From f8a341593b5f536655ec4e8291c228baff413da0 Mon Sep 17 00:00:00 2001 From: helloaashish Date: Wed, 2 Oct 2024 16:36:50 -0700 Subject: [PATCH 01/15] update for loading hashed traces --- dfanalyzer/dask/conf/corona.yaml | 6 +- dfanalyzer/main.py | 144 ++++++++++++++++++------------- 2 files changed, 89 insertions(+), 61 deletions(-) diff --git a/dfanalyzer/dask/conf/corona.yaml b/dfanalyzer/dask/conf/corona.yaml index 80e9782..58a4f64 100644 --- a/dfanalyzer/dask/conf/corona.yaml +++ b/dfanalyzer/dask/conf/corona.yaml @@ -9,14 +9,16 @@ dask: job: num_nodes: 1 wall_time_min: 60 + cores: 48 env_id: FLUX_JOB_ID + queue: pdebug scheduler: - cmd: srun -N ${DFTRACER_JOB_NUM_NODES} -t ${DFTRACER_JOB_WALL_TIME_MIN} + cmd: flux alloc -N ${DFTRACER_JOB_NUM_NODES} -t ${DFTRACER_JOB_WALL_TIME_MIN} -q ${DFTRACER_JOB_QUEUE} port: 10005 kill: flux cancel --all worker: ppn: 48 - cmd: srun -N ${DFTRACER_JOB_NUM_NODES} --ntasks-per-node=${DFTRACER_WORKER_PPN} + cmd: flux run -N ${DFTRACER_JOB_NUM_NODES} --tasks-per-node=${DFTRACER_WORKER_PPN} --cores=$((DFTRACER_JOB_CORES*DFTRACER_JOB_NUM_NODES)) per_core: 1 threads: 1 local_dir: /l/ssd/$USER/dask-workspace diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index b56ffba..60a6156 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -143,7 +143,7 @@ def get_size(filename): def generate_line_batches(filename, max_line): conf = get_dft_configuration() for start in range(0, max_line, conf.batch_size): - end = min((start + conf.batch_size - 1) , (max_line)) + end = min((start + conf.batch_size - 1) , (max_line - 1)) logging.debug(f"Created a batch for {filename} from [{start}, {end}] lines") yield filename, start, end @@ -160,32 +160,60 @@ def load_indexed_gzip_files(filename, start, end): def load_objects(line, fn, time_granularity, time_approximate, condition_fn, load_data): d = {} - if line is not None and line !="" and len(line) > 0 and "[" != line[0] and "]" != line[0] and line != "\n" : + if line is not None and line !="" and len(line) > 0 and "[" != line[0] and line != "\n" : val = {} try: unicode_line = ''.join([i if ord(i) < 128 else '#' for i in line]) val = json.loads(unicode_line, strict=False) logging.debug(f"Loading dict {val}") - if "name" in val and "cat" in val: + if "name" in val: d["name"] = val["name"] + if "cat" in val: d["cat"] = val["cat"] - d["pid"] = val["pid"] - d["tid"] = val["tid"] - val["dur"] = int(val["dur"]) - val["ts"] = int(val["ts"]) - d["ts"] = val["ts"] - d["dur"] = val["dur"] - d["te"] = d["ts"] + d["dur"] - if not time_approximate: - d["tinterval"] = I.to_string(I.closed(val["ts"] , val["ts"] + val["dur"])) - d["trange"] = int(((val["ts"] + val["dur"])/2.0) / time_granularity) + if "M" == val["ph"]: + if d["name"] == "FH": + d["type"] = 1 # 1-> file hash + if "args" in val and "name" in val["args"] and "value" in val["args"]: + d["name"] = val["args"]["name"] + d["hash"] = val["args"]["value"] + elif d["name"] == "HH": + d["type"] = 2 # 2-> hostname hash + if "args" in val and "name" in val["args"] and "value" in val["args"]: + d["name"] = val["args"]["name"] + d["hash"] = val["args"]["value"] + elif d["name"] == "SH": + d["type"] = 3 # 3-> string hash + if "args" in val and "name" in val["args"] and "value" in val["args"]: + d["name"] = val["args"]["name"] + d["hash"] = val["args"]["value"] + else: + d["type"] = 4 # 4-> others + if "args" in val and "name" in val["args"] and "value" in val["args"]: + d["name"] = val["args"]["name"] + d["value"] = str(val["args"]["value"]) + else: + d["type"] = 0 # 0->regular event + if "pid" in val: + d["pid"] = val["pid"] + if "tid" in val: + d["tid"] = val["tid"] + if "dur" in val: + val["dur"] = int(val["dur"]) + val["ts"] = int(val["ts"]) + d["ts"] = val["ts"] + d["dur"] = val["dur"] + d["te"] = d["ts"] + d["dur"] + if not time_approximate: + d["tinterval"] = I.to_string(I.closed(val["ts"] , val["ts"] + val["dur"])) + d["trange"] = int(((val["ts"] + val["dur"])/2.0) / time_granularity) d.update(io_function(val, d, time_approximate,condition_fn)) - if fn: - d.update(fn(val, d, time_approximate,condition_fn, load_data)) - logging.debug(f"built an dictionary for line {d}") + if fn: + d.update(fn(val, d, time_approximate,condition_fn, load_data)) + logging.debug(f"built an dictionary for line {d}") except ValueError as error: logging.error(f"Processing {line} failed with {error}") return d + def io_function(json_object, current_dict, time_approximate,condition_fn): d = {} d["phase"] = 0 @@ -224,42 +252,34 @@ def io_function(json_object, current_dict, time_approximate,condition_fn): d["total_time"] = I.to_string(I.empty()) d["io_time"] = I.to_string(I.empty()) if "args" in json_object: - if "fname" in json_object["args"]: - d["filename"] = json_object["args"]["fname"] - if "hostname" in json_object["args"]: - d["hostname"] = json_object["args"]["hostname"] + if "fhash" in json_object["args"]: + d["fhash"] = json_object["args"]["fhash"] + if "hhash" in json_object["args"]: + d["hhash"] = json_object["args"]["hhash"] if "POSIX" == json_object["cat"] and "ret" in json_object["args"]: - if json_object["name"] == "write": - d["size"] = int(json_object["args"]["ret"]) - elif json_object["name"] in ["read", "pread"]: - d["size"] = int(json_object["args"]["ret"]) - elif json_object["name"] == "fwrite": - d["size"] = 1 - if "ret" in json_object["args"]: - d["size"] *= int(json_object["args"]["ret"]) - if "size" in json_object["args"]: - d["size"] *= int(json_object["args"]["size"]) - elif json_object["name"] == "fread": - d["size"] = 1 - if "ret" in json_object["args"]: - d["size"] *= int(json_object["args"]["ret"]) - if "size" in json_object["args"]: - d["size"] *= int(json_object["args"]["size"]) + size = int(json_object["args"]["ret"]) + if size > 0: + if "write" in json_object["name"]: + d["size"] = size + elif "read" in json_object["name"] and "readdir" not in json_object["name"]: + d["size"] = size else: if "image_size" in json_object["args"]: - d["size"] = int(json_object["args"]["image_size"]) + size = int(json_object["args"]["image_size"]) + if size > 0: + d["size"] = size return d def io_columns(): conf = get_dft_configuration() return { - 'hostname': "string[pyarrow]", + 'hhash': "uint32[pyarrow]", 'compute_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", 'io_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", 'app_io_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", 'total_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", - 'filename': "string[pyarrow]", + 'fhash': "uint32[pyarrow]", 'phase': "uint16[pyarrow]", 'size': "uint64[pyarrow]" } @@ -353,7 +373,7 @@ def human_format_time(num): class DFAnalyzer: - def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}): + def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}, metadata_cols = {}): self.conf = get_dft_configuration() if self.conf.dask_scheduler: @@ -420,13 +440,35 @@ def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}): elif len(pfw_pattern) > 0: main_bag = pfw_bag if main_bag: - columns = {'name': "string[pyarrow]", 'cat': "string[pyarrow]", + columns = {'name': "string[pyarrow]", 'cat': "string[pyarrow]",'type': "uint8[pyarrow]", 'pid': "uint64[pyarrow]", 'tid': "uint64[pyarrow]", 'ts': "uint64[pyarrow]", 'te': "uint64[pyarrow]", 'dur': "uint64[pyarrow]", 'tinterval': "string[pyarrow]" if not self.conf.time_approximate else "uint64[pyarrow]", 'trange': "uint64[pyarrow]"} columns.update(io_columns()) columns.update(load_cols) - events = main_bag.to_dataframe(meta=columns) + file_hash_columns = {'name': "string[pyarrow]", 'hash':"string[pyarrow]"} + hostname_hash_columns = {'name': "string[pyarrow]", 'hash':"string[pyarrow]"} + string_hash_columns = {'name': "string[pyarrow]", 'hash':"string[pyarrow]"} + other_metadata_columns = { 'name':"string[pyarrow]" ,'value':"string[pyarrow]" } + if "FH" in metadata_cols: + file_hash_columns.update(metadata_cols["FH"]) + if "HH" in metadata_cols: + hostname_hash_columns.update(metadata_cols["HH"]) + if "SH" in metadata_cols: + string_hash_columns.update(metadata_cols["SH"]) + if "M" in metadata_cols: + other_metadata_columns.update(metadata_cols["M"]) + columns.update(file_hash_columns) + columns.update(hostname_hash_columns) + columns.update(string_hash_columns) + columns.update(other_metadata_columns) + + all_events = main_bag.to_dataframe(meta=columns) + events = all_events.query("type == 0") + self.file_hash = all_events.query("type == 1")[list(file_hash_columns.keys())].set_index('hash').persist() + self.host_hash = all_events.query("type == 2")[list(hostname_hash_columns.keys())].set_index('hash').persist() + self.string_hash = all_events.query("type == 3")[list(string_hash_columns.keys())].set_index('hash').persist() + self.metadata = all_events.query("type == 4")[list(other_metadata_columns.keys())].persist() self.n_partition = math.ceil(total_size.compute() / (128 * 1024 ** 2)) logging.debug(f"Number of partitions used are {self.n_partition}") self.events = events.repartition(npartitions=self.n_partition).persist() @@ -436,7 +478,7 @@ def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}): self.events['trange'] = (self.events['ts'] // self.conf.time_granularity).astype('uint16[pyarrow]') self.events = self.events.persist() - _ = wait(self.events) + _ = wait([self.file_hash, self.host_hash, self.string_hash, self.metadata, self.events]) else: logging.error(f"Unable to load Traces") exit(1) @@ -456,12 +498,6 @@ def _calculate_time(self): grouped_df = self.events.groupby(["trange", "pid", "tid"]) \ .agg({"compute_time": sum, "io_time": sum, "app_io_time": sum}) \ .groupby(["trange"]).max() - # check if the max io_time > time_granularity - max_io_time = grouped_df.max().compute()['io_time'] - if max_io_time > self.conf.time_granularity: - # throw a warning, running with large granuality - logging.warn(f"The max io_time {max_io_time} exceeds the time_granularity {self.conf.time_granularity}. " \ - f"Please adjust the time_granularity to {int(2 * max_io_time /1e6)}e6 and rerun the analyzer.") grouped_df["io_time"] = grouped_df["io_time"].fillna(0) grouped_df["compute_time"] = grouped_df["compute_time"].fillna(0) grouped_df["app_io_time"] = grouped_df["app_io_time"].fillna(0) @@ -542,14 +578,6 @@ def _remove_numbers(self, string_items): logging.info(f"List after removing numbers {list(item_sets)}") return list(item_sets) - def _check_hosts_time_skew(self): - # check if there is time skew across nodes - hosts_ts_df = self.events.groupby('hostname').agg({'ts': 'min'}).compute() - # filter the hosts if time skew exceeds 30 seconds - max_time_skew = 30e6 - if np.std(hosts_ts_df['ts']) > max_time_skew: - logging.warn(f"The time skew exceeds {max_time_skew // 1e6} sec across hosts {hosts_ts_df.index.tolist()}") - def summary(self): num_events = len(self.events) logging.info(f"Total number of events in the workload are {num_events}") @@ -568,8 +596,6 @@ def summary(self): hosts_used = hosts_used.to_list() #hosts_used_regex_str = self._create_host_intervals(hosts_used) - if len(hosts_used) > 1: - self._check_hosts_time_skew() filenames_accessed = filenames_accessed.to_list() #filename_basename_regex_str = self._remove_numbers(filenames_accessed) From 206ab8a5f0728a3879b98791b9e05eb74bc23f29 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:05:52 -0700 Subject: [PATCH 02/15] revert changes --- dfanalyzer/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index ed28177..3e00ef3 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -143,7 +143,7 @@ def get_size(filename): def generate_line_batches(filename, max_line): conf = get_dft_configuration() for start in range(0, max_line, conf.batch_size): - end = min((start + conf.batch_size - 1) , (max_line - 1)) + end = min((start + conf.batch_size - 1) , (max_line)) logging.debug(f"Created a batch for {filename} from [{start}, {end}] lines") yield filename, start, end From a50c3f602484162d98929559e490045229320dd8 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:06:07 -0700 Subject: [PATCH 03/15] revert changes --- dfanalyzer/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 3e00ef3..75421aa 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -160,7 +160,7 @@ def load_indexed_gzip_files(filename, start, end): def load_objects(line, fn, time_granularity, time_approximate, condition_fn, load_data): d = {} - if line is not None and line !="" and len(line) > 0 and "[" != line[0] and line != "\n" : + if line is not None and line !="" and len(line) > 0 and "[" != line[0] and "]" != line[0] and line != "\n" : val = {} try: unicode_line = ''.join([i if ord(i) < 128 else '#' for i in line]) From 991a83ead80321f75d6e4bd6a18ae489deded21e Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:06:56 -0700 Subject: [PATCH 04/15] fix indentation --- dfanalyzer/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 75421aa..e1394c3 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -216,7 +216,7 @@ def load_objects(line, fn, time_granularity, time_approximate, condition_fn, loa else: d.update(user_d) logging.debug(f"built an dictionary for line {d}") - yield d + yield d except ValueError as error: logging.error(f"Processing {line} failed with {error}") return {} From 60a41c7947e33fc9c652b9efb557afd53495cf27 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:07:50 -0700 Subject: [PATCH 05/15] switch to uint64 --- dfanalyzer/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index e1394c3..ab14860 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -281,7 +281,7 @@ def io_function(json_object, current_dict, time_approximate,condition_fn): def io_columns(): conf = get_dft_configuration() return { - 'hhash': "uint32[pyarrow]", + 'hhash': "uint64[pyarrow]", 'compute_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", 'io_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", 'app_io_time': "string[pyarrow]" if not conf.time_approximate else "uint64[pyarrow]", From e1497546b939624eea0a1919f99823db53230280 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:09:07 -0700 Subject: [PATCH 06/15] make hash type uint64 --- dfanalyzer/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index ab14860..b098b54 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -453,9 +453,9 @@ def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}, met 'tinterval': "string[pyarrow]" if not self.conf.time_approximate else "uint64[pyarrow]", 'trange': "uint64[pyarrow]"} columns.update(io_columns()) columns.update(load_cols) - file_hash_columns = {'name': "string[pyarrow]", 'hash':"string[pyarrow]"} - hostname_hash_columns = {'name': "string[pyarrow]", 'hash':"string[pyarrow]"} - string_hash_columns = {'name': "string[pyarrow]", 'hash':"string[pyarrow]"} + file_hash_columns = {'name': "string[pyarrow]", 'hash':"uint64[pyarrow]"} + hostname_hash_columns = {'name': "string[pyarrow]", 'hash':"uint64[pyarrow]"} + string_hash_columns = {'name': "string[pyarrow]", 'hash':"uint64[pyarrow]"} other_metadata_columns = { 'name':"string[pyarrow]" ,'value':"string[pyarrow]" } if "FH" in metadata_cols: file_hash_columns.update(metadata_cols["FH"]) From 9f613c0c12c0f7b03baa3e44d785f5bd6654ed59 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:11:20 -0700 Subject: [PATCH 07/15] revert changes --- dfanalyzer/main.py | 6 ++++++ 1 file changed, 6 insertions(+) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index b098b54..18dcc4c 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -505,6 +505,12 @@ def _calculate_time(self): grouped_df = self.events.groupby(["trange", "pid", "tid"]) \ .agg({"compute_time": sum, "io_time": sum, "app_io_time": sum}) \ .groupby(["trange"]).max() + # check if the max io_time > time_granularity + max_io_time = grouped_df.max().compute()['io_time'] + if max_io_time > self.conf.time_granularity: + # throw a warning, running with large granuality + logging.warn(f"The max io_time {max_io_time} exceeds the time_granularity {self.conf.time_granularity}. " \ + f"Please adjust the time_granularity to {int(2 * max_io_time /1e6)}e6 and rerun the analyzer.") grouped_df["io_time"] = grouped_df["io_time"].fillna(0) grouped_df["compute_time"] = grouped_df["compute_time"].fillna(0) grouped_df["app_io_time"] = grouped_df["app_io_time"].fillna(0) From 868d8060c4b93e9e20e552dfed7a0964a4f9aa1d Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:11:55 -0700 Subject: [PATCH 08/15] fixed indentation --- dfanalyzer/main.py | 12 ++++++------ 1 file changed, 6 insertions(+), 6 deletions(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 18dcc4c..2dc988c 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -505,12 +505,12 @@ def _calculate_time(self): grouped_df = self.events.groupby(["trange", "pid", "tid"]) \ .agg({"compute_time": sum, "io_time": sum, "app_io_time": sum}) \ .groupby(["trange"]).max() - # check if the max io_time > time_granularity - max_io_time = grouped_df.max().compute()['io_time'] - if max_io_time > self.conf.time_granularity: - # throw a warning, running with large granuality - logging.warn(f"The max io_time {max_io_time} exceeds the time_granularity {self.conf.time_granularity}. " \ - f"Please adjust the time_granularity to {int(2 * max_io_time /1e6)}e6 and rerun the analyzer.") + # check if the max io_time > time_granularity + max_io_time = grouped_df.max().compute()['io_time'] + if max_io_time > self.conf.time_granularity: + # throw a warning, running with large granuality + logging.warn(f"The max io_time {max_io_time} exceeds the time_granularity {self.conf.time_granularity}. " \ + f"Please adjust the time_granularity to {int(2 * max_io_time /1e6)}e6 and rerun the analyzer.") grouped_df["io_time"] = grouped_df["io_time"].fillna(0) grouped_df["compute_time"] = grouped_df["compute_time"].fillna(0) grouped_df["app_io_time"] = grouped_df["app_io_time"].fillna(0) From cf59ed6ed943bed818f169d0239a850a80994625 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:12:58 -0700 Subject: [PATCH 09/15] revert changes --- dfanalyzer/main.py | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 2dc988c..1d7c500 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -591,6 +591,14 @@ def _remove_numbers(self, string_items): logging.info(f"List after removing numbers {list(item_sets)}") return list(item_sets) + def _check_hosts_time_skew(self): + # check if there is time skew across nodes + hosts_ts_df = self.events.groupby('hostname').agg({'ts': 'min'}).compute() + # filter the hosts if time skew exceeds 30 seconds + max_time_skew = 30e6 + if np.std(hosts_ts_df['ts']) > max_time_skew: + logging.warn(f"The time skew exceeds {max_time_skew // 1e6} sec across hosts {hosts_ts_df.index.tolist()}") + def summary(self): num_events = len(self.events) logging.info(f"Total number of events in the workload are {num_events}") From a59df1888fa7ee36589ea0624c4d776e472a87b1 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:13:32 -0700 Subject: [PATCH 10/15] fixed indent --- dfanalyzer/main.py | 14 +++++++------- 1 file changed, 7 insertions(+), 7 deletions(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 1d7c500..393c1aa 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -591,13 +591,13 @@ def _remove_numbers(self, string_items): logging.info(f"List after removing numbers {list(item_sets)}") return list(item_sets) - def _check_hosts_time_skew(self): - # check if there is time skew across nodes - hosts_ts_df = self.events.groupby('hostname').agg({'ts': 'min'}).compute() - # filter the hosts if time skew exceeds 30 seconds - max_time_skew = 30e6 - if np.std(hosts_ts_df['ts']) > max_time_skew: - logging.warn(f"The time skew exceeds {max_time_skew // 1e6} sec across hosts {hosts_ts_df.index.tolist()}") + def _check_hosts_time_skew(self): + # check if there is time skew across nodes + hosts_ts_df = self.events.groupby('hostname').agg({'ts': 'min'}).compute() + # filter the hosts if time skew exceeds 30 seconds + max_time_skew = 30e6 + if np.std(hosts_ts_df['ts']) > max_time_skew: + logging.warn(f"The time skew exceeds {max_time_skew // 1e6} sec across hosts {hosts_ts_df.index.tolist()}") def summary(self): num_events = len(self.events) From e0b13050d0a23cc8a839d5a130a2c410216a4d05 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:14:22 -0700 Subject: [PATCH 11/15] revert changes --- dfanalyzer/main.py | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 393c1aa..f75b77f 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -616,7 +616,9 @@ def summary(self): hosts_used = hosts_used.to_list() - #hosts_used_regex_str = self._create_host_intervals(hosts_used) + #hosts_used_regex_str = self._create_host_intervals(hosts_used) + if len(hosts_used) > 1: + self._check_hosts_time_skew() filenames_accessed = filenames_accessed.to_list() #filename_basename_regex_str = self._remove_numbers(filenames_accessed) From 712f8cf2c8068089fdb8770c3cb4683b513ecd95 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:14:49 -0700 Subject: [PATCH 12/15] revert changes --- dfanalyzer/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index f75b77f..5b28f19 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -616,9 +616,9 @@ def summary(self): hosts_used = hosts_used.to_list() - #hosts_used_regex_str = self._create_host_intervals(hosts_used) - if len(hosts_used) > 1: - self._check_hosts_time_skew() + #hosts_used_regex_str = self._create_host_intervals(hosts_used) + if len(hosts_used) > 1: + self._check_hosts_time_skew() filenames_accessed = filenames_accessed.to_list() #filename_basename_regex_str = self._remove_numbers(filenames_accessed) From 0224573c85f43ba1227f9e7c0a9105c001547577 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:16:38 -0700 Subject: [PATCH 13/15] flatten the desk bag. --- dfanalyzer/main.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 5b28f19..1f9c80e 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -432,14 +432,14 @@ def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}, met time_granularity=self.conf.time_granularity, time_approximate=self.conf.time_approximate, condition_fn=self.conf.conditions, - load_data=load_data).filter(lambda x: "name" in x) + load_data=load_data).flatten().filter(lambda x: "name" in x) main_bag = None if len(pfw_pattern) > 0: pfw_bag = dask.bag.read_text(pfw_pattern).map(load_objects, fn=load_fn, time_granularity=self.conf.time_granularity, time_approximate=self.conf.time_approximate, condition_fn=self.conf.conditions, - load_data=load_data).filter(lambda x: "name" in x) + load_data=load_data).flatten().filter(lambda x: "name" in x) if len(pfw_gz_pattern) > 0 and len(pfw_pattern) > 0: main_bag = dask.bag.concat([pfw_bag, gz_bag]) elif len(pfw_gz_pattern) > 0: From 1b4861a7396bfec49cc6f12fd5e8a846979290c5 Mon Sep 17 00:00:00 2001 From: Hariharan Devarajan Date: Wed, 2 Oct 2024 19:21:01 -0700 Subject: [PATCH 14/15] changed set index to groupie for removing redundant --- dfanalyzer/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/dfanalyzer/main.py b/dfanalyzer/main.py index 1f9c80e..378d3b2 100644 --- a/dfanalyzer/main.py +++ b/dfanalyzer/main.py @@ -472,9 +472,9 @@ def __init__(self, file_pattern, load_fn=None, load_cols={}, load_data = {}, met all_events = main_bag.to_dataframe(meta=columns) events = all_events.query("type == 0") - self.file_hash = all_events.query("type == 1")[list(file_hash_columns.keys())].set_index('hash').persist() - self.host_hash = all_events.query("type == 2")[list(hostname_hash_columns.keys())].set_index('hash').persist() - self.string_hash = all_events.query("type == 3")[list(string_hash_columns.keys())].set_index('hash').persist() + self.file_hash = all_events.query("type == 1")[list(file_hash_columns.keys())].groupby('hash').first().persist() + self.host_hash = all_events.query("type == 2")[list(hostname_hash_columns.keys())].groupby('hash').first().persist() + self.string_hash = all_events.query("type == 3")[list(string_hash_columns.keys())].groupby('hash').first().persist() self.metadata = all_events.query("type == 4")[list(other_metadata_columns.keys())].persist() self.n_partition = math.ceil(total_size.compute() / (128 * 1024 ** 2)) logging.debug(f"Number of partitions used are {self.n_partition}") From 5597d79900d62651700d09d7680f9d4da28b0c53 Mon Sep 17 00:00:00 2001 From: hariharandev1 Date: Wed, 2 Oct 2024 19:33:59 -0700 Subject: [PATCH 15/15] updated example. --- dfanalyzer/main.py | 6 +- examples/dfanalyzer/dfanalyzer.ipynb | 475 +++++++++++++----- .../cm1-DEFAULT-3537780-preload.pfw.gz | Bin 0 -> 113788 bytes .../cm1-DEFAULT-3537781-preload.pfw.gz | Bin 0 -> 81040 bytes .../cm1-DEFAULT-3537782-preload.pfw.gz | Bin 0 -> 80836 bytes .../cm1-DEFAULT-3537783-preload.pfw.gz | Bin 0 -> 80829 bytes .../cm1-DEFAULT-3537784-preload.pfw.gz | Bin 0 -> 80968 bytes .../cm1-DEFAULT-3537785-preload.pfw.gz | Bin 0 -> 81051 bytes .../cm1-DEFAULT-3537786-preload.pfw.gz | Bin 0 -> 81129 bytes .../cm1-DEFAULT-3537787-preload.pfw.gz | Bin 0 -> 80755 bytes .../cm1-DEFAULT-3537788-preload.pfw.gz | Bin 0 -> 81149 bytes .../cm1-DEFAULT-3537789-preload.pfw.gz | Bin 0 -> 81141 bytes 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-593,7 +593,7 @@ def _remove_numbers(self, string_items): def _check_hosts_time_skew(self): # check if there is time skew across nodes - hosts_ts_df = self.events.groupby('hostname').agg({'ts': 'min'}).compute() + hosts_ts_df = self.events.groupby('hhash').agg({'ts': 'min'}).compute() # filter the hosts if time skew exceeds 30 seconds max_time_skew = 30e6 if np.std(hosts_ts_df['ts']) > max_time_skew: @@ -605,8 +605,8 @@ def summary(self): total_time, total_io_time, total_compute_time, total_app_io_time, \ only_io, only_compute, only_app_io, only_app_compute = self._calculate_time() #(0, 0, 0, 0, 0, 0, 0, 0, 0) hosts_used, filenames_accessed, num_procs, compute_tid, posix_tid, io_by_operations = dask.compute( - self.events["hostname"].unique(), - self.events["filename"].unique(), + self.host_hash["name"].unique(), + self.file_hash["name"].unique(), self.events["pid"].unique(), self.events.query("phase == 1")["tid"].unique(), self.events.query("phase == 2")["tid"].unique(), diff --git a/examples/dfanalyzer/dfanalyzer.ipynb b/examples/dfanalyzer/dfanalyzer.ipynb index b521ea4..1dc2973 100644 --- a/examples/dfanalyzer/dfanalyzer.ipynb +++ b/examples/dfanalyzer/dfanalyzer.ipynb @@ -54,7 +54,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 3, "id": "4a5811b8", "metadata": {}, "outputs": [], @@ -156,7 +156,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "[INFO] [10:11:57] Initialized Client with 4 workers and link http://127.0.0.1:8787/status [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:669]\n" + "[INFO] [19:32:21] Initialized Client with 4 workers and link http://127.0.0.1:45919/status [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:754]\n" ] } ], @@ -194,17 +194,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "2024-07-10 