From 655e95dd72604f7874ae17dce3e496702587f8c6 Mon Sep 17 00:00:00 2001 From: Rafael Teixeira de Lima Date: Tue, 4 Mar 2025 17:18:40 +0100 Subject: [PATCH] Upgrading docling core and adding groups --- .../backend/{docx_latex => docx}/__init__.py | 0 docling/backend/docx/latex/__init__.py | 0 .../{docx_latex => docx/latex}/latex_dict.py | 2 +- .../{docx_latex => docx/latex}/omml.py | 2 +- docling/backend/msword_backend.py | 91 +++-- poetry.lock | 122 ++++--- pyproject.toml | 104 +++--- .../docling_v2/equations.docx.itxt | 55 +-- .../docling_v2/equations.docx.json | 322 +++++++++++++----- .../groundtruth/docling_v2/equations.docx.md | 10 +- .../docling_v2/lorem_ipsum.docx.json | 3 +- .../docling_v2/tablecell.docx.json | 3 +- .../docling_v2/test_emf_docx.docx.json | 5 +- .../docling_v2/unit_test_headers.docx.json | 3 +- .../unit_test_headers_numbered.docx.json | 3 +- .../docling_v2/unit_test_lists.docx.json | 3 +- .../docling_v2/word_sample.docx.itxt | 2 +- .../docling_v2/word_sample.docx.json | 5 +- .../docling_v2/word_tables.docx.json | 3 +- 19 files changed, 500 insertions(+), 238 deletions(-) rename docling/backend/{docx_latex => docx}/__init__.py (100%) create mode 100644 docling/backend/docx/latex/__init__.py rename docling/backend/{docx_latex => docx/latex}/latex_dict.py (99%) rename docling/backend/{docx_latex => docx/latex}/omml.py (99%) diff --git a/docling/backend/docx_latex/__init__.py b/docling/backend/docx/__init__.py similarity index 100% rename from docling/backend/docx_latex/__init__.py rename to docling/backend/docx/__init__.py diff --git a/docling/backend/docx/latex/__init__.py b/docling/backend/docx/latex/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/docling/backend/docx_latex/latex_dict.py b/docling/backend/docx/latex/latex_dict.py similarity index 99% rename from docling/backend/docx_latex/latex_dict.py rename to docling/backend/docx/latex/latex_dict.py index eb8255bb..280358be 100644 --- a/docling/backend/docx_latex/latex_dict.py +++ b/docling/backend/docx/latex/latex_dict.py @@ -268,4 +268,4 @@ LIM_TO = ("\\rightarrow", "\\to") LIM_UPP = "\\overset{{{lim}}}{{{text}}}" -M = "\\begin{{matrix}}{text}\end{{matrix}}" +M = "\\begin{{matrix}}{text}\\end{{matrix}}" diff --git a/docling/backend/docx_latex/omml.py b/docling/backend/docx/latex/omml.py similarity index 99% rename from docling/backend/docx_latex/omml.py rename to docling/backend/docx/latex/omml.py index 68f2519e..add0de71 100644 --- a/docling/backend/docx_latex/omml.py +++ b/docling/backend/docx/latex/omml.py @@ -8,7 +8,7 @@ On 23/01/2025 import lxml.etree as ET from pylatexenc.latexencode import UnicodeToLatexEncoder -from docling.backend.docx_latex.latex_dict import ( +from docling.backend.docx.latex.latex_dict import ( ALN, ARR, BACKSLASH, diff --git a/docling/backend/msword_backend.py b/docling/backend/msword_backend.py index 01aeaa82..390ea5d9 100644 --- a/docling/backend/msword_backend.py +++ b/docling/backend/msword_backend.py @@ -26,7 +26,7 @@ from PIL import Image, UnidentifiedImageError from typing_extensions import override from docling.backend.abstract_backend import DeclarativeDocumentBackend -from docling.backend.docx_latex.omml import oMath2Latex +from docling.backend.docx.latex.omml import oMath2Latex from docling.datamodel.base_models import InputFormat from docling.datamodel.document import InputDocument @@ -164,7 +164,6 @@ class MsWordDocumentBackend(DeclarativeDocumentBackend): ) -> DoclingDocument: for element in body: tag_name = etree.QName(element).localname - # Check for Inline Images (blip elements) namespaces = { "a": "http://schemas.openxmlformats.org/drawingml/2006/main", @@ -262,6 +261,24 @@ class MsWordDocumentBackend(DeclarativeDocumentBackend): else: return label, None + def handle_equations_in_text(self, element, text): + only_texts = [] + only_equations = [] + texts_and_equations = [] + for subt in element.iter(): + tag_name = etree.QName(subt).localname + if tag_name == "t" and "math" not in subt.tag: + only_texts.append(subt.text) + texts_and_equations.append(subt.text) + elif "oMath" in subt.tag and "oMathPara" not in subt.tag: + latex_equation = str(oMath2Latex(subt)) + only_equations.append(latex_equation) + texts_and_equations.append(latex_equation) + + if "".join(only_texts) != text: + return text + + return "".join(texts_and_equations), only_equations def handle_text_elements( self, @@ -272,7 +289,7 @@ class MsWordDocumentBackend(DeclarativeDocumentBackend): paragraph = Paragraph(element, docx_obj) raw_text = paragraph.text - text = self.handle_equations_in_text(element=element, text=raw_text) + text, equations = self.handle_equations_in_text(element=element, text=raw_text) if text is None: return @@ -326,36 +343,57 @@ class MsWordDocumentBackend(DeclarativeDocumentBackend): self.parents[0] = doc.add_text( parent=None, label=DocItemLabel.TITLE, text=text ) - elif "Heading" in p_style_id: self.add_header(doc, p_level, text) - elif p_style_id in [ - "Subtitle", - "Author", - "ListParagraph", - "ListBullet", - "Quote", - ]: - level = self.get_level() - doc.add_text( - label=DocItemLabel.PARAGRAPH, parent=self.parents[level - 1], text=text - ) - - elif (raw_text is None or len(raw_text) == 0) and len(text) > 0: - # Standalone equation - # Entities in which all text comes from equations - level = self.get_level() - if text.strip().startswith("$") and text.strip().endswith("$"): - text = text.strip()[1:-1] - doc.add_text( - label=DocItemLabel.FORMULA, parent=self.parents[level - 1], text=text - ) + elif len(equations) > 0: + if (raw_text is None or len(raw_text) == 0) and len(text) > 0: + # Standalone equation + level = self.get_level() + doc.add_text( + label=DocItemLabel.FORMULA, + parent=self.parents[level - 1], + text=text, + ) + else: + # Inline equation + level = self.get_level() + inline_equation = doc.add_group( + label=GroupLabel.INLINE, parent=self.parents[level - 1] + ) + text_tmp = text + for eq in equations: + if len(text_tmp) == 0: + break + pre_eq_text = text_tmp.split(eq, maxsplit=1)[0] + text_tmp = text_tmp.split(eq, maxsplit=1)[1] + if len(pre_eq_text) > 0: + doc.add_text( + label=DocItemLabel.PARAGRAPH, + parent=inline_equation, + text=pre_eq_text, + ) + doc.add_text( + label=DocItemLabel.FORMULA, + parent=inline_equation, + text=eq, + ) + if len(text_tmp) > 0: + doc.add_text( + label=DocItemLabel.PARAGRAPH, + parent=inline_equation, + text=text_tmp, + ) elif p_style_id in [ "Paragraph", "Normal", + "Subtitle", + "Author", "DefaultText", + "ListParagraph", + "ListBullet", + "Quote", ]: level = self.get_level() doc.add_text( @@ -367,8 +405,9 @@ class MsWordDocumentBackend(DeclarativeDocumentBackend): # hence we treat all other labels as pure text level = self.get_level() doc.add_text( - label=DocItemLabel.TEXT, parent=self.parents[level - 1], text=text + label=DocItemLabel.PARAGRAPH, parent=self.parents[level - 1], text=text ) + self.update_history(p_style_id, p_level, numid, ilevel) return diff --git a/poetry.lock b/poetry.lock index 404e8262..d279342d 100644 --- a/poetry.lock +++ b/poetry.lock @@ -1,4 +1,4 @@ -# This file is automatically @generated by Poetry 1.8.4 and should not be changed by hand. +# This file is automatically @generated by Poetry 1.8.5 and should not be changed by hand. [[package]] name = "accelerate" @@ -33,13 +33,13 @@ testing = ["bitsandbytes", "datasets", "diffusers", "evaluate", "parameterized", [[package]] name = "aiohappyeyeballs" -version = "2.4.6" +version = "2.4.8" description = "Happy Eyeballs for asyncio" optional = false python-versions = ">=3.9" files = [ - {file = "aiohappyeyeballs-2.4.6-py3-none-any.whl", hash = "sha256:147ec992cf873d74f5062644332c539fcd42956dc69453fe5204195e560517e1"}, - {file = "aiohappyeyeballs-2.4.6.tar.gz", hash = "sha256:9b05052f9042985d32ecbe4b59a77ae19c006a78f1344d7fdad69d28ded3d0b0"}, + {file = "aiohappyeyeballs-2.4.8-py3-none-any.whl", hash = "sha256:6cac4f5dd6e34a9644e69cf9021ef679e4394f54e58a183056d12009e42ea9e3"}, + {file = "aiohappyeyeballs-2.4.8.tar.gz", hash = "sha256:19728772cb12263077982d2f55453babd8bec6a052a926cd5c0c42796da8bf62"}, ] [[package]] @@ -311,6 +311,24 @@ files = [ docs = ["furo", "jaraco.packaging (>=9.3)", "rst.linker (>=1.9)", "sphinx (>=3.5)", "sphinx-lint"] testing = ["jaraco.test", "pytest (!=8.0.*)", "pytest (>=6,!=8.1.