Sample	0	1	2	3	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20	21	22	23	24	25	26	27	28	29	30	31	32	33	34	35	36	37	38	39	40	41	42	43	44	45	46	47	48	49	50	51	52	53	54	55	56	57	58	59	60	61	62	63	64	65	66	67	68	69
20190507.A-S1a_undiff_R1-subsample - illumina_universal_adapter	(1, 0.0)	(2, 0.0)	(3, 0.0)	(4, 0.0)	(5, 0.0)	(6, 0.0)	(7, 0.0)	(8, 0.0)	(9, 0.0)	(10, 0.002)	(12, 0.0235)	(14, 0.113)	(16, 1.014)	(18, 1.2175)	(20, 1.3165)	(22, 1.355)	(24, 1.3735)	(26, 1.396)	(28, 1.4264999999999999)	(30, 1.456)	(32, 1.4885000000000002)	(34, 1.5219999999999998)	(36, 1.557)	(38, 1.5899999999999999)	(40, 1.6324999999999998)	(42, 1.669)	(44, 1.71)	(46, 1.7615)	(48, 1.826)	(50, 1.8929999999999998)	(52, 1.9675)	(54, 2.0685000000000002)	(56, 2.1654999999999998)	(58, 2.27)	(60, 2.4000000000000004)	(62, 2.5629999999999997)	(64, 2.7355)	(66, 2.9635)	(68, 3.2415)	(70, 3.58)	(72, 3.9885)	(74, 4.4635)	(76, 5.002000000000001)	(78, 5.577999999999999)	(80, 6.282)	(82, 7.066)	(84, 7.922499999999999)	(86, 8.846)	(88, 9.854)	(90, 10.923)	(92, 12.100999999999999)	(94, 13.2945)	(96, 14.6035)	(98, 15.924)	(100, 17.245)	(102, 18.637)	(104, 20.017)	(106, 21.4615)	(108, 22.947)	(110, 24.4295)	(112, 25.956000000000003)	(114, 27.439999999999998)	(116, 28.933999999999997)	(118, 30.484499999999997)	(120, 32.0255)	(122, 33.5415)	(124, 34.991)	(126, 36.3925)	(128, 37.844)	(130, 38.953)
20190507.A-S1a_undiff_R1-subsample - poly-a	(1, 0.002)	(2, 0.007)	(3, 0.013)	(4, 0.021)	(5, 0.029)	(6, 0.045)	(7, 0.062)	(8, 0.087)	(9, 0.109)	(10, 0.1525)	(12, 0.187)	(14, 0.214)	(16, 0.2365)	(18, 0.2545)	(20, 0.2685)	(22, 0.2905)	(24, 0.3085)	(26, 0.3235)	(28, 0.33999999999999997)	(30, 0.355)	(32, 0.3665)	(34, 0.377)	(36, 0.3935)	(38, 0.40700000000000003)	(40, 0.4215)	(42, 0.4305)	(44, 0.442)	(46, 0.4535)	(48, 0.4645)	(50, 0.475)	(52, 0.489)	(54, 0.504)	(56, 0.516)	(58, 0.5265)	(60, 0.538)	(62, 0.548)	(64, 0.562)	(66, 0.575)	(68, 0.591)	(70, 0.6105)	(72, 0.633)	(74, 0.6525000000000001)	(76, 0.69)	(78, 0.8585)	(80, 1.7614999999999998)	(82, 1.9795)	(84, 2.0785)	(86, 2.1254999999999997)	(88, 2.1665)	(90, 2.208)	(92, 2.252)	(94, 2.29)	(96, 2.3285)	(98, 2.3705)	(100, 2.4115)	(102, 2.4524999999999997)	(104, 2.502)	(106, 2.5404999999999998)	(108, 2.584)	(110, 2.636)	(112, 2.7045)	(114, 2.7765)	(116, 2.862)	(118, 2.963)	(120, 3.069)	(122, 3.1765)	(124, 3.314)	(126, 3.4755000000000003)	(128, 3.6479999999999997)	(130, 3.824)
20190507.A-S1a_undiff_R1-subsample - poly-g	(1, 0.013)	(2, 0.022)	(3, 0.027)	(4, 0.04)	(5, 0.061)	(6, 0.091)	(7, 0.143)	(8, 0.19)	(9, 0.223)	(10, 0.2405)	(12, 0.242)	(14, 0.2425)	(16, 0.244)	(18, 0.244)	(20, 0.244)	(22, 0.244)	(24, 0.245)	(26, 0.2475)	(28, 0.248)	(30, 0.249)	(32, 0.252)	(34, 0.252)	(36, 0.2545)	(38, 0.257)	(40, 0.257)	(42, 0.257)	(44, 0.258)	(46, 0.258)	(48, 0.258)	(50, 0.259)	(52, 0.259)	(54, 0.262)	(56, 0.2635)	(58, 0.271)	(60, 0.2735)	(62, 0.275)	(64, 0.2775)	(66, 0.28)	(68, 0.2835)	(70, 0.285)	