{"format": "aquascope-completed-study", "version": 1, "software_version": "0.19.0", "workspace": {"version": 1, "id": "1f6c97dda9d0", "created": "2026-09-27T04:21:37+00:00", "status": "done", "site": {"lat": 48.84468962, "lon": 2.365510635}, "brief": {"problem": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.", "decision": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.", "quantities": [], "period": null, "horizon": null, "constraints": [], "deliverables": ["report", "workbook", "figures", "notebook"], "kind": "flood_risk", "playbook": "flood_risk", "kinds": [], "intake": {"return_period": 100}, "assumptions": [], "questions": [], "ready": false, "source": "rules"}, "inventory": null, "study": {"version": 3, "title": "Daily-mean flood screening: Seine at Paris-Austerlitz, France", "question": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.", "created": "2026-09-27T04:21:37+00:00", "aquascope_version": "0.19.0", "author": "hand", "model": null, "steps": [{"tool": "flood_frequency", "arguments": {"source": "hubeau_hydrometrie", "station_id": "F700000103", "bootstrap_ci": true}, "id": "s1", "method": "at_site_flood_frequency", "expects": [{"check": "min_years", "path": "ffa.n_years", "value": 20}, {"check": "unit_present", "path": "unit"}, {"check": "max_return_period_factor", "path": "ffa.n_years", "value": 3, "return_period": 100}, {"check": "spread_within", "paths": ["ffa.fits.gev_lmoments.q", "ffa.fits.lp3.q"], "value": 0.25, "return_period": 100}, {"check": "trend_on_series", "path": "ffa.amax_trend", "value": 0.05}]}], "problem": {"kind": "flood_risk", "site": {"lat": 48.84468962, "lon": 2.365510635}, "params": {"return_period": 100}}, "plan": {"playbook": "flood_risk", "objective": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.", "caveats": ["Maintainer reproduction; independent hydrologist review pending.", "Daily mean maxima are not instantaneous annual peaks or a certified design flood.", "No catchment regulation, channel topology or model/gauge comparability was established.", "Re-run live uses current observations; use the retained CSV and this script for reproduction."], "methodology": ["Compare GEV L-moments, LP3 and GEV MLE quantiles on complete-year daily maxima."], "assumptions": ["Independent stationary annual maxima."]}, "results": {"s1": {"ok": true, "gates": [{"check": "min_years", "passed": true, "detail": "20 years of record, 20 needed"}, {"check": "unit_present", "passed": true, "detail": "unit m3/s"}, {"check": "max_return_period_factor", "passed": false, "detail": "T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation"}, {"check": "spread_within", "passed": true, "detail": "spread 6% between 1,951, 1,828 (25% allowed) at T = 100 years"}, {"check": "trend_on_series", "passed": true, "detail": "Mann-Kendall on the annual maxima: p = 0.347, tau = 0.16: no trend at the 0.05 level"}], "summary": "source=hubeau_hydrometrie, station_id=F700000103, variable=discharge, unit=m3/s, years=20.6, start=2006-01-28, end=2026-09-21", "fallback_used": false, "sha256": "356f8a55d1dd9525", "failed_reason": "gate failed: max_return_period_factor (T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation)"}}}, "run": {"ok": false, "results": [{"id": "s1", "tool": "flood_frequency", "arguments": {"source": "hubeau_hydrometrie", "station_id": "F700000103", "bootstrap_ci": true}, "ok": true, "rationale": null, "sha256": "356f8a55d1dd9525", "methods": [{"name": "Flow-duration curve", "text": "Empirical exceedance probabilities of daily flow (Weibull plotting positions); Q95 and Q10 read from the curve.", "citation": "Vogel, R. M., & Fennessey, N. M. (1994). Flow-duration curves I: new interpretation and confidence intervals. J. Water Resour. Plann. Manage., 120(4), 485-504."}, {"name": "GEV fitted by L-moments", "text": "Annual maxima (calendar years) fitted to a Generalized Extreme Value distribution with L-moment estimators (Hosking 1990); return levels from the fitted quantile function.", "citation": "Hosking, J. R. M. (1990). L-moments: analysis and estimation of distributions using linear combinations of order statistics. J. R. Stat. Soc. B, 52(1), 105-124."}, {"name": "Log-Pearson III (Bulletin 17C style)", "text": "Log-transformed annual maxima fitted to a Pearson type III distribution; station skew, frequency factors and analytical confidence limits after Bulletin 17C.", "citation": "England, J. F. Jr. et al. (2018). Guidelines for determining flood flow frequency, Bulletin 17C. USGS Techniques and Methods 4-B5."}, {"name": "Mann-Kendall trend on annual means", "text": "Non-parametric Mann-Kendall test with Sen's slope on the annual mean series.", "citation": "Mann, H. B. (1945). Nonparametric tests against trend. Econometrica, 13, 245-259; Sen, P. K. (1968). J. Am. Stat. Assoc., 63, 1379-1389."}], "result": {"variable": "discharge", "unit": "m3/s", "n": 7542, "start": "2006-01-28", "end": "2026-09-21", "years": 20.6, "stats": {"mean": 316.0831, "median": 227.3445, "min": 57.827, "max": 1745.481}, "methods": [{"name": "Flow-duration curve", "text": "Empirical exceedance probabilities of daily flow (Weibull plotting positions); Q95 and Q10 read from the curve.", "citation": "Vogel, R. M., & Fennessey, N. M. (1994). Flow-duration curves I: new interpretation and confidence intervals. J. Water Resour. Plann. Manage., 120(4), 485-504."}, {"name": "GEV fitted by L-moments", "text": "Annual maxima (calendar years) fitted to a Generalized Extreme Value distribution with L-moment estimators (Hosking 1990); return levels from the fitted quantile function.", "citation": "Hosking, J. R. M. (1990). L-moments: analysis and estimation of distributions using linear combinations of order statistics. J. R. Stat. Soc. B, 52(1), 105-124."}, {"name": "Log-Pearson III (Bulletin 17C style)", "text": "Log-transformed annual maxima fitted to a Pearson type III distribution; station skew, frequency factors and analytical confidence limits after Bulletin 17C.", "citation": "England, J. F. Jr. et al. (2018). Guidelines for determining flood flow frequency, Bulletin 17C. USGS Techniques and Methods 4-B5."}, {"name": "Mann-Kendall trend on annual means", "text": "Non-parametric Mann-Kendall test with Sen's slope on the annual mean series.", "citation": "Mann, H. B. (1945). Nonparametric tests against trend. Econometrica, 13, 245-259; Sen, P. K. (1968). J. Am. Stat. Assoc., 63, 1379-1389."}], "notes": [], "data_snapshot": "sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58", "sampling": {"n": 7542, "span_years": 20.6, "per_year": 366.12, "inferred_resolution": "daily"}, "series_downsampled": false, "series": {"t": ["2006-01-28", "2006-01-29", "2006-01-30", "2006-01-31", "2006-02-01", "2006-02-02", "2006-02-03", "2006-02-04", "2006-02-05", "2006-02-06", "2006-02-07", "2006-02-08", "2006-02-09", "2006-02-10", "2006-02-11", "2006-02-12", "2006-02-13", "2006-02-14", "2006-02-15", "2006-02-16", "2006-02-17", "2006-02-18", "2006-02-19", "2006-02-20", "2006-02-21", "2006-02-22", "2006-02-23", "2006-02-24", "2006-02-25", "2006-02-26", "2006-02-27", "2006-02-28", "2006-03-01", "2006-03-02", "2006-03-03", "2006-03-04", "2006-03-05", "2006-03-06", "2006-03-07", "2006-03-08", "2006-03-09", "2006-03-10", "2006-03-11", "2006-03-12", "2006-03-13", "2006-03-14", "2006-03-15", "2006-03-16", "2006-03-17", "2006-03-18", "2006-03-19", 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"failed_checks": [{"step": "s1", "check": "max_return_period_factor", "passed": false, "detail": "T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation", "path": "ffa.n_years", "value": 3}]}}, "data_requests": [{"what": "the annual peak series of a nearby long gauge, or a regional growth curve", "why": "the return period asked is beyond what the record can carry without extrapolation", "effect_on_grade": "a regional curve keeps the estimate indicative but bounded"}], "assumptions": ["Independent stationary annual maxima."], "next_steps": [], "written_by": "rules", "dropped": 0, "primary_step": "s1"}, "pending_request": null, "critique": null, "report": {"title": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; ident (48.84468962, 2.365510635)", "answer": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations: 100-year return level, GEV 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peaks."]}}], "sections": [{"id": "summary", "title": "Summary", "text": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.. The record: Seine at Paris-Austerlitz, France (hubeau_hydrometrie F700000103), 20.6 years. 1 step(s) ran (None plan, playbook flood_risk); 4 of 5 gates passed. Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations: 100-year return level, GEV (L-moments) 1951 m3/s (not established). 1 point(s) are listed under what this study does not establish.", "figures": [], "tables": []}, {"id": "decision", "title": "The decision", "text": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations: 100-year return level, GEV (L-moments) 1951 m3/s (not established). It holds under these conditions: The annual maxima are independent and drawn from a stationary distribution.; Daily mean maxima can understate instantaneous flood peaks.. Limitations and unresolved checks: step s1 did not pass max_return_period_factor: T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation; Maintainer reproduction; independent hydrologist review pending.; Daily mean maxima are not instantaneous annual peaks or a certified design flood.. The grade applies to primary result and applicable supporting checks. What would change it: flood_frequency (s1) establishing its result: gate failed: max_return_period_factor (T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation); the annual peak series of a nearby long gauge, or a regional growth curve: a regional curve keeps the estimate indicative but bounded. The crew would ask for the annual peak series of a nearby long gauge, or a regional growth curve: a regional curve keeps the estimate indicative but bounded.", "figures": [], "tables": []}, {"id": "findings", "title": "Findings", "text": "- [not established] Record length: 20.6 years (from s1.years)\n- [not established] 100-year return level, GEV (L-moments): 1951 m3/s (from s1.ffa.fits.gev_lmoments.q.5)\n- [not established] 100-year return level, Log-Pearson III: 1828 m3/s (from s1.ffa.fits.lp3.q.5)\n- [not established] 100-year LP3 90 % interval, low: 1513 m3/s (from s1.ffa.fits.lp3.ci.5.0)\n- [not established] 100-year LP3 90 % interval, high: 2208 m3/s (from s1.ffa.fits.lp3.ci.5.1)\n- [not established] 100-year return level, GEV (MLE with L-moments fallback): 1839 m3/s (from s1.ffa.fits.gev_bootstrap.q.5)\n- [not established] 100-year GEV bootstrap 90 % interval, low: 1375 m3/s (from s1.ffa.fits.lp3.ci.3.0)\n- [not established] 100-year GEV bootstrap 90 % interval, high: 2478 m3/s (from s1.ffa.fits.gev_bootstrap.ci.5.1)\n- [not established] Q95 (exceeded 95 % of days): 96.35 m3/s (from s1.fdc.q95)\n- [not established] Q50 (median flow): 227.3 m3/s (from s1.fdc.q50)\n- [not established] Q10: 675.2 m3/s (from s1.fdc.q.20)\n- [not established] Mann-Kendall p-value (annual maxima): 0.3468 (from s1.ffa.amax_trend.p_value)\n- [not established] Sen's slope: 9.298 m3/s per year (from s1.ffa.amax_trend.sens_slope_per_year)\n- [not established] 2-year return level, GEV (L-moments): 1026 m3/s (from s1.ffa.fits.gev_lmoments.q.0)\n- [not established] 2-year return level, Log-Pearson III: 1049 m3/s (from s1.ffa.fits.lp3.q.0)\n- [not established] 5-year return level, GEV (L-moments): 1276 m3/s (from s1.ffa.fits.gev_lmoments.q.1)\n- [not established] 5-year return level, Log-Pearson III: 1300 m3/s (from s1.ffa.fits.lp3.q.1)\n- [not established] 10-year return level, GEV (L-moments): 1441 m3/s (from s1.ffa.fits.gev_lmoments.q.2)\n- [not established] 10-year return level, Log-Pearson III: 1445 m3/s (from s1.ffa.fits.lp3.q.2)\n- [not established] 25-year return level, GEV (L-moments): 1648 m3/s (from s1.ffa.fits.gev_lmoments.q.3)\n- [not established] 25-year return level, Log-Pearson III: 1611 m3/s (from s1.ffa.fits.lp3.q.3)\n- [not established] 50-year return level, GEV (L-moments): 1800 m3/s (from s1.ffa.fits.gev_lmoments.q.4)\n- [not established] 50-year return level, Log-Pearson III: 1723 m3/s (from s1.ffa.fits.lp3.q.4)\n- Agrees: spread 6% between 1,951, 1,828 (25% allowed) at T = 100 years\n- Agrees: Mann-Kendall on the annual maxima: p = 0.347, tau = 0.16: no trend at the 0.05 level", "figures": [], "tables": []}, {"id": "problem", "title": "Problem and decision", "text": "Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations. Decision: Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.. Intake: return_period = 100.", "figures": [], "tables": []}, {"id": "site_data", "title": "Site and data", "text": "Site: 48.84468962, 2.365510635. No inventory.", "figures": [], "tables": []}, {"id": "methodology", "title": "Methodology", "text": "Objective: Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations..\n\n1. Compare GEV L-moments, LP3 and GEV MLE quantiles on complete-year daily maxima.\n\nStep s1: `flood_frequency(source='hubeau_hydrometrie', station_id='F700000103', bootstrap_ci=True)`, method at_site_flood_frequency; gates: min_years 20 on ffa.n_years; unit_present on unit; max_return_period_factor 3 on ffa.n_years; spread_within 0.25 on ffa.fits.gev_lmoments.q, ffa.fits.lp3.q; trend_on_series 0.05 on ffa.amax_trend.\n\nAssumptions: Independent stationary annual maxima..", "figures": [], "tables": []}, {"id": "results-s1", "title": "Results: step s1", "text": "The record at Seine at Paris-Austerlitz, France (hubeau_hydrometrie F700000103) runs from 2006-01-28 to 2026-09-21 (20.6 years, discharge in m3/s). Mann-Kendall on the annual maxima: not significant at the 5 % level (p = 0.347, Sen's slope 9.298 m3/s per year over 20 years). The 100-year return level from 20 annual maxima: GEV by L-moments 1,951 m3/s; Log-Pearson III 1,828 m3/s (90 % confidence interval 1,513 to 2,208 m3/s); bootstrap GEV 1,839 m3/s (90 % confidence interval 1,375 to 2,478 m3/s). The two fits differ by 6%. Flow duration: the flow exceeded on 95 % of days is 96.35 m3/s, the median 227.3 m3/s, the flow exceeded on 10 % of days 675.2 m3/s. Gates: min_years passed (20 years of record, 20 needed); unit_present passed (unit m3/s); max_return_period_factor FAILED (T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation); spread_within passed (spread 6% between 1,951, 1,828 (25% allowed) at T = 100 years); trend_on_series passed (Mann-Kendall on the annual maxima: p = 0.347, tau = 0.16: no trend at the 0.05 level).", "figures": ["fig-s1-frequency_curve", "fig-s1-annual_maxima", "fig-s1-trend"], "tables": ["tab-s1-return_levels", "tab-s1-annual_maxima", "tab-s1-fit_spread"]}, {"id": "limitations", "title": "Limitations and what this study does not establish", "text": "- Step s1, gate max_return_period_factor: T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation\n\nCaveats, verbatim from the playbook:\n- Maintainer reproduction; independent hydrologist review pending.\n- Daily mean maxima are not instantaneous annual peaks or a certified design flood.\n- No catchment regulation, channel topology or model/gauge comparability was established.\n- Re-run live uses current observations; use the retained CSV and this script for reproduction.", "figures": [], "tables": []}, {"id": "recommendations", "title": "Recommendations", "text": "- Adopt this as the answer to the decision: Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations: 100-year return level, GEV (L-moments) 1951 m3/s (not established).\n- To firm it up: flood_frequency (s1) establishing its result: gate failed: max_return_period_factor (T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation).\n- To firm it up: the annual peak series of a nearby long gauge, or a regional growth curve: a regional curve keeps the estimate indicative but bounded.\n- Obtain the annual peak series of a nearby long gauge, or a regional growth curve: a regional curve keeps the estimate indicative but bounded.\n- Read the numbers with this caveat: Maintainer reproduction; independent hydrologist review pending.", "figures": [], "tables": []}, {"id": "references", "title": "References", "text": "1. England et al. (2019) Bulletin 17C\n2. Hosking, J. R. M. (1990). L-moments: analysis and estimation of distributions using linear combinations of order statistics. J. R. Stat. Soc. B, 52(1), 105-124.\n3. Vogel, R. M., & Fennessey, N. M. (1994). Flow-duration curves I: new interpretation and confidence intervals. J. Water Resour. Plann. Manage., 120(4), 485-504.\n4. England, J. F. Jr. et al. (2018). Guidelines for determining flood flow frequency, Bulletin 17C. USGS Techniques and Methods 4-B5.\n5. Mann, H. B. (1945). Nonparametric tests against trend. Econometrica, 13, 245-259\n6. Sen, P. K. (1968). J. Am. Stat. Assoc., 63, 1379-1389.\n7. Rekin226 and contributors. AquaScope Hydrology 0.19.0 [Software]. Release DOI: https://doi.org/10.5281/zenodo.22930129. All versions: https://doi.org/10.5281/zenodo.21903143. Analysis software revision: 0a7dd68; the release DOI does not archive later code changes.", "figures": [], "tables": []}, {"id": "appendix", "title": "Appendix: reproducibility", "text": "Re-run the same steps with no model: `aquascope run study.yaml`. Resume the workspace: `aquascope studio --resume workspace.json`.\n\nModel: none via none; ledger: no model calls. aquascope 0.19.0.\n\n```yaml\n# An AquaScope study (version 3): the plan behind an answer, its gates, and what happened.\n#   aquascope run study.yaml\nversion: 3\ntitle: \"Daily-mean flood screening: Seine at Paris-Austerlitz, France\"\nquestion: \"Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.\"\ncreated: \"2026-09-27T04:21:37+00:00\"\naquascope_version: \"0.19.0\"\nauthor: \"hand\"\nproblem:\n  kind: \"flood_risk\"\n  site: {\"lat\": 48.84468962, \"lon\": 2.365510635}\n  params: {\"return_period\": 100}\nplan:\n  playbook: \"flood_risk\"\n  objective: \"Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations.\"\n  caveats: [\"Maintainer reproduction; independent hydrologist review pending.\", \"Daily mean maxima are not instantaneous annual peaks or a certified design flood.\", \"No catchment regulation, channel topology or model/gauge comparability was established.\", \"Re-run live uses current observations; use the retained CSV and this script for reproduction.\"]\n  methodology: [\"Compare GEV L-moments, LP3 and GEV MLE quantiles on complete-year daily maxima.\"]\n  assumptions: [\"Independent stationary annual maxima.\"]\nsteps:\n  - tool: \"flood_frequency\"\n    id: \"s1\"\n    method: \"at_site_flood_frequency\"\n    arguments:\n      source: \"hubeau_hydrometrie\"\n      station_id: \"F700000103\"\n      bootstrap_ci: true\n    expects:\n      - {\"check\": \"min_years\", \"path\": \"ffa.n_years\", \"value\": 20}\n      - {\"check\": \"unit_present\", \"path\": \"unit\"}\n      - {\"check\": \"max_return_period_factor\", \"path\": \"ffa.n_years\", \"value\": 3, \"return_period\": 100}\n      - {\"check\": \"spread_within\", \"paths\": [\"ffa.fits.gev_lmoments.q\", \"ffa.fits.lp3.q\"], \"value\": 0.25, \"return_period\": 100}\n      - {\"check\": \"trend_on_series\", \"path\": \"ffa.amax_trend\", \"value\": 0.05}\nresults:\n  s1: {\"ok\": true, \"gates\": [{\"check\": \"min_years\", \"passed\": true, \"detail\": \"20 years of record, 20 needed\"}, {\"check\": \"unit_present\", \"passed\": true, \"detail\": \"unit m3/s\"}, {\"check\": \"max_return_period_factor\", \"passed\": false, \"detail\": \"T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation\"}, {\"check\": \"spread_within\", \"passed\": true, \"detail\": \"spread 6% between 1,951, 1,828 (25% allowed) at T = 100 years\"}, {\"check\": \"trend_on_series\", \"passed\": true, \"detail\": \"Mann-Kendall on the annual maxima: p = 0.347, tau = 0.16: no trend at the 0.05 level\"}], \"summary\": \"source=hubeau_hydrometrie, station_id=F700000103, variable=discharge, unit=m3/s, years=20.6, start=2006-01-28, end=2026-09-21\", \"fallback_used\": false, \"sha256\": \"356f8a55d1dd9525\", \"failed_reason\": \"gate failed: max_return_period_factor (T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation)\"}\n```\n\nResult identities (also in findings.json and the Findings worksheet):\n- 100-year return level, GEV (L-moments): result s1.ffa.fits.gev_lmoments.q.5; estimator gev_lmoments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. No interval for this estimator.\n- 100-year return level, Log-Pearson III: result s1.ffa.fits.lp3.q.5; estimator lp3_log_moments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [1513.4511, 2208.4273], method variance_of_estimate, level 0.9.\n- 100-year return level, GEV (MLE with L-moments fallback): result s1.ffa.fits.gev_bootstrap.q.5; estimator gev_mle_with_lmoments_fallback; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [1375.0989, 2478.0204], method nonparametric_bootstrap_percentile, level 0.9.\n- 2-year return level, GEV (L-moments): result s1.ffa.fits.gev_lmoments.q.0; estimator gev_lmoments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. No interval for this estimator.\n- 2-year return level, Log-Pearson III: result s1.ffa.fits.lp3.q.0; estimator lp3_log_moments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [946.4268, 1161.9064], method variance_of_estimate, level 0.9.\n- 5-year return level, GEV (L-moments): result s1.ffa.fits.gev_lmoments.q.1; estimator gev_lmoments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. No interval for this estimator.\n- 5-year return level, Log-Pearson III: result s1.ffa.fits.lp3.q.1; estimator lp3_log_moments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [1152.1852, 1465.9707], method variance_of_estimate, level 0.9.\n- 10-year return level, GEV (L-moments): result s1.ffa.fits.gev_lmoments.q.2; estimator gev_lmoments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. No interval for this estimator.\n- 10-year return level, Log-Pearson III: result s1.ffa.fits.lp3.q.2; estimator lp3_log_moments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [1258.3073, 1659.3351], method variance_of_estimate, level 0.9.\n- 25-year return level, GEV (L-moments): result s1.ffa.fits.gev_lmoments.q.3; estimator gev_lmoments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. No interval for this estimator.\n- 25-year return level, Log-Pearson III: result s1.ffa.fits.lp3.q.3; estimator lp3_log_moments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [1371.9955, 1890.5334], method variance_of_estimate, level 0.9.\n- 50-year return level, GEV (L-moments): result s1.ffa.fits.gev_lmoments.q.4; estimator gev_lmoments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. No interval for this estimator.