*)", "pytest-checkdocs (>=2.4)", "pytest-cov", "pytest-enabler (>=2.2)"] +[[package]] +name = "backrefs" +version = "5.8" +description = "A wrapper around re and regex that adds additional back references." +optional = false +python-versions = ">=3.9" +files = [ + {file = "backrefs-5.8-py310-none-any.whl", hash = "sha256:c67f6638a34a5b8730812f5101376f9d41dc38c43f1fdc35cb54700f6ed4465d"}, + {file = "backrefs-5.8-py311-none-any.whl", hash = "sha256:2e1c15e4af0e12e45c8701bd5da0902d326b2e200cafcd25e49d9f06d44bb61b"}, + {file = "backrefs-5.8-py312-none-any.whl", hash = "sha256:bbef7169a33811080d67cdf1538c8289f76f0942ff971222a16034da88a73486"}, + {file = "backrefs-5.8-py313-none-any.whl", hash = "sha256:e3a63b073867dbefd0536425f43db618578528e3896fb77be7141328642a1585"}, + {file = "backrefs-5.8-py39-none-any.whl", hash = "sha256:a66851e4533fb5b371aa0628e1fee1af05135616b86140c9d787a2ffdf4b8fdc"}, + {file = "backrefs-5.8.tar.gz", hash = "sha256:2cab642a205ce966af3dd4b38ee36009b31fa9502a35fd61d59ccc116e40a6bd"}, +] + +[package.extras] +extras = ["regex"] + [[package]] name = "beautifulsoup4" version = "4.13.3" @@ -852,13 +870,13 @@ files = [ [[package]] name = "docling-core" -version = "2.20.0" +version = "2.21.1" description = "A python library to define and validate data types in Docling." optional = false python-versions = "<4.0,>=3.9" files = [ - {file = "docling_core-2.20.0-py3-none-any.whl", hash = "sha256:72f50fce277b7bb51f4134f443240c041582184305c3bcaabdea13fc5550f160"}, - {file = "docling_core-2.20.0.tar.gz", hash = "sha256:9733581c15f5a9b5e3a6cb74fa995cc4078ff16668007f86c5f75d1ea9180d7f"}, + {file = "docling_core-2.21.1-py3-none-any.whl", hash = "sha256:b8112915728cdc14f328f636f6c0ed36e6bbcc02ff940cc0bf85e303738671c3"}, + {file = "docling_core-2.21.1.tar.gz", hash = "sha256:3ccc50197d24a3156cfc6c22c8404c58757749646d876a1c1c69fd800f664a4f"}, ] [package.dependencies] @@ -880,13 +898,13 @@ chunking = ["semchunk (>=2.2.0,<3.0.0)", "transformers (>=4.34.0,<5.0.0)"] [[package]] name = "docling-ibm-models" -version = "3.4.0" +version = "3.4.1" description = "This package contains the AI models used by the Docling PDF conversion package" optional = false python-versions = "<4.0,>=3.9" files = [ - {file = "docling_ibm_models-3.4.0-py3-none-any.whl", hash = "sha256:186517ff1f76e76113600fa1e5a699927325081a8013fdd5d0551121c2e34190"}, - {file = "docling_ibm_models-3.4.0.tar.gz", hash = "sha256:fb79beeb07d1bb9bc8acf9d0a44643cd7ce1910aa418cd685e2e477b13eeafee"}, + {file = "docling_ibm_models-3.4.1-py3-none-any.whl", hash = "sha256:c3582c99dddfa3f0eafcf80cf1267fd8efa39c4a74cc7a88f9dd49684fac2986"}, + {file = "docling_ibm_models-3.4.1.tar.gz", hash = "sha256:093b4dff2ea284a4953c3aa009e29945208b8d389b94fb14940a03a93f673e96"}, ] [package.dependencies] @@ -1331,13 +1349,13 @@ test = ["coverage[toml]", "ddt (>=1.1.1,!=1.4.3)", "mock", "mypy", "pre-commit", [[package]] name = "griffe" -version = "1.5.7" +version = "1.6.0" description = "Signatures for entire Python programs. Extract the structure, the frame, the skeleton of your project, to generate API documentation or find breaking changes in your API." optional = false python-versions = ">=3.9" files = [ - {file = "griffe-1.5.7-py3-none-any.whl", hash = "sha256:4af8ec834b64de954d447c7b6672426bb145e71605c74a4e22d510cc79fe7d8b"}, - {file = "griffe-1.5.7.tar.gz", hash = "sha256:465238c86deaf1137761f700fb343edd8ffc846d72f6de43c3c345ccdfbebe92"}, + {file = "griffe-1.6.0-py3-none-any.whl", hash = "sha256:9f1dfe035d4715a244ed2050dfbceb05b1f470809ed4f6bb10ece5a7302f8dd1"}, + {file = "griffe-1.6.0.tar.gz", hash = "sha256:eb5758088b9c73ad61c7ac014f3cdfb4c57b5c2fcbfca69996584b702aefa354"}, ] [package.dependencies] @@ -1818,18 +1836,18 @@ testing = ["Django", "attrs", "colorama", "docopt", "pytest (<9.0.0)"] [[package]] name = "jeepney" -version = "0.8.0" +version = "0.9.0" description = "Low-level, pure Python DBus protocol wrapper." optional = false python-versions = ">=3.7" files = [ - {file = "jeepney-0.8.0-py3-none-any.whl", hash = "sha256:c0a454ad016ca575060802ee4d590dd912e35c122fa04e70306de3d076cce755"}, - 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classifiers = [ - "License :: OSI Approved :: MIT License", - "Operating System :: MacOS :: MacOS X", - "Operating System :: POSIX :: Linux", - "Development Status :: 5 - Production/Stable", - "Intended Audience :: Developers", - "Intended Audience :: Science/Research", - "Topic :: Scientific/Engineering :: Artificial Intelligence", - "Programming Language :: Python :: 3" - ] -packages = [{include = "docling"}] +keywords = [ + "docling", + "convert", + "document", + "pdf", + "docx", + "html", + "markdown", + "layout model", + "segmentation", + "table structure", + "table former", +] +classifiers = [ + "License :: OSI Approved :: MIT License", + "Operating System :: MacOS :: MacOS X", + "Operating System :: POSIX :: Linux", + "Development Status :: 5 - Production/Stable", + "Intended Audience :: Developers", + "Intended Audience :: Science/Research", + "Topic :: Scientific/Engineering :: Artificial Intelligence", + "Programming Language :: Python :: 3", +] +packages = [{ include = "docling" }] [tool.poetry.dependencies] ###################### @@ -26,7 +46,7 @@ packages = [{include = "docling"}] ###################### python = "^3.9" pydantic = "^2.0.0" -docling-core = {extras = ["chunking"], version = "^2.19.0"} +docling-core = { extras = ["chunking"], version = "^2.21.1" } docling-ibm-models = "^3.4.0" docling-parse = "^3.3.0" filetype = "^1.2.0" @@ -40,7 +60,7 @@ certifi = ">=2024.7.4" rtree = "^1.3.0" scipy = [ { version = "^1.6.0", markers = "python_version >= '3.10'" }, - { version = ">=1.6.0,<1.14.0", markers = "python_version < '3.10'" } + { version = ">=1.6.0,<1.14.0", markers = "python_version < '3.10'" }, ] typer = "^0.12.5" python-docx = "^1.1.2" @@ -56,21 +76,22 @@ onnxruntime = [ # 1.19.2 is the last version with python3.9 support, # see https://github.com/microsoft/onnxruntime/releases/tag/v1.20.0 { version = ">=1.7.0,<1.20.0", optional = true, markers = "python_version < '3.10'" }, - { version = "^1.7.0", optional = true, markers = "python_version >= '3.10'" } + { version = "^1.7.0", optional = true, markers = "python_version >= '3.10'" }, ] transformers = [ - {markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^4.46.0", optional = true }, - {markers = "sys_platform == 'darwin' and platform_machine == 'x86_64'", version = "~4.42.0", optional = true } + { markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^4.46.0", optional = true }, + { markers = "sys_platform == 'darwin' and platform_machine == 'x86_64'", version = "~4.42.0", optional = true }, ] accelerate = [ - {markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^1.2.1", optional = true }, + { markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^1.2.1", optional = true }, ] pillow = ">=10.0.0,<12.0.0" tqdm = "^4.65.0" +pylatexenc = "^2.10" [tool.poetry.group.dev.dependencies] -black = {extras = ["jupyter"], version = "^24.4.2"} +black = { extras = ["jupyter"], version = "^24.4.2" } pytest = "^7.2.2" pre-commit = "^3.7.1" mypy = "^1.10.1" @@ -93,7 +114,7 @@ types-tqdm = "^4.67.0.20241221" mkdocs-material = "^9.5.40" mkdocs-jupyter = "^0.25.0" mkdocs-click = "^0.8.1" -mkdocstrings = {extras = ["python"], version = "^0.27.0"} +mkdocstrings = { extras = ["python"], version = "^0.27.0" } griffe-pydantic = "^1.1.0" [tool.poetry.group.examples.dependencies] @@ -108,8 +129,8 @@ optional = true [tool.poetry.group.constraints.dependencies] numpy = [ - { version = ">=1.24.4,<3.0.0", markers = 'python_version >= "3.10"' }, - { version = ">=1.24.4,<2.1.0", markers = 'python_version < "3.10"' }, + { version = ">=1.24.4,<3.0.0", markers = 'python_version >= "3.10"' }, + { version = ">=1.24.4,<2.1.0", markers = 'python_version < "3.10"' }, ] [tool.poetry.group.mac_intel] @@ -117,12 +138,12 @@ optional = true [tool.poetry.group.mac_intel.dependencies] torch = [ - {markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^2.2.2"}, - {markers = "sys_platform == 'darwin' and platform_machine == 'x86_64'", version = "~2.2.2"} + { markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^2.2.2" }, + { markers = "sys_platform == 'darwin' and platform_machine == 'x86_64'", version = "~2.2.2" }, ] torchvision = [ - {markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^0"}, - {markers = "sys_platform == 'darwin' and platform_machine == 'x86_64'", version = "~0.17.2"} + { markers = "sys_platform != 'darwin' or platform_machine != 'x86_64'", version = "^0" }, + { markers = "sys_platform == 'darwin' and platform_machine == 'x86_64'", version = "~0.17.2" }, ] [tool.poetry.extras] @@ -147,7 +168,7 @@ include = '\.pyi?$' [tool.isort] profile = "black" line_length = 88 -py_version=39 +py_version = 39 [tool.mypy] pretty = true @@ -158,18 +179,19 @@ python_version = "3.10" [[tool.mypy.overrides]] module = [ - "docling_parse.*", - "pypdfium2.*", - "networkx.*", - "scipy.*", - "filetype.*", - "tesserocr.*", - "docling_ibm_models.*", - "easyocr.*", - "ocrmac.*", - "lxml.*", - "huggingface_hub.*", - "transformers.*", + "docling_parse.*", + "pypdfium2.*", + "networkx.*", + "scipy.*", + "filetype.*", + "tesserocr.*", + "docling_ibm_models.*", + "easyocr.*", + "ocrmac.*", + "lxml.*", + "huggingface_hub.*", + "transformers.*", + "pylatexenc.