(72, 0.2865)	(74, 0.2885)	(76, 0.29)	(78, 0.2945)	(80, 0.298)	(82, 0.305)	(84, 0.3255)	(86, 0.3605)	(88, 0.546)	(90, 1.3265)	(92, 1.604)	(94, 1.6804999999999999)	(96, 1.727)	(98, 1.7635)	(100, 1.8010000000000002)	(102, 1.847)	(104, 1.8925)	(106, 1.9395)	(108, 1.9860000000000002)	(110, 2.032)	(112, 2.082)	(114, 2.13)	(116, 2.1745)	(118, 2.2215)	(120, 2.2705)	(122, 2.3369999999999997)	(124, 2.4035)	(126, 2.4974999999999996)	(128, 2.5755)	(130, 2.656)
20190507.A-S1a_undiff_R1-subsample - poly-t	(1, 0.001)	(2, 0.001)	(3, 0.001)	(4, 0.001)	(5, 0.001)	(6, 0.002)	(7, 0.004)	(8, 0.009)	(9, 0.019)	(10, 0.0385)	(12, 0.066)	(14, 0.0965)	(16, 0.1235)	(18, 0.1355)	(20, 0.1475)	(22, 0.165)	(24, 0.186)	(26, 0.20550000000000002)	(28, 0.217)	(30, 0.2265)	(32, 0.2365)	(34, 0.2435)	(36, 0.2545)	(38, 0.266)	(40, 0.2715)	(42, 0.275)	(44, 0.2835)	(46, 0.2905)	(48, 0.299)	(50, 0.3065)	(52, 0.316)	(54, 0.328)	(56, 0.3375)	(58, 0.3455)	(60, 0.3525)	(62, 0.359)	(64, 0.3655)	(66, 0.3705)	(68, 0.373)	(70, 0.382)	(72, 0.3865)	(74, 0.392)	(76, 0.4005)	(78, 0.405)	(80, 0.4095)	(82, 0.4155)	(84, 0.4185)	(86, 0.425)	(88, 0.4295)	(90, 0.436)	(92, 0.445)	(94, 0.448)	(96, 0.452)	(98, 0.46)	(100, 0.4615)	(102, 0.46799999999999997)	(104, 0.4705)	(106, 0.4735)	(108, 0.4755)	(110, 0.479)	(112, 0.484)	(114, 0.4855)	(116, 0.488)	(118, 0.491)	(120, 0.497)	(122, 0.4985)	(124, 0.503)	(126, 0.505)	(128, 0.508)	(130, 0.51)
20190507.A-S2_undiff_R1-subsample - illumina_universal_adapter	(1, 0.0)	(2, 0.0)	(3, 0.0)	(4, 0.0)	(5, 0.001)	(6, 0.001)	(7, 0.002)	(8, 0.009)	(9, 0.026)	(10, 0.0795)	(12, 0.2445)	(14, 0.8885000000000001)	(16, 8.408)	(18, 10.016)	(20, 10.731000000000002)	(22, 11.04)	(24, 11.221499999999999)	(26, 11.4885)	(28, 11.8595)	(30, 12.2075)	(32, 12.5295)	(34, 12.882)	(36, 13.275)	(38, 13.7595)	(40, 14.2375)	(42, 14.7735)	(44, 15.3845)	(46, 16.14)	(48, 16.9585)	(50, 17.856)	(52, 18.865000000000002)	(54, 20.045)	(56, 21.3475)	(58, 22.791)	(60, 24.328)	(62, 26.104)	(64, 28.0165)	(66, 30.204)	(68, 32.6095)	(70, 35.2515)	(72, 38.048)	(74, 41.089)	(76, 44.321)	(78, 47.691)	(80, 51.1815)	(82, 54.8605)	(84, 58.46)	(86, 61.941500000000005)	(88, 65.3475)	(90, 68.588)	(92, 71.67150000000001)	(94, 74.55000000000001)	(96, 77.1775)	(98, 79.56450000000001)	(100, 81.679)	(102, 83.62700000000001)	(104, 85.37049999999999)	(106, 86.8315)	(108, 88.0925)	(110, 89.1335)	(112, 90.00450000000001)	(114, 90.71350000000001)	(116, 91.379)	(118, 91.9485)	(120, 92.376)	(122, 92.76599999999999)	(124, 93.0925)	(126, 93.3355)	(128, 93.56700000000001)	(130, 93.718)