\n- 50-year return level, Log-Pearson III: result s1.ffa.fits.lp3.q.4; estimator lp3_log_moments; annual maxima of daily mean discharge; years with at least 292 observed days. Input hubeau_hydrometrie/F700000103, discharge, m3/s, 2006-01-28 to 2026-09-21; content sha256:d4d7063849d42170f8436229fdafe83a286f01c37816bd6ab10bdcbb19393e58. Software 0.19.0; revision 0a7dd68. Archive revision not recorded; content hash is not an archive DOI. Own interval [1446.1473, 2053.2546], method variance_of_estimate, level 0.9.", "figures": [], "tables": []}], "not_established": ["Step s1, gate max_return_period_factor: T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation"], "recommendations": ["Adopt this as the answer to the decision: Screen the 100-year daily-mean flood at Seine at Paris-Austerlitz, France; identify estimator uncertainty and limitations: 100-year return level, GEV (L-moments) 1951 m3/s (not established).", "To firm it up: flood_frequency (s1) establishing its result: gate failed: max_return_period_factor (T = 100 years against a cap of about 60 years (3 times 20 years of record): beyond the cap, an extrapolation).", "To firm it up: the annual peak series of a nearby long gauge, or a regional growth curve: a regional curve keeps the estimate indicative but bounded.", "Obtain the annual peak series of a nearby long gauge, or a regional growth curve: a regional curve keeps the estimate indicative but bounded.", "Read the numbers with this caveat: Maintainer reproduction; independent hydrologist review pending."], "references": ["England et al. (2019) Bulletin 17C", "Hosking, J. R. M. (1990). L-moments: analysis and estimation of distributions using linear combinations of order statistics. J. R. Stat. Soc. B, 52(1), 105-124.", "Vogel, R. M., & Fennessey, N. M. (1994). Flow-duration curves I: new interpretation and confidence intervals. J. Water Resour. Plann. Manage., 120(4), 485-504.", "England, J. F. Jr. et al. (2018). Guidelines for determining flood flow frequency, Bulletin 17C. USGS Techniques and Methods 4-B5.", "Mann, H. B. (1945). Nonparametric tests against trend. Econometrica, 13, 245-259", "Sen, P. K. (1968). J. Am. Stat. Assoc., 63, 1379-1389.", "Rekin226 and contributors. AquaScope Hydrology 0.19.0 [Software]. Release DOI: https://doi.org/10.5281/zenodo.22930129. All versions: https://doi.org/10.5281/zenodo.21903143. Analysis software revision: 0a7dd68; the release DOI does not archive later code changes."], "caveats": ["Maintainer reproduction; independent hydrologist review pending.", "Daily mean maxima are not instantaneous annual peaks or a certified design flood.", "No catchment regulation, channel topology or model/gauge comparability was established.", "Re-run live uses current observations; use the retained CSV and this script for reproduction."], "written_by": {"answer": "template", "summary": "template", "decision": "template", "findings": "template", "problem": "template", "site_data": "template", "methodology": "template", "results-s1": "template", "limitations": "template", "recommendations": "template", "references": "template", "appendix": "template"}, "dropped": 0, "footer": {"model": null, "provider": null, "prose": "template", "tokens": {}, "total_tokens": 0, "total_usd": null, "budget": null, "dropped": 0, "aquascope_version": "0.19.0", "date": "2026-09-27 04:21 UTC", "workspace": "1f6c97dda9d0", "plan_author": "hand", "written_by": {"answer": "template", "summary": "template", "decision": "template", "findings": "template", "problem": "template", "site_data": "template", "methodology": "template", "results-s1": "template", "limitations": "template", "recommendations": "template", "references": "template", "appendix": "template"}}}, "artifacts": [{"id": "fig-s1-frequency_curve", "kind": "figure", "name": "figures/s1_frequency_curve.png", "media_type": "image/png", "caption": "Return levels of annual maximum discharge at Seine at Paris-Austerlitz, France (hubeau_hydrometrie F700000103): GEV (L-moments), Log-Pearson III, GEV (MLE with L-moments fallback) fits with the GEV MLE/L-moments bootstrap 90 % band, and the observed annual maxima at their Weibull plotting positions.", "step": "s1", "meta": {"kind": "frequency_curve", "tool": "flood_frequency"}, "size": 95100, "data": 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AzJgxI+zftNWfm7ZgPP/8800Br3fv3qa42bp1a5kyZYpceeWVZlbj22+/XZ5//vlyPQcAAAAAAMAmCn/w9Kc//alME3s0b9683NFds2aNaW2o3nvvvZifp88JLfBF8umnn8qCBQtM68KPPvoo+LzTTz9dRo8eLUcffbS8+uqr8sADD0jdunXL/BwAAAAAAACbKPzBk47rp4sfnKJfRdIintM1ObRYeNRRR5nC58yZM+WLL76Qc889t8zPAQAAAAAAsInJPZCSdFIQLcDphBs6Kcipp55qJgkpLi4u9dg5c+YEuyaHo6+j5s6dW67n2KStDGlpSMzTAblOzNMBeU7c0wW5TtzTBbkOwCZa/CElbd261Yy351i1apV8/vnnpvinXXOrV69eokiotEAYTsuWLc3t2rVry/WcSDp16hT2/sWLF0ubNm1kw4YNYU8WMjMzzViDW7ZsCft8LXqqgoICMz5iqKpVq0q9evXMv3fu3GmWUFlZWcEJSnQ8wz179pR6TE5OjlnU5s2bZe/evaUeU7t2bcnOzjb/Drc9bBP7idzj88QxIvKxXI/3eiwPd7xPxLG8c26xrCvIMIvqUKtYssNcGl6xM0PyizKCzwln4fYMKSjOkOwqAelQq/RkWmpefpVK+/0UabudbcrNDEirnNLbXVCssdn3mMbZAbOE2loosnLXvse0rFEsdapJqfVK9e9cfZ9U26ZU3E9sE/spXO45/weQfGjxh5RzzDHHmALfvHnzTOFt2rRpcsMNN5iTmgkTJphJN8LNEuwuBrrVqFHD3LpPlMryHJv0BFNPEmE35uFO7FGxNM/JdbvIdfvIc3+Q68Q8XXDe6E/MOW8EYEtGIBAIfzkWaemll16SI488Urp27ZqQ19OutaNGjTIt47QgVx46ucc555wjJ554onz55ZdxP19nJs7LyzNXKzdu3Bgs2ulsvCtWrDBj8oWbhfjhhx82xcJBgwbJyy+/XObnxMtpCTh//vy4n+tcOebKmz3E3B/EnZing4rO84zBn4kfAg/29eV9yxN3P2KV7HFKJI7pxD1dkOsAbKLFH0r46quvzMQU5513nkyfPr3M0dEm3++8844ceuihMnDgQPn99999j7ROslG/fn3TCk+70ToaN24cnEE4nNWrV5vbRo0ales5AAAAAAAANlH4QwnXXnutdO7c2bTSO+KII0yrs4ceesi0bPPqTqfjfYwfP17+/ve/S5MmTUzBT7vbaiu73r17+x5pnSFYxzlR7kk+dHuVdgkOZ+rUqaXG4ivLcwAAAAAAAGyi8IcStDvurFmz5Pnnn5emTZvKzz//LIMHD5bDDz/cDPqrs9ieeeaZ8te//tUUCS+44ALp27evHHTQQdKgQQPzb+0urAMQ9+zZU77//nsZOXKk7Lfffr5HWrsHr1+/3oz1165du+D9p5xyirl94403Sg1mrLPy6iQhWjDs06dPuZ4DAAAAAABgE7P6ohQtWF155ZVy+eWXywcffGCKgN9++62Z0OLHH3+MGrFatWqZFn5XXXWV6TJs20033WQKkP369TMz4tasWdN0x9Xi43/+8x/zGF0/vd+hj23VqpUsWbJEzj//fHnqqaekWbNmpqvzhRdeKDoMpj7H6d5b1ucAAAAAAADYxOQeiIlOhvG///1PvvvuO1m5cqWsW7dOduzYYYpsOo7dwQcfLMcdd5zpHpyZmbh6sk7m8dln+wbS1pmvdu/ebQqT7tl0f/vtN1N0cwpyY8eODf5N18XdRVmLkdryr169eiXe5+uvvzat+JzWe+7naetAbbkY2mqxLM+JB5N7VC4M0kzc0wW5nnoxZ3KP2OPO5B4Vi+OLP4g7MQeQ2ij8Iamdfvrp8umnn0Z9jBYiddZgpTPtvvnmmzJmzBhZtGiRbN261RQJdZIRbYF39dVXm66+4WgX5zvvvFMmTZpkJgDRguZZZ51lWgpG+rFVlufYKPwBABArCn+xo/AHAAAqGwp/SGraws9rUhHttqsTd4SjrfEiFfqiKSwslGrVqlX4c6Kh8AcAsIHCX3LHKvBgX+vvCQAAUgdj/CGpubv0lkVZin6qLAW8RBb9yqugoMDcZmdn+70qaYOYE/d0Qa4T83RBrhPzdEGuE3MAqY3CH5CCtm3bZm4p/BHzVEeuE/N0QJ4T93RBrhP3dEGuA7CpitV3AwAAAAAAAGAFhT8AAAAAAAAgBVH4AwAAAAAAAFIQhT8AAAAAAAAgBTG5B5CCqlat6vcqpB1iTtzTBblOzNMFuU7M0wW5TswBpDYKf0AKqlevnt+rkHaIOXFPF+Q6MU8X5DoxTxfkOjEHkNro6osy27Vrl2zcuFH27NlDFAEAAAAAAJIMhT/E5YMPPpDTTjtN6tatKzk5OdKwYUNzn/vvN954o/zvf/8jsj7auXOnWUDMUx25TszTAXlO3NMFuU7c0wW5DsAmuvoi5i+nc889Vz799NOojysuLpYnn3xS/vjjD+nVqxfR9YlT9NPiLIh5KiPXiXk6IM+Je7og14l7uiDXAdhEiz/E5LLLLjNFv8zMTLn66qtlzJgxcvLJJ5d63KmnnirZ2dny+eefS1FREdEFAAAAAADwCYU/eJo+fbqMGjVKqlevLt9++608++yz0q9fv7ADAdeqVUvatGkjW7ZskV9//ZXoAgAAAAAA+ITCHzx98skn5vbSSy+Vo446Knh/RkZG2Mc3a9bM3C5fvpzoAgAAAAAA+ITCHzw5Bbzu3bvHFC2nJaDO+gsAAAAAAAB/MLkHPFWtWtXcho7ZF6nF38aNG81tnTp1iK5PsrKyiD0xTwvkOjFPB+Q5cU8X5DpxTxfkOgCbKPzBk47Zp6ZMmSKDBg2K+lht5Tdz5kzz7wMPPJDo+iQ3N5fYE/O0QK4T83RAnhP3dEGuE/d0Qa4DsImuvvCkM/WqESNGyC+//BK1xd/TTz8t27Ztky5dukjLli2JLgAAAAAAgE8o/MFTt27dpE+fPqY139FHHy3Dhw+X7du3l3hMQUGBPPbYY/Kvf/3L/N+5hT/y8/PNAmKe6sh1Yp4OyHPini7IdeKeLsh1ADbR1RcxeeONN0zRb+nSpXLZZZeZLr/Vq1cPFvn+9re/mZZ+6vLLL5e8vDwi66M9e/YQf2KeFsh1Yp4OyHPini7IdeKeLsh1ADbR4g8xadKkiUybNk0GDhwoVapUkb1798qOHTvM37QYqEU/HaviwQcflJdffpmoAgAAAAAA+IwWf4hZgwYNzDh/Dz30kHz55ZeycOFCU/CrW7euHHLIIXLyySczky8AAAAAAECSoPCHuOmkHdrdFwAAAAAAAMmLrr4AAAAAAABACqLFH5CCcnJy/F6FtEPMiXu6INeJebog14l5uiDXiTmA1EbhD56ef/55+fHHH2OOlE7+oRN9aJdgnQn4qKOOIsqWcQJnHzH3B3En5umAPCfu6YJcJ+7pglwHYBOFP3j65ptv5N133y1zpLp06SKvvfaadOvWjWgDAAAAAABYQuEPnk444QSpVauWjBo1ysziq3QW34MOOkhq1KghmzZtkpkzZ8qqVavM3zp37myKfb/99pu5f+7cuXL88cfL999/b56Hird582ZzW69ePcJtCTH3B3En5umAPCfu6YJcJ+7pglwHYBOTe8DT3/72N6lbt64p+vXq1Ut++eUXmT17tmkFOHz4cPnoo49k5cqVMmbMGGnUqJEp+A0aNEimT59ultatW8uOHTvklltuIdqW7N271yywh5j7g7gT83RAnhP3dEGuE/d0Qa4DsInCHzzNnz9fHn/8cenQoYN8/vnnpqVfqIyMDOnXr598+umnUlhYKFdffbW5/09/+lOwm/DEiRNl48aNRBwAAAAAAMACCn/wpC35iouL5a9//avp2hvNEUccYZZff/3VFAxV9+7dpWPHjhIIBGTOnDlEHAAAAAAAwAIKf/C0dOlSc9u8efOYouU8znme0taCasuWLUQcAAAAAADAAgp/8KTdeNXixYtjitaSJUv2JVeV/0uvgoICc1u/fn0iDgAAAAAAYAGz+sKTztCrXn75Zbn++uujFu/Gjx9vJv5wZvd1LFu2zNy2bNmSiFtQu3Zt4mwZMfcHcSfm6YA8J+7pglwn7umCXAdgEy3+4GngwIGSm5srq1evNrP6fvnll2a8PjedtfeZZ56Rs88+2/z/tNNOk1atWpl/b9iwQRYtWiSNGzeWtm3bEnELsrOzzQJ7iLk/iDsxTwfkOXFPF+Q6cU8X5DoAm2jxB09asBs2bJicd9558vPPP0ufPn2kXr16csABB5jJPjZt2mQm83C682px78UXXww+f9SoUVKrVi254oorgt2GAQAAAAAAULEyAqFNt4AIJk+eLNddd53MmjUr7N+rVq0qeXl58thjj5liIcqnU6dO5taZHTke2spSNWzYkN1gCTH3B3En5umgovM8Y/Bn4ofAg32lssXdj1gle5wSiWM6cU8X5DoAm2jxh5j17NlTZs6caQp/3333naxYsUJ2795tugF37NhRTjzxRGnatCkRBQAAAAAASAIU/uDpvvvuk4kTJ8qdd94pvXv3lsMOO8wsAAAAAAAASF5M7gFPv/zyi0yaNEnWrl1LtAAAAAAAACoJCn/w1KBBA3Or3XoBAAAAAABQOdDVF566detmbnV8v0svvZSIAQAAoNJhIhsAQDqi8AdPZ555pjRp0kSGDx9uZvXt0KEDUUtydevW9XsV0g4xJ+7pglwn5umCXCfm6YJcJ+YAUhtdfeFJZ+195513zL+PPvpoeeqpp2Tp0qVSWFhI9JJUZmamWUDMUx25TszTAXlO3NMFuU7c0wW5DsAmCn/wlJeXJ8cff7xs27ZNNmzYIDfccIO0a9dOsrKyJCMjI+LiFAthX1FRkVlAzFMduU7M0wF5TtzTBblO3NMFuQ7AJgp/QArasmWLWUDMUx25TszTAXlO3NMFuU7c0wW5DsAm+gLC05AhQ2TQoEFxR6pLly5EFwAAAAAAwCcU/uCpc+fOZvGDdi2eMGGCfPHFFzJp0iRzdUy7HX/44YdhH79r1y75/PPPZezYsTJ//nxZuXKl6ZLcqVMnueCCC+T888833ZDdduzYIc2bN4+6HkuWLJH69euXul9f//777w+uW4sWLWTAgAFy8803S/Xq1cu59QAAAAAAAGVH4Q9JrXHjxhIIBErct3379oiPv+SSS2T06NGl7l+xYoV89tln8vbbb5uioRYDHfr6W7dujboexcXFpe6bPXu2KUK6u9SuXbtWZsyYIR988IEpBtauXdtzGwEAAAAAACoCY/whqTVo0EDOO+88efXVV+XJJ5/0fLy2suvXr58MHz5cpk6dKqtXr5Y5c+bIbbfdZlr6afHvscceC/vcDh06yObNm8Muuh5ue/fulYEDB5qi37HHHitTpkyRNWvWyJgxY6Rp06am+Dd48OCExQEAAAAAACBetPhDXNavXy9ff/21LF261MzyG9oaz00LduUd52/dunXBrrnvvfee5+Nff/31Ul15tRD38MMPm38/8sgjphtwuKJclSpVpG7dujGt16effiq//PKLee1PPvkk2LJPi46NGjWSY445Rl555RXTDbhOnToxvSYAAAAAAEAiUfhDTAoLC02x7JlnnpE9e/bE9BwdF7C8hb/QIl55Hn/yySebwp+O6VdeWvhzuhaHduft2bOnHHbYYTJr1iwzNuE555wjtjVs2ND6e6Y7Yk7c0wW5TszTBblOzNMFuU7MAaQ2uvoiJldffbXpIqtFv4MPPtiMvecU97p37y61atUKPrZ9+/Zy4oknSpMmTZIqujrZhzryyCPD/l3H5+vVq5dZ7zZt2sjpp58uI0eODNuqUbsPqx49eoR9raOPPtrczp07N4FbAAAAAAAAEDta/MHTggULzBh7asSIEWZsu7y8PHn33XfljjvuMP8uKCiQF154QW6//XYzJp52p9WZdJPFH3/8Iffdd59kZ2fLP/7xj7CP0fH6vvvuu+D/ly9fblr2vfnmm2bsPn2u+/VUy5Ytw76Wc78WE71EitPixYtNAVJnNg6lXZIzMzOlqKioxOQiDi3Q6riEus66b7RbdqiqVatKvXr1zL937txpllA6CUpubq75d35+ftjWnjk5OWZRuu91/MNQ2irSiV+47Yllm9xXpJNxm5zXcU8cU9m3KZxk2yZ9Led1UmWbkn0/uXM9VbbJLRm3SbdH10NvK2KbOucWy7qCDLOoDrWKJTvMpeEVOzMkvygj+JxwFm7PkILiDMmuEpAOtcIPBzIvv0ql2E/Oa+rFTmc/RdpuZ5tyMwPSKqf0dhcUa2z2PaZxdsAsobYWiqzcte8xLWsUS51qUmq9Uv3zpOdNuk3u79JEbpOjIvaTW+jnKdw6J9N+cq9Pshz3UvFY7t6m0PPGVNgmWo4CyYsWf/CkY9hpq7cTTjjBFP3C0S+PG264QV588UXZtGmTXHvttUkTWf0i0tZ7Oj7hc889JwcccECpx2jLvWHDhslPP/0kq1atkh9++EGuueYaqVatmpkQJHRMQOfLWCcTCadGjRrmNhHdisti165dYU+UULEx1wV2aZ6T63aR6/Zpjkeb0R4Vg1y3T8+v+C71J+58l9rF8QWATRmBaLMzACLyt7/9TV5++WV58MEHTYs+pQXAd955R9566y254IILSsSpXbt2ZvIPLaA1a9YsYTHUyT10vDztRvzll1/G9By90tW3b1/58ccfZejQoXLLLbfE9Z7awlG3r2bNmrJx48bg1bHWrVvLihUrzDh+Xbt2LfU8nUxEYzVo0CATu7JwWgI6XZTj4Vy948qbPcTcH8SdmKeDis7zjMGfiR8CD/aVyhZ3P2KV7HFKJHI9NeMOYg7AX7T4gyena5F7zD6nABbu6uAhhxxibn/++Wdfo7tmzRo57rjjTNHviSeeiLvo5xQ4tdm9ttxbtGhR8H6duVetXr067POc+zmBAgAAAAAAfmGMP3hyCn7aei608LVkyZJSj9cxJ9y3ftDx8XQWX215qN2PtdViWegswdrdV7nHyNBJTWbMmCHTp0+X0047rdTzpk2bZm6TaZxDAAAAG8raMtIZQ9EZMzFe6dQ6EgCAWNHiD550ggm1cuXK4H1O99Zx48ZJcfH/DXStgzJPnTrV/NuZ+de22bNnS8+ePc3kHK+//nqZi37qq6++knXr1pnBdLULs0OLikon/ggdWFe75uoYgVWqVJE+ffqUY0sAAAAAAADKjsIfPDlFrkmTJgXv01ZuOu6dFrm0O6yOuTd69GhT6NJusTqjbLdu3axHV2fl1e69OsGIjkF40UUXeT7n1ltvNeMX6uzFu3fvNvdpse/JJ5+Us88+2/z/3HPPlVq1agWf079/f2nRooXp/qvv4czeq5OD6DiEOnSmPme//fYTP+jMYM5spyDmqYxcJ+bpgDwn7ulCZ9XVBXZxjLGPmAOwick9EJMuXbrIvHnz5JdffpGDDjrI3Pf000/L9ddfH/bxOkPupZdeWu7o5uXlyfjx482/CwsLzaxjOrW8Fh0dOpagM4nIUUcdJVOmTDFfpu5CnZve//vvvwf/369fPxk7dmyJ8QudcQ3VoYceKhMnTjTFTDe9TycO0fVyZvh1CofaSlJb/bnHRbQ5uQcAALFico/YMblH8sYplq6+ybpeAABUJFr8ISYzZ840084fcMABwfuuu+46efvtt023Xy3GabFNW/mNGTMmIUU/tX37dtm6datZtOinioqKgvfp4u5q7ExSrePxuR/jXrZs2VLiPR5//HG55557TIFPC4pa9NNx/Q4//HB55JFHzOQgoUU/pbMLf//993LKKaeYYqEW/XQiEJ3JV59TnqIfAAAAAABAedHiDwnhFNx0MoxE0m7DTou6SOrUqRN8Xy0UamEwGn2sPicSLTDWqFEjrm3R7dfCnz4vUcrT4s8pkubk5CRsfUDMkxG5TszTQUXnOa2gYo87Lf4qNqcaZ+87n1xXULbzSVr8lQ3fpfYRcwA2MasvEiLRBT+Hu0tvLCJ1741HWX5Y6fYnsuhXXpxMEPN0Qa4T83RAnhP3dFHewh/KhmOMfcQcgE109QUAAAAAAABSEC3+EDed8Xb9+vWeXXB1gou6desSYQAAAAAAAB9Q+ENMdNy8oUOHyvPPPy8rVqyI6TkjR440s/ICAAAAAADAPgp/iMm5555rZusFAAAAAABA5UDhD54mTJgQLPqdccYZcvPNN0uHDh08J96Id2IOJE5WVhbhtIyY+4O4E/N0QJ4T93SxNfooMqggHGPsI+YAbKLwB0/jx483t7169ZKxY8dW2Ay+SJzc3FzCaRkx9wdxJ+bpgDwn7uli5S7mHfRDZTnGZAz+zJf3DTzYN21jDiA18O0KTzqRhxowYABFPwAAAAAAgEqCwh88OTPzMkNv5ZGfn28WEPNUR64T83RAnhP3dNGyRrFZYBfHGPuIOQCbKPzBU48ePczt7NmziVYlsWfPHrOAmKc6cp2YpwPynLinizrV9i2wi2OMfcQcgE0U/uCpf//+0rp1axk2bJgsX76ciAEAAAAAAFQCFP7gqUaNGjJq1KjgBB8jRoyQjRs3EjkAAAAAAIAkRuEPJeTl5ZkJPEKX7t27y9atW2XlypVywQUXSMOGDcM+zr288847RBcAAAAAAMAnFP4AAAAAAACAFJTp9woguQwZMkQGDRqUkNfq0qVLQl4H8cvJySFslhFzfxB3Yp4OyHPini7WFWT4vQppiWMMMQeQ2ij8oYTOnTubBZUbJ3DEPF2Q68kR84zBn/mwJiKBB/tKOiDPiXu6oPDnD44xxBxAaqOrLwAAAAAAAJCCKPwBKWjz5s1mATFPdeQ6MU8H5DlxTxcdahWbBXZxjLGPmAOwicIfYnLnnXeaGX8XL14c9XE6k68+7qOPPiKyPtq7d69ZQMxTHblOzNMBeU7c00V2lX0L7OIYYx8xB2ATY/zB04oVK+T++++XFi1aSNu2baM+dv/995d3331Xli5dKn/5y1+ILgAAAAAAgE+4pgZPY8eOleLiYunXr59UqRI9Zbp16yYtW7aUqVOnyqpVq4guAAAAAACATyj8wZPTvbd9+/YxRct53LJly4guAAAAAACATyj8wdOmTZvMbZ06dWKKVt26dc3tunXriC4AAAAAAIBPGOMPnurXr29ulyxZElcLQacACPtq165N2Il5WiDXiXk6IM+Je7pYsTPD71VISxxjiDmA1EaLP3jScfvUyJEjpaioKOpjf/rpJ5k3b54ZC7Br165E1yfZ2dlmATFPdeQ6MU8H5DlxTxf5RRlmgV0cY+wj5gBsovAHT3/+85/NlcCFCxfKlVdeGbH49/vvv8v5558vgUBATjnlFKlXrx7RBQAAAAAA8AldfeFJC3h33XWX3HbbbfLqq6/K5MmT5bLLLpNDDz1UatasKevXr5dvv/1Whg0bJlu3bpWcnBx5+OGHiayPNmzYYG4bNmzIfiDmlULG4M/K9LzOucXmdl5+2a5jBR7sW6bnpTOOL8Q8XZDr9pX3mI6yIdftI+YAbKLwh5jceuutsmbNGnnsscdkwYIFcvvtt4d9nE4A8s4770jnzp2JLAAAAAAAgI+4nIaYPfroo/LVV1/JGWecIbVq1Srxt5YtW8r1119vxvc79dRTiSoAAAAAAIDPaPGHuPTu3dsse/fuNV18d+zYYWb9ZTw/AAAAAACA5ELhD2VStWpVadKkCdEDAAAAAABIUnT1RUIsWrRIvvvuO1m3bh0RBQAAAAAASAK0+ENMnnvuOVmyZIlcc8010rZt2+D927dvl3POOUfGjx8fbAmoE4E8+OCDRNZHdevWJf7EPC0s3J7h9yqkHY4vxDxdkOv2cUz3B7lOzAGkNlr8wdOmTZvkpptukuHDh0vz5s1L/G3w4MHBop/Ssf8eeughef7554msjzIzM80CYp7qCoozzAJ7OL7YR8z9Qdzt45juD3KdmANIbRT+4Omjjz6SPXv2SL9+/SQrKyt4/7Zt2+TVV181/37qqadkzZo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"}, {"id": "fig-s1-trend", "kind": "figure", "name": "figures/s1_trend.png", "media_type": "image/png", "caption": "Annual maximum discharge at Seine at Paris-Austerlitz, France (hubeau_hydrometrie F700000103) with the Sen slope line; the Mann-Kendall test on the annual maxima finds no trend (p = 0.347, 20 years).", "step": "s1", "meta": {"kind": "trend", "tool": "flood_frequency"}, "size": 80226, "data": 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"date,discharge_m3_per_s\n2006-01-28T00:00:00,192.0\n2006-01-29T00:00:00,192.315\n2006-01-30T00:00:00,187.25\n2006-01-31T00:00:00,163.136\n2006-02-01T00:00:00,164.874\n2006-02-02T00:00:00,164.072\n2006-02-03T00:00:00,167.084\n2006-02-04T00:00:00,154.552\n2006-02-05T00:00:00,154.925\n2006-02-06T00:00:00,158.594\n2006-02-07T00:00:00,157.054\n2006-02-08T00:00:00,151.527\n2006-02-09T00:00:00,154.148\n2006-02-10T00:00:00,156.525\n2006-02-11T00:00:00,152.918\n2006-02-12T00:00:00,147.617\n2006-02-13T00:00:00,157.975\n2006-02-14T00:00:00,163.799\n2006-02-15T00:00:00,180.849\n2006-02-16T00:00:00,300.167\n2006-02-17T00:00:00,493.038\n2006-02-18T00:00:00,581.738\n2006-02-19T00:00:00,650.773\n2006-02-20T00:00:00,679.369\n2006-02-21T00:00:00,687.515\n2006-02-22T00:00:00,652.065\n2006-02-23T00:00:00,624.665\n2006-02-24T00:00:00,555.256\n2006-02-25T00:00:00,493.269\n2006-02-26T00:00:00,470.506\n2006-02-27T00:00:00,431.369\n2006-02-28T00:00:00,377.586\n2006-03-01T00:00:00,356.152\n2006-03-02T00:00:00,344.008\n2006-03-03T00:00:00,353.828\n2006-03-04T00:00:00,424.537\n2006-03-05T00:00:00,658.205\n2006-03-06T00:00:00,717.601\n2006-03-07T00:00:00,791.964\n2006-03-08T00:00:00,753.259\n2006-03-09T00:00:00,807.547\n2006-03-10T00:00:00,933.044\n2006-03-11T00:00:00,1001.107\n2006-03-12T00:00:00,1031.453\n2006-03-13T00:00:00,1067.525\n2006-03-14T00:00:00,1077.219\n2006-03-15T00:00:00,990.531\n2006-03-16T00:00:00,869.687\n2006-03-17T00:00:00,816.809\n2006-03-18T00:00:00,806.749\n2006-03-19T00:00:00,775.898\n2006-03-20T00:00:00,776.847\n2006-03-21T00:00:00,732.433\n2006-03-22T00:00:00,707.535\n2006-03-23T00:00:00,699.627\n2006-03-24T00:00:00,685.939\n2006-03-25T00:00:00,705.815\n2006-03-26T00:00:00,776.122\n2006-03-27T00:00:00,844.462\n2006-03-28T00:00:00,818.273\n2006-03-29T00:00:00,742.667\n2006-03-30T00:00:00,809.436\n2006-03-31T00:00:00,824.701\n2006-04-01T00:00:00,817.771\n2006-04-02T00:00:00,797.918\n2006-04-03T00:00:00,783.918\n2006-04-04T00:00:00,788.091\n2006-04-05T00:00:00,745.854\n2006-04-06T00:00:00,725.381\n2006-04-07T00:00:00,707.097\n2006-04-08T00:00:00,676.339\n2006-04-09T00:00:00,635.188\n2006-04-10T00:00:00,595.95\n2006-04-11T00:00:00,535.02\n2006-04-12T00:00:00,525.815\n2006-04-13T00:00:00,535.321\n2006-04-14T00:00:00,505.546\n2006-04-15T00:00:00,471.302\n2006-04-16T00:00:00,453.503\n2006-04-17T00:00:00,430.479\n2006-04-18T00:00:00,412.384\n2006-04-19T00:00:00,357.244\n2006-04-20T00:00:00,357.886\n2006-04-21T00:00:00,337.266\n2006-04-22T00:00:00,328.733\n2006-04-23T00:00:00,323.465\n2006-04-24T00:00:00,313.66\n2006-04-25T00:00:00,302.854\n2006-04-26T00:00:00,295.019\n2006-04-27T00:00:00,300.263\n2006-04-28T00:00:00,282.003\n2006-04-29T00:00:00,260.424\n2006-04-30T00:00:00,260.435\n2006-05-01T00:00:00,254.215\n2006-05-02T00:00:00,250.13\n2006-05-03T00:00:00,217.218\n2006-05-04T00:00:00,216.97\n2006-05-05T00:00:00,216.608\n2006-05-06T00:00:00,222.446\n2006-05-07T00:00:00,237.033\n2006-05-08T00:00:00,259.82\n2006-05-09T00:00:00,292.127\n2006-05-10T00:00:00,297.169\n2006-05-11T00:00:00,389.596\n2006-05-12T00:00:00,433.24\n2006-05-13T00:00:00,476.469\n2006-05-14T00:00:00,449.842\n2006-05-15T00:00:00,424.829\n2006-05-16T00:00:00,410.291\n2006-05-17T00:00:00,379.563\n2006-05-18T00:00:00,364.792\n2006-05-19T00:00:00,300.425\n2006-05-20T00:00:00,330.397\n2006-05-21T00:00:00,358.541\n2006-05-22T00:00:00,328.165\n2006-05-23T00:00:00,300.119\n2006-05-24T00:00:00,285.546\n2006-05-25T00:00:00,261.623\n2006-05-26T00:00:00,266.919\n2006-05-27T00:00:00,234.636\n2006-05-28T00:00:00,234.044\n2006-05-29T00:00:00,236.578\n2006-05-30T00:00:00,218.57\n2006-05-31T00:00:00,220.181\n2006-06-01T00:00:00,220.696\n2006-06-02T00:00:00,224.192\n2006-06-03T00:00:00,216.551\n2006-06-04T00:00:00,211.484\n2006-06-05T00:00:00,194.333\n2006-06-06T00:00:00,193.562\n2006-06-07T00:00:00,187.622\n2006-06-08T00:00:00,177.317\n2006-06-09T00:00:00,166.648\n2006-06-10T00:00:00,162.19\n2006-06-11T00:00:00,145.205\n2006-06-12T00:00:00,150.818\n2006-06-13T00:00:00,120.943\n2006-06-14T00:00:00,112.634\n2006-06-15T00:00:00,132.113\n2006-06-16T00:00:00,130.016\n2006-06-17T00:00:00,126.136\n2006-06-18T00:00:00,117.009\n2006-06-19T00:00:00,116.24\n2006-06-20T00:00:00,117.501\n2006-06-21T00:00:00,110.682\n2006-06-22T00:00:00,111.14\n2006-06-23T00:00:00,113.917\n2006-06-24T00:00:00,112.145\n2006-06-25T00:00:00,134.836\n2006-06-26T00:00:00,137.236\n2006-06-27T00:00:00,119.519\n2006-06-28T00:00:00,115.838\n2006-06-29T00:00:00,108.967\n2006-06-30T00:00:00,102.588\n2006-07-01T00:00:00,91.204\n2006-07-02T00:00:00,82.908\n2006-07-03T00:00:00,92.307\n2006-07-04T00:00:00,98.7\n2006-07-05T00:00:00,110.717\n2006-07-06T00:00:00,123.318\n2006-07-07T00:00:00,175.083\n2006-07-08T00:00:00,130.72\n2006-07-09T00:00:00,135.665\n2006-07-10T00:00:00,136.311\n2006-07-11T00:00:00,139.482\n2006-07-12T00:00:00,126.496\n2006-07-13T00:00:00,122.938\n2006-07-14T00:00:00,111.86\n2006-07-15T00:00:00,119.107\n2006-07-16T00:00:00,114.163\n2006-07-17T00:00:00,115.071\n2006-07-18T00:00:00,97.447\n2006-07-19T00:00:00,101.762\n2006-07-20T00:00:00,119.251\n2006-07-21T00:00:00,112.716\n2006-07-22T00:00:00,111.373\n2006-07-23T00:00:00,129.324\n2006-07-24T00:00:00,110.129\n2006-07-25T00:00:00,106.246\n2006-07-26T00:00:00,95.996\n2006-07-27T00:00:00,127.949\n2006-07-28T00:00:00,103.139\n2006-07-29T00:00:00,112.783\n2006-07-30T00:00:00,126.368\n2006-07-31T00:00:00,107.378\n2006-08-01T00:00:00,100.761\n2006-08-02T00:00:00,102.209\n2006-08-03T00:00:00,100.706\n2006-08-04T00:00:00,105.789\n2006-08-05T00:00:00,108.477\n2006-08-06T00:00:00,110.311\n2006-08-07T00:00:00,114.555\n2006-08-08T00:00:00,122.827\n2006-08-09T00:00:00,115.095\n2006-08-10T00:00:00,114.032\n2006-08-11T00:00:00,107.308\n2006-08-12T00:00:00,105.24\n2006-08-13T00:00:00,136.894\n2006-08-14T00:00:00,173.19\n2006-08-15T00:00:00,156.73\n2006-08-16T00:00:00,146.158\n2006-08-17T00:00:00,172.534\n2006-08-18T00:00:00,173.279\n2006-08-19T00:00:00,177.652\n2006-08-20T00:00:00,170.111\n2006-08-21T00:00:00,177.059\n2006-08-22T00:00:00,178.682\n2006-08-23T00:00:00,180.781\n2006-08-24T00:00:00,182.681\n2006-08-25T00:00:00,177.815\n2006-08-26T00:00:00,179.854\n2006-08-27T00:00:00,180.09\n2006-08-28T00:00:00,196.065\n2006-08-29T00:00:00,196.682\n2006-08-30T00:00:00,201.053\n2006-08-31T00:00:00,180.421\n2006-09-01T00:00:00,166.646\n2006-09-02T00:00:00,174.473\n2006-09-03T00:00:00,164.052\n2006-09-04T00:00:00,162.439\n2006-09-05T00:00:00,160.452\n2006-09-06T00:00:00,150.669\n2006-09-07T00:00:00,145.366\n2006-09-08T00:00:00,148.993\n2006-09-09T00:00:00,143.623\n2006-09-10T00:00:00,142.32\n2006-09-11T00:00:00,138.548\n2006-09-12T00:00:00,140.156\n2006-09-13T00:00:00,145.027\n2006-09-14T00:00:00,143.101\n2006-09-15T00:00:00,176.145\n2006-09-16T00:00:00,152.639\n2006-09-17T00:00:00,141.833\n2006-09-18T00:00:00,144.463\n2006-09-19T00:00:00,144.804\n2006-09-20T00:00:00,150.244\n2006-09-21T00:00:00,146.913\n2006-09-22T00:00:00,140.151\n2006-09-23T00:00:00,148.092\n2006-09-24T00:00:00,197.061\n2006-09-25T00:00:00,179.163\n2006-09-26T00:00:00,198.952\n2006-09-27T00:00:00,137.172\n2006-09-28T00:00:00,145.672\n2006-09-29T00:00:00,142.044\n2006-09-30T00:00:00,130.254\n2006-10-01T00:00:00,139.209\n2006-10-02T00:00:00,156.113\n2006-10-03T00:00:00,209.561\n2006-10-04T00:00:00,243.37\n2006-10-05T00:00:00,279.505\n2006-10-06T00:00:00,310.598\n2006-10-07T00:00:00,324.686\n2006-10-08T00:00:00,324.339\n2006-10-09T00:00:00,355.095\n2006-10-10T00:00:00,349.618\n2006-10-11T00:00:00,313.333\n2006-10-12T00:00:00,317.24\n2006-10-13T00:00:00,307.16\n2006-10-14T00:00:00,306.478\n2006-10-15T00:00:00,299.453\n2006-10-16T00:00:00,277.587\n2006-10-17T00:00:00,277.649\n2006-10-18T00:00:00,272.379\n2006-10-19T00:00:00,261.804\n2006-10-20T00:00:00,260.371\n2006-10-21T00:00:00,262.226\n2006-10-22T00:00:00,265.184\n2006-10-23T00:00:00,265.672\n2006-10-24T00:00:00,251.554\n2006-10-25T00:00:00,271.113\n2006-10-26T00:00:00,293.41\n2006-10-27T00:00:00,275.76\n2006-10-28T00:00:00,287.77\n2006-10-29T00:00:00,270.97\n2006-10-30T00:00:00,281.47\n2006-10-31T00:00:00,266.493\n2006-11-01T00:00:00,252.009\n2006-11-02T00:00:00,253.104\n2006-11-03T00:00:00,224.901\n2006-11-04T00:00:00,186.795\n2006-11-05T00:00:00,197.947\n2006-11-06T00:00:00,209.379\n2006-11-07T00:00:00,224.401\n2006-11-08T00:00:00,189.948\n2006-11-09T00:00:00,191.021\n2006-11-10T00:00:00,173.737\n2006-11-11T00:00:00,158.992\n2006-11-12T00:00:00,149.853\n2006-11-13T00:00:00,144.009\n2006-11-14T00:00:00,160.209\n2006-11-15T00:00:00,162.639\n2006-11-16T00:00:00,159.624\n2006-11-17T00:00:00,146.819\n2006-11-18T00:00:00,140.562\n2006-11-19T00:00:00,180.213\n2006-11-20T00:00:00,186.451\n2006-11-21T00:00:00,197.787\n2006-11-22T00:00:00,223.609\n2006-11-23T00:00:00,246.969\n2006-11-24T00:00:00,323.971\n2006-11-25T00:00:00,395.888\n2006-11-26T00:00:00,367.721\n2006-11-27T00:00:00,371.88\n2006-11-28T00:00:00,484.405\n2006-11-29T00:00:00,469.609\n2006-11-30T00:00:00,441.71\n2006-12-01T00:00:00,427.413\n2006-12-02T00:00:00,375.371\n2006-12-03T00:00:00,365.401\n2006-12-04T00:00:00,337.945\n2006-12-05T00:00:00,316.047\n2006-12-06T00:00:00,345.368\n2006-12-07T00:00:00,366.054\n2006-12-08T00:00:00,449.899\n2006-12-09T00:00:00,474.975\n2006-12-10T00:00:00,446.434\n2006-12-11T00:00:00,402.433\n2006-12-12T00:00:00,398.139\n2006-12-13T00:00:00,338.053\n2006-12-14T00:00:00,327.108\n2006-12-15T00:00:00,317.837\n2006-12-16T00:00:00,304.142\n2006-12-17T00:00:00,294.21\n2006-12-18T00:00:00,269.079\n2006-12-19T00:00:00,241.134\n2006-12-20T00:00:00,249.618\n2006-12-21T00:00:00,225.88\n2006-12-22T00:00:00,213.627\n2006-12-23T00:00:00,211.918\n2006-12-24T00:00:00,209.006\n2006-12-25T00:00:00,203.376\n2006-12-26T00:00:00,185.337\n2006-12-27T00:00:00,172.408\n2006-12-28T00:00:00,154.672\n2006-12-29T00:00:00,165.551\n2006-12-30T00:00:00,174.572\n2006-12-31T00:00:00,177.302\n2007-01-01T00:00:00,190.54\n2007-01-02T00:00:00,217.551\n2007-01-03T00:00:00,243.192\n2007-01-04T00:00:00,284.51\n2007-01-05T00:00:00,276.72\n2007-01-06T00:00:00,279.272\n2007-01-07T00:00:00,277.955\n2007-01-08T00:00:00,308.621\n2007-01-09T00:00:00,326.92\n2007-01-10T00:00:00,292.144\n2007-01-11T00:00:00,320.927\n2007-01-12T00:00:00,332.428\n2007-01-13T00:00:00,346.476\n2007-01-14T00:00:00,326.855\n2007-01-15T00:00:00,324.455\n2007-01-16T00:00:00,321.132\n2007-01-17T00:00:00,314.459\n2007-01-18T00:00:00,313.513\n2007-01-19T00:00:00,332.022\n2007-01-20T00:00:00,347.573\n2007-01-21T00:00:00,339.49\n2007-01-22T00:00:00,364.159\n2007-01-23T00:00:00,385.22\n2007-01-24T00:00:00,395.179\n2007-01-25T00:00:00,402.224\n2007-01-26T00:00:00,390.671\n2007-01-27