*", ] ignore_missing_imports = true diff --git a/tests/data/groundtruth/docling_v2/equations.docx.itxt b/tests/data/groundtruth/docling_v2/equations.docx.itxt index b6fc5d14..1412074d 100644 --- a/tests/data/groundtruth/docling_v2/equations.docx.itxt +++ b/tests/data/groundtruth/docling_v2/equations.docx.itxt @@ -1,31 +1,40 @@ item-0 at level 0: unspecified: group _root_ - item-1 at level 1: paragraph: This is a word document and this ... nt an equation by line, I can do this: - item-2 at level 1: paragraph: - item-3 at level 1: formula: a^{2}+b^{2}=c^{2} \text{ \texttimes } 23 - item-4 at level 1: paragraph: And that is an equation by itself. Cheers! + item-1 at level 1: inline: group group + item-2 at level 2: paragraph: This is a word document and this is an inline equation: + item-3 at level 2: formula: A= \pi r^{2} + item-4 at level 2: paragraph: . If instead, I want an equation by line, I can do this: item-5 at level 1: paragraph: - item-6 at level 1: paragraph: This is another equation: - item-7 at level 1: formula: f\left(x\right)=a_{0}+\sum_{n=1} ... })+b_{n}\sin(\frac{n \pi x}{L})\right) + item-6 at level 1: formula: a^{2}+b^{2}=c^{2} \text{ \texttimes } 23 + item-7 at level 1: paragraph: And that is an equation by itself. Cheers! item-8 at level 1: paragraph: - item-9 at level 1: paragraph: This is text. This is text. This ... s is text. This is text. This is text. - item-10 at level 1: paragraph: + item-9 at level 1: paragraph: This is another equation: + item-10 at level 1: formula: f\left(x\right)=a_{0}+\sum_{n=1} ... })+b_{n}\sin(\frac{n \pi x}{L})\right) item-11 at level 1: paragraph: - item-12 at level 1: paragraph: This is a word document and this ... nt an equation by line, I can do this: + item-12 at level 1: paragraph: This is text. This is text. This ... s is text. This is text. This is text. item-13 at level 1: paragraph: - item-14 at level 1: formula: \left(x+a\right)^{n}=\sum_{k=0}^ ... ac{}{}{0pt}{}{n}{k}\right)x^{k}a^{n-k} - item-15 at level 1: paragraph: - item-16 at level 1: paragraph: And that is an equation by itself. Cheers! - item-17 at level 1: paragraph: - item-18 at level 1: paragraph: This is another equation: + item-14 at level 1: paragraph: + item-15 at level 1: inline: group group + item-16 at level 2: paragraph: This is a word document and this is an inline equation: + item-17 at level 2: formula: A= \pi r^{2} + item-18 at level 2: paragraph: . If instead, I want an equation by line, I can do this: item-19 at level 1: paragraph: - item-20 at level 1: formula: \left(1+x\right)^{n}=1+\frac{nx} ... ht)x^{2}}{2!}+ \text{ \textellipsis } + item-20 at level 1: formula: \left(x+a\right)^{n}=\sum_{k=0}^ ... ac{}{}{0pt}{}{n}{k}\right)x^{k}a^{n-k} item-21 at level 1: paragraph: - item-22 at level 1: paragraph: This is text. This is text. This ... s is text. This is text. This is text. + item-22 at level 1: paragraph: And that is an equation by itself. Cheers! item-23 at level 1: paragraph: - item-24 at level 1: paragraph: - item-25 at level 1: paragraph: This is a word document and this ... nt an equation by line, I can do this: - item-26 at level 1: paragraph: - item-27 at level 1: formula: e^{x}=1+\frac{x}{1!}+\frac{x^{2} ... tellipsis } , - \infty < x < \infty - item-28 at level 1: paragraph: - item-29 at level 1: paragraph: And that is an equation by itself. Cheers! - item-30 at level 1: paragraph: \ No newline at end of file + item-24 at level 1: paragraph: This is another equation: + item-25 at level 1: paragraph: + item-26 at level 1: formula: \left(1+x\right)^{n}=1+\frac{nx} ... ght)x^{2}}{2!}+ \text{ \textellipsis } + item-27 at level 1: paragraph: + item-28 at level 1: paragraph: This is text. This is text. This ... s is text. This is text. This is text. + item-29 at level 1: paragraph: + item-30 at level 1: paragraph: + item-31 at level 1: inline: group group + item-32 at level 2: paragraph: This is a word document and this is an inline equation: + item-33 at level 2: formula: A= \pi r^{2} + item-34 at level 2: paragraph: . If instead, I want an equation by line, I can do this: + item-35 at level 1: paragraph: + item-36 at level 1: formula: e^{x}=1+\frac{x}{1!}+\frac{x^{2} ... xtellipsis } , - \infty < x < \infty + item-37 at level 1: paragraph: + item-38 at level 1: paragraph: And that is an equation by itself. Cheers! + item-39 at level 1: paragraph: \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/equations.docx.json b/tests/data/groundtruth/docling_v2/equations.docx.json index 1905f9ca..7880ce44 100644 --- a/tests/data/groundtruth/docling_v2/equations.docx.json +++ b/tests/data/groundtruth/docling_v2/equations.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.0.0", + "version": "1.2.0", "name": "equations", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -10,6 +10,7 @@ "furniture": { "self_ref": "#/furniture", "children": [], + "content_layer": "furniture", "name": "_root_", "label": "unspecified" }, @@ -17,13 +18,7 @@ "self_ref": "#/body", "children": [ { - "$ref": "#/texts/0" - }, - { - "$ref": "#/texts/1" - }, - { - "$ref": "#/texts/2" + "$ref": "#/groups/0" }, { "$ref": "#/texts/3" @@ -56,13 +51,7 @@ "$ref": "#/texts/12" }, { - "$ref": "#/texts/13" - }, - { - "$ref": "#/texts/14" - }, - { - "$ref": "#/texts/15" + "$ref": "#/groups/1" }, { "$ref": "#/texts/16" @@ -101,49 +90,126 @@ "$ref": "#/texts/27" }, { - "$ref": "#/texts/28" + "$ref": "#/groups/2" }, { - "$ref": "#/texts/29" + "$ref": "#/texts/31" + }, + { + "$ref": "#/texts/32" + }, + { + "$ref": "#/texts/33" + }, + { + "$ref": "#/texts/34" + }, + { + "$ref": "#/texts/35" } ], + "content_layer": "body", "name": "_root_", "label": "unspecified" }, - "groups": [], + "groups": [ + { + "self_ref": "#/groups/0", + "parent": { + "$ref": "#/body" + }, + "children": [ + { + "$ref": "#/texts/0" + }, + { + "$ref": "#/texts/1" + }, + { + "$ref": "#/texts/2" + } + ], + "content_layer": "body", + "name": "group", + "label": "inline" + }, + { + "self_ref": "#/groups/1", + "parent": { + "$ref": "#/body" + }, + "children": [ + { + "$ref": "#/texts/13" + }, + { + "$ref": "#/texts/14" + }, + { + "$ref": "#/texts/15" + } + ], + "content_layer": "body", + "name": "group", + "label": "inline" + }, + { + "self_ref": "#/groups/2", + "parent": { + "$ref": "#/body" + }, + "children": [ + { + "$ref": "#/texts/28" + }, + { + "$ref": "#/texts/29" + }, + { + "$ref": "#/texts/30" + } + ], + "content_layer": "body", + "name": "group", + "label": "inline" + } + ], "texts": [ { "self_ref": "#/texts/0", "parent": { - "$ref": "#/body" + "$ref": "#/groups/0" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "This is a word document and this is an inline equation: $A= \\pi r^{2} $. If instead, I want an equation by line, I can do this:", - "text": "This is a word document and this is an inline equation: $A= \\pi r^{2} $. If instead, I want an equation by line, I can do this:" + "orig": "This is a word document and this is an inline equation: ", + "text": "This is a word document and this is an inline equation: " }, { "self_ref": "#/texts/1", "parent": { - "$ref": "#/body" + "$ref": "#/groups/0" }, "children": [], - "label": "paragraph", + "content_layer": "body", + "label": "formula", "prov": [], - "orig": "", - "text": "" + "orig": "A= \\pi r^{2} ", + "text": "A= \\pi r^{2} " }, { "self_ref": "#/texts/2", "parent": { - "$ref": "#/body" + "$ref": "#/groups/0" }, "children": [], - "label": "formula", + "content_layer": "body", + "label": "paragraph", "prov": [], - "orig": "a^{2}+b^{2}=c^{2} \\text{ \\texttimes } 23", - "text": "a^{2}+b^{2}=c^{2} \\text{ \\texttimes } 23" + "orig": ". If instead, I want an equation by line, I can do this:", + "text": ". If instead, I want an equation by line, I can do this:" }, { "self_ref": "#/texts/3", @@ -151,10 +217,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "And that is an equation by itself. Cheers!", - "text": "And that is an equation by itself. Cheers!" + "orig": "", + "text": "" }, { "self_ref": "#/texts/4", @@ -162,10 +229,11 @@ "$ref": "#/body" }, "children": [], - "label": "paragraph", + "content_layer": "body", + "label": "formula", "prov": [], - "orig": "", - "text": "" + "orig": "a^{2}+b^{2}=c^{2} \\text{ \\texttimes } 23", + "text": "a^{2}+b^{2}=c^{2} \\text{ \\texttimes } 23" }, { "self_ref": "#/texts/5", @@ -173,10 +241,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "This is another equation:", - "text": "This is another equation:" + "orig": "And that is an equation by itself. Cheers!", + "text": "And that is an equation by itself. Cheers!" }, { "self_ref": "#/texts/6", @@ -184,10 +253,11 @@ "$ref": "#/body" }, "children": [], - "label": "formula", + "content_layer": "body", + "label": "paragraph", "prov": [], - "orig": "f\\left(x\\right)=a_{0}+\\sum_{n=1}^{ \\infty }\\left(a_{n}\\cos(\\frac{n \\pi x}{L})+b_{n}\\sin(\\frac{n \\pi x}{L})\\right)", - "text": "f\\left(x\\right)=a_{0}+\\sum_{n=1}^{ \\infty }\\left(a_{n}\\cos(\\frac{n \\pi x}{L})+b_{n}\\sin(\\frac{n \\pi x}{L})\\right)" + "orig": "", + "text": "" }, { "self_ref": "#/texts/7", @@ -195,10 +265,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "", - "text": "" + "orig": "This is another equation:", + "text": "This is another equation:" }, { "self_ref": "#/texts/8", @@ -206,10 +277,11 @@ "$ref": "#/body" }, "children": [], - "label": "paragraph", + "content_layer": "body", + "label": "formula", "prov": [], - "orig": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text.", - "text": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text." + "orig": "f\\left(x\\right)=a_{0}+\\sum_{n=1}^{ \\infty }\\left(a_{n}\\cos(\\frac{n \\pi x}{L})+b_{n}\\sin(\\frac{n \\pi x}{L})\\right)", + "text": "f\\left(x\\right)=a_{0}+\\sum_{n=1}^{ \\infty }\\left(a_{n}\\cos(\\frac{n \\pi x}{L})+b_{n}\\sin(\\frac{n \\pi x}{L})\\right)" }, { "self_ref": "#/texts/9", @@ -217,6 +289,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -228,10 +301,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "", - "text": "" + "orig": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text.", + "text": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text." }, { "self_ref": "#/texts/11", @@ -239,10 +313,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "This is a word document and this is an inline equation: $A= \\pi r^{2} $. If instead, I want an equation by line, I can do this:", - "text": "This is a word document and this is an inline equation: $A= \\pi r^{2} $. If instead, I want an equation by line, I can do this:" + "orig": "", + "text": "" }, { "self_ref": "#/texts/12", @@ -250,6 +325,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -258,35 +334,38 @@ { "self_ref": "#/texts/13", "parent": { - "$ref": "#/body" + "$ref": "#/groups/1" }, "children": [], - "label": "formula", + "content_layer": "body", + "label": "paragraph", "prov": [], - "orig": "\\left(x+a\\right)^{n}=\\sum_{k=0}^{n}\\left(\\genfrac{}{}{0pt}{}{n}{k}\\right)x^{k}a^{n-k}", - "text": "\\left(x+a\\right)^{n}=\\sum_{k=0}^{n}\\left(\\genfrac{}{}{0pt}{}{n}{k}\\right)x^{k}a^{n-k}" + "orig": "This is a word document and this is an inline equation: ", + "text": "This is a word document and this is an inline equation: " }, { "self_ref": "#/texts/14", "parent": { - "$ref": "#/body" + "$ref": "#/groups/1" }, "children": [], - "label": "paragraph", + "content_layer": "body", + "label": "formula", "prov": [], - "orig": "", - "text": "" + "orig": "A= \\pi r^{2} ", + "text": "A= \\pi r^{2} " }, { "self_ref": "#/texts/15", "parent": { - "$ref": "#/body" + "$ref": "#/groups/1" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "And that is an equation by itself. Cheers!", - "text": "And that is an equation by itself. Cheers!" + "orig": ". If instead, I want an equation by line, I can do this:", + "text": ". If instead, I want an equation by line, I can do this:" }, { "self_ref": "#/texts/16", @@ -294,6 +373,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -305,10 +385,11 @@ "$ref": "#/body" }, "children": [], - "label": "paragraph", + "content_layer": "body", + "label": "formula", "prov": [], - "orig": "This is another equation:", - "text": "This is another equation:" + "orig": "\\left(x+a\\right)^{n}=\\sum_{k=0}^{n}\\left(\\genfrac{}{}{0pt}{}{n}{k}\\right)x^{k}a^{n-k}", + "text": "\\left(x+a\\right)^{n}=\\sum_{k=0}^{n}\\left(\\genfrac{}{}{0pt}{}{n}{k}\\right)x^{k}a^{n-k}" }, { "self_ref": "#/texts/18", @@ -316,6 +397,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -327,10 +409,11 @@ "$ref": "#/body" }, "children": [], - "label": "formula", + "content_layer": "body", + "label": "paragraph", "prov": [], - "orig": "\\left(1+x\\right)^{n}=1+\\frac{nx}{1!}+\\frac{n\\left(n-1\\right)x^{2}}{2!}+ \\text{ \\textellipsis } ", - "text": "\\left(1+x\\right)^{n}=1+\\frac{nx}{1!}+\\frac{n\\left(n-1\\right)x^{2}}{2!}+ \\text{ \\textellipsis } " + "orig": "And that is an equation by itself. Cheers!", + "text": "And that is an equation by itself. Cheers!" }, { "self_ref": "#/texts/20", @@ -338,6 +421,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -349,10 +433,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text.", - "text": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text." + "orig": "This is another equation:", + "text": "This is another equation:" }, { "self_ref": "#/texts/22", @@ -360,6 +445,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -371,10 +457,11 @@ "$ref": "#/body" }, "children": [], - "label": "paragraph", + "content_layer": "body", + "label": "formula", "prov": [], - "orig": "", - "text": "" + "orig": "\\left(1+x\\right)^{n}=1+\\frac{nx}{1!}+\\frac{n\\left(n-1\\right)x^{2}}{2!}+ \\text{ \\textellipsis }", + "text": "\\left(1+x\\right)^{n}=1+\\frac{nx}{1!}+\\frac{n\\left(n-1\\right)x^{2}}{2!}+ \\text{ \\textellipsis }" }, { "self_ref": "#/texts/24", @@ -382,10 +469,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "This is a word document and this is an inline equation: $A= \\pi r^{2} $. If instead, I want an equation by line, I can do this:", - "text": "This is a word document and this is an inline equation: $A= \\pi r^{2} $. If instead, I want an equation by line, I can do this:" + "orig": "", + "text": "" }, { "self_ref": "#/texts/25", @@ -393,10 +481,11 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], - "orig": "", - "text": "" + "orig": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text.", + "text": "This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text." }, { "self_ref": "#/texts/26", @@ -404,10 +493,11 @@ "$ref": "#/body" }, "children": [], - "label": "formula", + "content_layer": "body", + "label": "paragraph", "prov": [], - "orig": "e^{x}=1+\\frac{x}{1!}+\\frac{x^{2}}{2!}+\\frac{x^{3}}{3!}+ \\text{ \\textellipsis } , - \\infty < x < \\infty ", - "text": "e^{x}=1+\\frac{x}{1!}+\\frac{x^{2}}{2!}+\\frac{x^{3}}{3!}+ \\text{ \\textellipsis } , - \\infty < x < \\infty " + "orig": "", + "text": "" }, { "self_ref": "#/texts/27", @@ -415,6 +505,7 @@ "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -422,21 +513,95 @@ }, { "self_ref": "#/texts/28", + "parent": { + "$ref": "#/groups/2" + }, + "children": [], + "content_layer": "body", + "label": "paragraph", + "prov": [], + "orig": "This is a word document and this is an inline equation: ", + "text": "This is a word document and this is an inline equation: " + }, + { + "self_ref": "#/texts/29", + "parent": { + "$ref": "#/groups/2" + }, + "children": [], + "content_layer": "body", + "label": "formula", + "prov": [], + "orig": "A= \\pi r^{2} ", + "text": "A= \\pi r^{2} " + }, + { + "self_ref": "#/texts/30", + "parent": { + "$ref": "#/groups/2" + }, + "children": [], + "content_layer": "body", + "label": "paragraph", + "prov": [], + "orig": ". If instead, I want an equation by line, I can do this:", + "text": ". If instead, I want an equation by line, I can do this:" + }, + { + "self_ref": "#/texts/31", "parent": { "$ref": "#/body" }, "children": [], + "content_layer": "body", + "label": "paragraph", + "prov": [], + "orig": "", + "text": "" + }, + { + "self_ref": "#/texts/32", + "parent": { + "$ref": "#/body" + }, + "children": [], + "content_layer": "body", + "label": "formula", + "prov": [], + "orig": "e^{x}=1+\\frac{x}{1!}+\\frac{x^{2}}{2!}+\\frac{x^{3}}{3!}+ \\text{ \\textellipsis } , - \\infty < x < \\infty", + "text": "e^{x}=1+\\frac{x}{1!}+\\frac{x^{2}}{2!}+\\frac{x^{3}}{3!}+ \\text{ \\textellipsis } , - \\infty < x < \\infty" + }, + { + "self_ref": "#/texts/33", + "parent": { + "$ref": "#/body" + }, + "children": [], + "content_layer": "body", + "label": "paragraph", + "prov": [], + "orig": "", + "text": "" + }, + { + "self_ref": "#/texts/34", + "parent": { + "$ref": "#/body" + }, + "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "And that is an equation by itself. Cheers!", "text": "And that is an equation by itself. Cheers!" }, { - "self_ref": "#/texts/29", + "self_ref": "#/texts/35", "parent": { "$ref": "#/body" }, "children": [], + "content_layer": "body", "label": "paragraph", "prov": [], "orig": "", @@ -446,5 +611,6 @@ "pictures": [], "tables": [], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/equations.docx.md b/tests/data/groundtruth/docling_v2/equations.docx.md index bb023bbd..a8253ebf 100644 --- a/tests/data/groundtruth/docling_v2/equations.docx.md +++ b/tests/data/groundtruth/docling_v2/equations.docx.md @@ -1,4 +1,4 @@ -This is a word document and this is an inline equation: $A= \pi r^{2} $. If instead, I want an equation by line, I can do this: +This is a word document and this is an inline equation: $A= \pi r^{2} $ . If instead, I want an equation by line, I can do this: $$a^{2}+b^{2}=c^{2} \text{ \texttimes } 23$$ @@ -10,7 +10,7 @@ $$f\left(x\right)=a_{0}+\sum_{n=1}^{ \infty }\left(a_{n}\cos(\frac{n \pi x}{L})+ This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. -This is a word document and this is an inline equation: $A= \pi r^{2} $. If instead, I want an equation by line, I can do this: +This is a word document and this is an inline equation: $A= \pi r^{2} $ . If instead, I want an equation by line, I can do this: $$\left(x+a\right)^{n}=\sum_{k=0}^{n}\left(\genfrac{}{}{0pt}{}{n}{k}\right)x^{k}a^{n-k}$$ @@ -18,12 +18,12 @@ And that is an equation by itself. Cheers! This is another equation: -$$\left(1+x\right)^{n}=1+\frac{nx}{1!}+\frac{n\left(n-1\right)x^{2}}{2!}+ \text{ \textellipsis } $$ +$$\left(1+x\right)^{n}=1+\frac{nx}{1!}+\frac{n\left(n-1\right)x^{2}}{2!