20190507.A-S2_undiff_R1-subsample - poly-a	(1, 0.002)	(2, 0.003)	(3, 0.003)	(4, 0.004)	(5, 0.006)	(6, 0.009)	(7, 0.013)	(8, 0.017)	(9, 0.02)	(10, 0.0245)	(12, 0.032)	(14, 0.039)	(16, 0.0405)	(18, 0.0485)	(20, 0.056499999999999995)	(22, 0.063)	(24, 0.068)	(26, 0.0725)	(28, 0.073)	(30, 0.074)	(32, 0.077)	(34, 0.079)	(36, 0.081)	(38, 0.08499999999999999)	(40, 0.092)	(42, 0.1005)	(44, 0.10200000000000001)	(46, 0.105)	(48, 0.107)	(50, 0.1085)	(52, 0.11)	(54, 0.114)	(56, 0.115)	(58, 0.116)	(60, 0.116)	(62, 0.1175)	(64, 0.1185)	(66, 0.119)	(68, 0.119)	(70, 0.12)	(72, 0.135)	(74, 0.172)	(76, 0.2755)	(78, 0.7444999999999999)	(80, 5.8175)	(82, 9.039)	(84, 9.689)	(86, 10.044)	(88, 10.2255)	(90, 10.3915)	(92, 10.6475)	(94, 10.9675)	(96, 11.23)	(98, 11.517)	(100, 11.8265)	(102, 12.206)	(104, 12.6335)	(106, 13.056000000000001)	(108, 13.538499999999999)	(110, 14.1345)	(112, 14.8)	(114, 15.555)	(116, 16.4065)	(118, 17.3575)	(120, 18.506)	(122, 19.755000000000003)	(124, 21.1155)	(126, 22.671999999999997)	(128, 24.3085)	(130, 25.659)
20190507.A-S2_undiff_R1-subsample - poly-g	(1, 0.01)	(2, 0.016)	(3, 0.026)	(4, 0.054)	(5, 0.096)	(6, 0.173)	(7, 0.326)	(8, 0.488)	(9, 0.574)	(10, 0.6085)	(12, 0.6165)	(14, 0.618)	(16, 0.6194999999999999)	(18, 0.621)	(20, 0.621)	(22, 0.621)	(24, 0.6225)	(26, 0.623)	(28, 0.6234999999999999)	(30, 0.624)	(32, 0.626)	(34, 0.626)	(36, 0.626)	(38, 0.626)	(40, 0.626)	(42, 0.626)	(44, 0.626)	(46, 0.6265000000000001)	(48, 0.6275)	(50, 0.628)	(52, 0.6305000000000001)	(54, 0.6315)	(56, 0.636)	(58, 0.6685000000000001)	(60, 0.7184999999999999)	(62, 0.7464999999999999)	(64, 0.8355)	(66, 1.002)	(68, 1.2715)	(70, 1.3780000000000001)	(72, 1.4380000000000002)	(74, 1.4675)	(76, 1.488)	(78, 1.513)	(80, 1.541)	(82, 1.582)	(84, 1.665)	(86, 1.818)	(88, 2.229)	(90, 6.409)	(92, 9.8965)	(94, 11.096)	(96, 11.7095)	(98, 12.1)	(100, 12.452)	(102, 12.841999999999999)	(104, 13.264)	(106, 13.661)	(108, 14.077)	(110, 14.506)	(112, 14.975)	(114, 15.514)	(116, 16.0825)	(118, 16.7115)	(120, 17.451999999999998)	(122, 18.219)	(124, 19.0695)	(126, 20.012)	(128, 21.006999999999998)	(130, 21.871)
20190507.A-S3_undiff_R1-subsample - illumina_universal_adapter	(1, 0.0)	(2, 0.0)	(3, 0.001)	(4, 0.001)	(5, 0.001)	(6, 0.001)	(7, 0.001)	(8, 0.001)	(9, 0.004)	(10, 0.0175)	(12, 0.069)	(14, 0.317)	(16, 2.5275)	(18, 3.1585)	(20, 3.428)	(22, 3.509)	(24, 3.5309999999999997)	(26, 3.575)	(28, 3.633)	(30, 3.6845)	(32, 3.7350000000000003)	(34, 3.7785)	(36, 3.838)	(38, 3.9015)	(40, 3.984)	(42, 4.077)	(44, 4.186)	(46, 4.314500000000001)	(48, 4.4585)	(50, 4.591)	(52, 4.7805)	(54, 4.9725)	(56, 5.192500000000001)	(58, 5.459)	(60, 5.7715)	(62, 6.1185)	(64, 6.5135)	(66, 6.9510000000000005)	(68, 7.509)	(70, 8.157)	(72, 8.8205)	(74, 9.5785)	(76, 10.4375)	(78, 11.4355)	(80, 12.486)	(82, 13.645499999999998)	(84, 14.869499999999999)	(86, 16.198999999999998)	(88, 17.54)	(90, 18.965)	(92, 20.500999999999998)	(94, 22.064999999999998)	(96, 23.656)	(98, 25.228)	(100, 26.823)	(102, 28.414)	(104, 29.963)	(106, 31.450499999999998)	(108, 32.937)	(110, 34.3845)	(112, 35.789500000000004)	(114, 37.2615)	(116, 38.6925)	(118, 40.104)	(120, 41.4835)	(122, 42.815)	(124, 44.1605)	(126, 45.474000000000004)	(128, 46.716499999999996)	(130, 47.67)
