From a1e2dec02cf8e6fdbc75655c79cff44b4ddbf020 Mon Sep 17 00:00:00 2001 From: Filipe Date: Wed, 29 Jan 2025 16:00:08 +0100 Subject: [PATCH 1/4] Robust glider search (#104) * update pre-commits * use py313 * add tenacity for retrying * retry glider data fecthing 3x, while waiting 5 s. --- .pre-commit-config.yaml | 8 ++++---- environment.yml | 1 + ioos_metrics/ioos_metrics.py | 13 ++++++------- pyproject.toml | 1 + 4 files changed, 12 insertions(+), 11 deletions(-) diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 9cabb30..41c8edd 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -11,7 +11,7 @@ exclude: | repos: - repo: https://github.com/pre-commit/pre-commit-hooks - rev: v4.6.0 + rev: v5.0.0 hooks: - id: trailing-whitespace - id: check-ast @@ -20,7 +20,7 @@ repos: - id: check-added-large-files - repo: https://github.com/codespell-project/codespell - rev: v2.3.0 + rev: v2.4.0 hooks: - id: codespell exclude: > @@ -36,14 +36,14 @@ repos: - id: add-trailing-comma - repo: https://github.com/astral-sh/ruff-pre-commit - rev: v0.6.8 + rev: v0.9.3 hooks: - id: ruff args: ["--fix", "--show-fixes"] - id: ruff-format - repo: https://github.com/nbQA-dev/nbQA - rev: 1.8.7 + rev: 1.9.1 hooks: - id: nbqa-check-ast - id: nbqa-ruff diff --git a/environment.yml b/environment.yml index 9204f31..e1df771 100644 --- a/environment.yml +++ b/environment.yml @@ -20,6 +20,7 @@ dependencies: - pytest - requests - suds + - tenacity - pip - pip: - git+https://github.com/ioos/ioos_metrics.git diff --git a/ioos_metrics/ioos_metrics.py b/ioos_metrics/ioos_metrics.py index 4c90b90..c8ba0f2 100644 --- a/ioos_metrics/ioos_metrics.py +++ b/ioos_metrics/ioos_metrics.py @@ -12,6 +12,7 @@ from fake_useragent import UserAgent from gliderpy.fetchers import GliderDataFetcher from shapely.geometry import LineString, Point +from tenacity import retry, stop_after_attempt, wait_fixed from ioos_metrics.national_platforms import national_platforms @@ -223,6 +224,7 @@ def _make_track_geom(df) -> "pd.DataFrame": ) ) + @retry(stop=stop_after_attempt(3), wait=wait_fixed(5)) def _computed_metadata(dataset_id) -> dict: """Download the minimum amount of data possible for the computed metadata. @@ -269,15 +271,12 @@ def _computed_metadata(dataset_id) -> dict: for _, row in list(df.iterrows()): dataset_id = row["Dataset ID"] info_url = row["info_url"].replace("html", "csv") - info_df = pd.read_csv(info_url) - info = _metadata(info_df) try: + info_df = pd.read_csv(info_url) + info = _metadata(info_df) info.update(_computed_metadata(dataset_id=dataset_id)) - except (httpx.HTTPError, httpx.HTTPStatusError): - print( # noqa: T201 - f"Could not fetch glider {dataset_id=}. " - "This could be a server side error and the metrics will be incomplete!", - ) + except (httpx.HTTPError, httpx.HTTPStatusError, ValueError) as e: + print(f"Could not fetch glider {dataset_id=}.\n{e=}") # noqa: T201 continue metadata.update({dataset_id: info}) return pd.DataFrame(metadata).T diff --git a/pyproject.toml b/pyproject.toml index 773928b..f22469c 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -38,6 +38,7 @@ dependencies = [ "pyarrow", "pyobis", "requests", + "tenacity", ] [project.urls] documentation = "https://ioos.github.io/ioos_metrics" From dac7d97bdb344e5b56c61d2f9fc6fc1ae7aa1b5a Mon Sep 17 00:00:00 2001 From: Mathew Biddle <8480023+MathewBiddle@users.noreply.github.com> Date: Wed, 29 Jan 2025 12:37:44 -0500 Subject: [PATCH 2/4] rewriting gts metrics to pull from ERDDAP (#102) * rewriting gts metrics to pull from ERDDAP * adding dependencies to Action * adding plotly stacked bar for GTS metrics * remove GTS quarterly files * removing unnecessary files updating action to no longer ref unnecessary files --- .github/workflows/metrics.yml | 2 - .../workflows/website_create_and_deploy.yml | 3 + gts/GTS_regional_totals_FY2018_Q2.csv | 4 - gts/GTS_regional_totals_FY2018_Q3.csv | 4 - gts/GTS_regional_totals_FY2018_Q4.csv | 4 - gts/GTS_regional_totals_FY2019_Q1.csv | 4 - gts/GTS_regional_totals_FY2019_Q2.csv | 4 - gts/GTS_regional_totals_FY2019_Q3.csv | 4 - gts/GTS_regional_totals_FY2019_Q4.csv | 4 - gts/GTS_regional_totals_FY2020_Q1.csv | 4 - gts/GTS_regional_totals_FY2020_Q2.csv | 4 - gts/GTS_regional_totals_FY2020_Q3.csv | 4 - gts/GTS_regional_totals_FY2020_Q4.csv | 4 - gts/GTS_regional_totals_FY2021_Q1.csv | 4 - gts/GTS_regional_totals_FY2021_Q2.csv | 4 - gts/GTS_regional_totals_FY2021_Q3.csv | 4 - gts/GTS_regional_totals_FY2021_Q4.csv | 4 - gts/GTS_regional_totals_FY2022_Q1.csv | 4 - gts/GTS_regional_totals_FY2022_Q2.csv | 4 - gts/GTS_regional_totals_FY2022_Q3.csv | 4 - gts/GTS_regional_totals_FY2022_Q4.csv | 4 - gts/GTS_regional_totals_FY2023_Q1.csv | 4 - gts/GTS_regional_totals_FY2023_Q2.csv | 4 - gts/GTS_regional_totals_FY2023_Q3.csv | 4 - gts/GTS_regional_totals_FY2023_Q4.csv | 4 - gts/GTS_regional_totals_FY2024_Q1.csv | 4 - gts/GTS_regional_totals_FY2024_Q2.csv | 4 - gts/GTS_regional_totals_FY2024_Q3.csv | 4 - gts/GTS_regional_totals_FY2024_Q4.csv | 4 - gts/GTS_regional_totals_FY2025_Q1.csv | 4 - gts_regional_metrics.py | 60 - notebooks/GTS_Totals_weather_act.ipynb | 6756 ----------------- website/create_gts_regional_landing_page.py | 153 +- .../templates/gts_regional_landing_page.html | 99 +- 34 files changed, 149 insertions(+), 7036 deletions(-) delete mode 100644 gts/GTS_regional_totals_FY2018_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2018_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2018_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2019_Q1.csv delete mode 100644 gts/GTS_regional_totals_FY2019_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2019_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2019_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2020_Q1.csv delete mode 100644 gts/GTS_regional_totals_FY2020_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2020_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2020_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2021_Q1.csv delete mode 100644 gts/GTS_regional_totals_FY2021_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2021_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2021_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2022_Q1.csv delete mode 100644 gts/GTS_regional_totals_FY2022_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2022_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2022_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2023_Q1.csv delete mode 100644 gts/GTS_regional_totals_FY2023_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2023_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2023_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2024_Q1.csv delete mode 100644 gts/GTS_regional_totals_FY2024_Q2.csv delete mode 100644 gts/GTS_regional_totals_FY2024_Q3.csv delete mode 100644 gts/GTS_regional_totals_FY2024_Q4.csv delete mode 100644 gts/GTS_regional_totals_FY2025_Q1.csv delete mode 100644 gts_regional_metrics.py delete mode 100644 notebooks/GTS_Totals_weather_act.ipynb diff --git a/.github/workflows/metrics.yml b/.github/workflows/metrics.yml index c0833a2..8f7a68b 100644 --- a/.github/workflows/metrics.yml +++ b/.github/workflows/metrics.yml @@ -7,7 +7,6 @@ on: - main paths: - '.github/workflows/metrics.yml' - - 'gts_regional_metrics.py' - 'btn_metrics.py' - 'gts_atn_metrics.py' schedule: @@ -43,7 +42,6 @@ jobs: shell: bash -l {0} run: > python btn_metrics.py - && python gts_regional_metrics.py && python gts_atn_metrics.py - name: Get current date diff --git a/.github/workflows/website_create_and_deploy.yml b/.github/workflows/website_create_and_deploy.yml index 333349a..489a335 100644 --- a/.github/workflows/website_create_and_deploy.yml +++ b/.github/workflows/website_create_and_deploy.yml @@ -27,6 +27,9 @@ jobs: pip install plotly pip install geopandas pip install folium + pip install datetime + pip install fiscalyear + pip install erddapy - name: create HTML file run: | cd website diff --git a/gts/GTS_regional_totals_FY2018_Q2.csv b/gts/GTS_regional_totals_FY2018_Q2.csv deleted file mode 100644 index f04dba8..0000000 --- a/gts/GTS_regional_totals_FY2018_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2018-01,701780,63624,765404 -2018-02,676688,61886,738574 -2018-03,759916,69014,828930 diff --git a/gts/GTS_regional_totals_FY2018_Q3.csv b/gts/GTS_regional_totals_FY2018_Q3.csv deleted file mode 100644 index e9c33a2..0000000 --- a/gts/GTS_regional_totals_FY2018_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2018-04,773482,75758,849240 -2018-05,890444,155768,1046212 -2018-06,936078,199180,1135258 diff --git a/gts/GTS_regional_totals_FY2018_Q4.csv b/gts/GTS_regional_totals_FY2018_Q4.csv deleted file mode 100644 index e234b08..0000000 --- a/gts/GTS_regional_totals_FY2018_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2018-07,968256,219828,1188084 -2018-08,1005594,219026,1224620 -2018-09,982458,209388,1191846 diff --git a/gts/GTS_regional_totals_FY2019_Q1.csv b/gts/GTS_regional_totals_FY2019_Q1.csv deleted file mode 100644 index 57d135e..0000000 --- a/gts/GTS_regional_totals_FY2019_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2018-10,943064,163854,1106918 -2018-11,839958,85022,924980 -2018-12,772470,64300,836770 diff --git a/gts/GTS_regional_totals_FY2019_Q2.csv b/gts/GTS_regional_totals_FY2019_Q2.csv deleted file mode 100644 index 8ec0547..0000000 --- a/gts/GTS_regional_totals_FY2019_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2019-01,984466,78358,1062824 -2019-02,895986,67902,963888 -2019-03,892004,70582,962586 diff --git a/gts/GTS_regional_totals_FY2019_Q3.csv b/gts/GTS_regional_totals_FY2019_Q3.csv deleted file mode 100644 index d28fb23..0000000 --- a/gts/GTS_regional_totals_FY2019_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2019-04,843884,81494,925378 -2019-05,981844,169718,1151562 -2019-06,947972,199594,1147566 diff --git a/gts/GTS_regional_totals_FY2019_Q4.csv b/gts/GTS_regional_totals_FY2019_Q4.csv deleted file mode 100644 index e885d6a..0000000 --- a/gts/GTS_regional_totals_FY2019_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2019-07,1041212,220082,1261294 -2019-08,1043024,222676,1265700 -2019-09,992998,204256,1197254 diff --git a/gts/GTS_regional_totals_FY2020_Q1.csv b/gts/GTS_regional_totals_FY2020_Q1.csv deleted file mode 100644 index 36ea166..0000000 --- a/gts/GTS_regional_totals_FY2020_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2019-10,1006928,185542,1192470 -2019-11,877344,104654,981998 -2019-12,836598,77896,914494 diff --git a/gts/GTS_regional_totals_FY2020_Q2.csv b/gts/GTS_regional_totals_FY2020_Q2.csv deleted file mode 100644 index c147982..0000000 --- a/gts/GTS_regional_totals_FY2020_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2020-01,803044,80102,883146 -2020-02,770202,74524,844726 -2020-03,869432,78372,947804 diff --git a/gts/GTS_regional_totals_FY2020_Q3.csv b/gts/GTS_regional_totals_FY2020_Q3.csv deleted file mode 100644 index 28a0837..0000000 --- a/gts/GTS_regional_totals_FY2020_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2020-04,877658,95432,973090 -2020-05,887088,106754,993842 -2020-06,910610,150018,1060628 diff --git a/gts/GTS_regional_totals_FY2020_Q4.csv b/gts/GTS_regional_totals_FY2020_Q4.csv deleted file mode 100644 index 94b8f41..0000000 --- a/gts/GTS_regional_totals_FY2020_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2020-07,895840,163476,1059316 -2020-08,965234,175694,1140928 -2020-09,955778,169062,1124840 diff --git a/gts/GTS_regional_totals_FY2021_Q1.csv b/gts/GTS_regional_totals_FY2021_Q1.csv deleted file mode 100644 index f0c3bb1..0000000 --- a/gts/GTS_regional_totals_FY2021_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2020-10,950032,160174,1110206 -2020-11,804544,83802,888346 -2020-12,812074,73062,885136 diff --git a/gts/GTS_regional_totals_FY2021_Q2.csv b/gts/GTS_regional_totals_FY2021_Q2.csv deleted file mode 100644 index ab6f0c4..0000000 --- a/gts/GTS_regional_totals_FY2021_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2021-01,819092,70784,889876 -2021-02,712442,61024,773466 -2021-03,530520,44916,575436 diff --git a/gts/GTS_regional_totals_FY2021_Q3.csv b/gts/GTS_regional_totals_FY2021_Q3.csv deleted file mode 100644 index c43e809..0000000 --- a/gts/GTS_regional_totals_FY2021_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2021-04,830524,85274,915798 -2021-05,872416,146118,1018534 -2021-06,892388,193460,1085848 diff --git a/gts/GTS_regional_totals_FY2021_Q4.csv b/gts/GTS_regional_totals_FY2021_Q4.csv deleted file mode 100644 index a6d87aa..0000000 --- a/gts/GTS_regional_totals_FY2021_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2021-07,1000690,227112,1227802 -2021-08,967746,226282,1194028 -2021-09,923172,205020,1128192 diff --git a/gts/GTS_regional_totals_FY2022_Q1.csv b/gts/GTS_regional_totals_FY2022_Q1.csv deleted file mode 100644 index 1e73738..0000000 --- a/gts/GTS_regional_totals_FY2022_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2021-10,925680,180742,1106422 -2021-11,825422,88858,914280 -2021-12,889904,81266,971170 diff --git a/gts/GTS_regional_totals_FY2022_Q2.csv b/gts/GTS_regional_totals_FY2022_Q2.csv deleted file mode 100644 index 4af44f0..0000000 --- a/gts/GTS_regional_totals_FY2022_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2022-01,805658,62328,867986 -2022-02,739068,61764,800832 -2022-03,825214,72142,897356 diff --git a/gts/GTS_regional_totals_FY2022_Q3.csv b/gts/GTS_regional_totals_FY2022_Q3.csv deleted file mode 100644 index d82b497..0000000 --- a/gts/GTS_regional_totals_FY2022_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2022-04,785696,78488,864184 -2022-05,876870,127808,1004678 -2022-06,923462,181566,1105028 diff --git a/gts/GTS_regional_totals_FY2022_Q4.csv b/gts/GTS_regional_totals_FY2022_Q4.csv deleted file mode 100644 index 4ca87ac..0000000 --- a/gts/GTS_regional_totals_FY2022_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2022-07,956888,200628,1157516 -2022-08,973248,209572,1182820 -2022-09,1145644,213980,1359624 diff --git a/gts/GTS_regional_totals_FY2023_Q1.csv b/gts/GTS_regional_totals_FY2023_Q1.csv deleted file mode 100644 index 64c5767..0000000 --- a/gts/GTS_regional_totals_FY2023_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2022-10,1169260,197302,1366562 -2022-11,1062068,115776,1177844 -2022-12,1032350,95188,1127538 diff --git a/gts/GTS_regional_totals_FY2023_Q2.csv b/gts/GTS_regional_totals_FY2023_Q2.csv deleted file mode 100644 index 89287d5..0000000 --- a/gts/GTS_regional_totals_FY2023_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2023-01,1002832,90266,1093098 -2023-02,885220,77592,962812 -2023-03,997896,82118,1080014 diff --git a/gts/GTS_regional_totals_FY2023_Q3.csv b/gts/GTS_regional_totals_FY2023_Q3.csv deleted file mode 100644 index 69f1f24..0000000 --- a/gts/GTS_regional_totals_FY2023_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2023-04,1003472,103884,1107356 -2023-05,1116194,178792,1294986 -2023-06,1132214,208376,1340590 diff --git a/gts/GTS_regional_totals_FY2023_Q4.csv b/gts/GTS_regional_totals_FY2023_Q4.csv deleted file mode 100644 index 0e25378..0000000 --- a/gts/GTS_regional_totals_FY2023_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2023-07,1173254,215676,1388930 -2023-08,1169622,224882,1394504 -2023-09,1128036,216620,1344656 diff --git a/gts/GTS_regional_totals_FY2024_Q1.csv b/gts/GTS_regional_totals_FY2024_Q1.csv deleted file mode 100644 index 12c1238..0000000 --- a/gts/GTS_regional_totals_FY2024_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2023-10,1118252,187556,1305808 -2023-11,1013006,116070,1129076 -2023-12,979040,94426,1073466 diff --git a/gts/GTS_regional_totals_FY2024_Q2.csv b/gts/GTS_regional_totals_FY2024_Q2.csv deleted file mode 100644 index 2595218..0000000 --- a/gts/GTS_regional_totals_FY2024_Q2.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2024-01,1007070,92122,1099192 -2024-02,938150,87664,1025814 -2024-03,1017920,104112,1122032 diff --git a/gts/GTS_regional_totals_FY2024_Q3.csv b/gts/GTS_regional_totals_FY2024_Q3.csv deleted file mode 100644 index 9292799..0000000 --- a/gts/GTS_regional_totals_FY2024_Q3.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2024-04,999136,119056,1118192 -2024-05,1072256,160214,1232470 -2024-06,1064356,164956,1229312 diff --git a/gts/GTS_regional_totals_FY2024_Q4.csv b/gts/GTS_regional_totals_FY2024_Q4.csv deleted file mode 100644 index 65f1785..0000000 --- a/gts/GTS_regional_totals_FY2024_Q4.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2024-07,1106410,186016,1292426 -2024-08,1355710,195178,1550888 -2024-09,1126668,193502,1320170 diff --git a/gts/GTS_regional_totals_FY2025_Q1.csv b/gts/GTS_regional_totals_FY2025_Q1.csv deleted file mode 100644 index 86e6d10..0000000 --- a/gts/GTS_regional_totals_FY2025_Q1.csv +++ /dev/null @@ -1,4 +0,0 @@ -date,met,wave,total -2024-10,1094884,191134,1286018 -2024-11,993284,121920,1115204 -2024-12,1018842,110136,1128978 diff --git a/gts_regional_metrics.py b/gts_regional_metrics.py deleted file mode 100644 index 32872c1..0000000 --- a/gts_regional_metrics.py +++ /dev/null @@ -1,60 +0,0 @@ -import datetime as dt -import pandas as pd -from fiscalyear import * - -start_date = dt.datetime(2018, 1, 1) - -for date in pd.date_range(start_date, dt.datetime.now(), freq="Q"): - year = int(date.strftime("%Y")) - month = int(date.strftime("%m")) - day = int(date.strftime("%d")) - - fd = FiscalDate(year, month, day) - - fq = FiscalQuarter(fd.fiscal_year, fd.fiscal_quarter) - - # gather FY start/end dates for previous quarter - # fq = FiscalQuarter.current().prev_fiscal_quarter - - start_date = fq.start.strftime("%Y-%m-%d") - end_date = fq.end.strftime("%Y-%m-%d") - - start = dt.datetime.strptime(start_date, "%Y-%m-%d") - end = dt.datetime.strptime(end_date, "%Y-%m-%d") - - # build an array for days between dates - date_array = (start + dt.timedelta(days=x) for x in range(0, (end - start).days)) - - # get a unique list of year-months for url build - months = [] - for date_object in date_array: - months.append(date_object.strftime("%Y-%m")) - months = sorted(set(months)) - - df = pd.DataFrame(columns=["locationID", "region", "sponsor", "met", "wave"]) - for month in months: - url = ( - "https://www.ndbc.noaa.gov/ioosstats/rpts/%s_ioos_regional.csv" - % month.replace("-", "_") - ) - print("Loading %s" % url) - df1 = pd.read_csv(url, dtype={"met": int, "wave": int}) - df1["date"] = pd.to_datetime(month) - df = pd.concat([df, df1]) - - df["date"] = pd.to_datetime(df["date"]) - # Remove time-zone info for easier plotting, it is all UTC. - df["date"] = df["date"].dt.tz_localize(None) - - groups = df.groupby(pd.Grouper(key="date", freq="M")) - - s = groups[ - ["met", "wave"] - ].sum() # reducing the columns so the summary is digestable - - totals = s.assign(total=s["met"] + s["wave"]) - totals.index = totals.index.to_period("M") - - fname = "gts/GTS_regional_totals_FY%s_Q%s.csv" % (fq.fiscal_year, fq.fiscal_quarter) - - totals.to_csv(fname) diff --git a/notebooks/GTS_Totals_weather_act.ipynb b/notebooks/GTS_Totals_weather_act.ipynb deleted file mode 100644 index 5df7bba..0000000 --- a/notebooks/GTS_Totals_weather_act.ipynb +++ /dev/null @@ -1,6756 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "view-in-github", - "colab_type": "text" - }, - "source": [ - "\"Open" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Po0C-dJCrtWM" - }, - "source": [ - "# IOOS GTS Statistics\n", - "\n", - "Created: 2020-10-10\n", - "\n", - "Updated: 2023-06-23\n", - "\n", - "The Global Telecommunication System (GTS) is a coordinated effort for rapid distribution of observations.\n", - "The GTS monthly reports show the number of messages released to GTS for each station.\n", - "The reports contain the following fields:\n", - "\n", - "- location ID: Identifier that station messages are released under to the GTS;\n", - "- region: Designated IOOS Regional Association (only for IOOS regional report);\n", - "- sponsor: Organization that owns and maintains the station;\n", - "- Met: Total number of met messages released to the GTS\n", - "- Wave: Total number of wave messages released to the GTS\n", - "\n", - "In this notebook we will explore all of the statistics of the messages IOOS is releasing to GTS.\n", - "\n", - "NDBC has data going back to 2018-01-01, this notebook uses all of those data for plotting and statistics.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "wgtBvHNmrtWU" - }, - "source": [ - "IOOS has added the csv files to https://erddap.ioos.us/erddap/search/index.html?page=1&itemsPerPage=1000&searchFor=GTS\n", - "\n", - "Source data can be found at NDBC ioosstats server that [hosts the CSV files](https://www.ndbc.noaa.gov/ioosstats/) with the ingest data." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 363 - }, - "id": "2c7dvH32tYt2", - "outputId": "0ad95e51-c0fe-470d-eafa-8cb553db789e" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " Year Month time (UTC) locationID region \\\n", - "13178 2020 2 2020-02-01 00:00:00+00:00 FRFN7 NaN \n", - "620 2018 4 2018-04-01 00:00:00+00:00 SIPF1 SECOORA \n", - "1885 2018 12 2018-12-01 00:00:00+00:00 TKEA2 AOOS \n", - "40056 2024 5 2024-05-01 00:00:00+00:00 46280 NaN \n", - "2385 2019 3 2019-03-01 00:00:00+00:00 MHPA1 GCOOS \n", - "8705 2019 6 2019-06-01 00:00:00+00:00 42089 NaN \n", - "9642 2023 6 2023-06-01 00:00:00+00:00 44025 NaN \n", - "5554 2020 9 2020-09-01 00:00:00+00:00 41033 SECOORA \n", - "10531 2024 1 2024-01-01 00:00:00+00:00 51004 NaN \n", - "10416 2023 1 2023-01-01 00:00:00+00:00 41066 SECOORA \n", - "\n", - " sponsor met wave source \n", - "13178 U.S. ARMY CORPS OF ENGINEERS 0 1226 non-NDBC \n", - "620 FLORIDA INSTITUTE OF TECHNOLOGY 5736 0 IOOS \n", - "1885 MARINE EXCHANGE OF ALASKA 6480 0 IOOS \n", - "40056 NATIONAL RENEWABLE ENERGY LABORATORY 0 2954 non-NDBC \n", - "2385 DAUPHIN ISLAND SEA LAB 1618 0 IOOS \n", - "8705 INTEGRATED CORAL OBSERVING NETWORK 0 0 non-NDBC \n", - "9642 NATIONAL WEATHER SERVICE 8590 2818 NDBC \n", - "5554 COASTAL OCEAN RESEARCH AND MONITORING PROGRAM 1440 0 IOOS \n", - "10531 NATIONAL WEATHER SERVICE 8928 2976 NDBC \n", - "10416 COASTAL OCEAN RESEARCH AND MONITORING PROGRAM 1410 0 IOOS " - ], - "text/html": [ - "\n", - "
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YearMonthtime (UTC)locationIDregionsponsormetwavesource
13178202022020-02-01 00:00:00+00:00FRFN7NaNU.S. ARMY CORPS OF ENGINEERS01226non-NDBC
620201842018-04-01 00:00:00+00:00SIPF1SECOORAFLORIDA INSTITUTE OF TECHNOLOGY57360IOOS
18852018122018-12-01 00:00:00+00:00TKEA2AOOSMARINE EXCHANGE OF ALASKA64800IOOS
40056202452024-05-01 00:00:00+00:0046280NaNNATIONAL RENEWABLE ENERGY LABORATORY02954non-NDBC
2385201932019-03-01 00:00:00+00:00MHPA1GCOOSDAUPHIN ISLAND SEA LAB16180IOOS
8705201962019-06-01 00:00:00+00:0042089NaNINTEGRATED CORAL OBSERVING NETWORK00non-NDBC
9642202362023-06-01 00:00:00+00:0044025NaNNATIONAL WEATHER SERVICE85902818NDBC
5554202092020-09-01 00:00:00+00:0041033SECOORACOASTAL OCEAN RESEARCH AND MONITORING PROGRAM14400IOOS
10531202412024-01-01 00:00:00+00:0051004NaNNATIONAL WEATHER SERVICE89282976NDBC
10416202312023-01-01 00:00:00+00:0041066SECOORACOASTAL OCEAN RESEARCH AND MONITORING PROGRAM14100IOOS
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} - }, - "metadata": {}, - "execution_count": 1 - } - ], - "source": [ - "import pandas as pd\n", - "\n", - "url_ioos = \"https://erddap.ioos.us/erddap/tabledap/gts_regional_statistics.csvp\"\n", - "df_ioos = pd.read_csv(url_ioos,parse_dates=[2])\n", - "df_ioos[\"source\"] = \"IOOS\"\n", - "\n", - "url_ndbc = \"https://erddap.ioos.us/erddap/tabledap/gts_ndbc_statistics.csvp\"\n", - "df_ndbc = pd.read_csv(url_ndbc,parse_dates=[2])\n", - "df_ndbc[\"source\"] = \"NDBC\"\n", - "\n", - "url_nonndbc = \"https://erddap.ioos.us/erddap/tabledap/gts_non_ndbc_statistics.csvp\"\n", - "df_nonndbc = pd.read_csv(url_nonndbc,parse_dates=[2])\n", - "df_nonndbc[\"source\"] = \"non-NDBC\"\n", - "\n", - "df_out = pd.concat([df_ioos,df_ndbc,df_nonndbc])\n", - "\n", - "df_out.sample(10)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "h9KD4cjOg5kS" - }, - "source": [ - "# What's non-NDBC composed of?" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "colab": { - 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metwavetotalpcnt
sponsor
ALASKA OCEAN OBSERVING SYSTEM024310243100.000064
BP INC.0000.000000
CARIBBEAN INTEGRATED COASTAL OCEAN OBSERVING SYSTEM037884378840.000100
CHESAPEAKE BAY INTERPRETIVE BUOY SYSTEM5025834250907275349060.019939
CLEVELAND WATER ALLIANCE81932674470615640320.004139
COASTAL DATA INFORMATION PROGRAM/AOOS011620116200.000031
COASTAL DATA INFORMATION PROGRAM/PMEL052452524520.000139
COASTAL OCEAN RESEARCH AND MONITORING PROGRAM521224186965399200.001429
EPA & MEXICAN GOVERNMENT COOPERATIVE PROGRAM2736027360.000007
EVERGLADES NATIONAL PARK108132677701759020.000465
GREAT LAKES RESEARCH LABORATORY563582840432660401540.015983
GREAT LAKES WATER AUTHORITY90010895001795100.000475
ILLINOIS-INDIANA SEA GRANT2976031416611760.000162
INTEGRATED CORAL OBSERVING NETWORK26061202606120.000690
LIMNOTECH104172484604418877680.004995
LOUISIANA OFFSHORE OIL PORT103568934861970540.000521
MARINE EXCHANGE OF ALASKA2109368021093680.005582
MICHIGAN TECHNICAL UNIVERSITY039726397260.000105
MOSS LANDING MARINE LABORATORIES0000.000000
MURPHY OIL CORP.2531822938482560.000128
NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM134927300134927300.035704
NATIONAL OCEAN SERVICE24907326602490732660.659090
NATIONAL PARK SERVICE - LAKE MEAD NATIONAL REC AREA1331640140383427354740.007239
NATIONAL PARK SERVICES - SLEEPING BEAR DUNES65238476541128920.000299
NATIONAL RENEWABLE ENERGY LABORATORY01658301658300.000439
NATIONAL WEATHER SERVICE, ALASKA REGION1300384013003840.003441
NATIONAL WEATHER SERVICE, CENTRAL REGION157690720157690720.041728
NATIONAL WEATHER SERVICE, EASTERN REGION6288544062885440.016641
NOAA NOS PHYSICAL OCEANOGRAPHIC RT SYSTEM PROGRAM519073760519073760.137356
OCEAN OBSERVATORIES INITIATIVE345512449133839464620.010443
OREGON STATE0279627960.000007
PETROBRAS2490620274451800.000120
SCRIPPS WAVERIDER COASTAL DATA INFORMATION PROGRAM11969410004224101239180.026790
SHELL OIL2310561411443722000.000985
STONY BROOK UNIVERSITY620920620920.000164
SUNY PLATTSBURGH CEES / LAKE CHAMPLAIN RESEARCH INST.112204128701250740.000331
TEXAS COASTAL OCEAN OBSERVATION NETWORK12981201298120.000344
U. S. COAST GUARD4848616200646860.000171
U.S. ARMY CORPS OF ENGINEERS09169469169460.002426
U.S. NAVY01082081082080.000286
UNIVERSITY OF ILLINOIS AT URBANA-CHAMPAGNE2095636232571880.000151
UNIVERSITY OF MINNESOTA AT DULUTH347840347840.000092
UNIVERSITY OF NEW HAMPSHIRE785180785180.000208
UNIVERSITY OF NORTH CAROLINA COASTAL STUDIES053956539560.000143
UNIVERSITY OF WISCONSIN AT MILWAUKEE1112011120.000003
USF COMPS MARINE NETWORK876560876560.000232
VERMONT EPSCOR3632236322726440.000192
WOODS HOLE OCEANOGRAPHIC INSTITUTION0833083300.000022
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\n" - }, - "metadata": {} - } - ], - "source": [ - "explode = 0.05*np.ones(len(grp_out))\n", - "\n", - "grp_out[\"total\"].plot.pie(rotatelabels=False,\n", - " autopct=\"%1.1f%%\",\n", - " ylabel=\"\",\n", - " textprops={\"fontsize\":10},\n", - " #radius=2,\n", - " pctdistance=0.85,\n", - " explode=explode)\n", - "# draw circle\n", - "centre_circle = plt.Circle((0, 0), 0.7, fc=\"white\")\n", - "fig = plt.gcf()\n", - "\n", - "# Adding Circle in Pie chart\n", - "fig.gca().add_artist(centre_circle)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "IPiHXNr1ygRO" - }, - "source": [ - "# Above chart is busy, let's group entries <2% into 'OTHER' category" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 269 - }, - "id": "UzBFlJFIt3Mi", - "outputId": "1a9c0afa-6660-4daa-e782-7f367c9c253f" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " met wave \\\n", - "sponsor \n", - "NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM 13492730.0 0.0 \n", - "NATIONAL OCEAN SERVICE 249073266.0 0.0 \n", - "NATIONAL WEATHER SERVICE, CENTRAL REGION 15769072.0 0.0 \n", - "NOAA NOS PHYSICAL OCEANOGRAPHIC RT SYSTEM PROGRAM 51907376.0 0.0 \n", - "SCRIPPS WAVERIDER COASTAL DATA INFORMATION PROGRAM 119694.0 10004224.0 \n", - "OTHER NaN NaN \n", - "\n", - " total pcnt \n", - "sponsor \n", - "NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM 13492730 0.035704 \n", - "NATIONAL OCEAN SERVICE 249073266 0.659090 \n", - "NATIONAL WEATHER SERVICE, CENTRAL REGION 15769072 0.041728 \n", - "NOAA NOS PHYSICAL OCEANOGRAPHIC RT SYSTEM PROGRAM 51907376 0.137356 \n", - "SCRIPPS WAVERIDER COASTAL DATA INFORMATION PROGRAM 10123918 0.026790 \n", - "OTHER 37538154 NaN " - ], - "text/html": [ - "\n", - "
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metwavetotalpcnt
sponsor
NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM13492730.00.0134927300.035704
NATIONAL OCEAN SERVICE249073266.00.02490732660.659090
NATIONAL WEATHER SERVICE, CENTRAL REGION15769072.00.0157690720.041728
NOAA NOS PHYSICAL OCEANOGRAPHIC RT SYSTEM PROGRAM51907376.00.0519073760.137356
SCRIPPS WAVERIDER COASTAL DATA INFORMATION PROGRAM119694.010004224.0101239180.026790
OTHERNaNNaN37538154NaN