}+ \text{ \textellipsis }$$ This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. This is text. -This is a word document and this is an inline equation: $A= \pi r^{2} $. If instead, I want an equation by line, I can do this: +This is a word document and this is an inline equation: $A= \pi r^{2} $ . If instead, I want an equation by line, I can do this: -$$e^{x}=1+\frac{x}{1!}+\frac{x^{2}}{2!}+\frac{x^{3}}{3!}+ \text{ \textellipsis } , - \infty < x < \infty $$ +$$e^{x}=1+\frac{x}{1!}+\frac{x^{2}}{2!}+\frac{x^{3}}{3!}+ \text{ \textellipsis } , - \infty < x < \infty$$ And that is an equation by itself. Cheers! \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/lorem_ipsum.docx.json b/tests/data/groundtruth/docling_v2/lorem_ipsum.docx.json index 8678ff79..8c1c47bd 100644 --- a/tests/data/groundtruth/docling_v2/lorem_ipsum.docx.json +++ b/tests/data/groundtruth/docling_v2/lorem_ipsum.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "lorem_ipsum", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -163,5 +163,6 @@ "pictures": [], "tables": [], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/tablecell.docx.json b/tests/data/groundtruth/docling_v2/tablecell.docx.json index 42ff0261..c23bc046 100644 --- a/tests/data/groundtruth/docling_v2/tablecell.docx.json +++ b/tests/data/groundtruth/docling_v2/tablecell.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "tablecell", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -399,5 +399,6 @@ } ], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/test_emf_docx.docx.json b/tests/data/groundtruth/docling_v2/test_emf_docx.docx.json index 1319d4a3..6ac98517 100644 --- a/tests/data/groundtruth/docling_v2/test_emf_docx.docx.json +++ b/tests/data/groundtruth/docling_v2/test_emf_docx.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "test_emf_docx", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -142,12 +142,13 @@ "width": 400.0, "height": 400.0 }, - "uri": 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" 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" }, "annotations": [] } ], "tables": [], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/unit_test_headers.docx.json b/tests/data/groundtruth/docling_v2/unit_test_headers.docx.json index 4c25a39e..98e3c3e1 100644 --- a/tests/data/groundtruth/docling_v2/unit_test_headers.docx.json +++ b/tests/data/groundtruth/docling_v2/unit_test_headers.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "unit_test_headers", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -748,5 +748,6 @@ "pictures": [], "tables": [], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/unit_test_headers_numbered.docx.json b/tests/data/groundtruth/docling_v2/unit_test_headers_numbered.docx.json index 8c0d7139..bae9059f 100644 --- a/tests/data/groundtruth/docling_v2/unit_test_headers_numbered.docx.json +++ b/tests/data/groundtruth/docling_v2/unit_test_headers_numbered.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "unit_test_headers_numbered", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -802,5 +802,6 @@ "pictures": [], "tables": [], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/unit_test_lists.docx.json b/tests/data/groundtruth/docling_v2/unit_test_lists.docx.json index 6d72d27a..be6b8a57 100644 --- a/tests/data/groundtruth/docling_v2/unit_test_lists.docx.json +++ b/tests/data/groundtruth/docling_v2/unit_test_lists.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "unit_test_lists", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -979,5 +979,6 @@ "pictures": [], "tables": [], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/word_sample.docx.itxt b/tests/data/groundtruth/docling_v2/word_sample.docx.itxt index b0325510..ce60ad26 100644 --- a/tests/data/groundtruth/docling_v2/word_sample.docx.itxt +++ b/tests/data/groundtruth/docling_v2/word_sample.docx.itxt @@ -3,7 +3,7 @@ item-0 at level 0: unspecified: group _root_ item-2 at level 1: title: Swimming in the lake item-3 at level 2: paragraph: Duck item-4 at level 2: picture - item-5 at level 2: text: Figure 1: This is a cute duckling + item-5 at level 2: paragraph: Figure 1: This is a cute duckling item-6 at level 2: section_header: Let’s swim! item-7 at level 3: paragraph: To get started with swimming, fi ... down in a water and try not to drown: item-8 at level 3: list: group list diff --git a/tests/data/groundtruth/docling_v2/word_sample.docx.json b/tests/data/groundtruth/docling_v2/word_sample.docx.json index 4b78a46f..e507823e 100644 --- a/tests/data/groundtruth/docling_v2/word_sample.docx.json +++ b/tests/data/groundtruth/docling_v2/word_sample.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "word_sample", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -462,7 +462,7 @@ "width": 397.0, "height": 397.0 }, - "uri": 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" 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CHvMjPnIuO9LDKN0VV+HLxdMU6YV4YdpxbAn+8xCIIRRbokQbNrn+G7YC+RJAJmuRFuUhJ+2+9tIQQiEI+FJXWEDc0k1Glko1MkF3UDtPhbbIompkkgrc0RFon1+PvNrDHUmnp1+fgcw1um5vxhtg/ERXK4pJH7oDLlvwcwBTmMgqAH82YWMKLYf+tiDK3yp+aTkE1NLKIoYJBDXiGQX9RDEnGtQagttTkgTgbcV2MSCfU/JwKhvBNGJiFAj/aNRMxS7vRHbV0YLy5oxcNvNzFnereY+Jh7IOf43aYm3ZDtg3FhD5c0crs89XVm3kXO3qfxwwI4cV4Zjtu1BLPH5RsCi6rVplJXg8+yyZREJEEl0OlFJMHrRRkrbj4EkTJEExVpYVGjTAoRCCUtdnUYEWGsa2EvCYTsg34NeiiGT3/sZOTx1EctWFOX09rHVwAuMcuyu8hB5KwwGuQ4DMCfAExGjoJ6ep+1fwUjjCGkVbC6GmkQBZFCXoGRsFdQbJieiDzYOqlELQ1A8E6CjEQihgmrowVobzZMW+RsZ+ulmXPCS6x4DO3jyY9acN+rDVjwY84WZOwyM8rJ39Ga7YNxYYVLGrmFKlO7OCdXKxBvNykfFxxUiSN3KkFRiS81rYKTADmvydxEiXlEFJSkxwTgQNQkMkgiRLQigXS1G+Ytto6nV9pHqCOK175ow99faWC+jxw1XX1iVjdwfR05BJc0cgd7m7OrWchBbDspHxcfVoUj5pYgn5LtqKWdo1ObRwqZCXhU1pzIgkxPLlH0gUBIowsZBNLaaJizmAaSpgmL+z4iwEeLOnD3S/X43/stuVhUsc3UOP5saiAusgyXNHKjN/NlZvRIzkVGzRmXh18fNYSV9AgSWVAb1WTJdqzuk98gCWq1ml9oaBn9ThRyRJMQIstNYZu9BtIJtDUZJd/JhMXKyCdUXHQGkYcOfPFjJ/7yXD0e/6AZbZ05Rx6vAbgAwOJsH8hgh0sa2e9z8Rez5WpOYWSlHxcdWomz9qtACTNDpUIWJIDygNJKo7BgINgj3PoDorDkeRNilBIJVXIuDx1jRGYNBE2H5XxQ3kvUcKBTAUciEVZWJU3tg8J2NeArIo/n6/Ho/Ga0d+UUeawB8AsAT2b7QAYzXNLIHg4GcAcFICGHQC1UT92rHFcdNwRjqoPJzVC8QRIJ4ZIqoLjcSLKLl+HoJ5Lg9acodLWz3XhniXVhU7swNaChY4GK4f1EGDaazqaqtsv9G3TebQ1AS70RhcVCmT3pk8eSTtz45EZmtsqhookRM0jkdwBy1pM/kOGSRv8jAOBqAJfT44kcwhbj8nDjT4dj/+2o6ZHZD8IOPDubQmTLhhuObTL5xCOf7LKe+0gmfGZNwpeEYzxEtd0kCQpR5dsXZtq81/ioKf2r6VBSH4XSkiObNB3y7ZRUblrS4sdBvo72VqMKMPlAiFjTJQ8dePvrNvzf4xtZuZIcwhtmsuuSbB/IYINLGv2L4WbJhENyLTHvwoMrcfnRQ1Be6jP8Fnbgwo7KjlcMM8qTc8d2XGBK9ZlIA+DlNShJr2pUeiG1sg2/ozUxiigVU8zIycbxZsRcxhsumQRGApnOjzQcOq5Ql+GwZnWp6PsIUDIEGDGhf/t60L2he0Ytcps3GuarSMTMpE8RAQ3Rbh1PftiC3z9Wi69W5Iw/ejWAnwN4OtsHMpjgkkb/YXsA9wOYiRxrr3rTT4dh7uxCQ/G3C5/lZEFmKDLvkJObajyxMhlEDCGgi/wGZmIaCVAuTOMZ3DGgarRBGqkIbk4WzNzSBLTW9y5fgfXWKAJGT+1jvScpj4LOs6vVeKfjYqYwIaOb/4ZpOSVA9WSjcGI2fCmcqOg4m2oN8qDjTdVpTqsENLQ0R5m/45an6tDYzs81qwibmjs1e8oZG9pAhksa/YOTTId3OXIEFUVe/ProIbjg4ErkU20oyrdQwjQnUTOjihGGaYUEDc2kOylvoAXoJpIws5eZwmFjmqKP1EmPBLiT4OQCjkxPJNwotJRIqbeZ0YysRhm9wtPVMixaDhFjq2HqIb8JaVDJakfReVLXwdHTjLyUbDvf+TGSxta00fB7MPJIkYBpNb8H3y/rxO8eqcWj7zUjR3AvgEsBtGT7QAY6XNLoH/8F9b3ImRjPQ7Yrxv+dMhwzJ+U7h9CSQKTQ2fJhQOkQY4bf1mxmKHekZxriYbhjZhhCVCU8uYAmH0XDBkO7IFNXuiGktqap0tSFNje5kZZDxEghrXRcpGEYK6RGYLS/4eOA0qG51QyKX1NGHrVAS51xbqmSh+nveOrDZvzmwRosXBPKlcKHpwNYnu0DGchwSWPTgbSKvwE4FjmkXfzuJ8Nw9gEV8FJZCacsYBIqZFKh0NlYGGihPID2HvNLupnIJDypvhSRhsqeTtsjZ3HjeqClwSCoTLVopXMZO9PYfzLSYD6AmKFN0Cyc3nlXwLTPuR+c731FnKjbgYb1Bjny6sJJf2vkeGxsiOD6R2rwt5cbcyHKihzjpwF4L9sHMlDhksamy794MJf6Xuw0rQB3nF2NbaYVJE/QoygoSsjjwqQ3Mf8ymIkr3yANcTv8bxLQdWsME1A6TtpUQOczdoazeYgIgQiReo7TzLuzVRCevS1ZrgGjpiY3x+UC+H0gkqxfb7yLy53AWtQCr3zail//awO+XJ51RznZzC4E8FC2D2QgwiWNzGMrsyvZNOQASP5edEgVrjlxKEqKqPxHCsKLOW+FhkGZALPtBw3hzbOxSVATIW1cbZAG33em4UQafH/kN6GZNpFkJo6DtAwKFiCzWDqEIZdRd96J8JYhUuKaFvmS2PXoSJ3EAxoam6O47j81+MsL9SwOIougvV9pOshdZBAuaWQW+wL4p1nWPOsYVenHbWeMwFHzStNogLSpYPo0SHhTvwzNtKdvWAZ0tGVeu5BBGg5V1RUFODOJdQL1aw0hyWtlZQK0rRETzZwMmwvPtRh645FmvMsf5ZuwFrJyhBJVq/VYW9daOhUKhN8X0HWg42jcADTVpO7voFW8Gp6c34yL71uPVRuzXob9j2aJHu6MctFHuKSROZwC4K8AipEDOHDrYtxx9ghMHJ3nnHfRnyCBRlFElONB5p91S43Et0wJajuQAK2eaPhnuACnfZLzl7Qc0nYyeQxx/830xBpX8WisqBmNZWavkz+HroXYFpa1kVVs39IPXeiJztvfUgIhXeM+w9w+BQCQ6ZACAuLnkARBD1asDeHie9fj6Y+yHtB0v1m3ys0gzwBc0sgMLjSrcGY9wzs/4MGVxwzBZUcPQYBVMc0hWzoJQZp904x/zWIjMmlTEwbfb/lwYNhYY0ZPqF9nmF8yaYIT91c2FBg23iQpU/jS3xRG3NFsJCiKOScMfQgppt+S74Si3ChKjLSPTIFrL5QcSNcs1fvm0xCN6vjTExtx7SO1CKViGt10eMZ0kLtdAfsIlzT6jisA3JAL/S8mjQjgb+ePxF7bFCd3dmcDJHhIoLF+2e39Qxh8v5SUSFoOCcDalYaze1Ptn4T4sHFGeRW6CaTJ8OREVsrcrD+VCbKibVEJl4pqoLCkxyexKUDbJm2obp2hpbFlWgpJgR68+GELzv/bWqyozaq56l0APzEzyV30Ei5p9A03mPbSrGPP2YW49+ejMH5kMHfMUUqYPcP7s5QGA0UyTTHMYmRq2ZSExaOmKCGS/AGUREfCtq8RaBaYZVso4ZIy9Kn0fH/kgYjRbmTao6TOVPxRAQ+WrQ3hnDvX4rXs1rD6EsCRbi5H7+GSRu/gNR1s1Ms46zhtr3LcdvYIFBd4c8sclWsgPwOZVjZ1+Cv5MUiQU74JaVQZJQuC6bCnir1kjspG0iAPIiDioNyOVEKTfRo6umL49QMbWHRVlvuQE3Esy+ZBbK5wSSN9+MySINSSNavwezVcf+JQ/PqYIWZPBZcwHLEp/BdO+yJsqv0RYZRlOcuc+zoaa40ItFQSMulrTcNtT2/E5f+qyWab2W9M4vgxWwewucIljfQJgyKkzs72gVSVeHHXOSNxzO5lyRskuRg4IJKgkiRUmiRXEgaJKMhXs3Gl8Z6MOFgmuQdPz2/CWXeuxcaWrBU+/M4kDrcbYBpwSSM9k9RtZuheVjFzdBD3XzQK288oBHKvp7OLTZ3rQg5925IoUuMn4afxz7rkX8rEjIPndZC5iqKslL1UJAQ9+PT7dpx08xosWZ+12lULARxlvrtIAS5ppI5bcsGHsd+WRbj3F6Mwalggxx3eLjIOipQik9RwHsorN36i5MBoT4tblhxo9kRnEVseozQ7SwT0GoUjKdGSlsW1gz4kBnJTXGMNUEfmKl5s0gEBDYtXhXD8H1fji2VZS6NYbPa4cTWOFOCSRmrX6P/MTntZxU92K8PfLhiJQipl7jq8Bx9YkuIkoKTCUA6IDCiclxIEqVYU74HOGz/FNQkBcS3EfJHmQuVVSHOh/Jm8IuNvXuW3NwRC0VRUCblmhZG0mMxc5dewbmMYJ928Gm9/a5Zx6X98bRLHqmwdwOYClzSS43oAV2X7IM7dvwK3nV2NAJWkdh3egxMkfKlar9cDtDYZfcApm5w68Tm22HVAvD2vCQrdpcKSVOGYXkQktCxdAuE5HTUrjSKQyYjDp6GxNYrTbluDpz/OWgb5RwAOA1CbrQPYHOCShjOoqcvN2T6IXx5ehRt/Nhxe1lrUJYxBCzIpUXIk5ZpQ6DAhE71G7IiEBD0RSHGFUXyRNJD49ymAZ8FvXGOYrJKZqrxGSO5P/7wa//swa8TxGoCj3WZO9nBJwx4/BXAPKc/ZPIhrjx+Ka04aZjyorgvDhViWpF/2ZxIImbGoTEnZEKNHSDqgY6XyI+TnSBb27NXQ3hXDqbeuwf8+yFpXwCfMzPGs13jPRWS99EWO4kAAd2aTMMgCcfOpw3HNycMM7cIlDBcQChX22/6EkKve7peIgsqckAOftCUnTSWqozDPg39dPArH7pImOWUOFE11V7YnjLkKV9NIxI4AnqNUiGwdQNCn4Y6zRuCsgyuN/heuRcpFNkDCnZzaJVVA2TDDVNWn6CrTQb5huVlZ2Fnj6AjFcMotq/FE9kxVZJr+VbZ2nqtwScMKapz0stl5LyvID3pw7/nVOHHvCjdpz0V2zWBUO4syz8kh3heykImDSqusX2Y48Z0c5F4NLR1RHHfjarz8RSuyhJ+bFSBcmHBJowfDTMLYMlsHQJFR95w/EqfsX+Em7bnIHnhv8xETAF8g86VKeGQV9VOhXh1OxOHTsLEpgsNvWIkPfuhAFkARB8eY1gcXrk8jjiCAe7NJGNRm+c+nj8Ap+5e7hOEieyCCIIc3Na2ipk6borYVbZNyQyjnhJpFOe0jomNIuQ+PXT4GW4wzo7f6XzbcZ7ZxduGSRhy/B3BwNg/ghpOG4fzDqoBu1x7lIlswo6TIJEVNnDZlbSveMz4V4gjrGDXMj0d/NZq1MM4ChgD4N3VQhguXNACcle3yIFccPQRXHD/U9WG4yC4oSq+0ysgK749iiEQUpM0QcZA5zIk4unVMG5+PBy8ehRJqAdD/mA7gX7nSzjmbGOyksZfZpjVrvp3zDqjA708ZbjywLmG4yCZ8PqM/R38ORCInRhwTUyCOGPbYphh/PWsEfN6sPLJ7mjXoBjUGM2lMAfAAgMJsHcDJu5fh1rOqDcZy3RgusgkS1qRh+M3qubw2FTmpKexWDI+l78UXJ5n4umnmktA2yBxG/ePzS5yJIxTDyftW4JrjhiJLOJPmehjEGKzRU0UAXgSwa7YO4PAdSvDvX41GQZBqSWXrKFy4MEGCumoUUDXaqI5Lfdwpl4IKDlLJEvqbllHlWiqGyCvYMoIwq+dS1VxW/DDfeNHndAof0vaofey6H40ijHbEowFUbevkm1fj0flZyRpvA3AAgPcwCDFYSeN2M/46K9h6Qj5euX4cqsp8brVaF7kBEuqUxOfzAp3tBlFQtVyuTWjJRAbv/W6uQ6YuyvOgHA+ql0V/0/Jk0Vi8jezaxc4Vcr0a6loi2Pe3y/HF8qxU+1gMYA8A6zDIMBhJ4yTToZUVb9qIcj9evX4cZk2gftUuYbjIIcRNTb2oluu0PaqSW1hi+EuIRHibWDsQUZCmsW6JoXnYaRx+D75a0oG9r17BCCQLeNYsbhjGIMJg82nMMrvvZYUw8vwa/nF+NWZNyncJw0XuIW5uylDlXL490i5aG4C1S4A1i4WWsJqDf6UQGD7BOfQ3HMMWUwtw2+nDWZ5TFnAogN9gkGEwkUaJmcBXlc1cjIN3KnWT91wMPnAzU0czsGYRsHGV0WHQMSu9xCxyaPpFVAjFcNJe5Thjn3JkCVcCOAiDCIOJNG4CsEO2dn7WvhW45KghRi6GCxeDFayXeBRobzF8Jk5RVkQc1MdjyCjnKOAY8MfTRmCbiVRQsd/hN2tTjcQgwWAhjWPMJL6sYLeZhbjljBHQpCZpLlwMKnAzU8UIYPQ0o2pusqgqIg6qsFtOPWVsJlwxHaXFXtx9TjVKCrIi0sab+RuDQp4OhpMcYybwZeVcxw3144FfjEQRDWa3656LwQoK06XOf5T9PXSMEaKbatY5rUbhwIVl9sQR1rHdrEJcfiQlJ2YFxwE4A4MAA500vKbje1S2qtbS7Gf86Dw3tNbF4AQP2aXyJKOmGeYmEvxplSkx+3oMH2eE7toRR3cMFx1ehR2nUnhvVvAHM9hmQGOgkwZlbx6RrZ1ffGgl9t+xxHV8uxic4CVCyJlNZdb9faiay7YVNLZFRRVVdl4dKCjw4JafDUc+Jc32PyrNjp9ZY63+wEAmjRlm9dqsYIcp+fgtFSF0NQwXgxIkwYuBMdMNfwRbpGembDuZt+zQrWOnOYW44ECS31nBPACXYQBjoJJG0IxoqMjGzksLPcwsVVTodWtKuRikoFofEaB+HdCw3ujSx/qM97HHOflGSiqBUgfHeETHlccMxawxWem/AbNF7HYYoBiopHGOWZEyK7jhxGHYanqhm8DnYnCDyoE0bwRqVgCrFgKrfgDq1hhlSghOCX5JHeMj7ftwUMBVmQ+3nDY8W9VwC8zgm6yx1qbEQCSNyQB+m81ChOceXMmcci5cDGqIBQ3JNEWlQerWAqt/MDLDm2uNBD+5im5SUFVcr9ksysa/0R3DvtsV4/S9s5b0twuA8zEAoQ1AEnwcwJHZ2Dl1FXvvxgkYOzwARF0tw4ULW3ANgcJwqVAimZx4WfZUk5mIjJpqDU1GRTpeDRvqw9jxV0uxcmNWykM1mOSxEAMIA03TOD6b0VI3nTIMY0cGDOc3H/vyy4ULFz0aSHfIMFmR+ap+rVGW3a6yrYp4qAgihfOqzFRRHcOHBXDZEVmrHFQB4I/U3goDCAOJNEaYcdJZ0Z4O2bYYx+1WZoTXylEi4mcVibhk4mKwm7CoVweRB5muWurM71IUT5T4R/07VNFZ3TH8dO8KbDEua+6FgwGcggGEgUQa1wIYm40dF+d78IefDIVXrKsW72omfebqN/9OJA47bcQlFReDhTxCncD6ZYbPo6MlhWgr3Wj2RMShWk8HCou9uPLorGWKE64fSLWpBgppkN3w1Gzt/KKDKjFrYgGLEU/QIFSzH5lYEgjFQRtxtRMXAxm8zSxVw6VGTLUrjQKHTsRBYbjF5YZfRGWm6o7hiJ1LMW9m1jo7jwRwBQYIBgJpUPjEDeRSy8bOZ44K4tLDKo3qtXxcJxCHzWeVZsGJxkIkJmJ8GV/XxnfCt6M6FhcuNgfwiKvGDcDaRWb71yTiqnKk4EyXlJGgB785ZohhDcgOTgOwPQYABgJpnEiFZLOxY2r88vsThqK01CcIdMH8FCcA8wd2wtvOaZ7U1GVDMKr9uMThYnMEEQU1bSJzVVON2VVQZYZizGDkb6iUku4Y9tmmGAdvR211soJ8AL8bCE7xzZ00qFbAVdna+ZE7lOCQucVGToZKc4gLeknAx0lF0hxS1UycBL/K5JVAODZaingMqr9duMgWcVBUVc1KYMMyw2muJA4zW7y4Qmmmos385ughyAtkLdNgHwBHYTPH5k4aFwGYmI0dlxZ48bvjh8BD05qYjaAX/5aFNMR3QZCLK6iirjjEfaZigrJoIpL2w5czbcnmHFy4yCpMDaO5zvB1kMPczlxFZioqlCibqah8+oxCHLdLKbIEDcA1JD6wGcOzmRckvDBbOz9zrzJMozA+VpBQeNn5Gex8Dbb+CVHAi9t3Ip00tRMxkUreX4KG0gutx4WLTIOyx8m/sVaIrhJBY5bCb8uG2w16XHhgJYL+rGkb07MptwY7aVyRLcauKvHiwv3LzSQ+FUlIgp5BER0FxXtSM5WCpMTtJ3OOx9IhFQdzVwLJJCEWl2BcZApEFOFuYN0SoKXe7CEud/sbavbeSNQ2tp5SgD3nFCHLFpJx2EyxuZIGRSEcna2dn7lnGcZUC6VCkgp+aT1ZitpqH9Jy1c+V5KAiLGG56jhV23Xad3w/NuRiB5dMXGQCZKqiUNwNy4HGmkQfh9cHVFarf+oDzjugok/FdjPgiyXi2CyxOZKGZmoZWUnxHF7mw/n7VhgVbOMCz8GZbasx2GklggZBL5WfwWn73P8nHht7E49Rir4SSUUkOfF3TsSlgpOGonLO8/O0I86E7Se5US4GPpjU1w0HOZVgF1mAtA3qElhUmugUD+vYd6sibDuRApqyhlMBTMVmiM2RNPYwU/OzgnP2KsPIYX5Dy1AJWichZyd8nb7nX1oKudmoCnYaii2hSURi2Rbfp6bWmpyO3e48Ej7bhBJbjpUIJUUtyMXgBJEFVc+lvh2ij4P+rhgJeKjrswByexR4cdZ+WauAC9O0/ktshtjcSMNrahlZiXUeVeHDOfuUG4l8FsIwV0jF9s/hqH3AYT0u6FWmIDuBnsTP4fiS8k8s56I6X9X+UyVHxXXkP1KFJ8vXKJVtuxjAxLHGSAbkxME7/VEVXcoaFxGO4aidSjF+aFZygsUcsy2wmWFzI40Dstlc6fx9yzGsygdEk5hRZKFlMTElMdWotqESiOIzIGs8CUJddVAOyYB2QteOdOSVlCavNDUTW6GvunY211Fl8rI9bhebPzRg42ojCTCucehGu1kWgiusGgPKK/w4Zc8yZBEFm2NrWM9mVi7k8mwdc3WZD6ftVmp245MkjyjI5a9jiatbfmNLJgIZ2CHZ7Fq5P5kszC9IwDodo5PgtV1HsYLspLcjFLvrmpRsFBqe+C4vS0YkLrlsZtCB2lVGx0BeioRCcKl8utx7OaLjZ3uWoaJYMl/1L44CsCM2I2xOpLEXgJ2ztfPj5hZjaCVpGQqTlEUo8uU2AlhFIkpBqAprtTF7xQVwiqGvqn2L27JzzouCPyUBnuwYbLQFO3OXihhV36mIxLI/4Vrx5WJdLxVhO5GzixwCd46vAFrre4ijdCjgC1hvXlTH2JFBHLB1cTYPOAjgUmxG8GxGx0khalkJkssPaPjZrqVWs5SKICzCxsF5rRJwdgLJTtgTmHagWQVcgiahQCpkwrbvRDZ2obUOUVAyocjHpDxmm404ERUUBK06Bn4eqs8q/4zqsJKRiEsw2SMOqpDb1Wb4O1iHwMoejTq+qoZjd85aPSqOgzcn38bmQhrzTE0jK9hvdiFmjwua2d8mbAWjKWwsAlfhb0ggFll4ib9zEMC2s/4Uw10T9pkCqcnEpdqueF4JgttBU7Hdp7TtBA1PusaWddM4Hz1FH5S8j1iSsGE7ksxFeUtSwasZL58G+M13vowqdeZ8o2jNqFFFvTnCIWNRmULbiMSw26xCjB9K1u+sIW9z6ie+OVRcpOH582wdK01Sztqj1HhQuGmK/pEzg5xm9ZYNKr7T+eSItmu3Ldq39GM6Bv5bGURafFsaFwb00Iv71Hq2qynOiQlB87zlc5H/FsvCi9pA/Fjl9YV1+H6dBKl4LrIGEF9mLmCbkwhePFDxd6rzsWxTsW78N7rzMvn+xI9RON9sC19OEOY9iIViaGqLoj0UQ1e3jrauGDq7Ywj4NBTleZAf9DDNu6zQi0A+b5CkG1q4SLa5ANZOthOoWQ5UTzZ9G5VmaK554aljbJkfB21bgr++WJ/Noz0WwJ8ALEGOY3MgjW0BHJitnW81Jg97zKAGS5ITTTlbt0gHc1GK5GL7vZ2kNj9bFmmJwoCIIhzDxqYoVtWHsbo+jMXrw1jbEEZrV4y9Ort1+L3UgdDLBENVsRdTRgQwdogPYyv9GFnuh5cEBEEUDk5C1+ncZIHMyVIJgdjiBKfYlt22ORk7kom0L/adcEBEcJbPNucjLhf3qyQkgfSTQd5+X8E1iIiOuqYIvl7ehY8Wd+C7VV1YuTGM1XVh1LdGEY7oLFI1quvGfMOjsVdJgQejKv0YM8SPKSMD2H5SAbaZlIcxQwLQgh5jkiFq5dkmjvZmYOMqYNh4w7dBpUeikZ51dB1H71yCu1+uR1TRw6kf8zbOAvAr5Dg2B9L4ueksygpOm1eCPBKY1JXPCVwgJQhTm98xgaH3bpYtC6248NJNEwLQ2hrDF8u78M7CDry3qBNfrwqhoT2K7jQeZjq08kIvJgz1Y+6UfOwxoxA7Ts7DiCq/cQys9pZwLvKPU+U+lXYlaw9xbUX2NaRAyrKGknCi6WgqDtqR3b5hp4kpfhC/blwrkjQT5XFL+7A7RyIKAGtrwnj+01Y8v6AFny/txLoGQYDagHggyvwBOtM8apoi+GxpZ/z78iIvZo4OYu8ti3Dk3BLMHpsH+Kn3dywhaCkrxNFU29Nvg7r8sdIj5kQoomPHKQWYOSYPX6/oSnmzHg8Q8GroYhGVGQH1Er+NbhFyGNlWjpNhCoAF1IY7GzsfXurDl9ePwbByrzHTlIVPb66e8jeKqXOC0JWWyQRCduewjgUruvDEJ214akErFq3rxqa4JvvOKcSxO5Vg9+n5KCzy9pCHHeICVnFeTpBn7nbrxL9PQYr2dtaecN9V6obzrh23ndJ6wkQj1WtJctGvQe/W8fpXbXjwrSa8+kUbapuTE0VvQSasnacV4MTdSnHU3FKUlPmMhNhskwdh1FSjLtWq762kHfTgun9twLWP1qa1uUkjAlheEzYJNSP4DYA/IIeR66Rxg3kRs4JTdi7Bv84d3qNqizNM5RTSxoSRylV2XEeQdPJ6fg3Rbh0vfd2GO15pYppFOtpEX1vdnr1XGU7atRQVZd6eelzSIdvK1gQZ3wtbf4KvRPG9StOwkIzSYZEolO20lVTvnbjNZETI10nlHBN+r1nGxgufteKO5+rx5tdt/e5yoNn7uftX4KQ9ylBGHS55NYVsgDLEya8xepoRktvW2KNt+DR8vaQT21+2FKE0NIdZY4JM0/hxfcYmaMsAbAOgCTmKXCYNKgzzGYDx2TqAZ39RjUO2KzIT+gQ4TWgts16bdVKFk0wjMxSAl79sx80vNuCN7zqQLUwaHmDZ8mfuUWpoHumo6ykRahoza3G7aRF2khUV7qqk5qCUDk5ght5oP/yYxL9Nn8Wn37fjt/+pxatftiHbmD46iKuOG4oT5pUZ2k+2fB6su1+VYaJat7RnObl4YsC8Xy/Dh4s60mqTcNA2xfjXWxmV8T8B8G/kKHI55PawbBLGuCo/5k02myxxR6vsQ+BQfS+HhSZke0vJZOJ2xO2qtu/XsGxDN065az0OvHlNVgmD8OOGblz8YA32+N0qvPp5mxGhxZ28CRnuwg91hxfEd8EH4BT2anlPsg8RluN0KlOi+h3SP7f4tqQf2CU32slXOVGUXgENDa1RXHbveuxx9YqcIAzCwtUhnHjzahz1fyvxHfkNglmar5JmQY7w7hCQV2gZL748D3afXZjW5upbohhZ6WcTpwzitFyWzZ4cdtDThcsa9p9VgFJSp3kegugEdRJAHCoiiP8tCzvVPhSEQndL0/CP15qwy/Wr8dD7LbZ+9mzg02VdOOimNTj/ng1oaIuYYRYSecgC2EmQQ1GaRf7eksxoTrlViY7x71MkKyXpKPJrbPNFUhgnyY5DXCkZkZAMDmpYsLATe1+9HH96ug7tXbngRLDiyQ9bsMeVy/DgK42GH47CsvobtEsqbOgPWLXXGLDH7MK0FFodwPKabhy+Y0YTBHcxTVQ5iVwljZ3MV1ZA4/jIbcxZiEV4yCU2xO8chI/TLDRhPVHQCQLDBzS0RXH6Petx9v01WL8JHZl9QSSm467Xm7DfH1ZjwZKuxPg8C3FKF8GihSmuDycQuWeIZV2bMiEWYnFgWvk+qfajJ/veZuVkRKW6TsqX8MGMaCJB+I/nG7DPtStY1FwuY2NLFD+9bQ0uuHMdWjujhjmtXyc/lHsUBjparaXUozFsPSEfI8rTCyr9eEkndp1RwHrtZAgBs99GTiJXSeMMswx6n0GThnQ7dE0aGsBOE/KsjZbkQR1LIetaFFbpVFyV1/Fr+HZVCPvdtAb3v9uCzQELlndh/xtX4+G3m40ZJZIRpfy3YiZvmekrrlNCAyrFZ5lIUsn2ltU5R4FuruNUEUB1Xk6kohKofLlHY+Gwv3pgA87+2zo0dVAizeaBO1+sx5F/WIWahjAzq/U/cUSsDZpiQGW5D9tPpuKzqWPVxjA6QnqmtY0jKVgROYhcJI2RZgn0jCCPBmOaOGhOgeHQtatdZDfDtIOdTZ5vQ7Vtvsyv4aMfOnHIn9dhwQqzHMJmgvq2KH729/W4/bkG089hfpGqcJSvjbjMbsVk1zPZbN8i6CXy4O925i+743aaJFjWVZAjX0G1LQ9YzsQ5d6/Dzc9mNZu516Aw4EN/txIr1nYbk4tkk6lNDa+GPeek59eIRHUs+LETh2xXjGKeBNt3DDcr4OYccpE0qHgX1THuM3weoIxuYhqDjbSSQ+YU9Kj98YdY9eDq6QslEY6zXYMwXv+qHYfdtg4r6sLYHEERKRc9XIvrHq8TSMNG2KYjaJWBBTbXVNTy5H2In5Mdh0VblAjFsu8khBLfngOxWdZV+E4o3zSs4/S/rsO9b+RsdGZK+IQE7u9WYNnaUDwB0bgGwvVWle5Xfe4rojp2n1mIANeOU8QXyzsxusqPXaanp6UkwU9NU1VOIddIg+ajJ2RqYyPLffB7tbTG1cgyH+aMCvTUW4rDQeLIpKKCLPxUs00RPuCDhR04/u4NqG3dfEwOdrj2yXrc+HR9j1CAg6Dvzcw92XUXJwDiBuLbUEwMErYhLbOsIwo1mVAEzcTuGJNNMKR90qYuuX8DHnm/GQMB364O4YSbV2MjmapIKqnI16LhpTAueoOojskjg5hanV4RihW1YRZ4cNj2JSxTPEPYEsDWyDHkWhmR2ZlsSDKrOoD5P6bnFNxmbBCV1JSFzwIt8f6K0RiXgaKgsNu6KDDF7Uq/8Wv4bmUIJ/69hpl40kFBQQFmzZqFkSNHYujQoWhvb0dNTQ0WLVqEVatWIZv47RN1GFLsxen