20190507.A-S3_undiff_R1-subsample - poly-a	(1, 0.006)	(2, 0.012)	(3, 0.027)	(4, 0.036)	(5, 0.053)	(6, 0.08)	(7, 0.112)	(8, 0.147)	(9, 0.182)	(10, 0.2595)	(12, 0.315)	(14, 0.367)	(16, 0.401)	(18, 0.4335)	(20, 0.4535)	(22, 0.477)	(24, 0.502)	(26, 0.5215000000000001)	(28, 0.539)	(30, 0.5575000000000001)	(32, 0.5694999999999999)	(34, 0.5825)	(36, 0.5974999999999999)	(38, 0.612)	(40, 0.632)	(42, 0.6445000000000001)	(44, 0.6585000000000001)	(46, 0.6815)	(48, 0.693)	(50, 0.706)	(52, 0.718)	(54, 0.7284999999999999)	(56, 0.739)	(58, 0.7585)	(60, 0.776)	(62, 0.7875000000000001)	(64, 0.802)	(66, 0.8115)	(68, 0.8205)	(70, 0.8334999999999999)	(72, 0.8505)	(74, 0.878)	(76, 0.933)	(78, 1.266)	(80, 3.4065000000000003)	(82, 4.1945)	(84, 4.4485)	(86, 4.5435)	(88, 4.609999999999999)	(90, 4.689)	(92, 4.7565)	(94, 4.8115)	(96, 4.871499999999999)	(98, 4.922000000000001)	(100, 4.99)	(102, 5.057499999999999)	(104, 5.138999999999999)	(106, 5.2295)	(108, 5.337999999999999)	(110, 5.465)	(112, 5.616)	(114, 5.747)	(116, 5.9345)	(118, 6.1055)	(120, 6.313000000000001)	(122, 6.569)	(124, 6.8740000000000006)	(126, 7.2115)	(128, 7.597)	(130, 7.921)
20190507.A-S3_undiff_R1-subsample - poly-g	(1, 0.016)	(2, 0.035)	(3, 0.045)	(4, 0.073)	(5, 0.137)	(6, 0.219)	(7, 0.381)	(8, 0.522)	(9, 0.638)	(10, 0.6795)	(12, 0.685)	(14, 0.686)	(16, 0.686)	(18, 0.686)	(20, 0.686)	(22, 0.686)	(24, 0.688)	(26, 0.688)	(28, 0.6884999999999999)	(30, 0.6904999999999999)	(32, 0.693)	(34, 0.693)	(36, 0.693)	(38, 0.6944999999999999)	(40, 0.6955)	(42, 0.697)	(44, 0.699)	(46, 0.6995)	(48, 0.7015)	(50, 0.7024999999999999)	(52, 0.7044999999999999)	(54, 0.71)	(56, 0.7115)	(58, 0.713)	(60, 0.7135)	(62, 0.7144999999999999)	(64, 0.7184999999999999)	(66, 0.7224999999999999)	(68, 0.733)	(70, 0.7404999999999999)	(72, 0.7495)	(74, 0.762)	(76, 0.767)	(78, 0.7715000000000001)	(80, 0.779)	(82, 0.7995000000000001)	(84, 0.828)	(86, 0.9105)	(88, 1.238)	(90, 3.0860000000000003)	(92, 3.9804999999999997)	(94, 4.2335)	(96, 4.343)	(98, 4.4030000000000005)	(100, 4.465)	(102, 4.5375)	(104, 4.6055)	(106, 4.6795)	(108, 4.7485)	(110, 4.8185)	(112, 4.9015)	(114, 4.9864999999999995)	(116, 5.0925)	(118, 5.205)	(120, 5.35)	(122, 5.5015)	(124, 5.659)	(126, 5.846)	(128, 6.0169999999999995)	(130, 6.179)
20190507.A-S3_undiff_R1-subsample - poly-t	(1, 0.004)	(2, 0.004)	(3, 0.004)	(4, 0.004)	(5, 0.004)	(6, 0.004)	(7, 0.006)	(8, 0.013)	(9, 0.028)	(10, 0.048)	(12, 0.07400000000000001)	(14, 0.101)	(16, 0.1205)	(18, 0.139)	(20, 0.155)	(22, 0.17099999999999999)	(24, 0.1875)	(26, 0.2015)	(28, 0.2115)	(30, 0.221)	(32, 0.229)	(34, 0.235)	(36, 0.2495)	(38, 0.2585)	(40, 0.2675)	(42, 0.2755)	(44, 0.284)	(46, 0.2965)	(48, 0.3145)	(50, 0.3245)	(52, 0.3335)	(54, 0.34650000000000003)	(56, 0.3525)	(58, 0.356)	(60, 0.366)	(62, 0.374)	(64, 0.3825)	(66, 0.391)	(68, 0.4005)	(70, 0.403)	(72, 0.406)	(74, 0.4095)	(76, 0.4145)	(78, 0.4195)	(80, 0.4255)	(82, 0.435)	(84, 0.4395)	(86, 0.4445)	(88, 0.448)	(90, 0.453)	(92, 0.4555)	(94, 0.459)	(96, 0.465)	(98, 0.4705)	(100, 0.4765)	(102, 0.482)	(104, 0.486)	(106, 0.4895)	(108, 0.491)	(110, 0.493)	(112, 0.496)	(114, 0.5005)	(116, 0.503)	(118, 0.507)	(120, 0.5095000000000001)	(122, 0.5135000000000001)	(124, 0.515)	(126, 0.516)	(128, 0.5175000000000001)	(130, 0.518)