T00:00:00,369.707\n2007-01-28T00:00:00,352.329\n2007-01-29T00:00:00,315.744\n2007-01-30T00:00:00,316.628\n2007-01-31T00:00:00,317.653\n2007-02-01T00:00:00,323.967\n2007-02-02T00:00:00,300.287\n2007-02-03T00:00:00,297.517\n2007-02-04T00:00:00,282.25\n2007-02-05T00:00:00,259.085\n2007-02-06T00:00:00,241.018\n2007-02-07T00:00:00,230.959\n2007-02-08T00:00:00,254.174\n2007-02-09T00:00:00,276.571\n2007-02-10T00:00:00,329.228\n2007-02-11T00:00:00,364.413\n2007-02-12T00:00:00,471.826\n2007-02-13T00:00:00,594.415\n2007-02-14T00:00:00,607.125\n2007-02-15T00:00:00,658.153\n2007-02-16T00:00:00,686.113\n2007-02-17T00:00:00,692.662\n2007-02-18T00:00:00,637.414\n2007-02-19T00:00:00,592.086\n2007-02-20T00:00:00,580.425\n2007-02-21T00:00:00,552.445\n2007-02-22T00:00:00,526.26\n2007-02-23T00:00:00,489.021\n2007-02-24T00:00:00,457.809\n2007-02-25T00:00:00,437.047\n2007-02-26T00:00:00,423.612\n2007-02-27T00:00:00,421.759\n2007-02-28T00:00:00,435.768\n2007-03-01T00:00:00,493.89\n2007-03-02T00:00:00,640.074\n2007-03-03T00:00:00,867.86\n2007-03-04T00:00:00,927.214\n2007-03-05T00:00:00,954.51\n2007-03-06T00:00:00,952.037\n2007-03-07T00:00:00,886.334\n2007-03-08T00:00:00,906.502\n2007-03-09T00:00:00,895.093\n2007-03-10T00:00:00,859.824\n2007-03-11T00:00:00,823.919\n2007-03-12T00:00:00,805.183\n2007-03-13T00:00:00,763.861\n2007-03-14T00:00:00,710.238\n2007-03-15T00:00:00,673.196\n2007-03-16T00:00:00,615.569\n2007-03-17T00:00:00,583.689\n2007-03-18T00:00:00,529.172\n2007-03-19T00:00:00,502.867\n2007-03-20T00:00:00,469.382\n2007-03-21T00:00:00,483.517\n2007-03-22T00:00:00,481.637\n2007-03-23T00:00:00,452.582\n2007-03-24T00:00:00,449.282\n2007-03-25T00:00:00,448.17\n2007-03-26T00:00:00,465.424\n2007-03-27T00:00:00,480.541\n2007-03-28T00:00:00,471.413\n2007-03-29T00:00:00,469.396\n2007-03-30T00:00:00,479.721\n2007-03-31T00:00:00,483.907\n2007-04-01T00:00:00,518.799\n2007-04-02T00:00:00,518.421\n2007-04-03T00:00:00,494.528\n2007-04-04T00:00:00,482.306\n2007-04-05T00:00:00,449.489\n2007-04-06T00:00:00,402.871\n2007-04-07T00:00:00,381.915\n2007-04-08T00:00:00,374.141\n2007-04-09T00:00:00,360.319\n2007-04-10T00:00:00,320.885\n2007-04-11T00:00:00,305.956\n2007-04-12T00:00:00,301.654\n2007-04-13T00:00:00,272.467\n2007-04-14T00:00:00,256.664\n2007-04-15T00:00:00,254.402\n2007-04-16T00:00:00,257.335\n2007-04-17T00:00:00,256.183\n2007-04-18T00:00:00,244.589\n2007-04-19T00:00:00,200.602\n2007-04-20T00:00:00,213.129\n2007-04-21T00:00:00,210.636\n2007-04-22T00:00:00,205.241\n2007-04-23T00:00:00,194.134\n2007-04-24T00:00:00,179.31\n2007-04-25T00:00:00,169.952\n2007-04-26T00:00:00,182.481\n2007-04-27T00:00:00,170.912\n2007-04-28T00:00:00,171.199\n2007-04-29T00:00:00,172.507\n2007-04-30T00:00:00,187.213\n2007-05-01T00:00:00,167.663\n2007-05-02T00:00:00,168.586\n2007-05-03T00:00:00,153.205\n2007-05-04T00:00:00,152.698\n2007-05-05T00:00:00,164.612\n2007-05-06T00:00:00,156.119\n2007-05-07T00:00:00,151.527\n2007-05-08T00:00:00,153.125\n2007-05-09T00:00:00,150.351\n2007-05-10T00:00:00,138.541\n2007-05-11T00:00:00,144.9\n2007-05-12T00:00:00,156.662\n2007-05-13T00:00:00,157.246\n2007-05-14T00:00:00,149.289\n2007-05-15T00:00:00,141.843\n2007-05-16T00:00:00,140.259\n2007-05-17T00:00:00,128.04\n2007-05-18T00:00:00,144.606\n2007-05-19T00:00:00,151.035\n2007-05-20T00:00:00,212.033\n2007-05-21T00:00:00,191.96\n2007-05-22T00:00:00,183.819\n2007-05-23T00:00:00,174.43\n2007-05-24T00:00:00,153.721\n2007-05-25T00:00:00,165.859\n2007-05-26T00:00:00,163.001\n2007-05-27T00:00:00,165.754\n2007-05-28T00:00:00,192.898\n2007-05-29T00:00:00,178.778\n2007-05-30T00:00:00,167.83\n2007-05-31T00:00:00,164.346\n2007-06-01T00:00:00,169.567\n2007-06-02T00:00:00,174.577\n2007-06-03T00:00:00,165.136\n2007-06-04T00:00:00,165.632\n2007-06-05T00:00:00,152.147\n2007-06-06T00:00:00,142.944\n2007-06-07T00:00:00,133.765\n2007-06-08T00:00:00,136.343\n2007-06-09T00:00:00,137.18\n2007-06-10T00:00:00,135.559\n2007-06-11T00:00:00,135.709\n2007-06-12T00:00:00,133.649\n2007-06-13T00:00:00,138.439\n2007-06-14T00:00:00,151.6\n2007-06-15T00:00:00,168.401\n2007-06-16T00:00:00,154.329\n2007-06-17T00:00:00,168.6\n2007-06-18T00:00:00,177.494\n2007-06-19T00:00:00,143.775\n2007-06-20T00:00:00,161.319\n2007-06-21T00:00:00,149.767\n2007-06-22T00:00:00,152.989\n2007-06-23T00:00:00,162.243\n2007-06-24T00:00:00,133.695\n2007-06-25T00:00:00,129.335\n2007-06-26T00:00:00,146.866\n2007-06-27T00:00:00,150.002\n2007-06-28T00:00:00,141.422\n2007-06-29T00:00:00,141.518\n2007-06-30T00:00:00,139.593\n2007-07-01T00:00:00,137.986\n2007-07-02T00:00:00,136.425\n2007-07-03T00:00:00,168.556\n2007-07-04T00:00:00,176.789\n2007-07-05T00:00:00,168.562\n2007-07-06T00:00:00,158.2\n2007-07-07T00:00:00,186.922\n2007-07-08T00:00:00,179.928\n2007-07-09T00:00:00,192.361\n2007-07-10T00:00:00,189.896\n2007-07-11T00:00:00,205.787\n2007-07-12T00:00:00,214.962\n2007-07-13T00:00:00,217.479\n2007-07-14T00:00:00,216.779\n2007-07-15T00:00:00,181.138\n2007-07-16T00:00:00,171.715\n2007-07-17T00:00:00,186.558\n2007-07-18T00:00:00,170.562\n2007-07-19T00:00:00,165.117\n2007-07-20T00:00:00,157.817\n2007-07-21T00:00:00,163.485\n2007-07-22T00:00:00,169.75\n2007-07-23T00:00:00,227.384\n2007-07-24T00:00:00,214.53\n2007-07-25T00:00:00,194.704\n2007-07-26T00:00:00,191.411\n2007-07-27T00:00:00,184.537\n2007-07-28T00:00:00,183.794\n2007-07-29T00:00:00,183.661\n2007-07-30T00:00:00,185.832\n2007-07-31T00:00:00,195.699\n2007-08-01T00:00:00,261.622\n2007-08-02T00:00:00,210.547\n2007-08-03T00:00:00,203.052\n2007-08-04T00:00:00,199.131\n2007-08-05T00:00:00,183.923\n2007-08-06T00:00:00,196.915\n2007-08-07T00:00:00,187.914\n2007-08-08T00:00:00,255.982\n2007-08-09T00:00:00,209.843\n2007-08-10T00:00:00,183.082\n2007-08-11T00:00:00,204.42\n2007-08-12T00:00:00,276.951\n2007-08-13T00:00:00,258.782\n2007-08-14T00:00:00,276.032\n2007-08-15T00:00:00,262.675\n2007-08-16T00:00:00,278.941\n2007-08-17T00:00:00,273.083\n2007-08-18T00:00:00,252.996\n2007-08-19T00:00:00,261.302\n2007-08-20T00:00:00,270.757\n2007-08-21T00:00:00,261.822\n2007-08-22T00:00:00,282.563\n2007-08-23T00:00:00,390.656\n2007-08-24T00:00:00,386.299\n2007-08-25T00:00:00,353.517\n2007-08-26T00:00:00,362.81\n2007-08-27T00:00:00,318.737\n2007-08-28T00:00:00,302.308\n2007-08-29T00:00:00,295.027\n2007-08-30T00:00:00,281.896\n2007-08-31T00:00:00,246.93\n2007-09-01T00:00:00,268.126\n2007-09-02T00:00:00,265.938\n2007-09-03T00:00:00,265.25\n2007-09-04T00:00:00,250.491\n2007-09-05T00:00:00,238.709\n2007-09-06T00:00:00,248.753\n2007-09-07T00:00:00,236.047\n2007-09-08T00:00:00,229.009\n2007-09-09T00:00:00,228.026\n2007-09-10T00:00:00,222.961\n2007-09-11T00:00:00,225.421\n2007-09-12T00:00:00,212.757\n2007-09-13T00:00:00,206.097\n2007-09-14T00:00:00,206.251\n2007-09-15T00:00:00,199.52\n2007-09-16T00:00:00,198.778\n2007-09-17T00:00:00,200.638\n2007-09-18T00:00:00,200.793\n2007-09-19T00:00:00,197.321\n2007-09-20T00:00:00,180.035\n2007-09-21T00:00:00,161.042\n2007-09-22T00:00:00,173.279\n2007-09-23T00:00:00,175.635\n2007-09-24T00:00:00,177.362\n2007-09-25T00:00:00,169.344\n2007-09-26T00:00:00,171.498\n2007-09-27T00:00:00,173.903\n2007-09-28T00:00:00,188.899\n2007-09-29T00:00:00,232.407\n2007-09-30T00:00:00,242.223\n2007-10-01T00:00:00,257.378\n2007-10-02T00:00:00,229.237\n2007-10-03T00:00:00,239.37\n2007-10-04T00:00:00,249.313\n2007-10-05T00:00:00,274.884\n2007-10-06T00:00:00,249.115\n2007-10-07T00:00:00,233.584\n2007-10-08T00:00:00,238.04\n2007-10-09T00:00:00,237.038\n2007-10-10T00:00:00,253.175\n2007-10-11T00:00:00,241.441\n2007-10-12T00:00:00,228.925\n2007-10-13T00:00:00,222.451\n2007-10-14T00:00:00,220.542\n2007-10-15T00:00:00,206.869\n2007-10-16T00:00:00,204.102\n2007-10-17T00:00:00,202.214\n2007-10-18T00:00:00,203.072\n2007-10-19T00:00:00,189.624\n2007-10-20T00:00:00,195.355\n2007-10-21T00:00:00,192.188\n2007-10-22T00:00:00,189.258\n2007-10-23T00:00:00,183.287\n2007-10-24T00:00:00,178.515\n2007-10-25T00:00:00,158.279\n2007-10-26T00:00:00,155.939\n2007-10-27T00:00:00,155.476\n2007-10-28T00:00:00,155.969\n2007-10-29T00:00:00,198.541\n2007-10-30T00:00:00,188.102\n2007-10-31T00:00:00,183.021\n2007-11-01T00:00:00,171.638\n2007-11-02T00:00:00,169.313\n2007-11-03T00:00:00,176.923\n2007-11-04T00:00:00,168.591\n2007-11-05T00:00:00,150.161\n2007-11-06T00:00:00,133.323\n2007-11-07T00:00:00,115.618\n2007-11-08T00:00:00,117.693\n2007-11-09T00:00:00,128.067\n2007-11-10T00:00:00,142.044\n2007-11-11T00:00:00,152.913\n2007-11-12T00:00:00,180.866\n2007-11-13T00:00:00,164.428\n2007-11-14T00:00:00,183.808\n2007-11-15T00:00:00,158.128\n2007-11-16T00:00:00,150.317\n2007-11-17T00:00:00,140.258\n2007-11-18T00:00:00,145.318\n2007-11-19T00:00:00,144.771\n2007-11-20T00:00:00,166.474\n2007-11-21T00:00:00,161.075\n2007-11-22T00:00:00,164.242\n2007-11-23T00:00:00,150.643\n2007-11-24T00:00:00,136.169\n2007-11-25T00:00:00,133.33\n2007-11-26T00:00:00,144.631\n2007-11-27T00:00:00,144.387\n2007-11-28T00:00:00,165.322\n2007-11-29T00:00:00,154.882\n2007-11-30T00:00:00,157.801\n2007-12-01T00:00:00,161.001\n2007-12-02T00:00:00,179.071\n2007-12-03T00:00:00,233.48\n2007-12-04T00:00:00,335.296\n2007-12-05T00:00:00,367.362\n2007-12-06T00:00:00,433.587\n2007-12-07T00:00:00,461.802\n2007-12-08T00:00:00,534.903\n2007-12-09T00:00:00,609.985\n2007-12-10T00:00:00,690.956\n2007-12-11T00:00:00,692.139\n2007-12-12T00:00:00,705.646\n2007-12-13T00:00:00,703.184\n2007-12-14T00:00:00,676.966\n2007-12-15T00:00:00,657.331\n2007-12-16T00:00:00,655.669\n2007-12-17T00:00:00,636.202\n2007-12-18T00:00:00,611.246\n2007-12-19T00:00:00,581.66\n2007-12-20T00:00:00,546.069\n2007-12-21T00:00:00,488.536\n2007-12-22T00:00:00,434.085\n2007-12-23T00:00:00,389.258\n2007-12-24T00:00:00,385.844\n2007-12-25T00:00:00,326.007\n2007-12-26T00:00:00,310.871\n2007-12-27T00:00:00,302.169\n2007-12-28T00:00:00,281.615\n2007-12-29T00:00:00,278.605\n2007-12-30T00:00:00,262.293\n2007-12-31T00:00:00,257.584\n2008-01-01T00:00:00,223.091\n2008-01-02T00:00:00,222.491\n2008-01-03T00:00:00,213.506\n2008-01-04T00:00:00,202.562\n2008-01-05T00:00:00,249.245\n2008-01-06T00:00:00,264.083\n2008-01-07T00:00:00,341.058\n2008-01-08T00:00:00,431.018\n2008-01-09T00:00:00,462.598\n2008-01-10T00:00:00,426.563\n2008-01-11T00:00:00,405.008\n2008-01-12T00:00:00,408.478\n2008-01-13T00:00:00,398.064\n2008-01-14T00:00:00,412.394\n2008-01-15T00:00:00,410.565\n2008-01-16T00:00:00,414.742\n2008-01-17T00:00:00,430.175\n2008-01-18T00:00:00,456.581\n2008-01-19T00:00:00,459.038\n2008-01-20T00:00:00,439.209\n2008-01-21T00:00:00,413.018\n2008-01-22T00:00:00,407.623\n2008-01-23T00:00:00,410.37\n2008-01-24T00:00:00,403.187\n2008-01-25T00:00:00,385.351\n2008-01-26T00:00:00,379.421\n2008-01-27T00:00:00,356.26\n2008-01-28T00:00:00,345.484\n2008-01-29T00:00:00,319.701\n2008-01-30T00:00:00,320.966\n2008-01-31T00:00:00,304.893\n2008-02-01T00:00:00,386.27\n2008-02-02T00:00:00,565.139\n2008-02-03T00:00:00,672.051\n2008-02-04T00:00:00,635.931\n2008-02-05T00:00:00,654.304\n2008-02-06T00:00:00,694.786\n2008-02-07T00:00:00,749.505\n2008-02-08T00:00:00,678.433\n2008-02-09T00:00:00,623.181\n2008-02-10T00:00:00,590.621\n2008-02-11T00:00:00,567.091\n2008-02-12T00:00:00,528.389\n2008-02-13T00:00:00,502.197\n2008-02-14T00:00:00,462.473\n2008-02-15T00:00:00,424.161\n2008-02-16T00:00:00,385.075\n2008-02-17T00:00:00,366.897\n2008-02-18T00:00:00,343.599\n2008-02-19T00:00:00,301.807\n2008-02-20T00:00:00,302.415\n2008-02-21T00:00:00,315.742\n2008-02-22T00:00:00,301.469\n2008-02-23T00:00:00,285.076\n2008-02-24T00:00:00,281.879\n2008-02-25T00:00:00,287.467\n2008-02-26T00:00:00,277.888\n2008-02-27T00:00:00,262.302\n2008-02-28T00:00:00,261.664\n2008-02-29T00:00:00,271.192\n2008-03-01T00:00:00,266.35\n2008-03-02T00:00:00,265.708\n2008-03-03T00:00:00,259.146\n2008-03-04T00:00:00,263.955\n2008-03-05T00:00:00,292.042\n2008-03-06T00:00:00,288.671\n2008-03-07T00:00:00,311.844\n2008-03-08T00:00:00,319.042\n2008-03-09T00:00:00,301.619\n2008-03-10T00:00:00,294.234\n2008-03-11T00:00:00,289.108\n2008-03-12T00:00:00,323.932\n2008-03-13T00:00:00,408.205\n2008-03-14T00:00:00,427.529\n2008-03-15T00:00:00,437.437\n2008-03-16T00:00:00,460.653\n2008-03-17T00:00:00,479.391\n2008-03-18T00:00:00,592.593\n2008-03-19T00:00:00,600.729\n2008-03-20T00:00:00,579.234\n2008-03-21T00:00:00,555.045\n2008-03-22T00:00:00,642.938\n2008-03-23T00:00:00,796.179\n2008-03-24T00:00:00,829.957\n2008-03-25T00:00:00,807.042\n2008-03-26T00:00:00,781.288\n2008-03-27T00:00:00,822.604\n2008-03-28T00:00:00,869.223\n2008-03-29T00:00:00,933.518\n2008-03-30T00:00:00,913.654\n2008-03-31T00:00:00,882.204\n2008-04-01T00:00:00,880.931\n2008-04-02T00:00:00,880.462\n2008-04-03T00:00:00,825.709\n2008-04-04T00:00:00,788.154\n2008-04-05T00:00:00,778.977\n2008-04-06T00:00:00,731.069\n2008-04-07T00:00:00,678.791\n2008-04-08T00:00:00,647.387\n2008-04-09T00:00:00,633.914\n2008-04-10T00:00:00,608.43\n2008-04-11T00:00:00,694.104\n2008-04-12T00:00:00,672.603\n2008-04-13T00:00:00,671.433\n2008-04-14T00:00:00,716.929\n2008-04-15T00:00:00,846.117\n2008-04-16T00:00:00,862.601\n2008-04-17T00:00:00,812.681\n2008-04-18T00:00:00,749.755\n2008-04-19T00:00:00,740.332\n2008-04-20T00:00:00,723.794\n2008-04-21T00:00:00,743.233\n2008-04-22T00:00:00,727.762\n2008-04-23T00:00:00,686.678\n2008-04-24T00:00:00,637.569\n2008-04-25T00:00:00,612.101\n2008-04-26T00:00:00,549.22\n2008-04-27T00:00:00,561.15\n2008-04-28T00:00:00,540.969\n2008-04-29T00:00:00,545.437\n2008-04-30T00:00:00,568.156\n2008-05-01T00:00:00,568.758\n2008-05-02T00:00:00,538.054\n2008-05-03T00:00:00,518.59\n2008-05-04T00:00:00,503.805\n2008-05-05T00:00:00,450.074\n2008-05-06T00:00:00,418.428\n2008-05-07T00:00:00,390.686\n2008-05-08T00:00:00,365.909\n2008-05-09T00:00:00,337.607\n2008-05-10T00:00:00,347.007\n2008-05-11T00:00:00,319.822\n2008-05-12T00:00:00,297.692\n2008-05-13T00:00:00,277.175\n2008-05-14T00:00:00,280.409\n2008-05-15T00:00:00,308.376\n2008-05-16T00:00:00,296.272\n2008-05-17T00:00:00,290.648\n2008-05-18T00:00:00,294.385\n2008-05-19T00:00:00,281.042\n2008-05-20T00:00:00,270.168\n2008-05-21T00:00:00,247.223\n2008-05-22T00:00:00,235.832\n2008-05-23T00:00:00,215.7\n2008-05-24T00:00:00,222.132\n2008-05-25T00:00:00,224.489\n2008-05-26T00:00:00,242.955\n2008-05-27T00:00:00,267.847\n2008-05-28T00:00:00,371.99\n2008-05-29T00:00:00,361.331\n2008-05-30T00:00:00,303.084\n2008-05-31T00:00:00,281.69\n2008-06-01T00:00:00,309.715\n2008-06-02T00:00:00,350.312\n2008-06-03T00:00:00,316.557\n2008-06-04T00:00:00,321.663\n2008-06-05T00:00:00,310.608\n2008-06-06T00:00:00,276.303\n2008-06-07T00:00:00,284.321\n2008-06-08T00:00:00,328.987\n2008-06-09T00:00:00,382.397\n2008-06-10T00:00:00,423.32\n2008-06-11T00:00:00,401.354\n2008-06-12T00:00:00,409.607\n2008-06-13T00:00:00,429.357\n2008-06-14T00:00:00,373.734\n2008-06-15T00:00:00,354.874\n2008-06-16T00:00:00,338.069\n2008-06-17T00:00:00,327.696\n2008-06-18T00:00:00,316.69\n2008-06-19T00:00:00,311.536\n2008-06-20T00:00:00,264.36\n2008-06-21T00:00:00,236.55\n2008-06-22T00:00:00,245.522\n2008-06-23T00:00:00,231.337\n2008-06-24T00:00:00,226.37\n2008-06-25T00:00:00,220.336\n2008-06-26T00:00:00,201.944\n2008-06-27T00:00:00,208.579\n2008-06-28T00:00:00,197.842\n2008-06-29T00:00:00,198.313\n2008-06-30T00:00:00,191.595\n2008-07-01T00:00:00,169.682\n2008-07-02T00:00:00,183.91\n2008-07-03T00:00:00,176.161\n2008-07-04T00:00:00,181.316\n2008-07-05T00:00:00,263.701\n2008-07-06T00:00:00,273.071\n2008-07-07T00:00:00,281.952\n2008-07-08T00:00:00,234.704\n2008-07-09T00:00:00,227.485\n2008-07-10T00:00:00,242.932\n2008-07-11T00:00:00,226.003\n2008-07-12T00:00:00,221.622\n2008-07-13T00:00:00,223.379\n2008-07-14T00:00:00,216.194\n2008-07-15T00:00:00,225.263\n2008-07-16T00:00:00,208.476\n2008-07-17T00:00:00,212.99\n2008-07-18T00:00:00,186.898\n2008-07-19T00:00:00,202.982\n2008-07-20T00:00:00,196.756\n2008-07-21T00:00:00,197.974\n2008-07-22T00:00:00,180.003\n2008-07-23T00:00:00,171.951\n2008-07-24T00:00:00,174.314\n2008-07-25T00:00:00,166.126\n2008-07-26T00:00:00,190.504\n2008-07-27T00:00:00,170.522\n2008-07-28T00:00:00,171.746\n2008-07-29T00:00:00,166.686\n2008-07-30T00:00:00,156.779\n2008-07-31T00:00:00,165.481\n2008-08-01T00:00:00,169.144\n2008-08-02T00:00:00,169.294\n2008-08-03T00:00:00,171.147\n2008-08-04T00:00:00,183.662\n2008-08-05T00:00:00,185.824\n2008-08-06T00:00:00,180.144\n2008-08-07T00:00:00,272.221\n2008-08-08T00:00:00,222.68\n2008-08-09T00:00:00,172.514\n2008-08-10T00:00:00,172.185\n2008-08-11T00:00:00,174.461\n2008-08-12T00:00:00,177.706\n2008-08-13T00:00:00,173.789\n2008-08-14T00:00:00,172.546\n2008-08-15T00:00:00,197.704\n2008-08-16T00:00:00,191.171\n2008-08-17T00:00:00,193.258\n2008-08-18T00:00:00,170.574\n2008-08-19T00:00:00,170.304\n2008-08-20T00:00:00,171.008\n2008-08-21T00:00:00,171.84\n2008-08-22T00:00:00,215.484\n2008-08-23T00:00:00,213.955\n2008-08-24T00:00:00,213.996\n2008-08-25T00:00:00,201.124\n2008-08-26T00:00:00,196.997\n2008-08-27T00:00:00,201.513\n2008-08-28T00:00:00,205.004\n2008-08-29T00:00:00,192.653\n2008-08-30T00:00:00,176.805\n2008-08-31T00:00:00,183.811\n2008-09-01T00:00:00,181.815\n2008-09-02T00:00:00,170.978\n2008-09-03T00:00:00,162.859\n2008-09-04T00:00:00,185.187\n2008-09-05T00:00:00,183.111\n2008-09-06T00:00:00,177.098\n2008-09-07T00:00:00,183.505\n2008-09-08T00:00:00,192.232\n2008-09-09T00:00:00,205.555\n2008-09-10T00:00:00,214.167\n2008-09-11T00:00:00,224.265\n2008-09-12T00:00:00,238.787\n2008-09-13T00:00:00,233.493\n2008-09-14T00:00:00,282.591\n2008-09-15T00:00:00,278.858\n2008-09-16T00:00:00,273.895\n2008-09-17T00:00:00,288.166\n2008-09-18T00:00:00,270.928\n2008-09-19T00:00:00,251.23\n2008-09-20T00:00:00,256.467\n2008-09-21T00:00:00,240.168\n2008-09-22T00:00:00,236.668\n2008-09-23T00:00:00,231.862\n2008-09-24T00:00:00,223.34\n2008-09-25T00:00:00,207.552\n2008-09-26T00:00:00,213.663\n2008-09-27T00:00:00,216.769\n2008-09-28T00:00:00,204.18\n2008-09-29T00:00:00,191.548\n2008-09-30T00:00:00,185.326\n2008-10-01T00:00:00,180.101\n2008-10-02T00:00:00,192.604\n2008-10-03T00:00:00,190.468\n2008-10-04T00:00:00,192.355\n2008-10-05T00:00:00,194.027\n2008-10-06T00:00:00,196.152\n2008-10-07T00:00:00,206.341\n2008-10-08T00:00:00,213.559\n2008-10-09T00:00:00,198.791\n2008-10-10T00:00:00,186.813\n2008-10-11T00:00:00,168.417\n2008-10-12T00:00:00,195.936\n2008-10-13T00:00:00,198.382\n2008-10-14T00:00:00,179.304\n2008-10-15T00:00:00,184.598\n2008-10-16T00:00:00,176.594\n2008-10-17T00:00:00,178.353\n2008-10-18T00:00:00,188.192\n2008-10-19T00:00:00,192.225\n2008-10-20T00:00:00,192.653\n2008-10-21T00:00:00,196.65\n2008-10-22T00:00:00,196.705\n2008-10-23T00:00:00,189.295\n2008-10-24T00:00:00,249.921\n2008-10-25T00:00:00,232.418\n2008-10-26T00:00:00,241.878\n2008-10-27T00:00:00,280.373\n2008-10-28T00:00:00,278.84\n2008-10-29T00:00:00,242.045\n2008-10-30T00:00:00,236.069\n2008-10-31T00:00:00,257.533\n2008-11-01T00:00:00,277.363\n2008-11-02T00:00:00,256.873\n2008-11-03T00:00:00,348.716\n2008-11-04T00:00:00,337.187\n2008-11-05T00:00:00,383.765\n2008-11-06T00:00:00,360.791\n2008-11-07T00:00:00,328.178\n2008-11-08T00:00:00,317.484\n2008-11-09T00:00:00,315.116\n2008-11-10T00:00:00,289.406\n2008-11-11T00:00:00,270.622\n2008-11-12T00:00:00,263.754\n2008-11-13T00:00:00,263.093\n2008-11-14T00:00:00,258.235\n2008-11-15T00:00:00,236.045\n2008-11-16T00:00:00,233.845\n2008-11-17T00:00:00,223.114\n2008-11-18T00:00:00,202.856\n2008-11-19T00:00:00,179.154\n2008-11-20T00:00:00,197.87\n2008-11-21T00:00:00,205.236\n2008-11-22T00:00:00,193.984\n2008-11-23T00:00:00,191.744\n2008-11-24T00:00:00,200.43\n2008-11-25T00:00:00,195.591\n2008-11-26T00:00:00,221.4\n2008-11-27T00:00:00,225.224\n2008-11-28T00:00:00,251.139\n2008-11-29T00:00:00,227.815\n2008-11-30T00:00:00,253.533\n2008-12-01T00:00:00,251.94\n2008-12-02T00:00:00,253.033\n2008-12-03T00:00:00,285.496\n2008-12-04T00:00:00,288.261\n2008-12-05T00:00:00,295.392\n2008-12-06T00:00:00,363.347\n2008-12-07T00:00:00,473.157\n2008-12-08T00:00:00,506.2\n2008-12-09T00:00:00,518.065\n2008-12-10T00:00:00,493.286\n2008-12-11T00:00:00,506.859\n2008-12-12T00:00:00,493.112\n2008-12-13T00:00:00,506.125\n2008-12-14T00:00:00,508.21\n2008-12-15T00:00:00,466.035\n2008-12-16T00:00:00,402.401\n2008-12-17T00:00:00,392.99\n2008-12-18T00:00:00,356.035\n2008-12-19T00:00:00,331.44\n2008-12-20T00:00:00,292.576\n2008-12-21T00:00:00,305.749\n2008-12-22T00:00:00,304.295\n2008-12-23T00:00:00,298.652\n2008-12-24T00:00:00,298.429\n2008-12-25T00:00:00,269.902\n2008-12-26T00:00:00,279.231\n2008-12-27T00:00:00,272.313\n2008-12-28T00:00:00,263.471\n2008-12-29T00:00:00,253.147\n2008-12-30T00:00:00,238.756\n2008-12-31T00:00:00,208.346\n2009-01-01T00:00:00,213.536\n2009-01-02T00:00:00,228.538\n2009-01-03T00:00:00,222.166\n2009-01-04T00:00:00,217.755\n2009-01-05T00:00:00,205.327\n2009-01-06T00:00:00,190.812\n2009-01-07T00:00:00,173.024\n2009-01-08T00:00:00,176.663\n2009-01-09T00:00:00,169.041\n2009-01-10T00:00:00,166.148\n2009-01-11T00:00:00,167.312\n2009-01-12T00:00:00,152.836\n2009-01-13T00:00:00,155.376\n2009-01-14T00:00:00,155.467\n2009-01-15T00:00:00,153.288\n2009-01-16T00:00:00,156.685\n2009-01-17T00:00:00,157.993\n2009-01-18T00:00:00,178.219\n2009-01-19T00:00:00,215.409\n2009-01-20T00:00:00,261.056\n2009-01-21T00:00:00,308.35\n2009-01-22T00:00:00,331.168\n2009-01-23T00:00:00,362.193\n2009-01-24T00:00:00,418.763\n2009-01-25T00:00:00,497.398\n2009-01-26T00:00:00,528.32\n2009-01-27T00:00:00,496.788\n2009-01-28T00:00:00,418.203\n2009-01-29T00:00:00,389.448\n2009-01-30T00:00:00,372.621\n2009-01-31T00:00:00,355.888\n2009-02-01T00:00:00,332.032\n2009-02-02T00:00:00,315.937\n2009-02-03T00:00:00,314.332\n2009-02-04T00:00:00,307.059\n2009-02-05T00:00:00,349.766\n2009-02-06T00:00:00,321.166\n2009-02-07T00:00:00,332.991\n2009-02-08T00:00:00,331.415\n2009-02-09T00:00:00,335.393\n2009-02-10T00:00:00,388.722\n2009-02-11T00:00:00,504.307\n2009-02-12T00:00:00,481.728\n2009-02-13T00:00:00,475.409\n2009-02-14T00:00:00,479.093\n2009-02-15T00:00:00,487.951\n2009-02-16T00:00:00,470.098\n2009-02-17T00:00:00,454.352\n2009-02-18T00:00:00,432.079\n2009-02-19T00:00:00,391.75\n2009-02-20T00:00:00,424.322\n2009-02-21T00:00:00,430.076\n2009-02-22T00:00:00,411.815\n2009-02-23T00:00:00,370.908\n2009-02-24T00:00:00,324.421\n2009-02-25T00:00:00,339.925\n2009-02-26T00:00:00,335.76\n2009-02-27T00:00:00,319.5\n2009-02-28T00:00:00,315.755\n2009-03-01T00:00:00,302.782\n2009-03-02T00:00:00,277.207\n2009-03-03T00:00:00,255.896\n2009-03-04T00:00:00,291.802\n2009-03-05T00:00:00,280.812\n2009-03-06T00:00:00,262.14\n2009-03-07T00:00:00,263.799\n2009-03-08T00:00:00,252.447\n2009-03-09T00:00:00,241.179\n2009-03-10T00:00:00,252.494\n2009-03-11T00:00:00,271.75\n2009-03-12T00:00:00,314.145\n2009-03-13T00:00:00,349.117\n2009-03-14T00:00:00,339.338\n2009-03-15T00:00:00,334.925\n2009-03-16T00:00:00,314.933\n2009-03-17T00:00:00,303.035\n2009-03-18T00:00:00,297.449\n2009-03-19T00:00:00,290.622\n2009-03-20T00:00:00,277.993\n2009-03-21T00:00:00,262.017\n2009-03-22T00:00:00,256.141\n2009-03-23T00:00:00,239.274\n2009-03-24T00:00:00,211.861\n2009-03-25T00:00:00,232.094\n2009-03-26T00:00:00,236.887\n2009-03-27T00:00:00,240.107\n2009-03-28T00:00:00,248.781\n2009-03-29T00:00:00,259.586\n2009-03-30T00:00:00,277.601\n2009-03-31T00:00:00,252.685\n2009-04-01T00:00:00,246.602\n2009-04-02T00:00:00,244.541\n2009-04-03T00:00:00,233.859\n2009-04-04T00:00:00,215.539\n2009-04-05T00:00:00,203.998\n2009-04-06T00:00:00,206.324\n2009-04-07T00:00:00,211.485\n2009-04-08T00:00:00,195.647\n2009-04-09T00:00:00,195.106\n2009-04-10T00:00:00,190.351\n2009-04-11T00:00:00,189.278\n2009-04-12T00:00:00,196.635\n2009-04-13T00:00:00,189.884\n2009-04-14T00:00:00,190.208\n2009-04-15T00:00:00,196.125\n2009-04-16T00:00:00,186.057\n2009-04-17T00:00:00,176.167\n2009-04-18T00:00:00,170.396\n2009-04-19T00:00:00,181.617\n2009-04-20T00:00:00,189.949\n2009-04-21T00:00:00,186.205\n2009-04-22T00:00:00,184.724\n2009-04-23T00:00:00,175.361\n2009-04-24T00:00:00,170.753\n2009-04-25T00:00:00,160.576\n2009-04-26T00:00:00,165.439\n2009-04-27T00:00:00,193.136\n2009-04-28T00:00:00,259.715\n2009-04-29T00:00:00,247.771\n2009-04-30T00:00:00,242.593\n2009-05-01T00:00:00,237.136\n2009-05-02T00:00:00,235.516\n2009-05-03T00:00:00,209.704\n2009-05-04T00:00:00,181.4\n2009-05-05T00:00:00,193.363\n2009-05-06T00:00:00,160.913\n2009-05-07T00:00:00,168.445\n2009-05-08T00:00:00,166.464\n2009-05-09T00:00:00,169.172\n2009-05-10T00:00:00,176.256\n2009