diff --git a/bigframes/core/joins/merge.py b/bigframes/core/joins/merge.py
index c65e1bdd54..1542cda0af 100644
--- a/bigframes/core/joins/merge.py
+++ b/bigframes/core/joins/merge.py
@@ -18,15 +18,18 @@
from __future__ import annotations
+import typing
from typing import Literal, Optional
-from bigframes.dataframe import DataFrame
-from bigframes.series import Series
+# Avoid cirular imports.
+if typing.TYPE_CHECKING:
+ import bigframes.dataframe
+ import bigframes.series
def merge(
- left: DataFrame,
- right: DataFrame,
+ left: bigframes.dataframe.DataFrame,
+ right: bigframes.dataframe.DataFrame,
how: Literal[
"inner",
"left",
@@ -40,7 +43,7 @@ def merge(
right_on: Optional[str] = None,
sort: bool = False,
suffixes: tuple[str, str] = ("_x", "_y"),
-) -> DataFrame:
+) -> bigframes.dataframe.DataFrame:
left = _validate_operand(left)
right = _validate_operand(right)
@@ -55,14 +58,19 @@ def merge(
)
-def _validate_operand(obj: DataFrame | Series) -> DataFrame:
- if isinstance(obj, DataFrame):
+def _validate_operand(
+ obj: bigframes.dataframe.DataFrame | bigframes.series.Series,
+) -> bigframes.dataframe.DataFrame:
+ import bigframes.dataframe
+ import bigframes.series
+
+ if isinstance(obj, bigframes.dataframe.DataFrame):
return obj
- elif isinstance(obj, Series):
+ elif isinstance(obj, bigframes.series.Series):
if obj.name is None:
- raise ValueError("Cannot merge a Series without a name")
+ raise ValueError("Cannot merge a bigframes.series.Series without a name")
return obj.to_frame()
else:
raise TypeError(
- f"Can only merge Series or DataFrame objects, a {type(obj)} was passed"
+ f"Can only merge bigframes.series.Series or bigframes.dataframe.DataFrame objects, a {type(obj)} was passed"
)
diff --git a/bigframes/core/utils.py b/bigframes/core/utils.py
index 1976ec1e39..97c5ef03e5 100644
--- a/bigframes/core/utils.py
+++ b/bigframes/core/utils.py
@@ -70,7 +70,9 @@ def split_index(
def get_standardized_ids(
- col_labels: Iterable[Hashable], idx_labels: Iterable[Hashable] = ()
+ col_labels: Iterable[Hashable],
+ idx_labels: Iterable[Hashable] = (),
+ strict: bool = False,
) -> tuple[list[str], list[str]]:
"""Get stardardized column ids as column_ids_list, index_ids_list.
The standardized_column_id must be valid BQ SQL schema column names, can only be string type and unique.
@@ -84,11 +86,15 @@ def get_standardized_ids(
Tuple of (standardized_column_ids, standardized_index_ids)
"""
col_ids = [
- UNNAMED_COLUMN_ID if col_label is None else label_to_identifier(col_label)
+ UNNAMED_COLUMN_ID
+ if col_label is None
+ else label_to_identifier(col_label, strict=strict)
for col_label in col_labels
]
idx_ids = [
- UNNAMED_INDEX_ID if idx_label is None else label_to_identifier(idx_label)
+ UNNAMED_INDEX_ID
+ if idx_label is None
+ else label_to_identifier(idx_label, strict=strict)
for idx_label in idx_labels
]
@@ -107,6 +113,7 @@ def label_to_identifier(label: typing.Hashable, strict: bool = False) -> str:
# Column values will be loaded as null if the column name has spaces.
# https://github.com/googleapis/python-bigquery/issues/1566
identifier = str(label).replace(" ", "_")
+
if strict:
identifier = re.sub(r"[^a-zA-Z0-9_]", "", identifier)
if not identifier:
diff --git a/bigframes/dataframe.py b/bigframes/dataframe.py
index 6a073ba9f2..051796535b 100644
--- a/bigframes/dataframe.py
+++ b/bigframes/dataframe.py
@@ -70,10 +70,10 @@
if typing.TYPE_CHECKING:
import bigframes.session
+ SingleItemValue = Union[bigframes.series.Series, int, float, Callable]
LevelType = typing.Hashable
LevelsType = typing.Union[LevelType, typing.Sequence[LevelType]]
-SingleItemValue = Union[bigframes.series.Series, int, float, Callable]
ERROR_IO_ONLY_GS_PATHS = f"Only Google Cloud Storage (gs://...) paths are supported. {constants.FEEDBACK_LINK}"
ERROR_IO_REQUIRES_WILDCARD = (
diff --git a/bigframes/session/__init__.py b/bigframes/session/__init__.py
index 14df7edeb2..74a8325dac 100644
--- a/bigframes/session/__init__.py
+++ b/bigframes/session/__init__.py
@@ -84,7 +84,6 @@
import bigframes.core.ordering as order
import bigframes.core.traversal as traversals
import bigframes.core.utils as utils
-import bigframes.dataframe as dataframe
import bigframes.dtypes
import bigframes.formatting_helpers as formatting_helpers
from bigframes.functions.remote_function import read_gbq_function as bigframes_rgf
@@ -93,6 +92,10 @@
import bigframes.session.clients
import bigframes.version
+# Avoid circular imports.
+if typing.TYPE_CHECKING:
+ import bigframes.dataframe as dataframe
+
_BIGFRAMES_DEFAULT_CONNECTION_ID = "bigframes-default-connection"
_MAX_CLUSTER_COLUMNS = 4
@@ -557,6 +560,8 @@ def _read_gbq_query(
api_name: str = "read_gbq_query",
use_cache: Optional[bool] = None,
) -> dataframe.DataFrame:
+ import bigframes.dataframe as dataframe
+
configuration = _transform_read_gbq_configuration(configuration)
if "query" not in configuration:
@@ -754,6 +759,8 @@ def _read_gbq_table(
api_name: str,
use_cache: bool = True,
) -> dataframe.DataFrame:
+ import bigframes.dataframe as dataframe
+
if max_results and max_results <= 0:
raise ValueError("`max_results` should be a positive number.")
@@ -989,6 +996,8 @@ def read_pandas(self, pandas_dataframe: pandas.DataFrame) -> dataframe.DataFrame
def _read_pandas(
self, pandas_dataframe: pandas.DataFrame, api_name: str
) -> dataframe.DataFrame:
+ import bigframes.dataframe as dataframe
+
if isinstance(pandas_dataframe, dataframe.DataFrame):
raise ValueError(
"read_pandas() expects a pandas.DataFrame, but got a "
@@ -1003,6 +1012,8 @@ def _read_pandas(
def _read_pandas_inline(
self, pandas_dataframe: pandas.DataFrame
) -> Optional[dataframe.DataFrame]:
+ import bigframes.dataframe as dataframe
+
if pandas_dataframe.size > MAX_INLINE_DF_SIZE:
return None
@@ -1024,11 +1035,20 @@ def _read_pandas_inline(
def _read_pandas_load_job(
self, pandas_dataframe: pandas.DataFrame, api_name: str
) -> dataframe.DataFrame:
+ import bigframes.dataframe as dataframe
+
+ col_index = pandas_dataframe.columns.copy()
col_labels, idx_labels = (
- pandas_dataframe.columns.to_list(),
+ col_index.to_list(),
pandas_dataframe.index.names,
)
- new_col_ids, new_idx_ids = utils.get_standardized_ids(col_labels, idx_labels)
+ new_col_ids, new_idx_ids = utils.get_standardized_ids(
+ col_labels,
+ idx_labels,
+ # Loading parquet files into BigQuery with special column names
+ # is only supported under an allowlist.
+ strict=True,
+ )
# Add order column to pandas DataFrame to preserve order in BigQuery
ordering_col = "rowid"
@@ -1047,7 +1067,7 @@ def _read_pandas_load_job(
# Specify the datetime dtypes, which is auto-detected as timestamp types.
schema: list[bigquery.SchemaField] = []
- for column, dtype in zip(pandas_dataframe.columns, pandas_dataframe.dtypes):
+ for column, dtype in zip(new_col_ids, pandas_dataframe.dtypes):
if dtype == "timestamp[us][pyarrow]":
schema.append(
bigquery.SchemaField(column, bigquery.enums.SqlTypeNames.DATETIME)
@@ -1101,7 +1121,7 @@ def _read_pandas_load_job(
block = blocks.Block(
array_value,
index_columns=new_idx_ids,
- column_labels=col_labels,
+ column_labels=col_index,
index_labels=idx_labels,
)
return dataframe.DataFrame(block)
diff --git a/bigframes/session/_io/bigquery.py b/bigframes/session/_io/bigquery.py
index 38ff7429ec..75283a060a 100644
--- a/bigframes/session/_io/bigquery.py
+++ b/bigframes/session/_io/bigquery.py
@@ -29,7 +29,6 @@
import bigframes
from bigframes.core import log_adapter
import bigframes.formatting_helpers as formatting_helpers
-import bigframes.session._io.bigquery as bigframes_io
IO_ORDERING_ID = "bqdf_row_nums"
MAX_LABELS_COUNT = 64
@@ -226,7 +225,7 @@ def start_query_with_client(
Starts query job and waits for results.
"""
api_methods = log_adapter.get_and_reset_api_methods()
- job_config.labels = bigframes_io.create_job_configs_labels(
+ job_config.labels = create_job_configs_labels(
job_configs_labels=job_config.labels, api_methods=api_methods
)
diff --git a/notebooks/visualization/bq_dataframes_covid_line_graphs.ipynb b/notebooks/visualization/bq_dataframes_covid_line_graphs.ipynb
index 87b8f9c0b6..40efe9d18c 100644
--- a/notebooks/visualization/bq_dataframes_covid_line_graphs.ipynb
+++ b/notebooks/visualization/bq_dataframes_covid_line_graphs.ipynb
@@ -325,7 +325,7 @@
"id": "8GvJAgnH5Nzi"
},
"source": [
- "BigQuery DataFrames implements some of the interface required by matplotlib. This means we can pass our DataFrame right into `pyplot.plt` and using the default settings, matplotlib will draw a simple line graph for us."
+ "BigQuery DataFrames implements some plotting methods with the matplotlib backend. Use `DataFrame.plot.line()` to draw a simple line graph."