20190507.A-S4_diff_R1-subsample - illumina_universal_adapter	(1, 0.001)	(2, 0.001)	(3, 0.001)	(4, 0.002)	(5, 0.002)	(6, 0.002)	(7, 0.002)	(8, 0.002)	(9, 0.003)	(10, 0.008)	(12, 0.0235)	(14, 0.1205)	(16, 1.0615)	(18, 1.2945)	(20, 1.4184999999999999)	(22, 1.4745)	(24, 1.5055)	(26, 1.548)	(28, 1.6)	(30, 1.6640000000000001)	(32, 1.7200000000000002)	(34, 1.7755)	(36, 1.839)	(38, 1.898)	(40, 1.9535)	(42, 2.0095)	(44, 2.069)	(46, 2.1385)	(48, 2.2255000000000003)	(50, 2.309)	(52, 2.396)	(54, 2.5035)	(56, 2.6254999999999997)	(58, 2.7345)	(60, 2.85)	(62, 2.9785)	(64, 3.1319999999999997)	(66, 3.2885)	(68, 3.4524999999999997)	(70, 3.692)	(72, 3.948)	(74, 4.2455)	(76, 4.6135)	(78, 5.0545)	(80, 5.5405)	(82, 6.132)	(84, 6.8605)	(86, 7.673)	(88, 8.607)	(90, 9.7265)	(92, 10.964)	(94, 12.2605)	(96, 13.768)	(98, 15.2835)	(100, 16.9)	(102, 18.5815)	(104, 20.3845)	(106, 22.295)	(108, 24.285)	(110, 26.2945)	(112, 28.229)	(114, 30.2175)	(116, 32.2665)	(118, 34.306)	(120, 36.3745)	(122, 38.3365)	(124, 40.30200000000001)	(126, 42.1905)	(128, 44.051)	(130, 45.408)
20190507.A-S4_diff_R1-subsample - poly-a	(1, 0.004)	(2, 0.006)	(3, 0.01)	(4, 0.015)	(5, 0.021)	(6, 0.037)	(7, 0.047)	(8, 0.065)	(9, 0.082)	(10, 0.1195)	(12, 0.149)	(14, 0.174)	(16, 0.20600000000000002)	(18, 0.223)	(20, 0.24)	(22, 0.257)	(24, 0.2695)	(26, 0.28400000000000003)	(28, 0.298)	(30, 0.311)	(32, 0.32)	(34, 0.3305)	(36, 0.34099999999999997)	(38, 0.353)	(40, 0.3655)	(42, 0.3765)	(44, 0.3855)	(46, 0.396)	(48, 0.40449999999999997)	(50, 0.415)	(52, 0.424)	(54, 0.4305)	(56, 0.4375)	(58, 0.446)	(60, 0.4545)	(62, 0.4635)	(64, 0.473)	(66, 0.487)	(68, 0.4985)	(70, 0.509)	(72, 0.526)	(74, 0.544)	(76, 0.575)	(78, 0.7205)	(80, 1.6635)	(82, 1.9024999999999999)	(84, 2.0075000000000003)	(86, 2.066)	(88, 2.104)	(90, 2.1505)	(92, 2.206)	(94, 2.2795)	(96, 2.3449999999999998)	(98, 2.3985000000000003)	(100, 2.472)	(102, 2.54)	(104, 2.6055)	(106, 2.667)	(108, 2.728)	(110, 2.8015)	(112, 2.891)	(114, 2.972)	(116, 3.0645)	(118, 3.1765)	(120, 3.3105)	(122, 3.4240000000000004)	(124, 3.5435)	(126, 3.673)	(128, 3.8230000000000004)	(130, 3.945)
20190507.A-S4_diff_R1-subsample - poly-g	(1, 0.02)	(2, 0.029)	(3, 0.031)	(4, 0.035)	(5, 0.058)	(6, 0.085)	(7, 0.126)	(8, 0.158)	(9, 0.175)	(10, 0.1805)	(12, 0.181)	(14, 0.181)	(16, 0.182)	(18, 0.182)	(20, 0.182)	(22, 0.182)	(24, 0.183)	(26, 0.1845)	(28, 0.185)	(30, 0.185)	(32, 0.185)	(34, 0.185)	(36, 0.1855)	(38, 0.187)	(40, 0.187)	(42, 0.188)	(44, 0.189)	(46, 0.189)	(48, 0.189)	(50, 0.1905)	(52, 0.191)	(54, 0.1935)	(56, 0.195)	(58, 0.1955)	(60, 0.196)	(62, 0.196)	(64, 0.198)	(66, 0.1985)	(68, 0.199)	(70, 0.1995)	(72, 0.2015)	(74, 0.206)	(76, 0.2095)	(78, 0.2125)	(80, 0.2145)	(82, 0.224)	(84, 0.2515)	(86, 0.2865)	(88, 0.4505)	(90, 1.2885)	(92, 1.579)	(94, 1.6925)	(96, 1.7534999999999998)	(98, 1.8005)	(100, 1.8519999999999999)	(102, 1.9129999999999998)	(104, 1.9899999999999998)	(106, 2.05)	(108, 2.107)	(110, 2.184)	(112, 2.269)	(114, 2.335)	(116, 2.415)	(118, 2.482)	(120, 2.557)	(122, 2.6455)	(124, 2.73)	(126, 2.828)	(128, 2.9295)	(130, 3.02)