10:11:57,752 - distributed.nanny - WARNING - Restarting worker\n", - "2024-07-10 10:11:57,768 - distributed.nanny - WARNING - Restarting worker\n", - "2024-07-10 10:11:57,797 - distributed.nanny - WARNING - Restarting worker\n", - "2024-07-10 10:11:57,815 - distributed.nanny - WARNING - Restarting worker\n" + "2024-10-02 19:32:22,114 - distributed.nanny - WARNING - Restarting worker\n", + "2024-10-02 19:32:22,143 - distributed.nanny - WARNING - Restarting worker\n", + "2024-10-02 19:32:22,164 - distributed.nanny - WARNING - Restarting worker\n", + "2024-10-02 19:32:22,169 - distributed.nanny - WARNING - Restarting worker\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "[INFO] [10:11:59] Restarting all workers [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:657]\n" + "[INFO] [19:32:23] Restarting all workers [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:742]\n" ] } ], @@ -234,16 +234,16 @@ "name": "stderr", "output_type": "stream", "text": [ - "[INFO] [10:12:00] Created index for 1 files [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:366]\n", - "[INFO] [10:12:00] Total size of all files are bytes [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:368]\n", - "[INFO] [10:12:00] Loading 6 batches out of 1 files and has 93895 lines overall [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:381]\n", - "[INFO] [10:12:03] Loaded events [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:423]\n", - "[INFO] [10:12:03] Loaded plots with slope threshold: 45 [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:429]\n" + "[INFO] [19:32:25] Created index for 48 files [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:410]\n", + "[INFO] [19:32:25] Total size of all files are bytes [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:412]\n", + "[INFO] [19:32:25] Loading 48 batches out of 48 files and has 316798 lines overall [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:425]\n", + "[INFO] [19:32:36] Loaded events [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:492]\n", + "[INFO] [19:32:36] Loaded plots with slope threshold: 45 [/usr/WS2/haridev/dftracer/dfanalyzer/main.py:498]\n" ] } ], "source": [ - "analyzer = DFAnalyzer(f\"{app_root}/examples/dfanalyzer/test-trace.pfw.gz\")" + "analyzer = DFAnalyzer(f\"{app_root}/examples/dfanalyzer/test-trace-distributed/cm1_1_48_20240926/*.gz\")" ] }, { @@ -286,6 +286,7 @@ " \n", " name\n", " cat\n", + " type\n", " pid\n", " tid\n", " ts\n", @@ -293,29 +294,32 @@ " dur\n", " tinterval\n", " trange\n", - " hostname\n", + " hhash\n", " compute_time\n", " io_time\n", " app_io_time\n", " total_time\n", - " filename\n", + " fhash\n", " phase\n", " size\n", + " hash\n", + " value\n", " \n", " \n", " \n", " \n", - " 0\n", - " TorchFramework.__init__\n", - " ai_framework\n", + " 4\n", + " start\n", + " dftracer\n", + " 0\n", + " 3537829\n", + " 3537829\n", + " 67327\n", + " 67327\n", " 0\n", - " 338684\n", - " 6205258\n", - " 6205266\n", - " 8\n", " <NA>\n", - " 6.0\n", - " ruby165\n", + " 0\n", + " 5692\n", " <NA>\n", " <NA>\n", " <NA>\n", @@ -323,112 +327,126 @@ " <NA>\n", " 0\n", " <NA>\n", + " <NA>\n", + " <NA>\n", " \n", " \n", - " 1\n", - " TorchFramework.is_nativeio_available\n", - " ai_framework\n", + " 6\n", + " fopen\n", + " 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type pid tid ts te dur tinterval \\\n", + "4 start dftracer 0 3537829 3537829 67327 67327 0 \n", + "6 fopen STDIO 0 3537829 3537829 71265 71499 234 \n", + "7 fread STDIO 0 3537829 3537829 71525 71534 9 \n", + "8 fread STDIO 0 3537829 3537829 71569 71571 2 \n", + "9 fclose STDIO 0 3537829 3537829 71580 71583 3 \n", "\n", - " te dur tinterval trange hostname compute_time io_time \\\n", - "0 6205266 8 6.0 ruby165 \n", - "1 6205294 1 6.0 ruby165 \n", - "2 6205309 6205290 0.0 ruby165 \n", - "3 6205365 27 6.0 ruby165 \n", - "4 7484573 7484573 0.0 ruby165 \n", + " trange hhash compute_time io_time app_io_time total_time fhash \\\n", + "4 0 5692 0 \n", + "6 0 5692 0 33084 \n", + "7 0 5692 0 33084 \n", + "8 0 5692 0 33084 \n", + "9 0 5692 0 33084 \n", "\n", - " app_io_time total_time filename phase size \n", - "0 0 0 \n", - "1 0 0 \n", - "2 0 0 \n", - "3 0 0 \n", - "4 0 0 " + " phase size hash value \n", + "4 0 \n", + "6 0 \n", + "7 0 \n", + "8 0 \n", + "9 0 " ] }, "execution_count": 10, @@ -440,6 +458,142 @@ "analyzer.events.head()" ] }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b5e9d273", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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╭──────────────────────────────────────────────────── Summary ────────────────────────────────────────────────────╮\n",
                             "│  Allocation    Scheduler Allocation Details                                                                     │\n",
                             "│                ├── Nodes: 1                                                                                     │\n",
-                            "│                ├── Processes: 1                                                                                 │\n",
+                            "│                ├── Processes: 48                                                                                │\n",
                             "│                ├── Thread allocations across nodes (includes dynamically created threads)                       │\n",
                             "│                │   ├── Compute: 0                                                                               │\n",
-                            "│                │   └── I/O: 21                                                                                  │\n",
-                            "│                └── Events Recorded: 94K                                                                         │\n",
+                            "│                │   └── I/O: 48                                                                                  │\n",
+                            "│                └── Events Recorded: 284K                                                                        │\n",
                             "│  Dataset       Description of Dataset Used                                                                      │\n",
-                            "│                └── Files: 103                                                                                   │\n",
+                            "│                └── Files: 2583                                                                                  │\n",
                             "│  I/O Behavior  Behavior of Application                                                                          │\n",
                             "│                ├── Split of Time in application                                                                 │\n",
-                            "│                │   ├── Total Time: 105.211 sec                                                                  │\n",
-                            "│                │   └── Overall I/O: 54.896 sec                                                                  │\n",
+                            "│                │   ├── Total Time: 145.364 sec                                                                  │\n",
+                            "│                │   └── Overall I/O: 1.393 sec                                                                   │\n",
                             "│                └── Metrics by function                                                                          │\n",
                             "│                    ├── Function       |count |                  size                   |                        │\n",
                             "│                    ├──                |      |min   |25    |mean  |median|75    |max   |                        │\n",
-                            "│                    ├── opendir        |42    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
-                            "│                    ├── __xstat64      |42    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
-                            "│                    ├── open64         |139   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
-                            "│                    ├── __fxstat64     |278   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
-                            "│                    ├── lseek64        |82K   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
-                            "│                    ├── read           |6K    |NA    |4MB   |4MB   |4MB   |4MB   |4MB   |                        │\n",