]
},
{
@@ -338,7 +338,7 @@
{
"data": {
"text/html": [
- "Query job 38e28079-9a84-4c28-a04c-cdc0afbb74b1 is DONE. 273.1 MB processed. Open Job"
+ "Query job 307ec006-490f-435d-b3e3-74eb1d73fe0f is DONE. 372.9 MB processed. Open Job"
],
"text/plain": [
""
@@ -349,19 +349,17 @@
},
{
"data": {
- "text/html": [
- "Query job b1df794f-6d3f-4f05-8bcd-2da29f4eb402 is DONE. 372.9 MB processed. Open Job"
- ],
"text/plain": [
- ""
+ ""
]
},
+ "execution_count": 9,
"metadata": {},
- "output_type": "display_data"
+ "output_type": "execute_result"
},
{
"data": {
- "image/png": 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q6IeDlwAAmfmlyMw3n7EnqgtZg5vPPvvM6v0JCQk1jk2ZMgVTpkxxUouIiKihqFQqu853sWXZyIW5XM0NERE1DvaFNkS2Y3BDRESyUNsZ3TBvQ7ZicENERLJQ2zksRWQrBjdERCQLxjbkLAxuiIhIJoxuyDkY3BARkSzsrbkhshWDGyIikoW9NTecCU62YnBDRESyYM0NOQuDGyIikgVnS5GzMLghIiJZ2BvbcHNNshWDGyIikoW92y8Q2YrBDRERyYKzpchZGNwQEZEsWHNDzsLghoiIZMHQhpyFwQ0REcnC3pobrnNDtmJwQ0REsmDNDTkLgxsiIpIFS27IWRjcEBGRLFR2Vt1wVIpsxeCGiIhkoeYViJyEv1pERCQLFhSTszC4ISIiWbDkhpyFwQ0REcnC3kX8WIBMtmJwQ0REsrB3KjiHpchWDG6IiEgW3DiTnIXBDRERycL+2IapG7INgxsiIpIFN84kZ2FwQ0REsmBoQ87C4IaIiGShtrOimAXFZCsGN0REJAtmbshZGNwQEZEsOFuKnEXW4CY+Ph79+/eHv78/QkJCMGnSJJw6dcrqY5YvXw6VSmX05e3t3UAtJiIiR2FsQ84ia3CzY8cOzJw5E3/++Se2bNmC8vJyjBkzBoWFhVYfFxAQgPT0dMPXhQsXGqjFRETkKPYu4kdkKw85X3zjxo1G3y9fvhwhISE4cOAAbrjhBouPU6lUCAsLc3bziIjIieydCs6CYrKVS9Xc5OXlAQCCg4Otnnft2jW0adMGkZGRmDhxIpKTkxuieURE5EBM3JCzuExwo9frMXv2bAwePBg9e/a0eF6XLl3w+eefY/369fj666+h1+sRFxeHixcvmj2/tLQU+fn5Rl9ERCQ/FhSTs8g6LCU1c+ZMHDt2DDt37rR6XmxsLGJjYw3fx8XFoVu3bvjoo4/wyiuv1Dg/Pj4eL730ksPbS0RE9WP3sBS3XyAbuUTm5tFHH8WGDRuwfft2RERE2PVYT09PxMTE4PTp02bvnzdvHvLy8gxfqampjmgyERHVExM35CyyZm6EEHjsscewdu1aJCQkoF27dnY/h06nQ1JSEm666Saz92u1Wmi12vo2lYiIHMze2VIsKCZbyRrczJw5E6tWrcL69evh7++PjIwMAEBgYCB8fHwAAFOnTkV4eDji4+MBAC+//DIGDRqEjh07Ijc3F2+99RYuXLiAadOmydYPIiKyH2tuyFlkDW6WLl0KABg+fLjR8S+++AIPPPAAACAlJQVqdfXo2dWrVzF9+nRkZGQgKCgIffv2xe7du9G9e/eGajYRETmAsDMVw1iIbCX7sFRtEhISjL5ftGgRFi1a5KQWERGRq+KwFNnKIQXFubm5jngaIiJqRBiskLPYHdy88cYb+Pbbbw3f33777WjWrBnCw8Nx5MgRhzaOiIiUy97YhrEQ2cru4GbZsmWIjIwEAGzZsgVbtmzBr7/+ivHjx+Opp55yeAOJiEiZmLkhZ7G75iYjI8MQ3GzYsAG33347xowZg7Zt22LgwIEObyARERGRPezO3AQFBRkWwtu4cSNGjRoFoLI4WKfTObZ1RESkWPauOMxMD9nK7szN5MmTcffdd6NTp07Izs7G+PHjAQCHDh1Cx44dHd5AIiJSJgYr5Cx2BzeLFi1C27ZtkZqaijfffBN+fn4AgPT0dMyYMcPhDSQiIiKyh93BjaenJ5588skax+fMmeOQBhERUePAxA05S53Wufnqq68wZMgQtGrVChcuXAAALF68GOvXr3do44iISME4LkVOYndws3TpUsydOxfjx49Hbm6uoYi4adOmWLx4saPbR0REBMD+AmRqvOwObt577z188skneO6556DRaAzH+/Xrh6SkJIc2joiIlIuhCjmL3cHNuXPnEBMTU+O4VqtFYWGhQxpFRETKx1Epcha7g5t27drh8OHDNY5v3LgR3bp1c0SbiIiIamIwRDaye7bU3LlzMXPmTJSUlEAIgb179+Kbb75BfHw8Pv30U2e0kYiIFIg1NOQsdgc306ZNg4+PD55//nkUFRXh7rvvRqtWrbBkyRLceeedzmgjEREpEIelyFnsDm4A4J577sE999yDoqIiXLt2DSEhIY5uFxERKRxjG3IWu2tuiouLUVRUBABo0qQJiouLsXjxYmzevNnhjSMiosald2RTuZtACmB3cDNx4kSsWLECAJCbm4sBAwZg4cKFmDhxIpYuXerwBhIRkTKZG5ZSq6yc77ymkMLYHdwcPHgQQ4cOBQB8//33CAsLw4ULF7BixQq8++67Dm8gEREpk7mCYpXKSnRDZCO7g5uioiL4+/sDADZv3ozJkydDrVZj0KBBhq0YiIiI6sJaaCNYgUw2sju46dixI9atW4fU1FRs2rQJY8aMAQBcvnwZAQEBDm8gEREplJlYhYkbcgS7g5sFCxbgySefRNu2bTFw4EDExsYCqMzimFu5mIiIyBxzeRiV1dwNkW3sngp+2223YciQIUhPT0d0dLTh+MiRI/HPf/7ToY0jIqLGxVrmhoNSZKs6rXMTFhaGsLAwo2MDBgxwSIOIiKhxMFdDw2EpcoQ6BTf79+/Hd999h5SUFJSVlRnd98MPPzikYUREpGzm6oM5LEWOYHfNzerVqxEXF4cTJ05g7dq1KC8vR3JyMrZt24bAwEBntJGIiBSsTbMmhtvM3JAj2B3cvPbaa1i0aBF++ukneHl5YcmSJTh58iRuv/12tG7d2hltJCIiBapK3KglEY2a0Q05gN3BzZkzZzBhwgQAgJeXFwoLC6FSqTBnzhx8/PHHDm8gEREpU9WwlDScsVpQzIpispHdwU1QUBAKCgoAAOHh4Th27BiAyq0YqvacIiIiqo1hhWIbkzWMbchWdgc3N9xwA7Zs2QIAmDJlCmbNmoXp06fjrrvuwsiRIx3eQCIiUjbpUJS17Rd+OpKGa6UVDdEkcnN2z5Z6//33UVJSAgB47rnn4Onpid27d+PWW2/F888/7/AGEhGRMpkblrK2cSYA/Hw0DXf0Z30nWWd35iY4OBitWrWqfLBajWeffRY//vgjFi5ciKCgILueKz4+Hv3794e/vz9CQkIwadIknDp1qtbHrVmzBl27doW3tzeioqLwyy+/2NsNIiJyEUaZm1rOZd0N2cLm4CYtLQ1PPvkk8vPza9yXl5eHp556CpmZmXa9+I4dOzBz5kz8+eef2LJlC8rLyzFmzBgUFhZafMzu3btx11134aGHHsKhQ4cwadIkTJo0yVD7Q0RE7kU6ElXbruCMbcgWNgc377zzDvLz881ujhkYGIiCggK88847dr34xo0b8cADD6BHjx6Ijo7G8uXLkZKSggMHDlh8zJIlSzBu3Dg89dRT6NatG1555RX06dMH77//vl2vTURE8qpaodhS5sZcnMPMDdnC5uBm48aNmDp1qsX7p06dig0bNtSrMXl5eQAqh74sSUxMxKhRo4yOjR07FomJifV6bSIialhVcYqlzI25HI5g7oZsYHNB8blz56wu0hcREYHz58/XuSF6vR6zZ8/G4MGD0bNnT4vnZWRkIDQ01OhYaGgoMjIyzJ5fWlqK0tJSw/fmhtWIiEg+xsGN9LaKqRqqE5szNz4+PlaDl/Pnz8PHx6fODZk5cyaOHTuG1atX1/k5zImPj0dgYKDhKzIy0qHPT0REdVMVt1haldhs5oaxDtnA5uBm4MCB+Oqrryzev2LFijrvDP7oo49iw4YN2L59OyIiIqyeGxYWVqNwOTMzs8Yu5VXmzZuHvLw8w1dqamqd2khERI5VNcRkaSq4SlWz7oaxDdnC5uDmySefxBdffIEnn3zSKLjIzMzEE088geXLl+PJJ5+068WFEHj00Uexdu1abNu2De3atav1MbGxsdi6davRsS1btiA2Ntbs+VqtFgEBAUZfRETkOozrbIyjmRrZG6ZuyAY219yMGDECH3zwAWbNmoVFixYhICAAKpUKeXl58PT0xHvvvYcbb7zRrhefOXMmVq1ahfXr18Pf399QNxMYGGgY4po6dSrCw8MRHx8PAJg1axaGDRuGhQsXYsKECVi9ejX279/Pfa2IiNyMYRE/SzU3UME0V8PQhmxh1wrF//nPf3DzzTfju+++w+nTpyGEQOfOnXHbbbfVOpxkztKlSwEAw4cPNzr+xRdf4IEHHgAApKSkQK2uTjDFxcVh1apVeP755zF//nx06tQJ69ats1qETERErscwW0pyzGgYihuEUx3Zvf1CeHg45syZ45AXFzakFxMSEmocmzJlCqZMmeKQNhARkTzMFRTXtogfkS3s3n6BiIjIkbj9AjkagxsiIpJJzZ0zTTM3pt/bkvEnYnBDRESyqB6Wqj5WW8kNQxuyBYMbIiKSlXT6t7qWcSkmbsgWdgc3CxYswPbt21FSUuKM9hARUSNhfio4dwWn+rM7uElMTMQtt9yCpk2bYujQoXj++efx22+/obi42BntIyIihapaodiegmIAuFZa4aQWkVLYHdxs2bIFubm52Lp1K2666Sbs378fkydPRtOmTTFkyBBntJGIiBTM0to2KlXNYOfD7afR88VN2HA0rSGaRm7K7nVuAMDDwwODBw9GixYtEBwcDH9/f6xbtw4nT550dPuIiEihqoelLG+/YCq7sAwAMO9/Sbi5VyuntY3cm92Zm48//hh33303wsPDERcXh40bN2LIkCHYv38/srKynNFGIiJSoKr6GdPNMu15LJE5dmduHn74YbRo0QJPPPEEZsyYAT8/P2e0i4iIGglL07/N7S1VhevdkDV2Z25++OEH3HPPPVi9ejVatGiBuLg4zJ8/H5s3b0ZRUZEz2khERApkbvsFNbdfIAewO3MzadIkTJo0CQCQl5eHP/74A2vWrMHNN98MtVrNKeJERGSTqtlSFncFV1kepmLehqypU0FxdnY2duzYgYSEBCQkJCA5ORlBQUEYOnSoo9tHRERKZa6gmIkbcgC7g5uoqCicOHECQUFBuOGGGzB9+nQMGzYMvXr1ckb7iIhI4YxXJbZvzRsic+pUUDxs2DD07NnTGe0hIqJGompoydr2C5aKillPTNbYHdzMnDkTAFBWVoZz586hQ4cO8PCo0+gWERE1YlUznizV3ADVdTlE9rB7tlRxcTEeeughNGnSBD169EBKSgoA4LHHHsPrr7/u8AYSEZGyqe1YxK8Kgx6yxu7g5tlnn8WRI0eQkJAAb29vw/FRo0bh22+/dWjjiIhIeYQQeGvTSfySlFF5wOJsKZXNwQ6RlN3jSevWrcO3336LQYMGGVW49+jRA2fOnHFo44iISHl2n8nGB9urrxdc54Ycze7MTVZWFkJCQmocLywsrHWreiIiorzicqPvTYuIjVha54ajUmSF3cFNv3798PPPPxu+rwpoPv30U8TGxjquZUREpEg+nhqj7422XDANZhjEUB3YPSz12muvYfz48Th+/DgqKiqwZMkSHD9+HLt378aOHTuc0UYiIlIQT43x52pLu4JbS+gw5iFr7M7cDBkyBIcPH0ZFRQWioqKwefNmhISEIDExEX379nVGG4mISEEq9Hqj761NBWc9MdVFnRao6dChAz755BNHt4WIiBqBcp1x3sXWbA2RrezO3BAREdVHuc44c6O2lLlRWQl2OC5FVticuVGr1bXOhlKpVKioqKh3o4iISLlqBjfmry3mN14gqp3Nwc3atWst3peYmIh3330XepNxVCIiIlNlFdZqbrhCMdWfzcHNxIkTaxw7deoUnn32Wfz000+455578PLLLzu0cUREpDw1am6sxDOW7uI6N2RNnWpu0tLSMH36dERFRaGiogKHDx/Gl19+iTZt2ji6fUREpDCmw1LGU8GJ6s+u4CYvLw/PPPMMOnbsiOTkZGzduhU//fQTevbs6az2ERGRwlgrKJZSqVQWszpM3JA1Ng9Lvfnmm3jjjTcQFhaGb775xuwwFRERUW3KTDM3RjtnNnBjSJFsDm6effZZ+Pj4oGPHjvjyyy/x5Zdfmj3vhx9+sPnFf//9d7z11ls4cOAA0tPTsXbtWkyaNMni+QkJCRgxYkSN4+np6QgLC7P5dYmISD7lFcZ5F6t7S1kgWHRDVtgc3EydOtXhG2MWFhYiOjoaDz74ICZPnmzz406dOoWAgADD9+Y28iQiItdkveaGqRuqP5uDm+XLlzv8xcePH4/x48fb/biQkBA0bdrU4e0hIiLnMw1uLHHw52lqRNxyheLevXujZcuWGD16NHbt2mX13NLSUuTn5xt9ERGRPHKLyvBl4nmjY9JF/GwNaDgoRda4VXDTsmVLLFu2DP/73//wv//9D5GRkRg+fDgOHjxo8THx8fEIDAw0fEVGRjZgi4mISGrmqoMoKbdtthTAYSqqmzptnCmXLl26oEuXLobv4+LicObMGSxatAhfffWV2cfMmzcPc+fONXyfn5/PAIeISCa7TmfXOGYpW2MtrGE9MVnjVsGNOQMGDMDOnTst3q/VaqHVahuwRUREZA9Li/g5ehILNR5uNSxlzuHDh9GyZUu5m0FERHXEGIYcTdbMzbVr13D69GnD9+fOncPhw4cRHByM1q1bY968ebh06RJWrFgBAFi8eDHatWuHHj16oKSkBJ9++im2bduGzZs3y9UFIiKqJ2ldDQMdcgRZg5v9+/cbLcpXVRtz//33Y/ny5UhPT0dKSorh/rKyMjzxxBO4dOkSmjRpgl69euG3334zu7AfERG5B6sFxQx2qA5kDW6GDx9udZVJ07V1nn76aTz99NNObhURETUktYVF/BjXUF25fc0NERG5t7psv0BkDYMbIiJqMGYDGRsX8esc6uf4BpEiMbghIqIG46GuedmxNXHDBf3IVgxuiIiowWjMpG7UFte5qfk9kS0Y3BARUYMxF9wwaCFHY3BDREQNxnzmRvKNlUhHzSiIbMTghoiIGoyH2cyNbUELYxuyFYMbIiJqMPYNSxnfweCGbMXghoiIGozZzI2FhftUKtNNNRndkG0Y3BARUYNR11ZzY+2xjG3IRgxuiIiowZivuTF/2+qJRFYwuCEiogZjPnNjPmgxPcrQhmzF4IaIiBqO5b2SAVivq+GwFNmKwQ0RETUYvagZ3VibCq6y8TwiKQY3RETUYHRmghu1jTU3DG3IVgxuiIiowXhpal52zK19A9QcwWLihmzF4IaIiBpMhxZ+NY55SgKeCn11SFOh0xudx2EpshWDGyIiajBVoYuf1sNwTBrclEsCmnKdce6GoQ3ZisENERE1mKqSG2kSxlNT/U2FUXCjN4pomLghWzG4ISKiBlQZ3UjrbLyMMjdCcttkWIq5G7IRgxsiImowVSU1GumeUZKYpUwS0OhNKorVvGKRjfirQkREDUZcH5cyt1IxULOIWIqZG7IVgxsiImow5jI30sKaCp3lJYxZc0O2YnBDREQNpip0kdbcSIOWcj1nSFH9MbghIqIGUz0sZf7+8grLw1KWNtgkMsXghoiIGkzVVHBpoCINWSr0VmpuTGIba/U51LgxuCEiogYjqqaCG82Wqr5dZq3mxuT7L3add2TTSEEY3BARUYOpSszUabaUSerml2PpDmsXKQuDGyIiajBmMzeS+8t1epNi4+rbpvGQ3nQhHKLrGNwQEVGDqYpH1JZmS+kEPCxkdUwHpnSCwQ2Zx+CGiIgajqGg2Pzd5Tq90XYMUqYFxawnJktkDW5+//133HLLLWjVqhVUKhXWrVtX62MSEhLQp08faLVadOzYEcuXL3d6O4mIyDGEmb2lpEFLhU7AQ2M+8jE9ymEpskTW4KawsBDR0dH44IMPbDr/3LlzmDBhAkaMGIHDhw9j9uzZmDZtGjZt2uTklhIRkSPozU4Fr75drtPD00LmxnSdG2vTxqlx85DzxcePH4/x48fbfP6yZcvQrl07LFy4EADQrVs37Ny5E4sWLcLYsWOd1UwiInKQqkX8NBbGpcr1erw9JRpTP9+L527qhg8SThvuqzksxcwNmedWNTeJiYkYNWqU0bGxY8ciMTHR4mNKS0uRn59v9EVERPIwu7eUtKC4QuCGzi1w6tVxmH5De6PHmgY3JeXM3JB5bhXcZGRkIDQ01OhYaGgo8vPzUVxcbPYx8fHxCAwMNHxFRkY2RFOJiMiMqlyLaWzz4OB2AIB5N3UFAGg9NDUea7oreEZ+CVJzipzRTHJzbhXc1MW8efOQl5dn+EpNTZW7SUREjZeZYSmVSoUXbu6G/c+PwsTe4UanG+0dbmYka9XeFGe0ktycrDU39goLC0NmZqbRsczMTAQEBMDHx8fsY7RaLbRabUM0j4iIamEYljKpuVGpVGjuV/O9WpicY6qZr5cjm0cK4VaZm9jYWGzdutXo2JYtWxAbGytTi4iIyB5VU8EtbZxpjbnz8ovLuYEm1SBrcHPt2jUcPnwYhw8fBlA51fvw4cNISalMM86bNw9Tp041nP/www/j7NmzePrpp3Hy5El8+OGH+O677zBnzhw5mk9ERHaqmr1taZ0bU7UNS7277TRmrDzomMaRYsga3Ozfvx8xMTGIiYkBAMydOxcxMTFYsGABACA9Pd0Q6ABAu3bt8PPPP2PLli2Ijo7GwoUL8emnn3IaOBGRm6gaZjJds8YWlh6z+Xim2ePUeMlaczN8+HDDmgfmmFt9ePjw4Th06JATW0VERM5Svc5N9THTWVBSGrVach6Rbdyq5oaIiNybMLNCsdrKlchTY349HCJrGNwQNSJ6vcCm5Axk5JXI3RRqpAwFxZKaG0vbLZjeV5ehLGqcGNwQNSLfH7yI/3x1ADe/t1PuplAjZW6FYktbMQAw2kSToQ3ZisENUSPyS1I6AODKtVKZW0KNVVXNjTSe8bQyLiW9j4kbshWDG6JGpKhMJ3cTqJEz1NxIohtpdsaUceaG0Q3ZhsENUSNSzOCGZFBUVoFjl/IghDBMBZcOS3lYHZaS1NzwikU2cqvtF4iofgrLKuRuAjVCty5NxIn0fCy9p49kKrg0c2M5avEyyuowc0O2YRxM1IhIMzfW1pgicqQT6fkAgP8dvGgoKDYalrKWuWHNDdUBgxuiRkRac1PG/Xiogf124jJScooAGBcU215zU61TiJ+jm0cKwmEpokbgubVJ8PHUGGVuikp10HpoZGwVNWa2TgW3tM6NtccQMbghUriMvBKs3JNS43hhWQWCfL1kaBGRMWtTwT0sbLDJBf3IGg5LEbmxcp0eOr312pkKvfnhJ04LJzlJf201VoalpJkb6VnWhrKIGNwQualynR6j3tmBf364q07FwYWlnDlF8qmeFF5L5kZacyPdj4qZG7KCw1JEbupsViEuZFcWZ5ZW6OHtab5+xlJmh5kbkpNR5qYOs6VYc0PWMHND5Kakn3wLSytwKbcYB1Ou1jiv3MKsKGZuSE7SbKO1qeBeHuZXKNaYZG4uF3AzWKrG4IbITUkzL0+uOYLBr2/DrUt3Iy232Oi8sgrzmZtrpRV4Yd0xfLbznFPbSWSOdCRVXYfMjelI1oPL9zmqaaQAHJYiclPSzMv2U1kAKi8Y6XnFaNXUx3CfpYLin46kGR730JB2TmwpUU16G+vELK1zYzosdexSviOaRQrBzA2Rm6kaZrI0rCTN6Jy/Uoh/vL/L7Hk7T18x3K7ggn4uZeuJTBy4UHOIUUlqmeRnYLTOjZoFxWQbBjdEbiQttxh9Xt6C59cl4Vqp+YLgnMIy7D59BRU6PT5MOF3j/gDvyoRtua766lJQwvobuZ3KKEBRWQVSc4rw0Jf7cevS3XI3yalszdw08aoulLeWuSGS4rAUkRtZtuMMCkor8PWfKWjqY34BvlmrDwMA5ozqDB8zM6jCAr2RX3LN6FhBCRf0k9POv6/g3s/2oEMLX7w8safRfT8fTcf57ELMHNFRptY5iY2ZmweHtMOm5ExMiApDgSRbaVpQTCTFzA2RG8kvLjfcfn97zayM1Gc7z6JMV/MKEhrgXfN5S8prHKOGs/bQJQDAmazCGrPbZq46iLc2ncLh1FwZWuY8tmZuArw98eusoXj0xk5Gs6WsFSETMbghciPX7Jy+nVdcVuNYmJnghsNS8pJe6CskAemXu88bbu89l43U65tO5peUu/2u7nVpvVpl/jaRKQY3RG4kq6DUrvNzi2pmZDqH+tc4VsDMjawqJNW10tltL/6YbLj92i8nMfTN7dhzNhu9/m8znl93rEHb6Gi2FhRLSetsWHND1jC4IXITFTo9TmYU2Hy+SqVCXnHNoGVE1xaG24E+ngCYuZGDTi9w9GIuynV66CVXenNDiVJvbDwJAGY3Q3Untg5LSUnXvOFsKbKGBcVEbuJ8diFKK4zrMQK8PZBvITBRqcxnbjq08MOEXi2RmVeCIF8vbDmeycyNDBb/9hfe23Yat/WNMNoio7Zp+UrZNqMuw2rSNW+YuSFrmLkhchPpeTWXlw8LrFk/I2WauQnx10KlUuGDu/vg+0fi0NyvcoYUMzcN771tlQXh3x+4aDQsVVvhsD3ZO1fWMaTm8GhtpNs0mJstpa/LWBcpEoMbIhd0+nIB3tp0ErlF1QXB5uptwgJ9ahyrUqETNQqQF9/Z2+h7f+/rw1LcZ0pW0iGaFYkXZGxJw5nSNwJPj+uC/z0SZ/NjPCws6Fdl2e9nHNI2cn8Mbohc0Pglf+CD7Wfw3rbTyMgrgV4vzAc3AVrD7Zt7tTS6z9zMqrgOzY2+99dWjkznFZXjWmmFxR3EybkqFPj//tWfF/Di+mMWh580ahVmDO+Ivm2CbH5OT431zM2bG0/h2KU8+xtLisOaGyIXo9cLw+rBn+08Z9jY0txFQJq5uaFzC2w4mm7Xa/lfX6342/2p+HZ/KrQeahx5cQy8zSz+R87z+19ZcjfBIYQQUF0POl64PptrbM8w+Gs9amQH61IQLK2zsbTOzc3v7cT51yfY/dykLMzcELmYSya7elcxt9dQS0nNTf+2wXa/VtWwVJXSCj3OZxfa/Txkm2ulFdhzNtthtSEvrj9mWPtGbhU6PSZ+sAuPrjpodDyvqNywpk2oJNNYl8lORjU3vHqRFS7x6/HBBx+gbdu28Pb2xsCBA7F3716L5y5fvhwqlcroy9vbelElkTs4dikPq/emmC0clvKSvKs3k2yZ0LZZE3QN84fWw/Y/66rMjVT2tZoL/5Fj3PPJn7jj4z+xco9j6mq+TLyAR1YecMhz1deRi7k4ejGvRvZwU3KGYYhUOpW7LsGNRvJ46XMRmZJ9WOrbb7/F3LlzsWzZMgwcOBCLFy/G2LFjcerUKYSEhJh9TEBAAE6dOmX4XsX1DkgBbn5vJwDgH9GtrJ4nJGu7DuvSAn1aN0V0ZFOoVCr8+OgQ5BaXYcB/txrO8ff2QMcQP8y/qVuN5zLN3ABAdiGDG2c5crGyHuT7g5cc9pzHLuU77LnqQ/o+LM1MrTucZrjtJQm8VbD/fduDu4KTjWQPbt555x1Mnz4d//rXvwAAy5Ytw88//4zPP/8czz77rNnHqFQqhIWFNWQziRrMbycyrd7ftpkv/r5cufGl1kODH2YMNtzn5aFGUBPjDTBv6NwCH9zdx+xzmc/c2LcKMtlP48DrspeLjM9IC3zLLKzVYxyc2P8aag5LkY1k/fUoKyvDgQMHMGrUKMMxtVqNUaNGITEx0eLjrl27hjZt2iAyMhITJ05EcnKyxXOJ3EFJefXCbLUt0vbchG4Y2yMUn93fz+z9HiZXDXM7g1epWqFYisNSzufIIRVPjUq2faayr5Vi4vs7sSLxvFGxr+nmn1Wk59Ql4+5hQ0ExESBzcHPlyhXodDqEhoYaHQ8NDUVGRobZx3Tp0gWff/451q9fj6+//hp6vR5xcXG4ePGi2fNLS0uRn59v9EXkai7n254tadvMFx/d1w8ju4Wavd/0omFuymwVc5mbnKIynM26hlV7Utx+c0ZX5chykcIyHf7zlTx1Nx8mnMGRi3lYsD7ZKHAxXUm7iqaemRtNLYv4EVWRfVjKXrGxsYiNjTV8HxcXh27duuGjjz7CK6+8UuP8+Ph4vPTSSw3ZRCK7ZV2zXkQsFWAm22KNtQupn7bmW0BBSQVuXLgDANDMzwtje3AI2NEcvXXA5uPWhzKdRZpxlC5EWGzDFhGedRhX8rBx40zplHRqnGTN3DRv3hwajQaZmcZ/mJmZmTbX1Hh6eiImJganT582e/+8efOQl5dn+EpNTa13u4kc7eJV4+nf3VoGWDzXXLbFGmuFlx5mLjA/HakuAE3Jdo1pxkqjcdJMn4WbT2HB+obbLVwaoCRdrF4874Pt5t+PpYnAugQ3ahsLipW4KCLZR9bgxsvLC3379sXWrdUzO/R6PbZu3WqUnbFGp9MhKSkJLVu2NHu/VqtFQECA0ReRqzl9vUC4Su/IQLPn+Wk97L4o2JvpkeJFwjkcWVBc5a1NJ/HettNYkXgBZ7Ou