7lAllWYQTFzURJ4hOqmTCXUu2nvlBdX/ZR4cyL3K+jlgkMgHmQpoxaynmofBoMHmfXg3XPVKLO19tRDqYPn06dt11V0yaNAkjRoxAV1cX1qxZg6+++goffPABamvTy4bOND5Z0olTbl2Dxy8fg6J88jko8l0sQSIplOVRXdf4b9Sbyiv0MMf2NytTlx3rGyJY3xjBVhPyMHN0Xlq/dQCV3j0awEfIIeQaaRybqTpTw0q8GF7iRUtnemGHe07NN6I5mKZBMxoHoZEqZGLhxfd4OCr9w/MavEBtQwQn/G0DVtanbpKaMGECzjvvPBx44IGYPHkyfD7rrW1oaMCHH36I+++/H08//TRics/kfgAVg7vw4VqMqvBjv60LE5MA5WtslwmdQCqSpLYjFRU0SeAnQCQVebGNMOL7tCMQcRlbx0kT0a1CMeDBf99uxg1P1CFV7LPPPrjsssuw4447oqioSLnO+vXr8cQTT+CWW27BihUrkC28/GUbfv3gBvz13GqhqnQqmfKSdmeBsB15bMikYt7XHacW4K6XGlI+7s7uGAu9nToywHwbGSINwqEArgPQihxBLpmnik1WzQh2mZiHmpb0ZulU6XWXiUFzsIoJWCna4MVlduvwgcq/EM0amjERvfjRjfiGHIMpQNM0XHrppYwQ6J1mkzJhECoqKnDQQQcxwfDcc89h2rRpyAaoou45/6zBqppua5l28Z3Dzgylup6q668ya8hIxcyl2zSkUpm8LGMmhf3YnpN8DBR2rWHRyi5c9GBNovVUgZKSEtxzzz148cUXsffee9sSBoE0jwsuuICNo1NOobp52cPdLzfgMcqwFoNY7J4z+aUqz275jSoYRfpBVMeMUUH4RVNqCli6oRuRKDBvZgGGZS78dnI2O5bmOmnsal6gPsPrAXaemIcltek5jydW+TFtWMBa4sCSdWsT2SIamp2EgYgEwWHkYvztjWb85+PUsnjz8/Nx77334uabb2amqFRB2sirr76K3XbbDdkAOfUvfLAWYa5piAStdG6nuGGRROJOazGEVyE0VILD7r6pbntCzogcPmy3H4dzjAtA6/66umI4794NWN+UPEdn2LBheOqpp3DGGWcoJxF2GD58OB544AH85jdZK/nGbt0v7t+AxZRv4lVElamCRpIFpYjLVBC3F9UxcZgfQ0vSE/yL1nazcvLDSv3YfVZ6EVhJcBxyCLlEGkdkakNThwZQXerFqhRKPovYYXweCgrMaCsFJzjPchWx+PJGnGaVXg3frQjhN+QsTgEejwe33347Tjutd4nzo0ePxuOPP44ttshOl8lnv2jH319v6jGQJoQgy/kadoI5yY7sZvci5MgcURiJxyZv12lGqzwGaaxYxoa0T3k/fg33vNaEN1MoGZOXl8cmE3vuuSd6AxpbN9xwAyOcbKGmOYIr/l2LGG+xzKG8h6rrmEJou934iekoKfRi2sj0ApeW13Sz5lUxXce+Wxay6M0MYX8Aqc8KBwlpUAOSvTO1sX2n56GhPYbONOvc7zk1z75onN3DbDf47JK7+MDmGzGXxaI6fvN0A5o6UvM1nHPOOTjzzDPRFwwZMoTNKsvKypAN/P75Bqyi8u2Ugp9UK1PN2O1moA73RyU84svl3ytCaFWvBK3GYZYrvxLqR8kCj3qkAKvXd+MPKeZikJny4IMpcr1vIP/GnDlzkC08/UkLnv2ohflxbPvV291f8W/5esrjhLYtbd8T8GDWGOrCmjo2NEVQ1xxhjaumj8zDtFHBTOZs7IccQa6QBpUMGZuJDRUENOw5JR+La9IzTVE7y9nVgZ5aU3Lva1loyUgmKOT1xNmzT8PTn7Xhua/aUzpWsj9feeWVyAS22mqrPpNPb7GhOYrrniFnY5LZoIhUBLF8j8TZpmr2ySEnc6qOSfW33T7ixOawTfk8ZJgO+t8/Vc+EUjKMHTsWv/jFL5AJkE/k17/+NfObZQP0CP720Vq0UMkcMaggVUJWfWeB9IVIJjGdRUKlg45QDKvqIkyoUkvcPWfb+5B6mSGeE/DkUEXbjIzMrUYFMLrci0XkaE0DQ4s8GF/hszYUsh2ETvZVG3KxG8wa0NERw3XPN8atJMlw1llnsZDaTOHCCy9EZWUlsoGHP2rFh4s6DTOV3fVLhYxlqDQTWbCLxC0Tud32lTNZaRvy+qk4X+3O1afhm2VdrDhlKjj11FOZBpkpHHnkkSyEO1v4bnUI/3nXLEWj0sKS3o8UycRyP4xJ4+zRQfjMFgSpYsm6EMvTIIf4rtMLUEjtbzMDcoYPQw7AkyOmqX0ytbH9pucjGtWxZGN6/ozJQ/0o4/4MOzjNbJTrOxCJIBSe/KwNX6cYLeX3+3HYYcSxmQP5N+bNm4dsgBpG3fF6s7qrmxMZW8jAQTDI7wn3UCGAEkwZCgGjcrxatuswRizmLIfzMycVd77WxGaxqYwNipDLJILBIPbbL7uWkTtfaUAHJbiqwp5VpieL5qD4jVPlZP6K6hhb5ceINKOg1jdSPSujtMi4If60tRUHDDGDhbKOXCCNHTPVN6O8wIPtxwaxriWadhb1FiOD6tmuKEiQjCRSEF6ScAh1xXDHW6kXIZw6deomCZelWP5s4Zkv2vDlMoqUkQobOpExf7edycvrqrajulcqDUdayUIeNtqHap+qdVXnyo/BA/y4OoRHya6fAsaNG4cZM2Yg09hjjz2Q7WzxJ+kaUAisEyGrrmGC1i8Fqthti4oXlniZ4E8HG1siRudMXYfXo2GfNOtYJcGByAHkAmkcminT1NajAqgu8WJ1QwStKczMRMweYQ4Op1klG1CKwQYp9FKE3WyXXl7gje87sWBVKC2tgEJtMw1KCMwWKGDh7rfMchjibXNyaicjlaRObPk3yYSQSCA2++L1ymTtRfXbVEjMC/z341Y0pxgcQWapwsKMCqn4mKOIqmzigXeaEXMKbBGvm9JpLk8ChefZQiLCPfNqGDc0TdJojiIcjjGBFonEsN3EfKPCRGawh2mZGdSkQbpbxpIF5k3MY5ORFfURW5OxCuTnm0WkYaecWAaeRCbioLMIjSRCyPz8yIK2tI41k/ZqEeXl5fB6Mza408YL33SggVR7niGdoDHY/DAdMrGs72AydNpusnuVsK70QzH5LGFCIkADujti+N+nqScCV1VlpM5nAoqLizcJGaWDjxZ34IdVXWZdKgV5p0PG4nJVOX3+PGtgJqp0UN8aZQmsmlkBgXI9thiXMRMVBQtth0FOGqRLT8rEhqiaLWkaZEtcn2Ym+NAiL8aWe3vKFtgJimQDUvwskollFmoOSg3YUB/Bqws70zpWPR2G2YywtimC1xd2CHkbNuQcXyZ+L7wnuy+qyyd2Z1TayMXtOjjLVdtXjiNZ21Hs20PVX7vwzerUtdCOjk3T9re7u5u9somObh1PfNIqJPtJxJ8wTmzGBftdkgkCXwZgTJqk0dEdQ2NbNN6QkBKNd5mascq3tNXMOq02Q9Ig72swU1FTI0q8jN1r0vRnjK3worLQm3wAJjOZwOGd/81/7wVe+6Ejbd/LpioqR7WpotHsVtN9fEG7td6QSuDH74XNRbczRdkRiJOQjy9TOakls1Q8QdDcXzxkW7Ft1b7kl0fD81+2s9LyqaKurm6T3EPabiiU/V4uz3/ejmgnv84O5ihxrPCV7e6heEPk8RHVMZIiKtNAV3cM9a0RgzR0HeGojq3H52Wyzwbls2UsAWRzJI2MeV/nTQjC69HRFYmxxL50MKzYBx+F9MlRFXazQ3Hg8fWQ4qyWI0akkZ6WQaBKtZtiRrlw4UJkGx8u60JjsxklQ9dOS0LKTuQtwsnxma6W4ASncZFsX+L6NBS7Ynh/SWfaY2Pt2rXINL744gvkAn5YF2Jd8hJyNsR31d+qSYDle4lc+DqxnvYKqSKmA3Wt0Z46mFEd1eVezBqdMTlPzsfsFI7LAdKgmONtM7Gh4qAHW470gyZZXWEdDWlWth1datry7R5spUYhCgin0En17zvao/h4Rfoq/+LFi/Htt98i06BaVNkG9T3/lmWIKxyUlgda1jxScJhbZp825ihRi1HNWFUzWg47UlGOiSRakAasbYjgW2pKlKa2+N577yHTeOmll5ALoIrVn63oNAtdypqCPKFTvGw1EsnXxLXGGNWR8qEoLz0xWSMkYdLhEOnsnDkTVTCT7SM2N9LYMVP1VCZV+ZhpKhbTmROqMcVoE44x5M9gUJhGVEg2w03QThLt1YtqI1iRZm0sApkfnnzySWQSy5Ytw/vvv49sg57V95d2JWoYKgHudINUmon8vV3r2fgYSEEYqfZl911839IC5fjQ8MXKrpRLyoh46KGHMlr2njTQ+fPnI1cwn7RzpzERv3c240NF1Pwn8ntMR3FQw/Ayb69yNWBuKxLRse2EPORTOZTMYHcMUtLIWK2pHcYEEPRqTA40d8bQHm/wkxpGs0EhqqXyLFSe2dqMy4Q6QjbEooEl87F47l7gvvvuy2jPg1tvvRVNTbnRMvST5SEgkkT4qhziFm2E/y393mnmGd+24l6rv7SfFNjNavmyWPLz+2F97xzPr732Wka1xj/96U9oaUk9j2hTYyElwcp+L6cJhtI3Kd9D+20VBDxpJ/g1dkSNgBXzFYnpGFvpY5VzMwSKoCrBICMN2u8OGdmQZuRnkGnKAw117TF2k9IJtx1e7EusO2Q7+PjMRnjSVeYocTtI/LwozdpYsmPy2muvzUgkFWkY//znP5ErWFYXQVT0/treE5tldvdNXlncrtwsSXVZnSYBypWFv0ViU81oFYe3aEPvxgdpolQvisZIX0F9V/7zn/8gl7C2IYwO8lmq7pnTNRWRkMehipgz7pXm11BWkJ6m0RmSdqgDeX6NOcQzhHEApmCQkcaYTPXOoGS+iZU+RGM6I5C6tliCBcAJ+T4Nw4qEKppwGGyq7+MlIcSF8iCUfhsDltalb5oS8a9//YtpCH0BOU5/9rOfoa0ttf4d/YHa1gg28pIRouBX3dRU7pesNcQFhnB/5OKUCb+1IQo7jYJ9p5jZWv5WkAnfdVTHj2n2ghFB7VupCnJnZ/qBFhyff/45q3GWC1FTItY2RtDQbkaIqXxFIsT77jTZsCSUSr/VgMJgernHXWGdhf6LoCG21diMOcO92WzMlC3SoHrLGanHPafaj7I8DytHTLc23UzwwoCHFSu0CP+UZrGKjdmuZxVK4a4YVpHds4+44oorWPnq3tqqqRjdkiVLkEuoa4uilkdQyYTLTYe2ZiFJ4HPY3Ve7vy3bkyYCcZKx2b4TefG/48vVJpPOzhiLwOkLqEPj8ccfjw0bNvTKxEX1zXrz202NtlAMtZSHleCT0pMHHnAke3alz8VpOsK7IzrzY8Tbzpu1qKYMD6C8cPP3a3iyWAo9I9h2ZNAyfojl00G+HyjkFTTjQkph51TBbvapWk94p0HVlGaElwqUcPXLX/4Sp59+OnNmp2q+IJPD/vvvj88++wy5hnAUaO2KJdckbP920ExkpHrvVEJfNmVYVIUkEw3bma3xZyisp90LRoVnn30We+21Fx577LGU8jeoTzh17Dv88MOxZs0a5CKIr9ucxofj8+oQNce/T9iunjZpdIVjLD+jZzIA6DGgqtiLKSMypm1Q5Gk5soCMNbLNhj8j6NMwdYhhmqKbS/e8M03nMjm6WBg2H2ya3vMuIv5RNKZKamuKu6ZZB2WOqkClPNJN0Lr//vtZH2gyNR166KGsG59cn2rlypV45513mP/irbfeQi6jjduEbS6zetYurMvunylhEiwL5gJxpqGK+7eDuD3lb1T7FL/mRRn5jhP3GYroTPBkAt9//z3TOHbZZRc2NohEqBUsNd4Kh8NobGzEjz/+iBdeeAHPPPNMRgMs+gJqURuJJGrjdNnau7h5SrqPHLK/QwX5MbZofOIOtbRJIxTWWdvXfL8hk2ibuimvth4bxMc/9t5sKDVmIr/GxxgEpEHFkzJSoH94sQcjSz0GaRD09DWNAr8WT/lPOuvkg4v/LY5ai/prIzW0ntl0u+I4qSjc7Nmz8fXXX6cdNkmmhP/7v//DH//4R0yYMAHV1dWs3zMlAlLCF5FGfX1qnd+yDaZp8BmgprieslBwEuQiKfD7xwjFRuBY9sM1UPNvp3XF43AcguL4EVfuOYnuMJFG3zUNEZS/QS8qn15RUYGioiImlCkyiogj10ATn0WLFin9be1dws213GeHe6QaI0hh8tELTSNE5qlo4vbokd5iDCUhG3WpMiC75wwW0pgNICMdf6YN8aPI7zFUQfP57uwFaXhpsNlVqbUbbLpioSgIxFkQ/5IJLI1pGkQcMqhDGvW1IH9Dbx2QpKWQnyLXfBXpoFOcZYuzP1kjsGiIfAUHIW73Lv9GJBjxbzukQijy4SXMakWCzCxhiCDtoqamhr1yGdRRkgiDiEMNORxamBDIEwX2nWwVMJ5FWwjb7q2moUnboud+wlA/K1mUbvkgh9DbezAIfBpbZKoU+uxh/ngLBjaGYumTRj7TNCT7tDnDsNo+kfyVrAyJ+e73AAFFFB/NAnfYYQf2PphRSBfIySdgZ56Sndeq/Am2ruxgt9m20/ciEuzjNn6VVMaQrrOco3y6BoMY06dPZ2Y0FYoomsmpZzgUy5S5NEJghVgrTPJplvRK09ANohK2Q5pGab4n7XLrSSbg/T7xz8bI3CoTGyGymDWc/BmmKcO0HPbGPGX+WHhXPewq6aWA6mtpIPs8wn6lLmljxozZJP0yNicUBfjDlkToisvs1rOsIwpyYYJgIRmHA0sQRHYkIv5t43QVv5eOO+DVEBzc8waMHz9e+RzQU8NaqFqum1gwMskzKP8tfpbHnEkkBWmG3EaiYIUmVb+iezt1eAAZwpRMVdXIZdIgVpyZiQ0NL/ZipFnVloE5wnV09IY0uFPDTnvg0FMIy+SDzk47iVEDMvVMMi8vj/VEGDq038dBToHFxVtmfQ6Z1xxOM047YS/OKuPbUoX1Js4+E95TecV3YRMSau4j6MOg1jTITEt+OXoeZHg8GivtYWgaciitdF0tOVR8HZt38fv4JNHcjJRzkQwkTnj5NBm02RnVGSMNip6ajn5Gf4/MajOxr88YU+ZFWZ4Wn2AwUDx0GtngBMNMlCR5LJmCYSeIxBmssAIJhYoCTekIJ8KYM4f8W4MTFGFSyoUCh+3s0SZHQ/6d6m8V7AiGayQJ4ZmJWoIjnIiEI6YjP6hhaPHgJQ3qFEidJIk8ZBTnaRhCnfCS3ks1ISvHihPJ60B3mu4Hr8cgDhYzJU0eaZI7caifZYhnAJpp7u9X9PfIpF7gFZnY0JRKX48/Az03mdS/dMAc0pYsYb49hT8jLjySVMzk26B1ZOFHmkZAw9hyn9JJSdrS3ntnrCzXZoeqQg+GkVBQzRKRbDZvl/wnChGb7cj7sPssayfx41RoJQoBZNm3fBzmZ82jYXKavakHErbbbjsUFBQoM9pHlftQTmU9mD/CXOh0rUXYaSV2ZkNze+F0mpqASEMzNY3EySNFeg4r8aI6zXpWDshIpfBcJo2MseKkSq+RSiGU/yC6SFer7xa79cn2UfaZ/6OYqQhfJUA14+XLNDp+NWnQg7LTTjspVfPBgKHFXlQWKBzhIpw0Bf4u31OLYFcIi7hTVLENO8FvK4wETURXdG7kP5ZNY4JsmpI5Z+lmhz333JO9qyIIR5b5UJBHmqgwCVDdI6fJHEcqZkN6LtMs3uDRpMAsYT96TEdR0IMJmZsUTDXLigxY0siIE5y0ibFl5M8QHkzzXRWV5IQQkYY4AJHabNA2WiZhZquY4caAaVWJpEEhhhQzT6r5xIkTMRhBZe491OhdbMFKLzHSRdT4kpF2SpqKSsNUaAzyOFHt3+7v+PrytkX/TM/f04f7MxNiuJkhEAiwREQKHVdVXp5Z7bf2CZd9ivH7YWO2tLtntvdRT7satdc0T9mRFn01PXN+jRFm7tuAJA1vpooUludrqC42neDCYGCaRprmKTYg5BmfRVgoZp+qnAFZCFm2kygA54zwI4+EowB6UKh8A2WF77vvvhiM2HFMMDGfQfmAO5G2bv9bFVT31yLIpR+rHLBxQrOZZCSDOOYiMWw1MqN1ijYbkD9vxowZjDBUrY13nZxvL/BlEhbvpUDICeskmSyma57ykXnKkqQhjhXaNZVKz5imMcQkjn5Df47KImrHnYkNkZZR5NfEyYD50uDvuVspgTm52JgQzQjiRoWPln2lIBTsfhPRMaXSiwmK/sNU0oFw2mmnMbvuYALN0OaODagrDovvMpRahzj7VPmnHLabsG+FDwN2pkq7Ga5CO7I7jhgwvNSLOZmbjW42OOOMM1gJEUo+lMu7lxV4sBW1TZVNykgu+NWTQGElpenSJI00HeEe7gi3+El6DoKG0MgyLwv6yABIiEwcqKQxIlNO8LGlPuR5NZbMJw4IsiOma54in0ZCwJVSc5CedNFMIgoVcRsyhOMN5nkwd4zfth/zrFmzcNBBB2EwYVSpDzOoUQ0XCnJTK/6ejLhV68iCXkzmiv9GuLd22kqyfaj2pTJJxb+XBZnx8gQ07DxhcPm1xo4di2OOOSb+HFBBThEzRgQwusJrjA/LhM7mXtlNPBLukWrSYa5M0VPpmqc0U9Ow2S6F8FIEGJFghjB9oJIGhdpmZOo8ptSjnnRSYlSamgZlb7IyT8pBY912wmzFVkDY2MUl7DMpUSjQw0IOccLZZ5/NwnAHC3YeF0ApmWS4r0okYwuBC+Dkwv+2FQB2wl+6X7ImwX9oF/yQ0ngR1xUnHQqi4pORCHDIrPy0za2bM04++WRWF4vwySefJHx/6JwCeFhFavE5tDEBc6Q6sRAh3a/mzmj6Pg3YbM883IKAlskIKnKG9xs8/RxumxGMKfUmagdmCaB0Vb6GjphhsxQHntxbw1EYCaF/tuQiCkFzWUTHXhODLEFRBNXa4fV2dtttN1aLarDgmC0KFL4iSRhYhIVqubTRZPcxqdCX/VvSPu32odq/0/HI30Vi2Hp0gPk2BgMoqZVMsgTSMN59992EhM8jtiy0tgJ2vIaq5loKxzn/