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\n" - ], - "application/vnd.google.colaboratory.intrinsic+json": { - "type": "dataframe", - "variable_name": "df_pie", - "summary": "{\n \"name\": \"df_pie\",\n \"rows\": 6,\n \"fields\": [\n {\n \"column\": \"sponsor\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 6,\n \"samples\": [\n \"NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM\",\n \"NATIONAL OCEAN SERVICE\",\n \"OTHER\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"met\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 104085026.29530056,\n \"min\": 119694.0,\n \"max\": 249073266.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 249073266.0,\n 119694.0,\n 15769072.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wave\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 4474024.985226971,\n \"min\": 0.0,\n \"max\": 10004224.0,\n \"num_unique_values\": 2,\n \"samples\": [\n 10004224.0,\n 0.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 92598294,\n \"min\": 10123918,\n \"max\": 249073266,\n \"num_unique_values\": 6,\n \"samples\": [\n 13492730,\n 249073266\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pcnt\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.2714590645152199,\n \"min\": 0.02678961899465631,\n \"max\": 0.6590904724726815,\n \"num_unique_values\": 5,\n \"samples\": [\n 0.6590904724726815,\n 0.02678961899465631\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" - } - }, - "metadata": {}, - "execution_count": 4 - } - ], - "source": [ - "filtered_grp = grp_out.loc[grp_out[\"pcnt\"]>0.02]\n", - "\n", - "filtered_grp.reset_index(inplace=True)\n", - "\n", - "df = pd.DataFrame({\"sponsor\": \"OTHER\",\n", - " \"total\": [grp_out.loc[grp_out[\"pcnt\"]<0.02,\"total\"].sum()]\n", - " })\n", - "\n", - "df_pie = pd.concat([filtered_grp, df])\n", - "\n", - "df_pie.set_index(\"sponsor\",inplace=True)\n", - "\n", - "df_pie" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "2ajyqDFgnf36" - }, - "source": [ - "## Make reduced pie using matplotlib" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 424 - }, - "id": "xE74j2jmne3L", - "outputId": "a8c76750-6026-4291-8707-5d35bc48a464" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "" - ] - }, - "metadata": {}, - "execution_count": 5 - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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9e/YkMDCQwMBAevbsyUcffZRrZmEg14RHBSnuueT3HhaGu7s7DRo0yDN7UTzxxBPMmjWLv//+276sS5cu1KtXj2nTpjFt2jSGDh2a5zjkHAMHDsTd3T3fybCK8lqWug3/Bx9fB0eK/hqLlBtLFix9Hr4aAMkxRqcRERGRf2lW5HLQokULbr31Vt5//337sszMTL788ksmT55M8+bNHdYfN24cb7/9Ntu3by/ymMaHHnqIn376ib59+/LWW2/Rrl07Tp8+zcsvv8zOnTtZunRpvl1Rq1evzsMPP8wbb7zhsDwqKoqBAwfmyhkeHs6TTz7JokWLuPHGGwHbuNCLu9QGBQURHh6e63gvv/wyy5Yto0ePHrz++us0b96cgwcP8swzz5CZmclHH31kX/ejjz6iQ4cOXH311UyePJkrrriCrKwslixZwscff+zQ8puUlJSrWPb29qZKlSpFOpcL5fUe5mX+/PnMnDmToUOH0qhRI6xWKz///DMLFixg2rRpDuueO3cuV86AgAA8PT3z3Hd4eDj9+/fnueeeY/78+YBt5uQxY8bw9ttvExcX5zDTcX77eOedd7jvvvtITExk5MiR1K1bl2PHjvHFF1/g6+vrcMufM2fOkJbm2HIaFBSEm5tbgccpkrQE+PEe20y0Is5i/zL4pAP87zOo39noNCIiIpc9tdiWk8mTJ2OxWOz/njdvHufOnaN///651m3atClNmzYtVqutp6cny5cvZ+TIkTz11FNERETQq1cvzGYz69ato3379gVu/+ijjzpMYvTXX3+xZcsWBgwYkGtdf39/unXr5pBz5cqVXHXVVQ6PF154Ic9jBQUFsW7dOrp06cKdd95JgwYNGDx4MA0aNODPP/+kfv369nXr16/P33//TZcuXXjkkUdo3rw5PXr0YNmyZXz88ccO+33uueeoUaOGw2PixIlFPpeLXfwe5iUyMhJvb28eeeQRrrzyStq3b8/s2bP5/PPPue222xzW7d69e66cP/74Y4H7f+ihh/jll1/YsGGDfdno0aNJSEigWbNmtGvXrsDtwXbrpMWLF3P8+HH69+9PkyZNGDduHFWqVOHRRx91WLdx48a5Mv71VymOMTy1zTbjsYpacUbJp+HL/rBssm0GbxERETGMyVqa9yQRESmszd/a7k2blWp0EpGSC28PA6PAv5bRSURERC5LKmxFpHxlpcPCx+GvaZdeV8SZeAbA//4PGt1gdBIREZHLjgpbESk/8Udg9ig48fel1xVxRiYz3PAiXHOv0UlEREQuKypsRaR87FsGc8dBaqzRSUTKXuvR0OctMGuORhERkfKgwlZEyt6fn8OCiWDVBDtyGanXEQZ/AV5VjU4iIiJS6amwFZGyY7XCkmdhzQdGJxExRlAEDJsFwRFGJxEREanUVNiKSNnITIMf7oAdPxmdRMRYngG2ltv6nYxOIiIiUmmpsBWR0pcaB98MhaPrjE4iUjG4uMFNb0OrkUYnERERqZRU2IpI6Uo4Dl8NgJidRicRqXh6vqwZk0VERMqAClsRKT0xu+HL/0HiMaOTiFRcXZ6BTo8ZnUJERKRSUWErIqXj1D8w42bdzkekMK57GLpPMjqFiIhIpaHCVkRK7tQ2mNFXRa1IUbS7G3q9AiaT0UlEREScngpbESmZ09ttRW3KOaOTiDifVqPgpnfBxcXoJCIiIk5Nha2IFN+ZnTD9Jkg5a3QSEefVYjDc8jGYXY1OIiIi4rRU2IpI8ZzZBTNugvMxRicRcX7N+sOAaLXcioiIFJN+g4pI0cXstnU/VlErUjq2/wA/P2B0ChEREaelwlZEiiZmz79F7Rmjk4hULpu+hF+fNjqFiIiIU1JhKyKFl3gSvrwFkk8bnUSkclr7Ifz2htEpREREnI7G2IpI4aQnwbTetvvV5uF4ooXHl6azcF8WKZlWIgJdmNbPizZhZgBG/5jKjC2ZDtv0bGBm0QiffA+ZlG7l2RXp/LArkzPnrVwVaua9Xp60rWm2r/PmmnReX50BwOMd3HnkWg/7c+uPZXHPgjTWj/PB1UW3VBEn0vc9aD3a6BQiIiJOQ1MwisilZWfBnNH5FrVxqVY6RJ+nSz1XFt7qTYi3ib2xFqp6OhaTvSLMTOvnZf+3h7ngYnPcz6lsO2Phy/5ehPm58NXWDLp/eZ4d9/hSs4oLW09n89yKdOYP98ZqhZu+TeGGBq60qG4my2Llrl/S+Owmr8uzqDW5gG818KkGrh7g4nrBwwxWK1gywZJle2Rn2e5DnHQKstKMTi/zH7a9d036GJ1ERETEKaiwFZFL++Vh2Lc036dfW51OuL+LQ9Far2rukQ4eZhOhvoUbAZGaaWXujix+GupFxzq2j6rnO3vy854sPt6YwZSunuw6a+GK6ma61rM9f0V1F3adtdCiupk3VmfQsbarQ+tupeHqCdWagl+Nfx/VwTcU/C54eAfbCtjiSI2H5FO2IjfplK3redJJSPr3v2f36L7FZc2aDd+NgZE/Qe12RqcRERGp8FTYikjBVr0Ff88ocJV5u7Po2cCVQXNS+O1QNjWrmLinjTvjW7s7rLfyUBbV3kiiqpeJrnXNTOnqQZB33oVulgWyreDp6tja6uVq4o8j2QC0qObCnnPZHEmwYLXCnnMWmldzYX+shWmbM/nrjvy7OTsNV08IbQFhV0HYlVDjSghpbGt5LSteAbZHSJP810k4Cic2w8nNtv+e2KRit7RlpcK3Q2D8cgisb3QaERGRCk1jbEUkf/98B3PHAQV/THhOSQTg4WvcGRTpxp8nspmwKI1PbvRk1JW24nbmtky83aBegAv74yw8tSwdX3dYO9YHcz5dha+NOo+7Gb4Z4EV1HxPfbstk1I9pRAS6sPs+XwA+2ZjBO+tsY2wfau/OXW3c6f7Fee672p0sCzy/Mh03M7zXy9Pe8lthmUwQ1gpqti6/IrY0ORS7m+DIOsg4b3Qq51ctEsYuAQ9fo5OIiIhUWCpsRSRvh/6AL/tDdsYlV3V/MZE2YWbWjP2vhfSBhWn8eSKbtWPzbjU9EGehwfvJLL3Nm2718y7c9sdaGDMvld8PZ2M2QasaLjQKMvPXyWx23pv3l/wZmzP4cXcWn9zoSeMPk/lzvA/HEq3c+n0qByf44uFawcbbuvtAg27QuDc0vAF8go1OVHqy0mzX0e6FsHsBJJ4wOpHzanozDPnS6BQiIiIVlpM0A4hIuYo/ArNGFKqoBajhZyIyxLFLcdNgF+buzMxnC6hf1YVgbxP7Yi10y6eXZYNAF34b7cP5DCuJ6VZq+Lkw5LsU6ucxfhfgbIqFF35L5/fbfVh/PJtGQS40DDLTMAgyLbauyi2qV4Axt341oHEfWzFb73pbd+PKyNUTIrrbHje+BSe32Arc3Qtt/y+Ft3Me/P4GdHzM6CQiIiIVkgpbEXGUlQGzR0FqXKE36RBuZvc5i8OyPecs1PHPf6KoY4kWzqVYqeF36RZUH3cTPu4m4lKt/Lovi9d75F0IPvRrOg+196BWFRf+PJ5N5gWRsixWso3snxLSGCJvsRW0YVcaGMRANVraHp2fhIRjsOdX2DUfDqywzdIsBVvxMoReAY16Gp1ERESkwlFhKyKOfn0STvxdpE0eau/BtdHneXlVOoObubHheDaf/Z3BZzfZZklOzrDywsp0BkS6Euprm9xp4lLbWNmeDf77GOr2xXn6N3Hjvqtt43J/3ZeFFWgc5MK+WAuPLUmjSbCZ2690y5Vhyf4s9pzLZsYttqK3bU0zu85aWLg3k6OJVswmE42DCjcjc6lxcbV1IW07FupeV77Hruj8a9lel7ZjIe4QbJwGm76AlFijk1VcVgvMHW+bTCo4wug0IiIiFYrG2IrIf/75DuaOLdam8/dk8uSydPaes1CvqgsPt/9vVuTUTCu3zEph00kL8WlWwvxM3NDAlRe7eFD9gtv/1H03idFXuvF8Z1txOnt7Jk8uS+NYopVALxMDmrryUldP/C+6P25qppUrPz3PrIFeXBn6X1fjz//O4Jnl6Xi4wtQ+ntzYKHdBXCaqhEHr26HVSNutd6RwstJg+w/w5+dwbKPRaSqu4MYwfhl4+BmdREREpMJQYSsiNjF74P+6QEay0UmcV/0uthbIxr2dZybjiurEZtgYBf/MgcxUo9NUPI1vhKFf22bSFhERERW2IoLtliz/1xVidhmdxPm4ekCrUXD1HRDc0Og0lU9qPGz+GtZ+qFmVL9brNWh/l9EpREREKgQVtiIC398BW2cZncK5mFzgyuHQ+QnwDzc6TeWXmQob/g/+eLtIE5tVaq6ecMdvUK2J0UlEREQMp8JW5HK3cRrMf9DoFM6lyU3Q9Rmo1tToJJef1HhY/R6s/1hdlME2S/K4ZeDqbnQSERERQ6mwFbmcxR6AjztAZorRSZxDnQ7Q/XkIv9roJJJ0En57Hf6eAZZso9MYq8ME6DHZ6BQiIiKGUmErcrmyWmH6TXD4D6OTVHyhLaDbJGjYw+gkcrFz+2H5FNj+vdFJjGNygVE/65ZSIiJyWVNhK3K5Wv8pLJxodIqKzasq9HwZWg61FQ9ScZ3YBD9PgJNbjE5iDP9wuHs1ePobnURERMQQKmxFLkexB//tgnze6CQVV5Mb4aZ3wLe60UmksLIz4Y934PfXbf9/uWkxGAb8n9EpREREDKHCVuRyoy7IBfOqCn3egBaDjE4ixXV6G/x4z+XZejtwGjT/n9EpREREyp0KW5HLzfrPYOFjRqeomNRKW3lcrq23PtXg/o3qkiwiIpcdFbYilxN1Qc6bV1Xo/TpcMdjoJFLaLsfW27bj4cY3jU4hIiJSrlTYilxOpt8Eh1YZnaJiUStt5Xe5td6aXGD8Cgi70ugkIiIi5UbTfIpcLv75TkXthUwuthmPh36jorayM7tBp4kw+hfwrWZ0mrJntcAvD4PFYnQSERGRcqPCVuRykJECSyYZnaLi8AyAEXPhmnuNTiLlKbzdvy2ZVxmdpOwd/wv+mmZ0ChERkXKjwlbkcrD6XUg8ZnSKiiG4IYxfBg26Gp1EjOBfC25fAM0HGJ2k7C2bDOfPGp1CRESkXKiwFans4o/C6veNTlExNLwBxi2DoAijk4iR3LxhYDR0mwQmk9Fpyk5aPCx+1ugUIiIi5UKFrUhlt+Q5yEo1OoXxOjwIw2bqNijyn+sfhqHfgruv0UnKzpZv4PAao1OIiIiUOc2KLFKZHV4L03oZncJYrh5w8wdwxRCjk0hFdWYnzBwOsQeMTlI2araxdb8XERGpxNRiK1JZWSyw6HGjUxjLOxBGL1BRKwWr1hTGL4fa1xidpGwc3wi7fjE6hYiISJlSYStSWW3+Gk5uMTqFcXxCbLd3qdXG6CTiDLyq2mbKrtfJ6CRlY/kU3f5HREQqNRW2IpVRVjqseNnoFMbxq2Gb+bZapNFJxJm4+8DwWRDR3egkpe/MDvhnjtEpREREyowKW5HKaNOXkHTC6BTG8A+H2xdCcCOjk4gzcvOCod9A4z5GJyl9K1+B7EyjU4iIiJQJFbYilU1WBqx6x+gUxqhS09b9OLCe0UnEmbl6wOAvKl9xG3cQ/v7C6BQiIiJlQoWtSGWz+WtIPGZ0ivLnWx1G/QxV6xidRCoDsxsMmg4R3YxOUrp+fwMydfsvERGpfFTYilQm2Zmw6m2jU5Q/n2AYNQ+CGhidRCoTVw8Y8hXU62h0ktKTdBI2fGZ0ChERkVKnwlakMtnyLSQcMTpF+fL0h9t+hJAmRieRysjNG4Z9C+HtjE5Sela/p1ZbERGpdFTYilQW2Vmw6i2jU5Qvk4utu2hoC6OTSGXm7mubUCqgttFJSkfKOdj8jdEpRERESpUKW5HKYussiDtkdIry1fMlaNDV6BRyOfAJthW3bt5GJykd6z4Gq9XoFCIiIqVGha1IZWC1Xn6ttVeNgPb3GJ1CLiehLaD/p0anKB3n9sKeX41OISIiUmpU2IpUBvuWQux+o1OUn/Cr4cbLcJIsMV7kzdD5CaNTlI51HxmdQEREpNSosBWpDDb8n9EJyk+VmraZal09jE4il6tOj0PTvkanKLmDv8Opf4xOISIiUipU2Io4u7jDsG+J0SnKh6unbZyjb3Wjk8jlzOQC/T+B6s2MTlJya9VqKyIilYMKWxFntzEKrBajU5SPW6ZC2JVGpxCxzZQ87FvwDjI6SclsmwtJp4xOISIiUmIqbEWcWVY6bPrK6BTlo8OD0HyA0SlE/hNQBwbPsLXgOqvsDNjwmdEpRERESsyJfxuLCNu+t92TsrKr3hy6Pm10CpHc6l4P19xndIqS+ftL232wRUREnJgKWxFn9ufnRicoey5muOVjMLsbnUQkb12eguCGRqcovvNnYP8yo1OIiIiUiApbEWd1YjMc32h0irJ3/SNQ4wqjU4jkz83L9scXZ+6SvOVboxOIiIiUiBP/Fha5zP01zegEZa96c+j4mNEpRC6tVlvn7pK8awGkxhudQkREpNhU2Io4o6wM2P6j0SnKlrogi7Nx5i7J2emw/XujU4iIiBSbClsRZ7R3MaTFG52ibKkLsjgbZ++SvGWm0QlERESKzUl/+4pc5v6ZY3SCsqUuyOKsnLlL8tH1cG6/0SlERESKRYWtiLNJT4I9i4xOUXbUBVmcnTN3SVarrYiIOCkVtiLOZvdCyEozOkXZaTteXZDFubl5Qe83jE5RPFtmgtVqdAoREZEiU2Er4mwq86RR7r7Q8VGjU4iUXIMuUL+z0SmKLuEInPjb6BQiIiJFpsJWxJmkJ8P+ZUanKDvX3gc+IUanECkd3SYZnaB49vxqdAIREZEiU2Er4kz2LKq83ZB9gp130h2RvNRsBZG3GJ2i6CrzGH4REam0VNiKOJOdPxudoOx0fAw8/IxOIVK6uj1rmxDNmZzcAoknjE4hIiJSJCpsRZyFxQIHVhqdomwE1IHWtxudQqT0BUXAVSONTlF06o4sIiJORoWtiLM4sQnS4o1OUTa6PAWuHkanECkbnSaCq6fRKYpGha2IiDgZFbYizuLAcqMTlI3qzaDFIKNTiJSdKmHQ/m6jUxTNwd8gs5KO5xcRkUpJha2Is9i/wugEZaPbc843BlGkqDo8CJ4BRqcovMwUOPi70SlEREQKTYWtiDNIT4ajG4xOUfqqRUKjXkanECl7XgHQZozRKYpmz0KjE4iIiBSaClsRZ3B4NVgyjU5R+tqOMzqBSPlpMxpMJqNTFN7+Sjr8QUREKiUVtiLOoDJ2Q3b3hSsGG51CpPwE1IGGPY1OUXhxhyDxpNEpRERECkWFrYgzOFAJC9uWQ3XfWrn8OFsvhcOrjU4gIiJSKCpsRSq6xJMQs8voFKWv7VijE4iUv4huULWu0SkK78haoxOIiIgUigpbkYru2J9GJyh9dTrYJo4SudyYXKCNE/1RJ/6o0QlEREQKxdXoACJyCSc2GZ2g9Dlbd0yR0nTVrbBiCmSlG53EkdkDarSE2u0g/N+HbzWjU4mIiBSKCluRiq6yFba+1aDpTUanEDGOdxA0+x9s+dbYHD4h/xawV0N4ewi7Elw9jM0kIiJSTCpsRSq6k5uNTlC6Wo0Cs7vRKUSM1XZcORe2JqjW9N8i9t/W2KAG5Xh8ERGRsqXCVqQiizsEqXFGpyhdV91mdAIR49VqYys0z+wsm/27+UCt1v8Wse1tx/MKKJtjiYiIVAAqbEUqssrWDbl6c6hax+gUIhVD4xtLr7D1D/+vS3H41RDaAlzMpbPvQjp49jx/HY6jY6Ngqvl5luuxRUREVNiKVGSVrbBt3NvoBCIVR+PesOrNom/n4morXHOK2PB24F+z9PMVID0rm3+OJbDxcBx/HY7j78NxnDufAcB7Q6+k35Xlm0dERESFrUhFdmKz0QlKV+M+RicQqThqtrJNppZ8puD1PAMumOSpHdRsDe7e5RIxR0xSOn8djuWvw3FsPBzH9uOJZGRb8lx305F4FbYiIlLuVNiKVGSVaeIo3+q2WVdFxMbkAo16w98zHJcHRfzXGlu7PQQ3ApOp3GJZLFZ2n07ir39bY/86HMeR2JRCb7/pSCWbF0BERJyCCluRiirhOKQlGJ2i9DTubfsiLyL/aXITnN37XxFb62rwCSrXCOfTs9h0JP7f1thYNh+NJyktq9j723EykYwsC+6u+nkXEZHyo8JWpKKKO2h0gtKl8bUiuTXsAY1uKNdDHo1N4e8jcWw8ZGuN3X06iWyLtdT2n5lt5cDZZJqEVim1fYqIiFyKCluRiiq2EhW2bl5Qr5PRKUQqnjLuYpyZbWH7iUQ2Horl7yO2QvZ0YnqZHhNg96kkFbYiIlKuVNiKVFSVqcW2fhdbcSsiZSrufIZtXOyROP46FMfW4/GkZeY9yVNZ2ns6udyPKSIilzcVtiIVVdwhoxOUHnVDFil1VquV/THJ9gmeNh6O4+DZ81hLr1dxse0+nWR0BBERucyosBWpqCpTV+S61xmdQMTppWVms/lovL2Q3XQkjriUTKNj5WmPClsRESlnmrJQpKKqLF2RPf0hsL7RKUSczunENH7ZepIXft5Ovw//oMXzvzL0s3W88etulu86U2GLWrBNUJWWmV3i/YwePRqTycSrr77qsPzHH3/ElM/45CZNmuDh4cGpU6cAWLlyJSaTqcDHypUrmT59OgEBAQ77Sk1NZdKkSTRq1AgPDw+Cg4MZNGgQ27dvd1jv+eefx2Qycddddzks37x5MyaTiUOHDuXK2bNnT8xmM3/++Wee533LLbdc4tXJffyLH02aNLGvc/DgQYYPH05YWBienp7UqlWLfv36sWvXLqZPn37J1+jQoUP55sp5jePj43O9foGBgQQHB5Oenntsd926de379/b2pkWLFnz++ecF7jvn382aNSM72/EaCwgIYPr06Xnu/8LHxdfThTp37mxfz9PTk0aNGvHKK69gvaArxKFDh/J9ndatWwdAdnY2r776Kk2aNMHLy4vAwEDatWvncH451/fFj169euXK9corr2A2m3njjTdyPXfh++fi4kKNGjUYMmQIR44ccVgvMTGRp59+miZNmuDp6UloaCjdu3fn+++/t59f586defDBB/M8xsU/Hxe78ByqVKlC27Zt+emnn/LNeuHD09PTvk5MTAx33303tWvXxsPDg9DQUHr27Mnq1avt61zqvb34PQoMDKRTp06sWrUKgLlz52I2mzl+/Hie59KwYUMefvhh+2uS17Eu/nm/UEHncPbsWUJDQ3n55ZdzbTd48GDat29PdnY2KSkpPPnkkzRo0ABPT09CQkLo1KkTP/30U4HXYM5j+vTpBX7+5XxG5nx+5HXdvfHGG5hMJjp37pzvuVYkarEVqYjSEiC1ktwLssaVRicQqfAsVis7TiQ63Dv2eHyq0bGKzWK1jbNtUcu/xPvy9PTktdde484776Rq1aoFrvvHH3+QmprKwIEDmTFjBo8//jjXXnstJ0+etK8zYcIEEhMTmTZtmn1ZYGBgruIzPT2d7t27c+TIEd566y3atWvH6dOneeWVV2jXrh1Lly6lffv2DjmjoqJ45JFHaNiwYYE5jxw5wpo1a7jvvvuIjo6mbdu2RXhF8tasWTOWLl3qsMzV1fY1LzMzkx49etC4cWO+//57atSowbFjx1i4cCHx8fEMGTLE4Uvt//73P5o3b87kyZPty0JCQoqcae7cuTRr1gyr1cqPP/7IkCFDcq0zefJkxo8fT0pKCnPmzGH8+PHUrFmT3r0LHsJy4MABvvjiC26//fYC18vZ/4X8/PwK3Gb8+PFMnjyZ9PR0li9fzh133EFAQAB33323w3pLly6lWbNmDsuCgmy363rhhRf49NNP+fDDD2nTpg2JiYls3LiRuDjH3+29evVyuBYBPDw8cmWKjo5m4sSJREdH89hjj+V6vkqVKuzevRur1crBgwe55557GDRoEOvXrwcgPj6e6667joSEBKZMmULbtm1xdXXlt99+Y+LEiXTt2vWShWthTJs2jV69epGYmMjUqVMZOHAgf//9Ny1atMiV9UIX/qFqwIABZGRkMGPGDOrXr8/p06dZtmwZ586dc9imMO9tznt09uxZXnrpJW666Sb27NnDzTffTFBQEDNmzOCpp55y2Ob3339n3759jB071r4s55q4kLe3d76vQ0HnEBwczGeffcagQYPo27ev/bWZM2cO8+fPZ9OmTZjNZu666y7Wr1/PBx98QGRkJOfOnWPNmjWcO3eO8PBwh8+1N998k0WLFjl8Bvj7+9vf/927d1OliuOEftWqVbP/f40aNVixYgXHjh2jVq1a9uXR0dHUrl073/OsaFTYilRElakbctiVRicQqfA2HYljwMdrjY5RqvacTiqVwrZ79+7s27ePV155hddff73AdaOiohg+fDidOnViwoQJPP7447i7uxMaGmpfx8vLi/T0dIdleXn33XdZu3YtmzZtomXLlgDUqVOHuXPn0q5dO8aOHcu2bdvsX8gbN25MtWrVePrpp5k9e3aB+542bRo33XQTd999N+3bt+ftt9/Gy6tkE+y5urrme07bt29n//79LFu2jDp16tjPpUOHDvZ1Ljy+u7s73t7el3yNLiUqKooRI0ZgtVqJiorKs7D18/OzH+fxxx/n9ddfZ8mSJZcsbO+//34mTZrE8OHD8ywE89p/YV147rfffjsffvghS5YsyVXYBgUF5bvvefPm2YvLHDnX0YVyWvMK8ttvv5GamsrkyZP54osvWLNmDddee63DOiaTyb6fGjVqMHbsWB544AESExOpUqUKTz31FIcOHWLPnj2EhYXZt2vUqBHDhg1zaDEtiYCAAEJDQwkNDeXFF1/kvffeY8WKFQ6F7YVZLxYfH8+qVatYuXIlnTrZ7qZQp04drr766lzrFua9zXmPQkNDeeqpp5g5cybr16/n5ptv5rbbbmP69Om5Ctvo6GjatWvn8EeLovw8FOYcbr75ZoYPH86oUaNYv3498fHx3Hvvvbz66qs0btwYsF1D7733Hn369AFsrdStW7e27+PCPL6+vgV+BlSrVq3AP1xUq1aN1q1bM2PGDJ5++mkA1qxZw9mzZxk0aBA7duwo1LkbTV2RRSqi+MNGJyg9arEVuaQmoVXK+s4/5e5IbEqp7MdsNvPyyy/zwQcfcOzYsXzXS0pKYs6cOYwYMYIePXqQkJBg73ZYHN988w09evTIVYy4uLjw0EMPsWPHDrZs2eLw3KuvvsrcuXPZuHFjvvu1Wq1MmzaNESNG0KRJEyIiIvjuu++KnbMwQkJCcHFx4bvvvsvVfbes7N+/n7Vr1zJ48GAGDx7MqlWrOHw4/99tFouFuXPnEhcXh7u7+yX3/+CDD5KVlcUHH3xQmrEdWK1WVq1axa5duwqV6UKhoaEsX76cmJiYEueIiopi2LBhuLm5MWzYMKKiogpc/8yZM/zwww+YzWbMZjMWi4WZM2dy6623OhS1OXKKotKUlZVlz1mU187X1xdfX19+/PHHPLuvF1dqaipffPGFQ56xY8eyd+9efv/9d/t6ycnJfPfddw6ttUVV2HN47733OHfuHC+++CL33HMPzZs35/7777c/HxoayoIFC0hKKp85C8aMGePQlT86Oppbb721yNe+kVTYilRE588anaD0qMVW5JJ8PFypH+xbrG2TNi3gRPR9HHlnEEfeGcTJLx8hdX/+hRWAJS2Zc4s/5tiHt3H4zVs4/tkdpO7/b6xn8vYVHJs6mqPvDiF22f85bJuVcJrjn92BJb3gwrU0u1L379+fK6+8kkmTJuW7zsyZM2nYsCHNmjXDbDYzdOjQSxYABdmzZw9NmzbN87mc5Xv27HFY3qpVKwYPHszjjz+e736XLl1KSkoKPXv2BGDEiBElypnjn3/+sX+hznnkjAGsWbMm77//Ps899xxVq1ala9euvPjiixw4cKDEx81PdHQ0vXv3pmrVqgQGBtKzZ89cXW7B1krr6+uLh4cHAwcOpGrVqowbN+6S+/f29mbSpEm88sorJCQk5Ltezv4vfFzqDx5Tp061Z+rYsSMWi4UHHngg13rXXnttrn3nePvtt4mJiSE0NJQrrriCu+66i4ULF+bax/z583Pt48Kxl4mJiXz33XeMGDECsF0vs2fPJjnZ8ZZaCQkJ+Pr64uPjQ/Xq1VmxYgX33nsvPj4+nD17lri4OIcx14U5/7yupUsZNmyY/bV76KGHqFu3LoMHD84z64WPnBZ6V1dXpk+fzowZMwgICKBDhw489dRTbN26NdexCvPe5rxHPj4+vPnmm7Ru3Zpu3boBEBkZSfv27YmOjravP3v2bKxWK0OHDr3ka/L111/n+RoU9hyqVKnCtGnTePnll1m8eDHTpk1z6JL92WefsWbNGoKCgmjbti0PPfSQwzjjoqhVq5ZD9ou70APcdNNNJCYm8vvvv3P+/Hlmz57NmDFjinU8o6iwFamIKsv4Wk0cJVJoVxSz267ZL4iqnUZRY9S71Bj1Lp51WnLm+ylkxOTdOmbNzuT0rGfJTjhN8C1PUnP8pwT1uh+zn21sYHZKArGLPqBqlzFUG/Ii53esJGXfBvv25xZPpWqn0bh45D++DOB4XOmOEX7ttdeYMWMGO3fuzPP56Oho+5d/sBUAc+bMKVFrh7UY906aMmUKq1atYvHixfnmHDJkiL2FbNiwYaxevZr9+/cXOyfYukJv3rzZ4XHhmMB7772XU6dO8fXXX3PNNdcwZ84cmjVrxpIlS0p03LxkZ2czY8aMXO/H9OnTsVgc76v82GOPsXnzZpYvX067du145513iIiIKNRxxo4dS1BQEK+99lq+6+Ts/8JHmzZtCtzvrbfeyubNm1m9ejW9e/fm6aefztX1F2DWrFm59p0jMjKSbdu2sW7dOsaMGcOZM2fo27dvrqK9S5cuufZxYRH57bff0qBBA3vPgSuvvJI6deowa9Ysh/34+fmxefNmNm7cyFtvvUWrVq146aWXgKJfxznnn9+1VJB33nmHzZs3s3DhQiIjI/n8888JDAzMM+uFjwsn1RowYAAnTpxg3rx59OrVi5UrV9KqVSuH1kQo3Hs7a9YsNm3axNy5c4mIiGD69Om4ubnZnx8zZgzfffed/XMiOjqaQYMG5Rqrm9drcvPNN+f7OhT2HLp27Ur79u257bbb7MMEcnTs2JEDBw6wbNkyBg4cyPbt27n++ut58cUX8z1uflatWuWQfcGCBbnWcXNzY8SIEUybNo05c+bQqFEjrrjiiiIfy0gaYytSEVWWwlbdkEUKrUVNf37YlPcMnQXxjmjn8O+qHUeSvGkB6Sd24x5SJ9f6yVuXYElLInTEG5jMtq8Brv7V7c9nxZ/C5OGNT9OOAHjWvoLMc0ch4mrO7/gNk4sr3o1zf8m/WGlPftWxY0d69uzJk08+yejRox2e27FjB+vWrWPDhg0OraXZ2dnMnDkz1wQzhdGoUaN8i+ic5Y0aNcr1XIMGDRg/fjxPPPFErpbY2NhYfvjhBzIzM/n4448dckZHR9sLkeJwd3e/ZEHo5+dH37596du3L1OmTKFnz55MmTKFHj16FOoYVapUybM7cXx8PGazGR8fHwB+/fVXjh8/nmtMbXZ2NsuWLXM4XnBwMBEREURERDBnzhxatGhBmzZtiIyMvGQeV1dXXnrpJUaPHs19992X5zo5+y8Kf39/+zazZ88mIiKC9u3b0717d4f1wsPDC9y3i4sLbdu2pW3btjz44IN89dVX3HbbbTz99NPUq1cPAB8fnwL3ERUVxfbt2x26ClssFqKjox26y7q4uNj307RpU/bv38/dd9/Nl19+SUhICAEBAezatavI55/jwomGChIaGmp/P6dNm0afPn3YsWOHw/YXZs2Pp6cnPXr0oEePHjz77LOMGzeOSZMmOfzsF+a9DQ8Pp2HDhjRs2JCsrCz69+/Ptm3b7OOyhw4dykMPPcTs2bPp2LEjq1ev5pVXXsm1n7xek0spzDmA7TrOryu4m5sb119/Pddffz2PP/44U6ZMYfLkyfb5AwqrXr16hZocbMyYMbRr145t27Y5XWstqMVWpGJKjTc6QelQN2SRQmtes+QTLVkt2Zzf8RuWzDQ8aubd7TBl33o8wpoQu+Rjjn4wghNR95CwdjZWi23spWtgTayZ6WSc3k92ahIZJ/fgHlKX7LRk4ld9RWCPwnVJPJWYVuLzudirr77Kzz//zNq1jhNtRUVF0bFjR7Zs2eLQKvHwww8Xu5vv0KFDWbp0aa5xtBaLhXfeeYfIyMg8JwMCeO6559izZw8zZ850WP71119Tq1atXDnfeustpk+fXm7jXwH77YDOnz9f6G0aN27M9u3bc40b/Pvvv6lXr569JSwqKoqhQ4fmauG6VPfw8PBwhgwZwpNPPlnoTIMGDaJZs2a88MILhd6mKHx9fZkwYQKPPvposVrwL5RTrBf2Nf/nn3/YuHEjK1eudHgdV65cydq1awssVJ944glmzZrF33//jYuLC0OHDuXrr7/mxIkTudZNTk4mKyureCdVgKuvvprWrVuX6A82OSIjI4t0reZl4MCBuLq6MnXqVPsyPz8/Bg0aRHR0NNOmTaNRo0Zcf/31JY2bp9I4h8jISLKyskhLK/3PV7DNrt6sWTO2bdvG8OHDy+QYZUkttiIVkVpsRS47zcJsE0gV57tzRswhTn35KNasDEzuXlTr/zTuwXnfoiEr/jRpCVvxiexMtUHPkxV3gtjFH2PNziLguuGYPX0JvvEhzs5/G2tWBj7Nu+JVvzVnF7yHX6ubyEo4zZm5L4IlC/8Ow/Fpcl3embIsxJ7PINCn9CYeadGiBbfeeivvv/++fVlmZiZffvklkydPpnnz5g7rjxs3jrfffpvt27fnOaasIA899BA//fQTffv2dbjdz8svv8zOnTtZunRpvvfSrV69Og8//HCue45GRUUxcODAXDnDw8N58sknWbRoETfeeCNgG4d4YddWsM3wGh4enucxs7Ky7PelzGEymahevTqbN29m0qRJ3HbbbURGRuLu7s5vv/1GdHR0geOBL3brrbcyefJkRo4cycSJE/H39+f333/n3Xfftc9YHRMTw88//8y8efNynefIkSPp378/sbGxubqn5pgwYQLNmzdn48aNl+wynOPVV1+1j1m+WFJSUq7XxdvbO9etTwpy55138uKLLzJ37lwGDhxoX37u3Llc+w4ICMDT05OBAwfSoUMHrr32WkJDQzl48CBPPvkkjRo1chjrmp6enmsfrq6uBAcHExUVxdVXX03Hjh1zZWrbti1RUVF53tcWbNdU//79ee6555g/fz4vvfQSK1eupF27drz00ku0adMGNzc3Vq1axSuvvMKff/5ZKrf7udiDDz5I//79mThxIjVr1gRsXaMvPmewtQrHxcUxaNAgxowZwxVXXIGfnx8bN27k9ddfp1+/fg7rF/W9NZlMPPDAAzz//PPceeed9tv1jB07luuvv56dO3fm+/OQkpKS61geHh553oLs3LlzhT6HgnTu3Jlhw4bRpk0bgoKC2LFjB0899RRdunQp0vULtgnFLi6Gg4KCHLpl51i+fDmZmZllcj2UNbXYilRElaWw1fhakULz8XAlxDf/25YUxC2wJjVuf5/QkW/jd1Vvzv7yDhlnj+S9stWC2TuAoF734REagU/TjvhfM5jkzf9NbOPd6FrCxn5EzTv/j4DrbiXtyD9kxhzC98qenJ33OoHdxhNyy1OcW/g+2efj8811ugxabSdPnuwwTnPevHmcO3eO/v3751q3adOmNG3atFittp6enixfvpyRI0fy1FNPERERQa9evTCbzaxbt87hHrZ5efTRRx0mE/rrr7/YsmULAwYMyLWuv78/3bp1c8i5cuVKrrrqKodHQa2S27dvp0aNGg6PnDF7tWrVom7durzwwgu0a9eOVq1a8d577/HCCy/Yb+1RGAEBAaxatYrMzExuvvlmrrzySt5//33efvtt7rzzTgC++OILfHx87BP0XKhbt254eXnx1Vdf5XuMyMhIbrjhBp577rlC5+ratStdu3bNs9Xxueeey/W6TJw4sdD7Btt9jkeOHMnzzz/vcO117949175//PFHAHr27MnPP/9M3759adSoEaNGjaJJkyYsXrzYodvpokWLcu3juuuuIyMjg6+++irP6wVsYzi/+OILMjMz88390EMP8csvv7BhwwYCAwNZt24dI0aMYMqUKVx11VVcf/31fPvtt7zxxhv4+5e8x0heevXqRb169RxabRMTE3Odc40aNThz5gy+vr72sdYdO3akefPmPPvss4wfP54PP/zQYd/FeW9HjRpFZmamw76uu+46GjduTGJiIiNHjsxzu//7v//Ldaxhw4bluW5RzqEgPXv2ZMaMGdxwww00bdqU+++/n549e17ydmJ5ady4ca78f/31V57r+vj4OGVRC2CylrRfhYiUvo/aQ0zeY7ucyiO7wa9k90EUuZz0/eAP/jme/wyvhXV65tO4BtQgqFfucYenvnkCk4uZ6kP/+6KZun8jZ757ntqP/oDJ7PgXfGtWJienTyDopocxuZg5PesZwu+3zQZ6csZD+HcYmmucb47pt7elc+PCjc0TEREpCbXYilRElaHF1uQCPiFGpxBxKtWqFK/F9mJWqxVrdt4tOR41m5IZdxKr9b+Wp8y445h9A3MVtQAJa2biWb8VHqERYLWA5b9xoFZLFlw0y+2F4lIySnAWIiIihafCVqQiSos3OkHJ+YSAi9noFCJOpZpf0QvbuN+mk3Z0G1kJp8mIOUTcb9NJP/IPPpGdATg7/y3ifptuX9/vqj5Y0pKIW/oZmbHHSdn/Jwlr5+B31Y259p1x9gjnd60i4DrbbVtcA2uByYWkLYtJ2f8nmeeO4V6jYb7ZktJKf0IaERGRvGjyKJGKxmqFrLKZ7a5c+dUwOoGI06lexbPI22SfT+Ds/LfJPh+Li4cP7iF1qTZ4Ml71rgIgKzHG1oPiX65VQqg+eDKxyz4nKfo+XP2CqNLmZqq0cxzLZ7VaiV30IVW7jsPF3ZbLxc2DoD4PErvkY6zZmQT2uAtXv+B8s6mwFRGR8qLCVqSisebfrc+p+FW/9Doi4qA4LbbBfSYU+Hzo8FdzLfOo2ZQaI98qcDuTyUToiNdzLfeOuBrviKsLlS05XYWtiIiUD3VFFqloKk1hqxZbkaKqVowW24osKS3/GVtFRERKkwpbkYqmskxU7qsWW5GiKk6LbUWWrK7IIiJSTlTYilQ0labFVrf5ESmqan6Vq8VWXZFFRKS8qLAVqXAqSYutCluRIgv2dcdkMjpF6UlUi62IiJQTFbYiFU1labH19Dc6gYjTcTW74OteeeZ1TMvMvvRKIiIipUCFrUhFU1nG2Lq4GZ1AxCm5mitPk222pZJ8nomISIWnwlakoqksLbYulafVSaQ8ubpUnl/NKmxFRKS8VJ7fniKVRWUZYKfCVqRYzC6V5DOAytMBRUREKj598xSpaNx8ABNOP4mUi9noBCJO6bm+kaRkVI6xqVU89TVDRETKh37jiFQ0Li7g7gsZSUYnKZnK0vIsUs76tKhhdAQRERGno67IIhWRZxWjE5ScpXK0OImIiIhIxacWW5GKyKMKcNzoFCWjwlakWNb9MIuM1FSjY5SK2pEtqHtla6NjiIjIZUCFrUhFVClabDONTiDilP7+5SdSkxKNjlEqzGazClsRESkX6oosUhF5VIbCNsvoBCJOyVKJejuYNImciIiUExW2IhVRZWixzUwzOoGIU8rKyDA6QqlxqUT35BURkYpNv3FEKqLK0GKbfNroBCJOJ+18MtmZlacbv8msFlsRESkfKmxFKqLK0GKbdMroBCJO53xcrNERSpVabEVEpLzoN45IReQTYnSCkktWYStSVMlxcUZHKFWu7u5GRxARkcuECluRisg/3OgEJacWW5EiOx93zugIpcrTrxL0PhEREaegwlakIgqobXSCklNhK1Jk5+MrV4utlwpbEREpJypsRSqiylDYavIokSJLrmRjbFXYiohIeVFhK1IR+QSDm4/RKUom6aTRCUScTmWbPEqFrYiIlBcVtiIVVYCTj7PNTIW0BKNTiDiV5PhKVthWUWErIiLlQ4WtSEVVGboja5ytSJGcj608ha2rhwdu7h5GxxARkcuECluRiqoyFLaJx41OIOI0rBZLpRpjq27IIiJSnlTYilRUlaGwPbXN6AQiTiPu5HGyMtKNjlFqVNiKiEh5UmErUlEF1DE6Qcmd2GR0AhGncerAPqMjlCoVtiIiUp5U2IpUVCFNjE5Qcic3G51AxGmcVmErIiJSbCpsRSqq4IZgdvKJV2IPQFq80SlEnMLpg5WrsPWu4m90BBERuYyosBWpqFzMENLY6BQld3Kr0QlEKjyrxcKZgweMjlGq/KuHGh1BREQuIypsRSqy6s2NTlByJzYbnUCkwos7eZzMtFSjY5SqwLBaRkcQEZHLiApbkYostIXRCUpOE0iJXFJlmzgKILBmuNERRETkMqLCVqQiq9HS6AQlpwmkRC6psk0c5ebphV9QsNExRETkMqLCVqQiq9ESTE7+Y6oJpEQuqbJNHFW1Rhgmk8noGCIichlx8m/MIpWchy8ENTQ6Rckd+8voBCIVVnZWJmcO7Dc6RqnS+FoRESlvKmxFKrqwq4xOUHJ7FxudQKTCOrZzO5npaUbHKFVBGl8rIiLlTIWtSEUXfrXRCUpu90KjE4hUWPs3rjc6QqkLrKkWWxERKV8qbEUqunqdjE5QcvGH4fR2o1OIVEj7/6qEha26IouISDlTYStS0QVHQJWaRqcouT2LjE4gUuHEHD5IYswZo2OUKpOLCwE1KsFnloiIOBUVtiLOoF5HoxOU3O4FRicQqXAqY2utf0h1XN3cjI4hIiKXGRW2Is6gMhS2xzZC8mmjU4hUKPs3bjA6QqmrVre+0RFEROQypMJWxBlUhsIWYM+vRicQqTCS42I5tX+P0TFKXc2mzYyOICIilyEVtiLOwL8WBDYwOkXJaXZkEbsDf/9pdIQyUbOJClsRESl/KmxFnEVlaLU9sAIyU4xOIVIhVMbb/Lh7eVOtTj2jY4iIyGVIha2Is6hfCW77k5kKuzSJlEhqYgKHt/5tdIxSF9a4KSYXfbUQEZHy52p0ABEppHqdwGQGa7bRSUpmYxS0GGh0ChFDbVu5lOysrGJtm5aZxa/bdvPP8dMkp6dTM6AK/a5qRu3AgHy3Wb33EKv3HSI2JZWq3l50axpBm7r/3Wt2z6kYvv97O0lp6TSrWZ3Bba7A1WwrUFMzMnlv6Wru6HQ1gT7eBWarpW7IIiJiEP1ZVcRZeAdC3euMTlFyh9fA6e1GpxAxjMWSzZYlxe+5MGfjVvacPsuwdi159IaONKoewme/rSchJS3P9dfsO8yCf3ZzQ7NGPNazEzc0a8QPf29j+wnbLOUWq5Wv12/mmga1ub/btRyLjWfdgSP27Rf8s4trGtS+ZFELULNJZLHPS0REpCRU2Io4k8h+RicoHRujjU4gYphDWzaRcKZ4t77KzMrmn2OnuPGKJjQICSLYz4eezRsR5OvNmv2H89zmr8PHaN+gNlfWDiPI15uraofRrn5tVuzaD8D59AzOp2dwbUQdQv39iAyrzpnEZFvWs7EcjU3g+oaXHjdrdnMjNKJxsc5LRESkpFTYijiTpjeDqRL82G6ZCemJRqcQMcSWxb8Ue9tsqxWL1Yqb2eyw3M1s5uDZ2Dy3ybJYcLto3Kub2czR2HiyLRZ8Pdyp4unBnlNnycjK5uDZWGoE+JFtsTD3r20MbN0CFxfTJbOFNmiEq5tbsc9NRESkJCrBN2SRy4hvCNTpYHSKkstIhq2zjU4hUu4SzpziwKaNxd7e082VOkEBLNmxl4TUNCwWK38dPsbhc3EkpaXnuU3j6iGsP3iUY7EJWK1WjsbGs+HgUbItVs6nZ2AymbjtmlYs2bGXN379jZoB/lxdL5zlO/cTUS0IV7MLHy5bw2sLV/LH3kP5Zqul+9eKiIiBNHmUiLOJ7AeHVhmdouT+/BzajjM6hUi52rp0EVitJdrHsHZXMvvPrbz48zJcTCZqVq3CVeFhHItLyHP9HpENSUpL5/1lqwHw9XSndZ2arNx9AJPJ1hJbLySQB3v8N4Y/JimZvw4f46Ee1zN1xVqua1SPJqEhvPnr79QPCSQsoEqu4+j+tSIiYiQVtiLOpunNsHAiWC1GJymZMzvh8OrK0QItUghZGRn8s3xxifcT7OvDPV2uIT0ri/TMLKp4efLl2r8J9M17cic3VzNDrm7JwDYtSEpLp4qnJ+sOHMHD1RUfD/c8t/lu4z/0bRmJFSvH4xNpWasG7q5mGoQEciDmXK7C1sXsSs3GTUt8biIiIsWlrsgizsavOoS3NzpF6fgzyugEIuVmz/rVpCaV3thyD1dXqnh5kpKRye5TMTQPCy1wfbOLCwHeXri4mNh89ASRYdVwMeUeO7v+wBG83d1pVrM6ln8bl7Mtln//a7Uvu1B4sxa4e1161mQREZGyosJWxBlVltmRd/wECceMTiFSLv5eOK9U9rP7VAy7Tp7hXHIKe07F8MnKdVTz86VtPdt9aRds3cW36zfb18/pVhyTdJ4j5+L5au3fnEpIoneL3DMYJ6Wls3TnPm5pZetW7O3uRrUqvqzae5BDZ+PYd+YsdYOr5tquQZt2pXJuIiIixaWuyCLOKLIf/PoUWLONTlIylixY+Sr0+9DoJCJlau+GtZzev7dU9pWamcnCrbuJT03D292NFrVC6d28MeZ/Zz5OTEsnLiXVvr7FauW33QeJSfoHs4sLDUKCuK/rtXnel/anTTvo1Kg+/l6e9mVD27Zk5obN/LH3EJ0aN6B2YECu7Rq0VmErIiLGMlmtJZzFQkSM8e0w2L3A6BQlZ3KBe9ZCSBOjk4iUCUt2NjMeu5fY45Wzd0K1eg247dX3jI4hIiKXOXVFFnFWrW83OkHpsFpg2YtGpxApM9t/W1Zpi1qAiDYlH/N/9OhRxowZQ1hYGO7u7tSpU4cJEyZw7tw5Dh06hMlkKvAxffp0Vq5ciclkIj4+Ptf+69aty7vvvuvw77z28+qrrwLkOmZgYCCdOnVi1apKMCO9iEglpcJWxFlFdAf/2kanKB275sOxP41OIVLqMjPSWfvdN0bHKFMN211bou0PHDhAmzZt2Lt3L99++y379u3jk08+YdmyZVxzzTX4+flx8uRJ++ORRx6hWbNmDsuGDBlS5ONOnjzZYR8nT57k/vvvd1hn6dKlnDx5kt9//52wsDBuuukmTp8+XaLzFRGRsqHCVsRZubhAq5FGpyg9S583OoFIqdvy6y8knTtrdIwyE1SrNsHhdUq0j3vvvRd3d3cWL15Mp06dqF27Nr1792bp0qUcP36cZ555htDQUPvD19cXV1dXh2VeXl5FPq6fn5/DPkJDQ/Hx8XE8v6AgQkNDad68OU899RSJiYmsX7++ROcrIiJlQ4WtiDNrdRu4VJI54A79AXuXGJ1CpNSknU9m/Q+zjY5Rphpfc32Jto+NjeXXX3/lnnvuyVWchoaGcuuttzJr1iyMng4kNTWVL774AgB397zv/SsiIsZSYSvizPxCoVEvo1OUnmUv2MbcilQCf86bS9r5ZKNjlKlG11xXou337t2L1WqladOmeT7ftGlT4uLiiImJKfQ+a9Wqha+vr8PjyJEjudZ7/PHHc6138Rjaa6+9Fl9fX3x8fHjzzTdp3bo13bp1K9pJiohIuagkTT0il7E2t9vGqFYGp/6BbXOhxSCjk4iUSHJcLH8vKJ371lZUIbXrElQzvFT2VZotsqtWrcLPz89hWefOnXOt99hjjzF69GiHZTVr1nT496xZs2jSpAnbtm1j4sSJTJ8+HTc3t1LLKiIipUeFrYiza9ANqtaFuENGJykdyyZD497g7mt0EpFiWz3zS7Iy0o2OUaaaXNe5xPuIiIjAZDKxc+dO+vfvn+v5nTt3UrVqVUJCQgq9z3r16hEQEOCwzNU199ed4OBgIiIiCtxXeHg4DRs2pGHDhmRlZdG/f3+2bduGh4dHofOIiEj5UFdkEWdnMkHbcUanKD3xR2DpC0anECm2g5v/YtvKyj1e3OzqSvMuPUq8n6CgIHr06MHUqVNJTU11eO7UqVN8/fXXDBkyBJPJVOJjldTAgQNxdXVl6tSpRkcREZE8qLAVqQxa3w5eVY1OUXo2fGabTErEyaSnnGfJZx8YHaPMNWzXAe8q/qWyrw8//JD09HR69uzJ77//ztGjR1m0aBE9evSgZs2avPTSS6VynIslJSVx6tQph0diYmK+65tMJh544AFeffVVUlJSyiSTiIgUnwpbkcrAwxfa3WV0itL1032Qcd7oFCJF8tuXUZX69j45Wt7Qp9T21bBhQzZu3Ej9+vUZPHgwDRo04I477qBLly6sXbuWwMDAUjvWhZ577jlq1Kjh8Jg4cWKB24waNYrMzEw+/PDDMskkIiLFZ7IaPYe+iJSO1Dh4pwVkJBmdpPS0uxN6v250CpFCObTlb+a+/JzRMcpccO26jHpDhZ2IiFQsarEVqSy8qkLbMUanKF3rP1WXZHEKWRkZLP7s8ij2WvYovdZaERGR0qLCVqQyueY+cPU0OkXpUpdkcQKu7u70uf8R/IILP3uvM3Lz9CLy+s5GxxAREclFha1IZeJbDa66zegUpSvuICzTLMlS8dVq0oyRr39Ao/bXGR2lzERe3xl3L2+jY4iIiOSiwlaksukwAVzcjE5RutZ/CodWGZ1CJJf0lEx+m7mbjNQsADx9fOn70BPccNcDuHlUst4TqBuyiIhUXCpsRSqbgHC4YojRKUrfd2Mg8bjRKUTsLBYrS6J3sG3lcWa9tIFTBxLsz7XocgMjXn2PavUaGJiwdIU1akpInXpGxxAREcmTCluRyqjz45VvrG3yGZh5K2Tq/pFSMaz7cT+Ht50DIPFsGj+8+Td//nIQq8V2s4HAsJoMn/ImrW/qDyaTkVFLxZWleIsfERGR0qbCVqQyCqgN7e82OkXpO7HJNpmUiMH2bDjFpsVHHJZZLFY2/HyQH9/ZRFJsGgBmVzc63zaWAU9NxiegqhFRS0WVkGo0uuZ6o2OIiIjkS4WtSGV1/SPgUwlnaN02F1a9bXQKuYydPpTI8i925fv8ib3xzJqygf1/n7Evq3vFVYx840Pqt2pbHhFLXbv+gzG7uhodQ0REJF8qbEUqKw8/6Pyk0SnKxvLJsHuh0SnkMnQ+Pp2Fn2wlO8tS4HrpKVks+mwby7/cSWZ6NgDeVfzp//gkuoy+E1c39/KIWyr8q1WneeceRscQEREpkApbkcqs9WgIaWp0itJntcLccXBmp9FJ5DKSlZnNwk/+4Xx8RqG32bn6JLNf/pOYI0n2Za1692X4y28TVKt2WcQsde3+NwQXs9noGCIiIgVSYStSmbmY4YYpRqcoGxnJ8O0wSIk1OolcJlZ+tZvThxKLvF386RS+e30jm5YcwWq1TSwVUrsut77yToW/fU5A9Ro069jN6BgiIiKXpMJWpLJr2B0aVNIvpnEHYc5oyC58C5pIcWxafJjd608Ve3tLlpU1c/cx/4MtpCTarlc3dw+6j7uHfo8+g6dfldKKWqraDxiq1loREXEKJmvOn49FpPI6sxM+7gDWbKOTlI2mN8OgaeCiyW2k9G1fdZyVX+8utf15+bnRdWRT6rYIti9Ljj3Hwo/e4si2raV2nJKqWiOM0W9/jIuLClsREan41GIrcjmo1hSuHm90irKzcx78cCdYKmnhLobZte4kK78pvaIWIDUpk18+2sqqWXvIzrRNQuUbGMTAp6dw3bBRuJgrxh9o2g8YpqJWRESchlpsRS4XGefho/aQcOTS6zqrq0bAzR+ASX+zk5Lbu/E0S6K2U5a/JYNq+nLD2GYEhvnYl53at4dfPniD+FMny+7AlxAYVotRb32kwlZERJyGvv2JXC7cfeDm94xOUbY2fQXzHwZrwbdiEbmU1KQMVny1q0yLWoBzx5OZ88qfbPv9uH1ZaEQjbnvtfSI7di3bgxeg/UC11oqIiHNRYStyOWnQFa4cYXSKsvXXNPjpPnVLlhLx8nOnz91X4OpW9r8mszIt/PbNbhZ8vJW05EwA3D296H3vw/R54DE8vH0usYfSFVK3Pk2uub5cjykiIlJS6ooscrlJjYeP2kFy8Wd4dQrNB0D/T8HsZnQScWJHd8byy9St9rGwZc0nwIPut0dSq3FV+7KEM6f55YM3OLlnV9kHMJkYNvkNwho1KftjiYiIlCK12IpcbrwC4MY3jU5R9rbNhe9uh6x0o5OIk4ibOZPTb7zhsCy8aSB97m6B2bV8fl2ej09n3rubWPvDfizZtmLav1p1hr7wGu0HDMXkUrY5WnTpoaJWREScklpsRS5Xs0fBjh+NTlH26lwLg78AnxCjk0gFZc3OJuaddzn3+ecABN1xB9UefshhncPbzrHgk61YssrvV2a1ulW4YWwk/iHe9mXHdm5jwQdvkXQuptSP5+lXhTHvfIJXBb2nroiISEFU2IpcrpJj4KO2kBpndJKy5x8Ow76B0CuMTiIVTHZSEicefYzk335zWB50911UmzDBYdmhrWdZ+Nk/5Vrcunma6TS0EY3b17AvSzufzJJPP2DP+tWleqwed9zPFd16luo+RUREyosKW5HL2bbvbd11Lwdu3tD/E4jsZ3QSqSAyDh3m6D33kHHgQJ7PB993HyH33euw7MDmGH79v21Yssv3V2ejq6vTaVhj3L3+u8ftP8sXs2L6Z2Smp5V4/zUaNWHY5DcwmUwl3peIiIgRVNiKXO5+ftA2k/DlotPj0PkJ3ev2Mpe8ejXHH3oYS2JigeuFTHiA4Lvvdli2f9MZFv/fdiyW8v31WSXYkx5jmhFa39++LPbEMX557w3OHNpf7P2aXFwY8cq7VKtbvzRiioiIGEKFrcjlLjMNPu8Op/8xOkn5adrX1nrr7mt0EjFA7IwvOP3aa2Ap3EzHIQ8/TPAd4x2W7fvrDEui/ituf930DVsO/sHp+CO4mT2oHxpJv3Z3UD0gPN/9vjvvYfad3JJrebPa7bi798sALN0ym6WbZwHQ48oh9LhqCG1vqkvrXnXZ8OcG7rnnHtas/oO1c77hr19+pDg33r2qd1+6jr6zyNuJiIhUJCpsRQTO7oPPOkFGstFJyk/1ZjDsWwioY3QSKSeWjAxOPf88Cd//UORtqz32GEFjxzgs2/vnaZZM24HVYuWjX56gdURn6oQ0Iduazc8bojgRe5BnBkfj4eaV5z7PpyWSbcly+Pcr341neKdHaN+4F8fP7efNH+/nrl4vgdXKJ4ue5tH+H1EzqD7V6/vy4ld38HnU/9G2bVsADm35m0VT3+F8fOHHzftUDeT2tz/Bw9v70iuLiIhUYOqLJyIQHAE3vWN0ivJ1ejt81hn2/Gp0EikHGUeOcGTkqGIVtQBn3niDc9OnOyxr2LY63UY1xWSCe298lfaNe1EjsC61ghowovNE4pLPcDRmb7779PGsQhXvQPtj17G/cHf15Kr6nQA4HX+UmoH1aVzzKhrXakVYUH1Oxx8F4Iu5nxFijiDQ/N8fZuq2bMXINz6kfqu2hT6vTiPGqKgVEZFKQYWtiNhcMRiuus3oFOUrJRa+GQw/3g2p8UankTJgtViI/eorDvS7hdTNm0u0rzOvvkbsF186LGvcLpSu/xa3F0rLOA+At6dfofe/ZvdCWjXoYm/hDQusx5mEY8QmnSY26TRn4o8RFliXmIQTrNu9iN5XjWbRZ9tY8eVOMjOybcer4k//xyfRZfQdmN3cCjxevava0PS6zoXOJyIiUpGpK7KI/CczFf6vK5zZYXSS8udXA/q+B410u5PKIuPIEU4+/Qwpf/5Zqvut/tyzBA4f7rBs55oTLP9yF1jBYrXw6aJnSM04z8P93ivUPg+d2cWbP9zLo/0/om61Jvblq3b8zIqt3wHQ5YqBXB/Zlw/mP0bHZv2wWLNZsPELzC6ujO77MA9MHkFI+H+FdMzhg/zy/hucO3Yk1/G8qvgz6o0P8QmoWpyXQEREpMJRYSsijmJ2w2ddIPO80UmMceVw6PkKeAUYnUSKyWqxEPfNN5x5622sqamlfwCTidBJk6g6dIjD4h1/nGDF17uY+fu77DiygYf6vUdV35BC7fLb39/m4OkdPDXo8wLXW7f7V7YeWs3Q6x/kxVmjeex/U4lPjmH68ld4ceTXdBzQlJbdwu237cnMSOe3Lz5ny5KFDvvp9+gzRLRtX4STFhERqdjUFVlEHIU0hv4fA5fp/Sw3fwNT22vsrZPKOHKEI6NGc3rKS2VT1AJYrZx64QXi5sxxWBx5XRh/nP6CbYfX8UDftwpd1KZnpvLX/pVc06R3geslpyaw8K8vGdThfg6d2UU1/1pU869Fo5pXYbFkcersUVZ/t4/5H24hJTEDADd3D7qPu5d+jz6Dp18VAJp3uUFFrYiIVDoqbEUkt8h+0OVpo1MYJ+nkv2Nv74G0eKPTSCFcOJa2tLse531AK6eem0T83O///aeV++67j9/XL+HLT+YSXKVGoXe16cBvZGVn0LZh9wLXm7t2Kl2uGEBV3xCsVgvZlmz7c9mWbKxW2+2LjmyPZeaL6zm87Zz9+Yi27Rn5+vs069SdLqPH59q3iIiIs3M1OoCIVFCdHoOzu+GfOZdet7La/DXsXQwdH4M2t4PZ3ehEkofza9Zy5u23Sdu2rXwPbLVy8tlnwezCU4sX88033/DTTz/RuHFDvDyPs2HeQTzdfXB39QDgi+Wv4u8TTL924xx2s3bXQq6o2wFfT/98D7Xz2EbOJBzjti6PA1A7pDGn44+w/ch64pJjcHFxodoF98xNTcpk/kdbuKJLLa7tH4HZzQW/wGB63fNg6b8OIiIiFYDG2IpI/jLTYMZNcKwcWsAquqp1ba3YLQaCSZ1dKoLUbduIefsdzq9ZY2wQFxcid+Y94dqIzo/RvnEvAN6d9zBBftXtxSnYbunz4qzR3HvjazSt1SbPfWRkpfPqd3cwpvuz1AqOsC9fs/MXfv5zGq5mN4ZcN4HmdfLuXhxUy5cbxjYjsIZPcc9QRESkwlNhKyIFO38WPu8OcQeNTlIxVG8O3SdBwxuMTnLZSj90iJh33yNp0SKjo/zHbCbs9dfwv/FGh8WbFh9hzff7DAr1Hw9vV0a+dC3uXuqoJSIilZMKWxG5tLP7IKoHpMYanaTiqNMBuj8P4VcbneSykXnmDGc/+oj47+ZCdvalNyhvZjM133qTKr16OSz+a9Eh1v14wKBQNtcPacQVXWoZmkFERKQsqbAVkcI5vBa+6AfZ6UYnqVia3AhdnrK15EqZyIqLIzY6mtgvv8KalmZ0nIK5ulLz7beocoNji/7GBYdYP8+Y4rb+VSH0vrOFIccWEREpLypsRaTwdv4Mc0aDJcvoJBVP3eug7Tho0hfM6u5ZGlK3bCHu229JXLAQa0aG0XEKz82NWu++g1+3bg6LN/x8gD9/OVSuUfyCPBnydFs8vN3K9bgiIiLlTYWtiBTNP9/B93eAtQJ2Ba0IRvwAEV2NTuG0LKmpJC5YQNy335K2bbvRcYrN5OZGzfffw69LF4fl6+cdYOOCQ+WSwcVsov+jrQitl/9syyIiIpWFClsRKbrN38JP98C/982Uf3kHwSO7wazWsaJKP3SI+Jkzif/+ByyJiUbHKRUmd3dqffgBvh07Oixf++N+/l50uMyPf92ghrTsFn7pFUVERCoB9ZcTkaK7chhkZ8DPEwD9bcyu2f8KLGqTM5Lxdfctx0AVm+X8eZL/+IP42bM5v9rgW/aUAWtGBsfuu59aU6fie10H+/JrbmmANdvKpiVHyuzYTTvUUFErIiKXFbXYikjxbfg/WPCo0SkqjnHLIJ97kQLc+P2N+Lr50jm8M53DO9M0qGk5hqsYMk+fJnnFCpKWryBl3TrnGjtbTCYPD8I/norPtdc6LP/ju71sWXq01I8X1jCAmx+8ErNZ91sWEZHLhwpbESmZtR/Br08ZncJ4gQ3ggb/zfXpLzBZGLBjhsKy6d3V7kXt16NW4m93LOqUh0nbsIGnFCpJXrHDqcbMlYfL0JPyTT/Bp385h+apZe9i64lipHadKsCcDn2iDl2/lvJZERETyo8JWREpu1duw7AWjUxir81PQ+fF8n35p3UvM3D0z3+e9Xb25Nuxarqt5HS2CW1A/oD6uLs45WiTz+AlSt28nZd06kpYvJ+vUKaMjVQgmLy9qf/Yp3m3bOiz//dvd/PPb8RLv383TzICJrQkKU3d3ERG5/KiwFZHSseZDWPwMl+2Y2wc2Q2C9PJ/KtGTSbXY34tLjCr07D7MHjas2JjIokmbBzYgMjKyQxW5OEZu2fTtp27eRtm072fHxRseqsEze3tT+v8/wbt3avsxqtfLbt3vY/nvxi1sXFxN97r2COs2CSiOmiIiI01FhKyKlZ+ts+PEesGQanaR8hbeDsYvzfXrl0ZXcv/z+Eh/mwmK3UdVGVPOuRoh3CCFeIQR6BmJ2MZf4GHnJTkgg60wMWTExZJ45Q8bBgypiS8DF25vwzz/Hu9VV9mVWq5WVX+9mxx8nirXPLrc1IbJDWGlFFBERcToV60//IuLcrhgM3oEwexRkJBudpvxcMbjAp3/e/3OpHCY9O52tZ7ey9ezWXM+5mFxo4N+A7/t9b19mzc4mfvZsTO7uYHbF5GrGZDaD2RWsFqxZWZCVjTU7C2tWFtnx8WTFxJB15oytkD1zhqyYmMtigqfyZElJ4egdd1A76nO8WrYEwGQy0fnWxlgsVnatOVmk/bW5sa6KWhERueypxVZESt/xv+DrwZBy1ugkZc/sbrt3rXdgnk8nZSTRZXYX0rPTyzxKREAEP/T7wf7vzNNn2NepU5kfV4rHxc+P2tFReLVoYV9mtVhZ9sVOdq8r3LjkJtfWoNvIy292bRERkYvpXgAiUvpqtrZ1zQ2obXSSshfRI9+iFmDJ4SXlUtQCBHk6jq/Mjostl+NK8ViSkjgydhypF8wUbXIx0W1kUxpdXf2S29eODKTLrY1LlCEmJoa7776b2rVr4+HhQWhoKD179mT16tUO623atIlBgwZRvXp1PD09adiwIePHj2fPnj0AHDp0CJPJZH8EBgbSqVMnVq1a5bCf559/niuvvNLh3znbuLq6UrduXR566CGSk5Pz3G9QUBA33HADmzZtsu/j4MGDDB8+nLCwMDw9PalVqxb9+vVj165deZ7zJ598gp+fH1lZWfZlycnJuLm50blzZ4d1V65ciclkYv/+/fZla9euxWw2c+ONN9qXnT59Gjc3N2bOzHuCuLFjx9KqVatc53zho0mTJvb1O3fubF/u6elJo0aNeOWVV7iwLSLntdm8eXOer5Wfnx/NmjXj3nvvZe/evQ55pk+fnmcGT09P+zqjR4+2L3dzc6NevXpMnDiRtLS0PM/xQqdOneL++++nfv36eHh4EB4eTt++fVm2bJnDemvWrKFPnz5UrVoVT09PWrRowdtvv012dnae+23SpAkeHh6cymNCuoKug/zO98LHoUOHgLzf3/xe88K48Bg+Pj40bNiQ0aNH89dff+W5/rFjx3B3d6d58+b2ZfldMxc+cnz77beYzWbuvffeQuWrW7cu7777rsO/TSYT69atc1jvwQcfdPj5yC/T0qVL7evExsby4IMPUqdOHdzd3QkLC2PMmDEcOeJ4D+/CXms561ycLT09naCgIEwmEytXrsx1jnfeeSdms5k5c+bk2ld+j+effz7f93vGjBm0bdsWb29v/Pz86NSpE/Pnz3dYJ+ezo1mzZrmu54CAAKZPn54rZ16vbWE+F/P7vIXCvwdg+7mdMGECEREReHp6Ur16dTp06MDHH39MSkqKfb2ca8RkMuHt7U2LFi34/PPP8zyXgq7HnNeoatWqud7rP//8M9e1XRgqbEWkbAQ1gLFLoHqLS6/rzFoOKfDp+QfmF/h8aarqWdXh31nnzpXbsaV4LImJHBk7lrQdO+zLTC4muo2OpGGbavluV7NRAL3uaoFLCe9VO2DAADZt2sSMGTPYs2cP8+bNo3Pnzpy74NqZP38+7du3Jz09na+//pqdO3fy1Vdf4e/vz7PPPuuwv6VLl3Ly5El+//13wsLCuOmmmzh9+nSBGZo1a8bJkyc5dOgQr732Gp999hmPPPJInvv99ddfSU5Opnfv3sTHx5OZmUmPHj1ISEjg+++/Z/fu3cyaNYsWLVoQn8/47y5dupCcnMzGjRvty1atWkVoaCjr1693+IK1YsUKateuTYMGDezLoqKiuP/++/n99985ccI2Jrp69erceOONREdH5zre+fPnmT17NmPHjs11zhc+/vjjD4ftxo8fz8mTJ9m9ezdPPvkkzz33HJ988kmBr+WFr9WWLVt4+eWX2blzJy1btsxVVFapUiVXhsOHDzus06tXL06ePMmBAwd45513+PTTT5k0aVKBxz906BCtW7dm+fLlvPHGG/zzzz8sWrSILl26OHy5/eGHH+jUqRO1atVixYoV7Nq1iwkTJjBlyhSGDh3KxR0K//jjD1JTUxk4cCAzZsxweO5S18GQIUMczvOaa66xv745j/DwcCDv97ekpk2bxsmTJ9m+fTsfffQRycnJtGvXji+++CLXutOnT2fw4MEkJiayfv16AB599FGHrLVq1WLy5MkOy3JERUUxceJEvv3220L9ESIvnp6ePP54/rP858jrOu7YsSNgK6jat2/P0qVL+eSTT9i3bx8zZ85k3759tG3blgMHDjjsq7DXWnh4ONOmTXNY9sMPP+Drm/ds8CkpKcycOZOJEyc6/HxemPndd9/N9fPw6KOP5rm/Rx99lDvvvJMhQ4awdetWNmzYwHXXXUe/fv348MMPc61/4MCBPN/nSynK52J+n7dFeQ8OHDjAVVddxeLFi3n55ZfZtGkTa9euZeLEicyfP9/hDxaA/frbtm0bI0aMYPz48SxcuDDXeRTmevTz8+OHH37ItV3t2kVvHNEYWxEpO36hcPsCmD0SDqwwOk3p8/SHRr3yffrU+VNsPLUx3+dLW6CnY8txdqxabJ2BJSGBI2PGUnvGdDwb21pgXVxMdB/TDIsF9v99xmH9GhH+3HhvS9zcSzZZWHx8PKtWrWLlypV0+rfLep06dbj66qvt66SkpHD77bfTp08fhy8e9erVo127drmKx6CgIEJDQwkNDeWpp55i5syZrF+/nptvvjnfHK6uroSGhgIwZMgQli1bxrx58/j000/z3O+bb75Jhw4dWL9+PdWrV2f//v0sW7aMOnXq2M+hQ4cO+R6vcePG1KhRg5UrV9K+fXvA1nLQr18/li9fzrp16+wtUytXrqRLly72bZOTk5k1axYbN27k1KlTTJ8+naeest3He+zYsdxyyy0cOXLE4QvZnDlzyMrK4tZbb83znPPj7e1tX+f222/nww8/ZMmSJdx9990FbpfzWgHUr1+fvn370q1bN8aOHcv+/fsxm23XjclkumSGnFZ8sBUU3bt3Z8mSJbz22mv5bnPPPfdgMpnYsGEDPj4+9uXNmjVjzJgxgK3YHz9+PDfffDOfffaZfZ1x48ZRvXp1br75ZmbPns2QIf/94TAqKorhw4fTqVMnJkyY4FB4bd++/ZLXgZeXl/3/3d3dHV7fHAW9vyUREBBgP1bdunW54YYbGDVqFPfddx99+/alalXbHyWtVivTpk1j6tSp1KpVi6ioKNq1a4evr69D4WY2m/Hz88uV/+DBg6xZs4a5c+eyYsUKvv/+e4YPH17kvHfccQeffPIJCxYsoE+fPvmuV9B1/PTTT3PixAn27dtnX6d27dr8+uuvNGzYkHvvvdehECrstTZq1Cjef/993n33Xft7Gh0dzahRo3jxxRdz5ZgzZw6RkZE88cQThIWFcfToUcLDwx1y+/v75/nzcPas43CqdevW8dZbb/H+++9z//3/TQj50ksvkZaWxsMPP0y/fv3sfyQBuP/++5k0aRLDhw/Hw8Mj39fyYkX9XMzr87Yo78E999yDq6srGzdudPi5rV+/Pv369cv1h6YLr7/HH3+c119/nSVLltC7d2/7OoW9HkeNGkV0dDTDhg0DIDU1lZkzZ/LAAw/k+Z4WRC22IlK2PKvAiLnQYYLRSUpf5C3gmv8vqvkH5mMtx9sfXVzYqsXWeWTHx3Nk9O2k/du1F2zF7Q1jI6l/VYh9WY0G/tx0X0vcPEo+A3bOl+Uff/yR9PS8u8v/+uuvnD17lokTJ+b5fEBAQJ7LU1NT7a0U7u7uRcrl5eVFRgETluV8mc3IyCAkJAQXFxe+++67fLuv5qVLly6sWPHfH9tWrFhB586d6dSpk315amoq69evdyhsZ8+eTZMmTWjcuDEjRowgOjra/oWvT58+VK9ePVcXw2nTpvG///0v39fqUqxWK6tWrWLXrl1Ffi0BXFxcmDBhAocPH863+2thbNu2jTVr1hSYITY2lkWLFnHvvfc6fDnOkfMaLF68mHPnzuXZKta3b18aNWrEt99+a1+WlJTEnDlzGDFihL1l9sJul8W9Di5W0Ptb2h566CGSkpJYsmSJfdmKFStISUmhe/fujBgxgpkzZ3L+/PlC73PatGnceOON+Pv7M2LECKKiooqVrV69etx11108+eSTWCyWIm9vsViYOXMmt956a65i0cvLi3vuuYdff/2V2Hz++FrQtda6dWvq1q3L3LlzAThy5Ai///47t912W577ioqKYsSIEfj7+9O7d+8CuwBfyrfffouvry933nlnruceeeQRMjMz7blyPPjgg2RlZfHBBx8U+7hQ8OdiXp+3RXkPzp07x+LFi/P9uQXy7RJssViYO3cucXFxud6vwl6Pt912G6tWrbJ3j547dy5169a1D98oChW2IlL2XMzQYzIMmg7ueXcXckpXXKIb8v7y64YMubsiZ8cW/r65YrzsuDiO3D6G9H377MtczC7cMK4Z9VoGU71eFW66vyXunqXT2crV1ZXp06czY8YMAgIC6NChA0899RRbt/4363bO2MwLx38W5Nprr8XX1xcfHx/efPNNWrduTbdu3Qqd6a+//uKbb76ha9eueT4fHx/Piy++iK+vL1dffTU1a9bk/fff57nnnqNq1ap07dqVF198MVc3x4t16dKF1atXk5WVRVJSEps2baJTp0507NjRPkZv7dq1pKenOxS2OV+SwdZ1MiEhgd9++w2wtaKNGjWK6dOn24uh/fv3s2rVKntLZY5//vnH/oeFnMddd93lsM7UqVPx9fXFw8ODjh07YrFYeOCBBwr9Wl4o5/3LGUcKkJCQkCvDha0tYOuG7uvrax//eubMGR577LF8j7Nv3z6sVuslr5ecsdlNm+Y98VmTJk3s6wDMnDmThg0b0qxZM8xmM0OHDnX4klzc6+BiBb2/pS2v9yQqKoqhQ4diNptp3rw59evXdxgXWhCLxcL06dPt+YcOHcoff/zBwYMHi5XvmWee4eDBg3z99df5rnPxdZzT2yMmJob4+Ph839+mTZtitVrZd8FnXVGutTFjxti7FU+fPp0+ffoQEhKSa729e/eybt06e8v/iBEjmDZtWrH/WLFnzx4aNGiQZ8EdFhZGlSpVHK5bsPW8mDRpEq+88goJCQnFOm5+n4sFfd4W5T3I+blt3Nhxzobg4GD7e3tx1/THH3/c/vk0cOBAqlatyrhx4+zPF+V6rFatmsMfHaKjo3N9ZhaWClsRKT/N+sO4pRDY4NLrVnT+taHOtfk+vePcDvYn7M/3+bJw8eRRWbFqsXU22efOcXj07aRf8IXcbHah5x3NuXnClaVW1OYYMGAAJ06cYN68efTq1YuVK1fSqlUr+xeMon4BnDVrFps2bWLu3LlEREQwffp03NzcCtwm58uxl5cXV199Nddcc02usWo5X+CqVq3Kli1bmDVrFtWr2ybYuvfeezl16hRff/0111xzDXPmzKFZs2YOLWEX69y5M+fPn+fPP/9k1apVNGrUiJCQEDp16mQfZ7ty5Urq169v71a8e/duNmzYYO8u5+rqypAhQxwKrDFjxnDw4EF7q++0adOoW7duri+kjRs3ZvPmzQ6PyZMnO6xz6623snnzZlavXk3v3r15+umnufba/D9zCpLzPl7Y6uLn55crw8UTwHTp0oXNmzezfv16Ro0axe23386AAQMueZyi5rqU6Oho+xdksBUoc+bMISkpyb6sONfBhQrz/pami9+T+Ph4vv/++1znWdjjL1myhPPnz9u7DgcHB9OjR488x30XRkhICI8++ijPPfdcvi2FF1/HF7dWFuV6KMq1NmLECNauXcuBAweYPn16vkVQdHQ0PXv2JDg4GLD1qkhISGD58uWFznWx4hTFY8eOJSgoqMAu/BcrzOdiYT5vS9LjYMOGDWzevJlmzZrl6tXz2GOPsXnzZpYvX067du145513iIiIsD9f1OtxzJgxTJ8+nQMHDrB27VqHoRtFoTG2IlK+qjWFO1bA93fAnkVGpym+KwZDAbP1leekUTkCvS4aY3tOY2ydUfbZsxwZNZraX8zAo149wFbcmks4UVR+PD096dGjBz169ODZZ59l3LhxTJo0idGjR9OoUSMAdu3axTXXXHPJfYWHh9OwYUMaNmxIVlYW/fv3Z9u2bQWOLWvcuDHz5s3D1dWVsLCwPFtDZs2aRWRkJEFBQXl26fXz86Nv37707duXKVOm0LNnT6ZMmUKPHj3yPGZERIR90qK4uDj7GOOwsDDCw8NZs2YNK1ascChIo6KiyMrKIizsv3sGW61WPDw8+PDDD/H396dhw4Zcf/31TJs2jc6dO/PFF18wfvz4XN343N3dHb4E5sXf39++zuzZs4mIiKB9+/Z07969wO3ysnPnTsDWxTSHi4vLJTP4+PjY14mOjqZly5ZERUU5TIR1oYYNG2IymfKdkTpHznW1c+fOPIv1nTt3EhkZCcCOHTtYt24dGzZscGg1ys7OZubMmYwfP96+rKjXwYUK8/6Wpovfk2+++Ya0tDTatWvncHyLxcKePXvsr1lB+WNjYx3GElssFrZu3coLL7yAi0vRPz8efvhhpk6dytSpU/N8Pr/rOCQkhICAAPs5Xmznzp2YTCaHbYtyrQUFBXHTTTcxduxY0tLS6N27t8MfOcB2fcyYMYNTp07h6urqsDw6OrpIPUlyNGrUiD/++IOMjIxcn1MnTpwgMTExz/fJ1dWVl156idGjR3PfffcV6liF+Vws6PO2KO+B1WrFZDKxe/duh3Xq168POI5PzxEcHExERAQRERHMmTOHFi1a0KZNG/vPbVGvx969e3PHHXcwduxY+vbtS1CQ4x/qC0sttiJS/jz9YdhM6PwkULSp3CuMArohZ1uyWXgw9+yAZS3XGFu12DqtrJgYzrxa+L/ul6bIyEj7uL4bbriB4OBgXn/99TzXzW/mYYCBAwfi6uqa75fiHDlfjuvWrZvv+M3w8HAaNGhQqHGqObfOudTYxC5durBy5UpWrlzpcBuTjh07snDhQjZs2GDvhpyVlcUXX3zBW2+95dBCtWXLFsLCwhzGg44dO5a5c+cyd+5cjh8/zujRoy+Z+VJ8fX2ZMGECjz76aJFbYCwWC++//z716tXjqquuKnYGFxcXnnrqKZ555hlSU1PzXCcwMJCePXvy0Ucf5fn651wvN9xwA4GBgbz11lu51pk3bx579+61t5xGRUXRsWNHtmzZ4vDaP/zwwwW2Zhb2OoCivb+lJWcm3pw/VERFRfHII4/kOv71119/yVbXc+fO8dNPPzFz5kyH7Tdt2kRcXByLFy8uVkZfX1+effZZXnrppVyFY0FcXFwYPHgw33zzTa5bM6WmpjJ16lR69uxJYGDet8orzLU2ZswYVq5cyciRI+0Tol1owYIF9mEGF74m3377Ld9//32Bn135GTp0KMnJyQ4TOOV48803cXNzy7eVedCgQTRr1owXXnihUMcqzOfihS7+vC3KexAUFESPHj348MMPizSmO0d4eDhDhgzhySefBIp3Pbq6ujJy5EhWrlxZ7G7IoMJWRIxiMkHnJ2D4LPAONjpN0YRdBSH5//V83cl1nE09m+/zZUVjbCsPzyuuIOyNvIvJ0nLu3Dm6du3KV199xdatWzl48CBz5szh9ddfp1+/foCtFeXzzz/nl19+4eabb2bp0qUcOnSIjRs3MnHixFzjQi9kMpl44IEHePXVVx3ugViaNm/eTL9+/fjuu+/YsWMH+/btIyoqiujoaPs55KdLly788ccfbN682d5iC9CpUyc+/fRTMjIy7IXt/PnziYuLY+zYsTRv3tzhMWDAAIcCa9CgQbi5uXHnnXdyww03OMyQmiMrK4tTp045PC51W6Q777yTPXv25OruebFz585x6tQpDhw4wLx58+jevTsbNmwgKirKoQCwWq25Mpw6darAyYIGDRqE2Wzmo48+ynedjz76iOzsbK6++mrmzp3L3r172blzJ++//7691d/Hx4dPP/2Un376iTvuuIOtW7dy6NAhoqKiGD16NAMHDmTw4MFkZmby5ZdfMmzYsFyv+7hx41i/fj3bt28v0XUARXt/wdZt+eJu3JmZmfnuPz4+nlOnTnH48GGWLFnCwIED+eabb/j4448JCAhg8+bN/P3334wbNy7X8YcNG8aMGTMc7rt8sS+//JKgoCAGDx7ssG3Lli3p06dPibpT33HHHfj7+/PNN98UabuXX36Z0NBQevTowcKFCzl69Ci///47PXv2JDMzs8BrCC59rfXq1YuYmJhcXfhzREVFceONN9KyZUuH12Tw4MEEBAQUOHY4P9dccw0TJkzgscce46233mL//v3s2rWLZ555hvfee4+33norz5/3HK+++irR0dHFKh4vJa/P26K8B1OnTiUrK4s2bdowa9Ysdu7cye7du/nqq6/YtWtXnn88uNCECRP4+eef2bhxY7GvxxdffJGYmBh69uxZ7NdBha2IGKtRT7hnHTTqfel1K4pLTBr184GfyynIf9xc3KjiXsVhWbZmRXZKXq1bUzs6GnOVKpdeuQR8fX3tY6M6duxI8+bNefbZZxk/frzDWK5+/fqxZs0a3NzcGD58OE2aNGHYsGEkJCQwZcqUAo8xatQoMjMz87y/Y2moVasWdevW5YUXXqBdu3a0atWK9957jxdeeIGnn366wG27dOlCamoqERER9vG6YCtsk5KS7LcFAtuX5O7du+fZHXXAgAFs3LjRPumWt7c3Q4cOJS4uLt+Wh+3bt1OjRg2HR85tavITGBjIyJEjef755wssPrt3706NGjVo0aIFTzzxBE2bNmXr1q0Ok2ABJCYm5spQo0YNzpw5k8+eba0q9913H6+//nq+X87r16/P33//TZcuXXjkkUdo3rw5PXr0YNmyZXz88cf29QYOHMiKFSs4cuQI119/PY0bN+add97h6aefZubMmZhMJubNm8e5c+fo379/ruM0bdqUpk2bEhUVVaLrAIr2/oKt5e6qq65yeBT0h4nbb7+dGjVq0KRJE+6++258fX3ZsGGD/dYnUVFRREZG5jnpVv/+/Tlz5gwLFizId//R0dH0798/z5lrBwwYwLx583Lduqaw3NzcePHFF4t8T9ygoCDWrVtHly5duPPOO2nQoAGDBw+mQYMG/Pnnn/Zurvm51LVmMpkIDg7OszXz9OnT/PLLL3m2nrq4uNC/f/9iF/vvvvsuU6dO5dtvv6V58+a0adOG33//nR9//NHhFkB56dq1K127di3wjxQlcfHnbVHegwYNGrBp0ya6d+/Ok08+ScuWLWnTpg0ffPABjz766CVvuxMZGckNN9zAc889V+zr0d3dneDg4HxnYC4Mk7Ws5jEXESmqv7+ARU9CRrLRSfLn4goP7wLf3DMwAqRkptB5dmdSs/LuPlVWqnlXY9mgZfZ/W9LS2H1l8bsdijF8Ol5PrXffxcXb2+goIiIiTkUttiJScbQaCXf9AbUvPUmNYep3ybeoBVh2ZFm5F7WQe0bk7HzuDygVl//AAYRPnaqiVkREpBhU2IpIxRJYD0YvgO7Pg/nSEyaUu5ZDC3zaiNmQIff42izNiOxUgu+7j7ApUzC56mYFIiIixaHCVkQqHhcXuO4hGL8cqjUzOs1/3P2gyY35Ph2TEsP6k+vLMdB/Lp4ROVszIjsHV1dqvDSFkPvuNTqJiIiIU1NhKyIVV2gLuPM36PEiuPsanQaa9gW33Pdzy7Hg4AKyrdnlGOg/uW71oxbbCs/F25vwj6cSkM/tIURERKTw1OdJRCo2sxt0eABaDIRfn4bt3xuX5YrBBT5tVDdkyKPFNs74wnZjSgrRsefYnpZOTHYW74fVpLufn/35D8/GsDApiVOZmbiZTER6ejIhOISWedwMPkf3/fs4kceMksMCAni2eigAr505zQ8JCXi7uPBQSAh9q/w30+mipETmJSQwtVb+t2QoD67Vq1Pro4/wal6BeiSIiIg4MRW2IuIcqoTBoGnQejQseAzO7i7f4/uFQb1O+T69N24vu2J3lWMgRxWxxTbFYqGxhyf/8w/ggRPHcz1f192dp6tVJ9zNjTSrlS/iYhl/7CiL6tUnMJ+xprPr1OXCNvG96emMO3aUnv8WzCuSk5ifmMjn4eEczsjkmVMnuc7bh6quriRlZ/NeTAxR4bXL4nQLzbtNG2q+9y6uQUGXXllEREQKRV2RRcS51O8Ed6+G7i+Ub/fkFgNsY3/zYWRrLeTRYlsB7mHb0deXCSEhDq20F7qpij/X+vgQ7u5OQw8PHg+pRrLFwu709Hz3GejqSsgFj9/OJxPu5kZbL9tMwgfSM7ja25vmnl7cWKUKvi4uHMvMBODNmBiGBlQlzM2t9E+2kKqOvI3a06epqBURESllKmxFxPmY3eC6B+HeDdDsf+VzzCvynw3ZarXyy4FfyidHPnK12DrZ7X4yrFZmJ8Tj5+JCEw+PQm/zc2Ii//P3t9/QvbGnB9vS0kjIzmZ7WhppViu13d35KyWFnelpjKha9RJ7LRsmT0/C3nid0Kee0szHIiIiZUC/XUXEefnXtHVP7vAALJ8C+5aWzXGqNYPQ5vk+/eepPzmdcrpsjl1IgV4Xz4rsHIXtyuRkHjlxnDSrlRBXVz6vFU7VQhZ+y5KSSMrOpr//f2Nor/PxpW+VVAYfPoSnyYVXQmvg5eLC5NOneblGDWbGx/N1XBxVzWaeDw2lYSGL6JJwq1WLWh+8j2fTpmV+LBERkcuVClsRcX5hV8GIuXBkna3APbSqdPffckiBT/984Gf7/8fMj+H0d6cJ6hFEjVtr5Ll+7MpY4tfEk3YsDQCvul5UH1gd7/re9nXOLjxLzIIYAEL6hBDcO9j+XMr+FE58cYIGzzXAZLa1VFb1uOg+tk5S2F7t7c33desRn53NnIR4Hj55gpm16xBUiOL2+4QErvfxoZqrY9fi+4JDuC84xP7vj86e5Rofb1yBT86d5ae69Vh5PpknT57gu7r1SvuUHPh26kTYa69iDggo0+OIiIhc7tQVWUQqj9rtYfR8GPkT1GpbOvs0uUCLQfk+nZaVxtLDtpbilAMpxK6MxTPcs8Bdnt91Hv92/tR7vB4NnmmAW6Abh944RGacbSxo2tE0Tv9wmvC7wwm/O5zT358m7aitCLZmWzkx4wRho8LsRa2Xqxfebt4Ox3CWFltvFxfquLvT0suLKaE1MANzExIuud3xzEzWppxngH9AgesdSE/n58QE7g8OYUNqCm28vQl0daWXXxV2pKdz3lI2t2cyeXpS/blnCf/0ExW1IiIi5UCFrYhUPvU7w7ilMHy27V64JVH3etuMzPlYeXQlyZnJZKdlc+zTY9S8vSYu3gV/tIbfFU5QtyC86njhEeZBzTE1wQrJO5IBSD+ZjmctT3wjffGN9MUz3JP0k7YJlc4uPItPYx+H1t1cE0clJ2MtYAKmiswKZFgtl1zvh4R4As1mOvnmP4GY1Wrl+dOneLxaNXxcXLBYIctqBf77b7a1VGI78IhsSr253xE4fHjp71xERETypMJWRCqvRj3hzlUwbKatQC2OlvlPGgX/zYZ88suT+LX0w7dZ0WdqtqRbsGZbMfuYAfCo5UHG6QwyzmWQcTaD9FPpeNTyIP1MOnGr4qj2v2oO21/cDbmitNaet1jYmZbGzjRba/PxzEx2pqVxIjOTFIuFd2Ji2JKayvHMTLanpfH0yZOczsqip18V+z5uP3qEr+PiHPZrsVr5ISGBW/z9cf130qi8fJeQQKDZlS6+tlmZr/LyYn1KCltSU5kRF0sDd3eqmM2ld8IuLgSOHUO9mTPxaNCg9PYrIiIil6QxtiJSuZlM0Li37XFqG6z7GP6ZA9mFaNF084amffN9Oi4tjtXHVxO/Lp7Uw6k0eK54xczpOadxDXDFN9JWFHuGeVJ9QHUOvXEIgNCBoXiGeXLw9YOEDg4leVsyZ348g8lsosatNQjsdvE9bI2/1Q/A9rRURh89av/3azFnALilShUmVQ/lYEY6E04kEJedTYCLmeZennwZXtthQqejGRnEZWc57HdtSgons7L4XwHdkM9mZfHpubN8U6eOfdkVXl6MrhrIXceOEuTqysuheY+BLg7X0FDCXn0Vn/btSm2fIiIiUngqbEXk8hHaHG75CHq8ABuj4c/PIbmA2Ywb9wGPvO/BCrDw4EJSzqZw8puT1HusHi7uRe8EEzM/hoT1CdR7wnH7wK6BBHb9r2CN+yMOF08XvCO82fPEHhpMakBmXCZHPz5KlR5VHPZZUVpsr/b2YUfjJvk+/37NWpfcx9IGEbmWdfApeL8Awa6ueW57T3Aw9wQH57FFMZlMBAwaRLVHH8Fcpcql1xcREZEyocJWRC4/PsHQaSJ0eBC2fw/rpsLJLbnXu6Lg2ZDnH5hP2qE0shOz2Tdp339PWCBlTwrnlp2j2efNMLnk3V327MKzxPwSQ72J9QqccCorKYszP52h/pP1STmQgkeoh/1hzbaSdcaxRdNZZkR2du4RDagxeTLerVoZHUVEROSyp8JWRC5fru62MbQth8Lxv2HzN7DtO0iNA58QaNA1300PJRzin7P/4BPpQ8QUx5bB41HHcQ91J+TGkHyL2pgFMcT8HEPdR+riVc+rwJgnvzlJ8A3BuAW6kXowFesFMx5Zs634uTq2KmefU2Fblkzu7gTddSfB48Zhcnc3Oo6IiIigwlZExKZmK9uj58uwZyGkJYA5/4/InEmjzF5mzLUcJyAyuZtw9XXFs5atFfbYZ8dwrepK6KBQAGJ+ieHMD2eodWct3ILdyIy33ebHxdMFs6fjvpK3JZNxOoNa423ddr3qeZF+Mp2krUlkxmZicjER2STSYZus2IoxxrYy8m7XjtDnJ+FRr2zvfysiIiJFo8JWRORCru4Q2e+Sq+UUtoWRcS4DLmi4jV0eizXLytGPjjqsF9IvhOr9q9v/bcmwcOKrE4TfHW5v+XULdKPGiBoc//w4JjcTtcbVokaA4yRIarEtfa6hoVR76EH8+1362hAREZHyZ7JarWVwFz8Rkcpr05lNjFw40ugYdrNvmk3ToKb2fx8ZM4bza9YamKjycPH2JuiO8QSOHs3/t3fncVFV///AXzPDMAOMLIKKC+LCJpJbLmgpoiIo+UkDEZPCJdQsRSy31DAtl0otNZeSRVNcydJyTzAsTE1wQXNBwCVMWd2QRd6/P/zNjcu9A4NaZN/38/GYh87dzvuee2aYc5f3UWoNPwfNGGOMsdrFV2wZY6yGdqbvrO0QRGy04nFsy/iK7ZNTqWAdEIB6E8bD5GlmUWaMMcbY34I7towxVgOlD0uxL2tfbYchYqu1Fb3nZ2yfjEX37mgwZTI0zs61HQpjjDHGjMQdW8YYq4Gfrv2EwuLC2g5DUEddB2qVWnhPRHiYX1B7AT3DzDt1gt1b42Dh6VnboTDGGGOshrhjyxhjNVCTpFH/hLpmdUXvywsLgbIyA0szORbdusFu3Jsw79ixtkNhjDHG2GPiji1jjBmpsLgQP137qbbDELHRVHq+No+frzWWhVcP1HvzTZi1a1fboTDGGGPsCXHHljHGjLQvax9KyktqOwyRulrxFduHufx8bZVUKtTp1Qu2Y8bAzKN1bUfDGGOMsaeEO7aMMWak79P/XbchA9Jbkcvy8mspkn83lbU1rAcHwiY4GOrGjWs7HMYYY4w9ZdyxZYwxI1y7cw0pN1NqOwwJyRVbzogsonV3h82wYbB8yR9Kjaa2w2GMMcbY34Q7towxZoQfLv8AAtV2GBKVO7Y8hi2gMDVFHR8f2AwbBvMO7Ws7HMYYY4z9A7hjyxhjRvi3ZUPW4yu2f9G2bQPrgQNh2b8/VFZWtR0OY4wxxv5B3LFljLFq3C25i2aWzXDt7jWUlf+7htKRXLH9P/aMrdqxKaz8/WH50gBoWjSv7XAYY4wxVku4Y8sYY9XQmeqwrPcyFBYXYn/WfuzO2I3jfx5HOZXXdmiw0YqH+/m/kBVZ7dgUdbx7wbJ/P5i1aVPb4TDGGGPsX0BBRP++h8YYY+xfLqcoB4evH0bStSQkZyfjTsmdWokjISgBdmZ2wvt0/5dQkp5eK7H8bVQqmLVrhzq9vKHz9oamRYvajogxxhhj/zLcsWWMsSdUVl6G1JupSLqehKTrSbiYf/EfKVepUOJEyAmolCph2gXPrnhYUPCPlP93UlpZwaJrV9Tx7gmLHj1gYmNT7TqMMcYY+7+LO7aMMfaU3bh3A4evH8bh64fx25+/oaC44G8px0Zjg5+CfxLe08OH+N3jOeAZ/FpX2dnB/PnnYd6xI8w7d4LGxQUKhaK2w2KMMcbYM4I7towx9jciImTczkDqzVSk3ExB6s1UZN3OeipDB7WwaoHvBn4nvC/LycHFF7s/8Xb/dkolTJs1g9ajNcyf7wjzTh359mLGGGOMPRFOHsUYY38jhUKBFlYt0MKqBV5xfgUAcKfkDtJy03Am5wzSctLwe97v+OPeHzVORvUsjGGrMDeH1tkZmlZu0Lq1graVGzQuLlCamdV2aIwxxhj7D+GOLWOM/cPqmNaBZ0NPeDb0FKaVPCzBldtXkHk7E5m3M5FRmIGs21nIvJ2JwuJC2e1IxrDNr52OrdLCAmoHB6ibNIZpEweoHZrAtEkTmDo6Qt20KRRKZa3ExRhjjLH/O7hjyxhj/wKmKlM42TjBycZJMi//QT4yb2fiz3t/IqcoB7eKbiGnKAfP2T0nWs6kQQPYjh6NhwUFeJifj4cFBSh/8ABUXAwqLkZ5aQmouER4T6WlgEoFhVoNhYnJo38rvkxNobKygsraGiobm///soaJ/v91baFu3IgTOzHGGGOs9hFjjDH2HxUaGkoAaP78+aLp27dvp8p/AsvKymjx4sXk4eFBGo2GrK2tyc/Pjw4fPiy77V9++YWUSiX179+/yhji4uJIqVTSuHHjjIrZ0dGRAFBycrJoenh4OHl5eYmm5ebmUnh4ODVt2pTUajU1bNiQRowYQVlZWaLlbt68SWPHjiUHBwcyNTWlBg0aUN++fQ3uGxFRZGQkASAApFKpyNHRkSZOnEh37twhIqKMjAwCQCkpKZJ1vby8KDw8nB48eEDu7u4UFhYmWWby5MnUrFkzun37NpWVldH8+fPJ1dWVtFot2djYUOfOnemrr74Slg8NDaWXX35ZtI3s7Gx6++23qXnz5mRqakpNmjShl156iQ4cOCApb968eaRUKunjjz+WzIuJiSErKyuDdSGnJu2luLiYFi5cSG3atCEzMzOytbWlbt26UXR0NJWUlAj7p6/vii9fX98a74vcevn5+QSAEhISRNN37txJPXr0IJ1OR2ZmZtSxY0eKiYmR3edt27aRt7c3WVtbk1arJRcXFxoxYgSdOHFCUj4AUigUZG9vT0FBQZI2qefq6kqmpqaUnZ0tmefl5SVsS6PRUKtWreiLL74QlWXouAGg7du3G3xPRHTw4EHq168f1a1bl8zMzKhVq1Y0adIkunbtmuw2if76fAIgMzMz8vDwENqpoWOofzk6Ospus6r2X15eTr1796a+fftK1vviiy/IysqKrl69SkREX375JbVp04YsLCzIysqK2rVrR/PmzZPELfcKDQ0V6knutXHjRiIiSkhIIABkbW1NRUVFoniOHj0qLF+VirGYm5tT+/btacuWLcL8it89SqWSmjRpQmFhYZSbmyvZ1s8//0z9+vUja2tr0mg05OHhQYsWLaKysjLJsgcPHiR/f3+ys7MjjUZDLVq0oKCgIDp06JCwjH7/9C87Ozvq168fnTp1SnZf+vbtS0qlko4ePSqZp28PY8aMkcwbN26cqN7Z08EdW8YYY/9ZoaGhpNVqydramvLy8oTplTu25eXlFBgYSNbW1vTVV1/R5cuXKTU1lcLCwsjExETyg5iIaNSoURQeHk46nY6uX79uMIbevXvTtGnTyMbGRvJDUI6joyNptVrq0aOHaHrljm1ubi45OztT69atadeuXZSVlUWHDh2i7t27U/369Sk9PV1Ytnv37tSlSxc6ePAgZWZm0q+//krz5s2j7777zmAckZGR1Lp1a8rOzqarV6/Spk2byNzcnEaPHk1ExnVsiYiOHz9OarWa9uzZI8xPTk4mExMTSkxMJCKiWbNmUf369WnLli1C3a9Zs4Y++eQTYZ3KHduMjAxq1KgRubu707Zt2+j8+fN05swZWrRoEbm6ukpicnJyomnTppGbm5tkXk07tjVpL8XFxdSzZ0+ysbGh5cuXU0pKCqWnp9OGDRuoffv2Qv2FhoaSn58fZWdni14V262x+2JiYkIqlYoOHjwoTJfr2C5dupSUSiVNnz6d0tLS6OLFi/Tpp5+SRqOhd955R7TdKVOmkEqlooiICPrpp58oKyuLjh8/TnPnzhV1omNiYsjS0pKys7Ppjz/+oJ9//pnatm1LnTt3lsSalJRETZs2pVdffZUWLFggme/l5UVhYWGUnZ1N6enpQocnLi5OKOtxO7arVq0ipVJJI0aMoISEBMrIyKBDhw7RqFGjKCIiQnabRI8+n3PmzBFiWrBgAQGgXbt2UUFBgejYAaCYmBjh/c2bN2W3WV37v3LlCllZWdGqVauEdS5fvkwWFha0bt06IiKKiooic3NzWrNmDV28eJHOnDlDcXFx9N577xHRo5Nb+jji4+MJAJ0/f16YVlBQINRTxZj1L/13l77j5+DgIBwHvTFjxlDTpk2N6tjq6/D8+fM0evRoUigU9PPPPxOR+Lvn2rVrtH//fnJwcKCgoCDRdr755hsyMTGhsLAwSklJoYyMDPrqq6/IxsaGAgMDqby8XFj2iy++IIVCQa+//jr9+OOPlJmZSSdPnqTPPvuMOnToICyn3z993fz222/Uq1cvcnBwoOLiYlH5WVlZpNPpaMKECTR27FjJfoaGhpKDgwNZWVnR/fv3helFRUVkbW1NTZs25Y7tU8YdW8YYY/9ZoaGh9NJLL5GbmxtNnjxZmF65Y7tp0yYCQDt27JBs45VXXiFbW1u6e/euMO3OnTuk0+no999/pyFDhtBHH30kW/7ly5fJzMyMCgoKqEuXLrRhw4ZqY3Z0dKQJEyaQqakp/fDDD8L0yh3bsWPHkoWFheRK1/3796lx48bk5+dHRH91aPSdSGNFRkZS27ZtRdPCwsLI3t6eiIzv2BIRzZ49mxo3bkz5+flUVFREbm5uos5D27Ztafbs2VXGU7lj269fP2rcuLHouOjl5+eL3icmJlLjxo2ppKSEGjVqJPyA1qtpx7Ym7WXhwoWkVCpFVzX1SkpKhOXkrkjLMXZfwsLCRJ3Jyh3bK1eukFqtpkmTJknKWLp0KQGgI0eOENGjExEA6PPPP5eNqWIHQq4u9dsrLCwUTR8+fDhNmzaNdu/eTS4uLpLtVm5HRETOzs4UHBxssCy9qjq2V69eJVNTU5o4caLsupXbT0WOjo60ZMkS0bS6devKdoblrhLLMab9x8bGkk6no8uXL1N5eTl5e3vToEGDhPkvv/wyDR8+vNqyiP7qvMntZ3Ux69edOXMm9enTR5h+//59srKyolmzZhnVsa1Yh6WlpWRubk7Tpk0jIvnvnkmTJpGNjY3w/u7du2Rra0uvvPKKZPs7duwgALRp0yYietQBVavVBk9YVGy/cnWj397JkydF682ePZuCg4Pp3Llzks4r0V+faQ8PD1q/fr0wfcOGDdSmTRt6+eWXuWP7lHFGD8YYY/9pKpUK8+bNw7Jly3Dt2jXZZeLi4uDi4oIBAwZI5r3zzjvIzc3F/v37hWlbtmyBm5sbXF1dERISgujoaJDM6HkxMTHw9/eHlZUVQkJCEBUVZVTMzZs3x9ixYzF9+nSUl0uzZZeXl2PTpk0YNmwY7O3tRfPMzMwwbtw47N27F3l5edDpdNDpdPj2229RXFxsVPmGmJmZoaSkpMbrzZgxA/b29pgwYQJmzpwJhUKBefPmCfPt7e1x8OBB3Lp1y6jt5eXlYc+ePXjrrbdgYWEhmW9tbS16HxUVhaFDh0KtVmPo0KFGHwdDatJeNmzYgD59+qB9+/aSZdVqtWz8VTF2X2bPno3Tp09j27ZtsvO3bduG0tJSvPvuu5J5Y8aMgU6nw8aNGwEAGzduhE6nw7hx42S3VdWY0zdv3sT27duhUqmgUqmE6Xfu3MHWrVsREhICHx8fFBYWIikpyeB29B63DVa0detWlJSUYMqUKbLzK7cfQ8rLyxEfH4/8/HyYmpo+djzGtP/Q0FD07t0bI0eOxPLly3HmzBmsXr1atI0jR44gKyvrseOoiddeew1JSUm4cuUKACA+Ph7NmjVDhw4darwtExMTqNVqg8c1MzMTe/fuFdXxvn37kJubK9t+BwwYABcXF6H9xsfHo7S01ODxrqr9FhYWYtOmTQAgKp+IEBMTg5CQELi5ucHJycngZ23kyJGIiYkR3kdHR2PEiBEGy2SPjzu2jDHG/vMGDRqEdu3aITIyUnb+hQsX0KpVK9l5+ukXLlwQpkVFRSEkJAQA4Ofnh8LCQhw6dEi0Xnl5OWJjY4XlgoODcfjwYWRkZBgV88yZM5GRkYENGzZI5t26dQsFBQVVxkxEuHTpEkxMTBAbG4u1a9fC2toaL7zwAt577z2cOnXKqDj0fvvtN8TFxaFXr16i6d26dRM6z/pX5Q6KiYkJ1q1bh61bt2LZsmVYt24dtFqtMH/x4sW4desW7O3t0aZNG4wdOxa7d+82GMulS5dARHBzc6s27tu3b2Pbtm3CcQgJCcGWLVtw9+7dmuy+SE3ay8WLF42KEwC+//57SV1WPAFQk31p1KgRwsPDMWPGDJSVlcnug5WVFRo2bCiZZ2pqihYtWgj7cOHCBbRo0QImJn/lHF28eLEozsLCv7K3FxYWQqfTwcLCAg0aNEBCQoLkJMSmTZvg7OyM1q1bQ6VSITg4uMoTDg8fPsT69etx6tQpURvUl1X5VZWLFy/C0tJSdt+NMXXqVOh0Omg0GgQGBsLGxgZvvPHGY20LML79f/nllzhz5gwmTpyIL7/8EvXq1RPmRUZGwtraGs2aNYOrqyuGDx+OLVu2yJ4Yq87QoUMl9anvwOrVr18f/fr1Q2xsLIBHnbWRI0fWuKySkhLMnz8fhYWFouN6+vRp6HQ6mJmZoXnz5khLS8PUqVOF+fq2aehz6ObmJmq/lpaWopOA8fHxov07ffq0aP0mTZpAp9PB2toacXFx+N///if6HB84cAD379+Hr68vAFR54jIkJASHDx9GVlYWsrKy8PPPPwufYfZ0cceWMcbY/wkLFy7E2rVrce7cOdn5cldc5Zw/fx5Hjx7F0KFDATzqtA0ZMkTyo2b//v24d+8e+vfvDwCws7ODj48PoqOjjSqnXr16ePfdd/H+++8bvJJhbMwBAQH4448/sGPHDvj5+SExMREdOnQQfpQaUvHHZefOndG1a1csX75ctMzmzZuRmpoqenXs2FGyLXd3dwQEBMDHx0cy393dHWfOnMGRI0cwcuRI3Lx5EwMGDDDYWTB2v4FHVxtbtmyJtm3bAgDatWsHR0dHbN682ehtPEkMNYnV29tbUpdjx44V5td0X6ZOnYpbt24Z3eZqYuTIkUhNTcXq1atx79490X7WqVMHqampOH78OBYtWoQOHTrgo48+Eq0fHR0t+nEfEhKCrVu34s6dO6LlVqxYIbTBsLAwRERE4M0335SUVflVFSKq8ipddSZPnozU1FQcPHgQXbp0wZIlS+DkJM1obyxj23/9+vUxZswYtGrVCgMHDhTNa9iwIZKTk3H69GmEh4ejrKwMoaGh8PPzq3HndsmSJZL6bNSokWS5kSNHIjY2FpcvX0ZycjKGDRtmdBn6kwPm5uZYuHAhFixYAH9/f2G+q6srUlNTcezYMUydOhW+vr4YP368ZDvGfr4qH29fX1+kpqbihx9+wL179/Dw4UPR/KSkJPz222+IjY2Fi4sLVq1aJZofHR2NIUOGCCd7hg4dip9//hnp6emSsuvVqwd/f3/ExsYKd/HY2dkZFTermRp1bIcPHw6FQoEFCxaIpn/77bcGvyDc3Nyg0Whw48YNAEBiYiIUCkWVr8TERMTGxkpuBSkqKkJkZCRcXFyg0WhgZ2eHwYMHIy0tTbTc7NmzoVAoRH8MACA1NRUKhQKZmZmSOH19faFSqXDs2DHZ/a78BWLInj17oFAohP3Va9iwIZo1ayaalpmZCYVCgR9//BEA0LNnT9n6qLwfwKPbhFQqFbZu3SpMq65eZ8+eLZQp96Xfs2dPTJw4UfS+ungqTre0tESnTp3w3XffVVtPhw4dQq9evVC3bl2Ym5vD2dkZoaGhwo+3qtqJvm71x1mhUEClUsHBwQGjR49GXt6jsTwHDBgAPz8/2fKTkpKgUChw6tQpg3USHx+Pnj17wsrKCjqdDm3atMGcOXOE7cfGxsrGV/EqhLFSUlIwePBgNGjQAFqtFs7OzggLCxPONupjlHsdOXJEFE/lfS4oKBB9rqprJ5mZmdXWbUVFRUWoW7cu7OzsZG9zbNasGT777DOj66Jiu9NqtXBxccH8+fNFf7yMqQ/g0ZngTz75BB06dICFhQWsrKzQtm1bzJw5E3/88YewnNxn/OrVqxg5ciQaNWoEU1NTODo6Ijw8HLm5ubLx6m9V0vvss88kn3lWu3r06AFfX19Mnz5dMs/FxcVgh1c/3cXFBcCjq7VlZWVo1KgRTExMYGJigpUrVyI+Pl501SoqKgp5eXkwMzMTltu1axfWrl1r9A/NSZMmoaioCCtWrBBNr1evHqytrauMWaFQiH5sa7Va+Pj4YNasWfjll18wfPhwg1ew9fQ/Ls+dO4eioiLs2LEDDRo0EC3j4OAAJycn0cvMzEx2e/p6kKNUKtGpUydMnDgR33zzDWJjYxEVFSV7hdvZ2RkKhQK///57lfEDj45DWlqaULaJiQnOnj37RJ29mrQXFxcXo+IEAAsLC0ld1q3713jVNd0Xa2trTJ8+HR988AHu378v2YfCwkLRd6FeSUkJ0tPThX1wdnbG5cuXUVpaKtq2k5MTGjduLFlfqVTCyckJrVq1wqRJk+Dp6SnqjJ49exZHjhzBlClThP3w9PTE/fv3Jd+lw4YNQ2pqKjIyMnDv3j0sXrwYygpjY+vLqvyqin7fs7Ozq1zOEDs7Ozg5OaF79+7YunUrJkyYgLNnzz7WtvSMbf9VfYYAwMPDA+PGjcP69euxf/9+7N+/X3I3SXXs7e0l9SlXZr9+/VBUVIRRo0ZhwIABsLW1NboM/cmBa9euIT8/X3Q1Fnh014CTkxM8PDywYMECqFQqfPDBB8J8fdus6nNYsf0WFhaKfpvrdDo4OTnB0dFRdv3mzZvD1dUVoaGheOONNzBkyBBhXl5eHrZv344VK1YIx6Nx48YoKysz+FnUnwRYu3btY13ZZsap8RVbrVaLhQsXIj8/v9plDx8+jKKiIgQGBmLt2rUAHt2ylJ2dLbyCgoLg5+cnmtatWzfJtoqLi9GnTx9ER0fjww8/xIULF7Br1y6UlZWhS5cuoh+z+jijoqJw8eLFauO8cuUKfvnlF7z99ttPfFbzxRdfhImJCRITE4Vp+h8E+fn5ok51QkICNBoNXnjhBWFaWFiYqC6ys7Px8ccfi8rQf/FPmTJFFG/FdT777DNYWlqKpsk9h1AdY+KJiYlBdnY2jh8/jhdeeAGBgYGSWzoqOnv2LPz8/NCxY0f89NNPOH36NJYtWwZTU1PJGbPz589Lyq9fv74wv3Xr1sjOzsaVK1cQExODPXv2CH88R40ahf3798s+UxcTE4OOHTuiTZs2sjHOmDEDQ4YMQadOnbB7926cOXMGixYtwsmTJ/H1118Ly1Wu4+zs7Bo/3/L999/D09MTxcXF2LBhA86dO4f169fDysoKs2bNEi174MABSXnPP/+8MN/ExAQHDhxAQkKCbFlDhgwRrdu1a1fJMXZwcKi2biuKj49H69at4ebmhm+//bZG+26IPqbz589j+vTpeP/99yVnS6urj+LiYvj4+GDevHkYPny40NaWLl2KnJwcLFu2zGD5ly9fRseOHXHx4kVs3LgRly5dwqpVq/Djjz+ia9eukg6+VqvFzJkzRT/62L/TggULsHPnTiQnJ4umBwcH4+LFi9i5c6dknUWLFsHW1hY+Pj4oKyvDunXrsGjRItHVjJMnT6JRo0bCM125ubn47rvvsGnTJtFyKSkpyM/Px759+4yKV6fTYdasWfjoo49EV7KUSiWCgoIQFxcnOZGq7wj7+vqKOkWVubu74969e1WWr/9x2axZsyd6hvBxuLu7A4BsjHXr1oWvry+++OIL2fkFBQUAHl1xPn78OBITE0XHITExEcnJyUZ3OCsztr0AwKuvvooDBw4gJSVFsmxpaWm1x0Dvcfdl/PjxUCqV+Pzzz0XTAwICoFarsWjRIsk6q1atwr1794S7EoYOHYq7d+9KTrAYa9q0adi8eTNOnDgB4FEHvUePHjh58qRoXyZNmiS588HKykroQFfs0D6JwMBAmJqaSn7P6OnbjzEcHBwwZMgQ2RNmT6Kq9v9PbqMqJiYmeP3115GYmFjjzpr+5IC9vb1RV89nzpyJTz/9VDgR07dvX9StW1e2/e7YsQMXL14U2m9gYCDUajUWLlxYoxj13nrrLZw5cwbbt28H8Oi5+SZNmkja76JFixAbGyv5LQs8emSlpKQEpaWlwu3L7G9Qk0xTxmaX1Ksu251+m3JZACtnuluwYAEpFApKTU0VLffw4UPq2LEjubu7C1nN9NnUfHx8aPDgwcKyKSkpBIAyMjJE2zA2q5mxunbtKhqzasWKFeTv70/9+vUTjQ33+uuvizJcymX/kxMbG0uenp5UUFBA5ubmdOXKFckyhjIF1iSLpTHxoFL2vNu3b1eZOZGIaMmSJdSsWbMqt1tVxj696rLmlZaWUoMGDWju3LmiZfTZTFeuXElE0jr59ddfCQB99tlnsuXqY3qccQ8ru3fvHtnZ2dHAgQOrLKuq46ZnbCbMigwdY2MyEur17NmTVq1aRStXriQfHx/JfLkMklWRi6lDhw6i7I/G1Mf8+fMNZiIlEmdBrPwZ9/PzoyZNmki+C7Kzs8nc3FyU1t/Ly4tGjBhBtra2ovEVlyxZYnDMQvbPkfv+fu2110ir1UqG+xk0aBDZ2NjQmjVrKCMjg06ePEmjR48WDd+yfft2MjU1FYbGqGjKlCnUsWNHInp0/Bs2bChqZ3pBQUEUGBhoMObKn5mSkhJq2bIlabVa0d+MnJwcatmyJXl4eNCuXbvoypUrssP95OTkkLe3N3399dd08uRJunz5Mm3ZsoUaNGhAI0eONBiH3PdARTX5e6Jn6O9pQEAALV68mI4cOUKZmZmUkJBAnp6e5OLiQqWlpbLrpqenk729vTDcz4ULF+js2bP0+eefC8PghIeHU5cuXWTj79y5M7377rtE9Oj7U6fTUUpKiuh19uxZ2XWNbS9ERA8ePKDu3bsLw/2kpqZSeno6bd68mTp06FDtcD+3bt2q8b5U/tsUFRUltPmKfwuWLFlCSqWS3nvvPTp37hxdunSJFi1aJDvczzvvvCMM95OUlESZmZmUnJxMISEhpFAohIzHhv42BgUFkb+/P5WUlFC9evWEv8EVnT17lgDQmTNniKj63yFPMtyPfviXkSNHUmJiImVmZtLhw4dp9OjRspmi9eT+pqWlpZFCoaBjx45VGYMhxrR/PUOfy7Fjx9KcOXPo8OHDwrHx9/enevXqUU5OjmjZ6rIiyw33o8/eXXnd4uJiunXrlvBdZ6hPUFF1vwsM7WPnzp3prbfeEt5v3bqVVCoVhYWF0cmTJykjI4PWrFkjO9zP0qVLheF+Dh48SBkZGfTbb79RREQEARDGqTVUN1OmTKHnnnuOysvLqW3btjR16lRJfAUFBWRqakrff/89EUm/swoLC0WZwTkr8tNX41NfxmSXBB4/250hcXFx8PHxEZ4r0VMqlYiIiMDZs2dx8uRJ0bwFCxYgPj4ex48fN7hdqkFWM2N5e3uLrpglJCSgZ8+e8PLyEk1PTEyEt7d3jbevT1piZWUlenC/tpWVlQlnWqs6s29vb4/s7Gz89NNPT7X8ylnz9GcSY2NjRbexbt26FQ8fPhTO5FW2YcOGKrM/Gpst0Rh79+5FTk7OE2dmrKi6TJiPQy4jIQCkp6cjOTkZQUFBCAoKQlJS0lPNyEhESEpKwu+//17jq0UbN26Ej4+PbCZSwHAWxLy8POzduxfjxo2T3E5pb2+PYcOGYfPmzaI2ZWlpiRkzZmDOnDl/25lx9vTMmTNHciuwQqHAli1b8N5772HJkiVwdXVF9+7dkZWVhcTEROFW9aioKPTp0wdWVlaS7QYEBOD48eM4deoUoqOjMWjQINl2FhAQgB07diAnJ8eoeNVqNebOnYsHDx6Iptva2uLIkSPw9vbGmDFj0LJlSwQFBaFly5Y4duwYWrRoAeDRVV/9c4A9evSAh4cHZs2ahbCwMMnzsrXF19cXO3fuFLKZhoaGws3NDfv27TN422WLFi1w4sQJeHt745133oGHhwd8fHzw448/YuXKlSgpKcH69esREBAgu35AQADWrVsn3Glx9+5dtG/fXvSSy3oMGN9eAECj0WD//v2YMmUKVq9eDU9PT3Tq1AlLly7FhAkT4OHhISy7Z88eNGzYUPR68cUXa7wvlYWGhgrtoaKJEydi+/btSEpKQseOHeHh4YG4uDisXLkSn376qWjZTz/9FHFxcUhJScFLL70EZ2dnDB48GOXl5UhOToalpaVs2XoRERH44YcfsHjxYuTm5mLQoEGSZVq1aoVWrVo9cdZqY4wbNw779u3D9evXMWjQILi5ueGNN96ApaVlje9wc3d3R9++ffH+++8/ViyP0/4r69OnD44cOYLBgwfDxcUFAQEB0Gq1+PHHH2t0izAAjBgxQtIODd3lZGpqCjs7uyd6ZtlYERERWLNmDa5evQrg0ZXYhIQEXLlyBd27d4erqyuWLFmCGTNmYNOmTaKYxo8fj3379uHWrVsIDAyEs7Mz+vfvj4yMDOzZswfPPfdclWW//fbbOHfuHD7++GOcPHlS9rNoZWWF3r17G2y/lpaW1X5O2BOqSS+44pkHT09P4Uyv3NmZL7/8ktq1aye8Dw8Plz0rYewVW61Wa/Cs3YkTJwgAbd68mYjEZ3qCg4OpV69eRCR/xXbfvn1Ur1494YzYkiVLRGfEq4rRkP379xMA+uOPP4iIqH79+nT06FH65ZdfhCs46enpBIAOHTokrOfl5UVqtZosLCxEr4pjX124cIHUarVwBnf79u3UvHlzyVWB6q7YmpmZScpRKpWSK7bVxQOAtFqtsD4AatasGeXm5hqsn7KyMho+fDgBIHt7exo4cCAtW7ZMdBZLf8asctnu7u7CMpGRkaRUKsnCwkI4Ew2AFi9eLCxz7tw5yRnq7t27U0hIiKRO9GfN+/XrR23atDEYf8U6lotRP3akMRYuXEgAKC8vr8rlqjpuFePRH/Np06YJZ3of94ptdXVLRPTee++Jrja//PLLFBkZKVrmca7Y6tudWq0W2ljFsRqNqQ+tVksTJkwQbXvgwIHCcl27dhWmV/yMHzlypMqz7IsXLyYA9OeffwrxhoeH04MHD4RB54n4ii1jjDHG2D/JuNNAMhYuXIhevXoZPKsll+3Oy8sLy5YtQ506dR6rTKpBZkG9Dz/8EK1atcK+fftEz2ZWjLNyVrPJkycjPT0dLVu2fKw4u3XrBlNTUyQmJqJt27YoKipChw4dUF5ejlu3biEjIwOJiYkwMzODp6enaN1hw4ZhxowZomkVE3VER0fD19dXyKbWv39/jBo1CgcPHkTv3r2NjnHz5s2SFOly2eyqiwd4lD2vT58+uHz5MiIiIrB06dIqn+tSqVSIiYnBhx9+iIMHD+LXX3/FvHnzsHDhQhw9elSUfj8pKUnUXtRqtWhbrq6u2LFjBx48eID169cjNTVVlDXPzc0N3bp1Q3R0NHr27IlLly4hKSkJc+bMMRhfTdpZnTp1hGeG9AwlTXnSsgD54yZn6tSpWL16NaKjoxEUFFSjMvSqq9uHDx9i7dq1oue2QkJChCyuT/IslL7d5efnIzIyEt26dZN99t7Y+tBbsWIF7t27h6VLl1Z7x0BNj41Go8GcOXMwfvx42WeRGWOMMcbY3+exf3lWlV2yJtnujFWTDIQVtWzZEmFhYZg2bZrkh+rjZDUzhrm5OTp37oyEhAQkJCTgxRdfhEqlglqtRrdu3YTpL7zwguT2Sn2ShIovfcdO35H44YcfhHjNzc2Rl5dX43iNzWJZVTx6+ux5ffv2RUxMDIYMGYKbN29WG0Pjxo3x2muvYfny5UhLS8ODBw8kCYKaN28uKrty9rrqsuYBj5JIxcfH486dO4iJiUHLli3h5eVlMC4XFxdJ9kdD5LIxymWIrKosAEYnMJE7bnKqyoRprOrqdu/evbh+/bpwYsjExATBwcHIysoSMn0/Ln2769SpE7Zs2YLly5fjwIEDkuWqqg9nZ2ecP39etHzDhg0lWUYrc3JygkKhqPL7xsbGRjR+oF5ISAgcHR3x4YcfGrurjDHGGGPsKXii9HKGskvWJNu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- }, - "metadata": {} - } - ], - "source": [ - "explode = 0.05*np.ones(len(df_pie))\n", - "\n", - "df_pie[\"total\"].plot.pie(rotatelabels=False,\n", - " autopct=\"%1.1f%%\",\n", - " ylabel=\"\",\n", - " textprops={\"fontsize\":10},\n", - " #radius=2,\n", - " pctdistance=0.85,\n", - " explode=explode)\n", - "# draw circle\n", - "centre_circle = plt.Circle((0, 0), 0.7, fc=\"white\")\n", - "fig = plt.gcf()\n", - "\n", - "# Adding Circle in Pie chart\n", - "fig.gca().add_artist(centre_circle)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "RkyOj_PDmIel" - }, - "source": [ - "## Make reduced pie chart using plotly" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 542 - }, - "id": "NJ0eCSzFGK2v", - "outputId": "82236874-253a-4a45-a371-1ac58d36680a" - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/html": [ - "\n", - "\n", - "\n", - "
\n", - "
\n", - "\n", - "" - ] - }, - "metadata": {} - } - ], - "source": [ - "import plotly.express as px\n", - "\n", - "fig = px.pie(df_pie,\n", - " values=\"total\",\n", - " names=df_pie.index,\n", - " #title='Distribution of NDBC messages',\n", - " hole=0.6,\n", - " #labels={'lifeExp':'life expectancy'},\n", - " )\n", - "fig.update_traces(textposition=\"outside\", textinfo=\"percent+label\")\n", - "fig.update(layout_showlegend=False)\n", - "fig.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "SgCbqTldzbG_" - }, - "source": [ - "What is 'OTHER'?" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "FdZgBg9XzZYi", - "outputId": "9f0f6d7d-c9bc-45fc-8b29-55a6b16ee007" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "['ALASKA OCEAN OBSERVING SYSTEM',\n", - " 'BP INC.',\n", - " 'CARIBBEAN INTEGRATED COASTAL OCEAN OBSERVING SYSTEM',\n", - " 'CHESAPEAKE BAY INTERPRETIVE BUOY SYSTEM',\n", - " 'CLEVELAND WATER ALLIANCE',\n", - " 'COASTAL DATA INFORMATION PROGRAM/AOOS',\n", - " 'COASTAL DATA INFORMATION PROGRAM/PMEL',\n", - " 'COASTAL OCEAN RESEARCH AND MONITORING PROGRAM',\n", - " 'EPA & MEXICAN GOVERNMENT COOPERATIVE PROGRAM',\n", - " 'EVERGLADES NATIONAL PARK',\n", - " 'GREAT LAKES RESEARCH LABORATORY',\n", - " 'GREAT LAKES WATER AUTHORITY',\n", - " 'ILLINOIS-INDIANA SEA GRANT',\n", - " 'INTEGRATED CORAL OBSERVING NETWORK',\n", - " 'LIMNOTECH',\n", - " 'LOUISIANA OFFSHORE OIL PORT',\n", - " 'MARINE EXCHANGE OF ALASKA',\n", - " 'MICHIGAN TECHNICAL UNIVERSITY',\n", - " 'MOSS LANDING MARINE LABORATORIES',\n", - " 'MURPHY OIL CORP.',\n", - " 'NATIONAL PARK SERVICE - LAKE MEAD NATIONAL REC AREA',\n", - " 'NATIONAL PARK SERVICES - SLEEPING BEAR DUNES',\n", - " 'NATIONAL RENEWABLE ENERGY LABORATORY',\n", - " 'NATIONAL WEATHER SERVICE, ALASKA REGION',\n", - " 'NATIONAL WEATHER SERVICE, EASTERN REGION',\n", - " 'OCEAN OBSERVATORIES INITIATIVE',\n", - " 'OREGON STATE',\n", - " 'PETROBRAS',\n", - " 'SHELL OIL',\n", - " 'STONY BROOK UNIVERSITY',\n", - " 'SUNY PLATTSBURGH CEES / LAKE CHAMPLAIN RESEARCH INST.',\n", - " 'TEXAS COASTAL OCEAN OBSERVATION NETWORK',\n", - " 'U. S. COAST GUARD',\n", - " 'U.S. ARMY CORPS OF ENGINEERS',\n", - " 'U.S. NAVY',\n", - " 'UNIVERSITY OF ILLINOIS AT URBANA-CHAMPAGNE',\n", - " 'UNIVERSITY OF MINNESOTA AT DULUTH',\n", - " 'UNIVERSITY OF NEW HAMPSHIRE',\n", - " 'UNIVERSITY OF NORTH CAROLINA COASTAL STUDIES',\n", - " 'UNIVERSITY OF WISCONSIN AT MILWAUKEE',\n", - " 'USF COMPS MARINE NETWORK',\n", - " 'VERMONT EPSCOR',\n", - " 'WOODS HOLE OCEANOGRAPHIC INSTITUTION']" - ] - }, - "metadata": {}, - "execution_count": 7 - } - ], - "source": [ - "grp_out.loc[grp_out[\"pcnt\"]<0.02].index.tolist()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "RTfbgzjSg-Ma" - }, - "source": [ - "# What's NDBC composed of?" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 363 - }, - "id": "TtOJLuRkhB0w", - "outputId": "4e81f34b-8c33-4c8a-e8da-a82fef429280" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " met wave total pcnt\n", - "sponsor \n", - "NATIONAL WEATHER SERVICE 54632150 12258844 66890994 0.963349\n", - "U. S. COAST GUARD 789170 327434 1116604 0.016081\n", - "NATIONAL HURRICANE CENTER 915250 173158 1088408 0.015675\n", - "CORPS OF ENGINEERS 196298 62876 259174 0.003733\n", - "SAILDRONE 21792 21844 43636 0.000628\n", - "NDBC ENGINEERING 14050 6698 20748 0.000299\n", - "NATIONAL ACADEMY OF SCIENCES 7918 1306 9224 0.000133\n", - "GREAT LAKES RESEARCH LABORATORY 2400 2324 4724 0.000068\n", - "NATIONAL DATA BUOY CENTER 1180 1180 2360 0.000034" - ], - "text/html": [ - "\n", - "
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metwavetotalpcnt
sponsor
NATIONAL WEATHER SERVICE5463215012258844668909940.963349
U. S. COAST GUARD78917032743411166040.016081
NATIONAL HURRICANE CENTER91525017315810884080.015675
CORPS OF ENGINEERS196298628762591740.003733
SAILDRONE2179221844436360.000628
NDBC ENGINEERING140506698207480.000299
NATIONAL ACADEMY OF SCIENCES7918130692240.000133
GREAT LAKES RESEARCH LABORATORY2400232447240.000068
NATIONAL DATA BUOY CENTER1180118023600.000034