20190507.A-S4_diff_R1-subsample - poly-t	(1, 0.0)	(2, 0.001)	(3, 0.001)	(4, 0.001)	(5, 0.001)	(6, 0.002)	(7, 0.004)	(8, 0.005)	(9, 0.01)	(10, 0.0295)	(12, 0.0475)	(14, 0.07350000000000001)	(16, 0.088)	(18, 0.1085)	(20, 0.1245)	(22, 0.1385)	(24, 0.1565)	(26, 0.16899999999999998)	(28, 0.178)	(30, 0.1945)	(32, 0.208)	(34, 0.219)	(36, 0.225)	(38, 0.2315)	(40, 0.238)	(42, 0.245)	(44, 0.251)	(46, 0.2575)	(48, 0.2625)	(50, 0.2695)	(52, 0.276)	(54, 0.2805)	(56, 0.286)	(58, 0.2905)	(60, 0.2975)	(62, 0.3055)	(64, 0.3095)	(66, 0.3145)	(68, 0.317)	(70, 0.319)	(72, 0.325)	(74, 0.3285)	(76, 0.334)	(78, 0.337)	(80, 0.3415)	(82, 0.34450000000000003)	(84, 0.3505)	(86, 0.3535)	(88, 0.3615)	(90, 0.371)	(92, 0.3745)	(94, 0.379)	(96, 0.384)	(98, 0.3855)	(100, 0.388)	(102, 0.3935)	(104, 0.3975)	(106, 0.3995)	(108, 0.401)	(110, 0.406)	(112, 0.408)	(114, 0.411)	(116, 0.413)	(118, 0.4135)	(120, 0.414)	(122, 0.414)	(124, 0.4155)	(126, 0.417)	(128, 0.4175)	(130, 0.418)
20190507.A-S5_diff_R1-subsample - illumina_universal_adapter	(1, 0.001)	(2, 0.001)	(3, 0.001)	(4, 0.001)	(5, 0.001)	(6, 0.001)	(7, 0.003)	(8, 0.019)	(9, 0.042)	(10, 0.0945)	(12, 0.27149999999999996)	(14, 1.0305)	(16, 10.656)	(18, 12.784500000000001)	(20, 13.8205)	(22, 14.468)	(24, 14.9105)	(26, 15.456)	(28, 16.144)	(30, 16.961)	(32, 17.686999999999998)	(34, 18.4425)	(36, 19.265)	(38, 20.1175)	(40, 20.9445)	(42, 21.851)	(44, 22.816)	(46, 23.8825)	(48, 25.006999999999998)	(50, 26.240499999999997)	(52, 27.551499999999997)	(54, 28.967)	(56, 30.591)	(58, 32.420500000000004)	(60, 34.355999999999995)	(62, 36.4875)	(64, 38.7545)	(66, 41.204)	(68, 43.946)	(70, 46.8945)	(72, 50.0155)	(74, 53.3545)	(76, 56.7765)	(78, 60.285)	(80, 63.727999999999994)	(82, 67.14099999999999)	(84, 70.50200000000001)	(86, 73.4)	(88, 76.0035)	(90, 78.50999999999999)	(92, 80.924)	(94, 82.9965)	(96, 84.781)	(98, 86.3115)	(100, 87.56450000000001)	(102, 88.55850000000001)	(104, 89.4065)	(106, 90.1485)	(108, 90.72200000000001)	(110, 91.23349999999999)	(112, 91.6685)	(114, 92.07249999999999)	(116, 92.4145)	(118, 92.68299999999999)	(120, 92.93)	(122, 93.1595)	(124, 93.36449999999999)	(126, 93.5035)	(128, 93.6305)	(130, 93.725)