-05-11T00:00:00,182.52\n2009-05-12T00:00:00,225.96\n2009-05-13T00:00:00,205.167\n2009-05-14T00:00:00,244.601\n2009-05-15T00:00:00,277.356\n2009-05-16T00:00:00,266.311\n2009-05-17T00:00:00,234.835\n2009-05-18T00:00:00,236.626\n2009-05-19T00:00:00,230.546\n2009-05-20T00:00:00,212.124\n2009-05-21T00:00:00,184.111\n2009-05-22T00:00:00,180.913\n2009-05-23T00:00:00,179.729\n2009-05-24T00:00:00,177.117\n2009-05-25T00:00:00,170.521\n2009-05-26T00:00:00,172.755\n2009-05-27T00:00:00,161.712\n2009-05-28T00:00:00,149.228\n2009-05-29T00:00:00,138.529\n2009-05-30T00:00:00,133.746\n2009-05-31T00:00:00,131.832\n2009-06-01T00:00:00,127.179\n2009-06-02T00:00:00,109.69\n2009-06-03T00:00:00,107.078\n2009-06-04T00:00:00,115.102\n2009-06-05T00:00:00,109.279\n2009-06-06T00:00:00,111.445\n2009-06-07T00:00:00,122.363\n2009-06-08T00:00:00,134.355\n2009-06-09T00:00:00,166.681\n2009-06-10T00:00:00,149.421\n2009-06-11T00:00:00,154.801\n2009-06-12T00:00:00,160.132\n2009-06-13T00:00:00,135.46\n2009-06-14T00:00:00,127.514\n2009-06-15T00:00:00,196.928\n2009-06-16T00:00:00,203.178\n2009-06-17T00:00:00,193.599\n2009-06-18T00:00:00,156.082\n2009-06-19T00:00:00,139.698\n2009-06-20T00:00:00,123.662\n2009-06-21T00:00:00,121.973\n2009-06-22T00:00:00,116.603\n2009-06-23T00:00:00,101.497\n2009-06-24T00:00:00,99.956\n2009-06-25T00:00:00,102.611\n2009-06-26T00:00:00,106.5\n2009-06-27T00:00:00,99.222\n2009-06-28T00:00:00,95.369\n2009-06-29T00:00:00,105.061\n2009-06-30T00:00:00,104.407\n2009-07-01T00:00:00,103.861\n2009-07-02T00:00:00,93.554\n2009-07-03T00:00:00,86.798\n2009-07-04T00:00:00,94.447\n2009-07-05T00:00:00,93.336\n2009-07-06T00:00:00,92.028\n2009-07-07T00:00:00,95.426\n2009-07-08T00:00:00,106.782\n2009-07-09T00:00:00,105.657\n2009-07-10T00:00:00,101.67\n2009-07-11T00:00:00,110.7\n2009-07-12T00:00:00,110.089\n2009-07-13T00:00:00,116.226\n2009-07-14T00:00:00,116.869\n2009-07-15T00:00:00,122.88\n2009-07-16T00:00:00,125.513\n2009-07-17T00:00:00,193.713\n2009-07-18T00:00:00,167.563\n2009-07-19T00:00:00,160.155\n2009-07-20T00:00:00,151.665\n2009-07-21T00:00:00,145.669\n2009-07-22T00:00:00,151.548\n2009-07-23T00:00:00,185.396\n2009-07-24T00:00:00,184.26\n2009-07-25T00:00:00,172.574\n2009-07-26T00:00:00,150.228\n2009-07-27T00:00:00,150.117\n2009-07-28T00:00:00,144.527\n2009-07-29T00:00:00,129.677\n2009-07-30T00:00:00,134.795\n2009-07-31T00:00:00,132.353\n2009-08-01T00:00:00,127.873\n2009-08-02T00:00:00,135.485\n2009-08-03T00:00:00,135.276\n2009-08-04T00:00:00,133.238\n2009-08-05T00:00:00,116.928\n2009-08-06T00:00:00,116.032\n2009-08-07T00:00:00,120.585\n2009-08-08T00:00:00,117.368\n2009-08-09T00:00:00,120.556\n2009-08-10T00:00:00,116.852\n2009-08-11T00:00:00,113.911\n2009-08-12T00:00:00,111.423\n2009-08-13T00:00:00,112.501\n2009-08-14T00:00:00,115.22\n2009-08-15T00:00:00,111.147\n2009-08-16T00:00:00,111.555\n2009-08-17T00:00:00,113.278\n2009-08-18T00:00:00,111.858\n2009-08-19T00:00:00,97.032\n2009-08-20T00:00:00,101.108\n2009-08-21T00:00:00,102.647\n2009-08-22T00:00:00,103.985\n2009-08-23T00:00:00,104.098\n2009-08-24T00:00:00,110.867\n2009-08-25T00:00:00,134.751\n2009-08-26T00:00:00,110.557\n2009-08-27T00:00:00,104.299\n2009-08-28T00:00:00,101.382\n2009-08-29T00:00:00,101.975\n2009-08-30T00:00:00,101.257\n2009-08-31T00:00:00,99.363\n2009-09-01T00:00:00,107.175\n2009-09-02T00:00:00,108.497\n2009-09-03T00:00:00,107.754\n2009-09-04T00:00:00,131.315\n2009-09-05T00:00:00,129.866\n2009-09-06T00:00:00,125.981\n2009-09-07T00:00:00,120.551\n2009-09-08T00:00:00,117.206\n2009-09-09T00:00:00,115.119\n2009-09-10T00:00:00,115.845\n2009-09-11T00:00:00,115.696\n2009-09-12T00:00:00,117.496\n2009-09-13T00:00:00,117.689\n2009-09-14T00:00:00,116.859\n2009-09-15T00:00:00,119.676\n2009-09-16T00:00:00,116.162\n2009-09-17T00:00:00,116.189\n2009-09-18T00:00:00,115.109\n2009-09-19T00:00:00,117.118\n2009-09-20T00:00:00,118.871\n2009-09-21T00:00:00,116.006\n2009-09-22T00:00:00,111.012\n2009-09-23T00:00:00,109.903\n2009-09-24T00:00:00,110.547\n2009-09-25T00:00:00,107.491\n2009-09-26T00:00:00,105.311\n2009-09-27T00:00:00,106.899\n2009-09-28T00:00:00,109.006\n2009-09-29T00:00:00,110.204\n2009-09-30T00:00:00,106.904\n2009-10-01T00:00:00,113.835\n2009-10-02T00:00:00,109.395\n2009-10-03T00:00:00,108.797\n2009-10-04T00:00:00,120.364\n2009-10-05T00:00:00,150.938\n2009-10-06T00:00:00,141.964\n2009-10-07T00:00:00,126.284\n2009-10-08T00:00:00,128.369\n2009-10-09T00:00:00,133.295\n2009-10-10T00:00:00,141.998\n2009-10-11T00:00:00,130.337\n2009-10-12T00:00:00,123.519\n2009-10-13T00:00:00,115.851\n2009-10-14T00:00:00,112.477\n2009-10-15T00:00:00,112.705\n2009-10-16T00:00:00,98.146\n2009-10-17T00:00:00,94.107\n2009-10-18T00:00:00,107.486\n2009-10-19T00:00:00,109.364\n2009-10-20T00:00:00,113.51\n2009-10-21T00:00:00,117.436\n2009-10-22T00:00:00,123.393\n2009-10-23T00:00:00,123.736\n2009-10-24T00:00:00,119.428\n2009-10-25T00:00:00,122.056\n2009-10-26T00:00:00,118.462\n2009-10-27T00:00:00,117.489\n2009-10-28T00:00:00,111.911\n2009-10-29T00:00:00,110.271\n2009-10-30T00:00:00,111.233\n2009-10-31T00:00:00,110.895\n2009-11-01T00:00:00,121.702\n2009-11-02T00:00:00,156.504\n2009-11-03T00:00:00,212.921\n2009-11-04T00:00:00,187.513\n2009-11-05T00:00:00,150.438\n2009-11-06T00:00:00,154.367\n2009-11-07T00:00:00,146.426\n2009-11-08T00:00:00,134.944\n2009-11-09T00:00:00,142.946\n2009-11-10T00:00:00,139.506\n2009-11-11T00:00:00,133.339\n2009-11-12T00:00:00,136.251\n2009-11-13T00:00:00,132.046\n2009-11-14T00:00:00,133.711\n2009-11-15T00:00:00,134.034\n2009-11-16T00:00:00,136.581\n2009-11-17T00:00:00,140.055\n2009-11-18T00:00:00,139.465\n2009-11-19T00:00:00,137.546\n2009-11-20T00:00:00,135.406\n2009-11-21T00:00:00,133.439\n2009-11-22T00:00:00,137.856\n2009-11-23T00:00:00,133.884\n2009-11-24T00:00:00,129.664\n2009-11-25T00:00:00,126.364\n2009-11-26T00:00:00,128.315\n2009-11-27T00:00:00,129.636\n2009-11-28T00:00:00,146.42\n2009-11-29T00:00:00,168.99\n2009-11-30T00:00:00,159.563\n2009-12-01T00:00:00,157.522\n2009-12-02T00:00:00,155.885\n2009-12-03T00:00:00,167.788\n2009-12-04T00:00:00,174.396\n2009-12-05T00:00:00,171.32\n2009-12-06T00:00:00,158.902\n2009-12-07T00:00:00,160.623\n2009-12-08T00:00:00,163.296\n2009-12-09T00:00:00,163.686\n2009-12-10T00:00:00,151.313\n2009-12-11T00:00:00,130.961\n2009-12-12T00:00:00,119.877\n2009-12-13T00:00:00,148.388\n2009-12-14T00:00:00,158.25\n2009-12-15T00:00:00,149.056\n2009-12-16T00:00:00,140.115\n2009-12-17T00:00:00,138.268\n2009-12-18T00:00:00,135.113\n2009-12-19T00:00:00,135.098\n2009-12-20T00:00:00,127.783\n2009-12-21T00:00:00,131.908\n2009-12-22T00:00:00,151.545\n2009-12-23T00:00:00,190.54\n2009-12-24T00:00:00,334.257\n2009-12-25T00:00:00,395.038\n2009-12-26T00:00:00,415.226\n2009-12-27T00:00:00,383.429\n2009-12-28T00:00:00,341.303\n2009-12-29T00:00:00,360.695\n2009-12-30T00:00:00,386.332\n2009-12-31T00:00:00,455.324\n2010-01-01T00:00:00,489.647\n2010-01-02T00:00:00,521.563\n2010-01-03T00:00:00,482.225\n2010-01-04T00:00:00,438.872\n2010-01-05T00:00:00,415.396\n2010-01-06T00:00:00,384.548\n2010-01-07T00:00:00,329.232\n2010-01-08T00:00:00,303.198\n2010-01-09T00:00:00,304.778\n2010-01-10T00:00:00,270.674\n2010-01-11T00:00:00,266.547\n2010-01-12T00:00:00,232.671\n2010-01-13T00:00:00,240.605\n2010-01-14T00:00:00,252.686\n2010-01-15T00:00:00,241.68\n2010-01-16T00:00:00,258.22\n2010-01-17T00:00:00,267.355\n2010-01-18T00:00:00,301.589\n2010-01-19T00:00:00,301.272\n2010-01-20T00:00:00,312.813\n2010-01-21T00:00:00,313.601\n2010-01-22T00:00:00,302.063\n2010-01-23T00:00:00,309.776\n2010-01-24T00:00:00,290.022\n2010-01-25T00:00:00,282.72\n2010-01-26T00:00:00,299.656\n2010-01-27T00:00:00,312.27\n2010-01-28T00:00:00,292.139\n2010-01-29T00:00:00,306.709\n2010-01-30T00:00:00,334.229\n2010-01-31T00:00:00,388.522\n2010-02-01T00:00:00,385.169\n2010-02-02T00:00:00,370.1\n2010-02-03T00:00:00,355.882\n2010-02-04T00:00:00,389.424\n2010-02-05T00:00:00,461.154\n2010-02-06T00:00:00,541.665\n2010-02-07T00:00:00,632.572\n2010-02-08T00:00:00,640.461\n2010-02-09T00:00:00,596.614\n2010-02-10T00:00:00,569.589\n2010-02-11T00:00:00,566.038\n2010-02-12T00:00:00,543.996\n2010-02-13T00:00:00,524.602\n2010-02-14T00:00:00,465.998\n2010-02-15T00:00:00,405.378\n2010-02-16T00:00:00,353.19\n2010-02-17T00:00:00,349.372\n2010-02-18T00:00:00,343.312\n2010-02-19T00:00:00,318.897\n2010-02-20T00:00:00,336.375\n2010-02-21T00:00:00,342.43\n2010-02-22T00:00:00,328.224\n2010-02-23T00:00:00,307.151\n2010-02-24T00:00:00,320.116\n2010-02-25T00:00:00,357.933\n2010-02-26T00:00:00,399.789\n2010-02-27T00:00:00,471.136\n2010-02-28T00:00:00,541.208\n2010-03-01T00:00:00,591.413\n2010-03-02T00:00:00,564.135\n2010-03-03T00:00:00,539.029\n2010-03-04T00:00:00,531.828\n2010-03-05T00:00:00,504.018\n2010-03-06T00:00:00,469.968\n2010-03-07T00:00:00,451.443\n2010-03-08T00:00:00,394.395\n2010-03-09T00:00:00,391.987\n2010-03-10T00:00:00,345.433\n2010-03-11T00:00:00,318.366\n2010-03-12T00:00:00,323.97\n2010-03-13T00:00:00,288.752\n2010-03-14T00:00:00,289.91\n2010-03-15T00:00:00,285.443\n2010-03-16T00:00:00,257.587\n2010-03-17T00:00:00,251.13\n2010-03-18T00:00:00,246.619\n2010-03-19T00:00:00,234.607\n2010-03-20T00:00:00,259.037\n2010-03-21T00:00:00,258.133\n2010-03-22T00:00:00,240.158\n2010-03-23T00:00:00,231.455\n2010-03-24T00:00:00,212.569\n2010-03-25T00:00:00,230.715\n2010-03-26T00:00:00,215.915\n2010-03-27T00:00:00,235.339\n2010-03-28T00:00:00,245.108\n2010-03-29T00:00:00,263.054\n2010-03-30T00:00:00,310.689\n2010-03-31T00:00:00,382.372\n2010-04-01T00:00:00,408.897\n2010-04-02T00:00:00,380.289\n2010-04-03T00:00:00,361.488\n2010-04-04T00:00:00,340.62\n2010-04-05T00:00:00,337.018\n2010-04-06T00:00:00,319.078\n2010-04-07T00:00:00,321.41\n2010-04-08T00:00:00,303.542\n2010-04-09T00:00:00,294.603\n2010-04-10T00:00:00,278.426\n2010-04-11T00:00:00,271.333\n2010-04-12T00:00:00,249.245\n2010-04-13T00:00:00,257.48\n2010-04-14T00:00:00,251.37\n2010-04-15T00:00:00,230.411\n2010-04-16T00:00:00,219.787\n2010-04-17T00:00:00,226.423\n2010-04-18T00:00:00,218.074\n2010-04-19T00:00:00,208.721\n2010-04-20T00:00:00,198.846\n2010-04-21T00:00:00,197.647\n2010-04-22T00:00:00,197.576\n2010-04-23T00:00:00,184.099\n2010-04-24T00:00:00,175.827\n2010-04-25T00:00:00,177.352\n2010-04-26T00:00:00,178.555\n2010-04-27T00:00:00,163.918\n2010-04-28T00:00:00,161.495\n2010-04-29T00:00:00,160.971\n2010-04-30T00:00:00,159.858\n2010-05-01T00:00:00,154.23\n2010-05-02T00:00:00,160.484\n2010-05-03T00:00:00,153.118\n2010-05-04T00:00:00,147.034\n2010-05-05T00:00:00,147.194\n2010-05-06T00:00:00,132.573\n2010-05-07T00:00:00,131.362\n2010-05-08T00:00:00,143.388\n2010-05-09T00:00:00,151.915\n2010-05-10T00:00:00,152.378\n2010-05-11T00:00:00,162.251\n2010-05-12T00:00:00,160.526\n2010-05-13T00:00:00,160.794\n2010-05-14T00:00:00,170.721\n2010-05-15T00:00:00,166.136\n2010-05-16T00:00:00,157.9\n2010-05-17T00:00:00,144.15\n2010-05-18T00:00:00,135.539\n2010-05-19T00:00:00,128.573\n2010-05-20T00:00:00,132.05\n2010-05-21T00:00:00,122.225\n2010-05-22T00:00:00,111.502\n2010-05-23T00:00:00,114.101\n2010-05-24T00:00:00,110.844\n2010-05-25T00:00:00,103.598\n2010-05-26T00:00:00,111.009\n2010-05-27T00:00:00,133.031\n2010-05-28T00:00:00,129.789\n2010-05-29T00:00:00,120.141\n2010-05-30T00:00:00,116.297\n2010-05-31T00:00:00,117.227\n2010-06-01T00:00:00,114.591\n2010-06-02T00:00:00,122.729\n2010-06-03T00:00:00,123.059\n2010-06-04T00:00:00,116.541\n2010-06-05T00:00:00,110.43\n2010-06-06T00:00:00,106.822\n2010-06-07T00:00:00,103.971\n2010-06-08T00:00:00,95.356\n2010-06-09T00:00:00,105.85\n2010-06-10T00:00:00,108.001\n2010-06-11T00:00:00,113.469\n2010-06-12T00:00:00,167.549\n2010-06-13T00:00:00,131.825\n2010-06-14T00:00:00,126.058\n2010-06-15T00:00:00,114.573\n2010-06-16T00:00:00,108.248\n2010-06-17T00:00:00,106.99\n2010-06-18T00:00:00,110.863\n2010-06-19T00:00:00,108.519\n2010-06-20T00:00:00,107.011\n2010-06-21T00:00:00,108.386\n2010-06-22T00:00:00,105.551\n2010-06-23T00:00:00,97.212\n2010-06-24T00:00:00,95.313\n2010-06-25T00:00:00,98.092\n2010-06-26T00:00:00,97.014\n2010-06-27T00:00:00,91.501\n2010-06-28T00:00:00,97.906\n2010-06-29T00:00:00,93.953\n2010-06-30T00:00:00,82.633\n2010-07-01T00:00:00,80.017\n2010-07-02T00:00:00,78.893\n2010-07-03T00:00:00,105.488\n2010-07-04T00:00:00,92.58\n2010-07-05T00:00:00,86.288\n2010-07-06T00:00:00,85.865\n2010-07-07T00:00:00,84.383\n2010-07-08T00:00:00,83.975\n2010-07-09T00:00:00,80.373\n2010-07-10T00:00:00,76.853\n2010-07-11T00:00:00,79.749\n2010-07-12T00:00:00,127.278\n2010-07-13T00:00:00,115.945\n2010-07-14T00:00:00,151.253\n2010-07-15T00:00:00,145.596\n2010-07-16T00:00:00,114.11\n2010-07-17T00:00:00,102.016\n2010-07-18T00:00:00,95.912\n2010-07-19T00:00:00,96.663\n2010-07-20T00:00:00,90.549\n2010-07-21T00:00:00,95.294\n2010-07-22T00:00:00,91.996\n2010-07-23T00:00:00,92.108\n2010-07-24T00:00:00,95.229\n2010-07-25T00:00:00,91.951\n2010-07-26T00:00:00,94.565\n2010-07-27T00:00:00,96.989\n2010-07-28T00:00:00,94.063\n2010-07-29T00:00:00,95.365\n2010-07-30T00:00:00,94.513\n2010-07-31T00:00:00,93.69\n2010-08-01T00:00:00,93.117\n2010-08-02T00:00:00,101.811\n2010-08-03T00:00:00,101.612\n2010-08-04T00:00:00,94.593\n2010-08-05T00:00:00,98.579\n2010-08-06T00:00:00,97.289\n2010-08-07T00:00:00,94.696\n2010-08-08T00:00:00,95.932\n2010-08-09T00:00:00,96.248\n2010-08-10T00:00:00,94.697\n2010-08-11T00:00:00,97.55\n2010-08-12T00:00:00,101.106\n2010-08-13T00:00:00,95.863\n2010-08-14T00:00:00,93.063\n2010-08-15T00:00:00,117.013\n2010-08-16T00:00:00,246.977\n2010-08-17T00:00:00,230.843\n2010-08-18T00:00:00,155.063\n2010-08-19T00:00:00,162.735\n2010-08-20T00:00:00,180.945\n2010-08-21T00:00:00,170.285\n2010-08-22T00:00:00,152.49\n2010-08-23T00:00:00,142.497\n2010-08-24T00:00:00,148.052\n2010-08-25T00:00:00,144.168\n2010-08-26T00:00:00,151.148\n2010-08-27T00:00:00,154.99\n2010-08-28T00:00:00,165.671\n2010-08-29T00:00:00,157.33\n2010-08-30T00:00:00,157.714\n2010-08-31T00:00:00,151.601\n2010-09-01T00:00:00,150.384\n2010-09-02T00:00:00,147.098\n2010-09-03T00:00:00,141.441\n2010-09-04T00:00:00,131.922\n2010-09-05T00:00:00,133.09\n2010-09-06T00:00:00,131.608\n2010-09-07T00:00:00,132.484\n2010-09-08T00:00:00,170.047\n2010-09-09T00:00:00,166.314\n2010-09-10T00:00:00,157.008\n2010-09-11T00:00:00,148.731\n2010-09-12T00:00:00,146.031\n2010-09-13T00:00:00,147.265\n2010-09-14T00:00:00,145.674\n2010-09-15T00:00:00,157.391\n2010-09-16T00:00:00,151.44\n2010-09-17T00:00:00,147.306\n2010-09-18T00:00:00,144.652\n2010-09-19T00:00:00,141.857\n2010-09-20T00:00:00,139.679\n2010-09-21T00:00:00,136.323\n2010-09-22T00:00:00,128.726\n2010-09-23T00:00:00,128.337\n2010-09-24T00:00:00,160.965\n2010-09-25T00:00:00,159.809\n2010-09-26T00:00:00,183.05\n2010-09-27T00:00:00,267.512\n2010-09-28T00:00:00,236.398\n2010-09-29T00:00:00,238.521\n2010-09-30T00:00:00,234.816\n2010-10-01T00:00:00,234.323\n2010-10-02T00:00:00,231.937\n2010-10-03T00:00:00,217.176\n2010-10-04T00:00:00,222.5\n2010-10-05T00:00:00,223.778\n2010-10-06T00:00:00,211.627\n2010-10-07T00:00:00,204.912\n2010-10-08T00:00:00,201.959\n2010-10-09T00:00:00,202.092\n2010-10-10T00:00:00,210.633\n2010-10-11T00:00:00,207.693\n2010-10-12T00:00:00,179.252\n2010-10-13T00:00:00,168.043\n2010-10-14T00:00:00,161.437\n2010-10-15T00:00:00,148.726\n2010-10-16T00:00:00,143.094\n2010-10-17T00:00:00,142.85\n2010-10-18T00:00:00,152.134\n2010-10-19T00:00:00,153.745\n2010-10-20T00:00:00,161.383\n2010-10-21T00:00:00,152.52\n2010-10-22T00:00:00,131.951\n2010-10-23T00:00:00,144.602\n2010-10-24T00:00:00,157.688\n2010-10-25T00:00:00,161.267\n2010-10-26T00:00:00,162.093\n2010-10-27T00:00:00,160.838\n2010-10-28T00:00:00,160.376\n2010-10-29T00:00:00,158.797\n2010-10-30T00:00:00,173.217\n2010-10-31T00:00:00,165.398\n2010-11-01T00:00:00,159.039\n2010-11-02T00:00:00,155.19\n2010-11-03T00:00:00,153.242\n2010-11-04T00:00:00,153.969\n2010-11-05T00:00:00,148.496\n2010-11-06T00:00:00,150.809\n2010-11-07T00:00:00,183.789\n2010-11-08T00:00:00,234.284\n2010-11-09T00:00:00,295.036\n2010-11-10T00:00:00,364.31\n2010-11-11T00:00:00,337.769\n2010-11-12T00:00:00,351.673\n2010-11-13T00:00:00,410.157\n2010-11-14T00:00:00,389.022\n2010-11-15T00:00:00,404.557\n2010-11-16T00:00:00,400.478\n2010-11-17T00:00:00,417.717\n2010-11-18T00:00:00,455.779\n2010-11-19T00:00:00,406.182\n2010-11-20T00:00:00,400.677\n2010-11-21T00:00:00,394.675\n2010-11-22T00:00:00,367.681\n2010-11-23T00:00:00,341.679\n2010-11-24T00:00:00,302.23\n2010-11-25T00:00:00,307.119\n2010-11-26T00:00:00,303.529\n2010-11-27T00:00:00,304.368\n2010-11-28T00:00:00,334.163\n2010-11-29T00:00:00,353.804\n2010-11-30T00:00:00,315.078\n2010-12-01T00:00:00,318.441\n2010-12-02T00:00:00,300.804\n2010-12-03T00:00:00,284.648\n2010-12-04T00:00:00,249.758\n2010-12-05T00:00:00,238.075\n2010-12-06T00:00:00,228.865\n2010-12-07T00:00:00,289.874\n2010-12-08T00:00:00,518.457\n2010-12-09T00:00:00,704.036\n2010-12-10T00:00:00,795.952\n2010-12-11T00:00:00,869.41\n2010-12-12T00:00:00,872.789\n2010-12-13T00:00:00,739.966\n2010-12-14T00:00:00,680.591\n2010-12-15T00:00:00,632.427\n2010-12-16T00:00:00,603.424\n2010-12-17T00:00:00,589.353\n2010-12-18T00:00:00,593.833\n2010-12-19T00:00:00,619.25\n2010-12-20T00:00:00,651.432\n2010-12-21T00:00:00,752.008\n2010-12-22T00:00:00,862.208\n2010-12-23T00:00:00,949.72\n2010-12-24T00:00:00,1031.075\n2010-12-25T00:00:00,1075.541\n2010-12-26T00:00:00,1084.855\n2010-12-27T00:00:00,1101.058\n2010-12-28T00:00:00,1111.026\n2010-12-29T00:00:00,1000.618\n2010-12-30T00:00:00,973.803\n2010-12-31T00:00:00,987.953\n2011-01-01T00:00:00,991.932\n2011-01-02T00:00:00,931.805\n2011-01-03T00:00:00,856.655\n2011-01-04T00:00:00,799.778\n2011-01-05T00:00:00,741.226\n2011-01-06T00:00:00,775.057\n2011-01-07T00:00:00,849.184\n2011-01-08T00:00:00,905.872\n2011-01-09T00:00:00,934.934\n2011-01-10T00:00:00,929.071\n2011-01-11T00:00:00,948.343\n2011-01-12T00:00:00,946.51\n2011-01-13T00:00:00,924.402\n2011-01-14T00:00:00,938.911\n2011-01-15T00:00:00,928.085\n2011-01-16T00:00:00,885.529\n2011-01-17T00:00:00,850.332\n2011-01-18T00:00:00,834.417\n2011-01-19T00:00:00,806.538\n2011-01-20T00:00:00,791.413\n2011-01-21T00:00:00,758.474\n2011-01-22T00:00:00,718.164\n2011-01-23T00:00:00,675.773\n2011-01-24T00:00:00,602.998\n2011-01-25T00:00:00,551.797\n2011-01-26T00:00:00,536.374\n2011-01-27T00:00:00,550.187\n2011-01-28T00:00:00,526.749\n2011-01-29T00:00:00,488.142\n2011-01-30T00:00:00,474.122\n2011-01-31T00:00:00,447.467\n2011-02-01T00:00:00,410.405\n2011-02-02T00:00:00,382.222\n2011-02-03T00:00:00,364.248\n2011-02-04T00:00:00,352.855\n2011-02-05T00:00:00,345.899\n2011-02-06T00:00:00,343.918\n2011-02-07T00:00:00,323.592\n2011-02-08T00:00:00,314.879\n2011-02-09T00:00:00,309.181\n2011-02-10T00:00:00,318.394\n2011-02-11T00:00:00,314.356\n2011-02-12T00:00:00,303.08\n2011-02-13T00:00:00,284.697\n2011-02-14T00:00:00,282.541\n2011-02-15T00:00:00,283.6\n2011-02-16T00:00:00,283.708\n2011-02-17T00:00:00,286.995\n2011-02-18T00:00:00,278.569\n2011-02-19T00:00:00,275.569\n2011-02-20T00:00:00,268.759\n2011-02-21T00:00:00,267.235\n2011-02-22T00:00:00,270.504\n2011-02-23T00:00:00,248.99\n2011-02-24T00:00:00,267.106\n2011-02-25T00:00:00,269.538\n2011-02-26T00:00:00,276.298\n2011-02-27T00:00:00,281.818\n2011-02-28T00:00:00,288.996\n2011-03-01T00:00:00,290.344\n2011-03-02T00:00:00,303.477\n2011-03-03T00:00:00,299.895\n2011-03-04T00:00:00,284.797\n2011-03-05T00:00:00,267.318\n2011-03-06T00:00:00,256.622\n2011-03-07T00:00:00,249.092\n2011-03-08T00:00:00,233.796\n2011-03-09T00:00:00,234.535\n2011-03-10T00:00:00,232.59\n2011-03-11T00:00:00,220.093\n2011-03-12T00:00:00,223.298\n2011-03-13T00:00:00,216.989\n2011-03-14T00:00:00,229.638\n2011-03-15T00:00:00,231.343\n2011-03-16T00:00:00,234.08\n2011-03-17T00:00:00,249.186\n2011-03-18T00:00:00,214.013\n2011-03-19T00:00:00,214.515\n2011-03-20T00:00:00,230.619\n2011-03-21T00:00:00,230.322\n2011-03-22T00:00:00,221.933\n2011-03-23T00:00:00,213.692\n2011-03-24T00:00:00,203.483\n2011-03-25T00:00:00,208.113\n2011-03-26T00:00:00,211.063\n2011-03-27T00:00:00,213.107\n2011-03-28T00:00:00,212.16\n2011-03-29T00:00:00,213.607\n2011-03-30T00:00:00,228.023\n2011-03-31T00:00:00,229.02\n2011-04-01T00:00:00,224.201\n2011-04-02T00:00:00,217.62\n2011-04-03T00:00:00,222.62\n2011-04-04T00:00:00,224.117\n2011-04-05T00:00:00,217.426\n2011-04-06T00:00:00,212.611\n2011-04-07T00:00:00,208.83\n2011-04-08T00:00:00,200.252\n2011-04-09T00:00:00,194.776\n2011-04-10T00:00:00,190.192\n2011-04-11T00:00:00,185.577\n2011-04-12T00:00:00,179.162\n2011-04-13T00:00:00,168.35\n2011-04-14T00:00:00,170.839\n2011-04-15T00:00:00,166.385\n2011-04-16T00:00:00,166.926\n2011-04-17T00:00:00,163.146\n2011-04-18T00:00:00,160.609\n2011-04-19T00:00:00,146.391\n2011-04-20T00:00:00,148.834\n2011-04-21T00:00:00,147.902\n2011-04-22T00:00:00,141.316\n2011-04-23T00:00:00,144.718\n2011-04-24T00:00:00,143.439\n2011-04-25T00:00:00,142.351\n2011-04-26T00:00:00,145.666\n2011-04-27T00:00:00,140.087\n2011-04-28T00:00:00,132.336\n2011-04-29T00:00:00,129.402\n2011-04-30T00:00:00,136.615\n2011-05-01T00:00:00,130.916\n2011-05-02T00:00:00,132.453\n2011-05-03T00:00:00,132.154\n2011-05-04T00:00:00,125.84\n2011-05-05T00:00:00,119.601\n2011-05-06T00:00:00,102.852\n2011-05-07T00:00:00,103.051\n2011-05-08T00:00:00,108.712\n2011-05-09T00:00:00,110.392\n2011-05-10T00:00:00,104.101\n2011-05-11T00:00:00,105.762\n2011-05-12T00:00:00,102.114\n2011-05-13T00:00:00,98.446\n2011-05-14T00:00:00,102.244\n2011-05-15T00:00:00,100.617\n2011-05-16T00:00:00,100.045\n2011-05-17T00:00:00,98.947\n2011-05-18T00:00:00,97.184\n2011-05-19T00:00:00,94.301\n2011-05-20T00:00:00,92.629\n2011-05-21T00:00:00,91.055\n2011-05-22T00:00:00,88.473\n2011-05-23T00:00:00,87.22\n2011-05-24T00:00:00,80.968\n2011-05-25T00:00:00,85.689\n2011-05-26T00:00:00,82.341\n2011-05-27T00:00:00,74.794\n2011-05-28T00:00:00,65.763\n2011-05-29T00:00:00,70.115\n2011-05-30T00:00:00,75.187\n2011-05-31T00:00:00,79.413\n2011-06-01T00:00:00,93.971\n2011-06-02T00:00:00,88.042\n2011-06-03T00:00:00,83.625\n2011-06-04T00:00:00,82.053\n2011-06-05T00:00:00,117.027\n2011-06-06T00:00:00,124.803\n2011-06-07T00:00:00,120.603\n2011-06-08T00:00:00,114.887\n2011-06-09T00:00:00,100.593\n2011-06-10T00:00:00,94.289\n2011-06-11T00:00:00,89.228\n2011-06-12T00:00:00,86.079\n2011-06-13T00:00:00,90.774\n2011-06-14T00:00:00,105.723\n2011-06-15T00:00:00,90.332\n2011-06-16T00:00:00,84.337\n2011-06-17T00:00:00,82.3\n2011-06-18T00:00:00,82.709\n2011-06-19T00:00:00,80.136\n2011-06-20T00:00:00,95.334\n2011-06-21T00:00:00,106.063\n2011-06-22T00:00:00,112.608\n2011-06-23T00:00:00,103.558\n2011-06-24T00:00:00,94.365\n2011-06-25T00:00:00,89.943\n2011-06-26T00:00:00,91.555\n2011-06-27T00:00:00,88.658\n2011-06-28T00:00:00,92.283\n2011-06-29T00:00:00,82.455\n2011-06-30T00:00:00,85.826\n2011-07-01T00:00:00,83.63\n2011-07-02T00:00:00,75.731\n2011-07-03T00:00:00,72.36\n2011-07-04T00:00:00,73.881\n2011-07-05T00:00:00,75.823\n2011-07-06T00:00:00,74.182\n2011-07-07T00:00:00,75.089\n2011-07-08T00:00:00,75.544\n2011-07-09T00:00:00,71.796\n2011-07-10T00:00:00,71.509\n2011-07-11T00:00:00,73.29\n2011-07-12T00:00:00,78.219\n2011-07-13T00:00:00,77.555\n2011-07-14T00:00:00,76.909\n2011-07-15T00:00:00,83.233\n2011-07-16T00:00:00,84.736\n2011-07-17T00:00:00,112.803\n2011-07-18T00:00:00,110.728\n2011-07-19T00:00:00,198.136\n2011-07-20T00:00:00,140.597\n2011-07-21T00:00:00,157.658\n2011-07-22T00:00:00,144.156\n2011-07-23T00:00:00,123.419\n2011-07-24T00:00:00,130.121\n2011-07-25T00:00:00,122.049\n2011-07-26T00:00:00,120.701\n2011-07-27T00:00:00,118.846\n2011-07-28T00:00:00,109.177\n2011-07-29T00:00:00,115.268\n2011-07-30T00:00:00,110.882\n2011-07-31T00:00:00,109.142\n2011-08-01T00:00:00,101.53\n2011-08-02T00:00:00,98.345\n2011-08-03T00:00:00,121.365\n2011-08-04T00:00:00,106.877\n2011-08-05T00:00:00,148.25\n2011-08-06T00:00:00,132.948\n2011-08-07T00:00:00,128.097\n2011-08-08T00:00:00,128.115\n2011-08-09T00:00:00,152.325\n2011-08-10T00:00:00,122.41\n2011-08-11T00:00:00,130.778\n2011-08-12T00:00:00,123.399\n2011-08-13T00:00:00,117.237\n2011-08-14T00:00:00,127.336\n2011-08-15T00:00:00,127.583\n2011-08-16T00:00:00,121.894\n2011-08-17T00:00:00,147.107\n2011-08-18T00:00:00,129.115\n2011-08-19T00:00:00,116.517\n2011-08-20T00:00:00,109.679\n2011-08-21T00:00:00,116.701\n2011-08-22T00:00:00,122.804\n2011-08-23T00:00:00,116.477\n2011-08-24T00:00:00,113.695\n2011-08-25T00:00:00,104.067\n2011-08-26T00:00:00,179.381\n2011-08-27T00:00:00,178