1f6AOqrQ6bH3XA5KynVGKwY/+0OS4fbqfbV/iPSsw3+CpcxNpxA/o/Ms1fzIKf7XE1i05S+5m9FoyD4sNXfuXNx///3o168fBgwYgMWLF6OwsNAwe2rq1KkIDw9HfHw8AODll1/GoEGD0LFjR+Tm5uKtt97ChQsXMG3aNDm7QVQvf2caX4zCAszvGWVv1gYA/nNDe5vO8/HUoLjceDght5jFxc6w/ZTtKxJ3axmAE+m11wp+sL16XyVn7hz+zpa/8GHCGdwS3QoRQZb3NqtNXYaNNBaCG9OAv2qFb1eRmV+Cj3acBQA8MrwDVwBvALIHN3fccQeysrKwYMECZGRkoHfv3ti4caOhyDglJQVqSQr36tWrmD59OjIyMhAUFIS+ffti9+7d6N69u1xdIKoXIQT2m6w+HCJZyVXK3lqN3pFN0dRkargpXy8NCst0mNIvosamjbmF5RYeRQ3Fqw4ZDktTsR3hkz8qL9I/HUnD4zd2tOux9Q05pLPMpMNSplkgV8vcSNtTWq5ncNMAZA9uAODRRx/Fo48+ava+hIQEo+8XLVqERYsWNUCriBrGmaxruGKytoy/twfeuT0aSxPOGNa0AYCrdi6wZ8uH419mDcWhlFz0igisGdwwc1NvBy5cxcmMfNw9oHWdHu9lYcXpyGAfpOaY36qjvEIPIQSKy3Vo4lX/t/mrhWU4cOEqhndpAY1aZciMmKvZsqa+s+80Fta5MW3H2axCNPcz/wFBDnpJrFVcrkMg6j5UTLbhMkhEMtLrBc5dqSza7S4pIvb20GBynwj89NgQo/NNh41qY8sqrm2a+WJSTLhRbc7E3pWrJF8tYuamvm5duhvPrT2GXaezbX5Mj1bVvwuWaqy0HpY//ZfrBB795hC6L9iE81fqv1fYnR//iWkr9uOTP84ZZU88nFE8ZIWlFYpNMze3f2R5nTQ5lOmq/27t/Rs25/yVQlS4WHbK1TC4IZKJXi8w4b2dmL5iPwAgLNAbd/aPRFR4IIZ0ag6g5uqzi+7obddr2HPpCWrihY4hfmjfwtcQ3OQxuHGYvy8X2HyuNENhKXNjbQ+xez/bg5+v7/Fkmo2ri1OZlW1ff/iSca1LA+/vpLEY3Lj2paykXC+5Xb/gZuOxdAx/OwEPf33Q7P22bMqafa0UGbXsYefuXGJYiqgxuni12KhQNDTAG/GTo4zOkU59fXtKNCb2DrfrNezZf0ejVmHT7BtQrtMbZm+dyizApuQMHEy5iocGt0NIADeprStr15zY9s2QeLY6syP9qVnaXsHWDVKlWYO62JxcvaBqmU5vlCVp6FWCLRUUO3rdIEeT1kDVN3Pz+a7zAMxv0/LTkTQ887+jePfOGIzqbn6RTyEE+r76GwAg+aWx8DWz1pUSKLNXRG7gTJbpDCnrgYO1bRQssvM9X6NWQaPWoGmT6iGqqtVvfTw1mD2qs/1taMSkNSY5hcZ1VeFNfXApt7JmxtrwjuXMjW2/DxfqsVZRQUk5/i1Z/bhcpzcKJGzJEkjVd8FrS9svuHrmplSauallJltJuc5qwXETL8v3PfbNIQDA/LVJOJyai1+S0vHx1L7o0MIPe87lICzA22jGZXpeMUrK9Thw4SruG9RGUVtaMLghkolpcBNqYYZUFR8v29/Ax/UIw8bkDJungZsyN8PKdC0eqp30E7t0qjYAaD2rf541Mg+SjJulzI2loMfUH39fwcWrRYgIamLT+VX2nM2uMWXdtID5WmmFXc+pd2RBsZWaGwAoKqtwSDG1I5RW2FZz8/PRdDz6zUG8PjkKd/Q3X4Bu64ec968vpDjqnd8xqlsIfjtxGQCw6I5owzkl5Xrc/N5OAJWTGCb3ibDpud2Ba4e7RApWI7gJNJ+5eWZcV0zo1RLDOofY/Nwf3NMHu5+90eL+U7XxNfPp0JYl9clYSZnlok9p5sXaPkm21Ny08LceGA95Y7tNBahLfvsbSxMqg7A7Pv4Ty3acsX7+1r9rfU4pXT2DG+mwqEctmZuHvz5od2bJ0fR6ge0nLyNdUt8irb8BgD/+zsK/V+zH5fwSzFx1EEIAL/903OJz+pj8bf52PBMzVx5EtmTG5eUC4yxhVWADAHO+PWK4nV9SXVN3MMV4OQp35xphLVEjdOay8SwWS8NSjwzvYPdza9QqtGrq2AXWsq7ZvrknVbL2Kd3bWuZGQnrhVquqa3e0kk/wtnyaT88rQWSw5exN9rVSLPqtcgXdqbFtan0+W/lpPQwZnvoGG35aD/w29wZo1GocklyMze2y/vtfWYj6v01Yem9f3NC5Rb1et66+P3ART//vqNGxDUfTMKFX9Yr69322F4Dxz7Pq53QhuxBhgd5GgbCvJBtVUq7DtOsTEi4X2F8gnF9cnXkrr3CthQ/ri5kbIhno9QJ/mcyeqa3mpqGN6hYCtQpYdm8fAEBWAYMbe1kLbqSZF2s1N9LzpBc56XCVLcGNXgjkWFknSScJPOo7o6dKcz8voyDOEYmUjiH+aNfc1+pU8CqFZTpM/Xxv/V+0jn46mlbj2K/HMnAiPR+/JKUbHb90tbo2Suuhxp6z2Rj2VgJmrqysozl9uQDpecVGNTcxL28x3N533v7MS4Ekc+NqCx/WF4MbIhkcvZSHXJNp1tIiXlfw0X39cPjFMYiKaAoAuHKttN6LsDU2pkN5LSVDj9KiUdONNKWXaukCddI6HeltaQBhyWPfHEKfV7YYZTykpIGHvTN6pHs7RYVL90VTGQUhOgcOE0mTi65YUJxXVI4//r5i9r7xS/7AjJUHcUCyMrk0e1euE/jg+vDgbycycTm/BKPe+R2x8duMAuH6zrx66vvqrFKZTo8fj6Rh4Gu/4cCFnBrnFpVVyD7MZw/X+40gagSOpOYCqMyOfDK1H9Y8HFunvXacSaNWIcDbE839KouLy3UCj3x9EHHxW7lbuI1KKowvPtKAxluShfGwMiwlvc/bQuZG+ryW9ns6en3X7inLEvH+tr9r/Ayln9ztra+Svr7xFHVhFNzUt6BYShoMNPRigrb4dn9KrefcunS34bY083I+uxDpudXF24evv18Azts3q7hMh8e/OYTM/FKjuhwAyMgrQfRLmzFjpfm1dVwRgxuiBpRfUo6Br/2GF39MBgC0DvbF6O6h6N82WOaWWab10CDw+urFG5MzkJZXgrc3n5K5Ve7BdNqv0RCTp7SWxvjiLI11pNNzLWVupEWmXh5qqzU8FXqBtzf/hQnv/gEASM0pQva1UqMd4O3NCFjql14Y98WRmRvpEF1tmZsKnb7BF6SsTxxXVKYz2nblvW2nDbfzi53Tjz8l6yxVbfOSmlMEvV7gu/2pKNcJbJSseeTqWFBM1IC+3ZuKzPzq2pVWTV2rzsaS5n5eyJO8qZ69wmnh1sz7IQlaDzWGXl9puoo0CLGWuZFOYZbe52Mh8yO9rVapoFGpoKtlm8qC0gqk5hRh6JvbAQDDu1QX3U77cr/Vx5oyztxU3xZCGAVnjszc+Gpty3wBwJSPEnEoJRc7nxlh95T4ujKd1VQfSZfyDLfznBTcFEoDcRWw8VgGHv76AP4zrL1RETMArN6bArVahdv7RTqlLY7AzA1RAzprss+PPSsIy8l0qvGF7CLW31hwKbcY3+xNwfLd57HluPEqskYBiTRzY3Jxll4YpUMuQZL1h6RTxKXnCyGM6lFaWVhiAAD++WH1sEiCZE0b06nEtZFmbqTDZQLGw0eOLNnw11bXqEnrkqR7tFU5lJILAIYtKRqCI7NUUs4KbqQKSirwyMrKxRs/2nHWqAYsI68Ez/6QhKe/P4qiMvvWOWpIDG6IGsDxtHyUVuhqFHPe0Lm5hUe4lqY+xov6FZRU1CiIpkqFkoXtVu9LNbpPGoRIp/6aJh6kM2KCJQFNsF/1bWlAIQ2UBIyLbZtYWV7fdDf6ujJakFASjOn1wmgNn1v7VG4f0rdNUL1fU5q58ZTWJVkprq7vOju1ySooxfPrknA8Ld/o98CRdp+xfQPW+pD+V0njtOS06izSlYIyXMguNFqk0FVwWIrIybYcz8T0FfsxsmuIYQNCP60HPrqvLzqG+MvcOtvc0T8SG5MzEBqghU5feVG8lFuMIN+aKxk7Qn5JOfKLyxtsCMGRrE2jll54va2sMCwdlmrmV50169Dc13Db0hRxCEAl+axtbkHGuuoc6oe/MmsOSWotDLEJYRxoPTm2C/q1DUZsh2b1boufZBsBDwvF1aacNdvnwIWr+OlIGi5kF2L7qSx8/WftxcQNwUujNlolu64S/qpeBFA6RPb731l4ft0x9IoIxI+PDqn36zgSgxtyO1W72YYFekMIAb1w7Y3zVu6p3JV568nKN4i2zZog4akRcjbJbiO6hmD5v/ojIqgJHvvmEK5cK8WVa6Uo1+kNQ2tHL+YiPMgHIf6VwyC5RWX4fNd53NonHG2a+Vp7egghkJJThNbBTXAm6xomf7gbRWU6fPngAOiFgL+3J6IjAl1uRpk5BSWWP7EbDUtJgg69EPDXeqDg+qd9aUDSTJKt6RRaHQxLL+jSWhbTzI3RDC1PdY0Vcu3hY2E7A2mgJc3UCADtW/jhTFbh9fM0GNsjrM6vLyUdlpKuvmwtuHHWUi7SWU+WeHmoUVbRsGvJ+HhpUFZc+ZpaDzVK6/j6VcN6gPHMrarNO49ezMPpywUu9WGNwQ25lQvZhbhpyR/w9tRg25PDMffbwzhyMRe/zrqh1iXo5WKa+nflmVHWDO9Suf1DC38tTqQDJ9ILMPe7I+jTOgheHir8kpSBpk08kfjsSPh4afB/PyZj3eE0fP3nBRx8YXSN51u05S8s2fo3nhzTGQE+nliwPhkv3Nwd+87lIP96gHDPp3sM53/+QD/c2LVu20k0JOnCaEDl2jZVy+9LAxp/7+qLc1ZBKfy8q4Mb6VBSc9/q3+s2zaozWdJhg2uSgEoIYbyruCTw8Pf2REl53YeimlgIHKQBhWkB8a19ImrUHjmCNAsmvWhb2y3d2cNS1niqVRAaldOmcpvTxEtjqNHx1XqgtKJ6EUfPOrZFWpslnbl1IbuIwQ2RPYQQWL0vFV3C/DH/hyQUlulQWKbDHR8l4mRG5TDPrtNXkJZXjJTsIjw9riuCnTRcYqvjafn4YPtpzBndGSfTjVciHtHV9j2iXFGL68Mkb2w8CaD60xsA5BaVI+lSHto2b4I95yoXAjO3Km5yWp5hX6K3N/9lOP7KBst76iRfyneL4Ea6pD1gXD8jzdxI60QuXi2GnySgsZS5kQbw0mLOfGlwA+NCdenFPsDbw7DStHRbBI1aZVMBrKUZQJYyN3ohMK5nGN68tRfatbCevbOXNIsnHQq0lrm5dLXY4n3O5qFRQy+Acl1lW329NMYzlJzAx8oWHT6eGpTrKgy367Ig4AnJe1tWQSkqdHqkXi1Gu+aO/VnXBYMbcnlbjmdi3g9JNY5XBTYA8Pmuc4ZFyto198V/htm/H5Mj3XR9DZF953OM1g8BgNHdXf8CbU1tGbLbP0qscezAhRzERAYZPtVfrMNF5kJOEVYknoevlwcmxYS77FBkvknmxihokU5flgwrFZfr8MatvXDnx39i1shOGNyxueQxHpg1shNKK/RoGVi9QJ90KEqaLRICRkscm2ZuqgR4Vwc3floPwyf89i18cTbLeFZfFUvbPEiDGyGZgl7VxNv7O3fKsDSjZa2g+H8HL2LeTV3R3M9xWV5bd0b31KigFyrg+o/KV+thCG4sDRfaWjNjKTiRBqPS3z2gsq6rKihu4lW34Eb6mMsFpXh89SH8kpSB9+6KwS3Rrex+PkdicEMuLa+4HP/+6kCt51UFNgBwKqMAJzPy8fT3R/HkmC4NtmmeEAI6vUBGfvUGduam1LriUvH2CLewAq41ty5NxKI7opGSXYz9F3IQ4G37VhOtg5sgJacI3x+4iO8PXARQGUD8a3A7u9vhTDq9gEatMtoBGqi8iFVpL8le6PUCy+7tgxd/TMYbt/bCoPbNcOLlcYYL0v8eiTUEM3NGdzY87vEbO+KXYxm4o39rvPZLZfZMeoE13f1b+vsW4FP9/+7v7Qlcb6s0uPGzMrvKUlZEOvNLGss7exRo3czB+CuzAH1aN61ui4flzA1QOawS1MQTwzq3MAow7VVUVgFvDw2eMdkYUyo0QGtY10qlUhn9LPy8PQzvD35aD5SU18xw+nl7WN0PrIqv1sNscCLNGpoGpp4ekvWTvDTA9Xi2rsNVWQWl+CWpcpG/T3eeY3BDZM6BCzl45OuD6GpmzYppQ9rh053nAADREYE4IglsgMqMzr2f7sGVa2WY+vlezBjeAZuSM/DQkPa4e2Brp7RXCIEnvjuCX49l4KaoljXunzOqM7acyMD8m7o55fUbUrcw8+Pq0ZFNDdtKmPPEd0dsXuekaRNPw1TzXhGBSMkx3ipgz9nKAGn7qcu4e2BrxHWQd0p9VkEpxi7+HWN7hGJTsnF9iXTmU1hAdWB48WoR5vbvgnE9q39fpJ+0+7YxX5s1d0wXzB3TxeiY9MJ1pbDMaCaWdN0Zf8kMI+lsI+lx0wDm9n4R+G7/xevtMx8MSF9fuo2DqGUhwfrqHdkUvSOb4rxk/Shrw1IA8OSayq0FnhrbBTNHdKzT6x69mItbl+7GtKHtra6dE9TEy2jRTulMMuOMngeuXDMT3GirgxtrWRw/rQbm1tWUFoB7mdQieUr2M2tilOHxqNMyD9K/UR8b9jpzNvlbQGTiUm4xbl2aiMsFpfj9r8riNR9PDW6JboUbu4Zg1qhOeH1yFNo398VbU6IRGVx5weh4ffO+4+n5Rm8UHyacwZmsQsxfm1Sj2FPqwIUcLFh/zOrCVDq9wIL1x/DFrsrgKjO/BBeyC7EpORM/HLqE4nId/nfwYo3HPT6yIzY8NlT2i7AjdJEEN4/fWH1xGFzL9N7aApvHR3Yy3J43vqvhdvT1jTulNiZn4Ik1R7DhaDre+PVkLS12jtyiMpzJqryifLn7PHIKy/DN3tQan7T9JMMBXpJPy+YCd3t9OrUfoiMC8fqtUYZjZRV6oyE7T5OamypGgY7kQmu6w7bRYoE2FBRfLZLuNN0wxbPSTWdtTcas2Z9a+0kmSsp1KKvQY/bqwyjXCSy9vrmlJdayYEYBhYVZaNLHS39epnwtvI60ANw0uJEuDikNgqRtsdZ+U/vPV2+2acsu9c7GzA25nG/21Fwj4pVJPXFb3wjD93cOaI07B1RmYb6ZPggr96Tgjn6R+PdX+82uw1Flz9kcBPh4wlerQY9WgdDpBcp1enh7anDr0spaEW9PjVGGRa8X2Hw8E70jm+JkRj5WJFZO7b6tbwQmvr/LaBjKnDHdQ91iCrOt/L098cUD/VGm02NElxAUlFYg0McTE6Ja4sPrb/Zdw/yNaqIs6RTiZ9hDJ1hygeoaVn3h7yYJAsxl6s5mFRpWS27I/+fRi35HVkEpEp4cbnVtG+mFx0Otxu9PjcCh1KsY54Ap0aO6h2KUmRquoCZehiBDmrmRDgdK62+M1owx2aFcmnmyNBVcGlDkFDpmYUB7SPtVXGbbdOfz2UUoKddZL0DOLUagjyf8tB44d6UQI95OQNcwf1zKta1mTPqzN62F8pNMZbcUREh/Lk20GuQUVQ/1SYvALT1eGkCZDodLv5cGQdLaHGnReW1Fx9LiaEduPVFXDG7IZWw5nonFv/2F5LT8Gvf1s7KiaURQEzwzrvKTfudQf0NwMyGqJX5OMk4ZT1tRuWdOEy8NbusbgW/3pcJP64G1MwYbzjmRno/ktDy8uuEE5t3UFbvPZON1M9mB59YesxjY+Ht7GNY7aesCMwccTTrj68VbegCoDALHdA+Fj5cG/76hPSa8uxMA8MrEHnhhfeVGoTd0bmHIxgFAcz+tIbiRXgikBaJdW1ZniiKDm9QIbgpKK9Bu3i9o4qXBDZ1aYNl9fR3VTauqZh1tP3W5xu7fUkbBjUaF1s2aoHUzxy9OePfA1li1JwUD2gZDo1YZtvrQepgflgqwkLkx3afJ2oybKhpJQJRzrczo978hSKef27MycNcXNqJ9c1+U6/X4/P7+KCzT4dilPIzuHgohgMGvb0NksA8SnhyBEW8nAECtQbu0INv0/0u6ZYk0o2da7FvFX/Jz0Xpo4KWpXqvGx1NjVBBujtGGqibBjfTnbDosZWijtwdw/e3Y37u6rkfrUTlEZqmmqrahwYbA4IZcQlFZBaavMN6sL6Z1U8PiUW1svBjMGN4Rm5MzMT4qDNOGtMfPSekI9PHEA3FtDVOPK19PZ8jAlFaU4Ya3thvuKynXYe63R3AqswD/eH+Xxdf68UhajWNVxa/v3N4brZp6Y83+i0bDLUqmVqvw8dR+AIBiyac46SrDpm+wj4/shMSz2fhnTLhxsaXWA7/NHYbC0gqjmS1VQ49VpAWbRWU6bEzOwLXSChSUlMPbQ+O0FZSly81fK6lAqclMF2mGKbxpdZ2Naf8dacHN3dG3dRCGd2mBV38+YTgu/f/zt5C5kQY9ptkv46JU8+03ytwUlaFvmyDsOt0w2wSYsnfvpaogcPSi3w3HliacwVNjK+uaUnOKkWpS82VKugBjoKRo23goSBgNzUoLn/0kP4smXhoUXf/7kWZuNCoVvCQL8fl4VQc30oBEOvPKKHNjZf0fHwtDZNLnDfDxNBRAe3tqoFLB4oKQHJYi2en1osamfXJYvdd4/NvbU41374zBm5tO4ZFhHWwebujeKgB/zh8JP60HvDzU+N8jcYaFrKTBjTWnMgqM1g2xlY+nBt/9JxaXC0rQ63qdSI9/BNr9PEogfbOUTh3vGuZvtC5ObIdm2P3sjQjx12KzZKE3D43aKJB5/+4Y/JKUjulD22Pxb9U/Rz+tBzJhPAzy1saT+HpPCpp4arDzmRsR2MT2mVnWCCHw1PdHEeDtiYeHtTccT88vwZoDxnVW0otSz/Dq3wFnTl/39tTg1utDtxOiWmLtoUvw8dQgMrg6uKyqTwMs19yYbogqvUC2lARq0qFHjVqNKX0jsObARfz7hg64a0Ak5nx7WJYZbdLgxtb1e0xdyi3G7G8PG77/4dAlq+e38NcagpumkuDGdEFB6fR96WwlaRaniZeHIbiRBhcqVWVAVIDqVayrcqDS83w8NYagQxpkWNukt4mFKePSzJE001f1QaQ+q107G4ObRijxTDYSz2ajS6g/3t58CsG+Xvh0aj9oPdVIyy1B++a+2HXmCl5YdwyFZTr8/PgQbErORHNfL4w3MxOoPv7OLMCvxzLwzpbKhdwGd2yGwlIdbu0bgcjgJnjvrhi7n1O6gJ90g765ozvjbNY1TIoJxwNf7AMA/PuG9vj497NGj68tsPnwnj6YsfIgAOCd26Mx97vK2Re/Pz0CLfy1CLOyC3Njsvrfg5CSXYSe4YFY83AsNhxJw8PDO6BTqB/mfHsYC2+PBgC0un7BHNElBG2aNTEKBqrc3KsVbu5VObU0LMAbGfkliI5simuSAvEB7YKx91wOvryekSsorcDRS7kY2skxSwGk5hQbpqLfHF39d7DKTI2YdLG+rpIC7IZaBmBU91B88UB/dA7zh05S1NuzVfX/rbRwWFr/YbqKr7TORtqXB+La4tnr609pVCr8959RuGtga0RHNIVGrcLqf8c6rkM2mNwnHD8cvIRHhndA4tnKrJGjduZ+t5YPRsG+XoYMUFPJRqdak0yX9L/WNFNZfbt65pO/1jijZrQgo4/5zJuPpwZXry+mI/3Z1YirVdJhqdoLiqWZPpWq8gNonoXSo4beZsIcBjeNTGpOEe7/Yq/RL9+5K4V47JtDuHi1COeziwyfwKo8teYodlyvk9j97I04ejEX7Vv4oX1zXyz4MRldQv1xf1xbu9sihMB/vj5gGJ9u7qfFigcHOu3TbdXwkF4v8J8b2iMs0Bv3x7ZFr4hAfPL7WeiEwLmswhqrht7eLwKPj+yE59Yew3+GtceAtsF4cHA7xLRuiluiW6Fcp4dGrXbZ7R/kMqh9MwxqXzmDqn/bYMO2ExN7h2NM97AaRYc+Xhpsf2J4rZnEzx7oh09+P4snxnTBkq1/G/Yt6hTih73ncozO/WLXeWxOzkRzPy0eGd6hxowRexSUVgdS5urCpDQm9Qzv3RWDzPwSoyyKs0nrohZOiYa3p8bod1S607t0irdpQCD99B8pGWIc3LE5+rUJwtFLeegc6gcvDzX6tK7/bt91tXBKNOaN72b177BHq4Baf3Z1IV1FWjpzy0tT/X8nhHHmRvq7KM28BPl64Xx25TCYdEaTWmUckEYE+RjW9/I1KvqWZoGsZG4kbfH2tFJzc53pbC1r6wk5YrPO+mJw04gUl+nwyMoDRoFNVdp25+krhmOmKfYdkgLQuNe3AagsRrsluhXWXk/XRkUEYlnCGWQXluGd26PRwl+LHw+noVdEU3QI8cVTa46ibXNfzBnVCU9/fxTJaflo5udltBLqyK4hDbLqrFqtwjzJbChpVuDF9ccMn/w/uLsPOoT4okuoP1QqFb58cIDhMQtu6W64fUd/56ydo2SWZlPYMkTao1UgFt9ZmdGbf1M3eKhVuL1/pNFU1Jt7tcSGo+nYdrJ6N2NvT7WhePm1f0bZHehcLawObqSvBVTWWUiHQ6RF5CqVSvYFzW6VzDRc/q/+OJFegFuiW+Hp6wvQSYt/L15fPv/c9UxEWGB1sKBWq/D9w7HIKihFZHATrHk4FkVlOotTkRuSSqUyBDZVtW8B3h5GmVhntVO6c7s0aJT+jhWV6Yze34xqbqQLPTb3M9QaZpusfSPdQ6tHq0DDonnSoaQW/lpDwC8NpjLyLM/q9JIETUbBjdZ8RkcF6ytBM3NDDWbvuRzc99kelFboDXuaaD3U2PbkcCze8hfWHLhoVBSnUavw4OC2+OSPc2afr0IvDIENAEz+sHpX3BkrD6K4XIezWYXwUKswoF0wdp+pTBNvO5mJY5eMPzm1adYEA9oG47mb5V/gbkq/SHy7PxW9IppiVPeQWlc7JXkF+3rh9Vt7AQDSJNNzb4qqDG6k4iUz3qLCA3HvoDa4VlKBwCae2Hc+B+l5JYht38ziJ/+couoLzfrDxsXkwb5eRsHNoPbBNYY7XcXwLiGGTVCrXMiuLpg9d6UQK6cNxD2f7sFtfSPQp3UQZo7ogNbXs079JBu/qlQqlwhsTH3+QD+89stJzBrZCRM/qJ4UIL1YSxdclC5JYIlaBURFVC9U2aGFryGIaCYZCpcGg6lXq/9fi8t1aOGvNRQBSxfDlP4fhjetHtaWrnCekl1kFKy0lmQBpcNKN3YNwbFL+bhWWoGuYQEIb+qDS7nFGNKpObSeaiScykLnUD+jYSnpEJl0XzM/k0LlKlX1P5YwuKEGsTk5w2gLg9mjOuOW6FYoKqtAeFMfxE+OwshuoYiODESovzfS8ooNMzyCfL1w8WoxFtzcHe9s+Qvf7kvF/XFtrY5BS9O+FXphCGwA1AhsboluVae6GmfpGR6IY/83tl7LspM8xvdsiWlDctG7dVN0Dq2+cFRNkZZ68cdkvPhj5fT0NQ/HYsqyyjWO2jZrgoSnRuBqYRl0QqC5nxbvbD6F305ctronWFATT0g/BozoEoKZIzqgTbBrLwNQNWW7b5sgDO7YDM/8Lwnxk6MwuGNz7Hr2RoT6a6FSqfDU2K61P5kL6Rjij88f6A+gMvDIvr6wonSITZptiQxuUmtw46FWG9WtDGzfzBDcSH/fpBf9AJOhnJt6huHLxAuYMbwDhnSqXNAzqIkngiR1OtKi7bBAb0N2XaNRoaCoOgsVJalNk26J0jq4CXbPuxFJF/MwqH0wNs25Ab8cTce4qDD8a3BbLEs4gzE9wvDc2ur9+jwtDJFJh6W0JjOgpMGOVjKLC+CwlMEHH3yAt956CxkZGYiOjsZ7772HAQMGWDx/zZo1eOGFF3D+/Hl06tQJb7zxBm666aYGbLH7yC0qw5ubThm+nzG8Ax4Y3NYoUvfQqDGuZ/WCYtKpuzOGV69AO/+mbpg3vitUKhV6tgrA4t/+NhSAbjyWgf/+syc81GosWH8MRy/m4YVbuqNCp0dWQSmaeGnw/vbTKCnXY2psG3QNC0ByWh5mjXK9adIMbNyTRq3C8zdXDhfq9AJdQv2hEwIzhncwBDejuoUazdYCYAhsgMqF3SZ9sAuHr386rxreAipXvrbEV+th2H4iwNvDbQKCzXNuQOKZbNzcqxW8PNQY17OlYSqzdAq7O2vV1McQ3EhrVppLsi2RkuBAur2LdK2sMp3eaCp3iCTD1zuyqeG2t6cGPz8+BCt2X8DjIzvh4tVi/PH3FXhqVHjh5u64P64t2jX3hUqlwt75I6FSqaRJFAT6eOKHGXH4bl8qnhjdGXf2j8Sz/0vCvJu6IjWnGPPXJmFCVEu0be6LT6f2Q2ATT6NC8YigJgjw9jRsvuqn9TDauLRq647oyKaG5Qqk9TSmi/hVkf7fVeiEURDXtImn0TYTpczcAN9++y3mzp2LZcuWYeDAgVi8eDHGjh2LU6dOISQkpMb5u3fvxl133YX4+HjcfPPNWLVqFSZNmoSDBw+iZ8+eMvTAde09l4Mn1hxGak7lKpsJTw6v97ofVVOyx/QIwxjJCqvSPVq+fyTO7Mqf04a2R5lOb9emiUR1oVGr8PPjQyBQmXKfPrQd/vj7Cp4a26VGcGPqsGR/LNOhLSnpeiL5xeX44l8D8OrPx2Wvr7FHy0AfTO5TXY8jXaNFKaIiApF0qfIiHibZVb25v3Hmpop0tqPpirwtJNmeqsxJM18vtPDX4pvpg5B45gpGdguBp0aNN26rHC595/beeGvTSdwzsA08NGq0b1G9xEFIQPVr3TWgNfacy8aQTs0R4O1pKM5u5qfFL7OGGs6L7dAMYdcfJ12detm9fXDxarHZ2YbmzBvfDcVlOvQMD8TNUa3w4fYzKNfpDZMAAKCVZIhMOvTV3E+LCn11ANOtZQAy86trM11hWEolTBc1aGADBw5E//798f777wMA9Ho9IiMj8dhjj+HZZ5+tcf4dd9yBwsJCbNiwwXBs0KBB6N27N5