-                            "│                    └── close          |119   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── access         |672   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── opendir        |9K    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── __xstat        |47K   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── open           |22K   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── unlink         |192   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── read           |14K   |1     |7     |137   |14    |310   |7KB   |                        │\n",
+                            "│                    ├── close          |22K   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── mkdir          |76    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── ftruncate      |643   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── mmap           |576   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── readlink       |432   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── __fxstat       |3K    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── write          |112K  |1     |5KB   |6KB   |5KB   |5KB   |64KB  |                        │\n",
+                            "│                    ├── lseek          |224   |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    ├── fcntl          |96    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
+                            "│                    └── rmdir          |58    |NA    |nan   |nan   |NA    |nan   |NA    |                        │\n",
                             "╰─────────────────────────────────────────────────────────────────────────────────────────────────────────────────╯\n",
                             "
\n" ], @@ -497,27 +727,36 @@ "╭──────────────────────────────────────────────────── Summary ────────────────────────────────────────────────────╮\n", "│ \u001b[36m \u001b[0m\u001b[36mAllocation \u001b[0m\u001b[36m \u001b[0m Scheduler Allocation Details │\n", "│ \u001b[36m \u001b[0m ├── Nodes: 1 │\n", - "│ \u001b[36m \u001b[0m ├── Processes: 1 │\n", + "│ \u001b[36m \u001b[0m ├── Processes: 48 │\n", "│ \u001b[36m \u001b[0m ├── Thread allocations across nodes (includes dynamically created threads) │\n", "│ \u001b[36m \u001b[0m │ ├── Compute: 0 │\n", - "│ \u001b[36m \u001b[0m │ └── I/O: 21 │\n", - "│ \u001b[36m \u001b[0m └── Events Recorded: 94K │\n", + "│ \u001b[36m \u001b[0m │ └── I/O: 48 │\n", + "│ \u001b[36m \u001b[0m └── Events Recorded: 284K │\n", "│ \u001b[36m \u001b[0m\u001b[36mDataset \u001b[0m\u001b[36m \u001b[0m Description of Dataset Used │\n", - "│ \u001b[36m \u001b[0m └── Files: 103 │\n", + "│ \u001b[36m \u001b[0m └── Files: 2583 │\n", "│ \u001b[36m \u001b[0m\u001b[36mI/O Behavior\u001b[0m\u001b[36m \u001b[0m Behavior of Application │\n", "│ \u001b[36m \u001b[0m ├── Split of Time in application │\n", - "│ \u001b[36m \u001b[0m │ ├── Total Time: 105.211 sec │\n", - "│ \u001b[36m \u001b[0m │ └── Overall I/O: 54.896 sec │\n", + "│ \u001b[36m \u001b[0m │ ├── Total Time: 145.364 sec │\n", + "│ \u001b[36m \u001b[0m │ └── Overall I/O: 1.393 sec │\n", "│ \u001b[36m \u001b[0m └── Metrics by function │\n", "│ \u001b[36m \u001b[0m ├── Function |count | size | │\n", "│ \u001b[36m \u001b[0m ├── | |min |25 |mean |median|75 |max | │\n", - "│ \u001b[36m \u001b[0m ├── opendir |42 |NA |nan |nan |NA |nan |NA | │\n", - "│ \u001b[36m \u001b[0m ├── __xstat64 |42 |NA |nan |nan |NA |nan |NA | │\n", - "│ \u001b[36m \u001b[0m ├── open64 |139 |NA |nan |nan |NA |nan |NA | │\n", - "│ \u001b[36m \u001b[0m ├── __fxstat64 |278 |NA |nan |nan |NA |nan |NA | │\n", - "│ \u001b[36m \u001b[0m ├── lseek64 |82K |NA |nan |nan |NA |nan |NA | │\n", - "│ \u001b[36m \u001b[0m ├── read |6K |NA |4MB |4MB |4MB |4MB |4MB | │\n", - "│ \u001b[36m \u001b[0m └── close |119 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── access |672 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── opendir |9K |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── __xstat |47K |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── open |22K |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── unlink |192 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── read |14K |1 |7 |137 |14 |310 |7KB | │\n", + "│ \u001b[36m \u001b[0m ├── close |22K |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── mkdir |76 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── ftruncate |643 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── mmap |576 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── readlink |432 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── __fxstat |3K |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── write |112K |1 |5KB |6KB |5KB |5KB |64KB | │\n", + "│ \u001b[36m \u001b[0m ├── lseek |224 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m ├── fcntl |96 |NA |nan |nan |NA |nan |NA | │\n", + "│ \u001b[36m \u001b[0m └── rmdir |58 |NA |nan |nan |NA |nan |NA | │\n", "╰─────────────────────────────────────────────────────────────────────────────────────────────────────────────────╯\n" ] }, @@ -544,13 +783,13 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 15, "id": "b9185f98", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -573,13 +812,13 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 16, "id": "08b58161", "metadata": {}, "outputs": [ { "data": { - "image/png": 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OOTsMqkVcNgG2WCy2MfiIiIhqO4vFAkEQbD9ENV3xtVpaTuboHM1lEuD4+HjEx8fDbDYDADIzM6HX650cFRERkX0YjUZYLBYYjUZIpS7z8U61mMlkgsViQXZ2donJQgBAo9E49NguOwpEbm4uR4EgIqIHhtlsxsWLFxEUFAR/f39nh0N0X2q1GqmpqWjQoMFdCbBarYavry9HgbA3sVgMsZjDIBMR0YNBLBbD19cXmZmZEIlE8PDwKDERBFFNYrFYkJmZCU9PT8jl8ruuVUfnaC6bABMRET1oQkJCAAAZGRlOjoTo/sRiMerVq+eUL2pMgImIiB4QIpEIoaGhCAoKgtFodHY4RPckl8uddjeeCTAREdEDRiKRQCKRODsMohqLRbBERERE5FKYABMRERGRS2ECTEREREQuhQkwEREREbkUJsBERERE5FKYABMRERGRS2ECTEREREQuxWXHAbZYLLBYLM4Og4iIiIju4OgczWUS4Pj4eMTHx8NsNgMAMjMzodfrnRwVEREREd1Jo9E4dP8iQRAEhx6hhlGr1VAqlcjNzYWPj4+zwyEiIiKiO6jVavj6+kKlUjkkX3OZFuA7icVip80/TURERERlc3SOxgyQiIiIiFwKE2AiIiIicilMgImIiIjIpTABJiIiIiKXwgSYiIiIiFwKE2AiIiIicilMgImIiIjIpTABJiIiIiKX4vQEODU1FaNGjYK/vz/c3d3RqlUrHD16tMz109LS8Oyzz6Jx48YQi8WYMWNG9QVLRERERLVepWaCu3r1Kvbu3Ytr165Bp9MhMDAQ0dHRiI2NhZubW7n3k5ubi65du+KRRx7B1q1bERgYiIsXL8LX17fMbQoLCxEYGIjXX38dS5curUz4REREROTCKpQAr1mzBh999BGOHj2K4OBghIWFwd3dHTk5Obh8+TLc3NwwcuRIzJo1C/Xr17/v/t59913UrVsXK1assC2LjIy85zYRERH46KOPAADLly+/7zEKCwtRWFhoe6xWqwEARqMRRqPxvtsTERERUfVydI5W7gQ4Ojoacrkc48aNw88//4y6deuWeL6wsBAHDhzAunXr0L59e3z22WcYNmzYPff522+/oV+/fhg2bBgSEhIQHh6O//73v5g4cWLlXk0pFi5ciPnz59+1fPv27fDw8LDbcYiIiIjIPnQ6nUP3LxIEQSjPitu2bUO/fv3KtdPs7GwkJyejXbt291yvuFxi5syZGDZsGI4cOYLp06dj2bJlGDt27H2P06NHD7Rt2xYffvhhmeuU1gJct25dZGVlwcfHp1yvh4iIiIiqj1qtRkBAAFQqlUPytXK3AJc3+QUAf39/+Pv733c9i8WC9u3bY8GCBQCsrcynT58udwJcHgqFAgqF4q7lMpkMMpnMLscgIiIiIvtxdI5W5VEgBEHArl27sHnzZuTm5lZo29DQUDRv3rzEsmbNmiElJaWqYRERERERlapCCXBeXh7Gjh2LVq1aYeLEiVCr1ejWrRt69+6Nxx9/HM2aNcPJkyfLvb+uXbvi/PnzJZZduHChXB3oiIiIiIgqo0IJ8EsvvYQDBw5gxIgROHXqFPr37w+z2YwDBw7g0KFDaNasGV577bVy7++FF17AwYMHsWDBAly6dAlr167Fl19+icmTJ9vWmT17NsaMGVNiu6SkJCQlJUGr1SIzMxNJSUk4e/ZsRV4KEREREbmocneCA4Dw8HCsXbsWcXFxSE1NRd26dbFr1y706NEDAHD48GEMGjQI6enp5Q5g06ZNmD17Ni5evIjIyEjMnDmzxCgQ48aNQ3JyMvbs2fO/oEWiu/ZTv359JCcn3/d4arUaSqXSYUXVRERERFQ1js7XKpQAS6VSXL9+HaGhoQAADw8PnDp1Cg0aNAAApKenIzw8HGaz2e6B2gsTYCIiIqKazdH5WoVKICwWCyQSie2xRCIp0RpbWsssEREREVFNUuGpkL/++mt4eXkBAEwmE7799lsEBAQAADQajX2jIyIiIiKyswqVQERERJSrlffq1atVCsqRWAJBREREVLM5Ol+rUAtweTqZERERERHVZFWeCIOIiIiIqDapUAvwqlWryrXeneP2EhERERHVFBWqARaLxfDy8oJUKkVZm4lEIuTk5NgtQHsrrinJzc1lDTARERFRDaRWq+Hr61szaoCbNWuGW7duYdSoURg/fjxat25t94AcJT4+HvHx8bYxijMzM6HX650cFRERERHdydEji1WoBRgADh06hOXLl2P9+vVo2LAhnn/+eYwcObLWtKayBZiIiIioZnN0C3CFE+BiBQUF+PHHH7FixQocPnwYQ4YMwfLly6FQKOwdo11xGDQiIiKimq1GzQR3O3d3d4wZMwbz589Hx44dsW7dOuh0OnvGRkRERERkd5VKgFNTU7FgwQI0atQII0aMQIcOHXDmzBn4+vraOz4iIiIiIruqUCe4H374AStWrEBCQgL69euHJUuWYODAgZBIJI6Kj4iIiIjIrio8DFq9evUwcuRIBAcHl7netGnT7BKcI7AGmIiIiKhmc3S+VqEEOCIiAiKR6N47FIlw5cqVKgfmKEyAiYiIiGo2R+drFSqBSE5OtnsARERERETVqdKjQBARERER1UblToDXrVtX7p1ev34df//9d6UCIiIiIiJypHInwJ9//jmaNWuGxYsX459//rnreZVKhS1btuDZZ59FTEwMsrOz7RooEREREZE9lLsGOCEhAb/99hs++eQTzJ49G56enggODoabmxtyc3ORnp6OgIAAjBs3DqdPn77nKBFERERERM5SqamQs7KysG/fPly7dg0FBQUICAhAdHQ0oqOjIRbX7LLi4l6Fubm5HAWCiIiIqAZSq9Xw9fWtGaNAFAsICMCQIUPsHIpjxcfHIz4+HmazGQCQmZkJvV7v5KiIiIiI6E4ajcah+69UC3BtxhZgIiIiopqtRrYAPwjEYnGNL9cgIiIickWOztGYARIRERGRS2ECTEREREQupUoJsMFgwPnz52EymewVDxERERGRQ1UqAdbpdHj++efh4eGBFi1aICUlBQAwdepULFq0yK4BEhERERHZU6US4NmzZ+PEiRPYs2cP3NzcbMt79+6N9evX2y04IiIiIiJ7q9QoEBs3bsT69evRuXNniEQi2/IWLVrg8uXLdguOiIiIiMjeKtUCnJmZiaCgoLuW5+fnl0iIiYiIiIhqmkolwO3bt8fmzZttj4uT3q+//hqxsbH2iYyIiIiIyAEqVQKxYMECDBgwAGfPnoXJZMJHH32Es2fPYv/+/UhISLB3jEREREREdlOpFuCHH34YSUlJMJlMaNWqFbZv346goCAcOHAA7dq1s3eMRERERER2IxIEQXB2ENVJrVZDqVQ6bG5pIiIiIqoaR+drlSqB6NmzJ+Li4jBv3rwSy3NzczF06FDs2rXLLsE5ksVigcVicXYYRERERHQHR+dolUqA9+zZg1OnTuH48eNYs2YNPD09AVhnhqupNcDx8fGIj4+H2WwGYB3JQq/XOzkqIiIiIrqTRqNx6P4rVQIhFotx/Phx/Pvf/0Z+fj5+//13RERE4NatWwgLC7MlmTVRcZN6bm4uSyCIiIiIaiC1Wg1fX9+aVQIBAKGhoUhISMBzzz2HDh064Mcff0SzZs3sGZtDicViiMWV6gNIRERERA7k6BytUnsvHvdXoVBg7dq1mD59Ovr374/PPvvMrsEREREREdlbpVqA76yaeP3119GsWTOMHTvWLkERERERETlKpRLgq1evIiAgoMSyoUOHokmTJjh27JhdAiMiIiIicgSOA0xERERENUqNGQf4ySefxLfffgsfHx88+eST91z3l19+qXJgRERERESOUO4EWKlU2jq/KZVKhwVERERERORILIEgIiIiohrF0fmaXQZZS0hIwJYtW5Cbm1vpfSxatAgikQgzZswoc50zZ85g6NChiIiIgEgkwocffljp4xERERGRa6pQAvzuu+9izpw5tseCIKB///545JFH8Nhjj6FZs2Y4c+ZMhYM4cuQIvvjiC7Ru3fqe6+l0OkRFRWHRokUICQmp8HGIiIiIiCqUAK9fvx4tW7a0Pf7pp5/w119/Ye/evcjKykL79u0xf/78CgWg1WoxcuRIfPXVV/D19b3nuh06dMB7772HESNGQKFQVOg4RERERERABccBvnr1aolW2i1btuCpp55C165dAVgnxBg2bFiFApg8eTIGDhyI3r174+23367QtuVRWFiIwsJC22O1Wg0AMBqNMBqNdj8eEREREVWNo3O0CiXAJpOpRMvrgQMHStTshoWFISsrq9z7W7duHRITE3HkyJGKhFEhCxcuLLVVevv27fDw8HDYcWs0kwniwkJYPD2dHUnFmc2Q6HQwe3s7O5J7kmi1MHt4AA6Yy1yWmQmRyVTqcyYfn5rxe7VYIFVrYPL2AiQSZ0dDZREESFVqmJQ+QNEoP/dkMkGi18Ps5eX42Mj+Kvj7ExUWQmQRYHF3c3BgRHfT6XQO3X+FEuAGDRrgr7/+QlRUFFJSUnDhwgV0797d9vyNGzfg7+9frn1dv34d06dPx44dO+Dm5rg/rtmzZ2PmzJm2x2q1GnXr1kXfvn1ddhSIrCVLoD+ehKD5b0DeoIGzw6mQ3JWroN2yBX7TpsKz6M5DTaM7cgTZK1fB54khUI4YYff9p814Aaa0tFKfE7m5IfTDpZDcp5zI0dS//grVr79C5OEBt9at4R4TDbe2bSHhEIo1iuqnn6D+9VfUGTUK3o8PvO/62Z/GQ/f33wh8dTbcWrWqhgjJnrI+WIqCo0cQ9MYbUDRufM91BaMR6TNfhKWgACEfLIHERT8vyXmK79g7SoUS4MmTJ2PKlCnYu3cvDh48iNjYWDRv3tz2/K5duxAdHV2ufR07dgwZGRmIiYmxLTObzfjrr7/w6aeforCwEBI7tBwpFIpS64VlMhlkMlmV91/bCBYLCk+eAkwmaDdsQPDs2c4OqdwEsxkF+/ZBJBJB/f33UHbpApFc7uyw7qLbsQMikQj6xEQEjB5t9/3LAgMgKmX0QrNaBaFAD/3evagzdKjdj1sRhhMnreOGFxRAf+gQ9IcOASIRFA0bwr1dDDzatYM8MtI2tjhVP8ONG9Bs3AiRSIT8P/+E7xND7vn7MKtUKDhwACJBgHbjr/C+7b2baj5Tbi70R49CZBGg27EDXi1a3HN97eHDMGdmAgD0e/Y4/T2FXI+jc7QKJcATJ06ERCLB77//ju7du2PevHklnr958ybGjx9frn316tULp06dKrHsueeeQ9OmTTFr1iy7JL90N1N6OoSimmjd0WMwJCdDHhHh3KDKSX/uHCwaDQDAnJUN9bZtUD7+uJOjKsmUmwv9aetIKMYbqbAUFEDs7m7XY4S+8Uapy7UJCcj8+BNodvwJ5RNPQOSA8ovyECwWFF69AgAImDoFprQ06I4lwnD1KgovXkThxYvIW7ceEl9fuMdEw6Nde7i3bmX380RlEwQB2V98CZjMAADTrVsoPH8ebk2blrlN/v79gNm6vv7MGRRevgxFLbuD5Mry9/0NWCwAAN3BQzBrtZDcoxRCu3OX7f/qbdugHDwYImmFUgaiGq3CV/P48ePLTHI/++yzcu/H29u7xIgSAODp6Ql/f3/b8jFjxiA8PBwLFy4EABgMBpw9e9b2/9TUVCQlJcHLywsNGzas6EtxSYbk5BKP8zZsRNALM+y2f0EQUHjhImQhwXa/3a07bK0Vl9SpA3NeHvJ++hnePXtCXBNqXovc/iEDiwWFV67A/T4tLfbiERsL8fIVMGVmoiApCR52bKErvHIFmUuXwufxx+HTt+891zWlp0Mo0EMkk8GrWzeIJBL4PvMMTNnZ0CUmouBYIgpOnYI5Nxfanbug3bkLIqkUbi2awz2mHTzaxUAWGmq32Olu2oQE6M+ehUguh6JpE+hPnoJ2T8I9E2Dtnj0AALGXFyxaLVS//W7X9w5yLO3ev6z/EYshGI3I37sXPgMGlLquMSMDBSdPWlf38oI5Owf5Bw/B6+GaWXZGVBnOaSIqp5SUFKTdVut48+ZNREdHIzo6GmlpaXj//fcRHR2NCRMmODHK2qWwKAEurv/K378fxjLqSStKsFiQs3Il0l59FTf/bxYs+fl22S9gTax1RZ0l/Z8fD1l4OCxaLfJ+/dVux7CH4g8ZUdGtG8OlS9V2bLFcDq9HegAANNu2222/gsWCrPjPYLyZVq79Fl69CgCQ168H0W13cqT+/vDp0wfBr8xC/RXLETLndfg8OgDS4GAIJhMKTpxEzooVuDFlKm5MnYbsb79FwalTEDhai12ZtVrkrFwJAKgzfDjqPPEEAOt7gWAwlLqNMTUVhZcuA2KxLenN378fxoyMaomZqsaYmgrD5SuAWGwrZdD8uRNlTQSr3b0HEAS4tWoJn0cfBQCoN2+urnCJqkWNSoD37NlTYna3PXv24Ntvv7U9joiIgCAId/3sKWqZoPsrbgH26t4N7u1iAIsFKjskkYLZjKz4z6D+fRMAwJSVhewV31Z5v8WMKSkw3boFkUwG95gY+D77LABAvWkzTFWYgdCebv+Q8RnQHwBQWI0JMAD49OkDANAlJsJUVL9XVZpt22zXjSElBRa9/p7rG64UJcCRUWWuI5LL4d62Lfyffx4PxX+K8I8+gt/YMXBr2RKQSGC8eRPq3zch/Y35uPbcc7j13nvQ7NoNc16eXV6TK8tdvRoWtQayunWhfPwxuLVsCYm/Hyz5+dAlJpa6jSYhAQDgHt0W7m3bwq11K8BigXrzluoMnSpJu3cvAMC9bVv4PDYQIpkMhuRkGK5cuWtdwWKBZtdOAIB3r97w6dcXIqkUhRcuoPDixWqNm0oy5+VBf/68s8N4YNSoBJgcrziRkdev/7+WgN27YcrOrvQ+BYMBGe+9b71FKhZDOXgQIBJBu3s38g8dtkPUsLX+urdpA7GbGzw6dYSicWMIhYXI++knuxyjqrR79wGwfsi4F5UfFF66XK0xyMLDrUmkxQLNzp1V3p85Lw+5a7//3wKLBYWX7/2aDEX1v/KoyHIdQyQSQf5QOJSDBiF0/huov2I5gl6cCa8ePSBR+kAo0EN38BCy4uOR8vwE3Jw1C7nrf0DhpUsQistNHmBmbT4sBQV22Zf+/HlodvwJAAj4978gkkohEovh9XA3AIB2T8Jd2wgWC/L/siZQXt3jAADKxwcBADQ7/4RZa787PVRx9/sbEAQBWtvvrxskXl7w6NQJAKC5rc63WMGJEzBnZUPs5QXPTh0hqVPHNuKOiq3ATmPR6XDztdeR9upr0Oza7exwHghMgF2IWauFOTsHgDUBdmvSBG7NmwMmM1S//V6pfVp0OqS/9TZ0R45AJJMh+P9eht+YMVAOHgwAyP5imV1a7fIPWxNpj44dAFiTJt9RIwEAmh1/2q2Mo7IEQbC1snh17wZFVBQgEsGUkVHtrZbefa2twJo/d0IoY7zg8spZswYWnQ7yyEjbh+a9WoEEQbCVQCiiym4Bvhexpyc8u3RB4NQpqPv11whbtBB1hg2DvGh/hZcuI++HH3Bz1iu4PvFfyIyPR/7Bg3ZLEmsSs0aD1GlTkTrzxSqXFAkmE7KWLQMAePXqCbdmzWzPefWwJra644kwF3U0Lab/5x+YMjMhdne3/f25R7eFrF5dCAV6aP7cUaW4qPLyfvoJ18aMgTbh7i8uxQovXLTePXNzg0cH6+/Pu1dPAED+3r2w3DZRFABod1mTYq/u3Wyj7Pg8Zh0iL3//AZhycuz+OqpCsFhqXEyOkPXVVzClpwMAsr/5BsbUVCdHVPtVOAE2Go2QSqU4ffq0I+IhBzJcTQYASIOCbB3HlE9a6/80O3bAXMEx98x5eUib94a1M427G4LnvG57g/V9ejjk9evBrFIj64svy6w1Kw9TVpa1tEAkgke7drbl7i1awD06GjCbkfv9ukrv3x4KL16EKT0dIoUCHu3bQ+zpCVl4uPW5+7SY2ptnx46QKJUw5+ZCd/RYpfejP38e2qKWBv+JE+DWxFo3Xnih7ATYnJ0Ni1oDiMWQ16tX6WMXE4nFUDRqBN8RTyP8vcWo+/VXCPjvf+DRqRNE7m4w5+VBu2s3Mt57H9fGjUPa/PlQ/b4Jxps3q3zsmiB/716YVWqYMjKQ+/3399/gHlSbNsGYch1ib2/43TE8n7xePcgjIwGTGfl//10yhr+sde0esZ0hLkqIRCKRbQQW9ZYtrNMug2CxoODkSRScOWP3uxWq335D7vfrIBTokf3V12WWguUX9Uvw6NgB4qIx991atoQ0KAgWnQ66gwdt65pVKltjg1fPnrbliqgoKJo1BcxmaLZtq1CcloICZH78CfIPHKjQduVh1mqRNvtVXJ/4L+T9/HOlP2cEoxEFJ05Ad/RojSmpu502IcF6F0YshjwiAoJej4ylH5ZZs29PptxcZK/4FhlLP0TGkg+Q8f77uLX4Pdxa9C5uLVwIVVHZY21U4VEgZDIZ6tWrB3PRcDhUe9jKH24b9sy9bVvIo6JguHIF6i1b4FvOiRsM168jY/FiGG+mQaL0QfDrc6C47Za3SC5HwNSpuPnKK9AdPgxtQgK8e/SoVNzF5Q+KJo0hqVOnxHO+I59FQVIS8v/+G4VDBle61bGq8otafz06drAN56Vo0ADGGzdQeOlyicS9vASjEQVJSXBv165CQ5qJZDJ49eoJ1S8boNm+HZ6dO1X82BYLsr/8CgDg1fMRuDVpYhvdovDCBQiCUOqYsYVFNYXyunUdMkaz1NcX3r16wbtXLwgGA/T//APdsUToEo/BlJYO/clT0J88hZxvv4UsLNQ2qoRbs2a2jom1ye23OtV/bINXXBwUjRrddzvBYoE5JwfGtHQY09NgSkuH+o8/AAB+Y8ZAUspMil5xcci5ehXahL/g099aw24xGJC//0DR8z1Krv/ww8hds9Y6QsD+/fCKi6vsy3zgCAYDNHv2QP377zDetN6dkgT4w6tbd3j1iIP8oYeqtH/Nzp3IWbnKul+lD8wqNXKWL0fQiy+WjMNksg5fB8Cr2/8mrRKJxfDu1RO536+D5s+dtt+d9q+9gMkMeYMoKCJLljApBw5Exj/noNmxA3WGDi3337dm1y5oExKg3bcPoUql9a7jfZRn+EizRoP0+W/CUHTHKXft9zBrNPAbM6Zc75eCyYSCU6eQv38/dIePwKLV2p6T+PlBERUFecMGUDRoCLcWzSEuZT6B6mBMS0PWV9b34jrDh8G7Vy+kvvgiDFevImf1GviPf85hx9afPYuMJR/c8y6m2LP2zgpZqUH9XnvtNbz66qv47rvv4OfnZ++YyEFKS4BFIhHqDH0SGe+9D/WWrVAOGgTxfaaI1u7di6zPl0EoLIQ0IAAh8+ZCFhZ213qKyEj4Dn8auWvXIufrb+DeogWkgYEVjrs4AS5uXb7zGJ7dHkb+X3uRu3oNQubOqfD+q0owm5H/d9GHzG0zIyoaNYQ2IaFCHUcEQYDh8mVo9+yBdt/fsGg0CJk3F+6tW1coJu/efaDasBEFJ07AmJ4OWUhIhbYv7vgm9vSE36hRAGAtQRCLYc7NhTk7G9KAgLu2K77LII8sX/1vVYjkcri3aQP3Nm3gP/45GG/etCXD+jNnYbyZBuPNTVBv2gSRuxvc27SBR7t2cI+OhtTJM+WVR+HVqzBcvQqRVAr36GjojhxB1rIvELb43RKja9zOmJqKzPjPYLhypdRWWbfmzW0jhdzJ8+GuyFm1CoUXLsB48yZkYWHQHTkCi04HaUAA3Jo3K7G+SC6Hz6OPInftWqh++x2e3bu7/MQmZm0+NNu2Qb15M8wqFQDrMGIQBJizsqHasAGqDRsgbxAFr7g4eMXF3XMs3tLkHziArGVfAACUgwfDs9vDuPl/s5C//wB0PY6V+LJdcPIUzCo1JEofuLcp+R7i9cgjyF3/A/Rnz8J48yakoaG2fgPevXrfdVyPjh0hDQiAKSsL2n374H1bC/G96Ir7gZjNyHh/CcLefw/SMvIGQRCQu3oNVBs3wqN9e/hPeL7UzwyzSmVNfq9dg0TpA68ej0D1669Q/74JFm0+Av4zqdS/EUEQoD97FtqEBOgOHS6Z9CqVEPv4wJiaCnNODnQ5OdAdPQoAkIWFIXTBO6V+cSwP63XxBxRNm8KtefNy/50IRiMyP/wQQoEebs2bW794iMUInDIFtxYshHrzZri3bgWP9u0rFVeZxxUEqDdtQs6q7wCLBbK6deHdqxdEEjEgFgMiMSAWQSQWQ1rBz5aapFIJ8KeffopLly4hLCwM9evXh+cd47AmltGTmJzr9g5wt/Po2BGysDBrz/vt21FnyJBStxcMBuSsWgX1VmtLklvrVgiaPv2uVtnbKYcMhu7oURReuIDM+HiEzJ0LwFo+YcrKgjknB2a1Gp6dOpU6brBZm4+CooklPDt2LPUYviOeQf7+/Sg4cQIZH30Ev9Gj7/kGW5CUhLx162HKybHe2mvcCIpGjSCPagCJV8XHFC44eRJmlQpiH+8SiWpxS13hpUtltpgWM2VlQfvXXmgTEmC8ccO2XFKnDsxqTZnblUUWHAT3tm1RcPw4NDv+hN/oUeXe9vaOb77PPmP7vYgVCsgjImC4cgWFFy6UngBfqVgHOHuShYVBGRYG5eOPwaLToeDkSeiOHUPBsUSYVSroDh6C7uAha3wNouAR0w4e7dtBHhXltElD7qW4/MSjYwf4T5iAG//8A0NyMtRbtpQ6AYwxPR1pb8yHubgeUiqBLCgI0pBQyEJCIAsPg1ePHmVeh1JfX7i3aYOC48eh/esv+I4YYSt/8IzrXuo58u7XF3m//AJDcjL0p05V+ItabWfJz4chJQWG5GQUXrmC/AMHIBRYR0mRBPhD+fggePfqCZFEAt2xY9DuSYDu+HEYLl9BzuUryFu3HsonnoDPYwNt5SX3ojt+HBkffghYLPDu0we+o0cVlaM8BtWvvyH7q6/h1qKFrdSheFhGz65d70oIpf7+1veIxERodu2GR4cOMF6/DpFcXup4vyKJBN4D+iP3u9VQb94Cr0ceuW8iZ9ZooP/nH+vxQkJgSk9HxvtLEDr/jbvuyAiCgJyVK20jCemOHkXB6dPwHTECPo8OsMVvzstD2hvzYbx+HRKlEiHz34C8bl3I6j6ErM8+h3b3bljy8xH0wgxbK7VgMiH/wEGofv/NWk5XRKJUwiO2Mzxju8CteTOIxGJY9HrrpD2XLqPwymUUJCXBePMmMpYsQcjrr1dqMpDc1d/ZOp8qGjaAz+OD4Bnbucwvsrbt1q1H4aXLEHt5IXD6NNvfoEe7dvB57DGoN21CZnw8wpcsKfMzr6IsOh0y4+Nt75We3R5GwKRJtmvqQVKpBHhIGQkS1VyCyWRLrOSRESWeE4nFUD7xBLLi46HasBEWjRZuLVrArVlT220oU2YmMt5fYhvWq85TQ1Hn6afvmziIJBIETp2C1Jdehv7UaVyf+C9rJ5s7Smg023cg9J2377rNVHD8OGA2Q/bQQ6W2MgPWZM/3mWeQu3oN8v/aC93hI6gzdCiUjw0scZuu8MpV5Hy3CvqT/5uB8PZv+YB1FAVpUFDRN13J//6VSuDepk2prVzF5Q+eXbqUeHOU16sHkVQKi0YDU0YGZMHBpcavTUhA5iefAkX1ayKZDB6dOsGrRxzcW7e+75tkWbz79rEmM7t3wffp4f/7MDAYoEtMRP6hQxAMBkh9fSEp/qnjC+2ePbaOb953THqhaNwIhitXoL9wAZ5dutx1zOIZ4JxVilJM7OEBz86d4dm5MwSLBYYrV6A7loiCxGMovHQZhstXYLh8BXk//giJUgn3mBh4tIuxjjJynzsg1UEwGKAtSj69HukJiVIJvzGjkfXZ58j9fh08OnWCLCjItr4pMxPp896AOScHsrp1EfzyS5CGhFT42vGK6269ZorKIHTHk6zLu5de3iDx8oJ3z0eg3rIVqt9+L1cCLFgsyPrscxjTrK3MsvBwyMLCIA8PhzQ4uMbPNpZ/8CC0exJguHYNplLGQZbVq4s6Q4ZYk87bXotnbCw8Y2OtdbZ//w31jh0wplxH7po1UP+xFb4jRli/oJTxnqo/dw4Zi98DTGZ4du0K/39NtL0X1Rk+HPl/74cpMxN5P/wIvzGjYdHrbZMHeXbrVuo+vXv1QkFiIrS7d8NcVPvqGRtb5uRC3r17I2/9D9YvPGfP3neSH92Ro4DFAnlEBIJeehE3/28WCs+fR/a33yJg4kTbeoIgIGfFt7axhusMH46CkydQeO48cr79FtqEBARM+jck/v5In/cGjKmpkPj5IfSNeba+Ft6PPAKxpycyP1gK3eHDSH9nAQKnTUX+/v3W4TKzsgBY71x4de8Gz4e7wa1F87vOt9jNDW7Nmtk6iRquXcPN116D/tRpZK9YUSLu8jBrNNAmFI0PL5Wi8NJlZC5ditzVgfB57DF49+pZarlHwcmTUG3cCAAI+M9/7mpw8Bv5LPRnzsBw9SoyP/oYIfPmVvmLvCElBRnvvWct25FK4P/cc/Du1++BvbNTqXeaO6dAro0sFgssLjCEUjHD9euwmEwQu7lB7O9/12v3eLgrpBs3wpiairyNG4GNGyESiyCPjIKiUSPk79tXNHWmJ/ynTIFHu3YQcP8heABAEhIC39GjkP31NzAV1RKJxCJI6vhCEhAA081UFF69isxP4xEwY3qJP7b8w4chAHBv3+6evy+fQYOgaNECOctXoPDCBeSsWQPNn3/Cd9xYyOvXR966dbahgERSKbwH9IdH+/bW1syLl1B46SJMGZkwpKbCUEbvWk3CX3D/ay/8/zPJ9m3bUliI/EPWGD0efrhkjFIpZPXro/DyZegvXICklFt5gsWCnHXrIAgCFI0bw7tXT3h07mxLwsp7jkvjFh0NiZ8fTDk50Py9H5I6SuTv+xu6Q4fKNWKC7/Pj7zq+vGFDCNiGwgsX7/p9mPPyYMrOgUgESOvVq1F/X7KoKCijoqAc9hTMeXkoSEyELjER+hMnYVKpoNm9G5rdu62d7po3h0dMDNxjYiANC3XKm3/+kaMwa7WQ+vlB0boVLBYLPOLioNi9G/p/ziH7668ROGsWRCIRTDk5uDXvDRizsiALDUXw3DmQ1KlTqWvHrX17iNzcYMzIQNY3yyGYzVA0aABpWGiZv0+vRx+F+o8/oDt+HAUXLkBxn1k5NX/uhGa3tXVbf67kmKbWW6rBkIWFFyXHYZCGh0MWHl7hUgFH0OzcheyikTSKSf39Ia9fD7KICGvi1KYNRCJRmedf5O0Nr/794dm3L/L37kPeunUwZWUhM/4zqH77HXWefRay0FCYsjJhysiAKTPTOrvjsURYDAbr+NmT/1ty/3I5fJ9/HhnvvgvV77/B4+GuMF6/DoteD1lwMGQNGpT6+3OLiYZYqYQpLw+aovH0PXs+UubvWuThAc/u3aH580+oNm+GolmzUtcrln/ooPX9u0N7SIKD4T9tKjLffRfqP7ZBHhUFr0cesZY9LF9hq1H3/9dEePfpA5+hT0K7azdyV3+HwqtXcXP2bIi9fWBWqSD190fwvLmQhJa8Lt3bt0fQq7OR8e5iFJw+jZR//dv2nESphHf/fvDu2xcSHx8A5Xt/ldati4Bp05C5eDHUf2yD7KGH4N2v3z23uZ16xw5YDAbII+oj+PXXodm2DZpt22HMzET2ihXI/f57yB4KhzQwEJKAAOu/vr7IWb4cAqxfOtw7drj7dyKVImDGdKT93ywUnD6NnO9Ww71De4gkUohkUkAisX4BE4kAswWC2QRYLBBMJghmM8w5uTClpdn6CBjT0mxlO1I/PwS+9CIUjRrZ5ltwBkd/hoiESr6yvLw8/PTTT7h8+TJefvll+Pn5ITExEcHBwQgv+kZWk8THxyM+Ph5msxkXLlzAhQsX4F3Jep7ayHjwIAqWr4CkYQN4/t//lbqOoNPBmJQE84WLMF+4AEvRN+Zikvr14f7vf0Fcyq3v8jAVjYYg9vODyMfH1jplunABuqVLAbMFiieGQFE0PadgNEL74ksQ9Hp4vvIKJOW4rS4IAkyHDkH/8y8Qiv6YIRbbOnDJOnWCYvCgUl+DRaOBJTkZglZrfVM0m63bmS2wqPJg2LkLMBoh8vSE2zMjIO3QAaajR1Hw1dcQBwTA852370qW9N9/D8PuPZD36Q23YcPuPifnz0O35AOI3N3g9d57du84Vvj77ygspZeuyM8Xsg4dIPbzg0WlglD0Y8lTQdCoIevSBW5FM4TdznLrFrRz5gIyGbw/+ggi6f9aGE1nzkD30ccQBwfD66037fo6HEUwmWC+eBGmU6dgOnUallu3SjwvDgyEtFUrSFu3gqRRo2rrSKf7+GOYTp+B/NEBcLvtjpv55k3kv/U2YDbDfdK/IWnYELr3l8CSng5xQAA8Xn4J4irWNxes+BbG23rsuz39NOS97l3vWbB8OYwHD0ESGQGPWbPKbIkSCgqgnTMXgloNWVx3iH18YElPh+XWLZjTbwH36NUu8vaGODgY4pCQop9gSEJCIPL3r/RdkoowHjqMguXLAUGA7OGHIevUEZKHHoKoilOxC0YjDLv3wLB1K4T7DHUnadgQHtOnQ6Qo/X1C98UXMB1LhCQyEiJPD5hOn4HisYFQDBpU5j71P/8MQ9EMj+LgYHi+Of+eX/rMN28i/435gFgMr7ffKvPzQCgshGbmi4DRCM+5cyAp6vhXuGkTCn/7HZDJ4Pl/L8O4fz8Mu/cAANxGj4a828Ml9mNRq1H4w48wFo1OIfb3h8eLM+/5OWROTobu448haPMhDgmBvE8fyDp3qtLfb+HWP1C4YQMgFsNjxgxImza57zaC2Qzta69ByMmF27ixkBfdNRMMBhgPHoRhx593vefcThwWCs/Zr5b5+wYAw/4D0N82YVhVSVu1hNu4cRDXgPxIo9GgcePGUKlU8Cn60mJPlWoBPnnyJHr37g2lUonk5GRMnDgRfn5++OWXX5CSkoJVq1bZO84qmzx5MiZPngy1Wg2lUonAwECHnNCaKlelglEmg3ezZvC/7dbpXW7rIGfKyoL+zFkUnjsHaUAAfB5/rGoJWlnHDQqCRqdD9ldfw7J5M7xatIBH+/YoSEpCgdkMSVAgQjp2KP/tnUGDYOnTB6pffoF602YIJhPc2rSB76iRUDRocO/47vG8YeBAZH8aj8IrV2BcuQryCxcgUWsglcmg7NUTvqWUOGjbtkXWvr8hT7+FoFJef9aPP8Egk8E7Lg7+VewZXhrTkCFI3bkLgtEIibe3td6t68NQNG1SqdtlQmAgjL51YNbmo06BrsT5VO37GwaZDJ5NmyLwXtdYTRMWBhT1gjempaEgMREFx45Bf/YfCHl5sOzdC8PevRArFHBr3RruMTFwj4m2W83dnUzZ2Si4eBFSmQyhjz1WotQBQUHIfWooVL9sgLBhIyzeXhBnZ0MeHIyQt96E1A7nvWBAf9wqKgsSiUUIHdD/nnX+AGCeNAmpZ/+B5UYqPE6dgnfRjIR3yl2zBpKCAsjq1UPYlCklEhLBYoE5O7uo82IqjDdvwpSaCmPqTes4r3o9cO0ahGvXYAZgBmCEtcxKFhoKaXhYiZIKWVhYmbfyK0p36BAyV38HqVQK7z594Ddxgn3vDIwaCfOQwVBv2AjNtj8AkRjSwEBIAwMgCQqCNDAQsuBguEdH3/M92DR5Mm5OnwFLUbmbVCZDyKOPlryG7mAcNAipRfXmvgP6Q1lGqZZNUBBuxUSj4NRpKI4dg+8dQ+oVyz94EAUApOFhCImOtp0vYdw4ZGZkQHcsEYalH0IwGiGTy+A/aVKJodduPx5enY2CEydRcDwRPgMH3r8zdVAQTJ98AlNaeqXf6+4kjBmNbFUetHv3wbxiOQIXLrxv5+L8AwdRoNFC4u+P8EcfLfm7e+opCE8+aZ3l9LaWflNWFsxZ2RDMJgRMmwZ53Xt/LgiDB0FtsSB/714IZjMEk9E6/rvRZBsHXiSVFJX0Sawtw2IxxEof699NSEiJf+31N2MPbg6uO65UAjxz5kyMGzcOixcvLtGK+uijj+LZoilqazqxWAxxDez44iiG5GSIACgiIsr9uuVBQZAHBQGP9HBkaAAAZf/+MF5LgWb7dmR9/DHCFi5EwdFjEAHwbN8BkgrWBYo9PeE/ejR8+vWDOTcPisaNqvyB5Va/PsIWLkDez78g76efoDtgHT9TBMC7e/dSz6tbo8YQwdo5TCQIJVqqLHo9dIcOWrfv2dMh16M8MBBhC96BRau19j62Q32lolFjFBw/DuOlS3C/bUguY/JV6zXWIKrW/m0pwsOhCA9Hnccfh6WgAAUnTkKXeAwFicdhzs1FwZEjKCgalUQeFWWtG46JgaJhQ7t1pNP9tRewCHBr1hSKUr4U+Q4bBt3+AzClp8OckwNpnToInf9GhUf6KItH69aQ+vvBnJ0Dj5gYyMqR6Iv9/OA7YgRyVqxA3trv4RUba7vNXMx4KwOazVsgAuA3ZjQkdw4rJRZDEhwMeXAwEN22xFOWggIY09JgTE0t+rlp/ffmTQhGI4w3bsB44wbuLOyR1Knzv6T4th9pYEC5f1+6xOPI/PBDwCLAu0cPBPxrokM6TYp9fOA/doy1w6pIVKn3K3lAAPxGjUT2198AsHa4Ku0aup2ibl14x3VH4cWL8OnVq1x/u8rHHoP+1Glod+6C79NPl9pBSn/0qPX9u1MnSG5voReLEThtOm6+MgumtHSIRCIE/Pc/9x1VwjO6LTzvuC7uRe7vD7m/f7nXL4+A//4XprR0FF66hMx3FyNs4YJ79hnQ/rEVIgA+fftAUloyJxZDEhUFVLHPhO9TQ+H71NAq7aMmcvTnSKU+DY8cOYIvvvjiruXh4eFIL5qphGoOQRBgvHYNgDUBrqn8xz8H440b0J89i1vvvgtBb52hyKOM0R/KQxYUdM/Wj4oSSaXwfXo4PNq3Q+Ynn8J4/ToUDRtAXrdu6ccPC4XY3d36AX79eokh6HSHDkEo0EMaGgJFk/vfTqsse3dIUzRqhILjx63DuxWVqwBAYdEQaM7uAGcvYnd3eHbuBM/Onawd6ZKTrT3TjyWi8PJlGK5cgeHKFeT9+JN1mKm20fBo387aka6SrSiCIEC7x9oaV1ZCIJbLEfCviUh/+x2IvTwR8sa8MjuIVoZILEadJ55Azqrv4PN42bfO7+QzoD+0u3fDkJyMnNWrEfjf/5Z4Pnf1aghGI9xatix1SMN7Ebu7W0dsuePaEiwWmDKzrC3GtyXFxtRU63B9eXkw5+VBf/Zsydcok0EWFloyOS76/+0dkgpOnUbG4sXWjmdduiBg8n8dPmJIVffv3a8ftAl/ofDiRXiVc+z1wGnTKnQM95gYSENDYEpLh3ZPAnz6l6yJFUwm2yQ8np3uHodc4uWJ4FdmI3fNGnh1e7jUDrU1kVguR9Ars3Dz/2bBeOMGMj78EMGvvFLq76zwylXoz/4DSCQVqhmm6lOpBFihUEBdyqxhFy5cQGAlxnklxzLn5cGsUgNiMWR2mJ3LUUQymbWn8KxXYEqzfpESubvBveW9exo7g6JBA4Qvfhf5h4/A7R61YCKxGPKGDaA/dRqFly6VSICLOwJ5xcXVql62isZFw7vdNr6xWZtvm6azOsYArm4isdiWgPkOHw5zXp6101diIgqOJ8GsUlsH+09IACQSuDVtam0dbtcOsvDwcv9+C8+dg/FmGkRubvCMjS1zPfc2bRD+wRJI6tSp9Nik9+IzYAB8bvtyUx4iiQT+/5qItFdfg3bnLnj36mWdQAXWEQzy9+8HRCL4jRtrt+tdJBZDFhwEWXAQEB1d4jmLTmdLhg2pqTDdvFn0b5q17vZaCgzXUu7ap8TPD7LwMMhCQqHduxeC0QiP9u1LDENVk4nEYgS/9ioKTpyEZ5eyr6GqHsNnwADkLF8B9ZYt8O7bp8S50Z89C0t+PiRKnzK/3MsfCkfwrNL7o9RkUl9fBM/6P6S9PgcFxxKRu3oN/MbcXQZSPKKFZ2ysw8qlqGoqlQAPGjQIb775Jn744QcA1skUUlJSMGvWLAwd+uA1w9d2xZMTyEJCnDabTXlJlEoEzfo/pL32OoTCQnjcp+bNmcoaL/NOioaNbAmwd2/rAPOmzEzoi8Y3LmuIqZqqeHxj4800mDUaSLy9bWNMSwMCHJKQ1TSSOnXg/cgj8H7kEQgmE/T/nENB4jHojiXCmJoK/Zkz0J85A6z6DtKgIGvLcEwM3Fu0uOf1rNm1CwDg2SX2vjNhlXXXwZncmjSBV89HoN21G9lffoWwxe8CIhFyVqwAAHj36nnXDGOOIvbwgKJhw7tGpbC2GmeWLKUo+jGrVNaxyXNyoD91GoD1y0bQizNr/PBst5N4e5frvakqvB95BLnffw9jaioKTpyAx21fQHRFHdY8OlSg70YtomjYEAFTpiBz6VKofv0Vsnp1S8x0as7LQ/6+fQAAn4GPOilKup9K/UUvWbIETz31FIKCglBQUIC4uDikp6cjNjYW77zzjr1jpCoyFJU/1JaWOUVkJIJenIm8n36GcvBgZ4dTZcUfwIUXL9mWaf/6CxAEuLVoYW29qkUkXl62iVMKL16CR0y0bTpS+QNS/lARIqkU7q1awr1VS/iNHQtjerptAg79mTMwZWRAvWUr1Fu2QqRQwL1VK7i3i4FHu3aQ3lajaCkosE077P3II856OVXmN2oUdIcOw5CcDM22bRB7eqLw0mWI3N1Qp5xTrTuStdU42Doud0xMiefM2vyicgprKQUA1HnqqRr7JdyZxB4e8O7ZC+rNm6HevMWWAAsWC/KLE+AqlK/VdF4Pd4XxegryfvoZ2Z8vgyw01HbHQ71jBwSTCYqGDeHWuLGTI6WyVCoBViqV2LFjB/7++2+cOHECWq0WMTEx6N377ukTyflsyckdM8DVZB7t2pWY0rM2UzSyJsCGlBRYCgshksuhLRpzs6xpaWs6RePG1gT4woWiBNh5M8DVNLKQECgHDoRy4EBrR7pTp6zjDh9LtE6xevQodEePIhvWacmLk2HjjRsQ9EU14fcZX7UmkyiV8H32WWR/9RVy134PUVFLdp0nnqzxU1BLvDwhadyYSUs5+Tw6AOotW6ydYlNTIQsPh+HKFZizc6zla61aOTtEh6rz9NMwXL8B3aFDyHh3McIWvwuJUglN0bByPo8NdHKEdC/lToD9/Pxw4cIFBAQEYPz48fjoo4/QtWtXdO3q2NssVHX/awGOcG4gLkri5weJry/MubnWLyMi0f/qPDt3dnZ4laJo1AjaPXtQeOECAGuHDwDVdnu7thC7u8OzY0d4duwIQRBguJpsK5UovHgRhuRkGJKTofr5F9s23uWYYram8+7bB9rdu1B46TJQUABpYCCUjz/m7LDIzmQhIfBo1w66o0eh3roV/hMmIP+QdQrdmly+Zi8isRiBU6cgLT0dhmvXcGvRu/Dp3w/m3FxIfH1r7fu7qyh3cY7BYLB1fFu5ciX0er3DgiL7sRgMtlt5takF+EEiEolKlEFoiwZ99+zU6b51njWVoqiFrPDSJVj0ehiLZs9zxRKI8hKJRFBERaLOU08hbOEC1PvmawROmwrPLl1sQymJZLJy99yvyURiMfwnTrTOQgXAd9SoBz4ZclXFNa6a3Xtg1ubbpl/26Hj36A8PIrG7O4JemQWJ0geGq1eR9cWXAADvfn2rbeIcqpxytwDHxsZiyJAhaNeuHQRBwLRp0+Bexof38uXL7RYgVY0xJQWwWCD29oaEPVGdRtGoIXRHjkB/9iz0p62da2pr+QMAyOvXg0guhyU/31q3arFAolRCUsNvcdckEqUSXnFx8IqLg2AyofDiRYg9PUvUBddmioYNETh1CswqFTy71o5hrqji3Fq1gqxeXRhTriN39WoYb9wApBJ4xETff+MHhCwoCEH/939ImzcPMJkhkkrhU8ZkMFRzlLsFePXq1Xj00Ueh1WohEomgUqmQm5tb6g/VHLeXP9T226q1WXELsO7wYVh0OkgDAuDWouYN71ZeIokEiobWWeA027YBsLb+8hqrHJFUCrdmzSCvwcMUVoZXXByUgwbxuniAiUQi+Dxa1Aq8YwcAwL1lqxo1o1h1cGvaFAH/ngSIxfDu0/u+syeS85W7BTg4OBiLFi0CAERGRuK7776D/wPSUvEgq40d4B5E8jumWPbqEVfrhwdSNGoM/dl/UHjJOroFO8ARuSav7t2Ru3oNLFotAMCj04M7+sO9ePd8BB4d2rtc8l9bVWoUiKtFSdXt8vLyUKcWfeOxWCywWCzODsPhCpOTIQCQ1a/vEq+3phJ5eEAaGgpjWhoAwKNbt1r/+5A1bADh9scREbX+NRFRJchk8OrVC6pff4VIBLi1a+ey7wUiT08IsA4HR1Xj6GuoUgnwu+++i4iICDz99NMAgOHDh+Onn35CaGgotmzZgjZt2tg1SHuIj49HfHw8zGYzACAzM/OB78gnCALyL16CYDRC4+UFXUaGs0NyaaawUJhSUiBpEIVcqRSo5b8Pi68vTEaj7bHGxwf5tfw1EVHlWDp2gHnnTkgbNUKO0Vjr39/I+TQajUP3LxIEQbj/aiVFRkZizZo16NKlC3bs2IHhw4dj/fr1+OGHH5CSkoLt27c7Ila7UKvVUCqVyM3NhY+Pj7PDcShTRgZuTJ4CkUSCet+tYo9UJ9P/8w+yv/gSfs+Pf2DGx7zx70kw5eRA7OmBuitWsNaTiIjsQq1Ww9fXFyqVyiH5WqVagNPT01G3aBrOTZs2Yfjw4ejbty8iIiLQqVPtGPpELBZDXMtrMO/HmJICEaxTpkpq+BTIrsCjRQt4fPyRs8OwK0XjRjAfPARFZBQkEomzwyEiogeEo3O0Su3d19cX169fBwD88ccfthngBEGwlRiQ8xmSkwGwAxw5jmfRF16PdjH3WZOIiKjmqFQL8JNPPolnn30WjRo1QnZ2NgYMGAAAOH78OBoWDfdEzmdI5gxw5Fie3bpB0aQppIEBzg6FiIio3CqVAC9duhQRERG4fv06Fi9eDC8vLwBAWloa/vvf/9o1QKo8iY8PJAH+bAEmhxGJRJAFBzk7DCIiogqpVCe42qy4E5yjiqprIkEQ2DmJiIiIag1H52uVagEGgIsXL2L37t3IyMi4a6y2uXPnVjkwsh8mv0RERET/U6kE+KuvvsJ//vMfBAQEICQkpESCJRKJmAATERERUY1VqQT47bffxjvvvINZs2bZOx4iIiIiIoeq1DBoubm5GDZsmL1jISIiIiJyuEolwMOGDavRs70REREREZWlUiUQDRs2xJw5c3Dw4EG0atUKsjum2J02bZpdgiMiIiIisrdKDYMWGRlZ9g5FIly5cqVKQTmSKw6DRkRERFSb1Mhh0K5evWrvOKqdxWK5a/g2IiIiInI+R+dolR4HuLaJj49HfHw8zGYzACAzMxN6vd7JURERERHRnTQajUP3X+mZ4G7cuIHffvsNKSkpMBgMJZ774IMP7BKcIxQ3qefm5rIEgoiIiKgGUqvV8PX1rVklEDt37sSgQYMQFRWFc+fOoWXLlkhOToYgCIiJibF3jA4hFoshFldqEAwiIiIiciBH52iV2vvs2bPx0ksv4dSpU3Bzc8PPP/+M69evIy4ujuMDExEREVGNVqkE+J9//sGYMWMAAFKpFAUFBfDy8sKbb76Jd999164BEhERERHZU6USYE9PT1vdb2hoKC5fvmx7Lisryz6RERERERE5QKVqgDt37ox9+/ahWbNmePTRR/Hiiy/i1KlT+OWXX9C5c2d7x0hEREREZDeVSoA/+OADaLVaAMD8+fOh1Wqxfv16NGrUqEaPAEFEREREVOEE2Gw248aNG2jdujUAaznEsmXL7B4YEREREZEjVLgGWCKRoG/fvsjNzXVEPEREREREDlWpTnAtW7bElStXqnzwhQsXokOHDvD29kZQUBCGDBmC8+fP33e7H3/8EU2bNoWbmxtatWqFLVu2VDkWIiIiInINlUqA3377bbz00kvYtGkT0tLSoFarS/yUV0JCAiZPnoyDBw9ix44dMBqN6Nu3L/Lz88vcZv/+/XjmmWfw/PPP4/jx4xgyZAiGDBmC06dPV+alEBEREZGLqdBUyG+++SZefPFFeHt7/28HIpHt/4IgQCQSwWw2VyqYzMxMBAUFISEhAd27dy91naeffhr5+fnYtGmTbVnnzp3Rtm3bctUiF0+F7Kip9YiIiIioahydr1WoE9z8+fMxadIk7N692+6BAIBKpQIA+Pn5lbnOgQMHMHPmzBLL+vXrh40bN5a6fmFhIQoLC22Pi1uojUYjjEZjFSMmIiIiIntzdI5WoQS4uLE4Li7O7oFYLBbMmDEDXbt2RcuWLctcLz09HcHBwSWWBQcHIz09vdT1Fy5ciPnz59+1fPv27fDw8Kha0ERERERkdzqdzqH7r/AwaLeXPNjT5MmTcfr0aezbt8+u+509e3aJFmO1Wo26deuib9++LIEgIiIiqoEq0qesMiqcADdu3Pi+SXBOTk6F9jllyhRs2rQJf/31Fx566KF7rhsSEoJbt26VWHbr1i2EhISUur5CoYBCobhruUwmg0wmq1CcREREROR4js7RKpwAz58/H0ql0i4HFwQBU6dOxYYNG7Bnzx5ERkbed5vY2Fjs3LkTM2bMsC3bsWMHYmNj7RITERERET3YKpwAjxgxAkFBQXY5+OTJk7F27Vr8+uuv8Pb2ttXxKpVKuLu7AwDGjBmD8PBwLFy4EAAwffp0xMXFYcmSJRg4cCDWrVuHo0eP4ssvv7RLTERERET0YKvQOMD2rv/9/PPPoVKp0KNHD4SGhtp+1q9fb1snJSUFaWlptsddunTB2rVr8eWXX6JNmzb46aefsHHjxnt2nCMiIiIiKlahcYDFYjHS09Pt1gLsDBwHmIiIiKhmq1HjAFssFrsHQERERERUnSo1FTIRERERUW3FBJiIiIiIXAoTYCIiIiJyKUyAiYiIiMilMAEmIiIiIpdS4YkwHhQWi4WjWhARERHVQI7O0VwmAY6Pj0d8fDzMZjMAIDMzE3q93slREREREdGdNBqNQ/dfoYkwHgTFAyvn5uZyIgwiIiKiGkitVsPX17dmTITxIBGLxRCLWQJNREREVNM4OkdjBkhERERELoUJMBERERG5FCbARERERORSmAATERERkUthAkxERERELoUJMBERERG5FCbARERERORSmAATERERkUthAkxERERELoUJMBERERG5FCbARERERORSpM4OwFksFgssFouzwyAiIiKiOzg6R3OZBDg+Ph7x8fEwm80AgMzMTOj1eidHRURERER30mg0Dt2/SBAEwaFHqGHUajWUSiVyc3Ph4+Pj7HCIiIiI6A5qtRq+vr5QqVQOyddcpgX4TmKxGGIxS6CJiIiIahpH52jMAImIiIjIpTABJiIiIiKXwgSYiIiIiFwKE2AiIiIicilMgImIiIjIpTABJiIiIiKXwgSYiIiIiFwKE2AiIiIicilMgImIiIjIpTABJiIiIiKX4rJTIVssFlgsFmeHQURERER3cHSO5jIJcHx8POLj42E2mwEAmZmZ0Ov1To6KiIiIiO6k0Wgcun+RIAiCQ49Qw6jVaiiVSuTm5sLHx8fZ4RARERHRHdRqNXx9faFSqRySr7lMC/CdxGIxxGKWQBMRERHVNI7O0ZgBEhEREZFLYQJMRERERC6FCTARERERuRQmwERERETkUpgAExEREZFLYQJMRERERC6FCTARERERuRQmwERERETkUmpEAhwfH4+IiAi4ubmhU6dOOHz48D3X//HHH9G0aVO4ubmhVatW2LJlSzVFSkRERES1ndMT4PXr12PmzJmYN28eEhMT0aZNG/Tr1w8ZGRmlrr9//34888wzeP7553H8+HEMGTIEQ4YMwenTp6s5ciIiIiKqjUSCIAjODKBTp07o0KEDPv30UwCAxWJB3bp1MXXqVLzyyit3rf/0008jPz8fmzZtsi3r3Lkz2rZti2XLlt33eGq1Gkql0mFzSxMRERFR1Tg6X5PafY8VYDAYcOzYMcyePdu2TCwWo3fv3jhw4ECp2xw4cAAzZ84ssaxfv37YuHFjqesXFhaisLDQ9lilUgEAcnJyYDQaq/gKiIiIiMjeNBoNAMBR7bROTYCzsrJgNpsRHBxcYnlwcDDOnTtX6jbp6emlrp+enl7q+gsXLsT8+fPvWh4ZGVnJqImIiIioOmRnZ0OpVNp9v05NgKvD7NmzS7QY5+XloX79+khJSXHICe3QoQOOHDni0vtVq9WoW7curl+/bvfbFrXpPDhyvzzHjt0vz6/j981z7Nj91sbz68h98xzXvv2qVCrUq1cPfn5+dt1vMacmwAEBAZBIJLh161aJ5bdu3UJISEip24SEhFRofYVCAYVCcddypVLpkJoSiUTC/Rbx8fGx+75r23lw5PkFeI4duV+A57c69s1zzPNbHfvmOa6d+wWspbEO2a9D9lpOcrkc7dq1w86dO23LLBYLdu7cidjY2FK3iY2NLbE+AOzYsaPM9avb5MmTuV8Hqm3nobadX6D2nYvado5r43ngOa6d+3WU2nit8RzXzv06ktNHgVi/fj3Gjh2LL774Ah07dsSHH36IH374AefOnUNwcDDGjBmD8PBwLFy4EIB1GLS4uDgsWrQIAwcOxLp167BgwQIkJiaiZcuW9z0eR4FwPJ5jx+M5diyeX8fjOXYsnl/H4zl2rAd6FAjAOqxZZmYm5s6di/T0dLRt2xZ//PGHraNbSkpKiebvLl26YO3atXj99dfx6quvolGjRti4cWO5kl/AWhIxb968UssiyD54jh2P59ixeH4dj+fYsXh+HY/n2LEcfX6d3gJMRERERFSdnD4THBERERFRdWICTEREREQuhQkwEREREbkUJsBERERE5FJcLgGOj49HREQE3Nzc0KlTJxw+fNjZIdVaf/31Fx5//HGEhYVBJBJh48aNJZ4fN24cRCJRiZ/+/fs7J9ha6PPPP0fr1q1tg6zHxsZi69attuf1ej0mT54Mf39/eHl5YejQoXdNEkPlt2jRIohEIsyYMcO2rEePHnddw5MmTXJekLVQamoqRo0aBX9/f7i7u6NVq1Y4evSo7XlBEDB37lyEhobC3d0dvXv3xsWLF50Yce0SERFx1zUqEols47LyGq46jUaDGTNmoH79+nB3d0eXLl1KzHrGa7hi7pc7lOd8lnbdL1q0qEJxuFQCvH79esycORPz5s1DYmIi2rRpg379+iEjI8PZodVK+fn5aNOmDeLj48tcp3///khLS7P9fP/999UYYe320EMPYdGiRTh27BiOHj2Knj17YvDgwThz5gwA4IUXXsDvv/+OH3/8EQkJCbh58yaefPJJJ0ddOx05cgRffPEFWrdufddzEydOLHENL1682AkR1k65ubno2rUrZDIZtm7dirNnz2LJkiXw9fW1rbN48WJ8/PHHWLZsGQ4dOgRPT0/069cPer3eiZHXHkeOHClxfe7YsQMAMGzYMNs6vIarZsKECdixYwe+++47nDp1Cn379kXv3r2RmpoKgNdwRd0vdyjv+XzzzTdLXNdTp06tWCCCC+nYsaMwefJk22Oz2SyEhYUJCxcudGJUDwYAwoYNG0osGzt2rDB48GCnxPOg8vX1Fb7++mshLy9PkMlkwo8//mh77p9//hEACAcOHHBihLWPRqMRGjVqJOzYsUOIi4sTpk+fbnvuzsdUMbNmzRIefvjhMp+3WCxCSEiI8N5779mW5eXlCQqFQvj++++rI8QHzvTp04UGDRoIFotFEARew1Wl0+kEiUQibNq0qcTymJgY4bXXXuM1XEV35g7lPZ/169cXli5dWqVju0wLsMFgwLFjx9C7d2/bMrFYjN69e+PAgQNOjOzBtmfPHgQFBaFJkyb4z3/+g+zsbGeHVCuZzWasW7cO+fn5iI2NxbFjx2A0Gktcz02bNkW9evV4PVfQ5MmTMXDgwBLn8nZr1qxBQEAAWrZsidmzZ0On01VzhLXXb7/9hvbt22PYsGEICgpCdHQ0vvrqK9vzV69eRXp6eolzr1Qq0alTJ17HlWAwGLB69WqMHz8eIpHItpzXcOWZTCaYzWa4ubmVWO7u7o59+/bxGrazipzPRYsWwd/fH9HR0XjvvfdgMpkqdCynzwRXXbKysmA2m20zzBULDg7GuXPnnBTVg61///548sknERkZicuXL+PVV1/FgAEDcODAAUgkEmeHVyucOnUKsbGx0Ov18PLywoYNG9C8eXMkJSVBLpejTp06JdYPDg5Genq6c4KthdatW4fExMQS9Xy3e/bZZ1G/fn2EhYXh5MmTmDVrFs6fP49ffvmlmiOtna5cuYLPP/8cM2fOxKuvvoojR45g2rRpkMvlGDt2rO1aLe19mddxxW3cuBF5eXkYN26cbRmv4arx9vZGbGws3nrrLTRr1gzBwcH4/vvvceDAATRs2JDXsJ2V93xOmzYNMTEx8PPzw/79+zF79mykpaXhgw8+KPexXCYBpuo3YsQI2/9btWqF1q1bo0GDBtizZw969erlxMhqjyZNmiApKQkqlQo//fQTxo4di4SEBGeH9UC4fv06pk+fjh07dtzVulPsX//6l+3/rVq1QmhoKHr16oXLly+jQYMG1RVqrWWxWNC+fXssWLAAABAdHY3Tp09j2bJlGDt2rJOje/B88803GDBgAMLCwmzLeA1X3XfffYfx48cjPDwcEokEMTExeOaZZ3Ds2DFnh+ayZs6caft/69atIZfL8e9//xsLFy4s99TJLlMCERAQAIlEclcv+Vu3biEkJMRJUbmWqKgoBAQE4NKlS84OpdaQy+Vo2LAh2rVrh4ULF6JNmzb46KOPEBISAoPBgLy8vBLr83ouv2PHjiEjIwMxMTGQSqWQSqVISEjAxx9/DKlUCrPZfNc2nTp1AgBew+UUGhqK5s2bl1jWrFkzpKSkAIDtWuX7ctVdu3YNf/75JyZMmHDP9XgNV1yDBg2QkJAArVaL69ev4/DhwzAajYiKiuI1bGeVPZ+dOnWCyWRCcnJyuY/lMgmwXC5Hu3btsHPnTtsyi8WCnTt3IjY21omRuY4bN24gOzsboaGhzg6l1rJYLCgsLES7du0gk8lKXM/nz59HSkoKr+dy6tWrF06dOoWkpCTbT/v27TFy5EgkJSWVWqaTlJQEALyGy6lr1644f/58iWUXLlxA/fr1AQCRkZEICQkpcR2r1WocOnSI13EFrVixAkFBQRg4cOA91+M1XHmenp4IDQ1Fbm4utm3bhsGDB/MatrPKns+kpCSIxWIEBQWV/2BV6kJXy6xbt05QKBTCt99+K5w9e1b417/+JdSpU0dIT093dmi1kkajEY4fPy4cP35cACB88MEHwvHjx4Vr164JGo1GeOmll4QDBw4IV69eFf78808hJiZGaNSokaDX650deq3wyiuvCAkJCcLVq1eFkydPCq+88oogEomE7du3C4IgCJMmTRLq1asn7Nq1Szh69KgQGxsrxMbGOjnq2u32HvOXLl0S3nzzTeHo0aPC1atXhV9//VWIiooSunfv7twga5HDhw8LUqlUeOedd4SLFy8Ka9asETw8PITVq1fb1lm0aJFQp04d4ddffxVOnjwpDB48WIiMjBQKCgqcGHntYjabhXr16gmzZs0qsZzXsH388ccfwtatW4UrV64I27dvF9q0aSN06tRJMBgMgiDwGq6oe+UOgnD/87l//35h6dKlQlJSknD58mVh9erVQmBgoDBmzJgKxeFSCbAgCMInn3wi1KtXT5DL5ULHjh2FgwcPOjukWmv37t0CgLt+xo4dK+h0OqFv375CYGCgIJPJhPr16wsTJ07kl40KGD9+vFC/fn1BLpcLgYGBQq9evWzJryAIQkFBgfDf//5X8PX1FTw8PIQnnnhCSEtLc2LEtd/tCXBKSorQvXt3wc/PT1AoFELDhg2Fl19+WVCpVM4Nspb5/fffhZYtWwoKhUJo2rSp8OWXX5Z43mKxCHPmzBGCg4MFhUIh9OrVSzh//ryToq2dtm3bJgC467zxGraP9evXC1FRUYJcLhdCQkKEyZMnC3l5ebbneQ1XzL1yB0G4//k8duyY0KlTJ0GpVApubm5Cs2bNhAULFlS4cU0kCIJQwRZqIiIiIqJay2VqgImIiIiIACbARERERORimAATERERkUthAkxERERELoUJMBERERG5FCbARERERORSmAATERERkUthAkxERERELoUJMBFROY0bNw5Dhgxx+HF69OiBGTNm2B5HRETgww8/dPhxAWD06NFYsGBBtRzrlVdewdSpU6vlWEREt+NMcEREAEQi0T2fnzdvHl544QUIgoA6deo4NJYePXqgbdu2tqQ3MzMTnp6e8PDwcOhxT5w4gZ49e+LatWvw8vJy6LEAICsrC1FRUUhKSkJUVJTDj0dEVEzq7ACIiGqCtLQ02//Xr1+PuXPn4vz587ZlXl5e1ZIUliYwMLBajvPJJ59g2LBh1fY6AwIC0K9fP3z++ed47733quWYREQASyCIiAAAISEhth+lUgmRSFRimZeX110lED169MDUqVMxY8YM+Pr6Ijg4GF999RXy8/Px3HPPwdvbGw0bNsTWrVtLHOv06dMYMGAAvLy8EBwcjNGjRyMrK6vM2O4sgRCJRPj666/xxBNPwMPDA40aNcJvv/1WpWOYzWb89NNPePzxx0ss/+yzz9CoUSO4ubkhODgYTz31lO05i8WChQsXIjIyEu7u7mjTpg1++umnEtufOXMGjz32GHx8fODt7Y1u3brh8uXLtucff/xxrFu3rsy4iIgcgQkwEVEVrFy5EgEBATh8+DCmTp2K//znPxg2bBi6dOmCxMRE9O3bF6NHj4ZOpwMA5OXloWfPnoiOjsbRo0fxxx9/4NatWxg+fHiFjjt//nwMHz4cJ0+exKOPPoqRI0ciJyen0sc4efIkVCoV2rdvb1t29OhRTJs2DW+++SbOnz+PP/74A927d7c9v3DhQqxatQrLli3DmTNn8MILL2DUqFFISEgAAKSmpqJ79+5QKBTYtWsXjh07hvHjx8NkMtn20bFjR9y4cQPJyckVev1ERFUiEBFRCStWrBCUSuVdy8eOHSsMHjzY9jguLk54+OGHbY9NJpPg6ekpjB492rYsLS1NACAcOHBAEARBeOutt4S+ffuW2O/169cFAML58+dt+50+fbrt+fr16wtLly61PQYgvP7667bHWq1WACBs3bq13Me404YNGwSJRCJYLBbbsp9//lnw8fER1Gr1Xevr9XrBw8ND2L9/f4nlzz//vPDMM88IgiAIs2fPFiIjIwWDwVDqMQVBEFQqlQBA2LNnT5nrEBHZG2uAiYiqoHXr1rb/SyQS+Pv7o1WrVrZlwcHBAICMjAwA1o5mu3fvLrXO9vLly2jcuHGFj+vp6QkfH58qHaOgoAAKhaJEZ8A+ffqgfv36iIqKQv/+/dG/f39b2cWlS5eg0+nQp0+fEvsxGAyIjo4GACQlJaFbt26QyWRlvg53d3cAsLWQExFVBybARERVcGdyJxKJSiwrTigtFgsAQKvV4vHHH8e77757175CQ0OrdNyqHCMgIAA6nQ4GgwFyuRwA4O3tjcTEROzZswfbt2/H3Llz8cYbb+DIkSPQarUAgM2bNyM8PLzEvhQKBYD/Jbf3Uly2UV0d/YiIACbARETVKiYmBj///DMiIiIglTrmLbgyx2jbti0A4OzZs7b/A4BUKkXv3r3Ru3dvzJs3D3Xq1MGuXbvQp08fKBQKpKSkIC4urtR9tm7dGitXroTRaCyzFfj06dOQyWRo0aJFhV4jEVFVsBMcEVE1mjx5MnJycvDMM8/gyJEjuHz5MrZt24bnnnsOZrPZaccIDAxETEwM9u3bZ1u2adMmfPzxx0hKSsK1a9ewatUqWCwWNGnSBN7e3njppZfwwgsvYOXKlbh8+TISExPxySefYOXKlQCAKVOmQK1WY8SIETh69CguXryI7777rsTwcnv37kW3bt3K1VpMRGQvTICJiKpRWFgY/v77b5jNZvTt2xetWrXCjBkzUKdOHYjF9nlLruwxJkyYgDVr1tge16lTB7/88gt69uyJZs2aYdmyZfj+++9trbVvvfUW5syZg4ULF6JZs2bo378/Nm/ejMjISACAv78/du3aBa1Wi7i4OLRr1w5fffVVidbgdevWYeLEiXZ53URE5cWZ4IiICIC1I1yTJk2wfv16xMbGOvx4W7duxYsvvoiTJ086rByEiKg0bAEmIiIA1k5rq1atuueEGfaUn5+PFStWMPklomrHFmAiIiIicilsASYiIiIil8IEmIiIiIhcChNgIiIiInIpTICJiIiIyKUwASYiIiIil8IEmIiIiIhcChNgIiIiInIpTICJiIiIyKUwASYiIiIil/L/B+Nhdy3umA4AAAAASUVORK5CYII=", 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