.31\n2011-08-28T00:00:00,141.103\n2011-08-29T00:00:00,155.358\n2011-08-30T00:00:00,152.302\n2011-08-31T00:00:00,146.826\n2011-09-01T00:00:00,129.407\n2011-09-02T00:00:00,114.94\n2011-09-03T00:00:00,152.712\n2011-09-04T00:00:00,152.333\n2011-09-05T00:00:00,139.465\n2011-09-06T00:00:00,120.23\n2011-09-07T00:00:00,124.549\n2011-09-08T00:00:00,118.88\n2011-09-09T00:00:00,106.992\n2011-09-10T00:00:00,106.708\n2011-09-11T00:00:00,114.981\n2011-09-12T00:00:00,123.541\n2011-09-13T00:00:00,118.746\n2011-09-14T00:00:00,114.349\n2011-09-15T00:00:00,115.129\n2011-09-16T00:00:00,112.584\n2011-09-17T00:00:00,111.407\n2011-09-18T00:00:00,116.3\n2011-09-19T00:00:00,120.663\n2011-09-20T00:00:00,115.254\n2011-09-21T00:00:00,112.658\n2011-09-22T00:00:00,107.06\n2011-09-23T00:00:00,107.825\n2011-09-24T00:00:00,108.318\n2011-09-25T00:00:00,109.185\n2011-09-26T00:00:00,111.81\n2011-09-27T00:00:00,109.556\n2011-09-28T00:00:00,102.171\n2011-09-29T00:00:00,90.679\n2011-09-30T00:00:00,99.286\n2011-10-01T00:00:00,97.147\n2011-10-02T00:00:00,94.508\n2011-10-03T00:00:00,95.893\n2011-10-04T00:00:00,94.372\n2011-10-05T00:00:00,94.211\n2011-10-06T00:00:00,93.367\n2011-10-07T00:00:00,96.13\n2011-10-08T00:00:00,97.099\n2011-10-09T00:00:00,104.219\n2011-10-10T00:00:00,110.23\n2011-10-11T00:00:00,110.026\n2011-10-12T00:00:00,109.399\n2011-10-13T00:00:00,112.799\n2011-10-14T00:00:00,108.406\n2011-10-15T00:00:00,107.892\n2011-10-16T00:00:00,105.82\n2011-10-17T00:00:00,103.016\n2011-10-18T00:00:00,103.279\n2011-10-19T00:00:00,120.92\n2011-10-20T00:00:00,119.051\n2011-10-21T00:00:00,110.133\n2011-10-22T00:00:00,110.271\n2011-10-23T00:00:00,108.969\n2011-10-24T00:00:00,114.097\n2011-10-25T00:00:00,129.649\n2011-10-26T00:00:00,123.618\n2011-10-27T00:00:00,131.469\n2011-10-28T00:00:00,122.028\n2011-10-29T00:00:00,118.99\n2011-10-30T00:00:00,119.517\n2011-10-31T00:00:00,118.55\n2011-11-01T00:00:00,116.321\n2011-11-02T00:00:00,118.138\n2011-11-03T00:00:00,113.34\n2011-11-04T00:00:00,125.309\n2011-11-05T00:00:00,133.602\n2011-11-06T00:00:00,130.651\n2011-11-07T00:00:00,179.932\n2011-11-08T00:00:00,200.683\n2011-11-09T00:00:00,160.149\n2011-11-10T00:00:00,157.0\n2011-11-11T00:00:00,168.431\n2011-11-12T00:00:00,154.651\n2011-11-13T00:00:00,151.622\n2011-11-14T00:00:00,146.42\n2011-11-15T00:00:00,134.102\n2011-11-16T00:00:00,126.957\n2011-11-17T00:00:00,123.16\n2011-11-18T00:00:00,117.028\n2011-11-19T00:00:00,93.113\n2011-11-20T00:00:00,95.767\n2011-11-21T00:00:00,114.054\n2011-11-22T00:00:00,108.073\n2011-11-23T00:00:00,106.16\n2011-11-24T00:00:00,102.679\n2011-11-25T00:00:00,102.846\n2011-11-26T00:00:00,100.897\n2011-11-27T00:00:00,99.134\n2011-11-28T00:00:00,98.944\n2011-11-29T00:00:00,91.834\n2011-11-30T00:00:00,85.067\n2011-12-01T00:00:00,85.853\n2011-12-02T00:00:00,84.867\n2011-12-03T00:00:00,81.499\n2011-12-04T00:00:00,90.424\n2011-12-05T00:00:00,121.906\n2011-12-06T00:00:00,142.309\n2011-12-07T00:00:00,208.306\n2011-12-08T00:00:00,182.743\n2011-12-09T00:00:00,226.01\n2011-12-10T00:00:00,231.552\n2011-12-11T00:00:00,252.615\n2011-12-12T00:00:00,340.085\n2011-12-13T00:00:00,348.943\n2011-12-14T00:00:00,371.674\n2011-12-15T00:00:00,330.392\n2011-12-16T00:00:00,482.1\n2011-12-17T00:00:00,630.465\n2011-12-18T00:00:00,704.515\n2011-12-19T00:00:00,723.967\n2011-12-20T00:00:00,721.469\n2011-12-21T00:00:00,676.918\n2011-12-22T00:00:00,672.869\n2011-12-23T00:00:00,709.379\n2011-12-24T00:00:00,726.551\n2011-12-25T00:00:00,720.052\n2011-12-26T00:00:00,675.597\n2011-12-27T00:00:00,644.94\n2011-12-28T00:00:00,608.456\n2011-12-29T00:00:00,584.917\n2011-12-30T00:00:00,591.376\n2011-12-31T00:00:00,595.822\n2012-01-01T00:00:00,640.007\n2012-01-02T00:00:00,767.863\n2012-01-03T00:00:00,818.525\n2012-01-04T00:00:00,843.59\n2012-01-05T00:00:00,912.852\n2012-01-06T00:00:00,942.956\n2012-01-07T00:00:00,980.786\n2012-01-08T00:00:00,994.221\n2012-01-09T00:00:00,1000.716\n2012-01-10T00:00:00,949.692\n2012-01-11T00:00:00,877.396\n2012-01-12T00:00:00,829.994\n2012-01-13T00:00:00,809.354\n2012-01-14T00:00:00,780.799\n2012-01-15T00:00:00,764.256\n2012-01-16T00:00:00,728.936\n2012-01-17T00:00:00,676.855\n2012-01-18T00:00:00,604.456\n2012-01-19T00:00:00,534.733\n2012-01-20T00:00:00,525.287\n2012-01-21T00:00:00,472.916\n2012-01-22T00:00:00,476.963\n2012-01-23T00:00:00,542.638\n2012-01-24T00:00:00,564.664\n2012-01-25T00:00:00,577.477\n2012-01-26T00:00:00,581.779\n2012-01-27T00:00:00,590.877\n2012-01-28T00:00:00,600.709\n2012-01-29T00:00:00,595.661\n2012-01-30T00:00:00,553.514\n2012-01-31T00:00:00,507.874\n2012-02-01T00:00:00,452.309\n2012-02-02T00:00:00,421.038\n2012-02-03T00:00:00,387.038\n2012-02-04T00:00:00,339.368\n2012-02-05T00:00:00,337.882\n2012-02-06T00:00:00,298.465\n2012-02-07T00:00:00,280.819\n2012-02-08T00:00:00,282.277\n2012-02-09T00:00:00,272.387\n2012-02-10T00:00:00,264.66\n2012-02-11T00:00:00,253.399\n2012-02-12T00:00:00,234.181\n2012-02-13T00:00:00,221.108\n2012-02-14T00:00:00,212.764\n2012-02-15T00:00:00,223.365\n2012-02-16T00:00:00,215.635\n2012-02-17T00:00:00,218.689\n2012-02-18T00:00:00,230.995\n2012-02-19T00:00:00,246.073\n2012-02-20T00:00:00,244.822\n2012-02-21T00:00:00,242.383\n2012-02-22T00:00:00,241.104\n2012-02-23T00:00:00,238.955\n2012-02-24T00:00:00,235.559\n2012-02-25T00:00:00,230.042\n2012-02-26T00:00:00,226.91\n2012-02-27T00:00:00,231.896\n2012-02-28T00:00:00,234.329\n2012-02-29T00:00:00,229.65\n2012-03-01T00:00:00,224.601\n2012-03-02T00:00:00,211.116\n2012-03-03T00:00:00,214.936\n2012-03-04T00:00:00,205.17\n2012-03-05T00:00:00,199.806\n2012-03-06T00:00:00,206.597\n2012-03-07T00:00:00,211.201\n2012-03-08T00:00:00,231.653\n2012-03-09T00:00:00,235.743\n2012-03-10T00:00:00,229.02\n2012-03-11T00:00:00,229.866\n2012-03-12T00:00:00,228.788\n2012-03-13T00:00:00,221.477\n2012-03-14T00:00:00,216.927\n2012-03-15T00:00:00,209.884\n2012-03-16T00:00:00,204.793\n2012-03-17T00:00:00,197.326\n2012-03-18T00:00:00,195.965\n2012-03-19T00:00:00,201.719\n2012-03-20T00:00:00,203.031\n2012-03-21T00:00:00,218.094\n2012-03-22T00:00:00,219.8\n2012-03-23T00:00:00,220.162\n2012-03-24T00:00:00,214.819\n2012-03-25T00:00:00,208.925\n2012-03-26T00:00:00,183.658\n2012-03-27T00:00:00,194.344\n2012-03-28T00:00:00,190.587\n2012-03-29T00:00:00,174.125\n2012-03-30T00:00:00,181.406\n2012-03-31T00:00:00,178.283\n2012-04-01T00:00:00,175.056\n2012-04-02T00:00:00,169.862\n2012-04-03T00:00:00,166.792\n2012-04-04T00:00:00,164.648\n2012-04-05T00:00:00,156.507\n2012-04-06T00:00:00,147.168\n2012-04-07T00:00:00,156.488\n2012-04-08T00:00:00,159.72\n2012-04-09T00:00:00,157.698\n2012-04-10T00:00:00,161.139\n2012-04-11T00:00:00,163.24\n2012-04-12T00:00:00,160.856\n2012-04-13T00:00:00,154.127\n2012-04-14T00:00:00,152.778\n2012-04-15T00:00:00,151.971\n2012-04-16T00:00:00,150.092\n2012-04-17T00:00:00,142.858\n2012-04-18T00:00:00,145.67\n2012-04-19T00:00:00,158.608\n2012-04-20T00:00:00,154.255\n2012-04-21T00:00:00,154.725\n2012-04-22T00:00:00,154.243\n2012-04-23T00:00:00,180.389\n2012-04-24T00:00:00,200.83\n2012-04-25T00:00:00,244.113\n2012-04-26T00:00:00,237.552\n2012-04-27T00:00:00,345.46\n2012-04-28T00:00:00,440.356\n2012-04-29T00:00:00,469.838\n2012-04-30T00:00:00,491.324\n2012-05-01T00:00:00,474.37\n2012-05-02T00:00:00,483.043\n2012-05-03T00:00:00,429.168\n2012-05-04T00:00:00,521.733\n2012-05-05T00:00:00,618.677\n2012-05-06T00:00:00,678.804\n2012-05-07T00:00:00,679.672\n2012-05-08T00:00:00,657.03\n2012-05-09T00:00:00,615.746\n2012-05-10T00:00:00,574.83\n2012-05-11T00:00:00,554.288\n2012-05-12T00:00:00,507.102\n2012-05-13T00:00:00,492.412\n2012-05-14T00:00:00,482.046\n2012-05-15T00:00:00,439.632\n2012-05-16T00:00:00,454.563\n2012-05-17T00:00:00,419.851\n2012-05-18T00:00:00,409.11\n2012-05-19T00:00:00,398.783\n2012-05-20T00:00:00,383.357\n2012-05-21T00:00:00,400.369\n2012-05-22T00:00:00,425.573\n2012-05-23T00:00:00,513.448\n2012-05-24T00:00:00,528.617\n2012-05-25T00:00:00,529.413\n2012-05-26T00:00:00,440.874\n2012-05-27T00:00:00,419.951\n2012-05-28T00:00:00,393.873\n2012-05-29T00:00:00,347.569\n2012-05-30T00:00:00,327.035\n2012-05-31T00:00:00,303.701\n2012-06-01T00:00:00,280.292\n2012-06-02T00:00:00,249.878\n2012-06-03T00:00:00,289.898\n2012-06-04T00:00:00,266.645\n2012-06-05T00:00:00,243.216\n2012-06-06T00:00:00,236.182\n2012-06-07T00:00:00,238.264\n2012-06-08T00:00:00,240.892\n2012-06-09T00:00:00,236.201\n2012-06-10T00:00:00,221.278\n2012-06-11T00:00:00,219.922\n2012-06-12T00:00:00,217.119\n2012-06-13T00:00:00,206.958\n2012-06-14T00:00:00,192.528\n2012-06-15T00:00:00,203.444\n2012-06-16T00:00:00,217.212\n2012-06-17T00:00:00,208.113\n2012-06-18T00:00:00,231.688\n2012-06-19T00:00:00,184.644\n2012-06-20T00:00:00,211.646\n2012-06-21T00:00:00,269.476\n2012-06-22T00:00:00,266.653\n2012-06-23T00:00:00,257.51\n2012-06-24T00:00:00,237.355\n2012-06-25T00:00:00,218.388\n2012-06-26T00:00:00,189.103\n2012-06-27T00:00:00,185.755\n2012-06-28T00:00:00,181.118\n2012-06-29T00:00:00,181.745\n2012-06-30T00:00:00,175.266\n2012-07-01T00:00:00,171.969\n2012-07-02T00:00:00,168.639\n2012-07-03T00:00:00,153.365\n2012-07-04T00:00:00,163.569\n2012-07-05T00:00:00,191.378\n2012-07-06T00:00:00,220.578\n2012-07-07T00:00:00,223.8\n2012-07-08T00:00:00,276.24\n2012-07-09T00:00:00,309.663\n2012-07-10T00:00:00,189.069\n2012-07-11T00:00:00,201.215\n2012-07-12T00:00:00,196.292\n2012-07-13T00:00:00,215.201\n2012-07-14T00:00:00,265.736\n2012-07-15T00:00:00,314.444\n2012-07-16T00:00:00,256.767\n2012-07-17T00:00:00,222.483\n2012-07-18T00:00:00,216.635\n2012-07-19T00:00:00,193.164\n2012-07-20T00:00:00,176.378\n2012-07-21T00:00:00,178.299\n2012-07-22T00:00:00,176.269\n2012-07-23T00:00:00,162.131\n2012-07-24T00:00:00,157.444\n2012-07-25T00:00:00,150.67\n2012-07-26T00:00:00,143.236\n2012-07-27T00:00:00,148.594\n2012-07-28T00:00:00,144.149\n2012-07-29T00:00:00,145.108\n2012-07-30T00:00:00,146.177\n2012-07-31T00:00:00,142.56\n2012-08-01T00:00:00,144.427\n2012-08-02T00:00:00,136.037\n2012-08-03T00:00:00,136.34\n2012-08-04T00:00:00,135.993\n2012-08-05T00:00:00,136.722\n2012-08-06T00:00:00,138.061\n2012-08-07T00:00:00,133.712\n2012-08-08T00:00:00,129.856\n2012-08-09T00:00:00,130.392\n2012-08-10T00:00:00,123.866\n2012-08-11T00:00:00,124.134\n2012-08-12T00:00:00,120.038\n2012-08-13T00:00:00,121.608\n2012-08-14T00:00:00,120.08\n2012-08-15T00:00:00,117.088\n2012-08-16T00:00:00,117.982\n2012-08-17T00:00:00,116.132\n2012-08-18T00:00:00,113.719\n2012-08-19T00:00:00,113.333\n2012-08-20T00:00:00,111.125\n2012-08-21T00:00:00,110.263\n2012-08-22T00:00:00,105.236\n2012-08-23T00:00:00,101.443\n2012-08-24T00:00:00,100.699\n2012-08-25T00:00:00,103.491\n2012-08-26T00:00:00,103.012\n2012-08-27T00:00:00,102.268\n2012-08-28T00:00:00,100.939\n2012-08-29T00:00:00,102.208\n2012-08-30T00:00:00,96.349\n2012-08-31T00:00:00,93.115\n2012-09-01T00:00:00,96.001\n2012-09-02T00:00:00,96.913\n2012-09-03T00:00:00,100.662\n2012-09-04T00:00:00,101.639\n2012-09-05T00:00:00,102.779\n2012-09-06T00:00:00,101.282\n2012-09-07T00:00:00,97.838\n2012-09-08T00:00:00,97.276\n2012-09-09T00:00:00,97.658\n2012-09-10T00:00:00,96.851\n2012-09-11T00:00:00,105.783\n2012-09-12T00:00:00,107.837\n2012-09-13T00:00:00,114.998\n2012-09-14T00:00:00,112.137\n2012-09-15T00:00:00,110.165\n2012-09-16T00:00:00,108.118\n2012-09-17T00:00:00,110.396\n2012-09-18T00:00:00,106.133\n2012-09-19T00:00:00,104.765\n2012-09-20T00:00:00,95.715\n2012-09-21T00:00:00,101.102\n2012-09-22T00:00:00,107.245\n2012-09-23T00:00:00,107.611\n2012-09-24T00:00:00,138.597\n2012-09-25T00:00:00,124.091\n2012-09-26T00:00:00,138.667\n2012-09-27T00:00:00,167.892\n2012-09-28T00:00:00,133.83\n2012-09-29T00:00:00,137.844\n2012-09-30T00:00:00,133.594\n2012-10-01T00:00:00,136.384\n2012-10-02T00:00:00,135.366\n2012-10-03T00:00:00,136.938\n2012-10-04T00:00:00,154.474\n2012-10-05T00:00:00,155.278\n2012-10-06T00:00:00,144.189\n2012-10-07T00:00:00,138.503\n2012-10-08T00:00:00,141.142\n2012-10-09T00:00:00,175.233\n2012-10-10T00:00:00,189.604\n2012-10-11T00:00:00,209.558\n2012-10-12T00:00:00,239.581\n2012-10-13T00:00:00,254.781\n2012-10-14T00:00:00,281.128\n2012-10-15T00:00:00,367.947\n2012-10-16T00:00:00,430.248\n2012-10-17T00:00:00,367.967\n2012-10-18T00:00:00,355.363\n2012-10-19T00:00:00,345.767\n2012-10-20T00:00:00,346.414\n2012-10-21T00:00:00,334.291\n2012-10-22T00:00:00,275.427\n2012-10-23T00:00:00,291.906\n2012-10-24T00:00:00,260.493\n2012-10-25T00:00:00,252.757\n2012-10-26T00:00:00,229.531\n2012-10-27T00:00:00,217.198\n2012-10-28T00:00:00,218.788\n2012-10-29T00:00:00,224.243\n2012-10-30T00:00:00,238.606\n2012-10-31T00:00:00,235.584\n2012-11-01T00:00:00,233.014\n2012-11-02T00:00:00,235.656\n2012-11-03T00:00:00,246.722\n2012-11-04T00:00:00,249.955\n2012-11-05T00:00:00,366.884\n2012-11-06T00:00:00,420.647\n2012-11-07T00:00:00,451.964\n2012-11-08T00:00:00,434.019\n2012-11-09T00:00:00,406.941\n2012-11-10T00:00:00,419.711\n2012-11-11T00:00:00,428.203\n2012-11-12T00:00:00,421.591\n2012-11-13T00:00:00,418.032\n2012-11-14T00:00:00,394.763\n2012-11-15T00:00:00,374.105\n2012-11-16T00:00:00,362.067\n2012-11-17T00:00:00,351.549\n2012-11-18T00:00:00,340.719\n2012-11-19T00:00:00,315.858\n2012-11-20T00:00:00,279.33\n2012-11-21T00:00:00,288.337\n2012-11-22T00:00:00,262.681\n2012-11-23T00:00:00,245.814\n2012-11-24T00:00:00,227.134\n2012-11-25T00:00:00,221.938\n2012-11-26T00:00:00,213.837\n2012-11-27T00:00:00,202.446\n2012-11-28T00:00:00,201.47\n2012-11-29T00:00:00,192.601\n2012-11-30T00:00:00,178.25\n2012-12-01T00:00:00,186.535\n2012-12-02T00:00:00,168.906\n2012-12-03T00:00:00,167.019\n2012-12-04T00:00:00,189.158\n2012-12-05T00:00:00,265.866\n2012-12-06T00:00:00,333.431\n2012-12-07T00:00:00,314.269\n2012-12-08T00:00:00,375.087\n2012-12-09T00:00:00,338.819\n2012-12-10T00:00:00,345.233\n2012-12-11T00:00:00,343.531\n2012-12-12T00:00:00,329.257\n2012-12-13T00:00:00,331.556\n2012-12-14T00:00:00,363.818\n2012-12-15T00:00:00,377.021\n2012-12-16T00:00:00,434.99\n2012-12-17T00:00:00,480.498\n2012-12-18T00:00:00,554.529\n2012-12-19T00:00:00,577.124\n2012-12-20T00:00:00,641.736\n2012-12-21T00:00:00,677.097\n2012-12-22T00:00:00,742.25\n2012-12-23T00:00:00,795.406\n2012-12-24T00:00:00,876.854\n2012-12-25T00:00:00,845.667\n2012-12-26T00:00:00,788.455\n2012-12-27T00:00:00,752.976\n2012-12-28T00:00:00,784.007\n2012-12-29T00:00:00,844.712\n2012-12-30T00:00:00,869.462\n2012-12-31T00:00:00,852.153\n2013-01-01T00:00:00,836.583\n2013-01-02T00:00:00,859.785\n2013-01-03T00:00:00,855.201\n2013-01-04T00:00:00,839.243\n2013-01-05T00:00:00,786.559\n2013-01-06T00:00:00,779.391\n2013-01-07T00:00:00,746.637\n2013-01-08T00:00:00,718.069\n2013-01-09T00:00:00,672.132\n2013-01-10T00:00:00,631.606\n2013-01-11T00:00:00,624.55\n2013-01-12T00:00:00,641.657\n2013-01-13T00:00:00,688.733\n2013-01-14T00:00:00,645.403\n2013-01-15T00:00:00,592.307\n2013-01-16T00:00:00,563.268\n2013-01-17T00:00:00,493.286\n2013-01-18T00:00:00,460.344\n2013-01-19T00:00:00,461.705\n2013-01-20T00:00:00,447.552\n2013-01-21T00:00:00,487.951\n2013-01-22T00:00:00,556.167\n2013-01-23T00:00:00,579.372\n2013-01-24T00:00:00,585.639\n2013-01-25T00:00:00,582.75\n2013-01-26T00:00:00,560.726\n2013-01-27T00:00:00,532.979\n2013-01-28T00:00:00,579.83\n2013-01-29T00:00:00,608.267\n2013-01-30T00:00:00,632.527\n2013-01-31T00:00:00,661.807\n2013-02-01T00:00:00,714.983\n2013-02-02T00:00:00,859.802\n2013-02-03T00:00:00,1000.831\n2013-02-04T00:00:00,1050.944\n2013-02-05T00:00:00,1094.478\n2013-02-06T00:00:00,1130.242\n2013-02-07T00:00:00,1138.479\n2013-02-08T00:00:00,1150.114\n2013-02-09T00:00:00,1154.701\n2013-02-10T00:00:00,1148.181\n2013-02-11T00:00:00,1144.612\n2013-02-12T00:00:00,1147.633\n2013-02-13T00:00:00,1145.466\n2013-02-14T00:00:00,1103.951\n2013-02-15T00:00:00,1028.536\n2013-02-16T00:00:00,977.104\n2013-02-17T00:00:00,949.625\n2013-02-18T00:00:00,906.641\n2013-02-19T00:00:00,832.526\n2013-02-20T00:00:00,784.182\n2013-02-21T00:00:00,746.963\n2013-02-22T00:00:00,698.521\n2013-02-23T00:00:00,691.323\n2013-02-24T00:00:00,667.271\n2013-02-25T00:00:00,631.788\n2013-02-26T00:00:00,606.757\n2013-02-27T00:00:00,581.919\n2013-02-28T00:00:00,544.14\n2013-03-01T00:00:00,548.52\n2013-03-02T00:00:00,536.44\n2013-03-03T00:00:00,500.422\n2013-03-04T00:00:00,478.965\n2013-03-05T00:00:00,430.779\n2013-03-06T00:00:00,415.635\n2013-03-07T00:00:00,373.829\n2013-03-08T00:00:00,383.878\n2013-03-09T00:00:00,383.184\n2013-03-10T00:00:00,391.854\n2013-03-11T00:00:00,405.503\n2013-03-12T00:00:00,501.722\n2013-03-13T00:00:00,592.76\n2013-03-14T00:00:00,572.204\n2013-03-15T00:00:00,545.844\n2013-03-16T00:00:00,493.895\n2013-03-17T00:00:00,486.886\n2013-03-18T00:00:00,491.536\n2013-03-19T00:00:00,574.707\n2013-03-20T00:00:00,662.898\n2013-03-21T00:00:00,694.693\n2013-03-22T00:00:00,691.028\n2013-03-23T00:00:00,674.707\n2013-03-24T00:00:00,644.943\n2013-03-25T00:00:00,638.191\n2013-03-26T00:00:00,618.021\n2013-03-27T00:00:00,581.642\n2013-03-28T00:00:00,555.675\n2013-03-29T00:00:00,517.805\n2013-03-30T00:00:00,466.705\n2013-03-31T00:00:00,468.406\n2013-04-01T00:00:00,428.365\n2013-04-02T00:00:00,413.602\n2013-04-03T00:00:00,382.335\n2013-04-04T00:00:00,377.603\n2013-04-05T00:00:00,356.852\n2013-04-06T00:00:00,333.726\n2013-04-07T00:00:00,334.062\n2013-04-08T00:00:00,315.517\n2013-04-09T00:00:00,321.881\n2013-04-10T00:00:00,347.861\n2013-04-11T00:00:00,428.929\n2013-04-12T00:00:00,481.943\n2013-04-13T00:00:00,651.436\n2013-04-14T00:00:00,773.642\n2013-04-15T00:00:00,746.622\n2013-04-16T00:00:00,669.115\n2013-04-17T00:00:00,613.028\n2013-04-18T00:00:00,597.83\n2013-04-19T00:00:00,570.067\n2013-04-20T00:00:00,536.801\n2013-04-21T00:00:00,468.132\n2013-04-22T00:00:00,465.147\n2013-04-23T00:00:00,431.648\n2013-04-24T00:00:00,398.502\n2013-04-25T00:00:00,378.4\n2013-04-26T00:00:00,355.955\n2013-04-27T00:00:00,370.785\n2013-04-28T00:00:00,418.69\n2013-04-29T00:00:00,469.902\n2013-04-30T00:00:00,521.402\n2013-05-01T00:00:00,568.722\n2013-05-02T00:00:00,697.878\n2013-05-03T00:00:00,821.743\n2013-05-04T00:00:00,853.201\n2013-05-05T00:00:00,897.76\n2013-05-06T00:00:00,945.517\n2013-05-07T00:00:00,959.396\n2013-05-08T00:00:00,986.26\n2013-05-09T00:00:00,931.399\n2013-05-10T00:00:00,788.01\n2013-05-11T00:00:00,765.233\n2013-05-12T00:00:00,764.809\n2013-05-13T00:00:00,769.524\n2013-05-14T00:00:00,755.701\n2013-05-15T00:00:00,728.729\n2013-05-16T00:00:00,693.514\n2013-05-17T00:00:00,706.674\n2013-05-18T00:00:00,718.821\n2013-05-19T00:00:00,694.262\n2013-05-20T00:00:00,680.632\n2013-05-21T00:00:00,772.106\n2013-05-22T00:00:00,866.994\n2013-05-23T00:00:00,908.887\n2013-05-24T00:00:00,914.915\n2013-05-25T00:00:00,922.264\n2013-05-26T00:00:00,867.42\n2013-05-27T00:00:00,858.872\n2013-05-28T00:00:00,848.83\n2013-05-29T00:00:00,811.177\n2013-05-30T00:00:00,833.948\n2013-05-31T00:00:00,849.088\n2013-06-01T00:00:00,862.12\n2013-06-02T00:00:00,827.054\n2013-06-03T00:00:00,779.739\n2013-06-04T00:00:00,717.139\n2013-06-05T00:00:00,653.057\n2013-06-06T00:00:00,627.248\n2013-06-07T00:00:00,582.054\n2013-06-08T00:00:00,576.872\n2013-06-09T00:00:00,639.719\n2013-06-10T00:00:00,605.715\n2013-06-11T00:00:00,559.473\n2013-06-12T00:00:00,512.742\n2013-06-13T00:00:00,455.42\n2013-06-14T00:00:00,437.906\n2013-06-15T00:00:00,434.963\n2013-06-16T00:00:00,411.858\n2013-06-17T00:00:00,411.065\n2013-06-18T00:00:00,362.152\n2013-06-19T00:00:00,410.762\n2013-06-20T00:00:00,498.795\n2013-06-21T00:00:00,513.852\n2013-06-22T00:00:00,508.717\n2013-06-23T00:00:00,512.597\n2013-06-24T00:00:00,500.729\n2013-06-25T00:00:00,494.545\n2013-06-26T00:00:00,438.726\n2013-06-27T00:00:00,416.319\n2013-06-28T00:00:00,396.962\n2013-06-29T00:00:00,402.541\n2013-06-30T00:00:00,387.681\n2013-07-01T00:00:00,357.435\n2013-07-02T00:00:00,341.992\n2013-07-03T00:00:00,315.477\n2013-07-04T00:00:00,306.836\n2013-07-05T00:00:00,305.604\n2013-07-06T00:00:00,326.545\n2013-07-07T00:00:00,319.41\n2013-07-08T00:00:00,305.605\n2013-07-09T00:00:00,277.173\n2013-07-10T00:00:00,253.448\n2013-07-11T00:00:00,233.471\n2013-07-12T00:00:00,242.407\n2013-07-13T00:00:00,228.962\n2013-07-14T00:00:00,227.601\n2013-07-15T00:00:00,227.541\n2013-07-16T00:00:00,217.397\n2013-07-17T00:00:00,203.943\n2013-07-18T00:00:00,200.524\n2013-07-19T00:00:00,197.805\n2013-07-20T00:00:00,194.718\n2013-07-21T00:00:00,193.024\n2013-07-22T00:00:00,191.67\n2013-07-23T00:00:00,193.646\n2013-07-24T00:00:00,192.5\n2013-07-25T00:00:00,187.553\n2013-07-26T00:00:00,216.12\n2013-07-27T00:00:00,245.691\n2013-07-28T00:00:00,220.506\n2013-07-29T00:00:00,218.38\n2013-07-30T00:00:00,192.468\n2013-07-31T00:00:00,190.778\n2013-08-01T00:00:00,188.365\n2013-08-02T00:00:00,183.25\n2013-08-03T00:00:00,180.847\n2013-08-04T00:00:00,178.161\n2013-08-05T00:00:00,172.808\n2013-08-06T00:00:00,163.638\n2013-08-07T00:00:00,186.243\n2013-08-08T00:00:00,204.33\n2013-08-09T00:00:00,194.365\n2013-08-10T00:00:00,189.354\n2013-08-11T00:00:00,185.983\n2013-08-12T00:00:00,179.431\n2013-08-13T00:00:00,178.17\n2013-08-14T00:00:00,176.086\n2013-08-15T00:00:00,171.22\n2013-08-16T00:00:00,169.469\n2013-08-17T00:00:00,167.47\n2013-08-18T00:00:00,164.589\n2013-08-19T00:00:00,164.955\n2013-08-20T00:00:00,159.326\n2013-08-21T00:00:00,155.135\n2013-08-22T00:00:00,143.726\n2013-08-23T00:00:00,153.642\n2013-08-24T00:00:00,152.967\n2013-08-25T00:00:00,185.148\n2013-08-26T00:00:00,171.469\n2013-08-27T00:00:00,173.661\n2013-08-28T00:00:00,180.151\n2013-08-29T00:00:00,164.635\n2013-08-30T00:00:00,164.812\n2013-08-31T00:00:00,166.889\n2013-09-01T00:00:00,165.247\n2013-09-02T00:00:00,174.719\n2013-09-03T00:00:00,199.273\n2013-09-04T00:00:00,165.257\n2013-09-05T00:00:00,165.236\n2013-09-06T00:00:00,173.37\n2013-09-07T00:00:00,159.63\n2013-09-08T00:00:00,162.259\n2013-09-09T00:00:00,181.474\n2013-09-10T00:00:00,166.42\n2013-09-11T00:00:00,167.122\n2013-09-12T00:00:00,164.888\n2013-09-13T00:00:00,164.626\n2013-09-14T00:00:00,180.104\n2013-09-15T00:00:00,224.009\n2013-09-16T00:00:00,220.9\n2013-09-17T00:00:00,219.521\n2013-09-18T00:00:00,230.66\n2013-09-19T00:00:00,235.837\n2013-09-20T00:00:00,235.865\n2013-09-21T00:00:00,228.229\n2013-09-22T00:00:00,242.295\n2013-09-23T00:00:00,249.529\n2013-09-24T00:00:00,233.905\n2013-09-25T00:00:00,226.997\n2013-09-26T00:00:00,216.149\n2013-09-27T00:00:00,211.924\n2013-09-28T00:00:00,210.035\n2013-09-29T00:00:00,237.076\n2013-09-30T00:00:00,230.34\n2013-10-01T00:00:00,214.486\n2013-10-02T00:00:00,213.587\n2013-10-03T00:00:00,209.368\n2013-10-04T00:00:00,208.222\n2013-10-05T00:00:00,212.651\n2013-10-06T00:00:00,262.641\n2013-10-07T00:00:00,250.396\n2013-10-08T00:00:00,297.747\n2013-10-09T00:00:00,305.153\n2013-10-10T00:00:00,303.536\n2013-10-11T00:00:00,308.342\n2013-10-12T00:00:00,312.896\n2013-10-13T00:00:00,312.932\n2013-10-14T00:00:00,341.752\n2013-10-15T00:00:00,363.228\n2013-10-16T00:00:00,411.458\n2013-10-17T00:00:00,451.826\n2013-10-18T00:00:00,465.06\n2013-10-19T00:00:00,461.781\n2013-10-20T00:00:00,442.402\n2013-10-21T00:00:00,449.522\n2013-10-22T00:00:00,476.479\n2013-10-23T00:00:00,486.899\n2013-10-24T00:00:00,536.885\n2013-10-25T00:00:00,574.146\n2013-10-26T00:00:00,556.951\n2013-10-27T00:00:00,609.586\n2013-10-28T00:00:00,646.605\n2013-10-29T00:00:00,664.321\n2013-10-30T00:00:00,648.585\n2013-10-31T00:00:00,610.167\n2013-11-01T00:00:00,612.941\n2013-11-02T00:00:00,652.61\n2013-11-03T00:00:00,665.876\n2013-11-04T00:00:00,717.46\n2013-11-05T00:00:00,781.602\n2013-11-06T00:00:00,807.722\n2013-11-07T00:00:00,839.103\n2013-11-08T00:00:00,855.248\n2013-11-09T00:00:00,866.062\n2013-11-10T00:00:00,978.915\n2013-11-11T00:00:00,1019.971\n2013-11-12T00:00:00,1053.605\n2013-11-13T00:00:00,1053.497\n2013-11-14T00:00:00,1004.309\n2013-11-15T00:00:00,927.481\n2013-11-16T00:00:00,932.191\n2013-11-17T00:00:00,928.712\n2013-11-18T00:00:00,909.59\n2013-11-19T00:00:00,877.526\n2013-11-20T00:00:00,845.367\n2013-11-21T00:00:00,835.067\n2013-11-22T00:00:00,864.832\n2013-11-23T00:00:00,874.412\n2013-11-24T00:00:00,828.281\n2013-11-25T00:00:00,799.244\n2013-11-26T00:00:00,764.764\n2013-11-27T00:00:00,733.476\n2013-11-28T00:00:00,710.656\n2013-11-29T00:00:00,693.049\n2013-11-30T00:00:00,663.549\n2013-12-01T00:00:00,665.753\n2013-12-02T00:00:00,661.025\n2013-12-03T00:00:00,638.065\n2013-12-04T00:00:00,622.618\n2013-12-05T00:00:00,595.84\n2013-12-06T00:00:00,578.021\n2013-12-07T00:00:00,558.572\n2013-12-08T00:00:00,554.54\n2013-12-09T00:00:00,540.955\n2013-12-10T00:00:00