YtW1br6+Xn5yMwMBB5eXkICKj/3i6uKD2vGK9uOGH4xNEy0BufTO1n8y89kZJNePePGjNmVCpgWOcWSDiVVeP8zqF+hlWvb+sbYZgO3iXUHx1D/PBzUjrmje+K/wzr4PzGk93yissx59vDmBQTDiEEZq0+DADY8NgQ3Pxe5Sraa2fE4Z/X6wYX3RGNOd9WLu8wpGNz7D2fY7hY750/Evd9thf92wXh1UlRSM0pQoCPpyKCwqotRLw9Ndh9+gr2ns/BoyM6IuFUFr7bn4r5N3VDbnE55v2QhMdu7IjC0go89f1RdA3zx+Q+4YYd6gGge8sAo4DMUey5fsuauSkrK8OBAwcwb948wzG1Wo1Ro0YhMTHR7GMSExMxd+5co2Njx47FunXrnNnUWl3OLzFasVaIyh1xK/+tnnVXdazyHMv3i+tPYum+queH4b7KX85zVwqx//xVwyeOoZ2a45WJPRW5BQBRXSy7ty/m/ZBkNEPw11lD4evlgZmrDmJsjzBM6RuBcUv+QKCPJ356bAgeXL4Ppy9fw7zxXXE26xoOpebi3ze0xz9jwvHA4MrlBMg1Bfp4GupvSsp16NYyAG2vD6ffO6g1UnOKERUeiFXTB+LXpAyM79kSrQJ98NovJ/DMuK5Qq4EHl+/Df27ogJAAb2yac4PhuRtyar+zSTPtcR2bI+76sJbp/mW/SoKWNs18ER7kAz+tB7w9NfD39sCcb4/geHo+fjqSJmsWU9bMTVpaGsLDw7F7927ExlYv+PT0009jx44d2LNnT43HeHl54csvv8Rdd91lOPbhhx/ipZdeQmZmzXRzaWkpSkurxwLz8/MRGRnp8MzNgQtXcevS3bWf2ED6tG6KVyb1RI9WfNMlMuf+z/caljk4//qEGvfnFZVDo1HBT+sB/fViC/X14s7M/BLD4oPkXuTYZLWxSLqYh1ver8yG9WndFD9I9uxzBLfJ3DSE+Ph4vPTSS05/nWa+XpjYu5Vh01eVSlV5WwWoUFkwVn2f5Nj1k6r+zlSm98P4j7DmfdX3e2nUaNXUBz3DA9CzVaBLbKtA5KrKa5nRId22Qfq3pFGrGNi4MQY1ztOjVQAeH9kJF7IL0baZvKMFsgY3zZs3h0ajqZFxyczMRFhYmNnHhIWF2XX+vHnzjIaxqjI3jta2uS+W3Ok6U5qJyLpgJ22qSdRYqdUqzB3dWe5mAABknfPq5eWFvn37YuvWrYZjer0eW7duNRqmkoqNjTU6HwC2bNli8XytVouAgACjLyKi+Td1Q/+2QXj/bn4oIVIa2Yel5s6di/vvvx/9+vXDgAEDsHjxYhQWFuJf//oXAGDq1KkIDw9HfHw8AGDWrFkYNmwYFi5ciAkTJmD16tXYv38/Pv74Yzm7QURuplVTH6x5OE7uZhCRE8ge3Nxxxx3IysrCggULkJGRgd69e2Pjxo0IDa2szk5JSYFaXZ1giouLw6pVq/D8889j/vz56NSpE9atW8c1boiIiAiAC6xz09Aawzo3RERESmPP9ZvrzBMREZGiMLghIiIiRWFwQ0RERIrC4IaIiIgUhcENERERKQqDGyIiIlIUBjdERESkKAxuiIiISFEY3BAREZGiMLghIiIiRWFwQ0RERIrC4IaIiIgURfZdwRta1T6h+fn5MreEiIiIbFV13bZlv+9GF9wUFBQAACIjI2VuCREREdmroKAAgYGBVs9RCVtCIAXR6/VIS0uDv78/VCqVQ587Pz8fkZGRSE1NrXU7dnej5L4B7J+7Umq/qrB/7kmp/aoiV/+EECgoKECrVq2gVluvqml0mRu1Wo2IiAinvkZAQIAif6EBZfcNYP/clVL7VYX9c09K7VcVOfpXW8amCguKiYiISFEY3BAREZGiMLhxIK1WixdffBFarVbupjickvsGsH/uSqn9qsL+uSel9quKO/Sv0RUUExERkbIxc0NERESKwuCGiIiIFIXBDRERESkKgxsiIiJSFAY3REREpCgMblyEXq+XuwlOkZmZibS0NLmbQfWg1AmVqamp+Ouvv+RuBtUR3zPJGgY3MsvLywNQuS2E0v5YDx06hAEDBuDkyZNyN8Upzp8/j08++QTvvvsufv31V7mb43A5OTkAAJVKpbgA59ChQ+jXrx+SkpLkbopTnD59Gm+99RaeeeYZfPXVV7hy5YrcTXIYvme6rwZ9zxQkm+TkZBEYGCj++9//Go7pdDoZW+Q4hw8fFr6+vmLWrFlyN8Upjh49KkJCQsSIESPE8OHDhVqtFvfdd5/Ys2eP3E1ziOTkZOHh4WH089Pr9fI1yIGqfjfnzJkjd1OcIikpSTRr1kyMHz9eTJ48WXh5eYkbb7xR/Pjjj3I3rd74num+Gvo9k8GNTFJTU0VMTIzo3LmzCA4OFvHx8Yb73P2P9dixY8Lf3188++yzQgghKioqxKFDh8SuXbvEsWPHZG5d/V25ckVER0eL5557znDsl19+EWq1Wtxyyy1i27ZtMrau/i5duiQGDBgg+vTpI3x9fcXs2bMN97l7gHPixAnRpEkTMX/+fCGEEOXl5WLHjh1i3bp1YteuXTK3rv6uXr0q4uLiDP0TojLY0Wg0om/fvmLFihUytq5++J7pvuR4z2RwIwOdTicWL14sJk+eLLZt2yZef/11ERAQoIg/1pKSEhETEyNatmwp0tPThRBCTJo0ScTExIjg4GDh6+sr3nzzTZlbWT+nT58Wffv2FcnJyUKv14vS0lKRlpYmevToIcLCwsTkyZNFTk6O3M2sE71eL77++msxZcoUsWvXLrFq1Sqh1WqNshzuGuCUlpaKiRMnipCQELF3714hhBC33HKLiI6OFiEhIcLT01M8/vjjIisrS+aW1t3ly5dFTEyMSEhIEDqdThQWFory8nIxdOhQ0bt3bzF69GiRnJwsdzPtxvdMvmfai8GNTP766y+xatUqIYQQOTk5Ij4+XjF/rNu3bxddunQRd955p+jTp48YM2aM+OOPP8S+ffvEu+++K1QqlVi6dKnczayzQ4cOCZVKJbZu3Wo4dvr0aTFu3DixcuVKoVKpxMcffyxjC+vnwoULYv369YbvV65cKbRarSIyOPv27RNjxowR48aNE127dhXjxo0TBw4cEOfPnxc//vij8PT0FM8//7zczayzM2fOCG9vb/Hdd98Zjp0/f14MHDhQrFy5UjRt2lS8/PLLMraw7vieyfdMezC4kZH0ApGVlVXj00hFRYX48ccf3eaTpLQ/27dvF2FhYWLYsGEiLS3N6LwnnnhCREVFiezsbLe8SJaXl4v77rtPdOzYUbz//vvim2++EUFBQWLGjBlCCCFmz54t7rzzTlFeXu6W/RPC+GdZUVFRI4NTXl4uvv76a5GUlCRXE+ts3759Ii4uTowePVqcO3fO6L4lS5aIFi1aiEuXLrntz27OnDlCq9WKF198Ubz77rsiMDBQ/Oc//xFCCPHWW2+JwYMHi8LCQrfsH98z+Z5pKw/nlitTlbS0NFy6dAnZ2dkYNWoU1Go11Go1Kioq4OHhgebNm+PBBx8EALz22msQQiA7OxtLlixBSkqKzK23Ttq3kSNHAgCGDx+ODRs24Pjx42jRooXR+d7e3mjSpAmCgoKgUqnkaLJdpP0bPXo0PDw88Mwzz+CDDz7Aiy++iLCwMMyYMQOvvvoqgMrZHFevXoWHh3v8eaWmpuLEiRPIysrC6NGj0bRpU3h5eRl+NzUaDaZMmQIA+Ne//gUA0Ol0WLp0KU6fPi1n02sl7duoUaMQGBiIfv364aOPPsKpU6cQEREBoHK6u0qlgkqlQsuWLdGsWTO3+N00/dkFBwfj5ZdfRkBAAFasWIHQ0FDMnTsXCxYsAFA9A65JkyZyNtsmfM+sxvfMOnBIiERWHTlyRERGRoru3bsLDw8PERMTI5YuXSoKCgqEEJWfNqpkZWWJ+Ph4oVKpRFBQkNi3b59czbaJub598MEHIi8vTwghRFlZWY3HPPzww+LBBx8UpaWlLv8pxLR/vXv3Fh9//LEoKioSQghx8eJFo09Zer1eTJ06VTzzzDNCr9e7Rf9CQ0NFnz59hJeXl+jRo4d46qmnxNWrV4UQxr+bFRUV4quvvnKr303Tvj3xxBMiOztbCGH+d3PWrFnitttuE4WFhQ3dXLuZ9q9bt27imWeeMfzssrKyDLer/Pvf/xbTpk0TZWVlLv27yfdMY3zPtB+DGyfLysoyvOmcO3dOXL58Wdx1111i4MCBYvbs2SI/P18IYTxWfN9994mAgACXL/yztW9V0tLSxAsvvCCCgoJcvm9CWO5f//79xezZs0Vubq7R+WfOnBHz588XTZs2FcePH5ep1bbLzc0Vffr0MVzwi4uLxbx580RcXJyYOHGiIQioupDodDrx0EMPiYCAAJfvn619q3L27FnxwgsviKZNm7rF7BRL/YuNjRX/+Mc/xJUrV4QQ1cMef//9t3j66adFQECAy/eP75nV+J5ZdwxunCwpKUm0bdtWHDlyxHCstLRULFiwQAwYMEA899xzori4WAhR+Ub01VdfidDQUHHgwAG5mmwze/q2d+9eMWXKFBERESEOHTokU4vtY0//srKyxMMPPyy6dOkiDh48KFeT7XLu3DnRvn17kZCQYDhWWloqPv/8cxEbGyvuuecew5utXq8Xv/zyi2jXrp3LfzIWwr6+JSUliX/84x+ibdu2bvO7aa1/gwYNEnfffbehf9nZ2eL5558X/fr1c4vfTb5n8j3TERjcONmpU6dEu3btxE8//SSEqCysqvr3qaeeEr179xa///674fyzZ8+K8+fPy9JWe9nTt9TUVLFmzRpx+vRp2dprL3t/dmfOnBEXL16Upa11kZWVJXr27Cnee+89IUT1p3ydTic++OAD0adPH6N1UTIyMgxTVV2dPX0rKioSW7duFWfPnpWtvfay92d36dIlkZmZKUtb7cX3TL5nOgKDGycrKSkR/fr1EzfffLMhvV/1A9fr9SIqKkpMnTrV8L07saVv9913n5xNrBd7fnbuqKysTNx6660iLi7O7MVhzJgxYsKECTK0rP5s6dtNN90kQ8scQ8k/O75n8j3TEbi3lBPp9XpotVp88cUX+P333/HII48AADw8PAyzM/7xj3/g8uXLAOAWVfBVbO1bVlaWzC2tG3t/du5GCAFPT098+OGHOHPmDB5//HFcvnzZaA+pW265BVeuXEFJSYmMLbWfrX3Lzs52u74Byv7Z8T2T75mOwuDGidRqNXQ6HXr27Ikvv/wS33zzDaZOnYrMzEzDOefOnUNQUBB0Op2MLbWfkvsGKL9/KpUKZWVlCAkJwcaNG7Fnzx7ce++92L9/v6E/hw8fRrNmzaBWu9fbhJL7Bii7f0r+u1Ny3wDX659KCIVt9+tCqtZjuHbtGkpLS3H48GHcfffdaNOmDYKDg9GsWTOsX78eiYmJiIqKkru5dlFy3wDl90+n00Gj0SA7OxtlZWUoLi7G+PHj4efnh4qKCrRv3x5bt27Fzp070atXL7mbaxcl9w1Qdv+U/Hen5L4Brtc/9wrrXZRpfCiEMPygz58/j86dO2Pfvn0YOXIkkpOTcdNNNyE8PBwhISHYu3evS/8iK7lvgPL7Z07VxfH8+fPo1asXtm7divbt22Pfvn2YPXs2Ro8ejf79+2Pfvn1ud3FUct8AZfdPyX93Su4b4Jr9Y+amnk6dOoWVK1ciJSUFQ4YMwZAhQ9C1a1cAQEpKCvr06YNJkybhk08+gV6vh0ajMYw/6vV6l04bK7lvgPL7l5mZiby8PHTu3LnGfRcvXkRUVBSmTJmCjz76CEIIl++PlJL7Bii7f+fOncOmTZvw119/Yfz48YiJiUHz5s0BVK643KdPH0ycONEt/+6U3DfAzfrXAEXLipWcnCwCAwMNsxYGDhwoIiIixJYtW4QQlfvUzJ49u0ZFf9X3rlzpr+S+CaH8/h0/fly0bt1a3H777WYXbVu7dq144oknXL4f5ii5b0Iou39Hjx4VrVq1EuPHjxedOnUSXbp0EW+88YaoqKgQZWVl4v333xdz5sxxy787JfdNCPfrH4ObOqqoqBD33nuvuOeeewzHDh06JKZNmyY0Go3YvHmz4Tx3o+S+CaH8/l26dEnExcWJ6OhoMWDAAPHQQw/V2ODS3BLv7kDJfRNC2f07f/686NSpk5g/f76hD88++6zo2LGjYWE30xVs3YWS+yaEe/bPtXNgLkyv1yM1NRWRkZGGY71798Zrr72G6dOnY+LEifjzzz+h0WhkbGXdKLlvgPL7d/LkSfj7++PLL7/EjBkzcOjQISxevBjHjh0znOPp6SljC+tOyX0DlNs/nU6H9evXIyYmBo899phheGL27NkoKyvDX3/9BQAIDAyUs5l1ouS+Ae7bPwY3deTp6YmePXtix44duHr1quF4ixYtMH/+fNx000145ZVXkJ+fL2Mr60bJfQOU37+4uDi8+OKLiI6Oxv33349HH33UcJFMSkoynCeul9vp9Xq5mmo3JfcNUG7/NBoNAgMDMXjwYISFhRk+