20190507.A-S5_diff_R1-subsample - poly-a	(1, 0.003)	(2, 0.003)	(3, 0.005)	(4, 0.005)	(5, 0.006)	(6, 0.008)	(7, 0.008)	(8, 0.011)	(9, 0.013)	(10, 0.0175)	(12, 0.03)	(14, 0.0375)	(16, 0.042499999999999996)	(18, 0.047)	(20, 0.0555)	(22, 0.062)	(24, 0.0675)	(26, 0.07)	(28, 0.072)	(30, 0.0775)	(32, 0.0835)	(34, 0.0865)	(36, 0.0915)	(38, 0.097)	(40, 0.10200000000000001)	(42, 0.109)	(44, 0.115)	(46, 0.119)	(48, 0.1225)	(50, 0.123)	(52, 0.1245)	(54, 0.1265)	(56, 0.128)	(58, 0.132)	(60, 0.1345)	(62, 0.137)	(64, 0.139)	(66, 0.1405)	(68, 0.142)	(70, 0.15)	(72, 0.197)	(74, 0.275)	(76, 0.4535)	(78, 1.427)	(80, 10.5215)	(82, 12.581)	(84, 13.435500000000001)	(86, 13.9905)	(88, 14.387)	(90, 14.8705)	(92, 15.4975)	(94, 16.244)	(96, 16.91)	(98, 17.5975)	(100, 18.341500000000003)	(102, 19.124000000000002)	(104, 19.881)	(106, 20.7085)	(108, 21.610500000000002)	(110, 22.593)	(112, 23.6245)	(114, 24.777)	(116, 25.981)	(118, 27.3305)	(120, 28.8505)	(122, 30.595)	(124, 32.448499999999996)	(126, 34.4915)	(128, 36.652)	(130, 38.424)
20190507.A-S5_diff_R1-subsample - poly-g	(1, 0.013)	(2, 0.018)	(3, 0.039)	(4, 0.084)	(5, 0.164)	(6, 0.338)	(7, 0.524)	(8, 0.632)	(9, 0.696)	(10, 0.7184999999999999)	(12, 0.722)	(14, 0.723)	(16, 0.724)	(18, 0.725)	(20, 0.725)	(22, 0.725)	(24, 0.725)	(26, 0.726)	(28, 0.727)	(30, 0.727)	(32, 0.7275)	(34, 0.7284999999999999)	(36, 0.729)	(38, 0.7295)	(40, 0.7304999999999999)	(42, 0.7315)	(44, 0.732)	(46, 0.732)	(48, 0.732)	(50, 0.732)	(52, 0.7324999999999999)	(54, 0.733)	(56, 0.733)	(58, 0.734)	(60, 0.734)	(62, 0.735)	(64, 0.735)	(66, 0.736)	(68, 0.737)	(70, 0.738)	(72, 0.739)	(74, 0.74)	(76, 0.742)	(78, 0.742)	(80, 0.753)	(82, 0.794)	(84, 0.8734999999999999)	(86, 1.0785)	(88, 2.2125)	(90, 10.315)	(92, 13.2075)	(94, 14.241)	(96, 14.9225)	(98, 15.4845)	(100, 16.0975)	(102, 16.8245)	(104, 17.666)	(106, 18.438000000000002)	(108, 19.2195)	(110, 20.034)	(112, 20.930500000000002)	(114, 21.793999999999997)	(116, 22.764499999999998)	(118, 23.695999999999998)	(120, 24.819499999999998)	(122, 25.9375)	(124, 27.147)	(126, 28.458)	(128, 29.7895)	(130, 30.963)
20190507.A-S6_diff_R1-subsample - illumina_universal_adapter	(1, 0.0)	(2, 0.0)	(3, 0.0)	(4, 0.0)	(5, 0.0)	(6, 0.0)	(7, 0.0)	(8, 0.002)	(9, 0.004)	(10, 0.012)	(12, 0.0535)	(14, 0.3035)	(16, 3.1574999999999998)	(18, 3.8145)	(20, 4.112500000000001)	(22, 4.258)	(24, 4.3445)	(26, 4.4635)	(28, 4.6305)	(30, 4.803)	(32, 4.967499999999999)	(34, 5.1705000000000005)	(36, 5.3805)	(38, 5.585)	(40, 5.8175)	(42, 6.095)	(44, 6.3919999999999995)	(46, 6.76)	(48, 7.107)	(50, 7.5435)	(52, 8.019)	(54, 8.562999999999999)	(56, 9.1645)	(58, 9.8215)	(60, 10.57)	(62, 11.402000000000001)	(64, 12.2725)	(66, 13.3065)	(68, 14.498000000000001)	(70, 15.8265)	(72, 17.2735)	(74, 18.8425)	(76, 20.569499999999998)	(78, 22.447499999999998)	(80, 24.490499999999997)	(82, 26.671)	(84, 28.9095)	(86, 31.137)	(88, 33.5005)	(90, 35.8965)	(92, 38.3935)	(94, 40.8315)	(96, 43.323)	(98, 45.7825)	(100, 48.0465)	(102, 50.205)	(104, 52.301500000000004)	(106, 54.262)	(108, 56.2425)	(110, 58.0955)	(112, 59.7585)	(114, 61.4345)	(116, 63.062)	(118, 64.643)	(120, 66.11850000000001)	(122, 67.548)	(124, 68.8255)	(126, 70.05799999999999)	(128, 71.313)	(130, 72.208)