,505.034\n2013-12-11T00:00:00,469.176\n2013-12-12T00:00:00,487.178\n2013-12-13T00:00:00,473.099\n2013-12-14T00:00:00,455.379\n2013-12-15T00:00:00,437.296\n2013-12-16T00:00:00,422.885\n2013-12-17T00:00:00,380.49\n2013-12-18T00:00:00,375.392\n2013-12-19T00:00:00,360.832\n2013-12-20T00:00:00,334.236\n2013-12-21T00:00:00,334.321\n2013-12-22T00:00:00,335.959\n2013-12-23T00:00:00,347.948\n2013-12-24T00:00:00,360.723\n2013-12-25T00:00:00,498.538\n2013-12-26T00:00:00,699.565\n2013-12-27T00:00:00,684.575\n2013-12-28T00:00:00,663.217\n2013-12-29T00:00:00,641.178\n2013-12-30T00:00:00,655.45\n2013-12-31T00:00:00,639.552\n2014-01-01T00:00:00,602.801\n2014-01-02T00:00:00,567.384\n2014-01-03T00:00:00,592.089\n2014-01-04T00:00:00,629.477\n2014-01-05T00:00:00,611.403\n2014-01-06T00:00:00,624.013\n2014-01-07T00:00:00,647.687\n2014-01-08T00:00:00,642.454\n2014-01-09T00:00:00,613.621\n2014-01-10T00:00:00,590.212\n2014-01-11T00:00:00,572.312\n2014-01-12T00:00:00,545.563\n2014-01-13T00:00:00,520.136\n2014-01-14T00:00:00,494.084\n2014-01-15T00:00:00,473.62\n2014-01-16T00:00:00,501.501\n2014-01-17T00:00:00,521.122\n2014-01-18T00:00:00,519.639\n2014-01-19T00:00:00,486.011\n2014-01-20T00:00:00,451.257\n2014-01-21T00:00:00,522.546\n2014-01-22T00:00:00,629.959\n2014-01-23T00:00:00,673.006\n2014-01-24T00:00:00,668.191\n2014-01-25T00:00:00,667.524\n2014-01-26T00:00:00,669.206\n2014-01-27T00:00:00,681.479\n2014-01-28T00:00:00,754.47\n2014-01-29T00:00:00,744.123\n2014-01-30T00:00:00,715.592\n2014-01-31T00:00:00,701.401\n2014-02-01T00:00:00,703.899\n2014-02-02T00:00:00,755.917\n2014-02-03T00:00:00,740.766\n2014-02-04T00:00:00,691.858\n2014-02-05T00:00:00,652.535\n2014-02-06T00:00:00,627.241\n2014-02-07T00:00:00,646.725\n2014-02-08T00:00:00,629.683\n2014-02-09T00:00:00,601.687\n2014-02-10T00:00:00,599.133\n2014-02-11T00:00:00,586.688\n2014-02-12T00:00:00,579.424\n2014-02-13T00:00:00,623.964\n2014-02-14T00:00:00,702.964\n2014-02-15T00:00:00,784.116\n2014-02-16T00:00:00,802.723\n2014-02-17T00:00:00,780.458\n2014-02-18T00:00:00,757.45\n2014-02-19T00:00:00,710.957\n2014-02-20T00:00:00,675.383\n2014-02-21T00:00:00,650.009\n2014-02-22T00:00:00,620.838\n2014-02-23T00:00:00,658.379\n2014-02-24T00:00:00,729.191\n2014-02-25T00:00:00,733.299\n2014-02-26T00:00:00,674.293\n2014-02-27T00:00:00,627.482\n2014-02-28T00:00:00,649.757\n2014-03-01T00:00:00,770.732\n2014-03-02T00:00:00,802.174\n2014-03-03T00:00:00,818.855\n2014-03-04T00:00:00,813.668\n2014-03-05T00:00:00,752.292\n2014-03-06T00:00:00,676.538\n2014-03-07T00:00:00,625.545\n2014-03-08T00:00:00,585.124\n2014-03-09T00:00:00,557.135\n2014-03-10T00:00:00,535.535\n2014-03-11T00:00:00,494.451\n2014-03-12T00:00:00,479.841\n2014-03-13T00:00:00,445.566\n2014-03-14T00:00:00,413.645\n2014-03-15T00:00:00,394.014\n2014-03-16T00:00:00,396.446\n2014-03-17T00:00:00,391.677\n2014-03-18T00:00:00,373.645\n2014-03-19T00:00:00,356.597\n2014-03-20T00:00:00,347.903\n2014-03-21T00:00:00,341.128\n2014-03-22T00:00:00,335.861\n2014-03-23T00:00:00,325.875\n2014-03-24T00:00:00,330.375\n2014-03-25T00:00:00,336.999\n2014-03-26T00:00:00,326.765\n2014-03-27T00:00:00,310.719\n2014-03-28T00:00:00,302.347\n2014-03-29T00:00:00,293.024\n2014-03-30T00:00:00,287.125\n2014-03-31T00:00:00,270.281\n2014-04-01T00:00:00,268.354\n2014-04-02T00:00:00,267.684\n2014-04-03T00:00:00,273.878\n2014-04-04T00:00:00,258.462\n2014-04-05T00:00:00,249.594\n2014-04-06T00:00:00,249.214\n2014-04-07T00:00:00,251.798\n2014-04-08T00:00:00,232.245\n2014-04-09T00:00:00,226.264\n2014-04-10T00:00:00,227.024\n2014-04-11T00:00:00,222.726\n2014-04-12T00:00:00,213.653\n2014-04-13T00:00:00,214.302\n2014-04-14T00:00:00,211.809\n2014-04-15T00:00:00,205.573\n2014-04-16T00:00:00,196.868\n2014-04-17T00:00:00,205.802\n2014-04-18T00:00:00,196.656\n2014-04-19T00:00:00,195.756\n2014-04-20T00:00:00,195.172\n2014-04-21T00:00:00,194.538\n2014-04-22T00:00:00,202.289\n2014-04-23T00:00:00,197.624\n2014-04-24T00:00:00,186.035\n2014-04-25T00:00:00,215.52\n2014-04-26T00:00:00,202.495\n2014-04-27T00:00:00,203.222\n2014-04-28T00:00:00,199.042\n2014-04-29T00:00:00,197.819\n2014-04-30T00:00:00,248.528\n2014-05-01T00:00:00,278.916\n2014-05-02T00:00:00,293.109\n2014-05-03T00:00:00,275.637\n2014-05-04T00:00:00,237.328\n2014-05-05T00:00:00,220.094\n2014-05-06T00:00:00,198.785\n2014-05-07T00:00:00,195.326\n2014-05-08T00:00:00,192.167\n2014-05-09T00:00:00,188.716\n2014-05-10T00:00:00,187.715\n2014-05-11T00:00:00,190.554\n2014-05-12T00:00:00,187.991\n2014-05-13T00:00:00,173.174\n2014-05-14T00:00:00,173.153\n2014-05-15T00:00:00,163.055\n2014-05-16T00:00:00,168.955\n2014-05-17T00:00:00,166.836\n2014-05-18T00:00:00,160.487\n2014-05-19T00:00:00,158.431\n2014-05-20T00:00:00,161.315\n2014-05-21T00:00:00,179.779\n2014-05-22T00:00:00,188.413\n2014-05-23T00:00:00,169.368\n2014-05-24T00:00:00,177.201\n2014-05-25T00:00:00,171.425\n2014-05-26T00:00:00,175.657\n2014-05-27T00:00:00,170.832\n2014-05-28T00:00:00,166.722\n2014-05-29T00:00:00,160.49\n2014-05-30T00:00:00,159.094\n2014-05-31T00:00:00,142.66\n2014-06-01T00:00:00,137.076\n2014-06-02T00:00:00,143.063\n2014-06-03T00:00:00,132.885\n2014-06-04T00:00:00,171.392\n2014-06-05T00:00:00,154.354\n2014-06-06T00:00:00,147.618\n2014-06-07T00:00:00,133.08\n2014-06-08T00:00:00,146.705\n2014-06-09T00:00:00,148.704\n2014-06-10T00:00:00,190.807\n2014-06-11T00:00:00,168.266\n2014-06-12T00:00:00,140.865\n2014-06-13T00:00:00,124.554\n2014-06-14T00:00:00,113.441\n2014-06-15T00:00:00,112.556\n2014-06-16T00:00:00,112.708\n2014-06-17T00:00:00,106.975\n2014-06-18T00:00:00,104.133\n2014-06-19T00:00:00,100.958\n2014-06-20T00:00:00,85.627\n2014-06-21T00:00:00,88.445\n2014-06-22T00:00:00,94.006\n2014-06-23T00:00:00,98.079\n2014-06-24T00:00:00,97.666\n2014-06-25T00:00:00,95.022\n2014-06-26T00:00:00,93.78\n2014-06-27T00:00:00,96.574\n2014-06-28T00:00:00,96.392\n2014-06-29T00:00:00,113.512\n2014-06-30T00:00:00,127.069\n2014-07-01T00:00:00,118.671\n2014-07-02T00:00:00,114.457\n2014-07-03T00:00:00,108.612\n2014-07-04T00:00:00,109.244\n2014-07-05T00:00:00,114.047\n2014-07-06T00:00:00,116.094\n2014-07-07T00:00:00,120.99\n2014-07-08T00:00:00,132.684\n2014-07-09T00:00:00,143.587\n2014-07-10T00:00:00,198.108\n2014-07-11T00:00:00,236.958\n2014-07-12T00:00:00,205.416\n2014-07-13T00:00:00,215.27\n2014-07-14T00:00:00,198.408\n2014-07-15T00:00:00,183.76\n2014-07-16T00:00:00,164.781\n2014-07-17T00:00:00,157.524\n2014-07-18T00:00:00,142.647\n2014-07-19T00:00:00,134.488\n2014-07-20T00:00:00,166.58\n2014-07-21T00:00:00,184.903\n2014-07-22T00:00:00,170.972\n2014-07-23T00:00:00,154.778\n2014-07-24T00:00:00,158.545\n2014-07-25T00:00:00,155.677\n2014-07-26T00:00:00,146.219\n2014-07-27T00:00:00,135.229\n2014-07-28T00:00:00,186.031\n2014-07-29T00:00:00,187.867\n2014-07-30T00:00:00,174.911\n2014-07-31T00:00:00,156.138\n2014-08-01T00:00:00,152.401\n2014-08-02T00:00:00,150.639\n2014-08-03T00:00:00,155.87\n2014-08-04T00:00:00,163.234\n2014-08-05T00:00:00,159.216\n2014-08-06T00:00:00,182.008\n2014-08-07T00:00:00,187.3\n2014-08-08T00:00:00,183.398\n2014-08-09T00:00:00,194.265\n2014-08-10T00:00:00,218.95\n2014-08-11T00:00:00,198.086\n2014-08-12T00:00:00,205.372\n2014-08-13T00:00:00,215.097\n2014-08-14T00:00:00,328.552\n2014-08-15T00:00:00,348.459\n2014-08-16T00:00:00,349.234\n2014-08-17T00:00:00,337.539\n2014-08-18T00:00:00,293.443\n2014-08-19T00:00:00,288.393\n2014-08-20T00:00:00,261.279\n2014-08-21T00:00:00,245.722\n2014-08-22T00:00:00,234.91\n2014-08-23T00:00:00,211.378\n2014-08-24T00:00:00,222.024\n2014-08-25T00:00:00,220.674\n2014-08-26T00:00:00,257.174\n2014-08-27T00:00:00,254.861\n2014-08-28T00:00:00,241.802\n2014-08-29T00:00:00,227.83\n2014-08-30T00:00:00,224.243\n2014-08-31T00:00:00,222.679\n2014-09-01T00:00:00,210.957\n2014-09-02T00:00:00,192.854\n2014-09-03T00:00:00,195.874\n2014-09-04T00:00:00,193.103\n2014-09-05T00:00:00,187.283\n2014-09-06T00:00:00,184.155\n2014-09-07T00:00:00,180.346\n2014-09-08T00:00:00,176.583\n2014-09-09T00:00:00,176.015\n2014-09-10T00:00:00,163.917\n2014-09-11T00:00:00,151.224\n2014-09-12T00:00:00,165.659\n2014-09-13T00:00:00,157.654\n2014-09-14T00:00:00,153.417\n2014-09-15T00:00:00,158.583\n2014-09-16T00:00:00,152.464\n2014-09-17T00:00:00,152.569\n2014-09-18T00:00:00,154.012\n2014-09-19T00:00:00,153.741\n2014-09-20T00:00:00,153.435\n2014-09-21T00:00:00,161.549\n2014-09-22T00:00:00,165.67\n2014-09-23T00:00:00,162.358\n2014-09-24T00:00:00,160.354\n2014-09-25T00:00:00,158.094\n2014-09-26T00:00:00,157.062\n2014-09-27T00:00:00,157.413\n2014-09-28T00:00:00,151.368\n2014-09-29T00:00:00,151.237\n2014-09-30T00:00:00,146.535\n2014-10-01T00:00:00,148.406\n2014-10-02T00:00:00,147.153\n2014-10-03T00:00:00,149.343\n2014-10-04T00:00:00,148.227\n2014-10-05T00:00:00,151.661\n2014-10-06T00:00:00,158.101\n2014-10-07T00:00:00,189.868\n2014-10-08T00:00:00,242.542\n2014-10-09T00:00:00,291.785\n2014-10-10T00:00:00,367.191\n2014-10-11T00:00:00,346.385\n2014-10-12T00:00:00,353.406\n2014-10-13T00:00:00,340.498\n2014-10-14T00:00:00,342.322\n2014-10-15T00:00:00,367.17\n2014-10-16T00:00:00,353.668\n2014-10-17T00:00:00,378.181\n2014-10-18T00:00:00,381.336\n2014-10-19T00:00:00,428.44\n2014-10-20T00:00:00,376.486\n2014-10-21T00:00:00,383.285\n2014-10-22T00:00:00,380.868\n2014-10-23T00:00:00,362.649\n2014-10-24T00:00:00,340.712\n2014-10-25T00:00:00,336.479\n2014-10-26T00:00:00,332.878\n2014-10-27T00:00:00,325.514\n2014-10-28T00:00:00,331.138\n2014-10-29T00:00:00,301.188\n2014-10-30T00:00:00,268.455\n2014-10-31T00:00:00,249.924\n2014-11-01T00:00:00,251.051\n2014-11-02T00:00:00,234.391\n2014-11-03T00:00:00,209.567\n2014-11-04T00:00:00,252.033\n2014-11-05T00:00:00,278.724\n2014-11-06T00:00:00,386.479\n2014-11-07T00:00:00,458.997\n2014-11-08T00:00:00,500.036\n2014-11-09T00:00:00,442.62\n2014-11-10T00:00:00,438.299\n2014-11-11T00:00:00,424.191\n2014-11-12T00:00:00,426.785\n2014-11-13T00:00:00,381.222\n2014-11-14T00:00:00,354.563\n2014-11-15T00:00:00,386.525\n2014-11-16T00:00:00,395.502\n2014-11-17T00:00:00,509.938\n2014-11-18T00:00:00,478.858\n2014-11-19T00:00:00,474.333\n2014-11-20T00:00:00,472.833\n2014-11-21T00:00:00,448.764\n2014-11-22T00:00:00,416.84\n2014-11-23T00:00:00,394.542\n2014-11-24T00:00:00,348.856\n2014-11-25T00:00:00,303.095\n2014-11-26T00:00:00,323.576\n2014-11-27T00:00:00,307.806\n2014-11-28T00:00:00,292.104\n2014-11-29T00:00:00,276.049\n2014-11-30T00:00:00,274.337\n2014-12-01T00:00:00,262.455\n2014-12-02T00:00:00,213.708\n2014-12-03T00:00:00,232.769\n2014-12-04T00:00:00,236.8\n2014-12-05T00:00:00,226.456\n2014-12-06T00:00:00,217.667\n2014-12-07T00:00:00,208.785\n2014-12-08T00:00:00,202.785\n2014-12-09T00:00:00,196.259\n2014-12-10T00:00:00,201.06\n2014-12-11T00:00:00,218.76\n2014-12-12T00:00:00,210.617\n2014-12-13T00:00:00,316.366\n2014-12-14T00:00:00,399.32\n2014-12-15T00:00:00,354.115\n2014-12-16T00:00:00,281.987\n2014-12-17T00:00:00,323.323\n2014-12-18T00:00:00,452.225\n2014-12-19T00:00:00,600.509\n2014-12-20T00:00:00,662.425\n2014-12-21T00:00:00,714.669\n2014-12-22T00:00:00,673.873\n2014-12-23T00:00:00,617.126\n2014-12-24T00:00:00,586.255\n2014-12-25T00:00:00,592.712\n2014-12-26T00:00:00,570.969\n2014-12-27T00:00:00,591.574\n2014-12-28T00:00:00,630.513\n2014-12-29T00:00:00,631.59\n2014-12-30T00:00:00,576.098\n2014-12-31T00:00:00,532.818\n2015-01-01T00:00:00,529.938\n2015-01-02T00:00:00,536.794\n2015-01-03T00:00:00,511.472\n2015-01-04T00:00:00,520.473\n2015-01-05T00:00:00,546.671\n2015-01-06T00:00:00,550.26\n2015-01-07T00:00:00,552.751\n2015-01-08T00:00:00,553.572\n2015-01-09T00:00:00,556.615\n2015-01-10T00:00:00,583.337\n2015-01-11T00:00:00,614.538\n2015-01-12T00:00:00,672.662\n2015-01-13T00:00:00,669.243\n2015-01-14T00:00:00,648.675\n2015-01-15T00:00:00,661.948\n2015-01-16T00:00:00,714.156\n2015-01-17T00:00:00,754.347\n2015-01-18T00:00:00,784.295\n2015-01-19T00:00:00,777.902\n2015-01-20T00:00:00,728.194\n2015-01-21T00:00:00,699.401\n2015-01-22T00:00:00,678.22\n2015-01-23T00:00:00,677.861\n2015-01-24T00:00:00,657.167\n2015-01-25T00:00:00,628.533\n2015-01-26T00:00:00,571.046\n2015-01-27T00:00:00,548.438\n2015-01-28T00:00:00,563.07\n2015-01-29T00:00:00,605.896\n2015-01-30T00:00:00,684.091\n2015-01-31T00:00:00,814.066\n2015-02-01T00:00:00,856.93\n2015-02-02T00:00:00,906.721\n2015-02-03T00:00:00,872.456\n2015-02-04T00:00:00,824.617\n2015-02-05T00:00:00,788.221\n2015-02-06T00:00:00,740.147\n2015-02-07T00:00:00,708.082\n2015-02-08T00:00:00,681.85\n2015-02-09T00:00:00,637.86\n2015-02-10T00:00:00,575.307\n2015-02-11T00:00:00,542.602\n2015-02-12T00:00:00,537.096\n2015-02-13T00:00:00,499.882\n2015-02-14T00:00:00,479.903\n2015-02-15T00:00:00,468.188\n2015-02-16T00:00:00,448.474\n2015-02-17T00:00:00,444.849\n2015-02-18T00:00:00,419.465\n2015-02-19T00:00:00,407.27\n2015-02-20T00:00:00,378.088\n2015-02-21T00:00:00,421.69\n2015-02-22T00:00:00,487.266\n2015-02-23T00:00:00,502.587\n2015-02-24T00:00:00,606.049\n2015-02-25T00:00:00,560.071\n2015-02-26T00:00:00,523.275\n2015-02-27T00:00:00,538.417\n2015-02-28T00:00:00,614.256\n2015-03-01T00:00:00,588.045\n2015-03-02T00:00:00,594.223\n2015-03-03T00:00:00,635.905\n2015-03-04T00:00:00,632.264\n2015-03-05T00:00:00,612.125\n2015-03-06T00:00:00,603.628\n2015-03-07T00:00:00,580.066\n2015-03-08T00:00:00,563.759\n2015-03-09T00:00:00,517.408\n2015-03-10T00:00:00,499.889\n2015-03-11T00:00:00,474.6\n2015-03-12T00:00:00,439.195\n2015-03-13T00:00:00,424.885\n2015-03-14T00:00:00,415.258\n2015-03-15T00:00:00,391.503\n2015-03-16T00:00:00,362.239\n2015-03-17T00:00:00,356.962\n2015-03-18T00:00:00,347.49\n2015-03-19T00:00:00,306.966\n2015-03-20T00:00:00,303.556\n2015-03-21T00:00:00,313.785\n2015-03-22T00:00:00,301.846\n2015-03-23T00:00:00,297.345\n2015-03-24T00:00:00,287.702\n2015-03-25T00:00:00,303.79\n2015-03-26T00:00:00,315.475\n2015-03-27T00:00:00,303.282\n2015-03-28T00:00:00,289.602\n2015-03-29T00:00:00,284.584\n2015-03-30T00:00:00,321.823\n2015-03-31T00:00:00,453.621\n2015-04-01T00:00:00,525.753\n2015-04-02T00:00:00,477.59\n2015-04-03T00:00:00,475.921\n2015-04-04T00:00:00,478.898\n2015-04-05T00:00:00,507.219\n2015-04-06T00:00:00,527.216\n2015-04-07T00:00:00,485.389\n2015-04-08T00:00:00,445.169\n2015-04-09T00:00:00,413.291\n2015-04-10T00:00:00,404.105\n2015-04-11T00:00:00,396.332\n2015-04-12T00:00:00,367.708\n2015-04-13T00:00:00,356.847\n2015-04-14T00:00:00,358.155\n2015-04-15T00:00:00,327.314\n2015-04-16T00:00:00,319.497\n2015-04-17T00:00:00,323.331\n2015-04-18T00:00:00,302.19\n2015-04-19T00:00:00,302.971\n2015-04-20T00:00:00,335.575\n2015-04-21T00:00:00,290.159\n2015-04-22T00:00:00,278.838\n2015-04-23T00:00:00,263.863\n2015-04-24T00:00:00,246.918\n2015-04-25T00:00:00,256.284\n2015-04-26T00:00:00,273.13\n2015-04-27T00:00:00,277.895\n2015-04-28T00:00:00,321.058\n2015-04-29T00:00:00,398.635\n2015-04-30T00:00:00,416.054\n2015-05-01T00:00:00,445.046\n2015-05-02T00:00:00,553.159\n2015-05-03T00:00:00,728.263\n2015-05-04T00:00:00,895.544\n2015-05-05T00:00:00,996.035\n2015-05-06T00:00:00,1049.444\n2015-05-07T00:00:00,1048.863\n2015-05-08T00:00:00,1002.525\n2015-05-09T00:00:00,794.818\n2015-05-10T00:00:00,693.464\n2015-05-11T00:00:00,656.674\n2015-05-12T00:00:00,614.196\n2015-05-13T00:00:00,594.939\n2015-05-14T00:00:00,532.049\n2015-05-15T00:00:00,501.686\n2015-05-16T00:00:00,468.972\n2015-05-17T00:00:00,456.493\n2015-05-18T00:00:00,438.4\n2015-05-19T00:00:00,400.05\n2015-05-20T00:00:00,372.93\n2015-05-21T00:00:00,332.013\n2015-05-22T00:00:00,289.669\n2015-05-23T00:00:00,293.133\n2015-05-24T00:00:00,288.659\n2015-05-25T00:00:00,276.433\n2015-05-26T00:00:00,259.628\n2015-05-27T00:00:00,243.08\n2015-05-28T00:00:00,219.697\n2015-05-29T00:00:00,210.102\n2015-05-30T00:00:00,219.016\n2015-05-31T00:00:00,210.52\n2015-06-01T00:00:00,211.781\n2015-06-02T00:00:00,204.333\n2015-06-03T00:00:00,197.366\n2015-06-04T00:00:00,188.08\n2015-06-05T00:00:00,160.222\n2015-06-06T00:00:00,161.828\n2015-06-07T00:00:00,167.621\n2015-06-08T00:00:00,165.571\n2015-06-09T00:00:00,160.671\n2015-06-10T00:00:00,152.571\n2015-06-11T00:00:00,149.38\n2015-06-12T00:00:00,142.091\n2015-06-13T00:00:00,140.626\n2015-06-14T00:00:00,147.749\n2015-06-15T00:00:00,144.633\n2015-06-16T00:00:00,140.855\n2015-06-17T00:00:00,148.859\n2015-06-18T00:00:00,158.949\n2015-06-19T00:00:00,145.827\n2015-06-20T00:00:00,143.474\n2015-06-21T00:00:00,137.675\n2015-06-22T00:00:00,141.635\n2015-06-23T00:00:00,145.094\n2015-06-24T00:00:00,140.228\n2015-06-25T00:00:00,129.247\n2015-06-26T00:00:00,127.508\n2015-06-27T00:00:00,122.279\n2015-06-28T00:00:00,120.679\n2015-06-29T00:00:00,119.838\n2015-06-30T00:00:00,119.649\n2015-07-01T00:00:00,107.562\n2015-07-02T00:00:00,104.193\n2015-07-03T00:00:00,109.903\n2015-07-04T00:00:00,106.809\n2015-07-05T00:00:00,112.075\n2015-07-06T00:00:00,115.658\n2015-07-07T00:00:00,109.188\n2015-07-08T00:00:00,112.561\n2015-07-09T00:00:00,99.665\n2015-07-10T00:00:00,105.067\n2015-07-11T00:00:00,104.979\n2015-07-12T00:00:00,121.746\n2015-07-13T00:00:00,116.212\n2015-07-14T00:00:00,111.194\n2015-07-15T00:00:00,112.597\n2015-07-16T00:00:00,107.776\n2015-07-17T00:00:00,104.985\n2015-07-18T00:00:00,109.092\n2015-07-19T00:00:00,136.262\n2015-07-20T00:00:00,122.768\n2015-07-21T00:00:00,120.351\n2015-07-22T00:00:00,115.147\n2015-07-23T00:00:00,120.703\n2015-07-24T00:00:00,113.01\n2015-07-25T00:00:00,108.78\n2015-07-26T00:00:00,115.949\n2015-07-27T00:00:00,117.928\n2015-07-28T00:00:00,114.094\n2015-07-29T00:00:00,113.234\n2015-07-30T00:00:00,112.325\n2015-07-31T00:00:00,106.548\n2015-08-01T00:00:00,104.724\n2015-08-02T00:00:00,105.586\n2015-08-03T00:00:00,107.245\n2015-08-04T00:00:00,115.177\n2015-08-05T00:00:00,108.0\n2015-08-06T00:00:00,103.497\n2015-08-07T00:00:00,106.571\n2015-08-08T00:00:00,108.045\n2015-08-09T00:00:00,106.845\n2015-08-10T00:00:00,110.426\n2015-08-11T00:00:00,112.455\n2015-08-12T00:00:00,116.045\n2015-08-13T00:00:00,119.617\n2015-08-14T00:00:00,125.297\n2015-08-15T00:00:00,144.725\n2015-08-16T00:00:00,130.462\n2015-08-17T00:00:00,125.319\n2015-08-18T00:00:00,123.406\n2015-08-19T00:00:00,119.916\n2015-08-20T00:00:00,127.042\n2015-08-21T00:00:00,120.701\n2015-08-22T00:00:00,119.71\n2015-08-23T00:00:00,117.817\n2015-08-24T00:00:00,128.32\n2015-08-25T00:00:00,132.639\n2015-08-26T00:00:00,119.802\n2015-08-27T00:00:00,157.808\n2015-08-28T00:00:00,176.101\n2015-08-29T00:00:00,141.446\n2015-08-30T00:00:00,129.845\n2015-08-31T00:00:00,127.247\n2015-09-01T00:00:00,134.803\n2015-09-02T00:00:00,174.257\n2015-09-03T00:00:00,152.997\n2015-09-04T00:00:00,142.475\n2015-09-05T00:00:00,132.922\n2015-09-06T00:00:00,138.445\n2015-09-07T00:00:00,135.173\n2015-09-08T00:00:00,134.964\n2015-09-09T00:00:00,136.531\n2015-09-10T00:00:00,129.915\n2015-09-11T00:00:00,130.107\n2015-09-12T00:00:00,157.186\n2015-09-13T00:00:00,156.782\n2015-09-14T00:00:00,143.27\n2015-09-15T00:00:00,141.367\n2015-09-16T00:00:00,177.898\n2015-09-17T00:00:00,183.871\n2015-09-18T00:00:00,187.701\n2015-09-19T00:00:00,187.579\n2015-09-20T00:00:00,158.63\n2015-09-21T00:00:00,163.726\n2015-09-22T00:00:00,166.633\n2015-09-23T00:00:00,170.386\n2015-09-24T00:00:00,165.494\n2015-09-25T00:00:00,141.771\n2015-09-26T00:00:00,150.901\n2015-09-27T00:00:00,151.951\n2015-09-28T00:00:00,153.502\n2015-09-29T00:00:00,140.06\n2015-09-30T00:00:00,136.494\n2015-10-01T00:00:00,131.702\n2015-10-02T00:00:00,123.59\n2015-10-03T00:00:00,123.956\n2015-10-04T00:00:00,124.139\n2015-10-05T00:00:00,147.407\n2015-10-06T00:00:00,195.593\n2015-10-07T00:00:00,173.164\n2015-10-08T00:00:00,153.04\n2015-10-09T00:00:00,155.063\n2015-10-10T00:00:00,149.661\n2015-10-11T00:00:00,142.467\n2015-10-12T00:00:00,148.752\n2015-10-13T00:00:00,146.433\n2015-10-14T00:00:00,138.01\n2015-10-15T00:00:00,147.364\n2015-10-16T00:00:00,141.468\n2015-10-17T00:00:00,153.473\n2015-10-18T00:00:00,171.214\n2015-10-19T00:00:00,178.356\n2015-10-20T00:00:00,133.29\n2015-10-21T00:00:00,142.887\n2015-10-22T00:00:00,145.394\n2015-10-23T00:00:00,143.109\n2015-10-24T00:00:00,139.239\n2015-10-25T00:00:00,139.538\n2015-10-26T00:00:00,138.915\n2015-10-27T00:00:00,136.242\n2015-10-28T00:00:00,145.83\n2015-10-29T00:00:00,142.968\n2015-10-30T00:00:00,125.623\n2015-10-31T00:00:00,120.749\n2015-11-01T00:00:00,124.891\n2015-11-02T00:00:00,125.229\n2015-11-03T00:00:00,125.178\n2015-11-04T00:00:00,122.979\n2015-11-05T00:00:00,125.216\n2015-11-06T00:00:00,120.338\n2015-11-07T00:00:00,123.764\n2015-11-08T00:00:00,117.108\n2015-11-09T00:00:00,110.024\n2015-11-10T00:00:00,112.841\n2015-11-11T00:00:00,111.756\n2015-11-12T00:00:00,120.514\n2015-11-13T00:00:00,107.875\n2015-11-14T00:00:00,101.303\n2015-11-15T00:00:00,100.359\n2015-11-16T00:00:00,106.557\n2015-11-17T00:00:00,109.269\n2015-11-18T00:00:00,105.993\n2015-11-19T00:00:00,105.508\n2015-11-20T00:00:00,175.916\n2015-11-21T00:00:00,234.223\n2015-11-22T00:00:00,259.344\n2015-11-23T00:00:00,216.663\n2015-11-24T00:00:00,289.009\n2015-11-25T00:00:00,277.26\n2015-11-26T00:00:00,269.899\n2015-11-27T00:00:00,265.535\n2015-11-28T00:00:00,260.369\n2015-11-29T00:00:00,258.605\n2015-11-30T00:00:00,258.91\n2015-12-01T00:00:00,229.251\n2015-12-02T00:00:00,230.167\n2015-12-03T00:00:00,214.887\n2015-12-04T00:00:00,179.234\n2015-12-05T00:00:00,179.549\n2015-12-06T00:00:00,175.983\n2015-12-07T00:00:00,176.526\n2015-12-08T00:00:00,168.166\n2015-12-09T00:00:00,171.281\n2015-12-10T00:00:00,156.191\n2015-12-11T00:00:00,160.593\n2015-12-12T00:00:00,156.598\n2015-12-13T00:00:00,154.436\n2015-12-14T00:00:00,147.223\n2015-12-15T00:00:00,138.291\n2015-12-16T00:00:00,165.789\n2015-12-17T00:00:00,156.458\n2015-12-18T00:00:00,155.757\n2015-12-19T00:00:00,151.11\n2015-12-20T00:00:00,146.875\n2015-12-21T00:00:00,141.875\n2015-12-22T00:00:00,136.375\n2015-12-23T00:00:00,134.415\n2015-12-24T00:00:00,140.816\n2015-12-25T00:00:00,146.173\n2015-12-26T00:00:00,146.618\n2015-12-27T00:00:00,142.355\n2015-12-28T00:00:00,139.879\n2015-12-29T00:00:00,138.928\n2015-12-30T00:00:00,137.38\n2015-12-31T00:00:00,136.569\n2016-01-01T00:00:00,135.952\n2016-01-02T00:00:00,136.146\n2016-01-03T00:00:00,142.052\n2016-01-04T00:00:00,165.461\n2016-01-05T00:00:00,178.415\n2016-01-06T00:00:00,197.826\n2016-01-07T00:00:00,239.79\n2016-01-08T00:00:00,245.097\n2016-01-09T00:00:00,278.029\n2016-01-10T00:00:00,301.818\n2016-01-11T00:00:00,297.213\n2016-01-12T00:00:00,311.336\n2016-01-13T00:00:00,317.17\n2016-01-14T00:00:00,332.197\n2016-01-15T00:00:00,341.851\n2016-01-16T00:00:00,309.926\n2016-01-17T00:00:00,303.343\n2016-01-18T00:00:00,285.987\n2016-01-19T00:00:00,271.93\n2016-01-20T00:00:00,265.563\n2016-01-21T00:00:00,238.48\n2016-01-22T00:00:00,230.624\n2016-01-23T00:00:00,225.11\n2016-01-24T00:00:00,219.73\n2016-01-25T00:00:00,209.854\n2016-01-26T00:00:00,207.573\n2016-01-27T00:00:00,209.473\n2016-01-28T00:00:00,205.544\n2016-01-29T00:00:00,203.592\n2016-01-30T00:00:00,214.342\n2016-01-31T00:00:00,281.611\n2016-02-01T00:00:00,392.574\n2016-02-02T00:00:00,468.147\n2016-02-03T00:00:00,495.458\n2016-02-04T00:00:00,450.498\n2016-02-05T00:00:00,471.758\n2016-02-06T00:00:00,476.021\n2016-02-07T00:00:00,484.141\n2016-02-08T00:00:00,491.957\n2016-02-09T00:00:00,553.866\n2016-02-10T00:00:00,661.029\n2016-02-11T00:00:00,738.637\n2016-02-12T00:00:00,746.387\n2016-02-13T00:00:00,732.148\n2016-02-14T00:00:00,803.923\n2016-02-15T00:00:00,925.626\n2016-02-16T00:00:00,940.485\n2016-02-17T00:00:00,933.923\n2016-02-18T00:00:00,877.451\n2016-02-19T00:00:00,818.851\n2016-02-20T00:00:00,792.322\n2016-02-21T00:00:00,770.903\n2016-02-22T00:00:00,743.753\n2016-02-23T00:00:00,728.763\n2016-02-24T00:00:00,713.888\n2016-02-25T00:00:00,709.275\n2016-02-26T00:00:00,723.315\n2016-02-27T00:00:00,732.113\n2016-02-28T00:00:00,699.96\n2016-02-29T00:00:00,663.144\n2016-03-01T00:00:00,624.576\n2016-03-02T00:00:00,588.146\n2016-03-03T00:00:00,564.543\n2016-03-04T00:00:00,636.136\n2016-03-05T00:00:00,757.956\n2016-03-06T00:00:00,823.589\n2016-03-07T00:00:00,824.656\n2016-03-08T00:00:00,850.215\n2016-03-09T00:00:00,841.114\n2016-03-10T00:00:00,803.095\n2016-03-11T00:00:00,787.833\n2016-03-12T00:00:00,761.414\n2016-03-13T00:00:00,738.134\n2016-03-14T00:00:00,727.701\n2016-03-15T00:00:00,710.361\n2016-03-16T00:00:00,653.818\n2016-03-17T00:00:00,585.669\n2016-03-18T00:00:00,560.985\n2016-03-19T00:00:00,522.153\n2016-03-20T00:00:00,497.127\n2016-03-21T00:00:00,451.24\n2016-03-22T00:00:00,421.499\n2016-03-23T00:00:00,385.534\n2016-03-24T00:00:00,376