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\n" - ], - "application/vnd.google.colaboratory.intrinsic+json": { - "type": "dataframe", - "summary": "{\n \"name\": \"grp_out\",\n \"rows\": 9,\n \"fields\": [\n {\n \"column\": \"sponsor\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 9,\n \"samples\": [\n \"GREAT LAKES RESEARCH LABORATORY\",\n \"U. S. COAST GUARD\",\n \"NDBC ENGINEERING\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"met\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 18133082,\n \"min\": 1180,\n \"max\": 54632150,\n \"num_unique_values\": 9,\n \"samples\": [\n 2400,\n 789170,\n 14050\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wave\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 4062908,\n \"min\": 1180,\n \"max\": 12258844,\n \"num_unique_values\": 9,\n \"samples\": [\n 2324,\n 327434,\n 6698\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 22195724,\n \"min\": 2360,\n \"max\": 66890994,\n \"num_unique_values\": 9,\n \"samples\": [\n 4724,\n 1116604,\n 20748\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pcnt\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.31965789907641046,\n \"min\": 3.3988195611628526e-05,\n \"max\": 0.9633492325119788,\n \"num_unique_values\": 9,\n \"samples\": [\n 6.80339983344632e-05,\n 0.016081082700307992,\n 0.0002988080858263003\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" - } - }, - "metadata": {}, - "execution_count": 8 - } - ], - "source": [ - "df_ndbc[\"total\"] = df_ndbc[\"met\"] + df_ndbc[\"wave\"]\n", - "df_ndbc[\"time (UTC)\"] = df_ndbc[\"time (UTC)\"].dt.tz_localize(None)\n", - "\n", - "ndbc_group = df_ndbc.groupby(by=[\"sponsor\"])\n", - "\n", - "grp = ndbc_group[[\"met\",\"wave\",\"total\"]].sum()\n", - "\n", - "grp_out = grp.assign(pcnt = grp[\"total\"] / grp[\"total\"].sum())\n", - "\n", - "grp_out.sort_values(by=\"pcnt\", ascending=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "L6YntjTjmSdM" - }, - "source": [ - "## Make pie chart using matplotlib" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 424 - }, - "id": "-JPhk6jNmRQv", - "outputId": "b1177763-a187-432a-ca26-28f31fdb31da" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "" - ] - }, - "metadata": {}, - "execution_count": 9 - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - } - ], - "source": [ - "explode = 0.05*np.ones(len(grp_out))\n", - "\n", - "grp_out[\"total\"].plot.pie(rotatelabels=False,\n", - " autopct=\"%1.1f%%\",\n", - " ylabel=\"\",\n", - " textprops={\"fontsize\":10},\n", - " #radius=2,\n", - " pctdistance=0.85,\n", - " explode=explode)\n", - "\n", - "#draw circle\n", - "centre_circle = plt.Circle((0, 0), 0.7, fc=\"white\")\n", - "fig = plt.gcf()\n", - "\n", - "# Adding Circle in Pie chart\n", - "fig.gca().add_artist(centre_circle)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "D9gUL6xmmVrO" - }, - "source": [ - "## Make pie chart using plotly" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 542 - }, - "id": "ioNrlM5ZCw-w", - "outputId": "cef2f088-c5e2-415f-f748-9fb9131f794d" - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/html": [ - "\n", - "\n", - "\n", - "
\n", - "
\n", - "\n", - "" - ] - }, - "metadata": {} - } - ], - "source": [ - "import plotly.express as px\n", - "\n", - "fig = px.pie(grp_out,\n", - " values=\"total\",\n", - " names=grp_out.index,\n", - " #title='Distribution of NDBC messages',\n", - " hole=0.6,\n", - " #labels={'lifeExp':'life expectancy'},\n", - " #rotation=90,\n", - " )\n", - "fig.update_traces(textposition=\"outside\", textinfo=\"percent+label\")\n", - "fig.update(layout_showlegend=False)\n", - "fig.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "rvSa7UfUhM2y" - }, - "source": [ - "# What's IOOS composed of?" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "sfjOQs9lhSJO", - "outputId": "6eb6ff7b-bfb8-45dc-c9b3-d2d4d1e1d68a" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " met wave \\\n", - "sponsor \n", - "TEXAS COASTAL OCEAN OBSERVATION NETWORK 29293892 0 \n", - 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metwavetotalpcnt
sponsor
TEXAS COASTAL OCEAN OBSERVATION NETWORK292938920292938920.323601
MARINE EXCHANGE OF ALASKA258885820258885820.285984
USF COMPS MARINE NETWORK50627126333051260420.056626
CARIBBEAN INTEGRATED COASTAL OCEAN OBSERVING SYSTEM326370266573039294320.043407
SCRIPPS WAVERIDER COASTAL DATA INFORMATION PROGRAM0374705437470540.041393
LIMNOTECH1462626114105626036820.028762
MICHIGAN TECHNICAL UNIVERSITY1257688119998824576760.027149
COASTAL OCEAN RESEARCH AND MONITORING PROGRAM159318652556221187480.023405
CALIFORNIA POLYTECHNIC STATE UNIVERSITY1383402013834020.015282
NORTHEASTERN REGIONAL ASSN OF COASTAL OCEAN OBS SYSTEMS66856666121213297780.014690
MOSS LANDING MARINE LABORATORIES1038430010384300.011471
UNIVERSITY OF MICHIGAN CILER52247647936410018400.011067
ILLINOIS-INDIANA SEA GRANT/PURDUE CIVIL ENGINEERING4953285036129989400.011035
DAUPHIN ISLAND SEA LAB96624809662480.010674
UNIVERSITY OF WASHINGTON88223008822300.009746
CENTRAL AND NORTHERN CALIFORNIA OCEAN OBSERVING SYSTEM86852208685220.009594
UNIVERSITY OF ILLINOIS AT URBANA-CHAMPAGNE3910324426168336480.009209
UNIVERSITY OF MINNESOTA AT DULUTH4860363373188233540.009095
UNIV OF CONNECTICUT MARINE MONITORING NETWORK (MYSOUND)6829041353568182600.009039
NORTHERN MICHIGAN UNIVERSITY5691941180646872580.007592
PUERTO RICO SEISMIC NETWORK58378805837880.006449
ILLINOIS-INDIANA SEA GRANT1770241770183540420.003911
UNIVERSITY OF WISCONSIN AT MILWAUKEE1765901462663228560.003566
FLORIDA INSTITUTE OF TECHNOLOGY28550802855080.003154
GREATER TAMPA BAY MARINE ADVISORY COUNCIL PORTS02289742289740.002529
UNIVERSITY OF NORTH CAROLINA COASTAL STUDIES02211882211880.002443
ALASKA OCEAN OBSERVING SYSTEM01955781955780.002160
UNIVERSITY OF NEW HAMPSHIRE632641322761955400.002160
CHICAGO PARK DISTRICT17578865721823600.002014
TEXAS A & M15993601599360.001767
NATIONAL OCEAN SERVICE14369601436960.001587
MONTEREY BAY AQUARIUM RESEARCH INSTITUTE11470001147000.001267
NW ASSOCIATION OF NETWORKED OCEAN OBSERVING SYSTEMS11181801118180.001235
REGIONAL SCIENCE CONSORTIUM5989837462973600.001076
COASTAL DATA INFORMATION PROGRAM/PMEL090554905540.001000
U.S. ARMY CORPS OF ENGINEERS082768827680.000914
SALMON UNLIMITED WISCONSIN3871238472771840.000853
COASTAL STUDIES INSTITUTE, LOUISIANA STATE UNIV.663380663380.000733
WISCONSIN SHIPWRECK COAST NATIONAL MARINE SANCTUARY2879425572543660.000601
STONY BROOK UNIVERSITY383100383100.000423
UNIVERSITY OF NORTH CAROLINA, CHAPEL HILL307360307360.000340
NW MICHIGAN COLLEGE GREAT LAKES WATER STUDIES INSTITUTE1494814948298960.000330
UNIVERSITY OF SOUTHERN MISSISSIPPI1163811630232680.000257
CENTER FOR COASTAL MARGIN OBSERVATION AND PREDICTION225240225240.000249
COLUMBIA RIVER INTER-TRIBAL FISH COMMISSION143640143640.000159
SUPERIOR WATERSHED PARTNERSHIP0000.000000
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\n" - ], - "application/vnd.google.colaboratory.intrinsic+json": { - "type": "dataframe", - "summary": "{\n \"name\": \"grp_out\",\n \"rows\": 47,\n \"fields\": [\n {\n \"column\": \"sponsor\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 47,\n \"samples\": [\n \"UNIVERSITY OF NEW HAMPSHIRE\",\n \"STONY BROOK UNIVERSITY\",\n \"ALASKA OCEAN OBSERVING SYSTEM\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"met\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 5606662,\n \"min\": 0,\n \"max\": 29293892,\n \"num_unique_values\": 40,\n \"samples\": [\n 569194,\n 391032,\n 868522\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wave\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 593767,\n \"min\": 0,\n \"max\": 3747054,\n \"num_unique_values\": 28,\n \"samples\": [\n 503612,\n 25572,\n 479364\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"total\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 5594603,\n \"min\": 0,\n \"max\": 29293892,\n \"num_unique_values\": 46,\n \"samples\": [\n 38310,\n 221188,\n 195578\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pcnt\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.061801976196533825,\n \"min\": 0.0,\n \"max\": 0.32360120174975504,\n \"num_unique_values\": 46,\n \"samples\": [\n 0.0004231995543314325,\n 0.0024434002355380032,\n 0.0021604939294448686\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" - } - }, - "metadata": {}, - "execution_count": 11 - } - ], - "source": [ - "df_ioos[\"total\"] = df_ioos[\"met\"] + df_ioos[\"wave\"]\n", - "df_ioos[\"time (UTC)\"] = df_ioos[\"time (UTC)\"].dt.tz_localize(None)\n", - "\n", - "ioos_group = df_ioos.groupby(by=[\"sponsor\"])\n", - "\n", - "grp = ioos_group[[\"met\",\"wave\",\"total\"]].sum()\n", - "\n", - "grp_out = grp.assign(pcnt = grp[\"total\"] / grp[\"total\"].sum())\n", - "\n", - "grp_out.sort_values(by=\"pcnt\", ascending=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "q44kMvB_meVF" - }, - "source": [ - "## Make pie chart using matplotlib" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 424 - }, - "id": "wto4GI3vmbEU", - "outputId": "c3319661-895d-4179-d2dd-1839daefbd49" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "" - ] - }, - "metadata": {}, - "execution_count": 12 - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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- }, - "metadata": {} - } - ], - "source": [ - "explode = 0.05*np.ones(len(grp_out))\n", - "\n", - "grp_out[\"total\"].plot.pie(rotatelabels=False,\n", - " autopct=\"%1.1f%%\",\n", - " ylabel=\"\",\n", - " textprops={\"fontsize\":10},\n", - " #radius=2,\n", - " pctdistance=0.85,\n", - " explode=explode)\n", - "# draw circle\n", - "centre_circle = plt.Circle((0, 0), 0.7, fc=\"white\")\n", - "fig = plt.gcf()\n", - "\n", - "# Adding Circle in Pie chart\n", - "fig.gca().add_artist(centre_circle)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "NyMScohImhQz" - }, - "source": [ - "## Make pie chart using plotly" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 542 - }, - "id": "1e8EPzCZHthY", - "outputId": "7d26d148-42bd-416d-dbe6-70bc10b1bcd8" - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/html": [ - "\n", - "\n", - "\n", - "
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\n", - "\n", - "" - ] - }, - "metadata": {} - } - ], - "source": [ - "import plotly.express as px\n", - "\n", - "fig = px.pie(grp_out,\n", - " values=\"total\",\n", - " names=grp_out.index,\n", - " #title='Distribution of NDBC messages',\n", - " hole=0.6,\n", - " #labels={'lifeExp':'life expectancy'},\n", - " )\n", - "fig.update_traces(textposition=\"outside\", textinfo=\"percent+label\")\n", - "fig.update(layout_showlegend=False)\n", - "fig.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "O2u92GcRy40C" - }, - "source": [ - "# Chart above is busy, let's make 'OTHER' category" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 332 - }, - "id": "KxzDJ3JTy-CF", - "outputId": "7114c215-5f2d-4de6-bc99-cdb88922e4a3" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " sponsor met wave \\\n", - "0 CARIBBEAN INTEGRATED COASTAL OCEAN OBSERVING S... 3263702.0 665730.0 \n", - "1 COASTAL OCEAN RESEARCH AND MONITORING PROGRAM 1593186.0 525562.0 \n", - "2 LIMNOTECH 1462626.0 1141056.0 \n", - "3 MARINE EXCHANGE OF ALASKA 25888582.0 0.0 \n", - "4 MICHIGAN TECHNICAL UNIVERSITY 1257688.0 1199988.0 \n", - "5 SCRIPPS WAVERIDER COASTAL DATA INFORMATION PRO... 0.0 3747054.0 \n", - "6 TEXAS COASTAL OCEAN OBSERVATION NETWORK 29293892.0 0.0 \n", - "7 USF COMPS MARINE NETWORK 5062712.0 63330.0 \n", - "0 OTHER NaN NaN \n", - "\n", - " total pcnt \n", - "0 3929432 0.043407 \n", - "1 2118748 0.023405 \n", - "2 2603682 0.028762 \n", - "3 25888582 0.285984 \n", - "4 2457676 0.027149 \n", - "5 3747054 0.041393 \n", - "6 29293892 0.323601 \n", - "7 5126042 0.056626 \n", - "0 15359562 NaN " - ], - "text/html": [ - "\n", - "
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0CARIBBEAN INTEGRATED COASTAL OCEAN OBSERVING S...3263702.0665730.039294320.043407
1COASTAL OCEAN RESEARCH AND MONITORING PROGRAM1593186.0525562.021187480.023405
2LIMNOTECH1462626.01141056.026036820.028762
3MARINE EXCHANGE OF ALASKA25888582.00.0258885820.285984
4MICHIGAN TECHNICAL UNIVERSITY1257688.01199988.024576760.027149
5SCRIPPS WAVERIDER COASTAL DATA INFORMATION PRO...0.03747054.037470540.041393
6TEXAS COASTAL OCEAN OBSERVATION NETWORK29293892.00.0292938920.323601
7USF COMPS MARINE NETWORK5062712.063330.051260420.056626
0OTHERNaNNaN15359562NaN
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\n" - }, - "metadata": {} - } - ], - "source": [ - "explode = 0.05*np.ones(len(df_pie))\n", - "\n", - "df_pie.set_index(\"sponsor\",inplace=True)\n", - "\n", - "df_pie[\"total\"].plot.pie(rotatelabels=False,\n", - " autopct=\"%1.1f%%\",\n", - " ylabel=\"\",\n", - " textprops={\"fontsize\":10},\n", - " #radius=2,\n", - " pctdistance=0.85,\n", - " explode=explode)\n", - "# draw circle\n", - "centre_circle = plt.Circle((0, 0), 0.7, fc=\"white\")\n", - "fig = plt.gcf()\n", - "\n", - "# Adding Circle in Pie chart\n", - "fig.gca().add_artist(centre_circle)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "kVj5ty7qmxWs" - }, - "source": [ - "## Make reduced pie chart using plotly" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 542 - }, - "id": "XHRGJYruH0V0", - "outputId": "68ed81e3-6e4f-4399-e67f-50c2c5f9bcf4" - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/html": [ - "\n", - "\n", - "\n", - "
\n", - "
\n", - "\n", - "" - ] - }, - "metadata": {} - } - ], - "source": [ - "import plotly.express as px\n", - "\n", - "fig = px.pie(df_pie,\n", - " values=\"total\",\n", - " names=df_pie.index,\n", - " #title='Distribution of NDBC messages',\n", - " hole=0.6,\n", - " #labels={'lifeExp':'life expectancy'},\n", - " )\n", - "fig.update_traces(textposition=\"outside\", textinfo=\"percent+label\")\n", - "fig.update(layout_showlegend=False)\n", - "fig.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "h6ibugaOzFsr" - }, - "source": [ - "What is 'OTHER'?" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "n1G31sHxzDh3", - "outputId": "145569ff-7ed4-4666-ff08-fc956472b2a8" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "['ALASKA OCEAN OBSERVING SYSTEM',\n", - " 'CALIFORNIA POLYTECHNIC STATE UNIVERSITY',\n", - " 'CENTER FOR COASTAL MARGIN OBSERVATION AND PREDICTION',\n", - " 'CENTRAL AND NORTHERN CALIFORNIA OCEAN OBSERVING SYSTEM',\n", - " 'CHICAGO PARK DISTRICT',\n", - " 'COASTAL DATA INFORMATION PROGRAM/PMEL',\n", - " 'COASTAL STUDIES INSTITUTE, LOUISIANA STATE UNIV.',\n", - " 'COLUMBIA RIVER INTER-TRIBAL FISH COMMISSION',\n", - " 'DAUPHIN ISLAND SEA LAB',\n", - " 'FLORIDA INSTITUTE OF TECHNOLOGY',\n", - " 'GREATER TAMPA BAY MARINE ADVISORY COUNCIL PORTS',\n", - " 'ILLINOIS-INDIANA SEA GRANT',\n", - " 'ILLINOIS-INDIANA SEA GRANT/PURDUE CIVIL ENGINEERING',\n", - " 'MONTEREY BAY AQUARIUM RESEARCH INSTITUTE',\n", - " 'MOSS LANDING MARINE LABORATORIES',\n", - " 'NATIONAL OCEAN SERVICE',\n", - " 'NORTHEASTERN REGIONAL ASSN OF COASTAL OCEAN OBS SYSTEMS',\n", - " 'NORTHERN MICHIGAN UNIVERSITY',\n", - " 'NW ASSOCIATION OF NETWORKED OCEAN OBSERVING SYSTEMS',\n", - " 'NW MICHIGAN COLLEGE GREAT LAKES WATER STUDIES INSTITUTE',\n", - " 'PUERTO RICO SEISMIC NETWORK',\n", - " 'REGIONAL SCIENCE CONSORTIUM',\n", - " 'SALMON UNLIMITED WISCONSIN',\n", - " 'STONY BROOK UNIVERSITY',\n", - " 'SUPERIOR WATERSHED PARTNERSHIP',\n", - " 'TEXAS A & M',\n", - " 'U.S. ARMY CORPS OF ENGINEERS',\n", - " 'UNIV OF CONNECTICUT MARINE MONITORING NETWORK (MYSOUND)',\n", - " 'UNIVERSITY OF CALIFORNIA AT DAVIS',\n", - " 'UNIVERSITY OF ILLINOIS AT URBANA-CHAMPAGNE',\n", - " 'UNIVERSITY OF MICHIGAN CILER',\n", - " 'UNIVERSITY OF MINNESOTA AT DULUTH',\n", - " 'UNIVERSITY OF NEW HAMPSHIRE',\n", - " 'UNIVERSITY OF NORTH CAROLINA COASTAL STUDIES',\n", - " 'UNIVERSITY OF NORTH CAROLINA, CHAPEL HILL',\n", - " 'UNIVERSITY OF SOUTHERN MISSISSIPPI',\n", - " 'UNIVERSITY OF WASHINGTON',\n", - " 'UNIVERSITY OF WISCONSIN AT MILWAUKEE',\n", - " 'WISCONSIN SHIPWRECK COAST NATIONAL MARINE SANCTUARY']" - ] - }, - "metadata": {}, - "execution_count": 17 - } - ], - "source": [ - "grp_out.loc[grp_out[\"pcnt\"]<0.02].index.tolist()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "5oP7aFrErtWX" - }, - "source": [ - "Let us check the monthly sum of data released both for individual met and wave and the totals." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "id": "keIBv28trtWX", - "outputId": "e50fb3f8-58eb-42f8-9839-61512f64b870", - "colab": { - "base_uri": "https://localhost:8080/" - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":5: FutureWarning:\n", - "\n", - "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", - "\n" - ] - } - ], - "source": [ - "import pandas as pd\n", - "\n", - "df_out[\"time (UTC)\"] = df_out[\"time (UTC)\"].dt.tz_localize(None)\n", - "\n", - "groups = df_out[[\"time (UTC)\",\"met\",\"wave\"]].groupby(pd.Grouper(key=\"time (UTC)\", freq=\"M\"))" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 707 - }, - "id": "Vj1RG1XsvrwL", - "outputId": "3e13f753-c562-4ba9-8516-cead4f22e373" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "" - ] - }, - "metadata": {}, - "execution_count": 19 - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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oWi9UcvRlYHL0pf/HZzLn69ev16FDh2rr1q01Pj5e4+PjtXXr1jp06FBdv369z0x5cnv27NGxY8dqv379tFOnTtqpUyft16+fPvfcc7p79+6A17M6Z+UcmJ7jVuesXMNMx8gcBLdWMHJW9grrpW9WzkGonKtWr2EmOfoycPVCpb/oy+Dn6EszQdnEGjFihNatW1cnTpyoOTk5WlBQoAUFBZqTk6OTJk3SuLg4HTlypEfmueee05iYGH3wwQd10aJFumHDBt2wYYMuWrRIR40apbGxsTpu3DivWqa5d955R8PDw/W6667TqVOn6ty5c3Xu3Lk6depUvf766zUiIkLfe++9gNWzMmdy/MszRtN6oZCjL+nLis6ZzPncuXM1MjJSO3XqpKNHj9Y33nhD33jjDR09erR26dJFo6KiNDMz06uWaW7lypVas2ZNbdCggQ4aNEhHjhypI0eO1EGDBmnDhg21Vq1aumrVqoDVszpn5RyYnuNW56xcw0zHyBx4z0Flfg4pz+Mz6RXWy8CePyb1QuVctXoNM8nRl/QlfUlf2qG/Sisom1j16tXzOZHHZWZmalxcnMdtSUlJOnPmTL+ZGTNmaGJiotftprmmTZvq+PHj/eZef/11bdKkScDqWZkzOf7lGaNpvVDI0Zf0ZUXnTOa8VatW+sgjj/jNjB49Wlu2bOl1u2muY8eOOnjwYC0pKfG6r6SkRAcPHqydOnUKWD2rc1bOgek5bnXOyjXMdIzMgfccVObnEFVre4X1MrDnj0m9UDlXrV7DTHL0JX1Z2hx9SV9WZK60grKJFRMTo2vXrvV7/5o1azQ2NtbjtujoaN2wYYPfzPr167VKlSpet5vmoqKiNDs7228uOztbo6OjA1bPypzJ8S/PGE3rhUKOvqQvKzpnMufR0dHGfWKa27hxo9/cxo0bA17PypyVc2B6jluds3INK88YQ+FYWjkHlfk5RNXaXmG9DHw/W7U2hErOyrmjL+nL0uboS/qyInOldfLPpKwg3bt3l+HDh/v86Me9e/fKAw88IN27d/e4vX379jJmzBgpKiryyhQXF8vYsWOlffv2XveZ5s466yx5++23/T6GKVOmSFpaWsDqWZkzOf7lGaNpvVDI0Zf0ZUXnTOY8JSVF5syZ4zczZ84cSU5O9rrdNBcfHy8rV670m1u5cqXUq1cvYPWszlk5B6bnuNU5K9cw0zEyB95zUJmfQ8rz+Ex6hfUysOePSb1QOVetXsNMcvQlfVnaHH1JX1ZkrrSC8umEEydOlEsuuUQSEhKkZcuW7ubLy8uTdevWSVpamsyePdsjM378eElPT5f4+Hjp2rWrR2bJkiUSGRkp8+fP96plmnvhhRekT58+kpmZKT169PDILVy4ULZs2eKzeawep0nO5PiXZ4ym9UIhR1/SlxWdM5nzJ554Qvr37y+LFy/2mcnMzJTp06d71TLNDR8+XAYPHixZWVly0UUXeeUmT54szz//fMDqWZ2zcg5Mz3Grc1auYaZjZA6856AyP4eU5/GZ9ArrZWDPH5N6oXKuWr2GmeToS/qSvqQv7dBfpeVQVTVOl0NJSYnMmzdPli9f7vHRyZ07d5aePXuK0+l9kdjBgwdl2rRpPjP9+/eX6tWr+6xlmsvNzZUJEyb4zA0ZMkRSUlICWs/KnMnxL88YTeuFQo6+pC8rOmcy59988428+uqr8u2333pl7r77buncubPPWqa5mTNnyksvvSRZWVlSXFwsIiJhYWHSrl07ue++++Saa64JaD2rc1bOgek5bnXOyjXMdIzMgfccVObnkPI8PpNeYb0M7PljUi9UzlWr1zCTHH2ZErB6odJf9GXwc/SlmaBtYgEAKp9jx465XzJZp04diYiICPKIAMCeWC9hR/Ql7Ii+xImCuom1cuVKr93DLl26+Hyfg+N27dolK1ascGcSEhKkQ4cOEh8ff9JaprmioiJZv369Ry41NfWUJ47V4zTJmRz/8ozRtF4o5OjLwOXoS99M5zw/P9+jVo0aNU768+XNiYgUFhaKiEhUVFSpM1aP0yRn5RyY1rI6Z+UaZjpGEeYgmLWCkbO6V1gvvVk5B6Fyrlrdl+XJ0Zflrxcq/UVfBj9HXxowfkv4csjLy9PzzjtPHQ6HJicna4cOHbRDhw6anJysDodDzzvvPM3Ly/PIHDp0SG+44QYNCwvT8PBwjYuL07i4OA0PD9ewsDAdMGCAHj582KuWaa64uFgfeughdblc6nA4PL5cLpc+/PDDWlxcHLB6VuZMjn95xmhaLxRy9CV9WdE50zmfPHmypqamqtPpVKfTqQ6HQ51Op6ampupbb73l9fPlzc2fP18zMjLU5XK5sy6XSzMyMnTBggUBr2dlzso5MK1ldc7KNcx0jMyB9xxU5ueQ8jw+VbNeYb30ZuUchMq5anVfmuboS/qSvqQvg50rraBsYl155ZXauXNnnx+7mJ2drV26dNGrrrrK4/Zbb71VmzZtqpmZmVpUVOS+vaioSOfNm6fNmjXT2267zev3meZGjBihdevW1YkTJ2pOTo4WFBRoQUGB5uTk6KRJkzQuLk5HjhwZsHpW5kyOf3nGaFovFHL0JX1Z0TmTOX/uuec0JiZGH3zwQV20aJFu2LBBN2zYoIsWLdJRo0ZpbGysjhs3zquWae6dd97R8PBwve6663Tq1Kk6d+5cnTt3rk6dOlWvv/56jYiI0Pfeey9g9azOWTkHpue41Tkr1zDTMTIH3nNQmZ9DyvP4THqF9TKw549JvVA5V61ew0xy9CV9SV/Sl3bor9IKyiZW1apVdfXq1X7v/+6777Rq1aoet7lcLl22bJnfzNKlS9XlcnndbpqrV6+eZmZm+s1lZmZqXFxcwOpZmTM5/uUZo2m9UMjRl/RlRedM5jwpKUlnzpzpNzNjxgxNTEz0ut0017RpUx0/frzf3Ouvv65NmjQJWD2rc1bOgek5bnXOyjXMdIzMgfccVObnEFVre4X1MrDnj0m9UDlXrV7DTHL0JX1Z2hx9SV9WZK60fH8UVgWLioqSAwcO+L3/4MGDXq91LSkpkcjISL+ZyMhIKSkp8brdNHfw4EGpX7++31xCQoIcPnw4YPWszJkc//KM0bReKOToS/qyonMmc757925p2bKl30zLli3db44ZiNy2bdukR48efnMXXXSR/PrrrwGrZ3XOyjkwPcetzlm5hpmOkTnwnoPK/BwiYm2vsF4G9vwxqRcq56rVa5hJjr6kL0uboy/py4rMlZrx9lc53HHHHZqcnKyzZs3S/Px89+35+fk6a9YsTUlJ0TvvvNMj079/f23Tpo3PKxlWr16t7dq10xtuuMHrPtPcJZdcoj179tQ9e/Z43bdnzx7t1auX9u7dO2D1rMyZHP/yjNG0Xijk6Ev6sqJzJnN+/vnn68CBA/XYsWNemaKiIh04cKB27drV6z7TXNu2bXXEiBFetx83cuRIbdu2bcDqWZ2zcg5Mz3Grc1auYaZjZA6856AyP4eU5/GZ9ArrZWDPH5N6oXKuWr2GmeToS/qytDn6kr6syFxpBWUT68iRIzpkyBCNjIxUp9Op0dHRGh0drU6nUyMjI3Xo0KF65MgRj8z+/fu1V69e6nA4tFatWtq8eXNt3ry51qpVS51Op2ZkZOjvv//uVcs0t23bNm3RooWGh4drmzZttFevXtqrVy9t06aNhoeHa6tWrXTbtm0Bq2dlzuT4l2eMpvVCIUdf0pcVnTOZ8zVr1mh8fLzWrl1bL7/8ch0yZIgOGTJEL7/8cq1du7YmJCTounXrvGqZ5hYtWqSxsbHasmVLvffee3XMmDE6ZswYvffee7VVq1ZatWpV/eqrrwJWz+qclXNgeo5bnbNyDTMdI3PgPQeV+TmkPI/PpFdYLwN7/pjUC5Vz1eo1zCRHX9KX9CV9aYf+Ki2Hqqr5dVzlc+DAAcnKyvL4WMh27dpJ9erV/Ways7O9Pp6+c+fO0rx585PWMsmVlJTIvHnzZPny5V65nj17itPp/9WYVo7TNGdy/MszRtN6oZCjLwOXoy+9mcz5wYMHZdq0aT4z/fv391vPNJebmysTJkzwmRsyZIikpKQEtJ7VOSvnwPQctzonYt0aZjpG5iC4tYKRs7JXWC8De/6Y1AuVc9XqNcwkR1/SlxV5TExz9OXp15elEdRNLAAAAAAAAKA0gvLG7ifatm2b7Ny50+O2nTt3yrZt24I0otOL1cfftF6o5BAY9CUAAAAAwIvxCxEDxOFwaGpqqsdtzZs3V6fTedJMWlpamTLlyaWkpGiPHj08brvooou0UaNGFVLPypzJ8S/vGE3r2T1HXwYuR1/6ZjLn3bt310GDBnncNnDgQL3gggtOWss0d/PNN+u//vUvj9tGjRqlN998c4XUszpn5RyYnuNW56xcw0zHyBwEt1Ywclb2Cuulb1bOQaicq1avYSY5+jJw9UKlv+jL4Ofoy7IJD/Ym2qJFiyQmJsbjtvfee08KCgr8ZqZMmSIul8vjtmeffVby8/NPWss0N2jQIKlbt67HbZdffrnPj8oM5jhNcibHvzxjNK0XCjn6MnA5+tI3kzlPSUmRhIQEj9saNGhwytehm+ZycnKkpKTE47bffvtNtm/fXiH1rM5ZOQem57jVOSvXMNMxMgfBrRWMnJW9wnrpm5VzECrnqtVrmEmOvgxcvVDpL/oy+Dn6smx4TywAAAAAAADYXtCvxMrPz/d4t/oaNWqUKldYWCgiIlFRUWWqZ5ozZfU4y5ozPf6mYzStFyo5+jIwOfoSCC1Wr2HwZuUc2P05BAAAVGLGL0Qsp8mTJ2tqaqo6nU6Pr9TUVH3rrbd8ZubPn68ZGRnqcrncP+9yuTQjI0MXLFjgt5Zpbv369Tp06FBt3bq1xsfHa3x8vLZu3VqHDh2q69evD3g9K3Mmx788YzStFwo5+jJwOfrSN5M537Nnj44dO1b79eunnTp10k6dOmm/fv30ueee0927d/utZZorLCzUmTNn6j333KPXXXedXnfddXrPPffof/7zHy0sLAx4PatzVs6B6Tludc7KNcx0jMxBcGsFI2dlr7Be+mblHITKuWr1GmaSoy8DVy9U+ou+DH6OvjQTlJcTjhs3Th577DH55z//Kenp6VKvXj0REcnLy5P58+fLq6++Ko899pgMHz7cnXn33Xfltttuk6uuuspn5qOPPpK3335bbrzxRo9aprnPP/9c+vXrJ23btvXKLViwQLKysuTTTz+V9PT0gNSzMmdy/MszRtN6oZCjL+nLis6ZzPmqVaskPT1dYmJipEePHh6ZhQsXSkFBgcybN0/OOeccj1qmuc2bN0t6errs2LFDOnbs6JFbsWKFNGzYUD7//HNp0qRJQOpZnbNyDkzPcatzVq5hpmNkDrznoDI/h5Tn8Zn0CutlYM8fk3qhcq5avYaZ5OhL+pK+pC/t0F+lVq4tMENJSUk6c+ZMv/fPmDFDExMTPW5r2rSpjh8/3m/m9ddf1yZNmnjdbppr1aqVPvLII35zo0eP1pYtWwasnpU5k+NfnjGa1guFHH1JX1Z0zmTOO3bsqIMHD9aSkhKvny8pKdHBgwdrp06dvO4zzfXo0UP79u2r+fn5Xvfl5+dr3759tWfPngGrZ3XOyjkwPcetzlm5hpmOkTnwnoPK/Byiam2vsF4G9vwxqRcq56rVa5hJjr6kL0uboy/py4rMlVZQNrGio6N1w4YNfu9fv369VqlSxeO2qKgozc7O9pvJzs7W6Ohor9tNc9HR0ZbWszJncvzLM0bTeqGQoy/pSytyJsdy48aNfjMbN270e0xMclWqVNF169b5za1du9bvY7NynOXJWTkHVq4NVq8ppsfStBZzEJhjGQrPIarW9grrZeDPH5M5CIVzNRhrWFlz9CV9WZYcfRm4HH1p5uSf9VhB2rdvL2PGjJGioiKv+4qLi2Xs2LHSvn17j9vPOussefvtt/3+zilTpkhaWprX7aa5lJQUmTNnjt/cnDlzJDk5OWD1rMyZHP/yjNG0Xijk6Ev6sqJzJnMeHx8vK1eu9JtZuXKl+7LeQORcLpfk5ub6zeXm5orL5QpYPatzVs6B6Tludc7KNcx0jMyB9xxU5ucQEWt7hfUysOePSb1QOVetXsNMcvQlfVnaHH1JX1ZkrrSC8umE48ePl/T0dImPj5euXbt6vEZyyZIlEhkZKfPnz/fIvPDCC9KnTx/JzMz0+drPLVu2+DxQprknnnhC+vfvL4sXL/aZy8zMlOnTpwesnpU5k+NfnjGa1guFHH1JX1Z0zmTOhw8fLoMHD5asrCy56KKLvDKTJ0+W559/3quWae62226TgQMHyiOPPOIz99RTT8ldd90VsHpW56ycA9Nz3OqclWuY6RiZA+85qMzPIeV5fCa9wnoZ2PPHpF6onKtWr2EmOfqSvqQv6Us79FepGV/DVU4HDhzQN954QwcOHKg9e/bUnj176sCBA3XChAk+X/eqqpqTk6MjR47Url27arNmzbRZs2batWtXfeCBBzQnJ8dvLdPcsmXL9Nprr9WkpCSNjIzUyMhITUpK0muvvVa/+eabgNezMmdy/MszRtN6oZCjLwOXoy99M5nzGTNmaMeOHTU8PFwdDoc6HA4NDw/Xjh07nvK9uUxyY8aM0YSEBHU4HO5PEnM4HJqQkKBjx44NeD2rc1bOgek5bnXOyjXMdIzMQXBrBSNnZa+wXvpm5RyEyrlq9RpmkqMvA1cvVPqLvgx+jr40E5RPJwQAWOPYsWOyd+9eERGpU6eOREREVGhuy5YtkpeXJyJ/Xe7cqFEjW47TNGfCylrwjTlAaZn0CutlYHG+erNy7uhLe9QLBfRl4HKmTte+DOom1q5du2TFihWya9cuERFJSEiQDh06SHx8vN9MUVGRrF+/3iOTmpp6ygkzzYmI5Ofnu3Px8fFSo0aNU2asHqdJzuT4l2eMpvVCIUdfBi5HX/pnMuciIoWFhSIiEhUVVaqfL2/OlNXjNMlZOQemtazMWb2GmT42EeYgmLVC5TnyOJNeYb30ZuUchMK5Wp6cSGg8l9OXgakVKjkR+jJQOfqyjMp1HZehQ4cO6Q033KBhYWEaHh6ucXFxGhcXp+Hh4RoWFqYDBgzQw4cPe2SKi4v1oYceUpfL5b5k7viXy+XShx9+WIuLi71qmeZUVSdPnqypqakely46nU5NTU3Vt956y2fG6nGa5EyOf3nGaFovFHL0JX1Z0TlVszmfP3++ZmRkqMvlcudcLpdmZGToggULfGbKk1u/fr0OHTpUW7durfHx8RofH6+tW7fWoUOH6vr16wNez+qclXNgUsvqnNVrmOljYw6856CyPoeUdw5MeoX10jcr5yAUzlWrj4lpjr4MXL1Q6S/6Mvg5+tJMUDaxbr31Vm3atKlmZmZqUVGR+/aioiKdN2+eNmvWTG+77TaPzIgRI7Ru3bo6ceJEzcnJ0YKCAi0oKNCcnBydNGmSxsXF6ciRI71qmeaee+45jYmJ0QcffFAXLVqkGzZs0A0bNuiiRYt01KhRGhsbq+PGjQtYPStzJse/PGM0rRcKOfqSvqzonMmcv/POOxoeHq7XXXedTp06VefOnatz587VqVOn6vXXX68RERH63nvvedUyzc2dO1cjIyO1U6dOOnr0aH3jjTf0jTfe0NGjR2uXLl00KipKMzMzA1bP6pyVc2B6jluds3INMx0jc+A9B5X5OaQ8j8+kV1gvA3v+mNQLlXPV6jXMJEdf0pf0JX1ph/4qraBsYrlcLl22bJnf+5cuXaoul8vjtnr16vls0uMyMzM1Li7O63bTXFJS0infvC0xMTFg9azMmRz/8ozRtF4o5OhL+rKicyZz3rRpUx0/frzfzOuvv65NmjTxut0016pVK33kkUf85kaPHq0tW7YMWD2rc1bOgek5bnXOyjXMdIzMgfccVObnEFVre4X1MrDnj0m9UDlXrV7DTHL0JX1Z2hx9SV9WZK60grKJVb16dV21apXf+1euXKnVq1f3uC0mJkbXrl3rN7NmzRqNjY31ut00Fx0drRs2bPCbW79+vVapUiVg9azMmRz/8ozRtF4o5OhL+rKicyZzHhUVpdnZ2X4z2dnZGh0d7XW7aS46OtrSesF4fFbNgek5bnXOyjXMdIzMgfccVObnEFVre4X1MrDnj0m9UDlXrV7DTI9lKPQXfRn8HH1JX1ZkrrSc5X9XrbLr06ePDB48WL7//nuv+77//nsZOnSoXHrppR63d+/eXYYPH+5+9/0T7d27Vx544AHp3r27132mufbt28uYMWOkqKjI677i4mIZO3astG/fPmD1rMyZHP/yjNG0Xijk6Ev6sqJzJnN+1llnydtvv+3188dNmTJF0tLSvG43zaWkpMicOXP85ubMmSPJyckBq2d1zso5MD3Hrc5ZuYaZjpE58J6DyvwcUp7HZ9IrrJeBPX9M6oXKuWr1GmaSoy/py9Lm6Ev6siJzpRWUTyf8/fffpX///jJv3jypWbOmxMXFiYjI7t275Y8//pD09HSZPn26uFwud2b79u1yySWXSHZ2trRs2VLq1asnIiJ5eXmybt06SUtLk9mzZ0tiYqJHLdPc2rVrJT09XY4dOyZdu3b1yC1ZskQiIyNl/vz50qJFi4DUszJncvzLM0bTeqGQoy/py4rOmcz54sWLpU+fPtK4cWPp0aOHR2bhwoWyZcsWmTNnjnTt2tWjlmnuww8/lP79+0tGRobPXGZmpkyfPl2uvPLKgNSzOmflHJie41bnrFzDTMfIHHjPQWV+DinP4zPpFdbLwJ4/JvVC5Vy1eg0zydGX9CV9SV/aob9KKyibWMdlZ2fLt99+6/GRi507d5bmzZv7/PmSkhKZN2+eLF++3CvTs2dPcTp9X1hmmjt48KBMmzbNZ65///5SvXp1W4zTNFfW41+eWqb1QiFHX9KXFZ0zmfPc3FyZMGGCz8yQIUMkJSXFZy3T3DfffCOvvvqqz8d29913S+fOnQNaz+qclXNgeo5bnbNyDTMdI3PgPQeV/TnEyl5hvfSds3IOQuVctXoNM8nRl/RlRR4T0xx9efr1ZWkEdRMLAAAAAAAAKI2gvCcWAAAAAAAAUBZsYgEAAAAAAMD22MQCAAAAAACA7bGJBQAAAAAAANsLD/YAyisvL09UVeLj4yu0TmFhoYiIREVFVWgdEZH8/HyPd/CvUaNGhdcsKyvHWFRUJOvXr/eol5aWJhERERVWs7zoy+CgL4G/WLk2BIqqisPhCPYwAiYU5oDnECA0zlWcfuhL2JFt+lJt6IcfflCn0+lx2759+/TKK6/UxMREHTJkiBYVFemtt96qDodDnU6ndu7cWXfs2FHmWhs2bNBGjRr5vG/+/PmakZGhLpdLnU6nOp1OdblcmpGRoQsWLDB6bCerN3nyZE1NTXXXOv6Vmpqqb731VsDr+ePr+FfkGP3VKy4u1oceekhdLpc6HA6PL5fLpQ8//LAWFxcHrJ5Jjr6kL4Pdl5s3b9YLLrjA6/YdO3boI488ohdccIE2b95c09LStE+fPvrWW29pUVFRmeuoqm7btk1vvvlmn/ft2bNHx44dq/369dNOnTppp06dtF+/fvrcc8/p7t27A15v/fr1OnToUG3durXGx8drfHy8tm7dWocOHarr168PeL2T8TcHFTFGf7VUK2ZtOFm9k/F3jh85ckTvv/9+Pf/883XMmDGqqvrkk09qbGysxsbG6vXXX6/5+fkBGyNz4D0Hp+tziOrJj+Vrr72mN954o37wwQeqqvree+9pamqqnnnmmTpq1Cg9duxYmWqxXvpm5fkaKueqlX2p6n/u6Ev6srQ5K/+OSV/Sl77YdhPL4XB43HbLLbdoixYt9LXXXtNu3bpp3759tVWrVrp06VL95ptvtH379jpw4ECjWr7+4fjOO+9oeHi4XnfddTp16lSdO3euzp07V6dOnarXX3+9RkRE6HvvvRewes8995zGxMTogw8+qIsWLdINGzbohg0bdNGiRTpq1CiNjY3VcePGBazeqTJ/P/4VPUZf9UaMGKF169bViRMnak5OjhYUFGhBQYHm5OTopEmTNC4uTkeOHBmweiY5+pK+tENf/v1Yrlq1SmvUqKHt2rXT8847T8PCwvTGG2/Ua6+9Vl0ul3bp0kUPHDgQkFqqqitXrtSaNWtqgwYNdNCgQTpy5EgdOXKkDho0SBs2bKi1atXSVatWBaze3LlzNTIyUjt16qSjR4/WN954Q9944w0dPXq0dunSRaOiojQzMzNg9UxyVo/R6rXBNHfvvfdq/fr19f7779fU1FS94447NCkpSadNm6bTp0/XJk2a6F133RWQWsyBd+50fg45We7JJ5/UatWq6ZVXXqnx8fE6ZswYrV27tj711FP6zDPPaN26dfXRRx8NSC3WS+vGGcrnqmrF9KW/evQlfVnanJV/x6Qv6Ut/HKqqVl/9dcUVV5z0/vz8fFm8eLEUFxe7b6tfv7589NFH0qVLF8nLy5OEhASZN2+eXHzxxSIismzZMrn22mvl119/9fhd991330lr7dmzR6ZPn+5RS0SkWbNmcvfdd8uwYcN85t544w156aWXZNOmTQGpl5ycLOPGjZNrrrnGZ27mzJkyYsQI2bZtW7nrmRz/8ozRtF58fLy8++67kp6e7jM3b948GThwoOTl5QWkHn1JX5amntV9+eqrr54099tvv8nzzz/vkTvvvPPk4osvltGjR4uIyLRp02T8+PGyfPly+f333+XCCy+Url27yiuvvOLxu/73v/+dtNaWLVvk/vvv9xpjp06d5Oyzz5aJEyd6vRxMVWXIkCGydu1a+fbbbwNS7+yzz5a+ffvKE0884TP32GOPyaxZs2Tt2rUBqWcyB6ZjNKklYr42mNYzXVOSkpJkypQp0qNHD9myZYs0bdpUZs2aJX379hURkQULFsjtt98uubm55R4jc+A9B5X5OUTE/Fg2adJEnnvuObniiitkzZo10q5dO3n33XflhhtuEBGRjz/+WEaOHOlxXFgvA7demo4zVM5VK/tSxGzu6Ev6srQ5K/+OSV+efn1ZWkHZxIqIiJCLL75Y6tWr5/P+/fv3y+zZsz0eVGxsrGzYsEGSk5NFRCQyMlJWr14tLVq0EBGRnJwcadmypRw6dMjjd4WFhUnr1q2levXqPmsdOnRIVq9e7XUAo6OjZc2aNXLmmWf6zP3000/SunVr+fPPPwNSr0qVKrJ69WpJTU31mduwYYOcc845UlBQUO56Jse/PGM0rRcbGyvLly+Xli1b+sytXbtWunTp4jXnpvXoS/qyNPWs7kun0ykJCQkSGRnpM3f06FHZtWuXRy4mJkZ+/PFHady4sYiIlJSUSHR0tGzfvl3q1asnCxYskJtuukl+++03r1oOh0NO9rTgcDh8zsH3338vzZs395nJzs6WNm3aePVleer98MMPZT4PTOuZzEF5xljWWiLma4NpPdM1JSYmRrKzsyUpKUlE/lozv//+eznrrLNERCQ3N1fOOussOXz4cLnHyBx4z0Flfg4RMT+Wp+rLrVu3Slpamldfsl4GZr00HWeonKtW9uXxemWdO/qSvixtzsq/Y9KXp19flprxNVzl0LJly5O+D8L333/vdXnZ2WefrePHj1fVvy6hq1atmr7wwgvu+ydMmKAtWrTw+l3NmjXTf//732Wqparatm1bHTFihN/cyJEjtW3btgGrd/755+vAgQN9vra9qKhIBw4cqF27dg1IPZPjX54xmta75JJLtGfPnrpnzx6v+/bs2aO9evXS3r17B6wefUlflqae1X2ZkpKiM2fOLFMuOTlZly5d6v5+x44d6nA4tKCgQFVVc3JyNDo62ut31a9fXz/55BOjMb777rt+c++++64mJycHrF7z5s09zrO/e+GFF/TMM88MWD2TOTAdo0ktVfO1wbSe6Zpy5pln6owZM1T1r5cJREZG6pQpU9z3z5gxQ5s2bRqQMTIH3rnK/Byian4sGzVqpJ9//rmqqv7888/qdDr1P//5j/v+OXPmaEpKikeG9TKwc2AyzlA5V63sS1WzuaMv6cvS5qz8OyZ9efr1ZWkF5dMJ27VrJ6tXr5Zbb73V5/1RUVHu/3U4bsSIETJo0CB5+eWXZfv27TJt2jS5++67ZcWKFeJ0OmXWrFny4osvev2uc845R7KysmTAgAE+a/nbNX3hhRekT58+kpmZKT169HBfPZGXlycLFy6ULVu2yJw5cwJWb/z48ZKeni7x8fHStWtXj3pLliyRyMhImT9/fkDqmRz/8ozRtN7EiRPlkksukYSEBGnZsqVHvXXr1klaWprMnj07YPXoS/qyNPWC0ZdZWVl+X47j61j269dPhgwZIuPGjZOoqCh58sknpVu3blKlShUR+et/TRo0aOC31vGXdpWmlojI8OHDZfDgwZKVlSUXXXSRV19OnjxZnn/++YDVe+KJJ6R///6yePFin+dBZmamTJ8+PWD1TOagvGMsSy0R87XBtJ7pmjJkyBC56aab5K233pKsrCx5/vnn5V//+pdkZ2eL0+mUCRMmyP333x+QMTIH3rnK/BwiYn4sb7jhBhk4cKD07dtXFi5cKCNHjpThw4fLvn37xOFwyNNPPy1XXXWVz1qsl75zVpyvoXKuWtmXJ9Yry9zRl/RlaXNW/h2Tvjz9+rLUjLe/yuHIkSN6+PDhMueWLl2qzz//vC5btkxV/3pX/htvvFGvvPJKfeedd3xmdu7cqbm5uUbjzMnJ0ZEjR2rXrl21WbNm2qxZM+3atas+8MADmpOTE/B6Bw4c0DfeeEMHDhyoPXv21J49e+rAgQN1woQJfj+tyaSe6fE3HWN56hUXF+vcuXP10Ucf1cGDB+vgwYP10Ucf1c8//9zvJ8CZ1qMvfaMvvVnZl+vXrz/pm1YePXrU61gfPHhQr7nmGg0PD1eHw6FdunTRLVu2uO+fN2+ex//mHrdkyRL3//r6cujQIV28eLHP+2bMmKEdO3Z013Q4HBoeHq4dO3b0+z8x5am3bNkyvfbaazUpKUkjIyM1MjJSk5KS9Nprr9VvvvkmoPVM5sB0jKa1VM3WBtN65VlT3n//fb3zzjt1+vTpqqq6aNEiPf/887Vdu3b62GOPeZ1D5TkmzEFgxhgKzyGq5seyuLhYn376ae3Tp48+88wzWlJSoh988IEmJiZq7dq19aabbtJDhw55ZFgvA7temowzVM5VK/tS1Xzu6Ev6sjQ5q/+OSV+eXn1ZWkF5TywAQMU7cuSIFBUVSdWqVS2reezYMdm7d6+IiNSpU0ciIiIsqw0AoYT1EnZEX6I0rP47Jn2JEwV1E6u4uFjCwsLc369YsUIKCwulc+fOFd6YeXl5UlhY6PPlO8HMBeqYlKaeaS0rc6oqubm5kpiYKOHh4XL06FH5+OOPpbCwUC655BKpU6eOLcYZKPQlfVlaqiolJSUev+t0Z/UxMalnOkbTnOnaYHU9E1Yfy8o8B5XpOcQX1ktvobBemuZC5VylL73Rl97oy+CjL70F/fnY+BquctixY4eee+65GhYWpl27dtX9+/dr79693ZcINmvWTHfs2OGVe/311/Wiiy7Sq6++Wr/44guP+/bs2aONGjXyyhw4cEBvuOEGTUpK0oEDB2phYaHecccd6nA41Ol0ateuXX1ezm51zvSYmNQzrWV1Ljs7W5OTk9XpdGqTJk10y5Yt2q5dO42NjdWYmBitU6eO/vzzz0EfJ31JX1ZkXx47dkwfeugh7dq1qz766KOqqvrcc89pTEyMRkZGuo/v3/3www/65JNP6uuvv+71JvT5+fl68803e2VUVSdPnqwDBw50v9n2jBkztHnz5tqoUSN3/WDnTI+JlfVMx2iaMz3Hra6n+tebEd966606YsQI3bhxo8d9+/fv1wsuuCCox7Iyz0Flfg4pz7FUNVszWS8DV8/Kddbq/rK6L1XN5o6+pC/pS/ry74LxfFwaQdnEuvHGG7VLly76v//9T6+99lrt0qWLnn/++frrr7/q1q1b9dxzz9Vhw4Z5ZF555RWNiYnRYcOG6YABAzQyMlKfeeYZ9/27du3y+Q73d955pzZv3lxfffVV7d69u/bt21dbtGihS5cu1a+++krT0tL0X//6V9BzJsfEtJ5pLatzffv21csuu0zXrl2r99xzj6ampmrfvn316NGjeuTIEb300kt1wIABQR0nfUlfVnRfPvzww1qvXj297777NC0tTYcMGaKJiYk6bdo0fffdd7VBgwY6duxYj8y8efM0MjJSzzrrLE1KStLatWvrl19+6b7fX1++9NJLGhsbq1dccYUmJCToU089pbVr19annnpKH3/8ca1evbpOmjQp6DmTY2J1PdMxmuZMz3Gr673//vsaFhamvXv31vPOO0+jo6N12rRp7vt99abVx7Iyz0Flfg4pz7E0WTNZLwNbz8p11ur+srIvTeeOvqQv6Uv60g59WVpB2cRKSEjQb7/9VlVV9+3bpw6Hw+MKloULF2rjxo09Mmlpafr++++7v1+2bJnWrVtXH3nkEVX1f8IkJia6T6zffvtNHQ6HfvbZZ+77Z8+e7fOjMq3OmRwT03qmtazO1a1bV7///ntV/esN8RwOh3799dfu+5ctW6ZJSUlBHSd9SV9WdF82btzYfew2bdqkTqdTZ8yY4b5/5syZ2qJFC49M586d3U8oJSUlOnbsWK1atar7TSf99WXz5s3d/bx69WoNDw/Xt956y33/W2+9pe3atQt6zuSYWF3PdIymOdNz3Op6rVu31ldeecXj98fGxrrnwVdvWn0sK/McVObnEFXzY2myZrJeBraeleus1f1lZV+qms0dfUlf0pf0pR36srSCsokVHR2t27Ztc38fGxurmzZtcn+/detWrVKlikemSpUqXu9+v27dOq1Xr54++OCDfk+YqKgoj1oxMTH6008/ub/Pzc3VmJiYoOdMjolpPdNaVueqVKmiW7dudX9ftWpV3bx5s/v7bdu2aVRUVFDHSV/Sl1b3ZXR0tMdLsLZs2aLVqlXzyFSvXt1jTKp/XQETGxurn332md++/Ptji4qK0h9//NH9/aZNm9TlcgU9Z3JMrK5nOkbTXKDO8YquFxsb6/EpRqqqX375pVatWlUnTJjgszetPpaVeQ4q83OIr3qlPZYmaybrZWDrWbnOWt1fVvalqtnc0Zf0JX1JX9qhL0vLWb531DITFxcnO3fudH9/5513Sq1atdzf//777xIbG+uRqVOnjmzfvt3jthYtWsiXX34pU6dOlZEjR/qsVbt2bdmzZ4/7+759+4rL5XJ/f+jQIYmKigp6zuSYmNYzrWV1rn79+rJt2zb3988995zExcW5v9+zZ4/UrFkzqOOkL+nLiu7LGjVqyB9//OH+vm3btlKtWjX394WFheJwODwyUVFRHhkRkf79+8tbb70l1157rXz88cdedUREYmJi5PDhw+7v69at6/WpM0VFRUHPmRwTq+uZjtE0Z3qOW12vevXqkpeX53HbBRdcILNnz5YRI0bIa6+9FrAxMgfe9Srzc4iI+bE0WTNZLwNbz8p11ur+srIvRczmjr6kL+lL+tIOfVlaQdnEat26tXz77bfu78eMGePxl5qlS5dKq1atPDLnnXeezJo1y+t3paWlycKFC+Xzzz/3WatVq1ayatUq9/fTp0/3+AfnqlWrJDU1Neg5k2NiWs+0ltW5Hj16SHZ2tvv7oUOHejT//PnzpW3btkEdJ31JX1Z0X6alpcnq1avd3y9btkwaNGjg/n7dunXStGlTr1qLFi3y+l3XXXedvPXWW/LPf/7T6z4RkebNm8vatWvd32/fvl2Sk5Pd32dnZ0tKSkrQcybHxOp6pmM0zZme41bX69Chg891sVu3bvLZZ5/Jyy+/HLAxMgfe9Srzc4iI+bE0WTNZLwNbz8p11ur+srIvRczmjr6kL+lL+tIOfVlqxtdwVaAVK1bounXrPG5bs2aN+93+fVm3bp0+9thjXrfv27dPf//9d7+5uXPn6qJFi4KeOxVfx6Si6vmrZbfcli1bfH6qUUXVoy+90ZfeAt2XP/30k9fLr070/vvv68yZMz1umzVrlt5zzz0nzXTv3t3r9qVLl7rf78uX119/XV977bWg50yOidX1TMdomjM956yut3jxYo8Pv/i7L7/8Um+66aaAjJE58K5X2Z9DTI+lyZrJehnYelaus1b3l5V9qWo2d/QlfVnaHH1JX54o0H1ZWg5VVfMtMMBav/76q9SvX1+czqBcRAj4RF8CAAAAQMWzzb+4qlevLlu2bClTpmXLll7vR1SZcibHxLSeaS2rc2lpaZKbm2tZPfrSG33pzeq+7N27t8f7zJTGHXfcIXv37i1zrVDJmRwTq+uZjtE0Z3qOh0I9q49lKBwT03qV+TlExNq1gfUysPWsXBus7i+r5yAU+pm+9EZfBreWCH3pi9V96YttNrFMLgjLzc2VY8eOVdqc6UVyJvVMa5HzFir9RV+Gbm7JkiXy559/likzbdo0OXDgQJlrhUrO5JhYXc90jKY503M8FOpZfSxD4ZiY1qvMzyEi1q4NrJeBrWfl2mB1f1k9B6HQz/SlN/oyuLVE6EtfrO5LX2yziQUAqDihskFn9SvceUU9AF9M1gbWS1Q0K3uFvkRp0ZfBr3e6sc0m1oABA6R69eplypx//vlSpUqVMtcKlZzJMTGtZ1rL6ty//vUvj082quh69KU3+tKb1X2ZnJwsERERZc5VZlYfE5N6pmM0zZme46FQz+pjGQrHxLReZX4OEWG99CUU1kvTXKicq/SlN/rSG30ZfPSlNzs8H/PG7gAAAAAAALC98GAPwJe8vDyZNGmSPProo173/frrr+JyuaRq1aoetx87dky+/fZb6dq1q1dm3759snbtWjn77LOlVq1asnfvXnn77belsLBQrr76aklNTS312Bo3bizz5s2Tpk2blurnVVUWL14smzdvloSEBElPT/e5A/nrr79KdHS01KlTR0REvv76a5k4caJs27ZNkpOTZdiwYdK5c2ev3AsvvCBXXXWVJCcnl/oxiIjMnj1bVq5cKenp6XLuuefKl19+Kc8//7yUlJTIFVdcIYMHD/aZ+/PPP+WDDz6QpUuXys6dO8XpdErjxo2lX79+ctFFF/mtt3fvXpkyZYp8++23smvXLhERiY+Ply5dushNN90kdevWLdP4RUS2b98uo0ePlilTpvgcZ1ZWltSqVUvS0tI87jty5Ij85z//kYEDB5apHn1JX5aG1X15+PBhycrK8tljpoqLiyUsLMz9/YoVK6SwsFA6d+5cpv9Bufnmm+Xpp5+W+vXrlzpz7Ngxyc3Nlbi4OKlRo0apMn/88Yd8+OGH7r68+uqrfWazsrKkXbt2pR7LiXbv3i0//vijtGvXTmrUqCF5eXny7rvvSklJifTu3VtatmzpM7dlyxavvrz44otPeSXKypUrvfqyc+fO0qFDB6Px//777/LZZ5/57a+SkhKfn65ZUlIiv/76qyQlJQW1nqpKbm6uJCYmSnh4uBw9elQ+/vhjKSwslEsuucS9RpXGhRdeKFOnTi3T+pSTk+NeL1u0aOHzZwoLC8XpdLrPkV9++UWmTJni7stbb71VGjVq5JX773//KxkZGRITE1Pq8Ry3Zs0aycrKku7du0vjxo1l/fr18vrrr0tJSYlcfvnlkp6e7jP35ZdfevXlZZdddtLnkKNHj8onn3zic73s27evREZGlnn8J3teFTF7bj0Z1kt7r5ciZmtmqK+XFdGXIoHpTfryL/Rl4NCXnujLsvWlm9rQDz/8oE6n0+O2HTt2aPv27dXpdGpYWJjeeOONevDgQff9u3bt8sqoqq5YsUJr1KihDodDa9asqd999502atRImzZtqmeccYZWqVJFs7KyvHKvvPKKz6+wsDAdNWqU+/u/y8jI0D/++ENVVfft26cdO3ZUh8OhdevWVafTqc2bN9fdu3d75Tp06KCfffaZqqp+8skn6nQ69bLLLtMHHnhAL7/8co2IiHDffyKHw6FhYWHao0cPnTFjhhYWFp7i6KpOnDhRw8PDtV27dlq9enX997//rdWqVdPbbrtN//GPf2iVKlX05Zdf9spt2rRJk5OTNS4uThMTE9XhcGjv3r21Y8eOGhYWpldffbUeO3bMK7dy5UqtWbOmNmjQQAcNGqQjR47UkSNH6qBBg7Rhw4Zaq1YtXbVq1SnH/Xe++kRV9aefftLk5GR1OBzqdDq1a9eu+ttvv7nv99crJvXoS/ry7+zQl0ePHtURI0boGWecoe3bt9e3337b435/tXbs2KHnnnuuhoWFadeuXXX//v3au3dvdTgc6nA4tFmzZrpjxw6v3Jo1a3x+RURE6Mcff+z+/u/Gjh2rBQUFqqpaVFSk999/v0ZGRqrT6dTw8HC9+eab9ejRo165yy+/XD/88ENVVf3xxx+1Tp06WrduXe3YsaPWq1dP4+PjdcOGDV45h8OhZ5xxhj799NMex/5UFi1apLGxsepwODQ+Pl5/+OEHbdiwoTZt2lTPPPNMjYqK0nnz5nlkDh06pFdddZX72DmdTo2Pj9ewsDCtWrWqjh8/3metvLw8Pe+889ThcGhycrJ26NBBO3To4O6d8847T/Py8ko99uP89WV+fr5effXVGh0drXFxcfrII49oUVGR+/5A9qVpvezsbE1OTlan06lNmjTRLVu2aLt27TQ2NlZjYmK0Tp06+vPPP3vV+vTTT31+hYWF6fjx493f/93QoUPd63hBQYFeeeWVHvN4wQUXeKzzx3Xr1s3dl0uXLtWoqCht1aqVXnvttdqmTRuNiYnRb775xivncDi0evXqevvtt+vy5ctPcWT/z3//+18NCwvT2rVra9WqVXXBggXqcrm0R48emp6ermFhYfr+++97ZPLy8rRDhw7uc8zpdGq7du3cvTlixAiftTZt2qSNGzfW6Oho7datm15zzTV6zTXXaLdu3TQ6OlqbNGmimzZtKvXYj/PXJ6bPrab1TNZM1kvfTNZLVbM1s7Kvl1Y+l9OX9GVp69GX9OWJrO7L44KyieWvIY9/zZw50+tBDRw4UDt27KirVq3SBQsWaLt27fScc87R/fv3q+pfB8LhcHjV6tGjh95222164MABHTdunDZs2FBvu+029/0333yz9uvXzyvncDi0YcOGmpKS4vHlcDi0QYMGmpKSoo0aNfKZO94AQ4cO1bS0NN2yZYuqqm7fvl3btWunQ4YM8crFxsa6f65jx446ZswYj/tfe+01bdOmjc96U6dO1b59+2pERITWrl1b7777bl23bp3Xzx6Xlpamb775pqqqfvnllxodHa2vv/66+/6pU6dqamqqVy4jI0P/8Y9/aElJiaqqjhkzRjMyMlRV9eeff9aUlBQdPXq0V65jx446ePBgd+5EJSUlOnjwYO3UqZPXff7+AXL866WXXvLZ/P369dPevXvrnj17dNOmTdq7d29t1KiRbt26VVX9nzT0JX15nJ368lR8PXmMHj1a69Wrp+PGjdOHHnpIa9SooYMHD3bf768vb7zxRu3SpYv+73//02uvvVa7dOmi559/vv7666+6detWPffcc3XYsGFeueNPoMefTE/8On67r8fmdDrdfTlu3DitWbOmTpkyRdevX6/Tpk3TuLg4HTt2rFeuZs2aunHjRlX9a/779+/v3ig9evSo3nrrrdqzZ0+f47z99ts1Li5Ow8PDtXfv3vrxxx97PKn6ct555+mwYcP04MGDOm7cOG3QoIHHcRg+fLh26dLFIzN48GA999xzdd26dbpp0ya96qqrdOTIkXr48GF9++23NSYmxmuDQVX1yiuv1M6dO2t2drbXfdnZ2dqlSxe96qqrvO7Lz88/6dfXX3/tcw7++c9/arNmzfTDDz/UyZMna3Jysvbu3dt9PP31ipX1+vbtq5dddpmuXbtW77nnHk1NTdW+ffvq0aNH9ciRI3rppZfqgAEDvGqdrC9P7M+/O7EvR40apQ0bNtQvv/xSDx8+rEuXLtUzzjhDH3zwQa9c9erV3Ztp3bp103vvvdfj/ocffljPPfdcn+N84okntE2bNupwOPSss87Sl156Sffu3ev1sydq27atPvXUU6qq+sEHH6jL5dInnnjCff/zzz+vrVu39shce+212q9fP83Pz9cjR47onXfeqQMHDlRV1YULF2rt2rV9/mdBjx49tG/fvpqfn+91X35+vvbt29fnOWfyvKpq/tx6Kv7+sm2yZrJe+mayXqqarZmhsl6eSiD7UtWsN+lL+vLv6Ev6UtV+fXlcUDaxTBqyfv36umLFCvf3x//i2rp1a923b5/ffwDWrFnTvWN69OhRdTqdHr8nKytLGzRo4JX7xz/+oa1bt/babQ0PD9f169ef9LEdP2nOPPNMr//l/eKLL3xuMtSoUcO9kxwXF+e1q7x582aNiYk5ab28vDwdO3asNm/eXJ1Op7Zv317ffPNNPXDggEemSpUq7n84q6pGRER4bC7k5OT4rBUTE+Pxv92FhYUaERHh/ov2J598oikpKV656Oho94Lgy8aNGzU6OtrnYzP5B0hcXJyuXbvW/X1JSYkOGTJEk5KS9JdffvHbK/QlfXkiu/RlzZo1T/pVvXp1r1yTJk08rpDbtGmTNmnSRG+66SYtKSnxWyshIUG//fZbVf3rij2Hw6FffPGF+/6FCxdq48aNvXJnn3229u7dWzdu3Ki5ubmam5urOTk5Gh4ergsWLHDf5utYHu+TNm3a6KRJkzzunzZtmp511lleuSpVqujmzZvdY169erXH/T/99JPWqFHDb71jx47pRx99pJdccomGhYVpvXr1dOTIkfrTTz95ZVT/2pw4Xu/YsWMaHh6u33//vfv+n3/+2atenTp19LvvvnN/v3//fo2OjtbDhw+rqur48eO9NhhUVatWrer1eE703XffadWqVX0+NqfT6ffLX18mJSXpokWL3N/v2bNHO3TooD179tQjR46ccr20ol7dunXdx/vQoUPqcDj066+/dt+/bNkyTUpK8qrVq1cv7d27t9f/LJZlvWzRooVOnz7d4/5PP/1UmzVr5pWLjY11ryn16tXTH374weP+zZs3+5274/W+++47HTp0qLpcLo2KitKrr75a58+f73OcsbGxmpOTo6p/rScREREea8wvv/ziVa969er6448/ur8/dOiQRkREuDen/v3vf+uZZ57pVatKlSon/U+ItWvXapUqVXw+NpN/gJTnubWs66Wq2ZrJehm49VLVbM0MlfXSyr5UNetN+pK+pC/pSzv0ZWkF5dMJa9WqJZMnT5acnByvry1btsjs2bO9Mvn5+VKzZk3391FRUTJr1ixJSUmRCy64QHbv3u2z1tGjR93vnh8RESExMTEe751Rp04d2bdvn1du4sSJ8uijj0p6erqMHz++TI/P4XCIyF+vET3jjDM87mvSpIns2LHDK9OtWzf54IMPRESkTZs2snjxYo/7Fy1aJA0aNDhp3bi4OBk5cqRs3LhRFi9eLGlpaXLvvfdKQkKCx8/Vrl1btm7dKiIiO3bskKKiItm2bZv7/q1bt/r8pDWXyyUHDx50f19QUCBFRUXu98Fo1aqV7Ny50ysXHx8vK1eu9DvulStXSr169bxuT0hIkFmzZklJSYnPr9WrV/v8fX/++aeEh//f2705HA6ZMGGCXHrppdKtWzf5+eeffeboS/ryRHbpy8LCQrnlllvkpZde8vl1//33e2V+++03j/ftadKkiSxevFi++eYbufHGG6W4uNhnrd9//909n7Vq1ZKYmBiP9w1q0qSJz2O5cuVKadKkiVx55ZWyf/9+SU5OlpSUFBERqV+/viQnJ/t9/6Hjfblt2zbp0qWLx31dunSRnJwcr0yrVq3kyy+/FJG/5vF43xy3devWk35qSnh4uFx55ZUyZ84c2bp1qwwbNkw++ugjSU1N9fneD5GRkXLkyBER+evcLSkpcX8v8tfc/v19HIqKijzek6Bq1apSVFQkhw8fFhGRnj17SnZ2tletqKgoOXDggN+xHzx4UKKiorxur1atmjz77LPy5Zdf+vx68803ff6+PXv2eMxNnTp15IsvvpCDBw/KJZdcIgUFBT5zVtY7dOiQ+9yPjY2V2NhYj/UjMTFR8vLyvHKff/65XHTRRXLOOef4XL9P5nhf7tq1S1q1auVx39lnny3bt2/3ynTs2FE+++wzERE544wzZM2aNR73//DDD6f8FNN27drJG2+8ITt37pTJkyfLnj17pFevXj7fS6tatWru54k//vhDioqKPJ439u3b5/VeUlFRUe7HJiLidDqluLhYioqKROSvcy43N9erlsvl8nn7cbm5ueJyubxuN3leFTF/bjVZL0XM1kzWy8CtlyJma2aorJdW9qWIWW/Sl/QlfUlf2qEvS814+6scevbsqU8++aTf+3/44Qevy8tatmypH330kdfPHjt2TPv166dJSUk+d/OaN2+uCxcudH8/e/Zs92tkVVWXL1+uDRs29DuWX3/9VS+88ELt1auX7ty5s1T/g3vJJZfo5ZdfrjVr1vR6v6Dly5drvXr1vHIbNmzQ2rVr68CBA/XJJ5/UqlWr6oABA/Tpp5/WgQMHalRUlE6dOtUrd+Llkr7k5+e7X6J13LBhw7Rp06b61FNPaYcOHXTQoEHavHlz/fzzzzUzM1Nbtmypt9xyi9fvGjRokHbr1k03btyoW7Zscb/Px3GLFy/WxMREr9z48eM1KipK//nPf+qnn36qy5cv1+XLl+unn36q//znP7VKlSoeLxs77tJLL9VHHnnE72Pz1Seqqu3bt9f33nvPZ2bYsGHqcrl89gp9SV/asS+7dOni8+U9J9b7e65Ro0Ye/7t13G+//abNmjXTiy++2O//mpx49cMDDzyg+/bt86hVp04dv2OZO3euNmzYUJ955hktLi4uVV8+/fTT+sorr2hCQoJ+9dVXHvevWbNGa9as6ZWbPXu21qpVS6dOnapTp07VlJQUfeutt3TZsmU6ZcoUTUxM9PnePqfqyy+++EL79+/vdXvfvn21T58+unTpUh08eLCec8452rt3bz106JAePnxYr7rqKu3Vq5dH5uKLL/a4JHzcuHGakJDg/n716tU+j+Udd9yhycnJOmvWLI+XbuXn5+usWbM0JSVF77zzTq9c9+7dfV4af5y/vjzzzDN1zpw5XrcfPHhQO3furGeffbbPXrGy3hlnnOFx5dUbb7zhcSVnVlaWxsfH+x3L999/r2lpaTp48GA9fPhwqfryH//4h957770aFxfndSVUVlaWz7n75ptvtEaNGjp69Gh97bXXtE6dOvrwww/r+++/r48++qi6XC6fx+xUfblp0yb917/+5XX7gAEDtGPHjjpt2jS99NJLNT09XTt16qQbN27U7Oxs7datm9dLAy6//HK98sor9dChQ3r06FG95557tEmTJu77ly9f7vNYPvLII1qzZk198cUXdc2aNbpr1y7dtWuXrlmzRl988UWtVauWz5dtmzyvqpo/t5qsl6pmaybrZeDWS1WzNTNU1ksr+1K1fL1JX3qiL+lL+tLaviytoGxizZo1S//973/7vX///v36zjvveNw2cuRIn69BVf3rLzWXXXaZzwPx2GOP6QcffOC31r/+9S+94oorTjrekpISfeaZZ9xvmHayk+amm27y+Jo5c6bH/SNGjND09HSf2c2bN+t1112n1apVc19uHxERoV26dNGPP/7YZ+bEyyVL69ChQ3r77bdrixYtdPDgwVpYWKjjxo3TyMhIdTgc2r17d5+/My8vTzt16uS+bDA5OdnjssQPP/xQX331VZ81Z8yYoR07dtTw8HD3YwsPD9eOHTt6HaPjlixZop9//vlJH8fixYu9bn/mmWfc74nky9ChQ32ebPQlfWnHvnz66af1scce85vbtm2b3nTTTR633XrrrT43/FT/2gBt0qSJz7687LLLTvoXmvHjx+uFF17o937Vv17jnpGRoeeff/4p/5KRnJzs8d5uL730ksf9L7/8ss/3JVNV/eijj7Rhw4ZeL1WKjo7We+65x+f7EJj0pepfl3M3bdpUHQ6Hpqam6q+//qqXXXaZhoeHa3h4uNatW9frgxiysrK0Vq1aGh8fr0lJSRoZGelxzo8fP979XkQnOnLkiA4ZMsT9BqTR0dEaHR2tTqdTIyMjdejQoXrkyBGv3JtvvunzQx2O27Vrl88+uuuuu3y+B4Kq6oEDB7Rjx44+e8XKev/4xz908uTJfms9++yzeskll/i9X/WvN2j/xz/+oU2bNj3letmtWzft3r27++vvtZ988knt1q2bz+w333zjXo9O/GrQoIHfc8u0L3ft2qUXX3yxVq1aVdPT0/WPP/7QO++8070WNm3a1P0yheN++eUXPeOMMzQ8PFwjIiLU5XLpggUL3PdPnTrV5/t9qf71foMJCQkeLy1wOByakJDg9y+4Js+rqubPrSbrparZmsl66ZvJeqlqtmaGynppZV+qlr836cv/Q1/Sl/SltX1ZWg5V1fJdy2WNoqIiKSgo8PuRkUVFRfLbb7+V6SOzRf566VFYWJjPy+f+LisrS5YuXSoDBw70uMy9LA4fPixhYWESHR3t92dUVXbv3i0lJSVSp06dMn1Ec3kcOXJEjh07JtWqVTvpz23atEkKCwulefPmHi+PKo1jx47J3r17RUQsfWwVhb6sePRl2W3dulWys7MlPT3d5/07duyQBQsWyKBBg8r0e1euXCkxMTEel5H78+qrr8qiRYvktddek4YNG5apznHLly+XqKgoadOmjc/7i4uLJSsrS3JycqSkpEQSEhKkXbt2fnvlq6++knPPPbfM/XHcvn37pHbt2u7vFy5cKH/++ad07tzZ4/bjdu7cKbNnz5bCwkK58MILJS0trdS1Dhw4IFlZWR4fgdyuXbuTfmyyid9//1127NghZ511ls/7Dx48KKtXr5Zu3brZtl5OTo5ER0d7vUTZl//973+yaNEiGTVqlMTFxZW6xom2bNkikZGRJ+3rPXv2yJYtW9x9efzlD75s3bpVkpKSPF7mVx5btmyRgoICv2thQUGBLF26VI4ePSqdOnXyeCl7aeTk5Hj0pa+XOpZXRT23+lMRaybrZdnWSxHzNbOyrpfBfi6nL/9CX3qiL73Rl94qui9DZhMLAAAAAAAApy+z7cIA2LBhg4wfP16+/fZbj53Azp07y5133ulzN9EkQ84ex/JkfvnlF7n99tvdb6QXzFwoHMvKnKMvfeeOHj0qn3zyidfj69Kli/Tt29f9JvblzZALbM601snk5eXJpEmT5NFHHw16bu/evTJlyhSfj++mm26SunXr+vydJjkra1VErnPnznLzzTfbYpymtU5m+/btMnr0aJkyZUrQc6FwjpMLbM4fO62XoXAsQ2GMoZTzh76kL4OZ88dOfVkaQbkS6/PPP5d+/fpJ27ZtJT093f0JYHl5ebJgwQLJysqSTz/91OMyRZMMOXscy1NZs2aNtG3b1u+nWViVC4VjWZlz9KXv3ObNmyU9PV127NghHTt29Hh8K1askIYNG8rnn38uTZo0KVeGXGBzprVOxS59uWrVKklPT5eYmBjp0aOHx+NbuHChFBQUyLx58+Scc84pd87KWpU9Z1rrVOzSl6FwjpMLbO5kTse+NM2FwhhDKXcy9CV9GazcydilL0srKJtYZ599tvTt21eeeOIJn/c/9thjMmvWLFm7dm25MuTscSxfffVVnz9/3G+//SbPP/+8VxNbnQuFY1mZc/Sl79zFF18ssbGx8t5773m9Xv3AgQMycOBA+fPPP2XevHnlypALbM601t/79O+ys7Pl+uuv9+oTq3OdOnWSs88+WyZOnOj1Xk6qKkOGDJG1a9fKt99+W+6clbUqe8601v/+9z85mS1btsj999/v1SdW50LhHCcXuFyorJehcCxDYYyhkqMv6Us75kKlL0vN+C3hyyE6Olqzs7P93p+dna3R0dHlzpCzx7F0OBxav359j0+JOPGrfv36Pj+dwOpcKBzLypyjL33nqlSpouvWrfP7+NauXatVqlQpd4ZcYHOmtY5/8tvfP93uxNv99ZeVuejoaN24caPfx7dx40a/52tZc1bWquw501on65MT+yXYuVA4x8kFLhcq62UoHMtQGGOo5OhL+tKOuVDpy9Jymm19lU9KSorMmTPH7/1z5szx+sQZkww5exzL5ORkeemllyQnJ8fnl7/faXUuFI5lZc7Rl75zLpdLcnNz/T6+3Nxccblc5c6QC2zOtFatWrVk8uTJPntky5YtMnv2bJ+/z+pcfHy8rFy50u/jW7lypfvy9vLmrKxV2XOmtRISEmTWrFlSUlLi82v16tU+f5/VuVA4x8kFLhcq62UoHMtQGGOo5OhL+tKOuVDpy9IKyhu7P/HEE9K/f39ZvHixz/dkyMzMlOnTp5c7Q84ex7Jdu3aSlZUl11xzjdd9IiIOh0PUx6tarc6FwrGszDn60nfutttuk4EDB8ojjzwiF110kdfje+qpp+Suu+4qd4ZcYHOmtdq1ayc7duzwufEqIvLHH3/47S8rc8OHD5fBgwdLVlaWz8c3efJkef755wOSs7JWZc+Z1jq+fvXt29frPpFTr3tW5ULhHCcXuFyorJehcCxDYYyhkqMv6Us75kKlL0vN+Bquclq2bJlee+21mpSUpJGRkRoZGalJSUl67bXX6jfffBOwDLngH8v169frqlWr/P7Oo0ePam5ubtBzqvY/lpU9R1/67ssxY8ZoQkKC+9Lb45fhJiQk6NixYwOWIRfYnElm1qxZ+u9//9vvOPbv36/vvPNO0HOqqjNmzNCOHTtqeHi4+xLx8PBw7dixo86cOdPv7zTJWVmrsudMMkuWLNHPP//c7zgOHTqkixcvDnpO1f7nOLnA5UJpvbT7sQyVMYZCjr6kL+2YC6W+LI2gvLE7AKDscnJyPD5Gt1GjRhWSIRfYnGmtUHHs2DHZu3eviPy/9u4tKMr6j+P491mWg7AgRSSZAlohkjXhAQXMbEZLu6o0D1mkF86oNaXjMc+lqY0XjZWV1UDhUDRj3FhoNZoKnTSVPDAgGUgpakyKOh5G2e//onHnT4Dy7LO7D5/Hz2uGC3Z5+3x4qAt/wiJyxx13SHh4eNC6UF7L6Z2/10KB8P84u8B2CBDuJcJGpA4Bwr1E2IjUwfP7+CvAVq9erWfOnAl6w87+azm9Q9iI0iFstKMrLy/Xy5cvB71hF9gOYaOV7rPPPtMLFy6EpAvltZzeIWy00vH/8VurQ9iI0iFsROkQNqJ0CBtROoSN7ek0h1ixsbF69OjRoDfs7L+W0zuEjSgdwkaUDmGj0zuEjSgdwkaUDmEjSoew0ekdwkaUDmEjSoewEaVD2IjSIWxsjy2/nbAt6sdPNfrTsLP/Wk7vEDaidAgbUTqEjU7vEDaidAgbUTqEjSgdwkandwgbUTqEjSgdwkaUDmEjSoewsT2d5hCLiIiIiIiIiIioXea+cSt46uvrtbm5OegNO/uvhdZdu3Yt6A07+6+F1BUVFZl+bRh/GnaB7RA2WunKysr8eq0Df7pQXsvpHcJGKx3/H7+1OoSNKB3CRpQOYSNKh7ARpUPY2B5bfzthc3OzhIWF+d7fvXu3eL1eyczMlMjIyIA17HgvzXQiIvX19dLQ0CAul0t69+4tCQkJN/x4fxt29l8LqRMRuXLliojITf8bttqwC2yHsNFKR0RERPh27NghgwcPli5dunTaDmEjSoewsU0BOQozqa6uTgcMGKBhYWE6atQobWpq0hEjRqhhGGoYhvbu3Vurq6stN+x4L810qqrr16/X5ORkdblcLd5yc3P1119/DVjDjvfSTPftt9/q6NGjNT4+3tfEx8fr6NGj9bvvvgtYwy6wHcJGK92NVFZWaq9evULShfJaTu8QNt6sq6io0BUrVuj69ev177//bvFcU1OTTpkyJWBdKK/FDvtr8NFHH2leXp7m5+erqmpxcbGmp6drr169dOnSpW02oe4QNqJ0CBvbEx4erpWVlaaaUHcIG1E6hI1tseUQa8yYMfrII4/o5s2bddy4cZqbm6vDhw/Xv/76S0+cOKGPP/64Pvnkk5YbdryXZrq1a9dq9+7d9Z133tGPPvpI+/btq6+//rpu2bJFn3/+eY2OjtY9e/ZYbtjxXprpPvnkE3W73TphwgQtKCjQ0tJSLS0t1YKCAp04caKGh4drYWGh5YZdYDuEjVa6m6moqFCXyxWSLpTXcnqHsPFG3TfffKMRERF6//33a3JysiYkJOj27dt9z588eTJgXSivxQ77a/DWW29pTEyMPv3003rXXXfpypUrNSEhQVeuXKmvvfaaxsXF6YYNG2ztEDaidAgbVVUzMzPbfDMMQ/v27et7384OYSNKh7DRDFsOsRITE3X//v2qqnr27Fk1DEPLysp8z+/du1e7detmuWHHe2mmS01N1dLSUt/71dXVmpCQoFevXlVV1ZdffllHjhxpuWHHe2mmu++++/Tdd99t9fh169ev13vvvddywy6wHcJGK92sWbNu+Pbcc8+1+Zc5f7pQXsvpHcJGK112drYuXLhQVVW9Xq+++eab6vF4dMuWLara/iGDP10or8UO+2uQnp6uRUVFqqq6b98+dbvd+vHHH/ue//jjj3XAgAG2dggbUTqEjaqqbrdbR40apcuXL/e9LVu2TF0ul86YMcP3mJ0dwkaUDmGjGbYcYsXGxuoff/yhqqrNzc3qdru1oqLC93xNTY3GxsZabtjxXprpoqOjtba21ve+1+tVt9utJ06cUNV//+XX4/FYbtjxXprpIiMjtaqqqtXj11VVVWlUVJTlhl1gO4SNVjqXy6X9+/fX4cOHt/k2cODANv8y508Xyms5vUPYaKWLi4vT33//vcVjRUVFGhMTo5s3b273kMGfLpTXYof9NejSpYseO3bM935kZKQeOnTI935NTY3Gx8fb2iFsROkQNqqqlpeX6z333KNLly5t8cuv3G63Hj58uNXH29EhbETpEDaaYcsh1pAhQ3Tx4sWqqpqfn6/dunXTBQsW+J5//fXXW50Y+9Ow47000z300EP64Ycf+t7ftm2bRkdHq9frVdV//zL338Mvfxp2vJdmuv79++vcuXNbPX7dvHnztH///pYbdoHtEDZa6dLS0nTjxo3tdvv372/zL3P+dKG8ltM7hI1WusTExDZfX/Dzzz/X6Ohoff/99wPWhfJa7LC/BgkJCS1eA6ZHjx5aV1fne7+mpqbNf8QKZYewEaVD2Hjd2bNndcKECTp48GDfAW1HDhlC2SFsROkQNnaULYdYW7du1aioKI2IiNCoqCjduXOnpqWlaVZWlg4ZMkTDwsL0iy++sNyw4700033xxRcaHh6u48aN07y8PPV4PC0Ovz744APNzs623LDjvTTTff/99xoTE6MPPPCAzpo1S9esWaNr1qzRWbNm6YMPPqgej0d37txpuWEX2A5ho5Xu2Wef1ZkzZ7Z6/LqKigo1DCMgXSiv5fQOYaOVbuTIkbp27do2m88++0zDw8PbPGTwpwvltdhhfw1yc3O1uLi4zU5VdfPmzdqvXz9bO4SNKB3Cxv/Kz8/XpKQk3bBhg4aHh3f4kCGUHcJGlA5h483YcoilqlpbW6ubNm3y/XjNyZMndcmSJTp79uwWL5JotWHHe2mmKy0t1WeffVbHjBnT4rtmVFUbGxu1sbExIA073kszXW1trc6bN0+HDRumaWlpmpaWpsOGDdP58+e3+BFFqw27wHYIG/3tGhoaWvxLb0f504XyWk7vEDZa6UpKSm54+FVUVKTDhw8PSBfKa7HD/hqUl5f7Xqu1LevXr9d33nnH1g5hI0qHsLEtR44c0UGDBqlhGKYOGULZIWxE6RA23oihqipEREREREREdEvyer1y/vx5iYuLE8MwOmWHsBGlQ9jYHpelOkiuXbsm9fX1QW/Y2X8tp3cIG1E6hI12dEREREREVrlcLunatavpA4ZQdggbUTqEje3+WZb/hCA4fPiw9OrVK+gNO/uv5fQOYSNKh7AxWN17770nI0aMkHHjxsm2bdtaPNfY2Ci9e/cOSMMusB3CRpQOYSNKh7ARpUPY6PQOYSNKh7ARpUPYiNIhbETpEDZ2VKc8xCIion+9/fbbMnfuXElPT5fIyEh54oknZPXq1b7nm5ub5dixY5YbdoHtEDaidAgbUTqEjSgdwkandwgbUTqEjSgdwkaUDmEjSoew0RTLr6rlh8zMzBu+paent/rtHv407HgveS9xOoSNdnQZGRlaVFTke/+HH37QxMREXbJkiar++0sL/tv507ALbIewEaVD2IjSIWxE6RA2Or1D2IjSIWxE6RA2onQIG1E6hI1muP0//vJfZWWlTJgwod0fnWloaJAjR45YbtjxXga7Q9iI0iFstKOrra2VnJwc3/s5OTmyfft2GTFihFy9elVmzpwZkIZdYDuEjSgdwkaUDmEjSoew0ekdwkaUDmEjSoewEaVD2IjSIWw0xe/jLwsGDBig7733XrvP79+/v9XJnD8NO97LYHcIG1E6hI12dD179tRdu3a1evzw4cParVs3zcvLa9X507ALbIewEaVD2IjSIWxE6RA2Or1D2IjSIWxE6RA2onQIG1E6hI1m2PKaWLm5uVJdXd3u87GxsTJs2DDLDTvey2B3CBtROoSNdnRDhw6VkpKSVo9nZGTItm3bZMuWLQFp2AW2Q9iI0iFsROkQNqJ0CBud3iFsROkQNqJ0CBtROoSNKB3CRlP8Pv4iIqKg++233zQ/P7/d5w8ePKjLly+33LALbIewEaVD2IjSIWxE6RA2Or1D2IjSIWxE6RA2onQIG1E6hI1mGKqq1o7BiIiIiIiIiIiIgsuWF3a/bvfu3fLTTz/JyZMnRUQkKSlJsrOzJSsrK6ANO/uv5fQOYSNKh7ARpUPY6PQOYSNKh7ARpUPYiNIhbHR6h7ARpUPYiNIhbETpEDaidAgbO8Tv7+Gy4NSpUzp06FA1DENTUlI0KytLs7KyNCUlRQ3D0KFDh+qpU6csN+x4L3kvcTqEjXZ1ubm5pu+l2YYdvwadtUPYiNIhbETpEDY6vUPYiNIhbETpEDaidAgbUTqEjWbYcog1ZswYzc7O1qqqqlbPVVVVaU5Ojo4dO9Zyw473MtgdwkaUDmEjSoew0ekdwkaUDmEjSoewEaVD2Oj0DmEjSoewEaVD2IjSIWxE6RA2mmHLIZbH49F9+/a1+/yvv/6qHo/HcsOO9zLYHcJGlA5hI0qHsNHpHcJGlA5hI0qHsBGlQ9jo9A5hI0qHsBGlQ9iI0iFsROkQNprhsvbDiP6JjIyUc+fOtfv8+fPnJTIy0nLDjvcy2B3CRpQOYSNKh7DR6R3CRpQOYSNKh7ARpUPY6PQOYSNKh7ARpUPYiNIhbETpEDaa4vfxlwUzZszQlJQULSkp0aamJt/jTU1NWlJSoqmpqfrSSy9ZbtjxXvJe4nQIG1E6hI1O7xA2onQIG1E6hI0oHcJGp3cIG1E6hI0oHcJGlA5hI0qHsNEMWw6xLl++rNOmTdOIiAh1uVwaFRWlUVFR6nK5NCIiQqdPn66XL1+23LDjveS9xOkQNqJ0CBud3iFsROkQNqJ0CBtROoSNTu8QNqJ0CBtROoSNKB3CRpQOYaMZhqqq/9/HZc25c+dk7969LX7l4oABAyQuLi6gDTv7r+X0DmEjSoewEaVD2Oj0DmEjSoewEaVD2IjSIWx0eoewEaVD2IjSIWxE6RA2onQIGzvC1kMsIiIiIiIiIiKijrDlhd1FRC5duiTl5eVSWVnZ6rnLly9LYWFhQBp2vJfB7hA2onQIG1E6hI1O7xA2onQIG1E6hI0oHcJGp3cIG1E6hI0oHcJGlA5hI0qHsLHD/P5BRAuqq6s1JSVFDcNQl8ulw4YN0+PHj/ueP3nypLpcLssNO95L3kucDmEjSoew0ekdwkaUDmEjSoewEaVD2Oj0DmEjSoewEaVD2IjSIWxE6RA2mmHLd2LNnz9f+vXrJ6dPn5bq6mqJjY2VoUOHSn19fUAbdvZfy+kdwkaUDmEjSoew0ekdwkaUDmEjSoewEaVD2Oj0DmEjSoewEaVD2IjSIWxE6RA2muL38ZcFd955px44cMD3vtfr1WnTpmlycrIePXq0zZM5fxp2vJe8lzgdwkaUDmGj0zuEjSgdwkaUDmEjSoew0ekdwkaUDmEjSoewEaVD2IjSIWw0w5ZDrNjYWK2srGz1+Isvvqg9evTQXbt2tfqk/GnY8V4Gu0PYiNIhbETpEDY6vUPYiNIhbETpEDaidAgbnd4hbETpEDaidAgbUTqEjSgdwkYzbDnEGjRokBYWFrb53Isvvqjx8fGtPil/Gna8l8HuEDaidAgbUTqEjU7vEDaidAgbUTqEjSgdwkandwgbUTqEjSgdwkaUDmEjSoew0QxbDrFWrVqlo0ePbvf56dOnq2EYlht2vJfB7hA2onQIG1E6hI1O7xA2onQIG1E6hI0oHcJGp3cIG1E6hI0oHcJGlA5hI0qHsNEMQ1U1MK+uRUREREREREREFBy2/HZCIiIiIiIiIiIiM3iIRUREREREREREnR4PsYiIiIiIiIiIqNPjIRYREREREREREXV6PMQiIiIiIiIiIqJOj4dYREREdEvbsWOHGIYhZ8+eteX627Ztk759+0pzc7Mt1x8yZIh8+eWXtlybiIiIyAweYhEREdEtY/jw4TJz5swWj+Xk5EhDQ4N07drVlk3z5s2TxYsXS1hYmIiILF++XB566KFWH1dXVyeGYUhFRYVMnjxZDMNo9y01NVVERM6dOyeLFi2S9PR0iYqKkqSkJBkxYoSUlJSIqoqIyOLFi2XBggXi9XpD9SkTERER+YWHWERERHRLi4iIkKSkJDEMI+TXLi8vl6NHj8qYMWNMdevWrZOGhgbfm4hIQUGB7/09e/bI2bNnJScnRwoLC+XVV1+Vffv2ya5du2T8+PEyb948aWpqEhGR0aNHy/nz52XLli0B//yIiIiIAomHWERERHRLmDx5suzcuVPWrVvn+46lurq6Vj9O+Mknn0h8fLx89dVX0qdPH4mOjpaxY8fKxYsX5dNPP5XU1FS57bbb5OWXX27xI4BXrlyROXPmyN133y0xMTEyePBg2bFjxw03FRcXy8iRIyUqKsrU59K1a1dJSkryvYmIxMfH+95PTEyUhQsXSl1dnfzyyy/ywgsvSEZGhqSlpcnUqVOloqJCPB6PiIiEhYXJE088IcXFxaY2EBEREYUaD7GIiIjolrBu3TrJzs6WqVOn+r5jqWfPnm1+7MWLF+Xtt9+W4uJi2bp1q+zYsUOeeuopKS0tldLSUtm4caNs2LBBNm3a5Gteeukl+emnn6S4uFgOHDggzzzzjIwaNUpqamra3VRWViYDBw4M+Ofq9XqluLhYJk2aJN27d2/1vMfjEbfb7Xs/KytLysrKAr6DiIiIKJDcN/8QIiIiInxdu3aViIgIiY6O9n33UnuuXr0q77//vtxzzz0iIjJ27FjZuHGjnDp1Sjwej2RkZMijjz4q33//vYwfP17q6+uloKBA6uvrfYdGc+bMka1bt0pBQYGsWrWqzescO3aszUMmqxobG+XMmTOSnp7eoY/v3r27/Pnnn+L1esXl4r9xEhERUefEQywiIiKi/4iOjvYdYImIdOvWTVJTU30/gnf9sdOnT4uIyMGDB6W5uVnS0tJa/DlXrlyRhISEdq9z6dIl0z9K2BHXX7S9o7p06SJer1euXLkiXbp0CfgeIiIiokDgIRYRERHRf4SHh7d43zCMNh+7/hv9Lly4IGFhYbJ3717fbxm87v8Pvv7rjjvukDNnzrR4LC4uzvei6//v+mt2deS3KCYmJkp8fLxUVVXd9GNFRP755x+JiYnhARYRERF1avx+cSIiIrplREREtHgx9kDJzMyU5uZmOX36tNx7770t3m70o4uZmZlSWVnZ4rE+ffrIX3/9JadOnWrx+L59+yQqKkqSk5NvusflcsmECROkqKhITpw40er5CxcuyLVr13zvHzp0SDIzM2/65xIRERHZiYdYREREdMtITU2VX375Rerq6qSxsdH3nVRWpaWlyaRJkyQvL09KSkqktrZWdu/eLatXr5avv/663e7xxx+X8vLyVo/16dNHJk6cKD/++KP88ccfsmnTJlm8eLG88sorrb7Tqz1vvPGG9OzZUwYPHiyFhYVSWVkpNTU1kp+fL5mZmXLhwgXfx5aVlcljjz3m3ydPREREFCI8xCIiIqJbxpw5cyQsLEwyMjIkMTFR6uvrA/ZnFxQUSF5ensyePVv69OkjTz75pOzZs+eG3zk1adIkOXz4sFRXV/sec7vd8u2330pycrJMnDhR+vXrJ8uWLZNXXnlFVqxY0eE9t99+u/z888/y3HPPycqVKyUzM1Mefvhh+fzzz2Xt2rW+H0s8fvy4/PjjjzJlyhT/P3kiIiKiEDDU7Ct/EhEREVHAzJ07V86dOycbNmyw5frz58+XM2fOyIcffmjL9YmIiIg6it+JRURERGSjRYsWSUpKSsB+tNGsO++809R3eBERERHZhd+JRUREREREREREnR6/E4uIiIiIiIiIiDo9HmIREREREREREVGnx0MsIiIiIiIiIiLq9HiIRUREREREREREnR4PsYiIiIiIiIiIqNPjIRYREREREREREXV6PMQiIiIiIiIiIqJOj4dYRERERERERETU6fEQi4iIiIiIiIiIOr3/AcfmkMCqSHVBAAAAAElFTkSuQmCC\n" - }, - "metadata": {} - } - ], - "source": [ - "groups.sum().plot(kind=\"bar\",figsize=(15,6))" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "9_iEHmiTrtWY" - }, - "source": [ - "We can create a table of observations per month," - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "JxcIjc05rtWY", - "outputId": "250d7666-0437-4509-f2cf-389e80c57a89" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Monthly totals:\n", - " met wave total\n", - "time (UTC) \n", - "2018-01 5416106 368948 5785054\n", - "2018-02 4906308 337780 5244088\n", - "2018-03 5454492 382206 5836698\n", - "2018-04 5388108 379066 5767174\n", - "2018-05 5696122 490110 6186232\n", - "... ... ... ...\n", - "2024-08 6919200 802306 7721506\n", - "2024-09 6475542 781200 7256742\n", - "2024-10 6473134 741216 7214350\n", - "2024-11 6143174 576992 6720166\n", - "2024-12 6214014 498468 6712482\n", - "\n", - "[84 rows x 3 columns]\n", - "\n", - "Sum for time period 2018-01 to 2024-12: 538182912\n" - ] - } - ], - "source": [ - "s = groups[\n", - " [ \"met\", \"wave\"]\n", - "].sum() # reducing the columns so the summary is digestable\n", - "totals = s.assign(total=s[\"met\"] + s[\"wave\"])\n", - "totals.index = totals.index.to_period(\"M\")\n", - "\n", - "print(f\"Monthly totals:\\n{totals}\\n\")\n", - "\n", - "print(\n", - " f\"Sum for time period {totals.index.min()} to {totals.index.max()}: {totals['total'].sum()}\"\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "mkEpqlRLrtWZ" - }, - "source": [ - "and visualize it in a bar chart." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 426 - }, - "id": "WEz1GN6zrtWZ", - "outputId": "4e3132ab-6a33-4377-9906-00b9e7551956" - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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jGP3v4gRfRERERERERHlwzzIRERFRIXEPExHRfwebZSIiKlIDwGbh3481JiIiYrNMRERExB8IiIgoHzbLRPRS/BJJRERERP81bJbptRT3Jqq450dExR/fR/Tbv6l+/6bnQkSkD9gsExHlUdAXUoBfSomIiIj+S3R+6ai7d+/i/fffR7ly5WBmZoa6devi5MmTyu0igmnTpqFSpUowMzODj48Prl27prGOR48eoX///rCwsICVlRWGDh2KJ0+eaMScPXsWzZs3h6mpKRwcHLBgwYJ8uWzbtg21atWCqakp6tatiz179mjcrq1c/oucJofm+0dERERERFRc6bRZTkhIQNOmTWFkZIRff/0VFy9exMKFC1GmTBklZsGCBVi2bBmCg4Nx/PhxlCpVCn5+fkhLS1Ni+vfvjwsXLmD//v3YvXs3jhw5guHDhyu3Jycnw9fXF5UrV0ZUVBS+/PJLBAUF4dtvv1Vijh49ir59+2Lo0KE4ffo0unXrhm7duuH8+fNazYWIiIiIiIiKP50ehj1//nw4ODhg3bp1yjJnZ2fl/0UES5YswdSpU9G1a1cAwMaNG1GxYkXs3LkTffr0waVLlxAWFobIyEh4eHgAAL7++mt07NgRX331FWxtbbFp0yZkZGRg7dq1MDY2hqurK6Kjo7Fo0SKlkV26dCnat2+PCRMmAAC++OIL7N+/H8uXL0dwcLDWciEiIiIiIqLiT6fN8q5du+Dn54devXrh8OHDsLOzw6hRozBs2DAAwI0bNxAbGwsfHx/lPpaWlvD09ERERAT69OmDiIgIWFlZKc0pAPj4+MDAwADHjx9H9+7dERERgRYtWsDY2FiJ8fPzw/z585GQkIAyZcogIiICgYGBGvn5+flh586dWs0lr/T0dKSnpyt/JycnAwAyMzORmZn5Kpv1rTIxlHzLCsq7uMcVNfa/Rtvbpri/HgqKe15sYdUJ2ptv2fkgv1den7bpcqzoctwXxr/pvUGXY6U4jefi9Pp6E49d3OP0IcfCxhX2vf2/uG34PvJm4vQhR12/j2jzM1olIgVX4S0wNTUFAAQGBqJXr16IjIzEmDFjEBwcDH9/fxw9ehRNmzbFvXv3UKlSJeV+7733HlQqFbZs2YI5c+Zgw4YNuHLlisa6ra2tMWPGDIwcORK+vr5wdnbGN998o9x+8eJFuLq64uLFi6hduzaMjY2xYcMG9O3bV4lZuXIlZsyYgbi4OK3lkldQUBBmzJiRb3lISAhKlixZxC1KRERERET035Wamop+/fohKSkJFhYWr7Uune5ZzsnJgYeHB+bMmQMAaNCgAc6fP680y/8FU6ZM0dijnZycDAcHB/j6+r52cd+Gwv6iWtzjihqrTdp+3DfxPHSVY3GKe1uPXVi6XN+/5fVQWMX9qADgvzlWintcURT356LLz9z/Wpw+5Mj3Ed3G6UOOuh4r6iN1tUGnzXKlSpXg4uKisax27dr48ccfAQA2NjYAgLi4OI29uXFxcXBzc1Ni4uPjNdaRlZWFR48eKfe3sbFBXFycRoz675fF5L5dG7nkZWJiAhMTk3zLjYyMYGRkVOB9ipP0bFW+ZQXlXdzjihKr7etcFiVHXazvTayzuL8eCop7W49dWNp+vb6JsVJYuhz3hfEmxpS2/RfHSnGPK4ri/lx0+Zn7X4vThxz5PqLbOH3IUddjRZuf0TqdDbtp06b5Dlm+evUqKleuDODZZF82NjYIDw9Xbk9OTsbx48fh7e0NAPD29kZiYiKioqKUmIMHDyInJweenp5KzJEjRzSOX9+/fz9q1qypzLzt7e2t8TjqGPXjaCsXIiIiIiIiKv502iyPGzcOx44dw5w5c/DXX38hJCQE3377LUaPHg0AUKlUGDt2LGbNmoVdu3bh3LlzGDhwIGxtbdGtWzcAz/ZEt2/fHsOGDcOJEyfw559/IiAgAH369FFmn+7Xrx+MjY0xdOhQXLhwAVu2bMHSpUs1Dn8eM2YMwsLCsHDhQly+fBlBQUE4efIkAgICtJoLERERERERFX86PQy7UaNG+OmnnzBlyhTMnDkTzs7OWLJkCfr376/ETJw4ESkpKRg+fDgSExPRrFkzhIWFKZODAcCmTZsQEBCAtm3bwsDAAD179sSyZcuU2y0tLbFv3z6MHj0a7u7uKF++PKZNm6Zx/eMmTZogJCQEU6dOxaefforq1atj586dqFOnjlZzISIiIiIiouJPp80yAHTu3BmdO3d+7u0qlQozZ87EzJkznxtTtmxZhISEvPBx6tWrh99///2FMb169UKvXr3eeC66UtC5i8DrnW9LRET/T9tzGhAREZHu6PQwbCIiIiIiIqLiSOd7lun5uIeCiPQZ38OIiIhIn7FZpgLxSy4R/dvxfY6IiIhehM0yEWkNmw8iIiIi+rfgOctEREREREREeXDPMhEREZGW8QoURET6j80yEVExwkPZiYiIiIoHHoZNRERERERElAebZSIiIiIiIqI82CwTERERERER5cFzlon+o3huLBERERHR87FZJtITbG6JiIiIiN6eIh+GHRYWhj/++EP5e8WKFXBzc0O/fv2QkJCg1eSIiIiIiIiIdKHIzfKECROQnJwMADh37hzGjx+Pjh074saNGwgMDNR6gkRERERERERvW5EPw75x4wZcXFwAAD/++CM6d+6MOXPm4NSpU+jYsaPWEyQiIiIiIiJ624q8Z9nY2BipqakAgAMHDsDX1xcAULZsWWWPMxEREREREZE+K/Ke5WbNmiEwMBBNmzbFiRMnsGXLFgDA1atXYW9vr/UEiYiIiIiIiN62Iu9ZXr58OUqUKIHt27dj1apVsLOzAwD8+uuvaN++vdYTJCIiIiIiInrbirxn2dHREbt37863fPHixVpJiIiIiIiIiEjXXuk6yzk5Ofjrr78QHx+PnJwcjdtatGihlcSIiIiIiIiIdKXIzfKxY8fQr18/3Lp1CyKicZtKpUJ2drbWkqPCcZocmm/ZzXmddJAJERERERHRv0ORm+URI0bAw8MDoaGhqFSpElQq1ZvIi4iIiIiIiEhnitwsX7t2Ddu3b0e1atXeRD5EREREREREOlfk2bA9PT3x119/vYlciIiIiIiIiIqFIu9Z/uijjzB+/HjExsaibt26MDIy0ri9Xr16WkuOiIiIiIiISBeKvGe5Z8+euHTpEoYMGYJGjRrBzc0NDRo0UP5bFEFBQVCpVBr/atWqpdyelpaG0aNHo1y5cihdujR69uyJuLg4jXXExMSgU6dOKFmyJKytrTFhwgRkZWVpxBw6dAgNGzaEiYkJqlWrhvXr1+fLZcWKFXBycoKpqSk8PT1x4sQJjdu1lQsREREREREVf0Xes3zjxg2tJuDq6ooDBw78f0Il/j+lcePGITQ0FNu2bYOlpSUCAgLQo0cP/PnnnwCA7OxsdOrUCTY2Njh69Cj++ecfDBw4EEZGRpgzZ46Sb6dOnTBixAhs2rQJ4eHh+OCDD1CpUiX4+fkBALZs2YLAwEAEBwfD09MTS5YsgZ+fH65cuQJra2ut5UJERERERET6ocjNcuXKlbWbQIkSsLGxybc8KSkJa9asQUhICNq0aQMAWLduHWrXro1jx47By8sL+/btw8WLF3HgwAFUrFgRbm5u+OKLLzBp0iQEBQXB2NgYwcHBcHZ2xsKFCwEAtWvXxh9//IHFixcrzfKiRYswbNgwDB48GAAQHByM0NBQrF27FpMnT9ZaLkRERERERKQfitwsA8D169exZMkSXLp0CQDg4uKCMWPGoGrVqkVe17Vr12BrawtTU1N4e3tj7ty5cHR0RFRUFDIzM+Hj46PE1qpVC46OjoiIiICXlxciIiJQt25dVKxYUYnx8/PDyJEjceHCBTRo0AAREREa61DHjB07FgCQkZGBqKgoTJkyRbndwMAAPj4+iIiIAACt5VKQ9PR0pKenK38nJycDADIzM2FiKPniMzMz8y17nbg3sU59jHsT66wTtDffsvNBfm/8cfVh2+hjnD7kyNeDbuOKElvY94fCKk7bRpePXdzj9CHH4jZW/mtx+pAjx4pu4/QhR12PlefFvwqViBRchefYu3cv3nnnHbi5uaFp06YAgD///BNnzpzBL7/8gnbt2hV6Xb/++iuePHmCmjVr4p9//sGMGTNw9+5dnD9/Hr/88gsGDx6s0UgCQOPGjdG6dWvMnz8fw4cPx61bt7B37/9/6UhNTUWpUqWwZ88edOjQATVq1MDgwYM1muE9e/agU6dOSE1NRUJCAuzs7HD06FF4e3srMRMnTsThw4dx/PhxhISEaCWXggQFBWHGjBn5loeEhKBkyZKF3pZERERERET/dampqejXrx+SkpJgYWHxWusq8p7lyZMnY9y4cZg3b16+5ZMmTSpSs5y7gaxXrx48PT1RuXJlbN26FWZmZkVNTS9NmTIFgYGByt/JyclwcHCAr68vmiyKyBdf0J6Hwu6hKCjuTaxTH+P0IUduG93G6UOOfD3oNu5NrbMwitO20eVjF/c4fchRX8fKvyVOH3LkWNFtnD7kqOuxoj5SVxuK3CxfunQJW7duzbd8yJAhWLJkyWslY2VlhRo1auCvv/5Cu3btkJGRgcTERFhZWSkxcXFxyjnONjY2+WatVs9QnTsm76zVcXFxsLCwgJmZGQwNDWFoaFhgTO51aCOXgpiYmMDExCTfciMjI6RnqwpcntfrxL2JdepjnD7kyG2j2zh9yJGvB93Gval1FkZx2ja6fOziHqcPOerrWPm3xOlDjhwruo3Thxx1PVZe5/M0ryJfOqpChQqIjo7Otzw6OlqZOfpVPXnyBNevX0elSpXg7u4OIyMjhIeHK7dfuXIFMTExyuHS3t7eOHfuHOLj45WY/fv3w8LCAi4uLkpM7nWoY9TrMDY2hru7u0ZMTk4OwsPDlRht5UJERERERET6och7locNG4bhw4fj77//RpMmTQA8O2d5/vz5GocTF8Ynn3yCLl26oHLlyrh37x6mT58OQ0ND9O3bF5aWlhg6dCgCAwNRtmxZWFhY4KOPPoK3tze8vLwAAL6+vnBxccGAAQOwYMECxMbGYurUqRg9erSyt3bEiBFYvnw5Jk6ciCFDhuDgwYPYunUrQkNDlTwCAwPh7+8PDw8PNG7cGEuWLEFKSooyO7a2ciEiIiIiIiL9UORm+fPPP4e5uTkWLlyoTJpla2uLoKAgfPzxx0Va1507d9C3b188fPgQFSpUQLNmzXDs2DFUqFABALB48WIYGBigZ8+eSE9Ph5+fH1auXKnc39DQELt378bIkSPh7e2NUqVKwd/fHzNnzlRinJ2dERoainHjxmHp0qWwt7fH6tWrlctGAUDv3r1x//59TJs2DbGxsXBzc0NYWJjGzNbayIWIiIiIiIj0Q5GbZZVKhXHjxmHcuHF4/PgxAMDc3PyVHvyHH3544e2mpqZYsWIFVqxY8dyYypUrY8+ePS9cT6tWrXD69OkXxgQEBCAgIOCN50JERERERETF3ytdZ1ntVZtkIiIiIiIiouKsUM1yw4YNER4ejjJlyqBBgwZQqQqemQ0ATp06pbXkiIiIiIiIiHShUM1y165dlUmqunbt+sJmmYiIiIiIiEjfFapZnj59uvL/QUFBbyoXIiIiIiIiomKhyNdZrlKlCh4+fJhveWJiIqpUqaKVpIiIiIiIiIh0qcjN8s2bN5GdnZ1veXp6Ou7cuaOVpIiIiIiIiIh0qdCzYe/atUv5/71798LS0lL5Ozs7G+Hh4XB2dtZudkREREREREQ6UOhmuVu3bgCeXWfZ399f4zYjIyM4OTlh4cKFWk2OiIiIiIiISBcK3Szn5OQAAJydnREZGYny5cu/saSIiIiIiIiIdKnQzbLajRs33kQeRERERERERMVGkZtlAEhJScHhw4cRExODjIwMjds+/vhjrSRGREREREREpCtFbpZPnz6Njh07IjU1FSkpKShbtiwePHiAkiVLwtrams0yERERERER6b0iXzpq3Lhx6NKlCxISEmBmZoZjx47h1q1bcHd3x1dfffUmciQiIiIiIiJ6q4rcLEdHR2P8+PEwMDCAoaEh0tPT4eDggAULFuDTTz99EzkSERERERERvVVFbpaNjIxgYPDsbtbW1oiJiQEAWFpa4vbt29rNjoiIiIiIiEgHinzOcoMGDRAZGYnq1aujZcuWmDZtGh48eID//e9/qFOnzpvIkYiIiIiIiOitKvKe5Tlz5qBSpUoAgNmzZ6NMmTIYOXIk7t+/j2+//VbrCRIRERERERG9bUXes+zh4aH8v7W1NcLCwrSaEBEREREREZGuFXnP8qxZs3Djxo03kQsRERERERFRsVDkZnnbtm2oVq0amjRpgpUrV+LBgwdvIi8iIiIiIiIinSlys3zmzBmcPXsWrVq1wldffQVbW1t06tQJISEhSE1NfRM5EhEREREREb1VRW6WAcDV1RVz5szB33//jd9++w1OTk4YO3YsbGxstJ0fERERERER0Vv3Ss1ybqVKlYKZmRmMjY2RmZmpjZyIiIiIiIiIdOqVmuUbN25g9uzZcHV1hYeHB06fPo0ZM2YgNjZW2/kRERERERERvXVFbpa9vLxQrVo1bN++HYMHD8atW7cQHh6OoUOHwtLS8pUTmTdvHlQqFcaOHassS0tLw+jRo1GuXDmULl0aPXv2RFxcnMb9YmJi0KlTJ5QsWRLW1taYMGECsrKyNGIOHTqEhg0bwsTEBNWqVcP69evzPf6KFSvg5OQEU1NTeHp64sSJExq3aysXIiKiwnKaHJrvHxEREb0dRW6W27Zti3PnzuH06dP45JNPYGdn99pJREZG4ptvvkG9evU0lo8bNw6//PILtm3bhsOHD+PevXvo0aOHcnt2djY6deqEjIwMHD16FBs2bMD69esxbdo0JebGjRvo1KkTWrdujejoaIwdOxYffPAB9u7dq8Rs2bIFgYGBmD59Ok6dOoX69evDz88P8fHxWs2FiIiIiIiI9EORmuXMzEz88MMPUKlUWkvgyZMn6N+/P7777juUKVNGWZ6UlIQ1a9Zg0aJFaNOmDdzd3bFu3TocPXoUx44dAwDs27cPFy9exPfffw83Nzd06NABX3zxBVasWIGMjAwAQHBwMJydnbFw4ULUrl0bAQEBePfdd7F48WLlsRYtWoRhw4Zh8ODBcHFxQXBwMEqWLIm1a9dqNRciIiIiIiLSD0Vqlo2MjJCWlqbVBEaPHo1OnTrBx8dHY3lUVBQyMzM1lteqVQuOjo6IiIgAAERERKBu3bqoWLGiEuPn54fk5GRcuHBBicm7bj8/P2UdGRkZiIqK0ogxMDCAj4+PEqOtXIiIiIiIiEg/lCjqHUaPHo358+dj9erVKFGiyHfX8MMPP+DUqVOIjIzMd1tsbCyMjY1hZWWlsbxixYrKRGKxsbEazan6dvVtL4pJTk7G06dPkZCQgOzs7AJjLl++rNVcCpKeno709HTl7+TkZADP9uKbGEq++IJmHH+duDexTn2M04ccuW10G6cPOfL1oNs4fciRY0W3cfqQI8eKbuP0IUeOFd3G6UOOuh4r2rxCk0pECq7Cc3Tv3h3h4eEoXbo06tati1KlSmncvmPHjkKt5/bt2/Dw8MD+/fuVc5VbtWoFNzc3LFmyBCEhIRg8eLBGIwkAjRs3RuvWrTF//nwMHz4ct27d0jj/ODU1FaVKlcKePXvQoUMH1KhRA4MHD8aUKVOUmD179qBTp05ITU1FQkIC7OzscPToUXh7eysxEydOxOHDh3H8+HGt5VKQoKAgzJgxI9/ykJAQlCxZslDbkoiIiIiIiJ71YP369UNSUhIsLCxea11F3jVsZWWFnj17vtaDAs8ObY6Pj0fDhg2VZdnZ2Thy5AiWL1+OvXv3IiMjA4mJiRp7dOPi4mBjYwMAsLGxyTdrtXqG6twxeWetjouLg4WFBczMzGBoaAhDQ8MCY3KvQxu5FGTKlCkIDAxU/k5OToaDgwN8fX3RZFFEvvjzQX75ltUJ2vvKcW9infoYpw85ctvoNk4fcuTrQbdx+pAjx4pu4/QhR44V3cbpQ44cK7qN04ccdT1W1EfqakORm+V169Zp5YHVs2rnNnjwYNSqVQuTJk2Cg4MDjIyMEB4erjTnV65cQUxMjLIH2NvbG7Nnz0Z8fDysra0BAPv374eFhQVcXFyUmD179mg8zv79+5V1GBsbw93dHeHh4ejWrRsAICcnB+Hh4QgICAAAuLu7ayWXgpiYmMDExCTfciMjI6Rn559IzcjIKN+y14l7E+vUxzh9yJHbRrdx+pAjXw+6jdOHHDlWdBunDzlyrOg2Th9y5FjRbZw+5KjrsfK8+FfxSicdZ2Vl4dChQ7h+/Tr69esHc3Nz3Lt3DxYWFihdunSh1mFubo46depoLCtVqhTKlSunLB86dCgCAwNRtmxZWFhY4KOPPoK3tze8vLwAAL6+vnBxccGAAQOwYMECxMbGYurUqRg9erTSgI4YMQLLly/HxIkTMWTIEBw8eBBbt25FaOj/X6syMDAQ/v7+8PDwQOPGjbFkyRKkpKRg8ODBAABLS0ut5EJERERERET6ocjN8q1bt9C+fXvExMQgPT0d7dq1g7m5OebPn4/09HQEBwdrLbnFixfDwMAAPXv2RHp6Ovz8/LBy5UrldkNDQ+zevRsjR46Et7c3SpUqBX9/f8ycOVOJcXZ2RmhoKMaNG4elS5fC3t4eq1evhp/f/+/O7927N+7fv49p06YhNjYWbm5uCAsL05iwSxu5EBERERERkX4ocrM8ZswYeHh44MyZMyhXrpyyvHv37hg2bNhrJXPo0CGNv01NTbFixQqsWLHiufepXLlyvsOs82rVqhVOnz79wpiAgADlsOuCaCsXIiIiIiIiKv6K3Cz//vvvOHr0KIyNjTWWOzk54e7du1pLjIiIiIiIiEhXDIp6h5ycHGRnZ+dbfufOHZibm2slKSIiIiIiIiJdKnKz7OvriyVLlih/q1QqPHnyBNOnT0fHjh21mRsRERERERGRThT5MOyFCxfCz88PLi4uSEtLQ79+/XDt2jWUL18emzdvfhM5EhEREREREb1VRW6W7e3tcebMGWzZsgVnzpzBkydPMHToUPTv3x9mZmZvIkciIiIiIiKit+qVrrNcokQJ9O/fH/3799d2PkREREREREQ6V+Rzljds2IDQ0FDl74kTJ8LKygpNmjTBrVu3tJocERERERERkS4UuVmeM2eOcrh1REQEli9fjgULFqB8+fIYN26c1hMkIiIiIiIietuKfBj27du3Ua1aNQDAzp078e6772L48OFo2rQpWrVqpe38iIiIiIiIiN66Iu9ZLl26NB4+fAgA2LdvH9q1awcAMDU1xdOnT7WbHREREREREZEOFHnPcrt27fDBBx+gQYMGuHr1qnJt5QsXLsDJyUnb+RERERERERG9dUXes7xixQp4e3vj/v37+PHHH1GuXDkAQFRUFPr27av1BImIiIiIiIjetiLvWbayssLy5cvzLZ8xY4ZWEiIiIiIiIiLStVe6znJCQgLWrFmDS5cuAQBq166NIUOGoGzZslpNjoiIiIiIiEgXinwY9pEjR+Dk5IRly5YhISEBCQkJ+Prrr+Hs7IwjR468iRyJiIiIiIiI3qoi71kePXo0evfujVWrVsHQ0BAAkJ2djVGjRmH06NE4d+6c1pMkIiIiIiIiepuKvGf5r7/+wvjx45VGGQAMDQ0RGBiIv/76S6vJEREREREREelCkZvlhg0bKucq53bp0iXUr19fK0kRERERERER6VKhDsM+e/as8v8ff/wxxowZg7/++gteXl4AgGPHjmHFihWYN2/em8mSiIiIiIiI6C0qVLPs5uYGlUoFEVGWTZw4MV9cv3790Lt3b+1lR0RERERERKQDhWqWb9y48abzICIiIiIiIio2CtUsV65c+U3nQURERERERFRsFPnSUQBw/fp1LFmyRJnoy8XFBWPGjEHVqlW1mhwRERERERGRLhR5Nuy9e/fCxcUFJ06cQL169VCvXj0cP34crq6u2L9//5vIkYiIiIiIiOitKvKe5cmTJ2PcuHH5Zr6ePHkyJk2ahHbt2mktOSIiIiIiIiJdKPKe5UuXLmHo0KH5lg8ZMgQXL14s0rpWrVqFevXqwcLCAhYWFvD29savv/6q3J6WlobRo0ejXLlyKF26NHr27Im4uDiNdcTExKBTp04oWbIkrK2tMWHCBGRlZWnEHDp0CA0bNoSJiQmqVauG9evX58tlxYoVcHJygqmpKTw9PXHixAmN27WVCxERERERERV/RW6WK1SogOjo6HzLo6OjYW1tXaR12dvbY968eYiKisLJkyfRpk0bdO3aFRcuXAAAjBs3Dr/88gu2bduGw4cP4969e+jRo4dy/+zsbHTq1AkZGRk4evQoNmzYgPXr12PatGlKzI0bN9CpUye0bt0a0dHRGDt2LD744APs3btXidmyZQsCAwMxffp0nDp1CvXr14efnx/i4+OVGG3kQkRERERERPqhyIdhDxs2DMOHD8fff/+NJk2aAAD+/PNPzJ8/H4GBgUVaV5cuXTT+nj17NlatWoVjx47B3t4ea9asQUhICNq0aQMAWLduHWrXro1jx47By8sL+/btw8WLF3HgwAFUrFgRbm5u+OKLLzBp0iQEBQXB2NgYwcHBcHZ2xsKFCwEAtWvXxh9//IHFixfDz88PALBo0SIMGzYMgwcPBgAEBwcjNDQUa9euxeTJk5GUlKSVXIiIiIiIiEg/FLlZ/vzzz2Fubo6FCxdiypQpAABbW1sEBQXh448/fuVEsrOzsW3bNqSkpMDb2xtRUVHIzMyEj4+PElOrVi04OjoiIiICXl5eiIiIQN26dVGxYkUlxs/PDyNHjsSFCxfQoEEDREREaKxDHTN27FgAQEZGBqKiopTnAgAGBgbw8fFBREQEAGgtl4Kkp6cjPT1d+Ts5ORkAkJmZCRNDyRefmZmZb9nrxL2JdepjnD7kyG2j2zh9yJGvB93G6UOOHCu6jdOHHDlWdBunDzlyrOg2Th9y1PVYeV78q1CJSMFVKITHjx8DAMzNzV85gXPnzsHb2xtpaWkoXbo0QkJC0LFjR4SEhGDw4MEajSQANG7cGK1bt8b8+fMxfPhw3Lp1S+OQ6tTUVJQqVQp79uxBhw4dUKNGDQwePFijGd6zZw86deqE1NRUJCQkwM7ODkePHoW3t7cSM3HiRBw+fBjHjx/XWi4FCQoKwowZM/ItDwkJQcmSJYu2MYmIiIiIiP7DUlNT0a9fPyQlJcHCwuK11vVK11lWe50mWa1mzZqIjo5GUlIStm/fDn9/fxw+fPi116svpkyZonH4enJyMhwcHODr64smiyLyxZ8P8su3rE7Q3leOexPr1Mc4fciR20a3cfqQI18Puo3Thxw5VnQbpw85cqzoNk4fcuRY0W2cPuSo67GiPlJXG16rWdYGY2NjVKtWDQDg7u6OyMhILF26FL1790ZGRgYSExNhZWWlxMfFxcHGxgYAYGNjk2/WavUM1blj8s5aHRcXBwsLC5iZmcHQ0BCGhoYFxuRehzZyKYiJiQlMTEzyLTcyMkJ6tqrA5Xm9TtybWKc+xulDjtw2uo3Thxz5etBtnD7kyLGi2zh9yJFjRbdx+pAjx4pu4/QhR12PlefFv4oiz4b9puXk5CA9PR3u7u4wMjJCeHi4ctuVK1cQExOjHC7t7e2Nc+fOacxavX//flhYWMDFxUWJyb0OdYx6HcbGxnB3d9eIycnJQXh4uBKjrVyIiIiIiIhIP+h0z/KUKVPQoUMHODo64vHjxwgJCcGhQ4ewd+9eWFpaYujQoQgMDETZsmVhYWGBjz76CN7e3vDy8gIA+Pr6wsXFBQMGDMCCBQsQGxuLqVOnYvTo0cre2hEjRmD58uWYOHEihgwZgoMHD2Lr1q0IDQ1V8ggMDIS/vz88PDzQuHFjLFmyBCkpKcrs2NrKhYiIiIiIiPSDTpvl+Ph4DBw4EP/88w8sLS1Rr1497N27F+3atQMALF68GAYGBujZsyfS09Ph5+eHlStXKvc3NDTE7t27MXLkSHh7e6NUqVLw9/fHzJkzlRhnZ2eEhoZi3LhxWLp0Kezt7bF69WrlslEA0Lt3b9y/fx/Tpk1DbGws3NzcEBYWpjGztTZyISIiIiIiIv3wSs1yQEAAZs6cibJly77Wg69Zs+aFt5uammLFihVYsWLFc2MqV66MPXv2vHA9rVq1wunTp18YExAQgICAgDeeCxERERERERV/hT5n+c6dO8r/h4SE4MmTJwCAunXr4vbt29rPjIiIiIiIiEhHCr1nuVatWihXrhyaNm2KtLQ03L59G46Ojrh586ZWL/xMREREREREpGuF3rOcmJiIbdu2wd3dHTk5OejYsSNq1KiB9PR07N27N9+ll4iIiIiIiIj0VaGb5czMTDRu3Bjjx4+HmZkZTp8+jXXr1sHQ0BBr166Fs7Mzatas+SZzJSIiIiIiInorCn0YtpWVFdzc3NC0aVNkZGTg6dOnaNq0KUqUKIEtW7bAzs4OkZGRbzJXIiIiIiIiorei0HuW7969i6lTp8LExARZWVlwd3dH8+bNkZGRgVOnTkGlUqFZs2ZvMlciIiIiIiKit6LQzXL58uXRpUsXzJ07FyVLlkRkZCQ++ugjqFQqfPLJJ7C0tETLli3fZK5EREREREREb0Whm+W8LC0t8d5778HIyAgHDx7EjRs3MGrUKG3mRkRERERERKQThT5nObezZ8/Czs4OAFC5cmUYGRnBxsYGvXv31mpyRERERERERLrwSs2yg4OD8v/nz5/XWjJERERERERExcErH4ZNRERERERE9G/FZpmIiIiIiIgoDzbLRERERERERHmwWSYiIiIiIiLKg80yERERERERUR5slomIiIiIiIjyYLNMRERERERElAebZSIiIiIiIqI82CwTERERERER5cFmmYiIiIiIiCgPNstEREREREREebBZJiIiIiIiIsqDzTIRERERERFRHmyWiYiIiIiIiPJgs0xERERERESUh06b5blz56JRo0YwNzeHtbU1unXrhitXrmjEpKWlYfTo0ShXrhxKly6Nnj17Ii4uTiMmJiYGnTp1QsmSJWFtbY0JEyYgKytLI+bQoUNo2LAhTExMUK1aNaxfvz5fPitWrICTkxNMTU3h6emJEydOvJFciIiIiIiIqHjTabN8+PBhjB49GseOHcP+/fuRmZkJX19fpKSkKDHjxo3DL7/8gm3btuHw4cO4d+8eevToodyenZ2NTp06ISMjA0ePHsWGDRuwfv16TJs2TYm5ceMGOnXqhNatWyM6Ohpjx47FBx98gL179yoxW7ZsQWBgIKZPn45Tp06hfv368PPzQ3x8vFZzISIiIiIiouJPp81yWFgYBg0aBFdXV9SvXx/r169HTEwMoqKiAABJSUlYs2YNFi1ahDZt2sDd3R3r1q3D0aNHcezYMQDAvn37cPHiRXz//fdwc3NDhw4d8MUXX2DFihXIyMgAAAQHB8PZ2RkLFy5E7dq1ERAQgHfffReLFy9Wclm0aBGGDRuGwYMHw8XFBcHBwShZsiTWrl2r1VyIiIiIiIio+Cuh6wRyS0pKAgCULVsWABAVFYXMzEz4+PgoMbVq1YKjoyMiIiLg5eWFiIgI1K1bFxUrVlRi/Pz8MHLkSFy4cAENGjRARESExjrUMWPHjgUAZGRkICoqClOmTFFuNzAwgI+PDyIiIrSaS17p6elIT09X/k5OTgYAZGZmwsRQ8sVnZmbmW/Y6cW9infoYpw85ctvoNk4fcuTrQbdx+pAjx4pu4/QhR44V3cbpQ44cK7qN04ccdT1Wnhf/KlQiUnAV3rKcnBy88847SExMxB9//AEACAkJweDBgzWaSQBo3LgxWrdujfnz52P48OG4deuWxiHVqampKFWqFPbs2YMOHTqgRo0aGDx4sEYzvGfPHnTq1AmpqalISEiAnZ0djh49Cm9vbyVm4sSJOHz4MI4fP661XPIKCgrCjBkz8i0PCQlByZIli7gViYiIiIiI/rtSU1PRr18/JCUlwcLC4rXWVWz2LI8ePRrnz59XGuX/iilTpiAwMFD5Ozk5GQ4ODvD19UWTRRH54s8H+eVbVido7yvHvYl16mOcPuTIbaPbOH3Ika8H3cbpQ44cK7qN04ccOVZ0G6cPOXKs6DZOH3LU9VhRH6mrDcWiWQ4ICMDu3btx5MgR2NvbK8ttbGyQkZGBxMREWFlZKcvj4uJgY2OjxOSdtVo9Q3XumLyzVsfFxcHCwgJmZmYwNDSEoaFhgTG516GNXPIyMTGBiYlJvuVGRkZIz1YVuDyv14l7E+vUxzh9yJHbRrdx+pAjXw+6jdOHHDlWdBunDzlyrOg2Th9y5FjRbZw+5KjrsfK8+Feh0wm+RAQBAQH46aefcPDgQTg7O2vc7u7uDiMjI4SHhyvLrly5gpiYGOVwaW9vb5w7d05j1ur9+/fDwsICLi4uSkzudahj1OswNjaGu7u7RkxOTg7Cw8OVGG3lQkRERERERMWfTvcsjx49GiEhIfj5559hbm6O2NhYAIClpSXMzMxgaWmJoUOHIjAwEGXLloWFhQU++ugjeHt7w8vLCwDg6+sLFxcXDBgwAAsWLEBsbCymTp2K0aNHK3tsR4wYgeXLl2PixIkYMmQIDh48iK1btyI0NFTJJTAwEP7+/vDw8EDjxo2xZMkSpKSkYPDgwUpO2siFiIiIiIiIij+dNsurVq0CALRq1Upj+bp16zBo0CAAwOLFi2FgYICePXsiPT0dfn5+WLlypRJraGiI3bt3Y+TIkfD29kapUqXg7++PmTNnKjHOzs4IDQ3FuHHjsHTpUtjb22P16tXw8/v/49979+6N+/fvY9q0aYiNjYWbmxvCwsI0ZrbWRi5ERERERERU/Om0WS7MRNympqZYsWIFVqxY8dyYypUrY8+ePS9cT6tWrXD69OkXxgQEBCAgIOCN50JERERERETFm07PWSYiIiIiIiIqjtgsExEREREREeXBZpmIiIiIiIgoDzbLRERERERERHmwWSYiIiIiIiLKg80yERERERERUR5slomIiIiIiIjyYLNMRERERERElAebZSIiIiIiIqI82CwTERERERER5cFmmYiIiIiIiCgPNstEREREREREebBZJiIiIiIiIsqDzTIRERERERFRHmyWiYiIiIiIiPJgs0xERERERESUB5tlIiIiIiIiojzYLBMRERERERHlwWaZiIiIiIiIKA82y0RERERERER5sFkmIiIiIiIiyoPNMhEREREREVEebJaJiIiIiIiI8mCzTERERERERJSHTpvlI0eOoEuXLrC1tYVKpcLOnTs1bhcRTJs2DZUqVYKZmRl8fHxw7do1jZhHjx6hf//+sLCwgJWVFYYOHYonT55oxJw9exbNmzeHqakpHBwcsGDBgny5bNu2DbVq1YKpqSnq1q2LPXv2vJFciIiIiIiIqPjTabOckpKC+vXrY8WKFQXevmDBAixbtgzBwcE4fvw4SpUqBT8/P6SlpSkx/fv3x4ULF7B//37s3r0bR44cwfDhw5Xbk5OT4evri8qVKyMqKgpffvklgoKC8O233yoxR48eRd++fTF06FCcPn0a3bp1Q7du3XD+/Hmt5kJERERERET6oYQuH7xDhw7o0KFDgbeJCJYsWYKpU6eia9euAICNGzeiYsWK2LlzJ/r06YNLly4hLCwMkZGR8PDwAAB8/fXX6NixI7766ivY2tpi06ZNyMjIwNq1a2FsbAxXV1dER0dj0aJFSiO7dOlStG/fHhMmTAAAfPHFF9i/fz+WL1+O4OBgreVCRERERERE+kGnzfKL3LhxA7GxsfDx8VGWWVpawtPTExEREejTpw8iIiJgZWWlNKcA4OPjAwMDAxw/fhzdu3dHREQEWrRoAWNjYyXGz88P8+fPR0JCAsqUKYOIiAgEBgZqPL6fn59yWLi2cilIeno60tPTlb+Tk5MBAJmZmTAxlHzxmZmZ+Za9TtybWKc+xulDjtw2uo3Thxz5etBtnD7kyLGi2zh9yJFjRbdx+pAjx4pu4/QhR12PlefFvwqViBRchbdMpVLhp59+Qrdu3QA8OzS6adOmuHfvHipVqqTEvffee1CpVNiyZQvmzJmDDRs24MqVKxrrsra2xowZMzBy5Ej4+vrC2dkZ33zzjXL7xYsX4erqiosXL6J27dowNjbGhg0b0LdvXyVm5cqVmDFjBuLi4rSWS0GCgoIwY8aMfMtDQkJQsmTJwm9AIiIiIiKi/7jU1FT069cPSUlJsLCweK11Fds9y/8VU6ZM0dirnZycDAcHB/j6+qLJooh88eeD/PItqxO095Xj3sQ69TFOH3LkttFtnD7kyNeDbuP0IUeOFd3G6UOOHCu6jdOHHDlWdBunDznqeqyoj9TVhmLbLNvY2AAA4uLiNPbmxsXFwc3NTYmJj4/XuF9WVhYePXqk3N/GxgZxcXEaMeq/XxaT+3Zt5FIQExMTmJiY5FtuZGSE9GxVgcvzep24N7FOfYzThxy5bXQbpw858vWg2zh9yJFjRbdx+pAjx4pu4/QhR44V3cbpQ466HivPi38VxfY6y87OzrCxsUF4eLiyLDk5GcePH4e3tzcAwNvbG4mJiYiKilJiDh48iJycHHh6eioxR44c0Th2ff/+/ahZsybKlCmjxOR+HHWM+nG0lQsRERERERHpB502y0+ePEF0dDSio6MBPJtIKzo6GjExMVCpVBg7dixmzZqFXbt24dy5cxg4cCBsbW2V85pr166N9u3bY9iwYThx4gT+/PNPBAQEoE+fPsrs0/369YOxsTGGDh2KCxcuYMuWLVi6dKnGoc9jxoxBWFgYFi5ciMuXLyMoKAgnT55EQEAAAGgtFyIiIiIiItIPOj0M++TJk2jdurXyt7qB9ff3x/r16zFx4kSkpKRg+PDhSExMRLNmzRAWFgZTU1PlPps2bUJAQADatm0LAwMD9OzZE8uWLVNut7S0xL59+zB69Gi4u7ujfPnymDZtmsb1j5s0aYKQkBBMnToVn376KapXr46dO3eiTp06Sow2ciEiIiIiIiL9oNNmuVWrVnjRZNwqlQozZ87EzJkznxtTtmxZhISEvPBx6tWrh99///2FMb169UKvXr3eeC5ERERERERU/BXbc5aJiIiIiIiIdIXNMhEREREREVEebJaJiIiIiIiI8mCzTERERERERJQHm2UiIiIiIiKiPNgsExEREREREeXBZpmIiIiIiIgoDzbLRERERERERHmwWSYiIiIiIiLKg80yERERERERUR5slomIiIiIiIjyYLNMRERERERElAebZSIiIiIiIqI82CwTERERERER5cFmmYiIiIiIiCgPNstEREREREREebBZJiIiIiIiIsqDzTIRERERERFRHmyWiYiIiIiIiPJgs0xERERERESUB5tlIiIiIiIiojzYLBMRERERERHlwWaZiIiIiIiIKA82y0RERERERER5sFkmIiIiIiIiyoPN8huwYsUKODk5wdTUFJ6enjhx4oSuUyIiIiIiIqIiYLOsZVu2bEFgYCCmT5+OU6dOoX79+vDz80N8fLyuUyMiIiIiIqJCYrOsZYsWLcKwYcMwePBguLi4IDg4GCVLlsTatWt1nRoREREREREVUgldJ/BvkpGRgaioKEyZMkVZZmBgAB8fH0RERBR4n/T0dKSnpyt/JyUlAQAePXqEElkp+eIfPnyYb9nrxL2JdepjnD7kyG2j2zh9yJGvB93G6UOOHCu6jdOHHDlWdBunDzlyrOg2Th9y1PVYefz4MQBARAq8X1GoRBtrIQDAvXv3YGdnh6NHj8Lb21tZPnHiRBw+fBjHjx/Pd5+goCDMmDHjbaZJRERERET0r3b79m3Y29u/1jq4Z1nHpkyZgsDAQOXvnJwcPHr0COXKlYNKpQIAJCcnw8HBAbdv34aFhcVz1/VvidOHHPmcuW2KQ5w+5Mhtw+dcHOL0IUduGz7n4hCnDzly2xS/uOKWo4jg8ePHsLW1fWHOhcFmWYvKly8PQ0NDxMXFaSyPi4uDjY1NgfcxMTGBiYmJxjIrK6sCYy0sLF76Qv03xelDjnzOby9OH3Lktil+cfqQI5/z24vThxy5bd5enD7kyG1T/OL0IUduG8DS0vKl9ykMTvClRcbGxnB3d0d4eLiyLCcnB+Hh4RqHZRMREREREVHxxj3LWhYYGAh/f394eHigcePGWLJkCVJSUjB48GBdp0ZERERERESFxGZZy3r37o379+9j2rRpiI2NhZubG8LCwlCxYsVXXqeJiQmmT5+e73Dtf2ucPuTI5/z24vQhR26b4henDznyOb+9OH3Ikdvm7cXpQ47cNsUvTh9y5LbRPs6GTURERERERJQHz1kmIiIiIiIiyoPNMhEREREREVEebJaJiIiIiIiI8mCzTERERERERJQHm2V6Kc4B99/AOtO/FV/bb4eut3NOTk6xyIPeLNb33481/m/QlzqzWdZTOTk5r/UiU983Li4OCxcuREJCwnMfR6VS4erVq6/8WK/iTQ8g9Zeq4uxt1Vj9WKyzflJvw8TERJw8eRJpaWkvjf3nn39e6TFe5nVfs69KRJ77uCIClUqF+Pj4t5yVJm2N5wcPHmD79u14/PjxCx8LAG7evFnk9RfG856LSqV6pfUV1ovWmZOTAwMDA9y7d08jjzf9uNr2psezNur8punDeH5dha0z37P1Fz+b/z11ZrOsh7Kzs2FgYPBaXwjUX6a+/vprHDhwAGXKlCkwzsDAAElJSahVqxYiIyNfur579+7hjz/+KHIeua1btw6enp7YsmXLGxtEBgbPf+mrczpx4kSh3lwePXqEgIAAJCcnvzAuKysLT58+LVR+b7PGAOv8sjoXtsZA0epcFM/LUf08goKCMGPGDJiamj53HSqVCo8fP0bbtm1x4cKF58ap1/n48WNkZ2cX6nWoblbUsdnZ2RARbN26FSNGjND6DzG5t4dKpSowR3XukZGRcHd3R0ZGxgvXlZSUhJ07dxbpsQvjedumqOsAgAULFmDdunUwNzd/bqyBgQGSk5NRp04dREdHv3B9Dx48wO3btwv9XvO896aNGzeia9euOHbsGID/b5xf9GWpMPLWuSBZWVkwMDDAiRMnYG9vj/T09AIfMzs7GwCQkJCARYsWvfSx1dvobTbf2h7PrzKW1ffL+5rdsmXLGxnLgH6N58LSRp35nl1wjXOvr7jWmZ/Nb38s5318bWGzrAfUhX/y5AnWrFmDFi1aoHXr1li5cuVzf4VKSUnBpUuXsH///gK/uBsaGirrbtWq1Qsf99KlS/D19UXDhg2fu6dO3ZSsXr0afn5+2LVrlxL7vPuov+DkVb16dVhaWmLYsGFwcXHBkCFDEB4ejidPnjw3x6ioKPj5+WHdunW4fv16vjh1DvHx8fj6668xaNAgzJ49G7/88ovSqIkIMjMzYWBggFOnTsHLy+u5X7pyu3TpErZt24YPPvgAd+7cKfB5AsCaNWvwwQcf4Pz58899HkWpMfDiOhemxrkfm3V+fp1fVmP18wQKV+e0tDT89ttvmDp1KiZPnozw8PDnPrb6ealUKty4cQOZmZkat6nrnJKSgvbt2z93HerHDg8Ph5WVFVxdXZXmIS/1h9vkyZNRp04dXLx4EQA04tXrS01NxY4dOzBgwAD0798fP//8s5KXSqXCgwcPcODAAXh5ecHd3R1Llix57lEO6vWfP38eixcvxsmTJwv8gUL9i3RGRgaOHTuGpUuX4tChQ/liDx06hJSUFHz11Vdo0aIFjI2N8+Wf+/nu3r0bPXr0wKxZs5CYmJjvOav//8cff8SECRNw+fLlAp9HYbdN7tiMjAwkJSUhKioK6enp+daprnN6ejp8fHwKfNzc6ztx4gQaNWoENze3AuusHpPz5s1Dw4YN8eeff0JE8u2BKOx7U8mSJXHjxg20atUKlStXxmeffYbr169rfFlSrx8AoqOjMXr0aISGhiI2Nva5z0WlUuHJkyf46aefMGXKFPzvf//D2bNnNWK2b9+O6OhoLFiwAH379oWJiYnymLnfl9Tb8OjRo/jkk08watQo3L9/P1+centt2LAB/v7+BX55zf1cijKeXzSWc+eorfFcmLGce30ves0+fPhQ62NZ/dj6MJ7fdp35nv38Gud+ztqoMz+bi2edC1vj3H+/bDy/EqFiLzMzU0REpk+fLnZ2djJw4EDx9/cXGxsbMTExkQ4dOsjWrVslISFBRER27twp3t7eYm9vL7Vq1RJHR0cZOnSoXLhwQUREsrKyRETkzp07EhgYKE2bNpWrV6/me9ycnBwREdm0aZO0a9dOzp07p9yWlZWl3J7Xxx9/LI0aNZIdO3YUuL6kpCSZP3++VK5cWerXry+TJ0+Wo0ePSmJiokb8/fv3JTg4WDw9PcXAwECqVKkiU6ZMkdOnT0tGRobGOjdv3iwODg5ibm4uHh4e8sEHH8iWLVskPj5eWd/Tp0/F3d1dqlSpIh06dBBnZ2cpV66cdOjQQa5cuSIiIsuWLZMtW7bIO++8I3379tXIR73d1PXILSoqSpo3by5t2rSRkydPFrhdqlatKosXL5YnT56IiEh2draIiKSkpEh6erqIvLzGjx8/Vh7/RXXOzs6WnJycl9Y49zZknf//OYvkr3NhaixSuDovXLhQ7OzspG7duuLr6yuOjo5Sp04dmTRpkpw9e1Yjj5MnT8rAgQOlatWq0qpVKxkwYICsXbtWEhMTlXXfv39fli9fLn379pWnT58qj5u7dur/DwkJkb59+0pycrLGbQXV+erVq9KxY0fp0aOHxMXFadym3j6zZ88WW1tb8fHxkXfeeUdKlSolpUqVkgEDBsjx48clJSVFrl69Ktu2bZMPPvhAqlSpIhYWFuLn5ydbtmwpcBsGBQWJsbGx1K9fX4YNGyabN2+Wy5cvK89NRCQtLU169Ogh5cuXFxcXFzExMZFy5crJxIkTJTk5WVJSUkSlUkmlSpXE2NhYFixYIA8ePFBqkPuxNm/erPy9evVq8fT0lM8//7zA3EREatWqJfPnz5dHjx4p2zr3fwu7bdQ1/u2336RDhw5ib28v7u7u0qJFCwkKCpLbt29rrDc2NlZmz54tHTp0kNjY2AJzy13nLl26yN27d5Xb8r4mRESSk5Olf//+0qZNGzl9+nS+9RX28+fx48eSnJwskZGR8tlnn0mNGjVEpVJJgwYNZMWKFcrnk/rxly9fLuXKlRN7e3vp3LmzzJ49Ww4fPpzv/eHp06fSunVrsbW1FU9PT7GwsJCSJUvKwIED5Z9//pGnT5+Kg4ODVK9eXQwNDSUwMFBOnz4tDx8+1FhPQECABAcHK3//+uuv4uXlJQMHDtR4/8itevXqMn/+fCV3db3yvke8bDwXZiyr6yPyZsbzi8Zy7ufyotfs4cOH38hYFtGP8fy268z37MLVWOT161zYGovws7k4fzaLvHw8vwo2y3rE2dlZtm7dqvz94MED+fHHH6Vnz56iUqlkwIABIiJStmxZGTt2rPz888/y66+/yqJFi6R58+by3nvvKR/6IiIrV64UlUolKpVK2rZtK9u2bZNbt25pvGAfPXoktWrVktKlS0vbtm3l0KFDz81PPaDj4+MlICBAjIyM5JNPPpH79++LiCjr/fTTT6Vy5cry6aefymeffSbVqlUTAwMDadSokXz55Zdy/vz5fOu+du2aTJ8+XYn19PSUefPmSUZGhqSnp0tAQIB07dpVpk+fLkOHDhUfHx+xs7OTZs2aycSJE+XIkSOycOFCcXFxURomEZE//vhDmjZtKnXr1pX79+9LixYtpEGDBqJSqaRv376ya9cuuXXrlkYuo0ePloULF+Z73qdPn5b27duLra2t/O9//9O4LTo6WqysrOTRo0f5Buzu3bvlk08+kQcPHhS6xoWtc2FqzDq/vM4vqvGr1LlixYqyceNGSUhIkGvXrsmOHTvkk08+kWbNmomJiYlMnjxZuV/lypWlffv28uWXX8qkSZOkZ8+e4urqKnPnzlViZs2aJSqVSgwMDGT69OlKLdTUuTx48EDatm0r5ubmMmHCBLl27dpz66x27Ngxady4sVSqVEl5beb+ALe1tZXNmzdLWlqaJCYmSnR0tPJaVKlUMnToUGVdCQkJcvr0afnuu++ke/fuUrFiRalQoYL4+/tLeHi4iDz7oN+4caO4uLhIjx49pFq1alKmTBmpX7++fPbZZ/Lzzz/LgwcPZNGiRVK9enXZs2ePxMfHy+3bt2XZsmXi7Owso0ePVh5z0KBByhioXbu2TJ06Vf7880+Jj4+X+/fvi5WVlRw8eFB5XmlpafLtt99KmTJlpGnTpnLs2DER+f8vSFFRUWJhYSEJCQn5vsRs375dli9frvxQUthtU7FiRXn//fdl7dq1smrVKhk3bpy4u7vLmDFjNF5HCxcuVJ7L4MGDJTIyUvlBKbeHDx+Kl5eXmJubS//+/eXUqVMvrPHVq1ela9euYmZmJosXL5aUlBQR0fxyUZT3JnUO+/fvlw8++ECsra3FyMhIOnToID/88INkZGTI3LlzpUmTJjJixAhp27atuLq6SpUqVaR///6yYsUK5f1h4cKFUrNmTaUOIs9+KHRxcZHOnTsrdRk/fryYmZmJnZ2d1KtXTz788EP5/vvv5ezZs3Lz5k0xNzeXffv2KXUWeTYma9euLTVq1JA9e/ZoPOdTp06JpaWlJCUl5RvLmzZtkunTp0tSUpJSv8KM58KMZZE3N55fNpZFCv+a1cZY3r17t/JFf+HChcV+POuiznzPfnGNtV1nfjYXzzq/qMa5f3woynguCjbLxZy62BkZGTJ79mzlRZvbvXv35OTJkxITEyPHjh2TWrVqafzKk5GRIb/99ptYWlrKvHnzNF5AGRkZsnHjRmnYsKGoVCqpWrWqTJw4Ufbt2yfJycny6NEjWb9+vUyePFnc3NzE2dlZmjVrJl988YVcvHgxX565171t2zZp1qyZfPnllxr51qlTR7Zt26axLCoqSkaNGiUqlUp69eolIiJHjx6VCxcuKF/c1CIiImTgwIHi4eEhIiKLFy+WBg0ayIMHD5SY69evy7hx48TKykp8fX2lRYsWMmrUKJk5c6byvNVvUmfOnBFnZ2fZtGmTiIjMnTtXKlSoIF5eXuLh4SHdu3eXmTNnyt69e+X8+fNiaWkp+/fvL/BXqpycHJk9e7Y0bdpUVq5cqSwPCwsTd3d3uX79urJM/SYeFhYmTk5OL6yxyLM3xujoaBER+fPPPwtd55fVWERY5+fUee/evfnq8LwaixSuzklJSTJixAjlSA+1x48fy9mzZyU4OFhpFHbt2iWOjo7KL6Qiz/bYr1ixQlQqlezevVtEnv16HRYWJh9//LFUrFhRaUx+/vlnjVpdv35d/P39pUmTJuLg4CAdO3aU6dOny6+//lrg3qbcz/mjjz4ST09P2bt3r7LOtLQ0mTp1qpw4cUIjPisrS+7fvy8HDhxQXj+59xhmZ2dLbGys/PHHH/Lll19K48aNpUGDBiLyrM6enp4ar7ujR4+Kj4+PmJiYSJUqVeT999+XQYMGybx58zTWKSLyzTffiI2Njfz2228iIvL777/L1q1bJS4uTgIDA5Xt4+npKa1atZI6deoU+Jxv374t3bt3l/fee0/jaIt169ZJixYt8v36L/KsiVO/Xl+0bW7cuCF79uyRq1evysGDB6Vq1aoaH+CpqamydetWMTAwkHXr1mnc/8qVKzJv3jypXr26GBgYSOPGjWX58uXy119/KTF3796V6dOnS9++faVatWrSuHFjGTBggKxZs0Zu3rxZ4PMVedaweHp6ysaNGzWe18vem/7++2+5ceOGiDxrvB8/fqyxbe7cuSM//PCD+Pj4SN26dWXRokXi7u4uMTExStzZs2elb9++Ym5uLo0aNZJOnTrJ5cuX5bPPPpM5c+aIyLMaq+scGhoqdnZ28vPPPyv337t3rzx69EjmzZsnnp6e4uDgII0aNZKGDRuKp6dngXtoUlJSZMSIEdK+fXsJDQ1Vlm/fvl28vb01xoX6sXfv3i3Vq1cXESn0eA4NDS3UWBZ5s+M571hWLxN5+Xjeu3evUl/1+5o2xvKDBw9kxIgRxXo866rOfM8ufI1FXq3OP/30kzRq1IifzaIfdX5ejUVePp4bNWr03G35ImyWizn1B9L06dPFyclJevTooXF7Tk6OdOnSRQYPHiybN2+WrVu3Sq9evZTD93KbMmWK+Pj4KPfL6+7duzJ16lRxcnISlUqlMSDS0tLkypUrsnHjRhk+fLg0bdpUKlSoILNmzVLWpz4s8OrVqxIXFyeJiYkybtw4UalU0rVrV7l48aKkpaXJzJkz5aeffnruc75//76kpaWJubm51KtXTyZPnix79+6VmJgYjb0o6m3z3nvvafxCppacnCy9evWS4OBg8fHxkdKlS4u7u7vG4YDq7VCrVi359ttvRUTk4sWL8scff8jjx49l7dq10qdPH2nUqJG4u7tLjRo1pFWrVspjHDp0SM6cOSO7du1SDlHbvn27dOrUSQwMDGT9+vUi8qwZrVSpkgwZMkTu37+vPG5mZqb06dNH3n333RfWWESKXOei1liEdS6ozoWtsUjh6vzdd99J48aNlYY+r/fff1+Cg4MlLi5OwsPD5YMPPtA4fEutZ8+e4u/vr/ydk5MjT58+lZiYGAkJCZHOnTuLubm5qFQqpZFRe/jwoYSEhMiAAQPEw8NDmjZtKp06dVIaD5FnDZua+oeMYcOGiYmJicydO1cyMzNl/vz54urqKqNGjdJYf97X3tOnT8XMzEy6dOkiP//8s8aRDenp6XL9+nWl2WvdurVMnDhRRDR/7Dh58qR06NBBVq1aJZUrVxZbW1vp379/vu2XnZ0tVatWlR9++EEyMzPlypUrGs2byLMjDT744AP5/PPPlUPrLl++LCIi//zzj/L/Bw8elBo1aoipqans379fRETOnTsnZcqUUQ7pzV2TAQMGyLvvvisi8sJt07FjR5k8ebIcP35c9uzZIwMHDtT40qX24YcfSvfu3fMtV/vzzz+VPbcqlSrf3ojHjx/Lb7/9JtOnT5cuXbpI06ZNxc3NTb777jsREWWMPHz4UB49eiRZWVkSEBAgKpVKAgIC5J9//hERkWnTpr3wvUnt6dOnUqJECfH09JRly5bJlStXNMZyWlqaPHz4UDp16qTsYch9qsetW7ekS5cusmrVKnF3d5dq1arJuHHjxNfXV+Mx1fHVq1eXDRs2SEZGhhw9elTZ06t26tQpmT59unzzzTfKD1gnT56Uhw8fyqlTp+TUqVOSlJQke/bsEW9vbzEwMJAff/xRRERiYmKkTJkyMnXqVElNTdV4ru+//75S5xeN51cdy+rnqa3x/KKxPH/+fElLSxMRkXnz5r10PGtrLHfs2FFWrlwpzs7O4uXlJePHjy/W41nXdeZ7dv4ai2inzv3795devXrxs7mY1rmwNRZ5+XhW76QpKjbLemLOnDnSqFEjMTIyknr16snXX38tCQkJkpGRIZ9//rl4eXmJnZ2d+Pj4iKmpqXzwwQdy8eJFZSA/ffpU2rdvL2PGjFHWGRsbK/Hx8XL9+vV8L1j1r2dPnjyRmJgYiY2NVX6pSUpKkt9//11mz56t7OnctWuXVKpUSWxsbKR58+Zia2srlStXln79+kmZMmXEyMhIevToIePGjZOyZctK8+bN8zV6efdaXrhwQSZPnixVqlQRKysrad68uSxYsEB+//13uXfvnnK/VatWSfny5ZVfq3Lz9PSU3377TdauXSsqlUpKlCghnTt3lj///FNEnjVsmzZtEmtra2V77t69W/7++2+N9Vy+fFlWr14tv/zyi3IO4MmTJ8XIyEgsLS2lSZMmUq5cObGwsJA2bdpI9erVRaVSKY8jIrJ161apXr269O/fX5YtWyarV6+WPn36SNWqVeXEiRPPrbGIvHKdC1Nj1vn5dS5qjQtT5yFDhki1atXE1NRUBgwYIGFhYcp9Hz9+LF26dBErKyuxsLCQHj16iJWVlaxZsybf4bY+Pj4yfvx45X55paWlyYULF2Tt2rUay3OfiiHybE/l0qVLpXnz5vL777+LyLO94D179hRPT0/p1auXdOnSRby9vcXf31/Mzc2lRIkSMn36dPn444/F1dVVDA0NpXXr1s89z+np06eyZs0a6dy5s5iamkqFChVkxIgRcvz4cY247Oxs+eSTT8TDw0N5Tjk5OcoHXsuWLeX8+fMydepUKVGihJiZmclnn30mly5dUtYRFhYmpUqVksTERNm0aZM0adJE+aKRdxuqX4MnTpyQqlWrSunSpcXNzU08PDzEyspK/Pz8pG3btqJSqeTo0aPKfT766CNxcnKSr776Ss6dOydRUVEyY8YMsbe3V+LGjRtX4LZJT0+XYcOGiY2NjRgZGUnr1q3F1NRUZs6cKfHx8Rrnyvv6+srYsWOVv9XNYGpqqvIjkvrv3EdBZGVl5dsbcffuXdm6dasMGjRIIiMj5ddffxUPDw+pUqWK+Pr6SsOGDaVGjRoyaNAgsbKyEpVKJcOHD5fU1FSZNWuWeHh4FPjelNehQ4dkyJAhYmlpKaVKlZKuXbvKli1b5NatW0odZ8+eLVWqVClwHoVmzZpJZGSkXLx4USpVqiRWVlZiamoqQ4YM0Tic/KeffhJLS0tJSEiQdevWSa1atWT79u0iUvC8EiIikZGRUqZMGTExMRF3d3dxcnISExMT8fHxkUaNGolKpVLGgMizPe1VqlSRsWPHyi+//CKhoaESEBAglStXloiICBGR547nVx3L6vvmVdTx3KxZMzl69Kjs3bu3UGM5MzNTxo4d+9LxrK2x3KpVKzl37pyEh4eLjY2N2NjYSKlSpYrteNZlnfmerelN1ZmfzcWnzq9SY/X9CjOei0oloidXhP6Py8rKwv3793HhwgVs3boVP//8MxISEuDj44OBAweiT58+OHnyJEJCQrB//37ExMSgUaNGaNSoEUqWLImrV68iJSUFy5cvh7W1Nb7++mvMnz8fWVlZ8PLygoeHB7y8vFCjRg3Y2trC1NQUv/zyC9auXYt9+/bByMgInp6eePfddzFs2LB8+f3yyy9ITEyEhYUFHj58iLp16+L+/fvIyMhArVq18M8//2Dy5MmIi4uDk5MTjh07BhsbG/Tt2xe9e/eGq6srjIyMnvv8jxw5guXLl+Pnn3+GpaUlhg8fjlmzZgEAHj58iEGDBuHatWsYOnQo2rVrh8ePHyM8PBwLFizAvXv3kJKSAhcXFwwcOBDHjh3DmTNnYGVlBXNzczg6OmLlypWoXbs21q5di6+++gpLly5Fu3btkJWVhRIlShSY0927d5WZEG/fvo2qVasiJSUFd+/ehZOTE1QqFezs7JT4nJwc7Ny5E6tWrVJmZjYzM8OCBQvQokWLQtUYQKHqvGTJEvz444/PrbGDgwMMDAxgYGCA0NBQrFmzhnUuoM5FrXFh6nz9+nVcunQJx44dQ2RkJGJiYmBhYYF27drhnXfeQePGjZGUlIRdu3Zh8+bNOHLkCFQqFfr374/u3bvDwMAAERERCA0NxebNmxEdHY1Vq1bh2rVreO+99+Dr6wsvLy+ULl0awLMZIg0NDXHy5Els374dBw4cQEJCAjp37ozRo0ejRo0a+Z73ggULEB0djXr16uHvv/+Gs7MzjI2NERcXh7p16yIxMRGLFi1Chw4dMGzYMERFRSE0NBQRERHIyclBx44dMXDgQLRp00ZjvSKCGzduYNeuXVi7di0uXLiAKlWqYPLkyRg6dCgAIDIyEl26dEG9evUwffp0NG3aFMnJydixYweGDx+OBw8eIDIyEt27d4ebmxtiY2NRvnx5lC5dGkZGRsjIyMDQoUPRp08f1K9fH/369cOkSZM0tsXdu3eRnJyM2rVrA3g2c/TZs2dRs2ZNXLhwAeXLl0epUqXw119/oUKFCrCxsUGrVq2U+ycmJmLu3LlYvXo1UlJS4OTkhMzMTEyePFkZNw8fPsTNmzdx+vTp526bw4cP49tvv8Uvv/yCJ0+eoHPnzujYsSPMzMwQHR2Nc+fOYd26dbC1tcXGjRvx1VdfITY2Fl26dEHz5s3h7e0NOzs7WFhYICcnB4aGhvjtt98QEhKCvXv34unTp2jVqhU+/PDDfDNor127Fjdv3oSTkxNu374NFxcXpKamIikpCfXq1cP9+/cxdepUuLq64ocffkBSUhLOnDnzwvem3LKzs7Fz504sX74cf/zxB8qXL4+xY8di0qRJ+Pvvv9G9e3eUKFECkyZNgq+vL+7fv489e/Zg0qRJiIuLg7GxMRwdHTFy5Eg8ePAAhw8fRkpKCkqWLAlzc3OULFkSQUFBaNmyJerXrw9/f38EBgZq1PnOnTt49OgR6tWrB+DZrPb3799HuXLlcPXqVTg6OgIA/v77b9jb28PS0hIuLi7KjK6pqalYvXo1li5diidPnqB8+fLIycnBnDlz0L17dwB46XiuWbNmocbyli1b4OjoqLx3aGs8F3Ys9+jRA1OmTMHt27cLNZ61NZYBoFq1aujWrRvu3buHq1evFsvx/DbrzPfsl9f4TdSZn83Fr86FrXHudRRmPBfZK7XYpFNZWVly+/Zt5Rywgo7r37Nnj/Tr108cHR1FpVKJmZmZ/PDDDyLybEY5Z2dn2b59u2zYsEGZla5UqVLy3nvvybx58yQtLU0qVaokvXr1kkOHDsmuXbukT58+YmRkJH5+fs+difVF7t27J66urrJ58+YCJ3KaO3dugb8i5ta/f3/p2rWrctiFeu/K/fv3ZezYsVK+fHkxNjaWqlWrSp06deSbb74RkWfnSjg4OIjIs/MzwsLClFmirayspHHjxhIcHCyurq6yaNEi5Vct9a9md+/elSNHjiiHq6nlndEzr5ycHElMTJSIiAj58ccflcNKrl279twZWNXPS13jdu3aSZ06dTT2JKnlrbOpqals27at0DUWEdZZXlznwtRY/XhFqXN6erqcOXNGNm7cKGPHjhV3d3eNw03VYmJiZO7cuVKnTh1lMgxzc3OJjIyUTZs2SbVq1eSTTz6RCRMmKBOJ1KxZU2bNmiWRkZHKemrXri0NGzaUoKAgmTZtmtSvX19UKpV89tln+c4XfxH1tvrf//4nzs7O8ttvv0l2drbExcVpnOfUsGHDAreT2q1bt6RRo0bi6ekpO3fuFJH/r3NkZKT4+PiImZmZWFpaSq1atcTZ2Vk+/fRTERFZv3692NraSmJiouzdu1cmTJggTZs2FWtra2nZsqVMnDhRduzYIWXLli1wIrkzZ85I586dXzir+fPExsbKo0ePJDk5WbKzs+XPP/+U0NDQfBO3qGVlZcm9e/fk999/z3cOWG7ff/+9NGvWTKlxiRIllAmp1q9fL87OzrJs2TJZvHixcnulSpVk9OjRsmXLFmXbVa5cWdq0aSPr1q2T7777Tlq3bq1MCFbQod7Pk52dLZGRkVK5cmVlj62I5jnI7dq1k7p16+a7b955Mfz8/MTPz085jy8rK0tu3rwp/fr1E3NzczE2NpYqVapIjRo1ZP78+SIismbNGrGzs1PWceHCBVm5cqX06tVLXFxcpHbt2tK7d29Zs2aNWFtbK7XM/dhnz56VRo0ayeHDhzWe14uoJ5K5evWqnDp1Shm/Z86ckTNnzjz3/aAw47mgsWxhYaFMVKOr8bx9+3apXLmyctTOy8bzmxjLIqIX4/lt1pnv2f/vdWosUrQ687P5v1HnomCzrAeePHkimzdvloiIiAIvq6G+REZmZqbGIQ/q+27dulU8PDwkJCREREQ8PDyUWX4DAwPl/fffFxGRvn37irGxsXTr1k3CwsLE0dExXy4XLlwQOzs7+f777zWW37lzR+Lj4+Xq1av5DiXJzMyUrKwsOXr0qADQmOBCJP9ETrt375bt27fLnTt38s3arB58OTk5cvXqVZk+fXq+CWsiIyNl9+7dSh7nz58XDw8Peffdd2Xu3LnKoX+pqaly9epV+eGHH2Tw4MHi6OgoAJQ3h9xfqq5fvy6NGjVSDsuJjY2VdevWSdeuXaVevXry6aefakywo35j+f3336VHjx5ibm4utWvXViaREBGNiaoKW2P1+X3Pq7O7u7v88MMPhaqxiLDOkr/OHh4esm/fvpfWWF0PkcLXWeTZh0HuCcBEnn1JPHTokERFRWmsN+85mGfOnJFZs2aJqamprFu3Tho0aKA0Fx999JH06dNHzpw5I66urqJSqaRx48Yi8uzweVtbW41znZ4+fSorVqwQR0dHjZmG1fnklXs7qc9zAiDz5s0r8Dwn9WzkUVFRBR6KJvLsQ/2LL74QkWc/suzcuVPZXllZWXLixAlZvXq1zJo1SzkV4K+//pKmTZvK8OHDJTo6WvnhJSYmRr7//nsZPny4tG7dWtzc3MTCwkKWL1+e73EvXrwoZcuWlSdPnsjTp08lPDxcvv76a/nwww9l06ZNGs9HXYtz587J2LFjxcrKSszNzWXo0KEa2zPvtgoPD883UUxaWppcu3ZNqX9WVpbGJFciz2r+3XffSbly5ZRzixs2bChfffWViDw7vNvf318eP36sNMLqSUtCQ0PFwcEhX0Oongzr119/VZY9ePBAsrKylG2Ql/o8OwBSu3btAs9BTk9PVw73/u233+T06dMFHgK9Y8cOmTFjhty8eVOCg4M1Tq+Ij4+XsLAwWb16tcTExChjvmPHjjJ06FDZu3evbNu2TWlaHzx4IAcPHpS5c+dK9+7dpVatWmJqaipBQUH5Hvfq1atiZWUlT548kYSEBNmxY4eMGzdOOnToIMuXL9f4Ipr7y+CgQYOkZMmSYmNjIx07dlRevwX9yFfY8fy8sWxmZiZr1qwREXkj4/llY1l9XwDKYZF5x/OVK1fk+vXrEh0dXeD6RF59LHfo0EFGjBghp06dKrbjWeTt1RmAeHp68j07j4sXL0q5cuWU08TeRJ352fz/9OGzOXc9ijqei4rNcjGlfgGEh4eLj4+Pcn5k1apVZeDAgbJ3715JSEjQ+IAfNWqU1KpVS1QqlYwfP77AD/b79+9LjRo1lF+1qlSposxYHBYWJhMnTlSaoZEjRyqX03ny5InyJcjf3186d+6srPObb76RmjVrSsmSJaVJkyYyduxY2bZtm1y9elV5saoncnJ2dlYmcrp161aBEzn5+fmJSqUSFxcXmTJlivz+++8SGxsrsbGxMm7cOGnRooWIPPt11tbWVpycnMTX11fWrFlT4JTwQ4cOVc6xNTExkQ0bNoiISFxcnDLwEhIS5NChQ+Lm5qZMYJDb1atXxdzcXHmD7N+/v9SoUUPef/99GTNmjLi4uCjbPSUlRXnz8vT0VCay6d69u3JN38uXL8uSJUvk7t27L61x7m1TmDq/rMaTJk3SmKSLddasc+nSpeXx48cvrbGIFKnOp0+flgEDBijXgG7evLl8+eWXGnue1eu7ffu2zJ8/X/r27St16tSR5cuXa/z6q95baW9vr3zwOTo6Kj8ABAcHy7Rp05RfU3/66Sf54IMPlD3m6honJiZKmzZtNCYB2bNnj/To0UNsbGxkwIABsmXLlnxHGKSlpcmiRYukZs2aYmJi8tzznERE3N3dRaVSSffu3ZXL86hNnDhROnXqJCLPzg+tUaOG9OnTR+bPny+RkZEFNl5jx44VOzs7sbCwEHNz83zrzMnJkejoaJk/f77UrVtXvLy8JDo6WlnX48ePZcSIEdK8eXMREZkwYYI4OjpKzZo1pUOHDlK9enWpV6+eMjmduiY+Pj7SpUsXiYmJkRYtWkjv3r1F5NkPS7/++qvScP7555/StWtXcXV1FVNTU6ldu7ZMnDhRqZP69X/p0iX59NNPpVWrVlK6dGkJCgoq8D07Pj5enJyclFk/nZyclEmofvjhB5k/f77yBUo94Zd6D7J6Yqq0tDTp1q2b9OvXT7lfkyZNpGTJktKxY0f58ssv5cSJE0oDrZacnCyTJk2SIUOGiIWFxXPPQRYR5XIkzZs3l+DgYLl165bk5ORISkqKTJgwQdq2bSvfffedODk5SbNmzeTDDz+U3bt3F9io37t3TwYOHCj29vZStWpVMTMzU/Zu546/efOmbN26VVq1aiXVq1eXnTt3KpOS3b9/XwYNGiQtW7YUEZERI0aIk5OTtGrVSvr27St2dnZiZWUlS5cu1Zhlu3nz5vL+++/L48ePpX379tKnTx+lXps2bVJ+uHzZeC7KWFbPQKvt8VyYsSzy7Mts9+7dpXPnzi8cz9oey5cvXxZ/f3+pWrVqsR3Pb7vOn3/+uTx48IDv2QXUuEWLFsr21kadd+/eLRkZGfxsLmZ1LuxYLmydf/3115cezfgybJaLKfULwNvbW4YNGyZJSUni7+8vbm5u4unpKQYGBlK5cmVZtmyZiDybFKV79+5y+vRpcXV1Vb64//777/Lzzz9LWlqa5OTkyN27d2Xu3Lly7tw5+fvvv6VevXrKxDA3btyQChUqyKNHj8TOzk5UKpUsWrQoX24+Pj4SGBgoIs/2FlasWFG+/vpriY6OFpVKJc7OzmJoaCjt27eX8ePHK28458+fl8mTJ4uzs3O+iZzy7jW8ceOGTJgwQWxsbMTQ0FCaNGkiLi4uYm9vrxya+ODBA4mIiJBVq1ZJ7969pXr16uLk5CSjRo1SJg3YsWOHODo6yq1bt+TevXtiZmamTOq0cuVKCQkJ0fhyOHPmTKlQoYIsXLhQOZT21q1b8t5770nr1q1F5NkXCxMTEzl//rxSp7S0NFm7dq04ODgohw7fvXtXLCwslDczGxsbZW/rmTNnpEmTJvLbb78VusYvq/POnTslPT1d7ty589Iap6amytOnT1nnPHXu1auXtGnTptA1Lkqd27RpI++++66EhoZKu3btpHLlysoHS8uWLTU+WLp06SJNmjSR+fPnS8WKFZVJns6ePSsnT56U7OxsOXv2rHz44Ydy48YNOXv2rNSsWVNOnz4tIs9+Za1Ro4akpaVJenq69O3bVxwcHAq8fnbLli1lwoQJIvJs0rqqVavKoEGDZM2aNaJSqcTIyEisra1l/PjxEhoaqrEd09LS5Pr167JkyRKpW7euGBgYSLVq1WT16tUaNd6wYYP4+fmJiYmJlCtXTplltly5ckoNL1y4IAsXLpT33ntPPD09pVmzZuLv7y9r165Vfvj5+eefxdnZWUJDQyUmJkYMDQ2VPQGrVq3K94UgKipKatWqJebm5vLee+/J559/LjVr1hQPDw8JDw+XmJgYMTMzk7CwMElLS5M7d+7IwYMHxd/fX1xdXZUjOG7fvi2lSpVSvuDY2dkpNd6/f780a9ZMuUSHutk6d+6cci3KqlWrikqlEldXV+UIHx8fH2nXrp1yCKz6S9Hx48flwIEDkpGRITk5OfLXX3/JpEmT5MqVK3L58mVxdXVVJpW7cuWK2NnZydOnTyUtLU2aNGkiFhYWGtdDVmvdurWMHz9eTp48Kfb29vLpp5/KgQMHRKVSSalSpaRUqVLy/vvvy7JlyzR+jFJ/EczKypIff/xRWrVqJSVKlBAbGxvlkk5qhw4dkoEDB4qVlZWUKlVKfHx8pFmzZmJtbS2hoaHK4duTJk0SPz8/adCggbRs2VJmzZolhw8fVl5bP/30k1SuXFmioqLkn3/+ESMjI43xnHviHZFnR/p06NBBSpUqJb6+vjJw4EApV66ctGjRQo4cOaLU+dixY5KZmSkpKSly/fp1mT59ulStWlV53dy5c0fMzc2V9zJbW1ulzhEREdK0aVNlop3CjucXjeWoqCjlOWtrPLdo0UImTpwop0+fLtJYTk9Pl5ycnBeOZ22M5VOnTimPqw/jWRd1Tk5O5nt2nho3atRIDhw4ICKitTo3bdpUTp48yc/mYlTnwo7ly5cvK59NhRnPr3pYtxqb5WIo92U0LCwslBeAtbW17Nu3TxISEqRRo0bStGlT2bVrl0RGRoqlpaWkp6dLenq6WFlZKS/gXbt2SYcOHZQvGupzxdSXCencubMMHDhQfvrpJ2nfvr20adNG7t27J2PHjpV27dqJSqWSGjVqyBdffCE7duyQ999/X0aNGqX8ej9gwABlivz//e9/4u7uLiLPZjs1NjbOd26E2pEjR6RXr15iZGQkFSpUkNatW8sXX3whR44cyXd4759//injx4+Xzz77THnDyevevXuyd+9e6d27t3LeyKVLl6R79+7KrIRTp05VGt7s7Gz59NNPlV+fcv8yOHr0aKlcubK0atVKWrZsKSYmJtKhQwdl9tNvv/1W6tWrp+ytVL9BpaSkSI8ePWTQoEGSnZ0thw8flvr168vDhw9l9+7dYm9vr3wJPXv2rFSoUEEuXbr0who3a9ZM+UXy2LFjhapzYWqs3mass2ad27dvL8eOHSt0jUWkUHW+ePGilC5dWjn8tEKFCrJt2zYJCwsTGxsbqV69urLnLCIiQqysrJTtY2FhodR527ZtEhAQIPHx8ZKeni7Hjh2T2NhYefDggbi7u8uyZcvk4cOH0r9/f2XP/MmTJ6VJkyZib28vZcqUkQ8//FB+/PFHuXHjhkyfPl3atm2rHArcr18/GTBggIiIrF27Vho2bCh///23dO3aVVQqlZQrV07ZfgWd5+Th4SGenp4yceJEOXHihEaNMzIy5Pz587Jw4ULx9fWVli1byo4dO/LVWH2e0WeffSb29vZSqVIl8fLykjt37oifn59MnjxZRJ5dzkh9ea+nT5/Khx9+KCNHjlTqlXvW9f/973/i4+MjXl5eMnHiROWQui+//FK8vb3z5fDPP/9I/fr1ZcGCBSLy7Jq76tf4zz//LA4ODkqNo6Ojxc7OTlJSUuTmzZsazZa1tbXs3r1bLly4INWrV5c6derIjh075MSJE2JpaSkpKSmSlZWlMZZ37Ngh/fv3lzt37ojIsz0N58+fl/j4eElJSZHmzZsrzVCPHj2UPadXrlyRXr16SYMGDcTQ0FB8fX0lODhYORqlV69eEhsbKwMGDFBOy9i4caM0atRIcnJylOufly9fPt/2yHsOsq+vr/j5+UlAQICEhITIpUuXNM7zf/LkiWzfvl369+8vAwYMyPdFMCcnRy5cuCDffvuteHp6iomJiVSrVk259FXnzp1l0qRJIiLy+eefK3XOyMiQwMBAGTRokFL3p0+fKke2/Pbbb+Lv7y/9+/eXhQsXKl/Wli5dqpz+kdujR4+kVatWMn78eMnJyZE9e/ZI/fr1JTMzU3bt2qVR57Nnz0rFihWVOr9oPFerVk127Nghx48fL9RYFhGtjec2bdrI3bt35f3331cu3/KysZy3xiLPrp3dqFEjqVatmnz55ZeSnJysvA++zlj29vZW3m/0YTzros58z85f49OnTyufudqo8+nTp8Xe3l4uXbrEz+ZiVOeijuWX1Tk6Olrs7e2LdO53QdgsF2ObN29WDoM4cOCA1KpVSzm8bv369cr5BMuWLZP27duLyLNDPOrUqaMc1rBnzx5xdHSUkJAQ5fCx3NauXSsVK1YUS0tL6dKli3J+xJMnT+TatWuyY8cOGTZsmNjb24uhoaGYmZnJ119/rdy/cePGsnHjRhF5dikI9XljFy9elBEjRihN+vMmVenfv7906dJFPD09xc3NTZo3by7Dhg2TVatWycmTJ/Md6pF7qvqCXL16Vbp16yZbt26V7OxsGTZsmDJInZ2dlXOGRETatWsn06ZNk/T0dLl//77cunVLeWOKjo6W6dOny2effSbff/+9xuQAx48fF0dHR2XPZ24TJkxQapaZmSkdOnSQrVu3Sp8+fWTKlCnK8sDAQGnevPlLazxr1izljeVFdf7666/FxsamSDUWYZ2fV+fC1ljkxXUeN26cNG/eXFatWiUdOnQQkWfnj1avXl1pLmbMmCFz585Vnu/06dOVa+uuWrVKY3K35cuXS40aNfK98WdkZMj48ePFwMBADA0NpWHDhhIeHq7cfuvWLdm5c6d89NFH0qZNG3FwcJASJUpI9erVZdWqVUpc7dq1lR9nmjdvrlxfOywsTD788EO5c+eOnDlz5oXnLU6bNk1MTU3F1NRUOnbsKOvWrZOrV6/mmxyvMA4dOiT169eXzz//XLKysqR9+/ayZMkSEXl2OHLuS2+0b99epkyZInPmzBEPDw9p0KCBDBo0SGPyq7xfIjZu3Ci1a9cucKKRYcOGKYfgxsXFiZubm0RHR8v777+vHHEhIjJp0iTlsLF169ZJx44dlW1Ws2ZN5ZywZcuWyezZsyUnJ0fmzp0rXbp0EZH/r7F6DPz0009StWpV2bt3b77z4rKysmTu3LliamoqKpVK2XOqFh8fL0ePHpWFCxfKu+++K5UqVRKVSiU2NjayYsUKERGpX7++sue5RYsWyjVFIyIi5JNPPlHOQT506JDGIXK5/fTTTzJ16lSpXbu22NvbS9u2bWXmzJnKddJzb+e8l4rL6/Tp09KyZUslv+zsbOnVq5dMnTpVRPLX2c/PT8aOHStjxowRBwcHcXZ2Fh8fH5k/f75ydEfex/r111/F2dk53/l/IiIff/yxMofDkydPpEmTJnL48GEZMGCAslcnJydHmahGXbMXjec5c+ZITk7OC8fy5s2bxcXFRU6ePPlGxvOLxvLIkSOVo3xOnTr13PMWV69eLSVKlND6WBYRvRjPuqwz37MLrrGIduo8ceJEadGiBT+bi2mdC1tjkZePZ/WPE6+DzXIxdvLkSeUX3c2bN4uXl5dyjd8JEyYoX8rOnTsndnZ2cvbsWWnSpInMnTtXWceAAQOkYsWKYmBgIC1btpQPP/xQQkND8x2/f/z4cUlISCjwjenhw4dy/vx5Wbt2rfTr109sbW3FxsZG2rVrJ1OnTpX9+/fL06dPpWnTpsoXnpycHKlYsaKcO3dOQkND5ccff5Q7d+7ke9x9+/bJxIkTJScnR6KioiQoKEjatm0rDRo0kHbt2klgYKBs2rRJ43qcaWlp0qpVK5k3b16+yRhERN577z1lYqqwsDBp2rSpbNu2TWxsbJSYyMhIKVWqlISGhkrv3r3FwsJCrKyspF69ejJq1CiNmQrzSklJkd69e0vVqlVl9uzZ8scff0hWVpb8+uuvYmtrq3E9u40bN4qJiYmoVCoJCAiQiIgIee+996R+/foSFhZW6BpnZ2crk24VVGcbGxtRqVQvrXFSUpJkZ2ezzi+pc1FqXJg6//jjjzJq1ChJTU2VxYsXS+fOnZUPiU8++UQGDRqk/OK6Y8cOcXV1ldTUVPHy8lI+FEWezXRcvnx5+fTTT2Xz5s1y5coVjR8Vzp07J1u2bFEOUSroB4ezZ8/Kt99+KwMHDpRmzZpJy5YtpXfv3jJlyhQZOnSoHDlyRJKSkqROnTrKuUGPHz+WatWqyZUrVwp9ntOuXbvEz89PDA0NpXz58jJw4EDZtWuXxMTEaHyhSE9Ply+++EL27duX78ee1NRU8ff3Vw47XrRokbRt21Z+//13jV/Sr1y5IiYmJtKqVSsxNzeXjh07yvvvvy9VqlRRmkr1L9Y5OTlKA/jPP/+Ih4eH9OvXT44ePar8WHLt2jVxcHBQriCQnZ0tEydOVA6n/vLLL+XJkycyZ84cqV69unK4Wnh4uHz66afy5MkTZSZq9bmPn3zyibz77rsi8uxoBCcnJ7lz5454e3vL7NmzlecyYMAA5frl77//vsydO1ciIiI0DrF7/PixHDhwQO7du/fcOt+4cUPCwsJk2rRp0qlTJ6lTp454eHiIu7u7bN68WZ48eSIeHh7yv//9T6mDnZ2dXLx4UUQKdw6yyLO9uUOHDpUqVapIlSpVpHv37rJs2TI5cuSIcmRKWlqaDBkyRDZs2KC8v6llZ2dLv379JDQ0VHlv2rRpkzRv3lwOHDggFSpUUGLPnz8vJiYm0qRJE7G1tZVRo0bJpEmTlNlja9eurXwRzV3nhIQE8fHxkRYtWih7wnNyciQyMlLs7Ow0xvOXX34pFhYWymy0t2/fVuYsUB/a97LxPHDgQCXueWN54MCB4uDgIN7e3lofz127dhVvb2/56aefXjiWRQp33uLu3bvF19dXK2M5IiJCqfPixYuL9Xh+23W+dOkS37OfU2MReSN15mdz8apzUWtc2Dq/LjbLxUzemd7UhxLcuHFDypQpI3379pVJkyaJpaWlMoFRenq6BAYGSvv27cXMzEw2b94sN2/elIULF4qjo6O0bdtWypQpI8OHD5c+ffqIu7u7tGnTRj777LMXXqC7oEsVpaenS0REhCxatEg5t0D95Ue9F+2nn36SgQMHipOTk4g8+1XpRRM5qX/FVb95ZGZmSlhYmAQEBEiTJk3E3d1dunbtKrNmzZIzZ87IlStXpEePHuLt7S21atWSbt26yfr16yU2NlZ+/vlnMTQ0VH41T05OlsGDB4uBgYGULl1avvrqK/nkk0+kTp060q5dO2nevLm4uLjIokWLZOnSpeLj4yMmJiZibW0tmzdvFpGCf9mMj4+XUaNGSdOmTcXT01Osra2lTJky8vHHH+eLvXbtmowdO1ZsbW2lVKlS0qZNG41zXvPWuF+/fjJx4kQpU6aMfPPNN8qkO1lZWQXWecGCBVKyZEmxsLAoco1Z5+fX+Xk1HjNmTIEfdHnr7OPjo1Fn9V7C3377TczMzGTOnDmydetWsba2ViZgy8rKksTEROnatauMGjVKzM3N5ezZs/LkyRPZsWOHGBgYiEqlEjc3N2nYsKF07NhRZs6cKaGhofmakJfJzs6Wq1evyty5c+W9996TWrVqSWhoqHIobNeuXWXYsGGSkJAgn3/+uXJ5F/V5Tr6+vgWe56Q+fEv9ukpLS5OVK1cqDU21atVk4sSJymkNhw4dEgcHB2nevLkMGDBAli5dKsePH5fk5GS5fPmyGBkZKY3a3bt3pVOnTlKmTBmpUaOG7N+/X3744Qdp3ry5WFlZyfDhw+X27dsi8uwX/cTERNm2bZtUq1ZNGjdurMykqpaTkyOhoaFSs2ZNsbW1lW7duknHjh3FxsZG3nnnnXzbbMWKFdK6dWupUaOGmJmZSeXKlZUZq9XUe+mio6PFzMxMxo4dK8uXL5cyZcooE3M9fvxYBg0aJH379pXSpUvLb7/9JvHx8bJx40axtbUVV1dXKVGihLzzzjvSrl07adGihQwZMkSCg4ML/KX9ZR49eiSbN2+WwMBAqVWrljKHwcCBA+Wdd96R6OhoGTNmjHKpJrVDhw7JgAEDCjwH+ZdfftGoc3p6umzevFm6dOki9vb24urqKkOGDJGQkBA5cOCAeHl5SdOmTaVNmzYyduxY2b17tzx69EiOHTsmJUqUUMZyTk6OPHr0SHr06CEmJiZia2srmzZtUg6lLlOmjAQGBua7FEhkZKR4e3uLk5OTMmFhbtHR0dK+fXtxdXWVtm3bSr169cTKyko5JD23vXv3St++fcXR0VFKlCgh9erV07h8lkj+8Tx79mzZtm2bxnh++PBhgWP5l19+kYoVK0r58uXfyHju1auXVKlSRTky5nljWeTF47ls2bLKF82srCytjWV1nYvjeM59VFJxqzPfs99MnfnZXPzq/KIad+3atcDvYIUZz69KJSLyaldopjdh3rx5yMrKQuvWrVGvXj2Ym5srt/3yyy+YNWsWHj16hMePH2PdunXo0KEDACAhIQHTp0/Hzp07YWVlhaSkJIgI5syZA3d3d0yZMgUXLlzAqFGjUK5cOfz++++4dOkSUlNT4ejoiMePH8PJyQlVqlTBjRs3kJCQAFdXV1y4cAGmpqawtLTEH3/8gX79+sHCwgI+Pj6wsLCAjY2Nkt9vv/2GgIAA3Lx5E97e3hgxYgTeffddZGVl4c6dO1i+fDk2bdqE+/fvw9PTE4mJiUhOTsbatWvRrl07ZGZmwtDQEAYGBso6ExISEBYWhl9//RVnz55FyZIlsXz5cjg6OuLSpUs4ceIEIiMjce7cOVy+fBkVKlRAy5Yt8dVXX8HOzk5ZV3h4ONavX4/ff/8d1tbWGD16NBYsWIAePXpgwoQJsLCwUB7zzp07+Oijj3DkyBHs3bsXNWrUgIeHB/z9/dGvXz84OzsrsUePHsXp06dhZ2cHa2treHl54eDBg4iMjMT9+/fRokULdOvWDQCQnp6O1NRULF26FCVKlECrVq1Qv379fDWePXs2Hjx4gDFjxmDlypXKBeZfVOfRo0cjIiLihTX28vLC48ePER8fDycnJ9Y5V51//PFHDB8+vNA1NjAwwIEDB15Y519++QW1a9dGtWrVYGFhAUNDQwBATk4OvvjiC2zduhX37t3Du+++i2PHjmHVqlVo1qwZAODIkSMYM2YMzpw5Ay8vLxgZGeHKlSto164d7t27h2rVqsHb2xsnT57EwYMHYWRkBBcXF3h7e6Nu3brIyMjA1atXYWNjAxHBtWvXUKVKFSQlJSE2NhZOTk6Ijo5G27ZtYWVlBVtbW9y+fRutWrVSnvfq1asxZswYPH36FPb29hgwYAAmT54MMzMzlChRApmZmbh69Sr27duHsLAwZGRk4OOPP0b37t0BANnZ2QCgPG8AuHv3LlatWoUNGzYgLi4OvXr1wtKlSxEfH4+9e/fiwIED+Oeff2BpaYmEhATcv38f7u7u+OGHH2BqagoDAwNcunQJmzZtwqFDh3Dz5k0kJiZi4MCBWL9+PW7fvg0LCwsYGRkpj5mVlYXDhw/Dz88PX331FY4cOYKBAweia9euUKlUAAARwaZNm/Dzzz/DwcEBDRo0gJ+fHxITExEXF4f4+HjUrFkTderUwb179xAdHY0KFSqgXLlyOHDgAMzNzeHu7g5HR0eYmpoqj/3tt99i4cKFSEpKQnZ2NrZs2YI2bdoAAK5evYpPPvkEu3fvRp06dQAAcXFxmDp1Khr9X3vXGVbVsXbfA4j0qlgoUqSIHRUVVIiKir1gwa4oRizYYsVeYg+WaEzsBXtJNGrsLSIodqNcFbAX7IhKO+v74bd3Tt9zFNHorOfJc68wnLNn1n5nZs1bplo1iomJISKisLAwevnyJR0+fJiePXtGNjY2VLZsWfLz86O3b9/SrVu3yMnJiV6+fEm3b9+mMmXK0O3btykzM5OcnZ3p8OHDVL58eRo6dChZW1tTamqq+H3btm2j77//np48eUJVq1alcuXKUUhICFWqVInc3d2pcOHCRESUmZlJf/31F23bto0MDAwoIiKCgoKCxPcZgBLPjx8/pvXr19OWLVvo6tWr5OfnR+PGjaN79+7R8ePHKTk5mV6+fEm3bt0imUxGDRo0oNGjR5OdnR05ODgQEdGrV69o8+bNtH37dkpKSiJDQ0Pq0qULzZ8/n+7evUuWlpZkZGREcrmcZDIZyWQyunz5MgUGBtKgQYPozz//pP79+1O3bt1EnoU59siRI+J6FxwcTFevXqXk5GR6/PgxValSherUqUPv3r2jtLQ0MjExITMzMzp27BiVKlWKPD09ydLSUs2eN27cSA8fPiQioj/++EPSlqOioqhatWo0e/bsfLHnhIQE8vHxoS5duhAR0cWLF0V7VrTlsmXLUmBgIEVERFDp0qXJ1taWiEinPeeHLT958oSqV69OixcvJjMzM7KwsCAi+uLs+ezZs5+F56ysLCpcuDCVKFGCz9kKHC9cuJA6d+5MXbt2zTeeExMTyd/fXyvHfG3+8tdmBwcH+t///idpz+7u7pQf4GL5C0J2dja1bt2a7t27R1ZWVuTt7U3VqlWj6tWrk6+vLxkaGpJMJqMrV65Q+fLl6fnz52RtbU1ERH/++Sc1adKEUlJS6ODBg+Tu7k6lS5emUqVKEdF745g2bRqdO3eORo8eTVWrVqWEhAT6+++/afPmzXTq1Cnq1KkT2djYkKOjI927d4+ys7Np6dKl1LRpU7K2tiZLS0t6+fIlrV+/nmrWrEnOzs7UuHFjatKkCdnb24v9uHz5smhAQUFBVL58ebKxsRF/Hx8fT1u3biVTU1Nq06YNVapUiYjeG4VMJqPHjx/TvXv3qGLFikqC6vr169SlSxfy8PCg3377jczMzIiIKDU1le7du0cAaPXq1ZSZmUkDBw4kf39/pb9XHOe0tDSqUqUK3blzh6ytrUkmk1Fubi4ZGBiQgYEBPX78mKpWrUrt27enESNG0KhRo+jIkSOUmppKNWrUoO7du1NYWJhSv+7cuUOzZs2ihQsXkrW1Ndnb21NaWhoVKVKEoqOjKTIykiwtLXVybGRkRHgf8UFXrlyhihUrMvOsi+O///6b7t+/TwkJCdSxY0fOswrPzZo1o5ycHDp8+LBOjll5NjMzIzs7OyIiqlevHrVt25Zq1qxJjo6OZG5uTm/fvqX//e9/ZGtrS8+ePSM/Pz9RCBERpaWlkaurKx0+fJg2b95M9vb2FBoaSjVq1KAzZ85QTEwMeXh40MyZMyknJ4c2btxIu3fvpgsXLlCJEiXo8uXLFBkZSYcOHSIPDw+SyWT0zz//0I0bN6hy5cr05MkTsrKyoooVK1J8fDw1adKEfH19qUqVKuTr6ysKvjt37tDp06epY8eOJJPJqG7dutS2bVsKDAwkFxcXUUxpgsDz27dvKTs7mywtLZV4OnToEHXr1o0GDBhAw4cPF39+4sQJOnr0KOXk5NDNmzfJ0NCQhg0bRr6+vuLfA6DHjx9TRkYG2dvb04oVK8SNgTZ0796d3r59S3fu3KEnT56I3HTs2JFq164ttsvNzaU3b97Q4sWLKTY2lh49ekSWlpZUokQJqlKlCn3//fdi+3fv3pGfnx9lZGSQj48P1alTh6pXr05lypQhR0dHkslklJGRQcnJyVS9enV6/vw5WVlZkUwmo9OnT1O1atXo6tWrtGnTJipVqpQoWImI7t+/T+PHj6c3b97QtGnTqFixYrR37146ePAgnT59moiITp8+TT179qR79+6Rh4cHPX/+nB49ekQHDx6kOnXqUF5eHj148IDu379PzZo1I3d3dwoKCqLAwEClQ7rExESytLSkNm3aUEZGBnl7e1NQUJBSX1RtTOBX+N+XL1/S8+fPycXFRYmnS5cuUbt27ahJkyY0Y8YMMjIyogsXLtClS5dILpeTvb09JSYm0v3796lPnz5UtWpVNe6ys7NJLpfTsmXLaMeOHbR3716ljZ4ihg8fTtevX6fMzEy6cOECPX/+nBo1akT9+vWjhg0bKj1/eno6xcbGUmxsLGVnZ1PRokUpLy+PSpcuTf369aOwsDAqXLgwvX37Vqc9v3nzhm7cuEHp6ekUEhKixLMuWzYwMKDExMR8sec3b95QoUKFKCwsTKstX7x4kezt7em7774jImK25/yw5dKlS9PNmzcpPT2dIiMjqUKFCkqf/yXY8+fiOT4+nl68eEEDBgzgc7YKx+bm5hQREUEDBgyg9PT0j+ZZimO+Nn/Za7ORkRG9evWKyZ7zFfnin+bIVyQlJYmV8BRzOtevX48bN26gd+/eSgWG/vrrL5QsWVLj3bN5eXliDsCjR48wZMgQeHt7Y8mSJWKbU6dOITQ0FD/88INSKMSWLVvg5uYm/js7Oxtjx46Fubk52rdvj169eqF69eqoWbMmoqKisHPnTrFSc5MmTVCpUiXUqVNHqZCTprvOFMNyASAqKgoTJ04E8D4UQ7F63tatW+Hl5QVAc/hwyZIlsXLlSjFPUC6XY9GiRfjuu+/Qrl07MUd1yZIlCA4O1njHp4CZM2eiVatWYqXVFy9eYO/evQgPD4e1tTVMTEzQvHlz7N27F69fv0avXr0QHByMbdu24dWrVzhz5gxWr16NsLAw2NraYvz48eIzaeN448aNYi4ZK88sHD98+BAHDx5E27ZtOc86eJbiGIBePCvm+hUtWhTdu3fHH3/8gUePHonjoMrzgQMHND6zYj5PSkoKmjRpgpYtW4qhTcD7nM7p06fD2toa48aNAwAxXPWPP/6Ak5OTyP2DBw/ESuhly5YVr/EZNmwYNmzYgOTkZKXQdNa8RQHCsw4dOlQMhRL6IHzuxIkTUa1aNa3cuLm5Yc6cOUoFiA4ePIhJkybhp59+EiuYrlixAuXKlRPHQvFdEt6fSZMmISQkBCkpKdi9ezdiYmJQp04dlCxZEhUrVsSoUaPEnPnhw4ejUqVKGD16NC5evIh169ahZ8+ecHJygpOTk5i7KnzH0aNH0bNnT7i7u8PDwwOtW7fG/PnzcfLkSTx9+hS9e/dWurN83759KF++vNY5W0jHuXPnDjp16oSAgAAcOnRIbJOSkoLVq1ejYsWKGDNmDIB/7x/+/fffUapUKbFt586dIZPJUL9+fTRp0gQBAQFo164dZsyYgb///lutgJdiX7TlICtC+Pvo6GixwIuqPS9atAjlypXTyDEAODs7Y/HixUrv0aZNm9CjRw8MHjxYDD/ctm0b3N3dceHCBfG7VXmeNm0agoKCkJGRgStXruCXX35B3bp1YWRkBGtra0RERODKlSsAgAEDBqBGjRpYtGgR7t69i7/++guTJk1C9erVUbRoUXEOFeYubfYs5I4LPAvttdmyMEb5ac916tRhtmXVvkjZc37YMvDfseeC5nnhwoWwsLDgc7YGjhs0aIC8vLx855mvzV8Wz6y2rC/P+QUulr8gqMbgq+Z0+vn5oXnz5ihcuLBYmRh4n78QGRkpfobwOYJgefPmjbgpk8vlmD9/PkJCQsQiTQBw7do1NGjQAMHBwTh8+DCA93f6DhgwQOmZHj58iOjoaDg5OWHs2LHYvHkzhg4dKoq+Bg0aYODAgXjy5IlWQahayEkVdnZ2avdojh07Fr169UL79u1Rrlw5tG7dGmPHjkXr1q0RHh6OqKgolCxZEkWLFhUngrdv3yI2NhYGBgbo0KEDatasCUdHR9y4cQPHjh1DyZIlxb4Kd5oC/xrwzJkzUbNmTY0G9/DhQ+zZswf169eHTCaDnZ0d7O3txVwPRTx58gSjR4+GkZERTpw4ofQ7bRxPmTIFFhYWYvEEQDPP+nAMcJ618VyjRg2151Pl2MHBAWvWrEGJEiUkeRbuYhWQlZWFRYsWoVKlSpDJZPDw8MAPP/yA+Ph4WFtbKwmhpk2bomfPniKXQr66AIHzjIwMtG3bFlWqVBFzUAUcO3YM9evXx+jRo8Wf1apVC9HR0UrtLly4gLCwMHTo0AErVqzApEmTUKVKFZQpUwZNmjQR8/OEAyNNfVHNc1KFhYUF/vzzT6Wf7du3D/Pnz0e3bt1Qs2ZNTJkyBXFxcVi8eDHGjx+PFStWoF69eihZsqTY3+zsbGzYsEHMiy9XrhzCwsLEO3PNzc3x008/aXwGAKhUqRLmzJkj/vv169dITU3Ftm3bxIJVjo6OqFq1qtL9uopITU1FgwYN4OnpibS0NLU5Ozs7G+vXr0fz5s3h5OQEX19f9OzZE6ampkpFRpo3b45evXoB0DxnA1DakA0dOhS1atVSKyx3/vx5BAcHo3PnzmKFd1V7vnnzJrp27YoaNWpg7ty5WLJkCdq0aQN/f3/xkGvu3LlqV7mp9kUxB1m4BkcR1tbWSkVlli5ditGjR2PRokVo1aoVvLy8MH/+fAwbNgx9+/bFtGnT0KhRI/Ts2RNeXl6iPb979w5Lly6FTCZDcHAwypcvD39/fzx+/BgPHjxAiRIlxGviBCjadKVKlTB79mzxd7m5ucjJyUFSUhLmz5+PgIAAyGQylChRAsWKFRPnBkXcv38f3bt3h62tLS5duqR2YKfNni0sLCRtWXgmxXEGPt6eWWx527ZtapWv9bHnD7Xl/v37o3///vD29v6i7flz8sznbHWocgx8PM+qxUL52vzl8ayN49q1a+PPP/9EqVKlmOw5P8HF8hcIxc2TgGfPniEuLg5NmjQBEaFYsWJYsmQJ5HI57O3txZN2xVObdu3aoXbt2mJxJW9vb3To0EFM5heuIRK+682bN4iKikLlypWxfPlyGBkZab3Ie9myZQgNDRWLH1y7dg2//vorevXqhdq1aysVKpMq5AT8O8ls374dVlZWShPA9u3bIZPJ0KlTJ/Tr1w9Tp05Fv3790Lt3b8hkMjRr1gydO3eGl5eXeK9kXl4e1q9fj9q1a2P69OkA3lca9PHxwYoVK/DixQuUL18e7dq1U5rshLF7+/YtKleuLN7llp6ejnv37uHcuXNYsWIFFi1ahLZt24oFDYhIvL9Y+BxFkZ2bm4tSpUqJRdl0cdylSxd4enqCiBAWFobDhw9r5Vlfjj8Hz5MnT1byBAmcWlpaKgmCz8WzsLmW4lgmk6Fjx45KHkIpnlUXUwC4e/eueE+hoaEhiAiLFi3CzZs3IZfLYWdnJ1aHFKrGxsbGol+/fpg0aRImTJiA5s2bY8KECRg4cCBkMhnCw8PF7xMgeC+Dg4Nx4MABGBkZaVw0b9++jfbt26NJkya4fv06cnJysHXrVnTq1Ak+Pj6oVKkSsrOzJftSqFAhdOzYEenp6eJ7sX37djg4OCjxvGHDBpiZmWHQoEGoUKECWrRogdatW8PHxwdGRkaoVq0a3NzcYG1tLd6nm5eXh+3bt6N27doYOnQo8vLysHLlStjZ2YmbkdGjR8PMzAx9+/bFgQMHxGuEnj9/jsmTJ8PFxUU8UBKe5+LFi7h48SLGjRuHkJAQWFpagohQv359JU4VK8hfunQJJiYmOHDggNgmLy9PbWwePXqE2NhYVKxYEUSE0qVLY9euXaItC3eJK372sGHD0KJFC4wcORLdunVD1apV0a9fP/EuTcHLoWjPycnJaNy4Mfz8/LBt2zYYGRkhISFB6VmysrIwevRoNGzYUDywO3bsGEaPHo0GDRqgevXqIme6+lKrVi3Y29sjJCQEqamp4nNv374ddnZ24rhu2bIFBgYG6NWrF0JDQ9G/f3907NhRPHgKCgpCrVq10LRpU9StWxejRo0S+7R582bUrl1b9L7s27cPjo6O4nVX8+fPh4mJCRo0aIBVq1YhNTVVHIehQ4eidOnSeP36NbKzs/H8+XM8efIEe/fuxZ49e9C3b1+EhobCxsZGbc4W5mShT48fP4adnZ3SfaO6bKBo0aIgItSsWROnT5/WassAPpk9s9qyVF8U7VmIJvgYWxauCxw3bpzI85dsz5+L54Kes42MjMQ5W3Ft/lLm7FKlSikd7uQnz9/S2mxkZITw8HCkp6crzdlFixZV2mt/6WuzTCZDly5dxGsXWXjOL3Cx/AVCIP3Ro0c4e/as0sbo3Llz6NatG2xsbGBlZQU3NzdYWFiIBizgzJkzkMlkMDY2RkhICH7//Xfs378fq1evxvHjx7Ft2zZcu3ZN/D7FDf+UKVNgZWWFKlWqaPScAO9f6AULFsDHx0fphCwjI0P83JycHJ2CsEKFCqhQoYLSs9+6dUvtJb9x44YYPqx4h5xi+LBw12GdOnXEyoPlypVD//79xXAQAGjdurV4r+iGDRtgamoKLy8v/Pjjj2KV2WPHjqFnz54oW7YsoqOjUa9ePbRo0QJWVlZwdHSEu7s7ypYtiz59+uD777/H5s2bYW5urlR1WjBgAa9fv0ZERIQYMqmLY+B9WE7x4sVRokQJ+Pj4wN3dXY3npKQkvThW/F+g4HiuWLEiqlWrpvTsd+7c+WJ4tre3R3BwsCTHiYmJsLKy+iCehRBv1XGaNGkSjIyM4OLiglatWqFp06ZwdHQUvYQA8Pfff0Mmk8HR0RFlypTB4MGDMX36dHTv3h0TJkzAzJkzRQGkGgXx9OlT9OnTB46OjhrvGlSMTOjbty+CgoKU+vfw4UOxoq6wGGvry6FDh+Dk5IQZM2aIP9u5cydWrFih1O6PP/4QQ9HkcrnGULTc3FyEh4ejT58+4t/VrFkTvXr1EsXR27dv0bhxY/E+8IcPH6JPnz4wNjaGnZ0dateuDX9/f5QqVQq+vr4YOHAgBg0ahL59+6Jq1aooUaIEXF1dYWZmhuDgYNStWxd9+/aFmZmZkrdR9aq158+fi2HWAoTfv3jxAqmpqUpjc/jwYdSpUwempqZwdHSEv78/7O3tcfXqVaVxOXXqFGQyGaytrVGtWjXMmzcPq1atwsSJE7F69WosX75c7SoVAVlZWfjhhx9gb28v3gWs+DuBt5iYGFSqVAkrV64Uf//s2TNRXCv2VVNfgPebGG9vbwwZMkTcYJ8+fVq8AxR4f2ezYoi4EAqoGiL+/PlzDBkyBK1btxY3SX5+fujbt69S2F6LFi0wa9Ys8bOmT58ONzc3FC1aFB4eHnBxcUGxYsVQqVIl9OrVCx06dECnTp3g7OyMYsWKwcXFBQ4ODmjTpg1atWqF2bNnw8zMTOmOalWeX716hU6dOmHatGlqPGuyge3bt6NUqVIwNjZG2bJlNdoy8OnsWR9bVuyrLnt2dnYW7XnXrl3iNWMCWGwZeL9x79mz53/Onj8HzwU9Zzs6OirN2bt27VKaH4DPN2evWrUK27dv/yQ8f2trs2DLQttdu3YhLi7ui+CZ1ZY3btwIa2trve05P8DF8hcIqZzOrKwsxMbGonjx4mLOlbe3N0JCQrBgwQLcunUL58+fF0/z/f39UaNGDcyfP1/MhxWg+JIp/v9FixbB1tYWPXv2xMOHD8UNV25urlII3rp169C4cWMMGjRI7WJzTYJQ+Nm5c+cQFhYGAwMDGBkZKU3OmoQdS/jw6dOn4erqitatWyMwMBBFihRRElDPnz+HnZ0dEhMTAbw3sg0bNqBWrVooVqwYLC0tYWZmBhsbGwQEBOCXX36BTCYTPbTnz59X2sAJOHv2LGQymXhqpgrh5K9atWpYunQpE8fAe5FXqlQprF69WiPPe/bswYABA/TiWPXfn5rnhw8fYtKkSbC1tYWZmRmaNm2KpUuXIiUlRW2cgILnuUKFCkwcAx/Hs67coNGjR8PDwwM9evRApUqV4O7ujg4dOmD69Ok4cuQI1q1bB29vbwQGBqJ3794YPnw4Dh06pJZrqgphwfzf//6H9u3bw8TEBPPnz0dmZqZS3xSjAwYPHozSpUtjyZIlap+vqS9CvvyLFy8QFxeH6tWri1eYHT16VOuzsYSirVq1Cubm5pgyZQoiIiJgamoqHtAA78Wcg4ODGBUh9PfatWsYMWIEgoOD0bx5cwwbNgzr16+HTCaDiYkJKlSogHnz5mHv3r1ISkrCy5cvRe/ZyZMnIZPJsGbNGjU7EsbgzZs38Pf3V0qFkcrbzczMxODBg+Hg4IDmzZujfPnyCAoKQmRkJDZt2oSHDx/iyJEjaNy4MZo2bYqWLVuiffv22Lx5s1rIszZ7fvXqFYYPHw5jY2OMHDkSjx49EtsIV6MA7+8Rrl69OqZOnaqxtoA+OciKmzLVCAuWEHEA2L17t3i1YbNmzWBpaSluuoD3PBcpUkSsQyB8Z2pqKubPn48ePXpgwIABmDNnDnbu3Cnac0BAAH7//XecO3cOz549w7t370TRnpiYCJlMhmnTponzhOoYZGVloVq1akqHPVL2/OrVK7Rv3x5FihTRaMvPnz/Hjh078tWeFetPsNqyrr68efMGe/bswbRp09CgQQOUL19ebK/4OcLzsIaV/hftuaB5Lsg5+9GjR1i8eDHKlSsHBwcHjdetKdp0Qc/ZycnJohj9FDx/7WuzkH5y+PBhjB07FlFRUUo5yNnZ2WrX7wFf7toMfLg95wd4NewvGPb29hQXF6dWwVMmk9GmTZsoISGBJkyYQKmpqXTixAlKSEiga9euUUpKCu3fv598fX3p2rVrdO7cOTp9+jQlJibSixcvqFSpUtSsWTNq2bIlubi4kPAKCBWKnz17Rj4+PnT06FEaPHgwOTo6UqlSpej48eMUGBhIt27dosuXL1PFihXp1atXdOzYMXJxcaG0tDTx+Yj+rVzXr18/KlasGI0bN04sWd+0aVMyNjYmHx8f+u2336hdu3bUoEED+vHHH8nW1pb69+9PzZs3VxqPt2/f0rBhwyg+Pp4GDBhAkZGRdOrUKapSpYr4vb///jv9/PPPVLFiRWrbti35+/sT0ftqqkuWLKGFCxdScnKy0uc+fPiQ4uPj6fLly2RmZkYlSpSg0NBQunPnDi1dupQePXpEaWlpZGRkRM2aNaMGDRqQn5+f+Pdnz56llStX0o0bNyg1NZVsbGwoJCSEwsLCxIqf9+7dIzc3N3r27Jl4ZYY2jgWeN2/eTAkJCTRnzhzKyMjQyPPu3bupcOHCTBwrVq4tKJ67dOlCd+7cIVtbWzp16hRlZWVRRkYGWVpaUp8+fSgmJkbpOqeC5tnFxYU2bdokybFcLqeLFy/S8uXLP4hnS0tL2rhxIzVu3FjpmeRyOc2fP5/i4+Np48aN9ODBA/rzzz9pz549lJaWRhYWFlSkSBGaMmUKXb58mXbt2kXJycmUnZ1Nbm5u5O/vT/7+/lS5cmWlqt3COAnXkRARzZw5kzZt2kRt27alIkWKUGJiIllbW5O1tTXFx8eTh4cHWVpa0rRp08jb25uuXr1KcrlcrQqyYl+E3/fq1YtOnTpFmZmZZGhoSMWLF6eEhAQqXrw4DRw4kPr06aPG8/79+2no0KFkb29PMTEx1KhRIzp+/DjVqFFDbDNlyhRasmQJ+fj4UL9+/cTruQDQsmXLaOrUqZSamkpE76++UbyWgojozZs3ZGZmRn/88QcNHz6cLCwsqHz58lSyZElq0qQJubu7K12LtmPHDho1ahTZ2NiQvb09VaxYkWrUqEFVq1alEiVKENH7aqi+vr6Unp5O5ubmSt9nY2ND69evF696U+Tit99+oxMnTtDcuXMpMTGRDh06RJcvX6ZXr15RVlYWrVu3jlxcXCg+Pp6OHTtGFy9epNu3b5OpqSn5+vrSd999R9999x0VK1ZM7bNfvXpFeXl5ZGtrS+vXr6dZs2aRsbGxWHE/JyeHTp06ReXKlSMDAwNau3YtOTk50e3bt5VsWVtfBJ43bNhAtra2dPXqVTp37hytWrVKfA4iUvuc//3vfzR48GB6+PAhxcTEULt27ejvv/8W7VX47mXLllFsbCyVL1+eevfuLVZrzsvLo6VLl9KsWbPoxo0bSjxnZmaK4y8837Fjx2jGjBmUm5tLJiYmZG5uTs2bN6cqVaqQp6en+FyHDx+mOXPm0Js3b+jdu3fk6upKQUFBVK9ePSpdujQREd2+fZu8vLzoyZMnSrZMpNmehWeIjY2l+Ph4io2N1WjLP/30E9nZ2dGePXvyxZ7d3NzI1taWbGxs9LZlxb40atSIDAwMaPTo0fTHH39QZmamaM9JSUlUsmRJtb8VwGLLRP89ey5Ingt6zo6IiKCLFy+K189NnDiR2rRpQ3/++SdlZGRQjx49yMHBQWl+KMg5m4gKhOevdW0WvicgIIBOnz5NxYoVo9zcXBo1ahRFRUXR0aNHaffu3TR37lySy+VEROLnfYlr88fy/LHgYvkLg/BS7dixg7p160YPHz4kU1NTje2MjIzo7t27ZGZmRvb29vT48WO6cOECXb58mQYNGqS0cVEUW6dOnaLk5GRRVFeqVElJ8BQtWpQmTJhARETr16+nP/74gzZt2kQymYwqVqxI0dHR5O3tTampqeTs7Exv3rwha2tr8vf312jAqoLwyZMn5ObmRtevX6djx47RkSNHaOfOneTg4EBNmjSh5ORk2rx5M61evZo6d+5MRKQ0YU+dOpVmzpxJnp6elJiYqHEDoPocsbGxtH37dmrfvj1FRUVRXl4eASAjIyN68OABWVhYKF2lIiA7O5uuXbtG58+fp8TERDpz5gw9f/6cSpUqRc2bN6fmzZuTi4sLZWVl0c2bNykpKYkSExMpKSmJnj59SqVKlaIOHTpQQkICXbp0iU6ePCmO9Y4dO6hr16706NEjjRwL329sbEx37txR4/nSpUs0ZMgQZo6JqEB5Tk9Pp1KlStHFixfp7NmzFB8fTy4uLnTlyhXy8PCgZcuWUefOncVn+Fw8s3IMgHJycujGjRtaeU5MTKSLFy/SyZMnRe527NhBffr0oVu3bindwasIYeOv2J9Lly7R9u3b6dy5c7R9+3ax7Z07d2jv3r20d+9etc2Zi4uLEs/Dhg0jLy8vioyMpIyMDBo7diydPn2a4uPjyd7enooUKUIBAQHk5+dH//zzD9nY2JCTkxMVL16cWrVqJT6Prr6kp6eTk5MTHT9+nPz9/SkjI0O8WmLz5s20a9cuatmyJU2ZMkWNw2fPntHo0aNp165d5OHhQUePHtU4PoobCyKidevW0a+//krNmzenoUOHKl0HFh4eTr169aJ69eopvVOvX7+mvXv30q5du+iff/6h3NxcKl26NPn5+VFAQABVqFCBbGxsKCMjg/bt20d//vknXblyhQCQq6sr+fn5UYMGDWj16tWUmJhIJ0+eVPr8HTt2UEREBN27d08jz8L94q9evSIrKysyMDCglJQUOnLkCF26dInmzp2rNGenp6eLd3Wqimpvb28lnqOjo8nFxYWGDh1KeXl5NHXqVBo/fjyZm5uTm5sbtW3blipUqEDXrl2j4sWLk4WFBdnY2FD9+vWV3jldfXn69Ck5OjpS5cqVycvLi6pUqSLeHarY3xkzZlD9+vWpSpUqon3FxMTQ8uXLycfHh06cOKGRY6L34ljxSqhffvmF1q9fT61bt6bo6GjKy8sjmUxGBgYG1LJlS4qIiKBmzZopPfvbt2/p1KlTdOzYMTp//ry4Rvr4+FD9+vWpTp06VKxYMXrz5g2dOXOGjh49SufOnaP79+9T4cKFycfHh1q0aEG7d++ms2fPijwrztu67DknJ0ecc1Rt+fz587RlyxYlO/gYex4+fDj98ssvVKRIEWZb1tWX9PR08vLyorVr14pXFLZu3ZqaNWtGkydPFsd479695O3trXQfPastE3159pyQkEDx8fGflef8mLNbtmxJAMjAwEBnP9LT08nNzY1OnDhBlSpVoj///JPmzp1Lt2/fphIlSlB6ejo5ODjQmjVrxHdQX57zg2MiyjeeV61aRYmJiRQfH680z0VGRtKtW7e07sG+xLW5ZcuWlJeXJ141qqsvy5cvp9mzZ1OXLl3o8uXLdOXKFZLL5ZSamkpVqlShffv2kbGxsVq/v8S1mYj0Xp/zDfnqp+b4IOTm5uLs2bNKP9OUu6sIIeyiUaNGWL9+vdZ2Qpjd7du38eTJEwDvw2X37duHuXPnqrXXVKH43r17GDNmDHr06IHatWujYsWKGD16tFoRGU3fq1iwSwht2bp1KypUqCCGj/3zzz8wNjYWc0kBoH379ujZs6dSGIqu8GEBQvv09HRcvHhR/PmCBQswZ84cpYrRQmhIw4YN1XI3VL8PeB/meOHCBfz888/o2rUr/P39UaRIETXuNLWTyWRYu3atUjtNebuKUCwCpotnfTkGPo5nxXFRLdilyPO6detQvXp1sQ9yuRz/+9//YG9vj9zcXKxZswZGRkZq41eQPLNyfO7cOaa2MpkMW7duVWqnKW9X9RmEZ+zQoQMOHjyosZ3As+JzXLx4ERMnTkSrVq00/o2mapeJiYmoVq0aqlatiq5du2LgwIHYvHmzUjin4rNJ9WXz5s3w9vbGixcvNI7R0qVLYWhoqJTTCugORVNFVlaWEqcTJkxQym0XPuvOnTswNDTEjRs3NH6XgNu3b+PXX39F69at4efnhzp16qB169ZK4b+a2gUFBUEmk4kF7xShmrerCsFWWrZsiT/++ENrO4FnxdyzmzdvYtmyZRg0aJDGv1GtRH39+nV06NABzZo1Q4sWLdC8eXP8/PPPapVgAc3Xayj2Rfj9b7/9Bk9PT4wZMwahoaGoXLkygoOD0a9fP6xatQpXr17FrVu3YGhoKBarEZ5fNUT82bNnGvv86tUrpetWZsyYgfHjx4vvpiLPxsbGajyr9uXx48fYvXs3hg0bhkaNGomFB1XzxVXbBQYGarRlQHPuriKEMEpdtqzY54+x5wsXLqBKlSqoWrUqunTpotOWNUHoizCuc+bMQa1atQD8mwu4Y8cOWFlZiaH0WVlZcHZ2Fos2Cm0BNlsWPuNLsuctW7aoVQnXlLuriE/F88fO2br6IYzbrFmzxDxZuVwuphht27YNjx49wpEjR2Bra6u2ZynIOVuxjYD84BmAzrxdRXzJa7MAqb68fPkS7du3x/LlyyGXy3H48GGMGzcORkZGKF26NPz8/NC1a1elawy/xLX51q1bkm1Vec5PcLH8mXH27Fl0794dpqamsLS0VHrZNeXuKv77zp07MDMzEzdAqoW6AOgltlQrUQt5agJu3ryJrVu3YvTo0QgODoanpydq1KiBmJgYnDt3jln0Jycnw83NDbNmzUJycjIaNmyIwMBAyOVyMR/2559/VipUo5gXK2x0jhw5gsqVK6Np06ZicRhNucCaoG0MdY2PlBjV1m7jxo0ICwsTr2Bp3ry5zrxdqWdU5VkXx1LCVmijD8+Acg6k8IyqPCclJcHV1RXr168Xn7F///6oV68egPdFIJo0aSIWgVB83oLmWZ8DB21tt2/fji5duqB///5o0KABevfurTNvV9MzKi4mqlWJWRZtAForUasWwjh8+DAGDhwoHow0bNgQY8aMwe+//45r164hLi6OqS9paWlwdXVVu+JDEb1790ZUVJRanxXz32fMmIEqVapg+vTpalcpDR06FMuXLxfbZmZmKv2t8P9HjhyJmjVran0O1k2NpnYXLlzApEmT0KZNG6XP1JW3q/pzVZGnuBlT/TwpUS18pmolakV7Pnv2LObMmYNOnTqhevXq8Pf3R3h4OBYtWqTxWjddfYmJiUGbNm3E9+v48eMYMWIE6tSpI9pnnTp14OzsrPT3L1++FMVxXFwcKleujL59+yrlS2vKk9bV5xEjRsDf319rO9YDB23tli9fjoEDB2Lv3r2YOnUqZs+eLebIacvdVXw+KVtW/Dspe9ZWpVjRnnXZ8r1795Cdnc3Ul969eyM6OlqtLkWzZs3Qu3dvAMDGjRthY2Oj1mcpW1Ycbyl7FtoVhD03bdoUixcvRrt27TBgwACNV87o2oN9KM/a1uYPnbMvXrzI3I+OHTti1KhR4rh07doVjRs3Vmo7aNAgpfoC+TFnK1bYZuVYse2H8tyjRw/4+PgoHawL7TVdg6fa549ZmxXneMU5W7EStT48b9myBWPHjtWrL4cOHYKXl5dY0PDHH3+Et7c3tmzZgqFDh4qVrRWf8WN4VnSaCO3zy5a1tdW2PucXuFj+zAgNDUXz5s2xbds2DB48GH369MG2bdtQtWpVNGjQQOluTgHCZmX48OHw8/PT+tm6xFZOTg6zN1t1ocjKykJKSgrWrl2L/v37IygoCBYWFggKCmIS/XK5HJMnT4adnR1kMhlGjRqFevXqiSeiubm5CAkJwahRo8R/K4qj8ePHi58dFxeHrl27qj2noudU04aUdQwBtgMHXe06duyIWrVqYfDgwZg3bx6srKwgk8lgZWWFH374QUl4alpAhw8fjsqVK2v8ThZBzSJsVb8b0MyzlZUVevbsyST8s7Oz0b17d9SqVQt9+/ZFgwYN4ODggCNHjohtAgMD8eOPP4rjlx886zuGwncD0hzraturVy/4+voiICAAffv2RWBgIAwNDeHk5ISZM2eq8SCAReixLNosXmDF5xfw8uVLbNu2DT179oS/vz8CAgJQsmRJuLm5MfdlypQpcHd3x/Dhw3H8+HE8ffpU6fuCgoI02vPQoUOxZMkSAO+9itHR0UoeDwGaTuGFz1LEwoULsWfPHk1DqNR3KYGiq92GDRvw119/qXlHNR1WKv4OkBZ5UqJaygus+vwCMjMzcfLkSUyePBmtWrVCrVq14Ovri5EjRzL35datW9i1a5faZ79+/Rq///47IiMjIZPJMHXqVAD/XgEycOBA8d7j3NxczJw5U9yYq36Hqodc09wNvK+qrVjJWhWsBw662o0ePRply5aFq6srPD090ahRI6VCgprAKgD0EVsCNHm0WWy5fv366Natm2RfcnNzsWzZMo0C6eDBg/Dw8MCjR4/QoEEDDBkyBICy2Ga1ZUC7Pati8eLF2L9/v9bf54c9R0REoEqVKmjWrBk8PT0xe/ZspKWl4eeff8b06dPFQnmaRP/H8szqzWads318fCT7kZOTg4MHD+Lw/xfQBN6LN6HQnfD+hYSEYPLkyeLP8mvOVvRgAu+jx3TN2Yr9/1CeAwICYGRkhEqVKiEkJASxsbHIycnB/v37MXjwYPFvhf/0EXr62LKUF5iFZ2traxgaGjL1RRErVqxA7dq1kZubC09PT/Fw+927d6LIVtyDfSzPQjuhz4sXL1a6s1pb36U41rdtfoGL5c+IJ0+ewMLCQqz2lp6eDicnJ/j5+WHs2LFo166dWPktIyNDrfpbYmKixkqeArQJwg/xZgP/Co9nz56JouzVq1dISEhAmTJlEBoaim3btmHQoEGSoj8vLw//+9//kJKSgmfPnqFixYpo0aIFYmNj0atXL7i7u4tXA2kTR6oQRIemu5oB5euOBEiNIat3V1u7x48fw9TUFNevXwfwfrKcO3cuIiIi8OOPP8LDw0NJFApjqoizZ88qhUKzisGHDx9i0aJFenu0dfFcpUoV1KhRA4MHD0ZsbKxO4Q8AKSkpGDRoEFq1aoWOHTsqhXaePXsWFhYWYhVOXTwr/k7Rc6roIddnDBWhT6SGLp6NjY3F73j37h2ePn2KxMREDB8+HGXKlFG6SxbQT+jpEtQvX75k9gIrQtPp7O3btzFnzhwYGBiIdySy9OXVq1eYMGECypcvj0qVKiEiIgITJ07E9OnTER4eDmdnZ9y9e1ft+zQttILIEnjVdO9neno6lixZgoEDByI0NBQxMTFqtq0K1k2NrnaPHz9G4cKFUaNGDXTt2hXz589HYmKi0rMBwPTp0zXOK1Iij1VUC8+j+neA8nsl2PKbN2/Ejfnjx49FccvaF6GqqapHVfEZUlJSYGRkpMazqgBW/J3ixlTVQ65pbLStTx/ixdfV7tGjR7CxscGuXbsAvPc2V6pUCTExMUp/u2fPHo3zqZTI0yW2WL3AmsSbqi0vWbIEISEhsLa2ZurLtWvXcOXKFbXPz8zMxHfffYfhw4fDyMhI9Fqy2rKi2NJkz2/fvsWmTZswe/Zs/PLLL2KV3rdv32pcZxX//8fY88OHD2Fubi5GTP3111+oW7cuSpcujdq1a8PHxwd16tQR1ygWoaf4jNp4fvz4sd7ebMXP0zRnGxoaimJEqh9yuVytL4pITk6Gubm5GHqvi2e5XC5yqbgHU+X41q1bmDFjBjp16oSJEydqPDzW1Of84Pm3335DmTJlMG3aNHTu3BkVK1ZE+fLlYWlpiaCgIKV0P8XP0yb0WAX1kSNH9PYCC79XHQ/BnitUqAAvLy/mvghXe2ZmZqJXr17o06cPLC0txT2pNmjiWQjDVrRl1bua4+LiMG/ePHH/LuD58+daw8n1OXD4kIPG/AAXy58Rqrm7V69eVcrdzcvLQ4cOHdCwYUO0bNkShoaGcHV1FTcuQhvF/2URhB/izQb+NZC+ffti3Lhx4s/1Ef3aEB8fj2bNmqFChQrw9/cXN1dyuVxnmHhWVhaTh/yvv/5C69atmcZQEaweaG3t4uLiUKNGDaXPTk5OVsrbNTQ0xNmzZ5GSkoKZM2eiUaNGcHNzQ+/evbFlyxY8f/5c7ftYxKA+Hm1FaOM5PT1db+Gv+LyKE/+jR4/Qv39/NGnSBIDyiaa2MHEWD3lqaipmzpyJ0NBQnWOoj/eZpe2WLVvg4+OjdD+0gIyMDCxduhQGBgbYsWOHKPQGDBggKfRYBPWHerSFvgwZMkQ8QWbti6YcZOD9+E+bNg316tVDrVq14OfnhyZNmojvpmCzgPaQQxYPefPmzeHh4YH69eujR48e8PX1hUwmg5+fH9avX69x0WQN1dbVTjFvt3Hjxkp5uytXrtSat6tL5LF6Tj/Eoy1wPGDAANG7+zF90eU5nzZtGhwcHMR+AdpDxFk95KtWrUJCQoKagM5PL76mdnPnzkXt2rUB/LsuCOvPrVu3xPfYyckJs2bN0kvkKUKTqP4Qj7Y2W2bpC6A5D1n1nd2wYQNkMplSTjNr+LAiNHnIIyMj4eLiAk9PT7i7u6NPnz5qoeCq0DdUW1O7WbNmISgoSPy3au7u4cOHYWtri9jYWMyYMQMdO3ZkEnpSoprVm606htp4luqHthxkQP3Q686dOxg8eDBCQkLE30vxzOIhb9KkCSpVqoRWrVrB0dERu3fvRnJyMubOnYvly5crpWWwHDjo0+7ly5fo0KEDVqxYAblcjiNHjijl7VauXBldu3bF8uXL9RJ6Up5TfTzaitBlz1J90ZSDLODEiROwsrJCaGioUkSavmHiujzkFhYWKFasGCpUqIB27dqJ79yCBQvwyy+/iH+vuA5IefD19fZ/CnCx/BmhmLt7/fp1rbm7ZmZm6Nq1K3bt2oWWLVti9uzZWLJkCapVq4aOHTuKYpFFED5+/Pijha2q12/z5s06RT/wPlxCKNilOPkCyidFKSkpePPmDVP+sz4e8nLlyqFbt27YtWsXWrRooXUMAXYPNEs7xbxdAdryduvWrYvatWtj/PjxGDNmjHhfqJOTExYtWgS5XM4sBj9G2ApQ5Xnt2rWSwl+xYFdubi6ysrI0CgW5XI7nz5/jwYMHePnypdpircizPh7yunXrolatWhg/fjxGjx6tcQwF6ON9lmqrT94ui9Bj9Zymp6fr7dFWheIJslwux82bN5n7cvfuXcTFxSEuLk5tjG7fvq1UEERKBLN6yA8ePAh7e3uR/4yMDDx48AB//fUXunTpAh8fH/z2229ie1YPPks71rxdOzs7nDp1Sm+Rp01U6+PRVpz3BSh6d4UNnj45yALPGzduVCrmovr8gldZmN+lip4B2j3kR44cgYGBAerXr68k4BXx7t07TJo0SfxeRWg6cGA9mIiMjGTK3TU2NmYSeaye08ePH3+UR1vVlnNzc5n7YmVlhXXr1mHTpk0aOX758iVatmyJDRs2AFCOMtAkgFk95AcOHEDJkiVx8uRJAMC+ffvg6OiITZs2KT3D77//rvHgWMqLr6sda+6uq6srk9Bj8Z4+fvxYL2+2JqjyHB4ezpyDLNiyNp7PnDkjRsZkZGQozYuqIpjVQ37gwAEUL15ctNOffvoJTZs2RfHixVG3bl04OTmhU6dOSusFa7g2a7tDDHm7FhYWcHBwQIUKFdC2bVuNQm/t2rWIjY1lEtTLli3T26OtCE32zNoXTXM28H4OFA5jVKFNBOvjIR80aBACAwMxbdo0NGvWDL6+vvDz84NMJsPAgQPVvlOfUG192uY3uFj+jMjLy1PK3R05cqSYuyu8FFWqVIGlpaV4EnPixAk4ODigRo0aGDt2LGrWrAlTU1MkJCQwCUIpbzagLGwFaPPuAtKiPy8vDz///DMqVqyoVk1P6JciWEUwq4f80KFDcHR0FL9H1xiyeqBZ20nl7crlcgQGBqJXr14oVqyYuBl49eoV+vfvjx9++AHR0dFwdnZGXFwcsxhk8WgLwlaT51RTiLOU8M/MzESTJk0wYsQINZ6FUCBFsIpgVg/5wYMHUaxYMfHf2saQ9cAB0M9TrStvNzc3F0FBQQgPD4e9vb14iCEIvX379ikJPVbP6Yd6gbV5d1n6kpOTg6CgIDRt2hTlypWDm5sbqlSpgujoaI0h8awimNVDPm7cONSvX1/t74H3hwcjR46Eubk5jh49ynzgwBrSrStvd8eOHYiMjAQRQSaToX79+ujbt69OkTdv3jwmz+mHerQB7eHNUjnIvXv3hkwmQ1hYmBrPUps8XSHirB7y6OhoVKtWDUOGDEFQUBAqV66M0NBQjBgxAtu3b8fdu3cRHx8PmUwmerb0CdXW1i4rKwtLly7Vmrvr7u6OR48eoWrVqjA3N8fJkyeRk5MjiryNGzcq/c3vv/+Obt26MYnqD/EC6wpvzs3NZepLuXLlYG9vDzc3N/j5+WnlODs7G3v27GEKEWf1kHfp0gWRkZFKP5s8eTJKly4tjtGNGzdQvHhxrF27VvLA4c2bN0wHE5pyd7dt2yYedgv98fPzg4WFBe7evYvc3FydQo/Fe6qPF1jb2qzIc25urs5+CNErISEhaN26NZMts4pgVg95x44d0bdvX/FvlyxZAjs7O+zbtw9Pnz7FypUrYW1tjYSEBOZw7Q8J616xYgXq1KmjNW938ODBkkKP1XMql8uZvcAZGRmS3l1VaOpLXl4e3r17hwULFqjxrGm+YRXB+njI//e//yE0NBRHjhzBy5cvxUPswoULw9PTE9WrV0fLli2ZDxw+JKz7U4CL5c8Mbbm7P/30E3r37g1bW1vUrVsXwHsjWrt2LVxcXMSFMycnBzVr1kSvXr2YBOHmzZuZvNmBgYHM1a11iX7g/cRRv359mJiYoGzZsoiKitJ4IpSbm4v4+HiEhIRIimB9Qr8nTpyI0NBQ8Xu0jeGPP/7I7IHWx1OdmpqK6OhojXm7SUlJsLCwQFRUFMLDwyGXy8VFce3atahSpQqA9yEn1tbWcHBwkBSDgH4ebYCtCBhLwa6AgACYmprq5DkvLw/x8fFo27atpAjWx0M+cuRIhIeHi5xqGsOiRYuidu3azN5nfTzVGRkZWvN2O3ToAGdnZwwaNAj169fX6F0UhJ6JiQlsbGyYPKf6VqJmCXGW6kt4eDicnJxQrFgxLFiwAImJiVi3bh2srKwwZcoUkWPg/XvEIoL18ZAfO3YMDg4OYk61KrKyslC3bl2UL1+e6cBB35BubXm7QuSHTCZDxYoVJUUeETF7TgcNGsTkBXZyclIbD13eXV05yKmpqTA0NGTi+eeff8Zff/2ldKgijIniO/f06VNmD3loaKhYufrdu3fYsWMHevfujerVq6NatWpo3749ypYtC19fX6YDB31Cut+9eyfm7qoKseDgYIwYMQIymUycb4Q2mkSenZ0dSpQoweQ57datm97VqAVou9JKV1+EPGQiwsSJE3H69GmsXbtWI8dpaWnMAjg9PZ3ZQ16nTh3Mnz9f6dkyMzNRpkwZLFq0CAAwbNgwFC1alOnAQZ+Qbk0hxALy8vKQnJwMQ0NDdOnSRWyvTegtXLiQyXvarl07vSpRs4Q46+oH8P6g3MzMDA4ODpK2fOvWLSYRnJ6ezuwhDwwMFK8uAoAKFSqIBR+B9wd0LVq0wMKFC5nDtfUJ61bM242IiNCat8si9Pz9/fXynLJ4gRUhVQRMqi95eXkoUaIEFixYgNOnT+tcm1lFsL4534sXL0aFChXE/Xnr1q3RsGFDrFu3Dl27doWxsTHzgYM+hxOfElwsf2FQzd2dOnUqihcvjp07d+Ly5cvw9PQUT+iERT8yMlLckAnQJginTp0qKWxDQkLQo0cPvYqASYn+YsWKwcbGBv3790f9+vXh4+ODmjVrYty4cUqnWjKZDKamppIieODAgcwe8t27d6N48eLYtWsXrly5onUMQ0NDmQ4cfv75Z2ZPtSK05e02bdoUW7duhbu7O06fPi3+XhCSwPvNhqOjI4KDg0U+BZ5VxeCTJ0+YK1GPHj0aixYtQrNmzZiKgGkT/nl5eTh79ixMTExgbW3NxHPhwoUlRbA+HvKtW7fCw8ND5xiWLVsWtra2TAcOrJ5qTWOkmLdbpUoVMW+XRei5urrC29tb4+8VPacXL16U9AILlaiHDBmCuLg49OvXT68iYNpykMePH48yZcoo8bJt2zaULl1a6QTY0dERhQoVkhTBmzZtYvaQv3nzBl27doWvry9mzZqF8+fPK4WZvXz5EkWKFIGlpaXkgYO+Id26IOTtFi5cGNHR0cjLy0NWVpZWkefs7MzsOf3nn3/0qkStGsmhKd9MF/Ly8jBt2jRYWlqiTJkySn+jyvPTp09BRPD19ZUUwDExMcwe8rVr12L37t1qm6D79+9j2bJlaNOmDfOBQ0REBPPBhKr4U13v1q9fD5lMBhsbG8ybN09pbDSJPHt7e2bP6aJFiySrUdevXx+tW7fG1KlTMXPmTKYCYJr6IpfLsX79ehARTE1NlXIXtdmyhYUFkwAeM2YMk4fc0dERffv2xbRp09SeceHChahZsyYyMzNRtGhR2NraSh44TJ48mflgQlN0kOKY3b59G4MHD4aNjQ2WLVsm8qxN6FWtWlXSe2plZYWff/5ZpxcYeF+JeuTIkVi8eDHatm2rVxEw1X7cunULgwcPRrly5SRtGXjPs4mJiaQIHj16NJOHfNmyZdixY4fYx7y8PCxatEgsHibMk56enpgyZQrTgcOuXbv0DusWcOLECVhbWyM0NFSjjSxevBjly5fXKvSEvaIuQR0TE6PEjS6P9o4dOzB27FicP39e6TmkioCp9kXgdfXq1ShTpozS92vi2cXFBT/88AOTCP6QPOnhw4ejZ8+eePv2LczMzMSq1S9evBAPzVkOHPQN6/5U4GL5M4IldzcjIwNdu3ZFoUKF4ODggH79+qFTp07i37x8+RLu7u4YN24ckyDs2bOnzkrUvXv3hru7O+rWrYvmzZtj69atehUBE6Aq+tu3b4+wsDDcvHkT165dw8qVK9GvXz8EBATA29sboaGh6NGjB0xNTZlEcJs2beDq6srkIdc0hp07d1Ybw/bt2zMdONSvX5/ZU82at/vo0SPUrVsXjRs3Rt++fdGoUSMUKVJEDGN6/fo17O3tUaJECZ1iMCAgQMwz1uXRFipRt2jRArVq1cKgQYP0KgKmTfiXLl0aYWFhuHHjhiTPLCJ43bp1zB5yljG0tLRkPnBg9VRfunQJ69atQ1xcnNp4qebtsgo9a2trSc+pEBUg5QV2dnZGeHg4U4jz3bt3dfZFeNY+ffogMjJS6bqNN2/eICgoSLwK7ODBgzA2NmYSwb/++qteHvLbt2/j+++/h7e3NwIDAzFo0CBMnz4dM2fOROvWrWFnZ8cUqt2nTx+mdhcvXlTKAVMM+1XFgQMHsHv3bqW5HVAWeTKZDN999x2T51R416W8wAYGBli3bh2ePXumNs+oPqdUX4T/37lzZ0RGRoq1JjTxPGTIEMhkMiYB3L17d7Rp00aco6Xuahb6LAgAxWfcuXMnjI2NmQ4ciAhVqlRhOphITk4Wc3c1jc3Lly/RtGlTtG3bFtOmTVN6RkBZ5Dk7O6NixYpMntNq1apJeoEFj7aXlxdTATDBnjX1RQgTdXV1Rb169UTRos2WCxUqxBwi3qZNG2YP+ZMnT8Q7v1Xf6QoVKmDMmDEwNDRkOnAwNTVFz549JduVKFEC169fx7p167TawJkzZzBp0iTMmjULiYmJYjizNqHn6+vL5D1dsGCBpBfY3NwcHTp0YApxvnPnjs5+nD59GtOnT0erVq0QGRmJ7OxsnXO2kZERkwgOCAhg9pBnZ2drFK4C9uzZAxsbG+Zw7YYNGzK127lzp9o8J/CmLW8X0C30Xrx4Iek5HTlyJAA2jzard/f27ds6+yJwzro2m5qa6iWCWT3kwvuQlpaGsLAwdO7cGR4eHkp7ABYPvnDgoE/bTwkulj8Dzp07x5S7K+D169f4559/kJKSgn/++QfOzs7o06cP5s+fjy5dusDX15dZEG7ZskXt81WF7YYNG2BhYSEuwFJFwFhE/8GDBzF27FilPr58+RInT57EwoUL0a1bN8hkMnTq1Alubm6YMWOGThEcEBDA5CEXFquXL19KjuH+/fuZDhwaNmwo2a5169bivcACNOXtKiIhIQFdu3ZFs2bN0L17d7EYSVZWFn7//XdYWVlJikFnZ2e1q7W0CdsGDRrA1NRU9ExIFQFjEf6bN2/G2LFjlUKgNPHcrl07uLq6KlXn1CSCY2Nj9bqrOT4+XucYmpmZSXqfhQMHFk916dKl4erqKpm3qwgpoefh4SEpqB0dHbF161alz9Xm0f7rr79gbGyMU6dOAdDu3V25ciXKly8v2Ze8vDwsXLgQ/fr1U+IZAH755Rf4+voiNzcXPXv2RLNmzeDq6oqZM2dqHY/evXujb9++et/VDLwvqBcdHY2AgAAEBATAx8cH3bp1w4oVK5hCtaOjo5nadenSRW1sdOXtSok8a2trXLp0Se1KJUBdVEvdRyuXyxETEwMiQo0aNdClSxed3t2JEycy9YWV54oVK8LJyQlZWVnIycnRKYD1vatZ9cBB6G9ubi5atWqF4sWLMx04sLbz9fVl5jk9PV1S5JmYmGDChAmSnlNnZ2excJZqO0WPNhHB0NBQHENd3t05c+ZI9kXgOCoqStKWPTw8EB0drVZQSVUAW1tb68yT1nZfs6Y+x8TEQCaTwdnZmenAwcrKiqmdm5sbM88sQs/a2prZeyp45oV+avJmBwcHw9zcHElJSQC0e3d/+umnfLXlnj17olSpUhg1apQ492sSwQMHDkTLli2ZPOSKdzUL/6t4gHflyhW0a9dOPMRlOXBwd3eXbOfn54eSJUtK5u0qgkXoCZAS1KrQ5tFmKQK2evVqNZ419UUfnjt06AAA2L9/P3OYuFTOt/AMApYvXw6ZTCbumRTBeuCgb9tPBS6WCxhyuRy2trZMubuaDA54v2jWrVsXbm5uaNSoEY4fPw6ATVSzCFvWImAtWrRQC2XSJfoFqBox8P70UyaT4fTp08wiOC8vD1evXtXpIdd0V7O2MWQ9cFizZo3Odi9evICBgQGcnZ0l83Y1caya95ecnIwWLVpg4MCBkoJayGVjEbaLFi1CjRo1lN4HTd7d9evXMxXsUoUunk+dOsUsglNTUzFw4EC97mrWNoa9evViPnCQ8lS/evUKBgYGiIqKwpkzZ7Bu3TpYW1trzA1S5QB4L/QGDRqkJvQuXLggKag9PT0lvcACZ6zXWtna2mLhwoVMfUlJSRE3Sqr3+gri2NLSEn///TezCM7IyMC4ceN0eshPnDiBNWvWYM+ePWrjef36deTk5EAulzN58B0dHREXFyfZrmTJkrCxsWEeG20n3IoiT9VbrEtUs3i0f/vtN7i5uWHMmDEIDQ3V6t01MDCAvb09Fi5cKOazfSzP5ubmmDVrlpq3W5sAVhTwmjzkRkZGOHHiBNauXYt9+/ZpHU9BmLMcOPz888+S7YiIyQaEcFhNd7yqirzvv/+eyXNqamqq0wsMvH8Xy5UrBx8fHwDKRfpUvbtOTk4oUqQIU19SU1PF+hTaOLawsMCoUaMwYMAAtUJEmgTwu3fvxAJk2jzkRkZGOHr0KNasWaOV55SUFDG8WerAwdHREWFhYZLtnJycmOxZGE9FznQJPRZRLVQc1+XNnj59OgYOHIigoCCRD03eXRsbGzFXmqUfN2/elLRlCwsLzJ8/H4cPH1YKydckgidNmqRWLVsRgof82LFjOm157969mDJlCq5du8Z04ODh4YGYmBid7d6+fQtDQ0N8//33Hzxnr1ixQqPQYxHUmuZs4XtVPdos11qZmppizpw5+bo2C6kKeXl5kiJYSPHQ5SG/ceMG1q5di/379yuN54sXL9SKOQrQ58BB38OJ/AYXywWMbdu2wc7OTjKn08DAALt27dIqPpOTk5GWlqbzpExREAYEBKhdm6Drs6WKgC1cuBBGRkZMol9VuCj+XjD0NWvWiMVpWMLENYlgbXc15+TkMI8hy4GDVLugoCAYGhoycyw8o7Z7BnNzc3H//n2lCUGbGAwPD2cWtixFwBo3bgwzMzOmgl368swSJq4ognXlfAPvN4ksY8h64ADo9vYPGjQIBgYGOnOD5HI5XFxccOjQIXEx2bt3r06hpwhtntMpU6YweYEBtiJgwcHBsLW1ZcpzEhYpVQjCb9WqVZDJZHBxcQHAFiYu5J7J5XKtHvJBgwbB2dkZZcuWhZ+fH+bOnau1P4C0B9/T05OpXbFixeDr66t1bISfu7i4YM2aNeKGQRtycnLw5MkTrb9XFNWsnk59rrTS1RcB+vIsFSJuZGSkxLG2fk+bNg0WFhZ68cxy4MDSztTUVC+e16xZo5XnlJQUVK9eXeneYsW+q4pqoSCdFM+RkZEYOHCgZHizmZkZE8/Ozs4a53RNHLOEiBsZGYmHCap9VfSQy2QyuLm5MfH8+vVr5gMHlnaFChXKN3sWhJ7qNU+aRLW/vz/s7OyYvNksV1o1bNgQdnZ2+W7Lcrl0sTBzc3NRnAr91OQh9/b2ZuJY6CdruLZUu2HDhum9Nq9bt06NZ11CD9DsOWX1AitCV4hzaGgobGxsPsnazFr4TBGaPORz585l4lnogz4efH3afkpwsVzAGDNmjFrublRUlJjT2ahRI/To0QPm5uZqf6vLa6tL+KampurlzWapbl2xYkWYmJiI4kqXINy8eTOOHj2KhIQExMfHi5OsIhISErBz504A6qF3mkRwXl6eRmGk6CFX3ahIjaEmaPPi62rn7u6O4OBgrRyHhoaie/fusLKy0viMmkST8HNdYvDevXuwsbFhErYvXrxgKgLm4+MDU1PTT8qzLhGcm5urdOWHJg+5sEAoLtbaxlARujz4LG1dXV1Rrlw5ptyguXPnwsnJSXIxuXHjBtasWaNTUOfm5qJ48eLMns68vDxJ726JEiVQqVIl0a409eXQoUMwNTVFRkYGDh8+rJXnhw8fonbt2mJOtcCzNhG8c+dOrFu3DuvWrdPqIb969SpKlCiBlStX4syZM5gxYwYKFy6M7du3A/j3BF0I01IcO20HDqq2p61d27ZtdeaAyeVyHDp0CIUKFWLiWOBZ0ym8IrKysuDg4MDE861bt7Bz507J8GZ/f3/JHOSP5VkRggB2cHDA3bt3sXbtWp0e8qtXr6JYsWJYuXIlTp06pcaz0D9NPKt+r6oXX6qdo6NjvvL8+vVr0Z618ZySkgJ/f38mL/DNmzexdOlS9O/fX+n5AXXvboUKFZh4NjEx+SCOtQngWrVq4e7du1izZo1OD3m9evVga2srybMgBjQVq9PkxVflVlM7X1/ffOU5Oztb0p53794NCwsLTJo0SdILnJubi/3794veQUCzd9fJyQlVq1b9pHO2NhFcp04drFu3DuvXr9fqIR8yZAiKFCmClStXIiEhQZJj1XHT5cWXaufh4SFGUubX2nz9+nVJz2leXp5ea7Pi52jz7vbu3RtdunQRo0I/1ZytSQSzeMil1mapOVtXqLYq9Gmb3+BiuYChLXc3Pj4eCxYsQLdu3cQKn4GBgYiJicGlS5eUPkPw8CYkJCjd7ytAVRDq680GpL27NjY2aNKkCW7evImrV69qFf2mpqZo0KABzM3NUahQIZQrVw6tWrXC9OnTlcK6BUiFicfHxzPle1+/fh1GRkYIDAzEuHHjdI6hcLrL6sWXardnzx6tHC9cuBBdu3aFTCZD586dYWRkhICAAI3PCLxfiNeuXat2Aq1JDH4Iz1Le3UKFCqFx48b5zrNUmPixY8dw8+ZNAP9Otpo85FI8C2Mo8KyPB19X2+zsbEydOhW9e/dWCzdfsmQJfH19kZOTg549eyI0NBQlSpTA8uXLdQq9CRMmMJ3Orl69mtk7KByYSF1rZWNjg27duiE7O1vpc4W+ZGdno2fPnqhVqxYTzxcvXhQL6OgSwZpO4TV5yKOjo9GiRQuln40bNw7BwcHifPHkyRPY2toiPj5e8sBBLpczH0xoywFbsmSJWF22devWMDExwapVqyRFHuspvL48s1wDNWXKFPTr109tPvlQnvfv348VK1Zg48aNYtqOJrEQGxvL5DnVl2epA4ecnBzxOiSpg4kZM2bkG8/37t1j5vm3335j5nnv3r2S3l1DQ0NMmjRJK89CX+rWrYvixYvrZcvaDjpevnyJli1bIioq6pPwLHXgUL16dfHqLKmDiVGjRhU4z/pUKD506JCkd1dIjftUc/aGDRu0iuB27dqhdOnS+crxgwcPJA8cBC++ENat62CiadOm6Nq160evzQLPrGvzqlWr9F6bdXl3deUgfyzPcXFxSjwL/RVEMKuHPD/mbE0e/A8J6/6U4GL5M0L15c/Ly8Pp06dBRChevDj69OkjipKGDRti4cKFosHduXMHRMQkCHv06IHWrVvr9HT26NEDVlZWWp9V1bs7bdo0jB07VmmDpigIhUJOFhYW6N+/P86fP48HDx5g6dKlaNu2LTw9PVGzZk3Ri5mYmCgpguVy9nzvkSNHwsXFBd9//73OMZTJZNi3b5/Gz1EVxB/iqdaUt5uQkACZTIY+ffrAxcUFkZGRWp/x2LFjICJUq1ZNUgyOHDlSZ9SCLp61eXeF67BUC3blJ8+arrmR4lnwkLPyTETiaa7i92pabFm9/VK5QdOnT4elpSXatWuH5s2bK/VRdTERKvHOmzdP0nP6/fffo3fv3jpPzYWTZlVo8+5u374dhw8fFj1tqn0R8pwcHBzQv39/XLx4USPPwniwiGB9TuHr1asnnrQLz5eWlgYfHx+xMv/cuXNRpEgRpk0Nq5CR4rlUqVKYOXMmChUqhFq1aik9t6YNg5WVleg5lTqF/xieFaHo3U1JSREjMT6WZ00caysuxHnWLrY+lGdd3l0WnmUyGcLCwnD58mXcu3dPL1v+GJ7T0tJQr149zJ49W+n5Pobn6dOnM4d0fw6eu3TpgsjISDElSR9b1ubdrVWrFg4ffp9b/KnmbE0F4Vg4vnXrFrMte3p6MtvprFmzmNolJycX2Nqcn3O2Ju8uaw7yx/CsKoI/55wtl8v1DusuCHCxXIDQFUKtmNNpamqK6Oho3Lt3D6dPn8aCBQvQuXNnVK5cGb6+vujUqRNatmyJokWLMguF6OhorZ5OQfAI4V2CB06AphBnRWgr5EREKFKkiNpkDwD//PMP2rdvDzs7O1y8eJFJBP/444+wtbVl8pwGBQVh0KBBuHfvHhITE7WOYenSpZkOHLZs2cLU7uTJkxo3EprydsPDwyV59vHxQaFChZhE/4YNG3R6tFV5fvfuHdO1VgDUwt4/Fc95eXn5znP9+vVBREze5ytXrjB5qk+dOqWVZ0A5N4hlMaldu7Za6oWmzZmNjQ2mTZum86RZsdrl3bt3sXr1ap1FwLQtOKp9cXBwQIkSJTS2V+T53LlzTAttbGysGConQNMpvJOTEzp27IiJEyeqfW9UVJR4jZuvry+srKwkQ7WPHTuGEiVKYMWKFZIHE4rhfbrGpnDhwkwbBhsbG6ZTeH14bt68OeLi4hAXF6fzSivhsEg1XPpDeLa1tWUKHb5z5w6zhzy/eBa+W4pnxU3uf4VnXaGvgndXqEGhi2ehqnZ+2XJaWtpn4/no0aNM3kEhH1lT/Y5PyfPjx49hamqKHj166DVn6yoC9uOPP6qFZWvqR37P2T/99JP4vAI+hmM/Pz/88MMPTGG8As9S9qytNsKXuDavWbNGZ4jzt7I2K87FHxvW/anAxXIBIiMjA0eOHNGZ0/n3339j6NChSvc3Au9zDfbv349p06ahZcuWYv4ZiyAUilIBuisUx8XFITMzU8lANHlOWUV/kSJF4OHhIV5llJWVhXfv3okv9+vXr1G9enWEh4czhQ8LgkfKc2ppaYm1a9eKJ3m6xrBZs2bMBw6Ojo5M7TZt2iSZt7tjxw6sXbtWnKS0PSMRoX79+npx/CE8awpx/lp4JiLY2dkxHTgMGTKE+X3YuHGjZG7Q7NmzMWrUKIwfP15tHBUXE0tLSzRr1kxp3LWdwrOeNI8dO5YpxDkjIwOHDh2S7EtUVBQ8PDzEq4y08dymTRumTbOFhQWaNm3KdAp/9uxZ8QovxT7fvHkTRYsWxc8//wyZTIYmTZooPbumTU3hwoXRsGFDyXa2tra4ceOG5NgEBAQgJCQEEydOVBMoqhvD0qVLi6fk+cGziYkJPDw8mIoG5SfP7u7uKFq0KFO4YbNmzSTv/eQ8H1br84fy/OrVK8m+lCtXDkWKFMHevXuRk5Pz0bbMedbNs6ur6wfP2Zp4/lrmbENDQ0RFRTEdLLHybGNjgy1btvzn1mZNIc5fC8+stmxra4tevXrpFb5fUOBiuYCwbds2vXI6BWgSPcJ9i8uWLWMSCr/99pvaZ6gKHkdHR+YQ57t370qKfqGQU9OmTdGwYUONbQAgIiIC5cqVQ1hYGK5fv65THJmZmenlORUMS9sYymQytG3blunAwcrKSrKdv78/zM3N9eZY2zOuXbsWRKR2aqdJ9C9ZskTj534Iz0KI89fCMxGhX79+TAcO4eHh+cbzxYsXkZmZibNnz2r0AgiLydy5cyGTyTBmzBi151fdnGm7r1j1pNnZ2ZnpBPnXX39lznPKzMxE06ZN0ahRI508e3p6IjIyUjyA0bTQHjhwAIUKFWI+hVfkWYDw72HDhkEmk8He3p5p4yoUdZFqV6JECeax+fvvv3H69Gm1MHbFDYOBgQGGDh3K5G1h4VmobcHi3WVdf1h59vHxQenSpSWLzpiYmEjm3HGe1fEhPKelpWHbtm0ICQlh6ktoaCgaNWqkVslZAKstc55181y5cmXMmjVLrc2HztlLliz5aubs0NBQ1KtXL9947t69O8zMzPjarAH/hbXZ09OT+X0QbrMoKHCxXEBwcnJC//79cfnyZdy/f19rTqe2EvOKnr9hw4YhKChI6fe6hMLevXslBc/o0aNhZ2eHqKgonV4/mUyGypUrMwvChIQEVKhQAYUKFUKLFi3Ek+znz59j+/btcHJywsSJEzF27FilE1QpcSR1VzOgXEFT0xjWqVOH2TMZERHB1O67776T5FioXKkJunjWJfqFuxc5z8pjOGTIEPj4+DBFGfzyyy/M7wMLz7qgupgEBAQwncI/ePCA6aRZuOZMcfw0nSAbGhqiZcuWzH2R4tnR0RG9e/dGv379lO7TBdQX2qZNm+Lw4cNqV7upnsLv3LkTJ0+exOnTp3HmzBm1a5fOnz8PLy8vhIeHS25cK1asiLp16zIJGWtra6Y5Wxs0bQxZvS0sPHt5eaF48eKQy+Xid2nz+hUtWlSvvujieevWrbCxsUFoaCiys7OV+qFpM5WSkiJ5jy/nueB5zk9b5jxr59nAwAB//vknn7MVcP78efj4+GDnzp0YNWpUvvFcqFAhBAYG8rX5C+KZ1Zb9/PwwdepUpvfBz89P4wHUpwQXywUAIXdKKp/g0qVLePjwIU6dOoWkpCQkJSWpvXxyuRzbt2/HqVOnNH6XolBo0aIFbG1tmQSP1JVWgtdPEDMsglDxmZYtW4b69evDwsICxsbG8PLygpOTE6KiopSeQ1debFJSEgBlcaQpF/jhw4eIj49HUlKSRgMWxlA4UdT13YIYVSxKpand+PHjQUR4/fq12u9UOQbAxPPWrVvVnhFQF9Rly5Zljlr41nlm5VhbW1aehSJhDx48wMmTJ7XyLGwahE2mIlQX7cqVKzOfNPfq1UuyoExsbCyISHJeUi14JsUzSyiahYUFTp48CUCdZ+DfU3g7OzvUrFkThQsXhrm5OapVq4YuXbpgyZIl4mZEiHhhFSgnTpxg2uAKAkVqbD6GY2FcAP15btu2LXr27CkW+NHm9TM2NmZaf/ThuXPnzkzhhn///TcA9QMtzvOXwXN+2DLnWRmKPAv1PPicrZljAPnG8+DBg0FEYlV+qbHha/OXtzZnZGTo1bYgwcVyAWDfvn3w8PDAnj17AKjnE7x69Qo1atRAixYtUKNGDbWX75dfflGr5MsiFOzt7dG2bVsmwaPrSivB60dEMDMzUzrhFqAqCIW+CQIkOzsb9+/fx7lz57Bnzx4xBEX4Pk3FGBTFUcmSJZk8p/3799dowJrGkNW7W6dOHcl2YWFhMDEx0cqxkDMyefJk/Prrr0w8s4pBoQoi51l9DPXx4LO0zQ+eVReTXbt2iYu2rlN4Vq9RXp70dRO5ublo2LAhLCwssGfPHq15izVq1MDkyZOZedZULE7oJ/DvQuvk5CR5Cl+jRg2YmZkhJiYGN2/exKVLlzBjxgw0aNAA7u7uaNGiBVJSUjRypsidwLHgDWJpV61atY+aszVtGBQ3Zx/LMyvHPXv2RHBwMDw8PMTr4j6WZ2Ejo8qzpgI6LDl3nOeC5XnSpEmSHOtjy5xn7TwbGRmhRYsWfM7Wg+MP5VnYt/C1+b/BMyvH+rb9VOBiuYDQpEkTNGrUSE2wCejUqROMjY0RExOD1NRUnS/f4sWLJYWCPt5sVejy+jk5OWHPnj3Iy8vTuuAMGTIE48aNg7OzMxo0aICjR49qHReWomczZsxgCgkWkv5jYmJw69YtnWOYk5PDLEb37NnD1C4wMFAnxxEREQgLC4OtrS3GjBmj8xlZBTXnWTfPd+/eZfY+s74P+c0zy+ns4sWL9fIasXqEAgICtOYt5uXlISIiAi1bttSLZ6mFtkyZMvDx8ZHkecSIEahWrZo49oo4dOgQqlWrBl9fXzx9+pRZoGzatImp3YEDB/J1zv4UPLNyfPLkSTRp0gQNGzbU2Bd9eWYtOtOrVy8mbwvnWRmfgmfhsK9du3YoX748nJ2dERIS8tG2zHnWzvPhw4fFWyJUwefspwCQ7zxXr16dr81a8KWvzQcOHNCrbUGDi+UCQkJCAsqXL49ChQqhZcuWYj7Bs2fPsH37dlhbW4sJ66pViBVfvps3bzIJBSlvtuLJFGvVYycnJ50LjlwuR0REBEqWLImAgABMnjwZrVu3hpWVFfbv36/U9u3bt8xFZ1jzvefOnYvq1atr7IviGD5//lzrRKgqRlnb6eL4+fPn2LZtG5ycnBAREQF/f3+NYy48o5eXF2xsbJjE4J49ezjPWniOjY1l5u5L51kfe2a9bsLFxYWpL1WqVEFAQAAmTZqULzwXK1YM33//vdb7XQWeFy1ahLJly+Lq1avidyjmu1+9ehVeXl6IjIxk2tSMHDlSr/DA/Jqzr1+/zny4w8qz4B1k4VhXX/TlecOGDczhho6Ojujfvz8uXbqk0545z5+eZ6EvJiYm8PHxwZQpU9CqVauPtmXOc/7swb61OXvTpk3MYlQfnvna/GXxzGrL8fHxzO+DYM8FDS6WCxC68glq166NsmXL4tq1awC0v3zdu3dnFoRSJ6kRERHo3Lmz5IkT8G/V44SEBJQrV07rguPg4ABLS0vcunVLnAC6du2KoKAgpTt9Y2NjUaxYMUlxpI/nlNWAly1bxrTY6eupluI4KioKCxculOS5aNGiWiv9qXIMSEctfIs8e3h4wNzcnIm7hw8fftE8C6fw+vB84MABSY/QggULxGdT7YunpyecnJzQrl072NvbK51uFwTPFy5cQHp6OipUqKBWkEQxXL5q1aowNTXNV1tWREHO2frw3L59exw6dAjx8fFMHOfk5Gjsi74829jYoH379pIHWpznL4fnQoUKwcvLCw4ODjAxMck3W+Y8S/PM52x1jmvWrIkJEybk+x6MhWO+Nn95azOgX7Tg5wIXy58Y2vIJzp49q5RPkJ6ejvLlyyMqKkqpIrbqJNOqVSvmkztdJ1NCheIRI0bofaWVrk2Xn58fmjdvDkC57LunpycOHjwI4P2EQERwcHCQNMwlS5Ywn9qxTtQtWrRgWuymT5/O1O7Zs2cApDkGIPLcr18/rTy7ubmhWLFiTBwDur1G3yrPrq6uordFF3fPnz/HvHnzvjmeL1y4gMzMTGRmZkIul6v1ZcGCBThz5gxGjx6N5s2bK12h8jE8//LLL3p51DZv3oyiRYvCxsYGffv2xfnz5wEA9+/fR1xcHIyNjVGpUiVJ7qZNm8a8wf2cczYLz/b29qhUqRKT108oRCf878fwvGPHDhCRxkM21c2Uvp5TzvOn43n37t1YuHAhevToIc7ZwqHfx9gy57lg92Bfy5xtYWGBcePGMfHHyrMQrsvX5i+HZ1Zbfvr0KfMeTDic+BzgYvkTIjU1FWPHjhXzCbSVrRdeRpZJJikpiUkQCmXVpU7ZWENfhYlCajIaPHgwIiIixHbC3/Xv3x+NGjUCAMyePRulSpWSvERdEEcsp3adOnUCAGzcuFFyDCdPnsy02PXq1UuynZubG9q0aSPJsT48m5ubw8fHh5ljzrP6GBYuXBheXl5Mix2Lp/pr4pl1XgIg8vzmzRuRP+DT89y5c2dxLB49eoRp06bBz88PxsbGsLa2RpkyZeDu7o7Q0NB8s2UvLy8sXLjws8/ZUjybm5sz2XJ+8xwZGQljY2OttQwUOQbYvS3CWHCePy3Pn8KWOc8Fswf7mubssWPHMkcBfmt7sK+JZ1ZbZt2DKR5OfA5wsfwJ0aRJEwQEBEjmBylC18sXExMDgM3QU1NTJQWPEHahqQqw4onT3r17mQ34zp07Gu8/u3LlCuzs7JCUlAQ/Pz/MmzdPZ9EZ4F/DZDm12759O4D3Xk6piVqfUCGpdjY2NihVqpReHAPaeXZzc8PYsWOZFm0hLIXzrM7z0KFDmTc0LO/D18Rz7dq1meelz8Xz1q1blfqcmZmJtLQ0xMfHIy4uDrGxsUhOTsbjx4/zzZZr1qyJMmXKfJY5m5Xn3377TQyVU/UUqHr99Fl/WHn29fVFo0aNkJaWppNjAIiPj+c8f0E8fwpb5jwXzB7sa5qz5XI534Mp4GvlmdWWWfdgqocTBQ0ulj8RLl68CHt7e6VNhbZ8AuFeWSEkRNckI0CboTs7O6N27dpMgoc1hMrLy0vvBQdQr5L3/fffw9fXF4ULF8bbt2/1Ekfv3r3TeWonGJXUGArtWBc7Xe2mT58OIsLx48clOT537hzzMwp/p2vRHjBgALOw/dZ4vnbtGuRyuV6L3bfCc4UKFWBmZsY0L507d+6z8BweHo4+ffrA09MTXbt2xc2bNzX2Vx8vgZQtx8XFwdTUFLa2tgU+Z+vDM6st9+vXj3n90YfnY8eO6XWgpcvbwnn+fDznpy1znj/tHuxrmrPzm2e+Nn+ZPOsTqcGyBxPapqamah3jTw0ulj8RRo8ejRYtWgD4N6czNTUVnp6eOHDgAORyuZhP0LlzZ3h6eqJz5846JxkWQw8ODtZL8EiFXbRq1QqFCxdGWlqa+P2sBqyKpKQkyGQyNG7cWBwXXYts3759xX4C2k/trl69yjxRK0LKAy3VzsbGBl5eXmJfAGWOgfdXI8hkMhw+fBjff/+9JM+sk7m+UQvfKs+sHOtq+zXxXLFiRTg5OYnjrKkvDx8+hEwm0/oZAj4Vz/7+/vjuu+8wefJkVK1aFS4uLmrFPfTxBrHYsru7OwIDAz/LnK0vzyyhcuXKlUOLFi2Ql5en9Z39UJ6lDrRYc0Q5z18Oz/raMue54PZgX+ucDfA9mCK+Vp7zYw+mqW1Bg4vlTwTWfAJTU1Px5atWrZrWl49FKOjjzRYEj9SJk6WlJfz9/ZX68KEGDLy/Y07IS3j16hUAzYb5xx9/MJ/aCQY8ZcoUSQNmnQiFiVdXu+7du6Nnz56SHJctW1bpGbXxfP78eSYxyHnWzbM+p8csbb8mni0sLFC/fn28efMGubm5OvsCQGPYmCLym+eVK1eiXLlyYiGP169fIzAwEH369AHw74n19OnTcffuXQD5Y8vJyckYNGhQgc/ZgP48s3gJmjVrhoiICGRkZOjsCyvPN2/exLVr15CZmYnc3FytmynWnDvO85fHM6stc54Ldg/2Nc3Z9+/f53uwb4BnVltm3YOpRnV8DnCx/ImgK5/A1tYWSUlJKFWqFEqUKIGnT58iNzdX58tXuXJlSaEwfPhwnSepgGbBo+vEqWLFikwLDqsBsy6yrKd2+hjw0aNHmSZC1s2PVM7ImTNn4Ofnh06dOqFcuXJ4/Pixzmd0dnZGYGCgpBiUiloAvl2ehwwZgi5dujB5n79Fnrt27cqc56T4vdqQ3zw3b94cI0aMAPDv6frevXvh6ekpbkwOHz4MIspXWwY+z5z9oTxLef30yWdT/F5N0KfoDOeZ86zY52+N50+xB/ta5myZTMbMH1+b1fvyX+GZ1ZYB/ez5c4OL5QKA6olInz594OvrCwMDAwwdOhSA9MvHIhRq1aqF8PBwJsEjnOhIhV0Ik5FqHz7UgFkM8/Tp08yndkFBQcwTNatnUh9PtQBNOSNlypRB4cKF0bRpU8lnHDFiBIiISfRHRkYyC9tvjWciYubuW+RZsR9SeU4syE+eZ8+ejXr16uHHH38UfyZccfPdd99h5MiRAICOHTvCzs7uk9myMD6K+FRztj48+/r6AoDoRWThWFNf9OWZdTPF6m3hPHOev1aeP8UeTLEP/+U5u3379nwPhq+fZ1ZbBj5sD/a5wMXyZ0BSUhKICMWLF8ePP/4ovnTaXr6SJUsyCwWWk6lx48YxnyAr4mMNmHWRDQkJQXBwMADdp3ZEhMaNGzMZsL+/P9Ni17ZtW/j4+DCHFGmDkDPSsGFDtGnTBlOnTtX5jI6OjvDx8QEgLfpZvQnfGs81atSAtbU1E3exsbF6hY5pw3+ZZ219Ucxz0oVPwfPu3bsxZ84cAMrv4Y4dO1CkSBHcvn0bpqamcHd3LzBbFsbmU8zZrDyXLVsWDRs2hLOzM0JCQj6YY6EvrDzrE24YERHB5G3hPCuD8/z18Pyp92Ca+vFfmLOtra0xZswYvgf7ynlmteX83IMVFLhY/ky4efMmtm7dijlz5iA3N1fry2dlZYXg4GDmkzsBugRPaGjoB1U9VoW+BswaukJE6NChA9MJfFJSEmbPnq3WZ9WJulatWsyLHevmRwpCzkhSUpI4sWp6xuvXr8PIyAh9+vTRi2PVzwO+bZ6NjIzEe5iluNMndEwKXwvPQl+uXbsGoOB5Vg3xV+xzVlaWeG+jiYlJgdsy8OnnbNU+A//ybGBggBo1auQLxwA7z/qEG/bq1euDUjk4z5znr5FnPmf/y7Gzs7NeYbx8bdbcly+dZ1Zbzu89WEGAi+UvBNpePicnJyQlJTGd3J04cULr5wuCp1atWrC3t1fKDfjQqseAfgbMWvTMy8sLs2bNUsuLlQoJ1jWGbdq0kVzs2rdvDycnpw/a/LBC0zP6+vqiWLFiH80x8O3yXKZMGZiamjJxFxYWxvQ+fIs864NPzbMAoQ/r1q0DEcHX1/eLteX8nLOBfz1ghQoVQlpamjg2XxrHZcuWxZ07dzBz5ky1z+A8c54V8a3y/K3O2TKZDGPHjuV7MHzdPLPackHtwfIbXCx/YVCdZCZOnKjx94D6yZ0UUlJS0KdPH7Ro0QK5ubkffaWIvviQYiQfEhKsOoYTJkxgWuysrKywbNmyfJkwpaCL54/hGPg2eRaKSrBwd/z48Xzb5EqB8/zxPAuQy+VISEjAwYMH/zO2rPrdH8JzVFQU6tWrJ/498GVzDHxcKgfnmfMMfJ08f4tzdmJiItLT0/keDF83z6y2XNB7sPwCF8tfKIRJ5smTJ1p/D2if0LVBnxNkQLrq8YfiQw1Tn5BgbWPIOhF+7ITJAl08fyjHAOdZH+44zx+PguBZ6nu/ZFtWfIZvbc4GOM8s4Dxznv8LPH8sx6rf/SXzzNfmT2/L+rb9XOBi+T8OqQldFfl51UR+Qh/D1CckWBdYJ8KPmTDzA/pyDHCeBejDHec5//Cl8vy5ORae4VubswHOsxQ4z/+C8/xl88z3YNLgPL/Hf2kPpgsyACCObxIASCaTif/u27cvHTt2jG7evEkvXrwgExOTAn2e1NRUys7OJm9vb8rLyyNDQ8MC+V4AdObMGXJ3dyd7e/uPbvelgfOsH3ec5/zBl8wz5zh/wOfsTwPO83twnjnPH9LuSwPn+b+/B+NimUPE2bNnqWrVqhQaGkp//vlngU6WHAUHzvO3Ac7z1w/O8bcBzvO3Ac7ztwHO838PXCxzKOFznSxyFCw4z98GOM9fPzjH3wY4z98GOM/fBjjP/y1wsczBwcHBwcHBwcHBwcHBoQKDz/0AHBwcHBwcHBwcHBwcHBxfGrhY5uDg4ODg4ODg4ODg4OBQARfLHBwcHBwcHBwcHBwcHBwq4GKZg4ODg4ODg4ODg4ODg0MFXCxzcHBwcHBwcHBwcHBwcKiAi2UODg4ODo7/II4cOUIymYxevHjxWb7/4MGDVKZMGcrLy/ss31+jRg3aunXrZ/luDg4ODo5vA1wsc3BwcHBwfOEIDg6mQYMGKf0sICCAHjx4QNbW1p/lmYYPH04xMTHiHaETJkygSpUqqbVLS0sjmUxG58+fp+7du5NMJtP6n6urKxERvXr1isaMGUM+Pj5kYmJCxYsXp/r169O2bdtIuPEyJiaGRo4cSXK5vKC6zMHBwcHxjYGLZQ4ODg4Ojv8gjI2NqXjx4iSTyQr8u0+cOEE3b96kNm3a6PV38+bNowcPHoj/ERGtWLFC/Pfp06fpxYsXFBAQQKtXr6ZRo0bR2bNn6dixY9S+fXsaPnw4vXz5koiIQkNDKSMjg/bs2ZPv/ePg4ODg4CDiYpmDg4ODg+OLRvfu3eno0aM0b9480QOblpamFoa9cuVKsrGxoV27dpG3tzeZmZlRWFgYvXnzhlatWkWurq5ka2tLAwcOVAqdzsrKomHDhpGjoyOZm5tT9erV6ciRIzqfacOGDRQSEkImJiZ69cXa2pqKFy8u/kdEZGNjI/67aNGiNHr0aEpLS6OEhATq1q0b+fr6kpeXF/Xu3ZvOnz9PFhYWRERkaGhIjRs3pg0bNuj1DBwcHBwcHKzgYpmDg4ODg+MLxrx586hmzZrUu3dv0QPr7Oysse2bN29o/vz5tGHDBtq7dy8dOXKEWrVqRbt376bdu3fTmjVraMmSJbRlyxbxb/r370/x8fG0YcMGunjxIrVt25YaNWpE169f1/pMx48fp6pVq+Z7X+VyOW3YsIE6depEJUuWVPu9hYUFGRkZif/29/en48eP5/tzcHBwcHBwEBEZSTfh4ODg4ODg+FywtrYmY2NjMjMzE72x2pCTk0OLFy8mDw8PIiIKCwujNWvW0KNHj8jCwoJ8fX3pu+++o8OHD1P79u3p9u3btGLFCrp9+7YoTocNG0Z79+6lFStW0LRp0zR+z61btzSK2Y/FkydP6Pnz5+Tj48PUvmTJknTnzh2Sy+VkYMDP/zk4ODg48hdcLHNwcHBwcHwlMDMzE4UyEVGxYsXI1dVVDF0Wfvb48WMiIrp06RLl5eWRl5eX0udkZWWRvb291u95+/at3iHYLBCKd7HC1NSU5HI5ZWVlkampab4/DwcHBwfHtw0uljk4ODg4OL4SFCpUSOnfMplM48+ECtKvX78mQ0NDSkpKEqtaC1AU2KooUqQIPX/+XOlnVlZWYvEtRQg51SxVu4sWLUo2NjZ07do1ybZERM+ePSNzc3MulDk4ODg4Pgl4zBIHBwcHB8cXDmNj409yn3HlypUpLy+PHj9+TKVLl1b6T1fId+XKlemff/5R+pm3tzfdvXuXHj16pPTzs2fPkomJCbm4uEg+j4GBAXXo0IHWrVtH9+/fV/v969evKTc3V/z35cuXqXLlypKfy8HBwcHB8SHgYpmDg4ODg+MLh6urKyUkJFBaWho9efIk3+4W9vLyok6dOlHXrl1p27ZtlJqaSomJifTjjz/Sn3/+qfXvGjZsSCdOnFD7mbe3N4WHh9PJkycpJSWFtmzZQjExMRQdHa3mudaGqVOnkrOzM1WvXp1Wr15N//zzD12/fp2WL19OlStXptevX4ttjx8/Tg0aNPiwznNwcHBwcEiAi2UODg4ODo4vHMOGDSNDQ0Py9fWlokWL0u3bt/Pts1esWEFdu3aloUOHkre3N7Vs2ZJOnz6t0xPcqVMnunLlCiUnJ4s/MzIyon379pGLiwuFh4dTuXLlaPz48RQdHU2TJ09mfh47Ozs6deoUde7cmaZMmUKVK1em2rVr0/r162nWrFliOPe9e/fo5MmT1KNHjw/vPAcHBwcHhw7IoG81DQ4ODg4ODo5vHj/88AO9evWKlixZ8lm+f8SIEfT8+XP69ddfP8v3c3BwcHB8/eCeZQ4ODg4ODg69MWbMGCpVqlS+hYTrCwcHB7081hwcHBwcHPqCe5Y5ODg4ODg4ODg4ODg4OFTAPcscHBwcHBwcHBwcHBwcHCrgYpmDg4ODg4ODg4ODg4ODQwVcLHNwcHBwcHBwcHBwcHBwqICLZQ4ODg4ODg4ODg4ODg4OFXCxzMHBwcHBwcHBwcHBwcGhAi6WOTg4ODg4ODg4ODg4ODhUwMUyBwcHBwcHBwcHBwcHB4cKuFjm4ODg4ODg4ODg4ODg4FABF8scHBwcHBwcHBwcHBwcHCr4P3shPo9RoPkbAAAAAElFTkSuQmCC\n" - }, - "metadata": {} - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "fig, ax = plt.subplots(figsize=(11, 3.75))\n", - "\n", - "totals[\"total\"].plot(ax=ax, kind=\"bar\",stacked=True)\n", - "ax.set_xticklabels(\n", - " labels=s.index.to_series().dt.strftime(\"%Y-%b\"),\n", - " rotation=70,\n", - " rotation_mode=\"anchor\",\n", - " ha=\"right\",\n", - ")\n", - "ax.yaxis.get_major_formatter().set_scientific(False)\n", - "ax.set_ylabel(\"# observations\")\n", - "ax.grid(axis=\"y\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "kdp3jyaFxcbL" - }, - "source": [ - "Group by source, then by month" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 527 - }, - "id": "3YcdQVCtxSv4", - "outputId": "5709f5ce-20a9-4902-bc9d-0dbde3e760b7" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":1: FutureWarning:\n", - "\n", - "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", - "\n" - ] - }, - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " source met wave total\n", - "time (UTC) \n", - "2018-Jan IOOS 701780 63624 765404\n", - "2018-Feb IOOS 676688 61886 738574\n", - "2018-Mar IOOS 759916 69014 828930\n", - "2018-Apr IOOS 773482 75758 849240\n", - "2018-May IOOS 890444 155768 1046212\n", - "... ... ... ... ...\n", - "2024-Aug non-NDBC 4724804 359950 5084754\n", - "2024-Sep non-NDBC 4553864 355748 4909612\n", - "2024-Oct non-NDBC 4608036 328342 4936378\n", - "2024-Nov non-NDBC 4411730 242504 4654234\n", - "2024-Dec non-NDBC 4483752 190722 4674474\n", - "\n", - "[252 rows x 4 columns]" - ], - "text/html": [ - "\n", - "
\n", - "
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sourcemetwavetotal
time (UTC)
2018-JanIOOS70178063624765404
2018-FebIOOS67668861886738574
2018-MarIOOS75991669014828930
2018-AprIOOS77348275758849240
2018-MayIOOS8904441557681046212
...............
2024-Augnon-NDBC47248043599505084754
2024-Sepnon-NDBC45538643557484909612
2024-Octnon-NDBC46080363283424936378
2024-Novnon-NDBC44117302425044654234
2024-Decnon-NDBC44837521907224674474
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- }, - "metadata": {} - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "from matplotlib.ticker import FuncFormatter\n", - "\n", - "fig, axs = plt.subplots(nrows=2,ncols=1,figsize=(16,8))\n", - "\n", - "df_met = pd.DataFrame({\"IOOS\": totals.loc[totals[\"source\"]==\"IOOS\",\"met\"],\n", - " \"non-NDBC\": totals.loc[totals[\"source\"]==\"non-NDBC\",\"met\"],\n", - " \"NDBC\": totals.loc[totals[\"source\"]==\"NDBC\",\"met\"],\n", - " },\n", - " index= totals.index.unique())\n", - "\n", - "df_met.plot.bar(stacked=True, xlabel=\"\", ax=axs[0], rot=90, title=\"met\")\n", - "\n", - "axs[0].get_legend().remove()\n", - "\n", - "axs[0].grid(axis=\"y\")\n", - "\n", - "axs[0].yaxis.set_major_formatter(FuncFormatter(lambda x, p: format(int(x), \",\")))\n", - "axs[0].axes.get_xaxis().set_visible(False)\n", - "\n", - "df_wave = pd.DataFrame({\"IOOS\": totals.loc[totals[\"source\"]==\"IOOS\",\"wave\"],\n", - " \"non-NDBC\": totals.loc[totals[\"source\"]==\"non-NDBC\",\"wave\"],\n", - " \"NDBC\": totals.loc[totals[\"source\"]==\"NDBC\",\"wave\"],\n", - " },\n", - " index= totals.index.unique())\n", - "\n", - "df_wave.plot.bar(stacked=True, xlabel=\"\", ax=axs[1], title=\"wave\")\n", - "\n", - "axs[1].legend(loc=\"center\",bbox_to_anchor=(0.5,-0.35,0,0),ncol=3)\n", - "\n", - "axs[1].grid(axis=\"y\")\n", - "\n", - "axs[1].yaxis.set_major_formatter(FuncFormatter(lambda x, p: format(int(x), \",\")))" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 455 - }, - "id": "FinAC94_cNt5", - "outputId": "82a7bacc-5ad7-4e0d-be9e-91d201837e19" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " IOOS non-NDBC NDBC\n", - "time (UTC) \n", - "2018-Jan 765404 4488860 530790\n", - "2018-Feb 738574 4028584 476930\n", - "2018-Mar 828930 4423008 584760\n", - "2018-Apr 849240 4333812 584122\n", - "2018-May 1046212 4502094 637926\n", - "... ... ... ...\n", - "2024-Aug 1550888 5084754 1085864\n", - "2024-Sep 1320170 4909612 1026960\n", - "2024-Oct 1286018 4936378 991954\n", - "2024-Nov 1115204 4654234 950728\n", - "2024-Dec 1128978 4674474 909030\n", - "\n", - "[84 rows x 3 columns]" - ], - "text/html": [ - "\n", - "
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IOOSnon-NDBCNDBC
time (UTC)
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............
2024-Aug155088850847541085864
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" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "from matplotlib.ticker import FuncFormatter\n", - "\n", - "color = {\"IOOS\":\"C0\",\n", - " \"non-IOOS\": \"C1\"}\n", - "\n", - "fig, axs = plt.subplots(nrows=2,ncols=1,figsize=(16,8))\n", - "\n", - "df_met = pd.DataFrame({\"IOOS\": totals.loc[totals[\"source\"]==\"IOOS\",\"met\"],\n", - " \"non-IOOS\": totals.loc[totals[\"source\"]==\"NDBC\",\"met\"]+totals.loc[totals[\"source\"]==\"non-NDBC\",\"met\"],\n", - " },\n", - " index= totals.index.unique())\n", - "\n", - "df_met.plot.bar(stacked=True,\n", - " xlabel=\"\",\n", - " ax=axs[0],\n", - " rot=90,\n", - " title=\"met\",\n", - " color=color)\n", - "\n", - "axs[0].get_legend().remove()\n", - "\n", - "axs[0].grid(axis=\"y\")\n", - "\n", - "axs[0].yaxis.set_major_formatter(FuncFormatter(lambda x, p: format(int(x), \",\")))\n", - "axs[0].axes.get_xaxis().set_visible(False)\n", - "\n", - "df_wave = pd.DataFrame({\"IOOS\": totals.loc[totals[\"source\"]==\"IOOS\",\"wave\"],\n", - " \"non-IOOS\": totals.loc[totals[\"source\"]==\"NDBC\",\"wave\"]+totals.loc[totals[\"source\"]==\"non-NDBC\",\"wave\"],\n", - " },\n", - " index= totals.index.unique())\n", - "\n", - "df_wave.plot.bar(\n", - " stacked=True,\n", - " xlabel=\"\",\n", - " ax=axs[1],\n", - " title=\"wave\",\n", - " color=color)\n", - "\n", - "axs[1].legend(loc=\"center\",\n", - " bbox_to_anchor=(0.5,-0.35,0,0),\n", - " ncol=3)\n", - "\n", - "axs[1].grid(axis=\"y\")\n", - "\n", - "axs[1].yaxis.set_major_formatter(\n", - " FuncFormatter(lambda x, p: format(int(x), \",\"))\n", - " )\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "8ERRtPTWyqN7" - }, - "source": [ - "co-ops = non-ndbc['NATIONAL OCEAN SERVICE'] + non-ndbc['NOAA NOS PHYSICAL OCEANOGRAPHIC RT SYSTEM PROGRAM']\n", - "\n", - "ioos-regional = ioos_regional['met'] +ioos_regional['wave']\n", - "\n", - "nerrs = non-ndbc['NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM']\n", - "\n", - "other = ndbc['total'] + non-ndbc NWS-regional + CBIBS + National Park Service + USACE (not including CDIP stations owned by RAs) + all other NDBC partners (including nonfederal partners outside of IOOS).\n", - " anything not Ocean Service\n", - "\n", - "\n", - "Ocean Service contributions compared to the total.\n", - "\n", - "split into met and wave" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "wgLsdS0COFK2" - }, - "source": [ - "# NOS & non-NOS" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": { - "id": "IQDWt3MUQins" - }, - "outputs": [], - "source": [ - "df_out[\"LO\"]=pd.Series(dtype=str)\n", - "df_out.loc[df_out[\"sponsor\"]==\"NATIONAL OCEAN SERVICE\",\"LO\"] = \"NOS\"\n", - "df_out.loc[df_out[\"sponsor\"]==\"NOAA NOS PHYSICAL OCEANOGRAPHIC RT SYSTEM PROGRAM\",\"LO\"] = \"NOS\"\n", - "df_out.loc[df_out[\"source\"]==\"IOOS\",\"LO\"] = \"NOS\"\n", - "\n", - "df_out.loc[df_out[\"LO\"].isna(),\"LO\"] = \"non-NOS\"" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "sKrmbxACZipd" - }, - "source": [ - "What are we classifying as non-NOS?" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "XOybMWBqZl3_", - "outputId": "ac7a7c94-3676-425e-cf3f-b65b31de43f0" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "['CORPS OF ENGINEERS',\n", - " 'NATIONAL HURRICANE CENTER',\n", - " 'NATIONAL WEATHER SERVICE',\n", - " 'U. S. COAST GUARD',\n", - " nan,\n", - " 'NDBC ENGINEERING',\n", - " 'NATIONAL DATA BUOY CENTER',\n", - " 'GREAT LAKES RESEARCH LABORATORY',\n", - " 'NATIONAL ACADEMY OF SCIENCES',\n", - " 'SAILDRONE',\n", - " 'BP INC.',\n", - " 'EPA & MEXICAN GOVERNMENT COOPERATIVE PROGRAM',\n", - " 'CHESAPEAKE BAY INTERPRETIVE BUOY SYSTEM',\n", - " 'SCRIPPS WAVERIDER COASTAL DATA INFORMATION PROGRAM',\n", - " 'EVERGLADES NATIONAL PARK',\n", - " 'INTEGRATED CORAL OBSERVING NETWORK',\n", - " 'LOUISIANA OFFSHORE OIL PORT',\n", - " 'MOSS LANDING MARINE LABORATORIES',\n", - " 'NATIONAL ESTUARINE RESEARCH RESERVE SYSTEM',\n", - " 'NATIONAL PARK SERVICE - LAKE MEAD NATIONAL REC AREA',\n", - " 'NATIONAL RENEWABLE ENERGY LABORATORY',\n", - " 'NATIONAL WEATHER SERVICE, ALASKA REGION',\n", - " 'NATIONAL WEATHER SERVICE, CENTRAL REGION',\n", - " 'NATIONAL WEATHER SERVICE, EASTERN REGION',\n", - " 'OCEAN OBSERVATORIES INITIATIVE',\n", - " 'PETROBRAS',\n", - " 'SHELL OIL',\n", - " 'U.S. ARMY CORPS OF ENGINEERS',\n", - " 'WOODS HOLE OCEANOGRAPHIC INSTITUTION',\n", - " 'VERMONT EPSCOR',\n", - " 'NATIONAL PARK SERVICES - SLEEPING BEAR DUNES',\n", - " 'ALASKA OCEAN OBSERVING SYSTEM',\n", - " 'SUNY PLATTSBURGH CEES / LAKE CHAMPLAIN RESEARCH INST.',\n", - " 'UNIVERSITY OF ILLINOIS AT URBANA-CHAMPAGNE',\n", - " 'MARINE EXCHANGE OF ALASKA',\n", - " 'TEXAS COASTAL OCEAN OBSERVATION NETWORK',\n", - " 'LIMNOTECH',\n", - " 'USF COMPS MARINE NETWORK',\n", - " 'MURPHY OIL CORP.',\n", - " 'UNIVERSITY OF NEW HAMPSHIRE',\n", - " 'STONY BROOK UNIVERSITY',\n", - " 'COASTAL OCEAN RESEARCH AND MONITORING PROGRAM',\n", - " 'U.S. NAVY',\n", - " 'UNIVERSITY OF NORTH CAROLINA COASTAL STUDIES',\n", - " 'CARIBBEAN INTEGRATED COASTAL OCEAN OBSERVING SYSTEM',\n", - " 'UNIVERSITY OF WISCONSIN AT MILWAUKEE',\n", - " 'ILLINOIS-INDIANA SEA GRANT',\n", - " 'COASTAL DATA INFORMATION PROGRAM/PMEL',\n", - " 'GREAT LAKES WATER AUTHORITY',\n", - " 'CLEVELAND WATER ALLIANCE',\n", - " 'MICHIGAN TECHNICAL UNIVERSITY',\n", - " 'COASTAL DATA INFORMATION PROGRAM/AOOS',\n", - " 'UNIVERSITY OF MINNESOTA AT DULUTH',\n", - " 'OREGON STATE']" - ] - }, - "metadata": {}, - "execution_count": 27 - } - ], - "source": [ - "df_out.loc[df_out[\"LO\"]==\"non-NOS\",\"sponsor\"].unique().tolist()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "G7nxU22BaF3D" - }, - "source": [ - "## Group by the new LO column" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 527 - }, - "id": "QFzkP-lTOhRO", - "outputId": "5af9e062-3c01-4068-e65a-d563dbe44248" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":1: FutureWarning:\n", - "\n", - "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", - "\n" - ] - }, - { - "output_type": "execute_result", - "data": { - "text/plain": [ - " LO met wave total\n", - "time (UTC) \n", - "2018-Jan NOS 4350064 63624 4413688\n", - "2018-Feb NOS 3947286 61886 4009172\n", - "2018-Mar NOS 4360558 69014 4429572\n", - "2018-Apr NOS 4290340 75758 4366098\n", - "2018-May NOS 4530964 155768 4686732\n", - "... ... ... ... ...\n", - "2024-Aug non-NOS 1731988 607128 2339116\n", - "2024-Sep non-NOS 1657810 587698 2245508\n", - "2024-Oct non-NOS 1596404 550082 2146486\n", - "2024-Nov non-NOS 1482586 455072 1937658\n", - "2024-Dec non-NOS 1378674 388332 1767006\n", - "\n", - "[168 rows x 4 columns]" - ], - "text/html": [ - "\n", - "
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LOmetwavetotal
time (UTC)
2018-JanNOS4350064636244413688
2018-FebNOS3947286618864009172
2018-MarNOS4360558690144429572
2018-AprNOS4290340757584366098
2018-MayNOS45309641557684686732
...............
2024-Augnon-NOS17319886071282339116
2024-Sepnon-NOS16578105876982245508
2024-Octnon-NOS15964045500822146486
2024-Novnon-NOS14825864550721937658
2024-Decnon-NOS13786743883321767006
\n", - "

168 rows × 4 columns

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\n" - }, - "metadata": {} - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "from matplotlib.ticker import FuncFormatter\n", - "\n", - "color = {\"NOS\":\"C0\",\n", - " \"non-NOS\": \"C1\"}\n", - "\n", - "fig, axs = plt.subplots(nrows=2,ncols=1,figsize=(16,8))\n", - "\n", - "\n", - "# first chart\n", - "df_met = pd.DataFrame({\"NOS\": totals.loc[totals[\"LO\"]==\"NOS\",\"met\"],\n", - " \"non-NOS\": totals.loc[totals[\"LO\"]==\"non-NOS\",\"met\"],\n", - " \"nos-percent\":totals.loc[totals[\"LO\"]==\"NOS\",\"met\"] / (totals.loc[totals[\"LO\"]==\"NOS\",\"met\"] + totals.loc[totals[\"LO\"]==\"non-NOS\",\"met\"])\n", - " },\n", - " index= totals.index.unique())\n", - "\n", - "bar = df_met[[\"NOS\",\"non-NOS\"]].plot.bar(stacked=True, xlabel=\"\", ax=axs[0], rot=90, title=\"met\", color=color)\n", - "\n", - "axs[0].get_legend().remove()\n", - "\n", - "axs[0].grid(axis=\"y\")\n", - "\n", - "axs[0].yaxis.set_major_formatter(FuncFormatter(lambda x, p: format(int(x), \",\")))\n", - "axs[0].axes.get_xaxis().set_visible(False)\n", - "#axs[0].bar_label(bar,df_wave['percent'])\n", - "\n", - "\n", - "# second chart\n", - "df_wave = pd.DataFrame({\"NOS\": totals.loc[totals[\"LO\"]==\"NOS\",\"wave\"],\n", - " \"non-NOS\": totals.loc[totals[\"LO\"]==\"non-NOS\",\"wave\"],\n", - " \"nos-percent\":totals.loc[totals[\"LO\"]==\"NOS\",\"wave\"] / (totals.loc[totals[\"LO\"]==\"NOS\",\"wave\"] + totals.loc[totals[\"LO\"]==\"non-NOS\",\"wave\"])\n", - " },\n", - " index= totals.index.unique())\n", - "\n", - "df_wave[[\"NOS\",\"non-NOS\"]].plot.bar(stacked=True, xlabel=\"\", ax=axs[1], title=\"wave\", color=color)\n", - "\n", - "axs[1].legend(loc=\"center\",bbox_to_anchor=(0.5,-0.35,0,0),ncol=3)\n", - "\n", - "axs[1].grid(axis=\"y\")\n", - "\n", - "axs[1].yaxis.set_major_formatter(FuncFormatter(lambda x, p: format(int(x), \",\")))" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 455 - 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\n" - }, - "metadata": {} - } - ], - "source": [ - "# @title nos_percent\n", - "\n", - "from matplotlib import pyplot as plt\n", - "\n", - "year_totals[\"nos_percent\"].plot(kind=\"line\", figsize=(8, 4), title=\"Percent of NOAA observations sent to GTS that are NOS\")\n", - "plt.gca().spines[[\"top\", \"right\"]].set_visible(False)" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": { - "id": "enzRDTBfWtYe" - }, - "outputs": [], - "source": [] - } - ], - "metadata": { - "colab": { - "provenance": [], - "include_colab_link": true - }, - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.0" - } - }, - "nbformat": 4, - "nbformat_minor": 0 -} \ No newline at end of file diff --git a/website/create_gts_regional_landing_page.py b/website/create_gts_regional_landing_page.py index b067bb5..3de5ee6 100644 --- a/website/create_gts_regional_landing_page.py +++ b/website/create_gts_regional_landing_page.py @@ -1,5 +1,9 @@ # This script run once creates a catalog landing page based on the *_config.json file # reference when called. E.g., python create_gts_regional_landing_page.py EcoSys_config.json + +import datetime as dt +from fiscalyear import FiscalDate, FiscalQuarter +from erddapy import ERDDAP from jinja2 import Environment, FileSystemLoader import json import os @@ -30,7 +34,7 @@ def write_templates(configs, org_config): def timeseries_plot(output): - output["date"] = pd.to_datetime(output["date"]) + output["date"] = pd.to_datetime(output.index.strftime("%Y-%m")) fig = px.bar( output, @@ -62,40 +66,153 @@ def timeseries_plot(output): return fig +def stacked_bar_plot(totals): + + fig1 = px.bar(totals, + x=totals.index, + y="met", + color="source", + title="Number of meteorological messages delivered to the GTS via NDBC by source", + labels={'met': 'Messages Delivered to the GTS'}, + ) + + fig2 = px.bar(totals, + x=totals.index, + y="wave", + color="source", + title="Number of wave messages delivered to the GTS via NDBC by source", + labels={'wave': 'Messages Delivered to the GTS'}, + ) + + #fig.update_yaxes(title_text="Messages Delivered to the GTS") + + fig1 = plotly.io.to_html(fig1, full_html=False) + fig2 = plotly.io.to_html(fig2, full_html=False) + + return fig1, fig2 + +def get_ioos_regional_stats(): + + e = ERDDAP( + server="https://erddap.ioos.us/erddap", + protocol="tabledap", + ) + + e.response = "csv" + e.dataset_id = "gts_regional_statistics" + + df = e.to_pandas( + index_col="time (UTC)", + parse_dates=True + ) + + groups = df.groupby(pd.Grouper( + freq="ME", + )) + + s = groups[ + ["met", "wave"] + ].sum() # reducing the columns so the summary is digestable + + totals = s.assign(total=s["met"] + s["wave"]) + totals.index = totals.index.to_period("M") + + return totals, e + +def get_ndbc_full_stats(): + + e = ERDDAP( + server="https://erddap.ioos.us/erddap", + protocol="tabledap", + ) + + e.response = "csv" + + dsets = {"IOOS": "gts_regional_statistics", + "NDBC": "gts_ndbc_statistics", + "non-NDBC": "gts_non_ndbc_statistics"} + + df_out = pd.DataFrame() + + for key, value in dsets.items(): + e.dataset_id = value + + df = e.to_pandas( + index_col="time (UTC)", + parse_dates=True + ) + df["source"] = key + + df_out = pd.concat([df_out,df]) + + group = df_out.groupby(by=["source", pd.Grouper(freq="ME")]) + + s = group[ + ["met", "wave"] + ].sum() # reducing the columns so the summary is digestable + + totals = s.assign(total=s["met"] + s["wave"]) + + totals.reset_index(["source"], inplace=True) + + totals.index = totals.index.to_period("M").strftime("%Y-%m") + + return totals def main(org_config): + + # Go get the data from IOOS ERDDAP + # compute monthly totals + # Compute Fiscal Year Quarter totals + # generate html tables + # generate html figures + # write to html page + + totals, e = get_ioos_regional_stats() + + #totals = df_out.loc[df_out['source'] == 'IOOS'] + + start_date = dt.datetime(2018, 1, 1) + configs = dict() - output_all = pd.DataFrame() - files = os.listdir(org_config["location_of_metrics"]) + for date in pd.date_range(start_date, dt.datetime.now(), freq="QE"): + year = int(date.strftime("%Y")) + month = int(date.strftime("%m")) + day = int(date.strftime("%d")) - files.remove("GTS_ATN_monthly_totals.csv") - files = sorted(files) + fd = FiscalDate(year, month, day) - for f in files: - filename = os.path.join(org_config["location_of_metrics"], f) - output = pd.read_csv(filename) - f_out = filename.replace(".csv", ".html").replace( - org_config["location_of_metrics"], "deploy" - ) + fq = FiscalQuarter(fd.fiscal_year, fd.fiscal_quarter) + + start_date = fq.start.strftime("%Y-%m-%d") + end_date = fq.end.strftime("%Y-%m-%d") - output_all = pd.concat([output_all, output], ignore_index=True) + totals_subset = totals[start_date:end_date] - print(f_out) - key = "{} {}".format(f_out.split("_")[3], f_out.split("_")[4].split(".")[0]) + totals_subset['date'] = totals_subset.index.strftime("%Y-%m") - table = output.to_html( - index=False, index_names=False, col_space=70, justify="right", table_id=key + table = totals_subset[['date','met','wave','total']].to_html( + index=False, index_names=False, col_space=70, justify="right", table_id=fq ) table = table.replace("", '') - configs[key] = {"name": f_out, "data": f, "table": table} + configs[fq] = {"name": e.dataset_id, + "data": '{}&time%3E={}&time%3C={}'.format(e.get_download_url(),start_date,end_date), + "table": table} - fig = timeseries_plot(output_all) + fig = timeseries_plot(totals) configs["figure"] = fig + ndbc_totals = get_ndbc_full_stats() + + fig1, fig2 = stacked_bar_plot(ndbc_totals) + + configs["figure1"] = fig1 + configs["figure2"] = fig2 + write_templates(configs, org_config) diff --git a/website/templates/gts_regional_landing_page.html b/website/templates/gts_regional_landing_page.html index a7b3b87..0187737 100644 --- a/website/templates/gts_regional_landing_page.html +++ b/website/templates/gts_regional_landing_page.html @@ -57,113 +57,43 @@

{{org_config.general_title}}

+ + - - - - -
-
- {# #} - -
{% for key, value in configs.items() if not "figure" in key %}
{% set my_string = key %} - {{key}} + {{key}} {# #}
{{value.table}}
-
- {##} - {##} - -
{% endfor %} -
-
+ +
+ {{configs.figure}} +
+ {{configs.figure1}} +
+ + {{configs.figure2}}
@@ -175,7 +105,6 @@

{{org_config.general_title}}

NOAA IOOS - {##} \ No newline at end of file From 6d44cbfc9b38cde4f9674c4875837988edd99ed5 Mon Sep 17 00:00:00 2001 From: Mathew Biddle <8480023+MathewBiddle@users.noreply.github.com> Date: Wed, 29 Jan 2025 12:56:03 -0500 Subject: [PATCH 3/4] Update ioos_btn_metrics.csv (#103) closes #99 --- ioos_btn_metrics.csv | 1 + 1 file changed, 1 insertion(+) diff --git a/ioos_btn_metrics.csv b/ioos_btn_metrics.csv index 8615ea4..08d20d1 100644 --- a/ioos_btn_metrics.csv +++ b/ioos_btn_metrics.csv @@ -5,3 +5,4 @@ date_UTC,Federal Partners,Regional Associations,HF Radar Stations,NGDAC Glider D 2022-10-05,17.0,11.0,165.0,59088.0,390.0,635.0,4444.0,6.0,8.0,9.0,13.0,34.0,24499.0,1.0,5.0 2023-01-05,17.0,11.0,165.0,62042.0,768.0,635.0,4444.0,6.0,8.0,9.0,13.0,34.0,11840.0,1.0,5.0 2024-01-26,17.0,11.0,165.0,61990.0,721.0,886.0,5190.0,5.0,8.0,11.0,13.0,34.0,42599.0,1.0,5.0 +2025-01-21,17.0,11.0,165.0,74178.0,731.0,1081.0,6134.0,10.0,13.0,11.0,13.0,34.0,37475.0,1.0,5.0 From a6aa9a301489e8ed89b984e1ccc6d39cccebf3d9 Mon Sep 17 00:00:00 2001 From: Filipe Date: Wed, 29 Jan 2025 19:05:02 +0100 Subject: [PATCH 4/4] use today as max_time in fast glider (#101) --- ioos_metrics/ioos_metrics.py | 6 +++++- 1 file changed, 5 insertions(+), 1 deletion(-) diff --git a/ioos_metrics/ioos_metrics.py b/ioos_metrics/ioos_metrics.py index c8ba0f2..45af058 100644 --- a/ioos_metrics/ioos_metrics.py +++ b/ioos_metrics/ioos_metrics.py @@ -1,5 +1,6 @@ """Code extracted from IOOS_BTN.ipynb.""" +import datetime import functools import io import logging @@ -95,7 +96,7 @@ def federal_partners(): @functools.lru_cache(maxsize=128) -def ngdac_gliders_fast(min_time="2000-01-01T00:00:00Z", max_time="2023-12-31T23:59:59Z") -> int: +def ngdac_gliders_fast(min_time="2000-01-01T00:00:00Z", max_time=None) -> int: """NGDAC Glider Days. This version uses the AllDatasets entry to compute the glider days. @@ -122,6 +123,9 @@ def ngdac_gliders_fast(min_time="2000-01-01T00:00:00Z", max_time="2023-12-31T23: Note that data with NaN can be real glider day with lost data. Which is OK for this metric. """ + if max_time is None: + max_time = datetime.datetime.now(datetime.UTC).strftime("%Y-%m-%dT%H:%M:%SZ") + df = pd.read_csv( "https://gliders.ioos.us/erddap/tabledap/allDatasets.csvp?minTime,maxTime,datasetID", )