20190507.A-S6_diff_R1-subsample - poly-a	(1, 0.002)	(2, 0.003)	(3, 0.004)	(4, 0.009)	(5, 0.01)	(6, 0.018)	(7, 0.026)	(8, 0.035)	(9, 0.046)	(10, 0.066)	(12, 0.0865)	(14, 0.10600000000000001)	(16, 0.126)	(18, 0.14)	(20, 0.1565)	(22, 0.17049999999999998)	(24, 0.1845)	(26, 0.1995)	(28, 0.2095)	(30, 0.2205)	(32, 0.23249999999999998)	(34, 0.246)	(36, 0.256)	(38, 0.267)	(40, 0.271)	(42, 0.278)	(44, 0.284)	(46, 0.2875)	(48, 0.2945)	(50, 0.3005)	(52, 0.3095)	(54, 0.3205)	(56, 0.3265)	(58, 0.336)	(60, 0.3425)	(62, 0.352)	(64, 0.3585)	(66, 0.369)	(68, 0.379)	(70, 0.387)	(72, 0.402)	(74, 0.42)	(76, 0.474)	(78, 0.8565)	(80, 3.6325000000000003)	(82, 4.353)	(84, 4.6195)	(86, 4.760999999999999)	(88, 4.8575)	(90, 4.9785)	(92, 5.131)	(94, 5.295)	(96, 5.45)	(98, 5.6455)	(100, 5.837)	(102, 6.0335)	(104, 6.2525)	(106, 6.5075)	(108, 6.7829999999999995)	(110, 7.1295)	(112, 7.448)	(114, 7.85)	(116, 8.2925)	(118, 8.818999999999999)	(120, 9.3945)	(122, 10.0275)	(124, 10.768)	(126, 11.563500000000001)	(128, 12.439)	(130, 13.14)
20190507.A-S6_diff_R1-subsample - poly-g	(1, 0.007)	(2, 0.013)	(3, 0.017)	(4, 0.046)	(5, 0.114)	(6, 0.202)	(7, 0.324)	(8, 0.426)	(9, 0.499)	(10, 0.5205)	(12, 0.5235000000000001)	(14, 0.525)	(16, 0.526)	(18, 0.527)	(20, 0.527)	(22, 0.527)	(24, 0.527)	(26, 0.529)	(28, 0.53)	(30, 0.531)	(32, 0.5325)	(34, 0.5365)	(36, 0.537)	(38, 0.538)	(40, 0.54)	(42, 0.541)	(44, 0.541)	(46, 0.5415000000000001)	(48, 0.5435000000000001)	(50, 0.544)	(52, 0.5445)	(54, 0.5465)	(56, 0.547)	(58, 0.547)	(60, 0.549)	(62, 0.549)	(64, 0.5505)	(66, 0.5525)	(68, 0.556)	(70, 0.557)	(72, 0.558)	(74, 0.5595000000000001)	(76, 0.5634999999999999)	(78, 0.565)	(80, 0.5685)	(82, 0.576)	(84, 0.589)	(86, 0.6475)	(88, 0.9924999999999999)	(90, 3.3495)	(92, 4.278499999999999)	(94, 4.561999999999999)	(96, 4.73)	(98, 4.862)	(100, 4.9975000000000005)	(102, 5.1754999999999995)	(104, 5.3615)	(106, 5.545999999999999)	(108, 5.747999999999999)	(110, 5.9670000000000005)	(112, 6.1995000000000005)	(114, 6.4375)	(116, 6.7379999999999995)	(118, 7.0255)	(120, 7.3955)	(122, 7.758)	(124, 8.163499999999999)	(126, 8.6495)	(128, 9.143)	(130, 9.588)
20190507.A-S6_diff_R1-subsample - poly-t	(1, 0.0)	(2, 0.0)	(3, 0.0)	(4, 0.0)	(5, 0.0)	(6, 0.0)	(7, 0.001)	(8, 0.005)	(9, 0.012)	(10, 0.0215)	(12, 0.027)	(14, 0.040499999999999994)	(16, 0.054)	(18, 0.0665)	(20, 0.074)	(22, 0.0815)	(24, 0.0865)	(26, 0.0975)	(28, 0.107)	(30, 0.114)	(32, 0.118)	(34, 0.1245)	(36, 0.132)	(38, 0.134)	(40, 0.136)	(42, 0.1415)	(44, 0.1465)	(46, 0.1545)	(48, 0.158)	(50, 0.163)	(52, 0.1655)	(54, 0.17)	(56, 0.173)	(58, 0.1765)	(60, 0.178)	(62, 0.179)	(64, 0.1795)	(66, 0.181)	(68, 0.1815)	(70, 0.183)	(72, 0.184)	(74, 0.185)	(76, 0.1875)	(78, 0.19)	(80, 0.1905)	(82, 0.191)	(84, 0.191)	(86, 0.192)	(88, 0.194)	(90, 0.1955)	(92, 0.1965)	(94, 0.197)	(96, 0.197)	(98, 0.1975)	(100, 0.1995)	(102, 0.201)	(104, 0.201)	(106, 0.2015)	(108, 0.2025)	(110, 0.2045)	(112, 0.205)	(114, 0.206)	(116, 0.2065)	(118, 0.208)	(120, 0.209)	(122, 0.209)	(124, 0.2095)	(126, 0.2105)	(128, 0.2125)	(130, 0.213)