OKhUKuTn5xt2K5cSblIOquS+AW7cPznTRu7u22+/FTExMWLhwoU1Njxbvny5aNWqlUhJSZGpdfWj5L4Jofz+mY5vL1++XPTp08domOOll14y2gPGXSi5b0Iov39CVPexuLhYdO3aVezZs8dw3/r16xXxt6fEvgnhPv3zkDu4chdpaWk4ePAgysrK0Lp1a/Tr1w+33347EhIS8Mknn8DHxwd33HEHgoODAQD9+/dHkyZNUFBQIHPLa6fkvgGNq39t2rRB3759oVKpICpr6qBWq3H//fcDAN59910sWbIE+fn5+P7773HbbbfJ3HrrlNw3QNn9M/d3B1RPZwcqF35Tq9WGlYbnz5+PL774Anv27JGt3bZQct8AhfRPzsjKXRw9elS0b99eDBgwQDRv3lz069dPfPPNN4b7H3jgAREVFSVmz54tTp8+LbKyssTTTz8tOnfuLK5cuSJjy2un5L4J0Tj7t2bNGqNzdDqd4fZnn30mPD09RWBgoMvvNKzkvgmh7P7Z0jchhLh69apo0aKF2LVrl3jllVeEt7e3y+86r+S+CaGc/jG4qcXp06dFRESEePrpp0Vubq7Yv3+/uP/++8WDDz4oSkpKDOe99NJLYujQoUKlUom+ffuKsLAwp2zj7khK7psQjbt/FRUVRsMber1eVFRUiMcff1wEBQWZnWLsSpTcNyGU3T97+lZQUCBiYmLE8OHDhbe3t9i/f7+MLa+dkvsmhLL6x+DGitLSUjF37lxx++23i9LSUsPxzz77TDRr1qzGJ/srV66IX3/9VezcuVOkpqY2dHPtouS+CcH+mcs67d27V6hUKpf6dGWOkvsmhLL7Z2/fcnNzRZs2bURwcLA4fPhwQzfXLkrumxDK6x9rbqzQ6/WIiIhAt27d4OXlZVhpMS4uDn5+figvLzecp1ar0axZM4wbN07mVttGyX0D2L+q/kn1798fOTk5aNq0acM32A5K7hug7P7Z27fAwEBMnz4dt956q2F1cFel5L4BCuyfbGGVmzh79qzhdlVKLj09XXTs2NGoKtwdhjFMKblvQrB/VaT9c/VVUKsouW9CKLt/tvbN1bNQ5ii5b0Ioq39c58ZEeno69u7di40bN0Kv16Ndu3YAKqvEq6rC8/LyjNZHWbBgAUaOHIns7GzXmN9vgZL7BrB/QO39qzrP1Si5b4Cy+1fXvo0ZM8bl/+6U3DdA4f2TLaxyQUeOHBFt2rQRnTt3FoGBgaJr165i1apVIjs7WwhRHcmeOnVKtGjRQuTk5IhXXnlF+Pj4uFwxlSkl900I9s+d+6fkvgmh7P6xb+7ZNyGU3z8GN9ddvnxZdO3aVcyfP1+cOXNGXLp0Sdxxxx2iW7du4sUXXxSXL182nJuZmSliYmLEHXfcIby8vFz+B63kvgnB/rlz/5TcNyGU3T/2rZK79U0I5fdPCAY3BsnJyaJt27Y1fnDPPPOMiIqKEm+++aYoLCwUQlTu2qtSqYSPj4/LrzchhLL7JgT75879U3LfhFB2/9g39+ybEMrvnxCsuTEoLy9HRUUFioqKAADFxcUAgNdffx0jRozA0qVLcfr0aQBAUFAQZsyYgYMHD6J3795yNdlmSu4bwP65c/+U3DdA2f1j39yzb4Dy+wcAKiFcuSKoYQ0YMAB+fn7Ytm0bAKC0tBRarRZA5VTMjh074ptvvgEAlJSUwNvbW7a22kvJfQPYP3fun5L7Bii7f+ybe/YNUH7/Gm3mprCwEAUFBUY7P3/00UdITk7G3XffDQDQarWoqKgAANxwww0oLCw0nOvKP2gl9w1g/wD37Z+S+wYou3/sm3v2DVB+/8xplMHN8ePHMXnyZAwbNgzdunXDypUrAQDdunXDkiVLsGXLFkyZMgXl5eVQqyv/iy5fvgxfX19UVFS49PQ3JfcNYP/cuX9K7hug7P6xb+7ZN0D5/bNIplof2SQnJ4tmzZqJOXPmiJUrV4q5c+cKT09Pw2JZhYWF4scffxQRERGia9euYtKkSeL2228Xvr6+IikpSebWW6fkvgnB/rlz/5TcNyGU3T/2zT37JoTy+2dNo6q5ycnJwV133YWuXbtiyZIlhuMjRoxAVFQU3n33XcOxgoICvPrqq8jJyYG3tzceeeQRdO/eXY5m20TJfQPYP3fun5L7Bii7f+xbJXfrG6D8/tWmUe0tVV5ejtzcXNx2220AqvcVateuHXJycgAAonJ6PPz9/fHGG28YnefKlNw3gP0D3Ld/Su4boOz+sW/u2TdA+f2rjfv3wA6hoaH4+uuvMXToUACVS0wDQHh4uOGHqVKpoFarjQqvXHXZcykl9w1g/wD37Z+S+wYou3/sm3v2DVB+/2rTqIIbAOjUqROAyujU09MTQGX0evnyZcM58fHx+PTTTw2V4+7yw1Zy3wD2D3Df/im5b4Cy+8e+uWffAOX3z5pGNSwlpVarjTajq4pkFyxYgFdffRWHDh2Ch4d7/vcouW8A++fO/VNy3wBl9499c8++AcrvnzmNLnMjVVVL7eHhgcjISLz99tt48803sX//fkRHR8vcuvpRct8A9s+dKblvgLL7x765L6X3z5SyQjU7VUWvnp6e+OSTTxAQEICdO3eiT58+Mres/pTcN4D9c2dK7hug7P6xb+5L6f2rwQnTy93Ovn37hEqlEsnJyXI3xeGU3Dch2D93puS+CaHs/rFv7kvp/avSqNa5saawsBC+vr5yN8MplNw3gP1zZ0ruG6Ds/rFv7kvp/QO4cSYREREpTKMuKCYiIiLlYXBDREREisLghoiIiBSFwQ0REREpCoMbIiIiUhQGN0RERKQoDG6IiIhIURjcEBERkaIwuCEiIiJFYXBDREREivL/il+hdzhFktkAAAAASUVORK5CYII=",
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",
"text/plain": [
""
]
@@ -371,17 +369,10 @@
}
],
"source": [
- "import matplotlib.pyplot as plt\n",
- "\n",
- "# matplotlin will draw a line graph by default\n",
- "plt.plot(new_cases_usa)\n",
- "# Rotate the labels on the x axis so that they don't overlap\n",
- "plt.xticks(rotation=45)\n",
- "# label the y axis for clarity\n",
- "plt.ylabel(\"New Cases\")\n",
- "\n",
- "# Show the plot\n",
- "plt.show()"
+ "new_cases_usa.plot.line(\n",
+ " rot=45,\n",
+ " ylabel=\"New Cases\",\n",
+ ")"
]
},
{
@@ -511,7 +502,7 @@
{
"data": {
"text/html": [
- "Query job 120a989f-4ce0-47e9-b051-a1a570ecd0e3 is DONE. 12.6 GB processed. Open Job"
+ "Query job 44159a16-cab9-4ffa-be68-2228387a48c2 is DONE. 12.6 GB processed. Open Job"
],
"text/plain": [
""
@@ -565,7 +556,7 @@
},
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -606,7 +597,7 @@
},
{
"data": {
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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -642,7 +633,7 @@
},
{
"data": {
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",
+ "image/png": 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",
"text/plain": [
""
]
diff --git a/noxfile.py b/noxfile.py
index 506e935c7d..6b36995480 100644
--- a/noxfile.py
+++ b/noxfile.py
@@ -556,22 +556,11 @@ def prerelease(session: nox.sessions.Session, tests_path):
"--prefer-binary",
"--pre",
"--upgrade",
- # TODO(shobs): Remove excluding version 2.1.4 after
- # https://github.com/pandas-dev/pandas/issues/56463 is resolved.
- #
- # TODO(shobs): Remove excluding version 2.2.0rc0 after
- # https://github.com/pandas-dev/pandas/issues/56646 and
- # https://github.com/pandas-dev/pandas/issues/56651 are resolved.
- #
- # TODO(shobs): Remove excluding version 2.2.0 after
- # https://github.com/googleapis/python-bigquery-dataframes/issues/341
- # https://github.com/googleapis/python-bigquery-dataframes/issues/337
- # are resolved
- #
# We exclude each version individually so that we can continue to test
# some prerelease packages. See:
# https://github.com/googleapis/python-bigquery-dataframes/pull/268#discussion_r1423205172
- "pandas!=2.1.4, !=2.2.0rc0, !=2.2.0, !=2.2.1",
+ # "pandas!=2.1.4, !=2.2.0rc0, !=2.2.0, !=2.2.1",
+ "pandas",
)
already_installed.add("pandas")
diff --git a/setup.py b/setup.py
index 3b2dc53bd6..768fac530c 100644
--- a/setup.py
+++ b/setup.py
@@ -46,7 +46,7 @@
"google-cloud-storage >=2.0.0",
"ibis-framework[bigquery] >=8.0.0,<9.0.0dev",
# TODO: Relax upper bound once we have fixed `system_prerelease` tests.
- "pandas >=1.5.0,<2.1.4",
+ "pandas >=1.5.0",
"pydata-google-auth >=1.8.2",
"requests >=2.27.1",
"scikit-learn >=1.2.2",
diff --git a/tests/system/conftest.py b/tests/system/conftest.py
index e6b241c9a3..5a4bd0a914 100644
--- a/tests/system/conftest.py
+++ b/tests/system/conftest.py
@@ -35,6 +35,7 @@
import test_utils.prefixer
import bigframes
+import bigframes.dataframe
import tests.system.utils
# Use this to control the number of cloud functions being deleted in a single
diff --git a/tests/system/large/test_remote_function.py b/tests/system/large/test_remote_function.py
index f0b138c110..f1ae56cb3c 100644
--- a/tests/system/large/test_remote_function.py
+++ b/tests/system/large/test_remote_function.py
@@ -118,6 +118,7 @@ def bq_cf_connection() -> str:
def test_remote_function_multiply_with_ibis(
session,
scalars_table_id,
+ bigquery_client,
ibis_client,
dataset_id,
bq_cf_connection,
@@ -134,20 +135,22 @@ def test_remote_function_multiply_with_ibis(
def multiply(x, y):
return x * y
- project_id, dataset_name, table_name = scalars_table_id.split(".")