.789\n2016-03-25T00:00:00,333.731\n2016-03-26T00:00:00,335.419\n2016-03-27T00:00:00,355.68\n2016-03-28T00:00:00,345.472\n2016-03-29T00:00:00,340.256\n2016-03-30T00:00:00,340.466\n2016-03-31T00:00:00,396.339\n2016-04-01T00:00:00,530.354\n2016-04-02T00:00:00,575.698\n2016-04-03T00:00:00,499.34\n2016-04-04T00:00:00,485.873\n2016-04-05T00:00:00,532.62\n2016-04-06T00:00:00,603.296\n2016-04-07T00:00:00,614.894\n2016-04-08T00:00:00,659.559\n2016-04-09T00:00:00,591.366\n2016-04-10T00:00:00,576.587\n2016-04-11T00:00:00,557.958\n2016-04-12T00:00:00,541.723\n2016-04-13T00:00:00,514.151\n2016-04-14T00:00:00,484.425\n2016-04-15T00:00:00,495.482\n2016-04-16T00:00:00,481.063\n2016-04-17T00:00:00,467.267\n2016-04-18T00:00:00,536.656\n2016-04-19T00:00:00,533.015\n2016-04-20T00:00:00,583.901\n2016-04-21T00:00:00,492.229\n2016-04-22T00:00:00,473.601\n2016-04-23T00:00:00,466.268\n2016-04-24T00:00:00,445.152\n2016-04-25T00:00:00,445.914\n2016-04-26T00:00:00,425.59\n2016-04-27T00:00:00,408.174\n2016-04-28T00:00:00,356.168\n2016-04-29T00:00:00,373.548\n2016-04-30T00:00:00,354.62\n2016-05-01T00:00:00,352.126\n2016-05-02T00:00:00,350.683\n2016-05-03T00:00:00,337.796\n2016-05-04T00:00:00,320.508\n2016-05-05T00:00:00,313.404\n2016-05-06T00:00:00,293.351\n2016-05-07T00:00:00,290.633\n2016-05-08T00:00:00,281.628\n2016-05-09T00:00:00,271.994\n2016-05-10T00:00:00,283.262\n2016-05-11T00:00:00,291.067\n2016-05-12T00:00:00,297.248\n2016-05-13T00:00:00,318.569\n2016-05-14T00:00:00,440.022\n2016-05-15T00:00:00,511.995\n2016-05-16T00:00:00,491.147\n2016-05-17T00:00:00,441.837\n2016-05-18T00:00:00,413.212\n2016-05-19T00:00:00,410.065\n2016-05-20T00:00:00,380.639\n2016-05-21T00:00:00,378.278\n2016-05-22T00:00:00,433.143\n2016-05-23T00:00:00,522.061\n2016-05-24T00:00:00,561.896\n2016-05-25T00:00:00,531.929\n2016-05-26T00:00:00,434.251\n2016-05-27T00:00:00,385.598\n2016-05-28T00:00:00,373.005\n2016-05-29T00:00:00,413.157\n2016-05-30T00:00:00,642.423\n2016-05-31T00:00:00,1058.187\n2016-06-01T00:00:00,1253.124\n2016-06-02T00:00:00,1482.884\n2016-06-03T00:00:00,1739.596\n2016-06-04T00:00:00,1745.481\n2016-06-05T00:00:00,1614.499\n2016-06-06T00:00:00,1450.283\n2016-06-07T00:00:00,1271.282\n2016-06-08T00:00:00,1077.61\n2016-06-09T00:00:00,966.841\n2016-06-10T00:00:00,911.651\n2016-06-11T00:00:00,877.922\n2016-06-12T00:00:00,847.961\n2016-06-13T00:00:00,881.158\n2016-06-14T00:00:00,922.506\n2016-06-15T00:00:00,971.181\n2016-06-16T00:00:00,999.114\n2016-06-17T00:00:00,1006.54\n2016-06-18T00:00:00,1025.42\n2016-06-19T00:00:00,1001.845\n2016-06-20T00:00:00,935.887\n2016-06-21T00:00:00,900.395\n2016-06-22T00:00:00,868.842\n2016-06-23T00:00:00,818.352\n2016-06-24T00:00:00,720.714\n2016-06-25T00:00:00,681.607\n2016-06-26T00:00:00,688.177\n2016-06-27T00:00:00,701.717\n2016-06-28T00:00:00,655.738\n2016-06-29T00:00:00,623.852\n2016-06-30T00:00:00,547.257\n2016-07-01T00:00:00,524.954\n2016-07-02T00:00:00,494.524\n2016-07-03T00:00:00,455.166\n2016-07-04T00:00:00,441.849\n2016-07-05T00:00:00,408.028\n2016-07-06T00:00:00,370.123\n2016-07-07T00:00:00,362.631\n2016-07-08T00:00:00,343.988\n2016-07-09T00:00:00,327.843\n2016-07-10T00:00:00,325.298\n2016-07-11T00:00:00,326.494\n2016-07-12T00:00:00,304.893\n2016-07-13T00:00:00,329.224\n2016-07-14T00:00:00,298.895\n2016-07-15T00:00:00,320.074\n2016-07-16T00:00:00,317.383\n2016-07-17T00:00:00,308.013\n2016-07-18T00:00:00,304.566\n2016-07-19T00:00:00,282.721\n2016-07-20T00:00:00,277.506\n2016-07-21T00:00:00,266.321\n2016-07-22T00:00:00,256.22\n2016-07-23T00:00:00,258.627\n2016-07-24T00:00:00,271.801\n2016-07-25T00:00:00,273.485\n2016-07-26T00:00:00,271.451\n2016-07-27T00:00:00,259.949\n2016-07-28T00:00:00,257.959\n2016-07-29T00:00:00,256.576\n2016-07-30T00:00:00,251.058\n2016-07-31T00:00:00,251.647\n2016-08-01T00:00:00,253.192\n2016-08-02T00:00:00,255.083\n2016-08-03T00:00:00,251.508\n2016-08-04T00:00:00,255.056\n2016-08-05T00:00:00,251.547\n2016-08-06T00:00:00,249.266\n2016-08-07T00:00:00,245.084\n2016-08-08T00:00:00,243.352\n2016-08-09T00:00:00,239.173\n2016-08-10T00:00:00,234.291\n2016-08-11T00:00:00,225.724\n2016-08-12T00:00:00,226.327\n2016-08-13T00:00:00,228.138\n2016-08-14T00:00:00,225.947\n2016-08-15T00:00:00,222.487\n2016-08-16T00:00:00,219.791\n2016-08-17T00:00:00,203.659\n2016-08-18T00:00:00,238.827\n2016-08-19T00:00:00,220.237\n2016-08-20T00:00:00,206.244\n2016-08-21T00:00:00,211.234\n2016-08-22T00:00:00,211.172\n2016-08-23T00:00:00,208.392\n2016-08-24T00:00:00,206.829\n2016-08-25T00:00:00,203.874\n2016-08-26T00:00:00,199.834\n2016-08-27T00:00:00,198.422\n2016-08-28T00:00:00,193.745\n2016-08-29T00:00:00,192.04\n2016-08-30T00:00:00,187.304\n2016-08-31T00:00:00,182.851\n2016-09-01T00:00:00,181.849\n2016-09-02T00:00:00,176.764\n2016-09-03T00:00:00,178.68\n2016-09-04T00:00:00,176.822\n2016-09-05T00:00:00,181.648\n2016-09-06T00:00:00,190.135\n2016-09-07T00:00:00,186.439\n2016-09-08T00:00:00,182.52\n2016-09-09T00:00:00,178.519\n2016-09-10T00:00:00,171.45\n2016-09-11T00:00:00,173.442\n2016-09-12T00:00:00,192.712\n2016-09-13T00:00:00,195.674\n2016-09-14T00:00:00,171.56\n2016-09-15T00:00:00,207.966\n2016-09-16T00:00:00,195.95\n2016-09-17T00:00:00,197.637\n2016-09-18T00:00:00,190.115\n2016-09-19T00:00:00,195.466\n2016-09-20T00:00:00,194.781\n2016-09-21T00:00:00,198.339\n2016-09-22T00:00:00,197.278\n2016-09-23T00:00:00,195.239\n2016-09-24T00:00:00,190.071\n2016-09-25T00:00:00,189.341\n2016-09-26T00:00:00,184.141\n2016-09-27T00:00:00,171.572\n2016-09-28T00:00:00,171.881\n2016-09-29T00:00:00,170.597\n2016-09-30T00:00:00,167.708\n2016-10-01T00:00:00,176.483\n2016-10-02T00:00:00,201.479\n2016-10-03T00:00:00,180.936\n2016-10-04T00:00:00,184.585\n2016-10-05T00:00:00,183.184\n2016-10-06T00:00:00,158.988\n2016-10-07T00:00:00,166.926\n2016-10-08T00:00:00,151.862\n2016-10-09T00:00:00,153.027\n2016-10-10T00:00:00,174.062\n2016-10-11T00:00:00,166.081\n2016-10-12T00:00:00,169.694\n2016-10-13T00:00:00,170.153\n2016-10-14T00:00:00,175.437\n2016-10-15T00:00:00,184.651\n2016-10-16T00:00:00,181.502\n2016-10-17T00:00:00,176.859\n2016-10-18T00:00:00,178.471\n2016-10-19T00:00:00,177.915\n2016-10-20T00:00:00,178.564\n2016-10-21T00:00:00,177.383\n2016-10-22T00:00:00,177.013\n2016-10-23T00:00:00,180.002\n2016-10-24T00:00:00,195.912\n2016-10-25T00:00:00,223.583\n2016-10-26T00:00:00,196.027\n2016-10-27T00:00:00,198.858\n2016-10-28T00:00:00,205.309\n2016-10-29T00:00:00,189.848\n2016-10-30T00:00:00,222.806\n2016-10-31T00:00:00,233.549\n2016-11-01T00:00:00,242.643\n2016-11-02T00:00:00,208.977\n2016-11-03T00:00:00,208.092\n2016-11-04T00:00:00,169.439\n2016-11-05T00:00:00,204.595\n2016-11-06T00:00:00,192.224\n2016-11-07T00:00:00,199.986\n2016-11-08T00:00:00,207.078\n2016-11-09T00:00:00,223.487\n2016-11-10T00:00:00,226.914\n2016-11-11T00:00:00,232.671\n2016-11-12T00:00:00,239.857\n2016-11-13T00:00:00,270.516\n2016-11-14T00:00:00,271.083\n2016-11-15T00:00:00,285.56\n2016-11-16T00:00:00,278.485\n2016-11-17T00:00:00,259.465\n2016-11-18T00:00:00,251.368\n2016-11-19T00:00:00,251.894\n2016-11-20T00:00:00,269.304\n2016-11-21T00:00:00,288.283\n2016-11-22T00:00:00,307.41\n2016-11-23T00:00:00,374.756\n2016-11-24T00:00:00,454.248\n2016-11-25T00:00:00,521.005\n2016-11-26T00:00:00,556.733\n2016-11-27T00:00:00,463.546\n2016-11-28T00:00:00,416.108\n2016-11-29T00:00:00,366.985\n2016-11-30T00:00:00,344.257\n2016-12-01T00:00:00,290.154\n2016-12-02T00:00:00,290.107\n2016-12-03T00:00:00,272.407\n2016-12-04T00:00:00,263.112\n2016-12-05T00:00:00,233.868\n2016-12-06T00:00:00,226.198\n2016-12-07T00:00:00,224.61\n2016-12-08T00:00:00,208.136\n2016-12-09T00:00:00,200.329\n2016-12-10T00:00:00,196.938\n2016-12-11T00:00:00,192.742\n2016-12-12T00:00:00,191.735\n2016-12-13T00:00:00,187.157\n2016-12-14T00:00:00,187.023\n2016-12-15T00:00:00,169.579\n2016-12-16T00:00:00,170.29\n2016-12-17T00:00:00,177.066\n2016-12-18T00:00:00,171.682\n2016-12-19T00:00:00,170.969\n2016-12-20T00:00:00,167.077\n2016-12-21T00:00:00,163.042\n2016-12-22T00:00:00,192.941\n2016-12-23T00:00:00,177.027\n2016-12-24T00:00:00,171.19\n2016-12-25T00:00:00,174.389\n2016-12-26T00:00:00,175.702\n2016-12-27T00:00:00,173.611\n2016-12-28T00:00:00,165.049\n2016-12-29T00:00:00,161.706\n2016-12-30T00:00:00,158.857\n2016-12-31T00:00:00,154.309\n2017-01-01T00:00:00,157.147\n2017-01-02T00:00:00,156.626\n2017-01-03T00:00:00,145.707\n2017-01-04T00:00:00,152.313\n2017-01-05T00:00:00,148.551\n2017-01-06T00:00:00,141.797\n2017-01-07T00:00:00,143.815\n2017-01-08T00:00:00,145.351\n2017-01-09T00:00:00,147.802\n2017-01-10T00:00:00,163.567\n2017-01-11T00:00:00,163.956\n2017-01-12T00:00:00,173.333\n2017-01-13T00:00:00,221.592\n2017-01-14T00:00:00,203.66\n2017-01-15T00:00:00,218.741\n2017-01-16T00:00:00,232.506\n2017-01-17T00:00:00,222.568\n2017-01-18T00:00:00,224.825\n2017-01-19T00:00:00,212.793\n2017-01-20T00:00:00,195.93\n2017-01-21T00:00:00,185.819\n2017-01-22T00:00:00,180.406\n2017-01-23T00:00:00,174.813\n2017-01-24T00:00:00,158.805\n2017-01-25T00:00:00,164.179\n2017-01-26T00:00:00,164.299\n2017-01-27T00:00:00,162.305\n2017-01-28T00:00:00,168.035\n2017-01-29T00:00:00,165.587\n2017-01-30T00:00:00,162.45\n2017-01-31T00:00:00,175.222\n2017-02-01T00:00:00,184.766\n2017-02-02T00:00:00,224.904\n2017-02-03T00:00:00,239.614\n2017-02-04T00:00:00,269.763\n2017-02-05T00:00:00,274.931\n2017-02-06T00:00:00,335.185\n2017-02-07T00:00:00,352.61\n2017-02-08T00:00:00,334.573\n2017-02-09T00:00:00,323.111\n2017-02-10T00:00:00,300.104\n2017-02-11T00:00:00,297.418\n2017-02-12T00:00:00,286.45\n2017-02-13T00:00:00,273.391\n2017-02-14T00:00:00,251.63\n2017-02-15T00:00:00,270.22\n2017-02-16T00:00:00,254.525\n2017-02-17T00:00:00,252.867\n2017-02-18T00:00:00,241.119\n2017-02-19T00:00:00,239.552\n2017-02-20T00:00:00,235.583\n2017-02-21T00:00:00,219.001\n2017-02-22T00:00:00,226.457\n2017-02-23T00:00:00,217.485\n2017-02-24T00:00:00,207.12\n2017-02-25T00:00:00,207.116\n2017-02-26T00:00:00,208.646\n2017-02-27T00:00:00,215.588\n2017-02-28T00:00:00,221.916\n2017-03-01T00:00:00,234.649\n2017-03-02T00:00:00,331.424\n2017-03-03T00:00:00,425.079\n2017-03-04T00:00:00,462.278\n2017-03-05T00:00:00,504.472\n2017-03-06T00:00:00,643.25\n2017-03-07T00:00:00,725.596\n2017-03-08T00:00:00,720.89\n2017-03-09T00:00:00,706.574\n2017-03-10T00:00:00,686.838\n2017-03-11T00:00:00,629.438\n2017-03-12T00:00:00,614.029\n2017-03-13T00:00:00,588.502\n2017-03-14T00:00:00,561.722\n2017-03-15T00:00:00,556.355\n2017-03-16T00:00:00,528.441\n2017-03-17T00:00:00,510.984\n2017-03-18T00:00:00,483.834\n2017-03-19T00:00:00,479.45\n2017-03-20T00:00:00,446.105\n2017-03-21T00:00:00,448.774\n2017-03-22T00:00:00,446.757\n2017-03-23T00:00:00,449.81\n2017-03-24T00:00:00,499.529\n2017-03-25T00:00:00,491.187\n2017-03-26T00:00:00,487.673\n2017-03-27T00:00:00,454.889\n2017-03-28T00:00:00,419.527\n2017-03-29T00:00:00,394.443\n2017-03-30T00:00:00,373.902\n2017-03-31T00:00:00,350.005\n2017-04-01T00:00:00,326.297\n2017-04-02T00:00:00,341.114\n2017-04-03T00:00:00,330.301\n2017-04-04T00:00:00,313.299\n2017-04-05T00:00:00,312.321\n2017-04-06T00:00:00,287.171\n2017-04-07T00:00:00,246.752\n2017-04-08T00:00:00,266.988\n2017-04-09T00:00:00,254.646\n2017-04-10T00:00:00,252.12\n2017-04-11T00:00:00,231.267\n2017-04-12T00:00:00,224.455\n2017-04-13T00:00:00,215.369\n2017-04-14T00:00:00,210.48\n2017-04-15T00:00:00,207.411\n2017-04-16T00:00:00,203.83\n2017-04-17T00:00:00,206.545\n2017-04-18T00:00:00,199.354\n2017-04-19T00:00:00,185.424\n2017-04-20T00:00:00,181.531\n2017-04-21T00:00:00,169.166\n2017-04-22T00:00:00,172.925\n2017-04-23T00:00:00,168.302\n2017-04-24T00:00:00,165.986\n2017-04-25T00:00:00,165.78\n2017-04-26T00:00:00,164.98\n2017-04-27T00:00:00,165.189\n2017-04-28T00:00:00,152.997\n2017-04-29T00:00:00,149.986\n2017-04-30T00:00:00,162.434\n2017-05-01T00:00:00,177.202\n2017-05-02T00:00:00,162.301\n2017-05-03T00:00:00,168.109\n2017-05-04T00:00:00,170.233\n2017-05-05T00:00:00,169.003\n2017-05-06T00:00:00,166.004\n2017-05-07T00:00:00,172.894\n2017-05-08T00:00:00,174.994\n2017-05-09T00:00:00,169.429\n2017-05-10T00:00:00,171.228\n2017-05-11T00:00:00,177.634\n2017-05-12T00:00:00,154.819\n2017-05-13T00:00:00,170.685\n2017-05-14T00:00:00,159.1\n2017-05-15T00:00:00,158.871\n2017-05-16T00:00:00,157.755\n2017-05-17T00:00:00,154.776\n2017-05-18T00:00:00,170.5\n2017-05-19T00:00:00,185.982\n2017-05-20T00:00:00,170.837\n2017-05-21T00:00:00,160.963\n2017-05-22T00:00:00,149.449\n2017-05-23T00:00:00,138.126\n2017-05-24T00:00:00,131.968\n2017-05-25T00:00:00,127.618\n2017-05-26T00:00:00,130.664\n2017-05-27T00:00:00,121.369\n2017-05-28T00:00:00,118.481\n2017-05-29T00:00:00,113.527\n2017-05-30T00:00:00,111.92\n2017-05-31T00:00:00,118.425\n2017-06-01T00:00:00,109.052\n2017-06-02T00:00:00,110.795\n2017-06-03T00:00:00,123.892\n2017-06-04T00:00:00,138.937\n2017-06-05T00:00:00,140.277\n2017-06-06T00:00:00,140.914\n2017-06-07T00:00:00,136.699\n2017-06-08T00:00:00,133.23\n2017-06-09T00:00:00,151.893\n2017-06-10T00:00:00,134.506\n2017-06-11T00:00:00,126.281\n2017-06-12T00:00:00,118.863\n2017-06-13T00:00:00,100.972\n2017-06-14T00:00:00,107.201\n2017-06-15T00:00:00,95.243\n2017-06-16T00:00:00,87.951\n2017-06-17T00:00:00,90.902\n2017-06-18T00:00:00,91.091\n2017-06-19T00:00:00,92.623\n2017-06-20T00:00:00,90.885\n2017-06-21T00:00:00,85.881\n2017-06-22T00:00:00,83.96\n2017-06-23T00:00:00,81.753\n2017-06-24T00:00:00,81.401\n2017-06-25T00:00:00,72.489\n2017-06-26T00:00:00,80.592\n2017-06-27T00:00:00,96.192\n2017-06-28T00:00:00,119.229\n2017-06-29T00:00:00,128.873\n2017-06-30T00:00:00,116.315\n2017-07-01T00:00:00,126.51\n2017-07-02T00:00:00,130.048\n2017-07-03T00:00:00,124.709\n2017-07-04T00:00:00,116.897\n2017-07-05T00:00:00,112.602\n2017-07-06T00:00:00,109.815\n2017-07-07T00:00:00,109.448\n2017-07-08T00:00:00,102.514\n2017-07-09T00:00:00,117.231\n2017-07-10T00:00:00,168.744\n2017-07-11T00:00:00,122.321\n2017-07-12T00:00:00,114.102\n2017-07-13T00:00:00,114.131\n2017-07-14T00:00:00,114.062\n2017-07-15T00:00:00,114.429\n2017-07-16T00:00:00,108.652\n2017-07-17T00:00:00,105.447\n2017-07-18T00:00:00,106.4\n2017-07-19T00:00:00,102.928\n2017-07-20T00:00:00,99.611\n2017-07-21T00:00:00,99.591\n2017-07-22T00:00:00,100.399\n2017-07-23T00:00:00,102.9\n2017-07-24T00:00:00,117.418\n2017-07-25T00:00:00,119.676\n2017-07-26T00:00:00,114.513\n2017-07-27T00:00:00,113.668\n2017-07-28T00:00:00,116.677\n2017-07-29T00:00:00,115.048\n2017-07-30T00:00:00,108.544\n2017-07-31T00:00:00,114.263\n2017-08-01T00:00:00,121.146\n2017-08-02T00:00:00,129.137\n2017-08-03T00:00:00,114.075\n2017-08-04T00:00:00,113.778\n2017-08-05T00:00:00,109.942\n2017-08-06T00:00:00,114.337\n2017-08-07T00:00:00,114.309\n2017-08-08T00:00:00,105.819\n2017-08-09T00:00:00,118.213\n2017-08-10T00:00:00,120.804\n2017-08-11T00:00:00,117.557\n2017-08-12T00:00:00,115.406\n2017-08-13T00:00:00,116.399\n2017-08-14T00:00:00,112.814\n2017-08-15T00:00:00,133.909\n2017-08-16T00:00:00,158.523\n2017-08-17T00:00:00,137.494\n2017-08-18T00:00:00,179.732\n2017-08-19T00:00:00,159.718\n2017-08-20T00:00:00,138.514\n2017-08-21T00:00:00,112.915\n2017-08-22T00:00:00,115.303\n2017-08-23T00:00:00,115.609\n2017-08-24T00:00:00,116.976\n2017-08-25T00:00:00,150.981\n2017-08-26T00:00:00,144.229\n2017-08-27T00:00:00,140.801\n2017-08-28T00:00:00,134.402\n2017-08-29T00:00:00,117.27\n2017-08-30T00:00:00,121.05\n2017-08-31T00:00:00,129.077\n2017-09-01T00:00:00,129.254\n2017-09-02T00:00:00,139.319\n2017-09-03T00:00:00,125.633\n2017-09-04T00:00:00,117.025\n2017-09-05T00:00:00,116.926\n2017-09-06T00:00:00,119.433\n2017-09-07T00:00:00,116.956\n2017-09-08T00:00:00,124.667\n2017-09-09T00:00:00,186.047\n2017-09-10T00:00:00,156.393\n2017-09-11T00:00:00,153.473\n2017-09-12T00:00:00,150.418\n2017-09-13T00:00:00,169.905\n2017-09-14T00:00:00,316.947\n2017-09-15T00:00:00,266.385\n2017-09-16T00:00:00,195.133\n2017-09-17T00:00:00,205.572\n2017-09-18T00:00:00,230.223\n2017-09-19T00:00:00,221.526\n2017-09-20T00:00:00,200.551\n2017-09-21T00:00:00,176.224\n2017-09-22T00:00:00,171.074\n2017-09-23T00:00:00,172.606\n2017-09-24T00:00:00,171.34\n2017-09-25T00:00:00,164.199\n2017-09-26T00:00:00,152.955\n2017-09-27T00:00:00,158.951\n2017-09-28T00:00:00,157.515\n2017-09-29T00:00:00,158.035\n2017-09-30T00:00:00,193.925\n2017-10-01T00:00:00,223.707\n2017-10-02T00:00:00,203.028\n2017-10-03T00:00:00,182.288\n2017-10-04T00:00:00,174.29\n2017-10-05T00:00:00,170.911\n2017-10-06T00:00:00,165.274\n2017-10-07T00:00:00,162.181\n2017-10-08T00:00:00,152.837\n2017-10-09T00:00:00,173.482\n2017-10-10T00:00:00,148.031\n2017-10-11T00:00:00,151.676\n2017-10-12T00:00:00,129.909\n2017-10-13T00:00:00,141.684\n2017-10-14T00:00:00,168.993\n2017-10-15T00:00:00,200.298\n2017-10-16T00:00:00,165.817\n2017-10-17T00:00:00,165.924\n2017-10-18T00:00:00,156.699\n2017-10-19T00:00:00,154.232\n2017-10-20T00:00:00,146.529\n2017-10-21T00:00:00,125.327\n2017-10-22T00:00:00,140.212\n2017-10-23T00:00:00,142.856\n2017-10-24T00:00:00,148.932\n2017-10-25T00:00:00,136.224\n2017-10-26T00:00:00,131.048\n2017-10-27T00:00:00,112.028\n2017-10-28T00:00:00,124.607\n2017-10-29T00:00:00,128.709\n2017-10-30T00:00:00,136.396\n2017-10-31T00:00:00,134.228\n2017-11-01T00:00:00,130.433\n2017-11-02T00:00:00,130.155\n2017-11-03T00:00:00,127.815\n2017-11-04T00:00:00,130.911\n2017-11-05T00:00:00,134.427\n2017-11-06T00:00:00,135.714\n2017-11-07T00:00:00,131.574\n2017-11-08T00:00:00,137.134\n2017-11-09T00:00:00,128.635\n2017-11-10T00:00:00,141.713\n2017-11-11T00:00:00,153.501\n2017-11-12T00:00:00,196.047\n2017-11-13T00:00:00,246.412\n2017-11-14T00:00:00,238.783\n2017-11-15T00:00:00,310.871\n2017-11-16T00:00:00,283.998\n2017-11-17T00:00:00,291.348\n2017-11-18T00:00:00,299.852\n2017-11-19T00:00:00,292.785\n2017-11-20T00:00:00,265.258\n2017-11-21T00:00:00,200.951\n2017-11-22T00:00:00,211.335\n2017-11-23T00:00:00,216.753\n2017-11-24T00:00:00,206.462\n2017-11-25T00:00:00,203.055\n2017-11-26T00:00:00,196.95\n2017-11-27T00:00:00,195.536\n2017-11-28T00:00:00,291.034\n2017-11-29T00:00:00,359.713\n2017-11-30T00:00:00,315.025\n2017-12-01T00:00:00,326.112\n2017-12-02T00:00:00,342.332\n2017-12-03T00:00:00,344.386\n2017-12-04T00:00:00,342.291\n2017-12-05T00:00:00,336.51\n2017-12-06T00:00:00,301.738\n2017-12-07T00:00:00,265.473\n2017-12-08T00:00:00,276.158\n2017-12-09T00:00:00,276.983\n2017-12-10T00:00:00,301.833\n2017-12-11T00:00:00,428.926\n2017-12-12T00:00:00,537.256\n2017-12-13T00:00:00,491.802\n2017-12-14T00:00:00,540.392\n2017-12-15T00:00:00,594.37\n2017-12-16T00:00:00,599.324\n2017-12-17T00:00:00,575.199\n2017-12-18T00:00:00,573.084\n2017-12-19T00:00:00,603.321\n2017-12-20T00:00:00,614.431\n2017-12-21T00:00:00,591.489\n2017-12-22T00:00:00,573.381\n2017-12-23T00:00:00,565.721\n2017-12-24T00:00:00,558.948\n2017-12-25T00:00:00,544.152\n2017-12-26T00:00:00,521.384\n2017-12-27T00:00:00,520.541\n2017-12-28T00:00:00,554.722\n2017-12-29T00:00:00,548.627\n2017-12-30T00:00:00,639.484\n2017-12-31T00:00:00,675.316\n2018-01-01T00:00:00,724.719\n2018-01-02T00:00:00,786.367\n2018-01-03T00:00:00,865.416\n2018-01-04T00:00:00,922.827\n2018-01-05T00:00:00,998.678\n2018-01-06T00:00:00,1105.23\n2018-01-07T00:00:00,1146.379\n2018-01-08T00:00:00,1169.384\n2018-01-09T00:00:00,1198.201\n2018-01-10T00:00:00,1209.353\n2018-01-11T00:00:00,1184.491\n2018-01-12T00:00:00,1074.666\n2018-01-13T00:00:00,1019.223\n2018-01-14T00:00:00,990.456\n2018-01-15T00:00:00,976.907\n2018-01-16T00:00:00,981.049\n2018-01-17T00:00:00,1015.257\n2018-01-18T00:00:00,1076.35\n2018-01-19T00:00:00,1137.29\n2018-01-20T00:00:00,1171.529\n2018-01-21T00:00:00,1218.422\n2018-01-22T00:00:00,1330.586\n2018-01-23T00:00:00,1449.021\n2018-01-24T00:00:00,1537.003\n2018-01-25T00:00:00,1606.16\n2018-01-26T00:00:00,1649.391\n2018-01-27T00:00:00,1684.48\n2018-01-28T00:00:00,1710.16\n2018-01-29T00:00:00,1714.135\n2018-01-30T00:00:00,1661.326\n2018-01-31T00:00:00,1582.423\n2018-02-01T00:00:00,1541.889\n2018-02-02T00:00:00,1542.933\n2018-02-03T00:00:00,1583.651\n2018-02-04T00:00:00,1580.962\n2018-02-05T00:00:00,1504.382\n2018-02-06T00:00:00,1419.166\n2018-02-07T00:00:00,1349.647\n2018-02-08T00:00:00,1309.314\n2018-02-09T00:00:00,1274.844\n2018-02-10T00:00:00,1244.168\n2018-02-11T00:00:00,1231.031\n2018-02-12T00:00:00,1229.833\n2018-02-13T00:00:00,1246.822\n2018-02-14T00:00:00,1196.575\n2018-02-15T00:00:00,1129.761\n2018-02-16T00:00:00,1122.29\n2018-02-17T00:00:00,1165.971\n2018-02-18T00:00:00,1187.927\n2018-02-19T00:00:00,1216.08\n2018-02-20T00:00:00,1239.786\n2018-02-21T00:00:00,1246.599\n2018-02-22T00:00:00,1190.408\n2018-02-23T00:00:00,1098.71\n2018-02-24T00:00:00,1041.506\n2018-02-25T00:00:00,990.186\n2018-02-26T00:00:00,954.004\n2018-02-27T00:00:00,908.579\n2018-02-28T00:00:00,875.983\n2018-03-01T00:00:00,836.389\n2018-03-02T00:00:00,835.237\n2018-03-03T00:00:00,812.603\n2018-03-04T00:00:00,811.518\n2018-03-05T00:00:00,807.504\n2018-03-06T00:00:00,763.11\n2018-03-07T00:00:00,765.383\n2018-03-08T00:00:00,754.246\n2018-03-09T00:00:00,742.187\n2018-03-10T00:00:00,719.274\n2018-03-11T00:00:00,771.09\n2018-03-12T00:00:00,818.907\n2018-03-13T00:00:00,772.81\n2018-03-14T00:00:00,740.796\n2018-03-15T00:00:00,729.291\n2018-03-16T00:00:00,779.496\n2018-03-17T00:00:00,851.159\n2018-03-18T00:00:00,922.737\n2018-03-19T00:00:00,938.259\n2018-03-20T00:00:00,905.082\n2018-03-21T00:00:00,871.516\n2018-03-22T00:00:00,846.196\n2018-03-23T00:00:00,866.535\n2018-03-24T00:00:00,890.573\n2018-03-25T00:00:00,894.478\n2018-03-26T00:00:00,889.255\n2018-03-27T00:00:00,863.54\n2018-03-28T00:00:00,865.096\n2018-03-29T00:00:00,883.824\n2018-03-30T00:00:00,909.286\n2018-03-31T00:00:00,894.608\n2018-04-01T00:00:00,846.332\n2018-04-02T00:00:00,788.143\n2018-04-03T00:00:00,779.313\n2018-04-04T00:00:00,782.104\n2018-04-05T00:00:00,791.185\n2018-04-06T00:00:00,874.085\n2018-04-07T00:00:00,843.733\n2018-04-08T00:00:00,788.923\n2018-04-09T00:00:00,762.767\n2018-04-10T00:00:00,788.342\n2018-04-11T00:00:00,792.855\n2018-04-12T00:00:00,779.883\n2018-04-13T00:00:00,751.773\n2018-04-14T00:00:00,731.032\n2018-04-15T00:00:00,668.535\n2018-04-16T00:00:00,640.637\n2018-04-17T00:00:00,606.92\n2018-04-18T00:00:00,565.797\n2018-04-19T00:00:00,520.608\n2018-04-20T00:00:00,509.693\n2018-04-21T00:00:00,489.763\n2018-04-22T00:00:00,473.306\n2018-04-23T00:00:00,431.057\n2018-04-24T00:00:00,398.796\n2018-04-25T00:00:00,396.165\n2018-04-26T00:00:00,377.933\n2018-04-27T00:00:00,356.133\n2018-04-28T00:00:00,331.551\n2018-04-29T00:00:00,365.859\n2018-04-30T00:00:00,425.082\n2018-05-01T00:00:00,392.924\n2018-05-02T00:00:00,355.464\n2018-05-03T00:00:00,362.767\n2018-05-04T00:00:00,325.22\n2018-05-05T00:00:00,301.277\n2018-05-06T00:00:00,310.148\n2018-05-07T00:00:00,290.149\n2018-05-08T00:00:00,275.466\n2018-05-09T00:00:00,275.77\n2018-05-10T00:00:00,265.228\n2018-05-11T00:00:00,258.138\n2018-05-12T00:00:00,248.971\n2018-05-13T00:00:00,256.566\n2018-05-14T00:00:00,293.834\n2018-05-15T00:00:00,341.968\n2018-05-16T00:00:00,340.621\n2018-05-17T00:00:00,336.628\n2018-05-18T00:00:00,355.501\n2018-05-19T00:00:00,361.619\n2018-05-20T00:00:00,362.118\n2018-05-21T00:00:00,349.979\n2018-05-22T00:00:00,319.179\n2018-05-23T00:00:00,302.516\n2018-05-24T00:00:00,301.685\n2018-05-25T00:00:00,293.444\n2018-05-26T00:00:00,315.7\n2018-05-27T00:00:00,278.102\n2018-05-28T00:00:00,281.803\n2018-05-29T00:00:00,299.241\n2018-05-30T00:00:00,315.149\n2018-05-31T00:00:00,279.708\n2018-06-01T00:00:00,262.595\n2018-06-02T00:00:00,280.437\n2018-06-03T00:00:00,281.026\n2018-06-04T00:00:00,276.78\n2018-06-05T00:00:00,314.125\n2018-06-06T00:00:00,394.396\n2018-06-07T00:00:00,421.775\n2018-06-08T00:00:00,398.313\n2018-06-09T00:00:00,349.016\n2018-06-10T00:00:00,365.13\n2018-06-11T00:00:00,444.059\n2018-06-12T00:00:00,636.455\n2018-06-13T00:00:00,621.204\n2018-06-14T00:00:00,458.782\n2018-06-15T00:00:00,377.648\n2018-06-16T00:00:00,360.181\n2018-06-17T00:00:00,349.873\n2018-06-18T00:00:00,317.267\n2018-06-19T00:00:00,298.653\n2018-06-20T00:00:00,273.942\n2018-06-21T00:00:00,241.176\n2018-06-22T00:00:00,223.673\n2018-06-23T00:00:00,227.838\n2018-06-24T00:00:00,222.88\n2018-06-25T00:00:00,217.807\n2018-06-26T00:00:00,210.57\n2018-06-27T00:00:00,191.382\n2018-06-28T00:00:00,187.055\n2018-06-29T00:00:00,176.273\n2018-06-30T00:00:00,169.212\n2018-07-01T00:00:00,162.312\n2018-07-02T00:00:00,169.348\n2018-07-03T00:00:00,159.699\n2018-07-04T00:00:00,157.236\n2018-07-05T00:00:00,168.017\n2