_avg| Mean: -5.4476+/- 311.7238 Width: 271.0782+/- 0.2204 asym_bcm_cav4cQ_bcm_dg_ds_agg_dd| Mean: -44.0958+/- 41.2339 Width: 36.0412+/- 0.0292 ====================================== Japan Regressed Asymmetry/Difference ===================================== ======================================= Postpan Regressed Asymmetry/Difference ======================================= ======================================= Postpan Asymmetry/Difference Corrections ======================================= ======================================= Japan Slopes ======================================= ======================================= Postpan Slopes =======================================