+ _, dataset_name, table_name = scalars_table_id.split(".")
if not ibis_client.dataset:
ibis_client.dataset = dataset_name
col_name = "int64_col"
table = ibis_client.tables[table_name]
table = table.filter(table[col_name].notnull()).order_by("rowindex").head(10)
- pandas_df_orig = table.execute()
+ sql = table.compile()
+ pandas_df_orig = bigquery_client.query(sql).to_dataframe()
col = table[col_name]
col_2x = multiply(col, 2).name("int64_col_2x")
col_square = multiply(col, col).name("int64_col_square")
table = table.mutate([col_2x, col_square])
- pandas_df_new = table.execute()
+ sql = table.compile()
+ pandas_df_new = bigquery_client.query(sql).to_dataframe()
pandas.testing.assert_series_equal(
pandas_df_orig[col_name] * 2,
@@ -163,7 +166,7 @@ def multiply(x, y):
finally:
# clean up the gcp assets created for the remote function
cleanup_remote_function_assets(
- session.bqclient, session.cloudfunctionsclient, multiply
+ bigquery_client, session.cloudfunctionsclient, multiply
)
@@ -171,6 +174,7 @@ def multiply(x, y):
def test_remote_function_stringify_with_ibis(
session,
scalars_table_id,
+ bigquery_client,
ibis_client,
dataset_id,
bq_cf_connection,
@@ -187,19 +191,21 @@ def test_remote_function_stringify_with_ibis(
def stringify(x):
return f"I got {x}"
- project_id, dataset_name, table_name = scalars_table_id.split(".")
+ _, dataset_name, table_name = scalars_table_id.split(".")
if not ibis_client.dataset:
ibis_client.dataset = dataset_name
col_name = "int64_col"
table = ibis_client.tables[table_name]
table = table.filter(table[col_name].notnull()).order_by("rowindex").head(10)
- pandas_df_orig = table.execute()
+ sql = table.compile()
+ pandas_df_orig = bigquery_client.query(sql).to_dataframe()
col = table[col_name]
col_2x = stringify(col).name("int64_str_col")
table = table.mutate([col_2x])
- pandas_df_new = table.execute()
+ sql = table.compile()
+ pandas_df_new = bigquery_client.query(sql).to_dataframe()
pandas.testing.assert_series_equal(
pandas_df_orig[col_name].apply(lambda x: f"I got {x}"),
@@ -209,7 +215,7 @@ def stringify(x):
finally:
# clean up the gcp assets created for the remote function
cleanup_remote_function_assets(
- session.bqclient, session.cloudfunctionsclient, stringify
+ bigquery_client, session.cloudfunctionsclient, stringify
)
diff --git a/tests/system/small/test_dataframe.py b/tests/system/small/test_dataframe.py
index 5e034e8e83..93bfd8d35c 100644
--- a/tests/system/small/test_dataframe.py
+++ b/tests/system/small/test_dataframe.py
@@ -2500,6 +2500,8 @@ def test_df_pivot(scalars_dfs, values, index, columns):
pd_result = scalars_pandas_df.pivot(values=values, index=index, columns=columns)
# Pandas produces NaN, where bq dataframes produces pd.NA
+ bf_result = bf_result.fillna(float("nan"))
+ pd_result = pd_result.fillna(float("nan"))
pd.testing.assert_frame_equal(bf_result, pd_result, check_dtype=False)
@@ -4026,7 +4028,7 @@ def test_to_pandas_downsampling_option_override(session):
total_memory_bytes = df.memory_usage(deep=True).sum()
total_memory_mb = total_memory_bytes / (1024 * 1024)
- assert total_memory_mb == pytest.approx(download_size, rel=0.3)
+ assert total_memory_mb == pytest.approx(download_size, rel=0.5)
def test_to_gbq_and_create_dataset(session, scalars_df_index, dataset_id_not_created):
diff --git a/tests/system/small/test_groupby.py b/tests/system/small/test_groupby.py
index b38dcaf5d1..e7ecbedfc2 100644
--- a/tests/system/small/test_groupby.py
+++ b/tests/system/small/test_groupby.py
@@ -228,7 +228,9 @@ def test_dataframe_groupby_multi_sum(
(lambda x: x.cumsum(numeric_only=True)),
(lambda x: x.cummax(numeric_only=True)),
(lambda x: x.cummin(numeric_only=True)),
- (lambda x: x.cumprod()),
+ # pandas 2.2 uses floating point for cumulative product even for
+ # integer inputs.
+ (lambda x: x.cumprod().astype("Float64")),
(lambda x: x.shift(periods=2)),
],
ids=[
diff --git a/tests/system/small/test_multiindex.py b/tests/system/small/test_multiindex.py
index 4a293526df..f348758c93 100644
--- a/tests/system/small/test_multiindex.py
+++ b/tests/system/small/test_multiindex.py
@@ -45,8 +45,9 @@ def test_read_pandas_multi_index_axes():
[[1, 2], [3, 4]], index=index, columns=columns, dtype=pandas.Int64Dtype()
)
bf_df = bpd.DataFrame(pandas_df)
+ bf_df_computed = bf_df.to_pandas()
- pandas.testing.assert_frame_equal(bf_df.to_pandas(), pandas_df)
+ pandas.testing.assert_frame_equal(bf_df_computed, pandas_df)
# Row Multi-index tests
diff --git a/tests/system/small/test_series.py b/tests/system/small/test_series.py
index 010ad323e7..8847753e88 100644
--- a/tests/system/small/test_series.py
+++ b/tests/system/small/test_series.py
@@ -1497,7 +1497,8 @@ def test_groupby_prod(scalars_dfs):
(lambda x: x.cumcount()),
(lambda x: x.cummin()),
(lambda x: x.cummax()),
- (lambda x: x.cumprod()),
+ # Pandas 2.2 casts to cumprod to float.
+ (lambda x: x.cumprod().astype("Float64")),
(lambda x: x.diff()),
(lambda x: x.shift(2)),
(lambda x: x.shift(-2)),
@@ -1521,7 +1522,7 @@ def test_groupby_window_ops(scalars_df_index, scalars_pandas_df_index, operator)
).to_pandas()
pd_series = operator(
scalars_pandas_df_index[col_name].groupby(scalars_pandas_df_index[group_key])
- ).astype(pd.Int64Dtype())
+ ).astype(bf_series.dtype)
pd.testing.assert_series_equal(
pd_series,
bf_series,
@@ -2709,7 +2710,14 @@ def foo(x):
("timestamp_col", "time64[us][pyarrow]"),
("timestamp_col", pd.ArrowDtype(pa.timestamp("us"))),
("datetime_col", "date32[day][pyarrow]"),
- ("datetime_col", "string[pyarrow]"),
+ pytest.param(
+ "datetime_col",
+ "string[pyarrow]",
+ marks=pytest.mark.skipif(
+ pd.__version__.startswith("2.2"),
+ reason="pandas 2.2 uses T as date/time separator whereas earlier versions use space",
+ ),
+ ),
("datetime_col", "time64[us][pyarrow]"),
("datetime_col", pd.ArrowDtype(pa.timestamp("us", tz="UTC"))),
("date_col", "string[pyarrow]"),
@@ -3294,7 +3302,10 @@ def test_apply_lambda(scalars_dfs, col, lambda_):
bf_result = bf_col.apply(lambda_, by_row=False).to_pandas()
pd_col = scalars_pandas_df[col]
- pd_result = pd_col.apply(lambda_)
+ if pd.__version__.startswith("2.2"):
+ pd_result = pd_col.apply(lambda_, by_row=False)
+ else:
+ pd_result = pd_col.apply(lambda_)
# ignore dtype check, which are Int64 and object respectively
assert_series_equal(bf_result, pd_result, check_dtype=False)
@@ -3345,7 +3356,11 @@ def foo(x):
bf_result = bf_col.apply(foo, by_row=False).to_pandas()
pd_col = scalars_pandas_df["int64_col"]
- pd_result = pd_col.apply(foo)
+
+ if pd.__version__.startswith("2.2"):
+ pd_result = pd_col.apply(foo, by_row=False)
+ else:
+ pd_result = pd_col.apply(foo)
# ignore dtype check, which are Int64 and object respectively
assert_series_equal(bf_result, pd_result, check_dtype=False)
diff --git a/tests/unit/test_pandas.py b/tests/unit/test_pandas.py
index d6af223456..535b748345 100644
--- a/tests/unit/test_pandas.py
+++ b/tests/unit/test_pandas.py
@@ -21,6 +21,7 @@
import pytest
import bigframes.core.global_session
+import bigframes.dataframe
import bigframes.pandas as bpd
import bigframes.session
@@ -67,7 +68,11 @@ def test_method_matches_session(method_name: str):
# Add `eval_str = True` so that deferred annotations are turned into their
# corresponding type objects. Need Python 3.10 for eval_str parameter.
- session_signature = inspect.signature(session_method, eval_str=True)
+ session_signature = inspect.signature(
+ session_method,
+ eval_str=True,
+ globals={**vars(bigframes.session), **{"dataframe": bigframes.dataframe}},
+ )
pandas_signature = inspect.signature(pandas_method, eval_str=True)
assert [
# Kind includes position, which will be an offset.
diff --git a/third_party/bigframes_vendored/pandas/core/frame.py b/third_party/bigframes_vendored/pandas/core/frame.py
index bdc220868a..876a85f1a5 100644
--- a/third_party/bigframes_vendored/pandas/core/frame.py
+++ b/third_party/bigframes_vendored/pandas/core/frame.py
@@ -13,7 +13,7 @@
from typing import Hashable, Iterable, Literal, Mapping, Optional, Sequence, Union
-from bigframes_vendored.pandas.core.generic import NDFrame
+import bigframes_vendored.pandas.core.generic as generic
import numpy as np
import pandas as pd
@@ -23,7 +23,7 @@
# DataFrame class
-class DataFrame(NDFrame):
+class DataFrame(generic.NDFrame):
"""Two-dimensional, size-mutable, potentially heterogeneous tabular data.
Data structure also contains labeled axes (rows and columns).
@@ -592,7 +592,7 @@ def to_records(
>>> df = bpd.DataFrame({'col1': [1, 2], 'col2': [3, 4]})
>>> df.to_records()
rec.array([(0, 1, 3), (1, 2, 4)],
- dtype=[('index', 'O'), ('col1', 'O'), ('col2', 'O')])
+ dtype=[('index', ' DataFrame:
def diff(
self,
periods: int = 1,
- ) -> NDFrame:
+ ) -> generic.NDFrame:
"""First discrete difference of element.
Calculates the difference of a DataFrame element compared with another
@@ -4750,7 +4750,7 @@ def index(self):
>>> df.index # doctest: +ELLIPSIS
Index([10, 20, 30], dtype='Int64')
>>> df.index.values
- array([10, 20, 30], dtype=object)
+ array([10, 20, 30])
Let's try setting a new index for the dataframe and see that reflect via
``index`` property.
diff --git a/third_party/bigframes_vendored/pandas/core/generic.py b/third_party/bigframes_vendored/pandas/core/generic.py
index 1477640c29..04cc3990a4 100644
--- a/third_party/bigframes_vendored/pandas/core/generic.py
+++ b/third_party/bigframes_vendored/pandas/core/generic.py
@@ -6,7 +6,7 @@
from bigframes_vendored.pandas.core import indexing
import bigframes_vendored.pandas.core.common as common
-from bigframes import constants
+import bigframes.constants as constants
if TYPE_CHECKING:
from bigframes_vendored.pandas.pandas._typing import T
diff --git a/third_party/bigframes_vendored/pandas/core/indexing.py b/third_party/bigframes_vendored/pandas/core/indexing.py
index fae5d6261f..3c7f8a6c9f 100644
--- a/third_party/bigframes_vendored/pandas/core/indexing.py
+++ b/third_party/bigframes_vendored/pandas/core/indexing.py
@@ -1,6 +1,6 @@
# Contains code from https://github.com/pandas-dev/pandas/blob/main/pandas/core/indexing.py
-from bigframes import constants
+import bigframes.constants as constants
class IndexingMixin:
diff --git a/third_party/bigframes_vendored/pandas/core/series.py b/third_party/bigframes_vendored/pandas/core/series.py
index d087df0ef9..0aebd0660f 100644
--- a/third_party/bigframes_vendored/pandas/core/series.py
+++ b/third_party/bigframes_vendored/pandas/core/series.py
@@ -71,7 +71,7 @@ def index(self):
>>> s.index # doctest: +ELLIPSIS
Index([10, 20, 30], dtype='Int64')
>>> s.index.values
- array([10, 20, 30], dtype=object)
+ array([10, 20, 30])
Let's try setting a multi-index case reflect via ``index`` property.
@@ -3305,7 +3305,7 @@ def values(self):
>>> bpd.options.display.progress_bar = None
>>> bpd.Series([1, 2, 3]).values
- array([1, 2, 3], dtype=object)
+ array([1, 2, 3])
>>> bpd.Series(list('aabc')).values
array(['a', 'a', 'b', 'c'], dtype=object)