018-07-06T00:00:00,175.835\n2018-07-07T00:00:00,175.482\n2018-07-08T00:00:00,181.262\n2018-07-09T00:00:00,183.009\n2018-07-10T00:00:00,157.951\n2018-07-11T00:00:00,168.451\n2018-07-12T00:00:00,161.887\n2018-07-13T00:00:00,154.107\n2018-07-14T00:00:00,155.677\n2018-07-15T00:00:00,165.758\n2018-07-16T00:00:00,157.434\n2018-07-17T00:00:00,154.974\n2018-07-18T00:00:00,152.89\n2018-07-19T00:00:00,155.85\n2018-07-20T00:00:00,156.798\n2018-07-21T00:00:00,166.937\n2018-07-22T00:00:00,166.574\n2018-07-23T00:00:00,163.072\n2018-07-24T00:00:00,156.59\n2018-07-25T00:00:00,148.596\n2018-07-26T00:00:00,149.491\n2018-07-27T00:00:00,160.467\n2018-07-28T00:00:00,168.364\n2018-07-29T00:00:00,146.126\n2018-07-30T00:00:00,149.385\n2018-07-31T00:00:00,143.868\n2018-08-01T00:00:00,139.519\n2018-08-02T00:00:00,138.461\n2018-08-03T00:00:00,128.588\n2018-08-04T00:00:00,138.961\n2018-08-05T00:00:00,134.936\n2018-08-06T00:00:00,130.916\n2018-08-07T00:00:00,133.774\n2018-08-08T00:00:00,132.22\n2018-08-09T00:00:00,150.559\n2018-08-10T00:00:00,144.57\n2018-08-11T00:00:00,143.817\n2018-08-12T00:00:00,146.986\n2018-08-13T00:00:00,158.45\n2018-08-14T00:00:00,151.124\n2018-08-15T00:00:00,146.46\n2018-08-16T00:00:00,145.63\n2018-08-17T00:00:00,141.099\n2018-08-18T00:00:00,145.984\n2018-08-19T00:00:00,143.249\n2018-08-20T00:00:00,141.829\n2018-08-21T00:00:00,139.675\n2018-08-22T00:00:00,133.552\n2018-08-23T00:00:00,135.714\n2018-08-24T00:00:00,136.599\n2018-08-25T00:00:00,137.394\n2018-08-26T00:00:00,136.052\n2018-08-27T00:00:00,138.173\n2018-08-28T00:00:00,143.565\n2018-08-29T00:00:00,185.936\n2018-08-30T00:00:00,162.232\n2018-08-31T00:00:00,151.438\n2018-09-01T00:00:00,142.296\n2018-09-02T00:00:00,140.966\n2018-09-03T00:00:00,135.84\n2018-09-04T00:00:00,137.184\n2018-09-05T00:00:00,137.134\n2018-09-06T00:00:00,140.497\n2018-09-07T00:00:00,136.223\n2018-09-08T00:00:00,137.887\n2018-09-09T00:00:00,127.754\n2018-09-10T00:00:00,141.892\n2018-09-11T00:00:00,134.509\n2018-09-12T00:00:00,138.253\n2018-09-13T00:00:00,135.033\n2018-09-14T00:00:00,132.151\n2018-09-15T00:00:00,132.08\n2018-09-16T00:00:00,128.737\n2018-09-17T00:00:00,126.729\n2018-09-18T00:00:00,129.347\n2018-09-19T00:00:00,130.119\n2018-09-20T00:00:00,128.017\n2018-09-21T00:00:00,131.536\n2018-09-22T00:00:00,129.703\n2018-09-23T00:00:00,135.786\n2018-09-24T00:00:00,140.44\n2018-09-25T00:00:00,136.632\n2018-09-26T00:00:00,131.973\n2018-09-27T00:00:00,131.895\n2018-09-28T00:00:00,131.428\n2018-09-29T00:00:00,134.482\n2018-09-30T00:00:00,127.118\n2018-10-01T00:00:00,125.453\n2018-10-02T00:00:00,135.653\n2018-10-03T00:00:00,128.568\n2018-10-04T00:00:00,129.142\n2018-10-05T00:00:00,130.079\n2018-10-06T00:00:00,130.65\n2018-10-07T00:00:00,130.787\n2018-10-08T00:00:00,128.407\n2018-10-09T00:00:00,131.133\n2018-10-10T00:00:00,135.049\n2018-10-11T00:00:00,133.811\n2018-10-12T00:00:00,142.006\n2018-10-13T00:00:00,135.042\n2018-10-14T00:00:00,140.054\n2018-10-15T00:00:00,165.235\n2018-10-16T00:00:00,155.699\n2018-10-17T00:00:00,151.959\n2018-10-18T00:00:00,135.394\n2018-10-19T00:00:00,129.022\n2018-10-20T00:00:00,134.218\n2018-10-21T00:00:00,131.5\n2018-10-22T00:00:00,127.434\n2018-10-23T00:00:00,118.668\n2018-10-24T00:00:00,128.307\n2018-10-25T00:00:00,118.794\n2018-10-26T00:00:00,116.181\n2018-10-27T00:00:00,112.917\n2018-10-28T00:00:00,113.294\n2018-10-29T00:00:00,117.225\n2018-10-30T00:00:00,134.956\n2018-10-31T00:00:00,116.899\n2018-11-01T00:00:00,126.501\n2018-11-02T00:00:00,127.459\n2018-11-03T00:00:00,128.885\n2018-11-04T00:00:00,129.338\n2018-11-05T00:00:00,125.245\n2018-11-06T00:00:00,118.398\n2018-11-07T00:00:00,123.838\n2018-11-08T00:00:00,116.198\n2018-11-09T00:00:00,118.2\n2018-11-10T00:00:00,121.048\n2018-11-11T00:00:00,137.401\n2018-11-12T00:00:00,166.417\n2018-11-13T00:00:00,140.408\n2018-11-14T00:00:00,120.649\n2018-11-15T00:00:00,127.007\n2018-11-16T00:00:00,131.331\n2018-11-17T00:00:00,126.752\n2018-11-18T00:00:00,123.385\n2018-11-19T00:00:00,124.471\n2018-11-20T00:00:00,121.26\n2018-11-21T00:00:00,116.503\n2018-11-22T00:00:00,113.34\n2018-11-23T00:00:00,118.228\n2018-11-24T00:00:00,137.201\n2018-11-25T00:00:00,130.948\n2018-11-26T00:00:00,126.499\n2018-11-27T00:00:00,117.238\n2018-11-28T00:00:00,159.125\n2018-11-29T00:00:00,138.336\n2018-11-30T00:00:00,130.225\n2018-12-01T00:00:00,129.338\n2018-12-02T00:00:00,157.816\n2018-12-03T00:00:00,160.948\n2018-12-04T00:00:00,198.415\n2018-12-05T00:00:00,221.086\n2018-12-06T00:00:00,274.681\n2018-12-07T00:00:00,282.162\n2018-12-08T00:00:00,272.884\n2018-12-09T00:00:00,288.384\n2018-12-10T00:00:00,284.788\n2018-12-11T00:00:00,296.531\n2018-12-12T00:00:00,316.255\n2018-12-13T00:00:00,319.501\n2018-12-14T00:00:00,320.745\n2018-12-15T00:00:00,316.423\n2018-12-16T00:00:00,330.261\n2018-12-17T00:00:00,290.827\n2018-12-18T00:00:00,235.432\n2018-12-19T00:00:00,247.121\n2018-12-20T00:00:00,240.558\n2018-12-21T00:00:00,240.903\n2018-12-22T00:00:00,263.19\n2018-12-23T00:00:00,294.143\n2018-12-24T00:00:00,383.143\n2018-12-25T00:00:00,402.78\n2018-12-26T00:00:00,372.098\n2018-12-27T00:00:00,368.304\n2018-12-28T00:00:00,380.987\n2018-12-29T00:00:00,365.468\n2018-12-30T00:00:00,350.025\n2018-12-31T00:00:00,305.545\n2019-01-01T00:00:00,252.416\n2019-01-02T00:00:00,268.789\n2019-01-03T00:00:00,229.596\n2019-01-04T00:00:00,225.189\n2019-01-05T00:00:00,223.222\n2019-01-06T00:00:00,222.979\n2019-01-07T00:00:00,216.011\n2019-01-08T00:00:00,209.576\n2019-01-09T00:00:00,209.658\n2019-01-10T00:00:00,205.42\n2019-01-11T00:00:00,196.822\n2019-01-12T00:00:00,202.976\n2019-01-13T00:00:00,196.029\n2019-01-14T00:00:00,200.974\n2019-01-15T00:00:00,194.177\n2019-01-16T00:00:00,250.895\n2019-01-17T00:00:00,263.545\n2019-01-18T00:00:00,275.717\n2019-01-19T00:00:00,280.614\n2019-01-20T00:00:00,279.795\n2019-01-21T00:00:00,262.216\n2019-01-22T00:00:00,266.359\n2019-01-23T00:00:00,283.445\n2019-01-24T00:00:00,279.022\n2019-01-25T00:00:00,260.268\n2019-01-26T00:00:00,253.383\n2019-01-27T00:00:00,283.26\n2019-01-28T00:00:00,332.232\n2019-01-29T00:00:00,388.11\n2019-01-30T00:00:00,442.339\n2019-01-31T00:00:00,440.027\n2019-02-01T00:00:00,534.458\n2019-02-02T00:00:00,661.808\n2019-02-03T00:00:00,713.257\n2019-02-04T00:00:00,627.217\n2019-02-05T00:00:00,581.715\n2019-02-06T00:00:00,529.692\n2019-02-07T00:00:00,502.815\n2019-02-08T00:00:00,462.753\n2019-02-09T00:00:00,458.72\n2019-02-10T00:00:00,465.19\n2019-02-11T00:00:00,502.992\n2019-02-12T00:00:00,490.231\n2019-02-13T00:00:00,442.25\n2019-02-14T00:00:00,433.925\n2019-02-15T00:00:00,407.119\n2019-02-16T00:00:00,378.116\n2019-02-17T00:00:00,359.921\n2019-02-18T00:00:00,325.371\n2019-02-19T00:00:00,323.127\n2019-02-20T00:00:00,310.323\n2019-02-21T00:00:00,297.73\n2019-02-22T00:00:00,287.038\n2019-02-23T00:00:00,272.999\n2019-02-24T00:00:00,256.886\n2019-02-25T00:00:00,236.031\n2019-02-26T00:00:00,219.517\n2019-02-27T00:00:00,236.032\n2019-02-28T00:00:00,238.548\n2019-03-01T00:00:00,238.193\n2019-03-02T00:00:00,230.131\n2019-03-03T00:00:00,230.956\n2019-03-04T00:00:00,234.926\n2019-03-05T00:00:00,232.38\n2019-03-06T00:00:00,234.512\n2019-03-07T00:00:00,300.468\n2019-03-08T00:00:00,380.351\n2019-03-09T00:00:00,337.29\n2019-03-10T00:00:00,312.856\n2019-03-11T00:00:00,337.145\n2019-03-12T00:00:00,333.039\n2019-03-13T00:00:00,334.17\n2019-03-14T00:00:00,329.943\n2019-03-15T00:00:00,376.259\n2019-03-16T00:00:00,501.106\n2019-03-17T00:00:00,543.634\n2019-03-18T00:00:00,551.752\n2019-03-19T00:00:00,551.764\n2019-03-20T00:00:00,531.69\n2019-03-21T00:00:00,528.738\n2019-03-22T00:00:00,536.323\n2019-03-23T00:00:00,527.164\n2019-03-24T00:00:00,511.218\n2019-03-25T00:00:00,488.484\n2019-03-26T00:00:00,444.96\n2019-03-27T00:00:00,414.834\n2019-03-28T00:00:00,367.238\n2019-03-29T00:00:00,362.535\n2019-03-30T00:00:00,332.766\n2019-03-31T00:00:00,304.397\n2019-04-01T00:00:00,315.758\n2019-04-02T00:00:00,299.194\n2019-04-03T00:00:00,291.616\n2019-04-04T00:00:00,286.876\n2019-04-05T00:00:00,281.516\n2019-04-06T00:00:00,277.902\n2019-04-07T00:00:00,276.037\n2019-04-08T00:00:00,259.152\n2019-04-09T00:00:00,260.707\n2019-04-10T00:00:00,263.298\n2019-04-11T00:00:00,246.335\n2019-04-12T00:00:00,228.452\n2019-04-13T00:00:00,225.642\n2019-04-14T00:00:00,220.583\n2019-04-15T00:00:00,204.005\n2019-04-16T00:00:00,200.235\n2019-04-17T00:00:00,196.248\n2019-04-18T00:00:00,185.174\n2019-04-19T00:00:00,174.425\n2019-04-20T00:00:00,201.059\n2019-04-21T00:00:00,183.036\n2019-04-22T00:00:00,180.949\n2019-04-23T00:00:00,161.224\n2019-04-24T00:00:00,182.303\n2019-04-25T00:00:00,168.788\n2019-04-26T00:00:00,176.235\n2019-04-27T00:00:00,179.837\n2019-04-28T00:00:00,179.293\n2019-04-29T00:00:00,171.848\n2019-04-30T00:00:00,161.641\n2019-05-01T00:00:00,170.423\n2019-05-02T00:00:00,173.548\n2019-05-03T00:00:00,168.708\n2019-05-04T00:00:00,185.927\n2019-05-05T00:00:00,175.585\n2019-05-06T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019-10-28T00:00:00,189.438\n2019-10-29T00:00:00,210.331\n2019-10-30T00:00:00,191.121\n2019-10-31T00:00:00,187.04\n2019-11-01T00:00:00,204.436\n2019-11-02T00:00:00,186.173\n2019-11-03T00:00:00,195.098\n2019-11-04T00:00:00,206.695\n2019-11-05T00:00:00,201.272\n2019-11-06T00:00:00,210.121\n2019-11-07T00:00:00,240.191\n2019-11-08T00:00:00,258.866\n2019-11-09T00:00:00,253.793\n2019-11-10T00:00:00,260.399\n2019-11-11T00:00:00,241.809\n2019-11-12T00:00:00,238.15\n2019-11-13T00:00:00,225.673\n2019-11-14T00:00:00,225.438\n2019-11-15T00:00:00,261.517\n2019-11-16T00:00:00,258.271\n2019-11-17T00:00:00,260.098\n2019-11-18T00:00:00,248.604\n2019-11-19T00:00:00,234.807\n2019-11-20T00:00:00,227.305\n2019-11-21T00:00:00,206.597\n2019-11-22T00:00:00,231.17\n2019-11-23T00:00:00,243.302\n2019-11-24T00:00:00,234.419\n2019-11-25T00:00:00,243.083\n2019-11-26T00:00:00,239.728\n2019-11-27T00:00:00,258.807\n2019-11-28T00:00:00,243.5\n2019-11-29T00:00:00,252.036\n2019-11-30T00:00:00,232.809\n2019-12-01T00:00:00,261.192\n2019-12-02T00:00:00,272.068\n2019-12-03T00:00:00,286.529\n2019-12-04T00:00:00,304.698\n2019-12-05T00:00:00,291.267\n2019-12-06T00:00:00,278.628\n2019-12-07T00:00:00,268.961\n2019-12-08T00:00:00,264.191\n2019-12-09T00:00:00,284.213\n2019-12-10T00:00:00,287.729\n2019-12-11T00:00:00,291.645\n2019-12-12T00:00:00,371.576\n2019-12-13T00:00:00,536.432\n2019-12-14T00:00:00,636.428\n2019-12-15T00:00:00,643.973\n2019-12-16T00:00:00,692.986\n2019-12-17T00:00:00,725.705\n2019-12-18T00:00:00,739.572\n2019-12-19T00:00:00,757.961\n2019-12-20T00:00:00,759.183\n2019-12-21T00:00:00,776.446\n2019-12-22T00:00:00,793.963\n2019-12-23T00:00:00,802.043\n2019-12-24T00:00:00,843.128\n2019-12-25T00:00:00,846.952\n2019-12-26T00:00:00,830.221\n2019-12-27T00:00:00,871.391\n2019-12-28T00:00:00,928.869\n2019-12-29T00:00:00,948.415\n2019-12-30T00:00:00,900.328\n2019-12-31T00:00:00,864.352\n2020-01-01T00:00:00,799.547\n2020-01-02T00:00:00,765.0\n2020-01-03T00:00:00,747.48\n2020-01-04T00:00:00,756.197\n2020-01-05T00:00:00,734.175\n2020-01-06T00:00:00,718.011\n2020-01-07T00:00:00,665.024\n2020-01-08T00:00:00,630.739\n2020-01-09T00:00:00,607.204\n2020-01-10T00:00:00,604.366\n2020-01-11T00:00:00,597.885\n2020-01-12T00:00:00,567.396\n2020-01-13T00:00:00,498.537\n2020-01-14T00:00:00,485.465\n2020-01-15T00:00:00,447.938\n2020-01-16T00:00:00,412.202\n2020-01-17T00:00:00,393.105\n2020-01-18T00:00:00,367.786\n2020-01-19T00:00:00,359.755\n2020-01-20T00:00:00,336.753\n2020-01-21T00:00:00,301.985\n2020-01-22T00:00:00,312.557\n2020-01-23T00:00:00,307.914\n2020-01-24T00:00:00,299.125\n2020-01-25T00:00:00,290.602\n2020-01-26T00:00:00,290.949\n2020-01-27T00:00:00,297.039\n2020-01-28T00:00:00,306.43\n2020-01-29T00:00:00,343.067\n2020-01-30T00:00:00,393.064\n2020-01-31T00:00:00,412.249\n2020-02-01T00:00:00,439.544\n2020-02-02T00:00:00,556.383\n2020-02-03T00:00:00,726.635\n2020-02-04T00:00:00,907.151\n2020-02-05T00:00:00,956.683\n2020-02-06T00:00:00,907.732\n2020-02-07T00:00:00,843.738\n2020-02-08T00:00:00,815.096\n2020-02-09T00:00:00,825.816\n2020-02-10T00:00:00,844.875\n2020-02-11T00:00:00,853.778\n2020-02-12T00:00:00,876.129\n2020-02-13T00:00:00,902.588\n2020-02-14T00:00:00,910.357\n2020-02-15T00:00:00,924.761\n2020-02-16T00:00:00,927.449\n2020-02-17T00:00:00,893.804\n2020-02-18T00:00:00,867.026\n2020-02-19T00:00:00,867.69\n2020-02-20T00:00:00,837.101\n2020-02-21T00:00:00,807.51\n2020-02-22T00:00:00,775.6\n2020-02-23T00:00:00,744.576\n2020-02-24T00:00:00,746.545\n2020-02-25T00:00:00,763.964\n2020-02-26T00:00:00,819.848\n2020-02-27T00:00:00,877.339\n2020-02-28T00:00:00,920.642\n2020-02-29T00:00:00,918.595\n2020-03-01T00:00:00,886.963\n2020-03-02T00:00:00,931.315\n2020-03-03T00:00:00,994.069\n2020-03-04T00:00:00,1010.434\n2020-03-05T00:00:00,1018.395\n2020-03-06T00:00:00,1099.877\n2020-03-07T00:00:00,1188.082\n2020-03-08T00:00:00,1236.0\n2020-03-09T00:00:00,1237.792\n2020-03-10T00:00:00,1169.576\n2020-03-11T00:00:00,1126.461\n2020-03-12T00:00:00,1131.27\n2020-03-13T00:00:00,1121.408\n2020-03-14T00:00:00,1092.399\n2020-03-15T00:00:00,1069.07\n2020-03-16T00:00:00,1039.165\n2020-03-17T00:00:00,1015.251\n2020-03-18T00:00:00,995.15\n2020-03-19T00:00:00,960.767\n2020-03-20T00:00:00,928.092\n2020-03-21T00:00:00,884.513\n2020-03-22T00:00:00,831.366\n2020-03-23T00:00:00,800.975\n2020-03-24T00:00:00,761.292\n2020-03-25T00:00:00,723.153\n2020-03-26T00:00:00,672.834\n2020-03-27T00:00:00,644.109\n2020-03-28T00:00:00,614.25\n2020-03-29T00:00:00,583.576\n2020-03-30T00:00:00,532.242\n2020-03-31T00:00:00,480.553\n2020-04-01T00:00:00,440.733\n2020-04-02T00:00:00,432.615\n2020-04-03T00:00:00,397.592\n2020-04-04T00:00:00,384.061\n2020-04-05T00:00:00,370.655\n2020-04-06T00:00:00,368.314\n2020-04-07T00:00:00,342.762\n2020-04-08T00:00:00,331.434\n2020-04-09T00:00:00,313.777\n2020-04-10T00:00:00,314.912\n2020-04-11T00:00:00,294.503\n2020-04-12T00:00:00,294.734\n2020-04-13T00:00:00,283.161\n2020-04-14T00:00:00,272.279\n2020-04-15T00:00:00,257.144\n2020-04-16T00:00:00,252.811\n2020-04-17T00:00:00,252.388\n2020-04-18T00:00:00,250.652\n2020-04-19T00:00:00,243.766\n2020-04-20T00:00:00,246.979\n2020-04-21T00:00:00,234.834\n2020-04-22T00:00:00,231.98\n2020-04-23T00:00:00,215.265\n2020-04-24T00:00:00,215.318\n2020-04-25T00:00:00,219.235\n2020-04-26T00:00:00,211.584\n2020-04-27T00:00:00,208.293\n2020-04-28T00:00:00,207.899\n2020-04-29T00:00:00,206.133\n2020-04-30T00:00:00,221.532\n2020-05-01T00:00:00,223.018\n2020-05-02T00:00:00,213.96\n2020-05-03T00:00:00,211.729\n2020-05-04T00:00:00,207.129\n2020-05-05T00:00:00,220.869\n2020-05-06T00:00:00,199.177\n2020-05-07T00:00:00,198.452\n2020-05-08T00:00:00,193.289\n2020-05-09T00:00:00,195.261\n2020-05-10T00:00:00,266.005\n2020-05-11T00:00:00,294.629\n2020-05-12T00:00:00,312.013\n2020-05-13T00:00:00,320.179\n2020-05-14T00:00:00,300.552\n2020-05-15T00:00:00,283.824\n2020-05-16T00:00:00,241.729\n2020-05-17T00:00:00,238.564\n2020-05-18T00:00:00,215.032\n2020-05-19T00:00:00,204.954\n2020-05-20T00:00:00,192.58\n2020-05-21T00:00:00,194.866\n2020-05-22T00:00:00,167.827\n2020-05-23T00:00:00,187.73\n2020-05-24T00:00:00,170.039\n2020-05-25T00:00:00,173.522\n2020-05-26T00:00:00,167.79\n2020-05-27T00:00:00,161.536\n2020-05-28T00:00:00,155.667\n2020-05-29T00:00:00,147.072\n2020-05-30T00:00:00,144.614\n2020-05-31T00:00:00,146.591\n2020-06-01T00:00:00,143.253\n2020-06-02T00:00:00,134.958\n2020-06-03T00:00:00,152.223\n2020-06-04T00:00:00,224.032\n2020-06-05T00:00:00,161.827\n2020-06-06T00:00:00,165.576\n2020-06-07T00:00:00,154.56\n2020-06-08T00:00:00,151.09\n2020-06-09T00:00:00,141.041\n2020-06-10T00:00:00,145.401\n2020-06-11T00:00:00,144.167\n2020-06-12T00:00:00,162.285\n2020-06-13T00:00:00,147.732\n2020-06-14T00:00:00,146.19\n2020-06-15T00:00:00,140.386\n2020-06-16T00:00:00,141.321\n2020-06-17T00:00:00,139.158\n2020-06-18T00:00:00,130.338\n2020-06-19T00:00:00,130.983\n2020-06-20T00:00:00,127.309\n2020-06-21T00:00:00,127.109\n2020-06-22T00:00:00,125.962\n2020-06-23T00:00:00,122.016\n2020-06-24T00:00:00,113.868\n2020-06-25T00:00:00,110.189\n2020-06-26T00:00:00,116.246\n2020-06-27T00:00:00,120.674\n2020-06-28T00:00:00,116.977\n2020-06-29T00:00:00,111.82\n2020-06-30T00:00:00,112.83\n2020-07-01T00:00:00,112.11\n2020-07-02T00:00:00,106.279\n2020-07-03T00:00:00,110.657\n2020-07-04T00:00:00,106.659\n2020-07-05T00:00:00,103.035\n2020-07-06T00:00:00,109.578\n2020-07-07T00:00:00,107.284\n2020-07-08T00:00:00,105.845\n2020-07-09T00:00:00,104.665\n2020-07-10T00:00:00,98.719\n2020-07-11T00:00:00,92.296\n2020-07-12T00:00:00,98.943\n2020-07-13T00:00:00,92.855\n2020-07-14T00:00:00,97.552\n2020-07-15T00:00:00,98.118\n2020-07-16T00:00:00,102.822\n2020-07-17T00:00:00,109.156\n2020-07-18T00:00:00,108.871\n2020-07-19T00:00:00,100.096\n2020-07-20T00:00:00,104.035\n2020-07-21T00:00:00,90.85\n2020-07-22T00:00:00,99.063\n2020-07-23T00:00:00,89.033\n2020-07-24T00:00:00,91.017\n2020-07-25T00:00:00,91.942\n2020-07-26T00:00:00,100.078\n2020-07-27T00:00:00,95.286\n2020-07-28T00:00:00,82.847\n2020-07-29T00:00:00,95.68\n2020-07-30T00:00:00,96.981\n2020-07-31T00:00:00,87.374\n2020-08-01T00:00:00,93.351\n2020-08-02T00:00:00,89.463\n2020-08-03T00:00:00,92.678\n2020-08-04T00:00:00,96.739\n2020-08-05T00:00:00,89.071\n2020-08-06T00:00:00,92.26\n2020-08-07T00:00:00,93.715\n2020-08-08T00:00:00,89.333\n2020-08-09T00:00:00,91.571\n2020-08-10T00:00:00,100.507\n2020-08-11T00:00:00,103.149\n2020-08-12T00:00:00,103.349\n2020-08-13T00:00:00,109.06\n2020-08-14T00:00:00,105.269\n2020-08-15T00:00:00,94.31\n2020-08-16T00:00:00,106.649\n2020-08-17T00:00:00,114.483\n2020-08-18T00:00:00,105.347\n2020-08-19T00:00:00,106.533\n2020-08-20T00:00:00,101.703\n2020-08-21T00:00:00,110.847\n2020-08-22T00:00:00,103.482\n2020-08-23T00:00:00,98.592\n2020-08-24T00:00:00,104.612\n2020-08-25T00:00:00,104.341\n2020-08-26T00:00:00,96.64\n2020-08-27T00:00:00,96.797\n2020-08-28T00:00:00,103.79\n2020-08-29T00:00:00,105.388\n2020-08-30T00:00:00,113.232\n2020-08-31T00:00:00,109.314\n2020-09-01T00:00:00,108.664\n2020-09-02T00:00:00,105.849\n2020-09-03T00:00:00,103.266\n2020-09-04T00:00:00,104.763\n2020-09-05T00:00:00,102.724\n2020-09-06T00:00:00,103.728\n2020-09-07T00:00:00,102.354\n2020-09-08T00:00:00,101.501\n2020-09-09T00:00:00,102.502\n2020-09-10T00:00:00,105.129\n2020-09-11T00:00:00,106.871\n2020-09-12T00:00:00,105.382\n2020-09-13T00:00:00,106.877\n2020-09-14T00:00:00,108.569\n2020-09-15T00:00:00,107.635\n2020-09-16T00:00:00,103.362\n2020-09-17T00:00:00,105.409\n2020-09-18T00:00:00,101.374\n2020-09-19T00:00:00,111.135\n2020-09-20T00:00:00,102.571\n2020-09-21T00:00:00,107.086\n2020-09-22T00:00:00,108.656\n2020-09-23T00:00:00,106.941\n2020-09-24T00:00:00,120.001\n2020-09-25T00:00:00,123.314\n2020-09-26T00:00:00,122.033\n2020-09-27T00:00:00,147.83\n2020-09-28T00:00:00,153.779\n2020-09-29T00:00:00,165.261\n2020-09-30T00:00:00,139.61\n2020-10-01T00:00:00,155.811\n2020-10-02T00:00:00,211.634\n2020-10-03T00:00:00,196.295\n2020-10-04T00:00:00,182.423\n2020-10-05T00:00:00,231.905\n2020-10-06T00:00:00,211.502\n2020-10-07T00:00:00,237.806\n2020-10-08T00:00:00,223.028\n2020-10-09T00:00:00,254.786\n2020-10-10T00:00:00,243.278\n2020-10-11T00:00:00,247.133\n2020-10-12T00:00:00,277.636\n2020-10-13T00:00:00,272.923\n2020-10-14T00:00:00,253.024\n2020-10-15T00:00:00,244.913\n2020-10-16T00:00:00,235.346\n2020-10-17T00:00:00,231.245\n2020-10-18T00:00:00,216.853\n2020-10-19T00:00:00,214.7\n2020-10-20T00:00:00,208.917\n2020-10-21T00:00:00,224.607\n2020-10-22T00:00:00,206.704\n2020-10-23T00:00:00,222.666\n2020-10-24T00:00:00,198.706\n2020-10-25T00:00:00,213.275\n2020-10-26T00:00:00,204.016\n2020-10-27T00:00:00,206.549\n2020-10-28T00:00:00,215.416\n2020-10-29T00:00:00,212.433\n2020-10-30T00:00:00,210.854\n2020-10-31T00:00:00,208.247\n2020-11-01T00:00:00,209.691\n2020-11-02T00:00:00,203.458\n2020-11-03T00:00:00,189.698\n2020-11-04T00:00:00,199.202\n2020-11-05T00:00:00,199.362\n2020-11-06T00:00:00,201.625\n2020-11-07T00:00:00,191.864\n2020-11-08T00:00:00,182.252\n2020-11-09T00:00:00,174.94\n2020-11-10T00:00:00,177.998\n2020-11-11T00:00:00,173.017\n2020-11-12T00:00:00,170.004\n2020-11-13T00:00:00,164.072\n2020-11-14T00:00:00,136.992\n2020-11-15T00:00:00,138.961\n2020-11-16T00:00:00,149.701\n2020-11-17T00:00:00,138.27\n2020-11-18T00:00:00,141.415\n2020-11-19T00:00:00,136.684\n2020-11-20T00:00:00,136.084\n2020-11-21T00:00:00,130.229\n2020-11-22T00:00:00,122.323\n2020-11-23T00:00:00,130.882\n2020-11-24T00:00:00,131.316\n2020-11-25T00:00:00,124.421\n2020-11-26T00:00:00,121.982\n2020-11-27T00:00:00,123.7\n2020-11-28T00:00:00,130.079\n2020-11-29T00:00:00,128.405\n2020-11-30T00:00:00,121.148\n2020-12-01T00:00:00,117.318\n2020-12-02T00:00:00,122.975\n2020-12-03T00:00:00,119.31\n2020-12-04T00:00:00,139.966\n2020-12-05T00:00:00,145.894\n2020-12-06T00:00:00,165.858\n2020-12-07T00:00:00,171.176\n2020-12-08T00:00:00,157.37\n2020-12-09T00:00:00,161.822\n2020-12-10T00:00:00,162.008\n2020-12-11T00:00:00,186.236\n2020-12-12T00:00:00,178.054\n2020-12-13T00:00:00,180.85\n2020-12-14T00:00:00,234.617\n2020-12-15T00:00:00,279.884\n2020-12-16T00:00:00,242.695\n2020-12-17T00:00:00,249.378\n2020-12-18T00:00:00,249.521\n2020-12-19T00:00:00,241.283\n2020-12-20T00:00:00,238.934\n2020-12-21T00:00:00,270.543\n2020-12-22T00:00:00,265.496\n2020-12-23T00:00:00,368.903\n2020-12-24T00:00:00,448.822\n2020-12-25T00:00:00,413.913\n2020-12-26T00:00:00,352.207\n2020-12-27T00:00:00,376.655\n2020-12-28T00:00:00,452.501\n2020-12-29T00:00:00,587.492\n2020-12-30T00:00:00,631.924\n2020-12-31T00:00:00,586.855\n2021-01-01T00:00:00,592.842\n2021-01-02T00:00:00,553.307\n2021-01-03T00:00:00,540.489\n2021-01-04T00:00:00,520.539\n2021-01-05T00:00:00,502.507\n2021-01-06T00:00:00,475.349\n2021-01-07T00:00:00,450.529\n2021-01-08T00:00:00,418.86\n2021-01-09T00:00:00,391.434\n2021-01-10T00:00:00,362.623\n2021-01-11T00:00:00,331.044\n2021-01-12T00:00:00,293.819\n2021-01-13T00:00:00,365.243\n2021-01-14T00:00:00,435.02\n2021-01-15T00:00:00,595.592\n2021-01-16T00:00:00,677.217\n2021-01-17T00:00:00,690.418\n2021-01-18T00:00:00,757.48\n2021-01-19T00:00:00,771.339\n2021-01-20T00:00:00,770.017\n2021-01-21T00:00:00,767.354\n2021-01-22T00:00:00,825.938\n2021-01-23T00:00:00,915.374\n2021-01-24T00:00:00,971.126\n2021-01-25T00:00:00,977.672\n2021-01-26T00:00:00,947.185\n2021-01-27T00:00:00,918.293\n2021-01-28T00:00:00,904.734\n2021-01-29T00:00:00,945.195\n2021-01-30T00:00:00,1051.596\n2021-01-31T00:00:00,1128.342\n2021-02-01T00:00:00,1200.298\n2021-02-02T00:00:00,1234.087\n2021-02-03T00:00:00,1248.056\n2021-02-04T00:00:00,1250.968\n2021-02-05T00:00:00,1253.247\n2021-02-06T00:00:00,1269.181\n2021-02-07T00:00:00,1298.751\n2021-02-08T00:00:00,1299.943\n2021-02-09T00:00:00,1302.178\n2021-02-10T00:00:00,1284.851\n2021-02-11T00:00:00,1229.614\n2021-02-12T00:00:00,1178.329\n2021-02-13T00:00:00,1128.238\n2021-02-14T00:00:00,1066.466\n2021-02-15T00:00:00,994.428\n2021-02-16T00:00:00,942.897\n2021-02-17T00:00:00,910.689\n2021-02-18T00:00:00,868.438\n2021-02-19T00:00:00,822.032\n2021-02-20T00:00:00,787.77\n2021-02-21T00:00:00,743.961\n2021-02-22T00:00:00,688.05\n2021-02-23T00:00:00,653.293\n2021-02-24T00:00:00,608.256\n2021-02-25T00:00:00,574.086\n2021-02-26T00:00:00,544.024\n2021-02-27T00:00:00,508.95\n2021-02-28T00:00:00,487.589\n2021-03-01T00:00:00,460.008\n2021-03-02T00:00:00,425.271\n2021-03-03T00:00:00,413.351\n2021-03-04T00:00:00,397.531\n2021-03-05T00:00:00,368.39\n2021-03-06T00:00:00,367.286\n2021-03-07T00:00:00,362.027\n2021-03-08T00:00:00,345.857\n2021-03-09T00:00:00,317.907\n2021-03-10T00:00:00,317.138\n2021-03-11T00:00:00,319.822\n2021-03-12T00:00:00,316.357\n2021-03-13T00:00:00,332.154\n2021-03-14T00:00:00,332.761\n2021-03-15T00:00:00,349.598\n2021-03-16T00:00:00,364.361\n2021-03-17T00:00:00,400.717\n2021-03-18T00:00:00,467.753\n2021-03-19T00:00:00,513.471\n2021-03-20T00:00:00,511.249\n2021-03-21T00:00:00,518.901\n2021-03-22T00:00:00,514.096\n2021-03-23T00:00:00,506.912\n2021-03-24T00:00:00,487.013\n2021-03-25T00:00:00,472.047\n2021-03-26T00:00:00,439.874\n2021-03-27T00:00:00,419.858\n2021-03-28T00:00:00,405.63\n2021-03-29T00:00:00,387.826\n2021-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"follow_ups": [], "declined_reason": null}, "sha256": "sha256:cb39f1e6e36cf64773311cc6270b0eef7de6db1eb91f785f4581571b10fcbe18", "sharing": "Contains study inputs and results. Share this file only when you intend to disclose them."}