UULQQ8++1zelRxqFQY3lYhm74pOCnvFDb/lejYUPZwgT+7OcSH+SRkbaExIpDCmkpkuJTi06mYr89EijOaSjhZXilmewNnbO+ExRFCL8Nw6CyPIdZfnoqCr24IAp1vr6FHL7+uuvs7/JtkuVaweDb4PyVvaYEAR4Rr9TJ0XlNZZNhQqNT9wWh2a+WBqv+fIpXuKMP2GmqyAxOfrLVsgJ40navj+g4ZgtB/69J1AfDyodQvj2229ZSXcRu07Mw+ThpunSDk4kwv+W17PcG2kD9DlK3STTI43ioAf5Pg8Lr7VsV9yPBoxThN33of1rMfoJmx1plAU1VFCnPlGAMxhlRCiyKh1QgUPqK55Sn2i+PCH6wmaGK29Hsez42fnWJEWz6xrvJbDjjjviggsuwEDHYTPzUcoyfaVrmSoRWwSCbBLkgtmcWZAryWy81doZw7KNEXy3thvfrOnGF6tCeO3bTrz8TQfeWtiJd37owvxFXfhqVQgNbTGj5DWRCP1eZTqyFVKCILKYpgRzi4wIGGlUDvAoql133ZW1p+V48sknE/wZp80thuZRTAZSfdztSFsOjJLuRaw7hgaSD2mgrMAjRE8J2xVAk97xmYugIsLot9pD/aXSkI49KhMbqsj3oDSgGX4ICbSsPOhJqQcLR1dER12H1AmMD0Z5Rso/qwaqbGsXV6TNkxWKRpI4U4ro2G1CEDuNCWD+yp6H5KOPPmI2XUryI/z617/G888/nzD7GiigZKezdygUro0w+5ZLXaciJeSQXRLulEQc0vHtum68tyKEb9aHsbQ+giV1EdS3x1jOD7NK6Iafi2+GJ2lRblBZvgfjK32sJ/0W1QHsNSmI2dV++FgBPYqZlgjPaSIi+ksS1jV3Go1h7FA/frJNIW5/txUDEVSU8Oabb44nszY3N+ORRx6xrEMRU4fMKTC0UD4W6J56gIamKPMPWMpy8HXsBIFcyt5uQqIZ/XniPclTRGWht6fdTnyfEhnpwJBiDwvPTbf0kQL5ZlMmuzrymyVplGQqcmpUiQd+L8BaLsjsrevMPEVVZFNtfEb3K65psJmgzezR6TNBObMwVqQh9+oPIZTmadiJmst7zYU6maCAi3YqtJAGaRl/+9vf4qRRXl6O22+/nbXhbG9vx0DD0bPzMWOEn5Fo8o56Us+EhMYJwkeKsIvq+HJ1N176oRPPf9+JL9aG2UQhFYhWLfrNhtYoe324IoSHP2tnRLJFtR8Hz8jHgTPyse3ogKGFiNu3m4Codqb6ENNx7k5FuP/jdrSGMtPNL5dw1VVXYfvtt49//t///pfQuvjC3YqRR5FGEVNiRYHv1nTjvg9amSnoigPKEid08gRQBDMPKRpsid+Z6OzW2aQiHVSqNENp8kCmKyq5TrW0Gjv6TBoekzT6Bf2l9xZnijRGFHvNcLZEXZNCcEuCnrSd4TVtUauNU7RJKxxZjr4MhT2VoimobMh5z7Vgnwfq8cjnHVjfEo1f/cOm52HH0VZV9fHHH8enn34a/0z1qIg4KPFvIIH6mfx8bqE6bNLpusa/l6NnDPMTqf8vfdeBA+/diB3vqMFvXmrGhyu7UyaMVMO1P13djWteacZOd9TgkHs34vWFZr0kGoP8mO1MIHbnJ55jRMfU6gBO274QAw0UHXj55ZfHP1MXQdI6RMwdH8TP5hYzLWNJTTf+9lYLDr5zA7a9cS3eWtSJn+9Rgjxx6mtnDk54SdN+1bOuGf3I042eqiwySxw5DDXaJZFGUZq9OhwwEv2E/tI0iDAyMuqHFJjFwBJA5gUN+T6wKqlt3akLh3WtZvSUsRkDltmh7qhJGJ/lKY7W8xYFJg/x4R+HlmLPB+rx+tIQhhV5sNu4IA6dGsS8iUFcsWsxTni8MV7avaurCzfccAOeeuqpeNjt6aefjlWrVuH666/HQMFp2xZiqzGBntk5mwE6WKHk2yreJy+ZLXW8/HUXbnuvDa8v6UrZTNlXUPdI0mReXNiJ/abm4aLdirHvlHxTq1RpsOZJxu0Yiu5/gt398r1L8OQ3HVidZiRProJykG699VZLSPnf//53/PDDD/HPNNnaZUIebnmjGa9834lPVobQ3Gkw8OhyHx4/YygqqRowc/9Jd1o1jsTPKutB/LueL+vbokZ9ujRQli+kBKg0TfMjmdVo3dXICDJSPTyXNA1iwYwEnFcyJ7iwQGB0coQHPVRaO73TWlIfcU7ykZfLrWHlmW58JmMNsd1+XAAPHFHKzGs1bTH899tO/OSJJsy6vRa/e7uVPSQinnvuOfz73/+2LLv66qstTsPNBdSvXO5ISOXtf7tHsVQgUrpuygglAfyh9GtYuCGMI/5Vj4MeqMNr/UgYIuhUXvqhC/v/YyNOeKgOKzaGDa0jfk6SyqQK7+bnxV8RHSPKfbh6n1LLvqh0+IgRI1i9ps0JVFvqgQcesDRZ+u6771ikoOyjvPmNZvzyyQa89kNnnDAKAxr+dXIVJlE0FfNz2ORN8XdF8mRSbZagAeuaIz39vlOA12NoEEagjrAP8ZjMZR5NMyo6ZwYDkjT6DJo8sMgpXhZZEux0Tyg+mvpspIOljVF0x8NuZaHFty98FrM9VTkaCZ9N4dAdwzFz8nH97tboOAr5XbAujFZ2DMLPdR1XXHGFxcZL5qm//vWv+O1vf6vsN5BroGM8+OCDUVlZGY8I47hurxIML/fax97HZwM2BG1GQ9Es/463W7Hb32rx7PeJ5bSzATq0R7/swK531uKBD9qMYcKjrZSCSxh3YnIjf4VjOGWHQhw0Pc8yPkgjPfLII21bo+Yajj76aDz99NMYMqSnxh6dw0UXXcSKdYpQWXjI9PyPE6qwx/R8gKwJsoUASVodiOQtJwPKz7wGLK4xEm1TRdBr9IMxwm0Vkx2BOLzQMVzK0+pjxQ1tIJmnMkIaVFeKHN3shhDYm6BvahqLhBzNbkTqN3tlcxT1HTGMKKFsZOELMkxaZh66TZN6aYPSbMUysCM6fj2viJmhfvduW9JjW7t2Lc4880wWPcVnZkQcv/vd7zBq1Chccskl6OjoQC6C8kt++ctf4uuvv2YzSREnbpGPU7YpYEQaDzuVfdrmV3HIAsKv4Yf1YfziuSa8uiSxjHYylBZ5UD3EjymjAxha4WV9EGimSESXF9BQXGBotaFwDKvWh7FkTTdWrA9jY2PqU881zVGc9t8GPL+wE7cdVo7RFJvPimTaBU8If4vfx4CAT8OdR1XgmztrsarRIGAStBRpR76Bf/7zn+xa5yp+8Ytf4I9//GOCZkTaM89NSub/+sfxlThxxyJz3AhmKLsx4hjBBucfRnV8tz490ijK86Ci0NtTZYLDMo6NL0jToFYAGUKl6TtuwQAhjYx49gv9Gor9Zre++L0VHkCWbalhIs1e00B9Zwyrm6MYQWSjDJ01YTFUCpAe7p7oC4Utmx2rjuv3LmZRXte8nZw43nzzTUYOd955p8UGTI5E6nJGs7QlS5YglzB9+nSmDT377LNsZmn5bogPtx5UCg/dO3a9dCtJsGsmErQgQfnl9Gt4+ftOnP5EE9ZRUEGKmDQqgL23L8TBOxdhzuQgqsp8yM/3ANSXXIYoeKI6wp0xNLXG8MWiLjz3fhte/agNi1dZ8wns8OQ3nfi+JowHjqvEjjyJ0W6o2ZFmRMfYKh/uPKIMR/6rLl5IjzRR0j7/8Ic/4IUXXsBDDz2EXAJpmddddx3OP//8hO/uuece/PnPf06JMO47oRIniIRBkM1A8XBaHiGl2JiNe8m6TIceARauT+3+cowq8zI5lSBGFMdBciyDOTjFpt+4ZaCYp6oysREyOwWJD+xmFqYWOKZEkVzjAPrND3WRnqvhZP9UbkDWpWXbu6gZme9RHVfvUYTrd6fiv8lBIbhXXnllwvIDDzwQ8+fPx3nnnccyyHNBuyCTGvljKEnxscces3xfmufBPYeXYSgRNJf1SvOTItObwwPcNb8NRz7UkBJhEM/us30hnrllNBY8OB53XzUCB+1RjNEj/MgPxIBICGjvSHyRBtfRCXR0M0Hlp2oEFV7su2sR/nLFCLatZ24ejT23LbQ23bHBD7URHHTvRjz6abs5XbMxldjZ3AndOg6eXYA/7F9m2TYRB2l1VIqDiIMKXuYCDjnkELzzzjtKwvjvf/+Ln//856wlgBPIYXz/iSZhiGSrei5lU5CFVKTrq7rOHBrQ0BpjmmI6GF1O1WsVwZ2KzH+K9iwKZEwEE2H0S4XL/pIyVg9eL0EMTlVsZRkigpK0hhd6UBTQzPIgqWEhkYbszCbweG6a8aaTNRjfhmJk8z+jwFV7FMHnBa5+q43KDTnipptuQiwWYw5DMfSW7NmkhRx22GFsdi+G6vZ3RAwdG5nRTjnlFHzwwQcJ9uh7Dy/FzhNppi1NoxXpFgmTA4+OUBS47Llm3PFhavkqB+1chF8cX8FIg2kTVAu/s8v40lsABEYAeWMAXwXgLwd8JWBTzGgXEG0DujeYrxog2mw86VEfoPmY+erQvYpxyC5FeOXjNvz53w147RPn42rojOGUR+uxZGMYv923xJoEJhKl8nqYHyI6frlnMerao7jp7Z6kP+rFcuihh7IJBl372267jYVp19fXo78xadIkVhqExoGq6CaZ0ohIyJ/hhJGlXvz9uEocRMl9og+DI9mEjofnK01R0jMuaiYewwmebgmRcRV+cwKhOKC4bDFuLn0sChomUdYbqO+kUTBQSMNrJvf1GQV+6pdhOAB7YJXksZiGqjwNVfketJCESRHfboxak7JUmbuWr6WppV0on7yqGHllmj2umFeESeU+XPBSC2qTJBL96U9/wsaNG1k8O6n9IqhxE5VkIP/HXXfdxWZ41muVeRQWFuKAAw5gfRD2228/vPLKK+xvEmAi6EG69YASHL0FOTCl8DP+sMaPVTFt9xrZuWc82YR/f5Xc2T2+2o/fnzsUx+9XSvKd6ltTzRjAXwWUbgWU7wUUzTFIw5dkTkPkEW4A2r8Gmj8CWj4BupazooKIBZgPZP95xdhnhyLc92wTrv37RqyniDwbEF9e/VoLWrt13HRQqSFkLL40O2EoTGh0Db8/sBSNnTH84+MeomptbcVJJ52Eyy67DL///e+Z0CYB/fDDD8d7tWxKbL311sxsSiXOKSlVBlVwJr/GtddemxAYIWPncUHcd2IlplK3PrpoIomqnkW7pEnb35nLyU4kh9tqGn7cGI5XB0gVEyp9Pf4MW+3T2CZFWFFyIvnSjC6kfQIxs1X93EToD287eb3ICzqprxvafYwft+xZhG4epmhz9JSa/+u32/DGitSdWGNLvfj6jAqUBFO8JE6riTHisiC0+51fw5frwjjz2WYsWJ+8KfGWW27JZpJUCVcFUvnfeOMN3H///Yw8NmzYgEyBhCQVlyPBQOWsZ86cyfo5U3YvHRMv7R4/Na+Gm/crxs93LuoptZHKZeYzQI+GzoiOM59KjTB+dnAZrj9nCEaNClAqNxUQAoJjgGHHApUHG5pFXxBpAZrnA3XPAM0fAtEOaoBhllnW8OOyblz511o8/mZy8/JluxXjRiIOi58u2cy5p0wGybTLnmvCre8l+sZ23nln5uugsUKJc8888wwjkI8//jijlQWoQu3cuXMZWZE5yq7AJvndyBn+0ksvJd3mGTsW4ZbDylFCmeCp5kmIvkTVAFNpb3YIaLjh+SZc9WJiy1k7UCmTB0+uYjWlIqpjlvZLwXS1bTEcd38t2tPIK3PAIQCexwAgDZrGUdGk6r5u6KCJAdwwrzAxq1eqT0Q3787POnHvV86qrwhySs//STl2HEvlLKRtczgNOPFBT+mqSiRCv/VprKTJRa+04N/fdKXsPyBbNq/dowK1zaR6VvSwUsnp1atXsxlpOqAQydmzZzOSojj7bbbZBqWlxgz9xRdfZITx+eefKx2Yfzu4BKdsa9aWkpVEfu7iZxEejd1vpmF87UwYJYUe3H7JMJx6eLkxcw93Ab4yoPo0YOixgH8TtFJu/QxYezfQNN80K/nYfaQIv1v/3YAr76pFiFfutcGvdi3CjQeXgaWEkelCLHORzFlCX3s0/O61Zlz7WktCywC6RySoKZCC3y8S3kQcNJkgMxb5Q5KZiUSUlZWhurqaFdMkLZPK3dBnJ5CmQxFe69atc1yPKlhfu38Zztul2AiQiPZRamnJJnU263s1Jsz/+0XqkYmjy3z4508qURjwWDV8m3tIflfKPfnJg3WopaoUfcdPATyIAUAaFG77ZSac4cdPD+LyHQrQlWTmQbHSLy8L4cp30wtF/fNeRbh4pwIpwzSFh5avLq8qkZn1e/lLcxkV1osBD37Vievnt2N5ChnAZJIi4iCneDJnOJVepweXQnkp+5Z6dzQ0NDDtgMwF9E6aBPlJKKSXuqmNGTMG48aNY5/lhlFkaqCSJypnJtUJu/vgUhw8M8+IgE6XWMkFEQNOS0HDmFDtxwO/rca8HQsBqtEUCwGlOwBjrzDMUJsS5OdofBVYeTPQtQzw5BnnF9Tw9KstOOfGDahpcNYeLzc1DvtZtXnxZAHEh5BPwyOftePi55pY4qgqmo0KX5J2KCbV0XhYuXIl00Sp2gD9TaZF0hwpGZPGE72KioowZcoU9iKCoGRNcTt2oEkKZX7LEXQqnLBVAa47oBSThwd6SuTbTdRkgZ+qJLOMQXlA9pim2rp0bHnzeiytS91asd2YAO48pgKWR0F5XMZCih7s6Nbxs0fqscLBnJkGLgJwOwYAaVBXqU8zUe/9zDl5OHerfIScSMOsWL2qJYafPN+aVq2hI6YE8eTRpdYMZXObCXZR9redFJScaikKSMv6fg3rmqK4YX477vuyK6VSBqQBUDQKOUODQWufjkyBHPEffvghc7ZSCWu7HJE9xwcYYUwZ5jMEgOM1sHGIezX88oVm3JLE6T1vi3z887cjMJ6KQRLLkDlqxPHA+N8azm4nRNuBSBMQaTbMTuGNQIzMTQWAN98kACpEWAoERwJeh2i37vXAit8D9S8DHsp+N8xVX3zXhZ9esxbfLHXOJbnjkDJcOM+MELKDraZL5dqBb9eEcd5TjZi/Qh0qusUWW+Dcc89lQRMk+DcFaJZNYeLkhCctNFl01Mzhfly/fymOJGe36edLDUlMvuJ3KvKxIySfhgUrQtjp9hqWOJoqjt2yAJfvXZq8Paxw2OQWO/u/9Wnng9iA6gtdgwFAGlsDoDCaPkuxi7fJx8kz89SkIQwOen7oZpzxSit+qE9d7Rtb4sVXp5WzarS2zrNUhJ+WwgjVUnRteTS8uTSEa99tx/zVqQ0sqhp6xBFHsCKHFHrpZLpKVQiQCeO1117Df/7zH0Yadk5MClb4+Q4FuGq3IhRQOGEqDr4EAjZI864P2nH+C85+gX22KcAj11ejkrqgMQd7BBh9JjD+MhgNGCSQQ7vzR6D1S6B1AdC51CAJ8kvEOgFdGi9sNuo1yIcirPLGAoXTgPyJQOEs45152vnFigFr/gKsvdPcv4cRx/KV3Tj8l6vx9Y/2xJHn0/DfEypwyJx8Z+Jwgk9De1cMf36vDbfOb2OOchVIW6CqyZRNTs5rldM6HVD/i4ULFzI/GoVbUxh4MrKYXOXDGTsU4cwdClFOIdjiOafjf4j/xiYvg2/P9nfSZzJvv92CC56wZqgnw9X7leLw2fkIpag08PiHC/7XgM/XpJcPYgNKeLkUA4A05gIgg2+fUx8v2z4fx0+zIQ0JFN75hw878L/FqWcKk4Yy/6QyzB3Dy3TzRKE0B51KdbbdhkPYKd+GT0MkouPlZd24c0EHXl3WnZIsprBcclLvs88+TAuhREAyMZFN2k4ToQed7NtkviIhsGDBAmb7/vLLL5P6QfadEMTv9izC9mPNAoROx+h0TfwanvuuC8c83uQYvUKE8dg11SgvI2cpHXwXMPpUYMp11hXDjUDD20D9K0DH90CoFtC7AI8X0GhYUjg1SwV3OGBWz9okFXp5DK2DCKRsN6BsV6Bgeg+BrLsXWH2L6ZcwkgeXr+rGUZetwReLuxxt+i+fWomteRFHOVktFZjmqu/WhnHN6y14+rtOx8k7BTWQI5t8FHPmzMHEiRNZZB6NEVW4LI0PCuMl3xiNEwrxpgkFddyTmyepsGW1H+fMLWLtfSsoI5qNFcWkKh3SsH22FDO+JP5yunbH3r8Rj3+Vunk76NPwrxMrMbHSaw2dj5vANNu50oVPNODTFJNEk+AvAH6OAUAauwJ4JxP7unLHfBw9JSiRhnqzlAT44vIwfjs/vSiRm/coxKXk1wjbeMpScVD2xt6asI7C3GX2h3h3VRh3fdaBV5Z1s3a1qYKEQHFxMTNLkI+CZpdU0oHIhcxMbW1tqKmpYYKAylOk6izfttqPn29fgBNm5cFHxfn4/Un64CuEhF/DZ6u7ccDDjdjIm2PZEMajV49ARSkXOt1A5a7AnH8YZiVC2/dAzbNA3StA50pDA/RQjoU5f6Fryg9BfE+5phftl/J7ooC3ECiYClTsC1QdDgSGAhseAlZcbxKJxohj5WpD4/jSoezJtCE+vPqzSoyuMEuOiMen9JFJOUSCM5fG6rtLu3H7B214/ofkZk7yZ9GkoqKighVDLCkpYQEXRB5ECBR1Rb4PCvumiKxkYbMcQ6mq84QgjptTgAOn5xlZ+MS9fPYjnkv8+VIMnt6QSUrrmyt4gJbOGLb+8wbWpCtVTB7iw/3HVcLPE/uS7IaDwm1/8WQj69GSAfwNwLkYAHka5hOTgQ3F4/nNBWyrsiPLeI/oGqZVeFDg09CRhl+DZvOXbJdvVrZQlUTnDjohx0CGvDvVIfLlKhOYuEDUdiIxtvpu4/zYbWwJltbH8Mrybjy9OIQP14TRlsSkQc5NetXV1bFZYV9A0WbbV/tx3rYFOJKEAJn0aP9yIyX53CxcKAgHWserYW1jBD95stmRMOZOz8MjVw5HRZEHYKQZAYLDgek3GYTR9Cmw8h9A4wdApBXw+gHNrLDLopP4sfBjlcnDXM6vvRPp0XbpReTR9pURTUVkUXWYEeIbOhVY/y+DOLp1jB0dwP9uHI39fr4KS9eqZ5c/bIzg1P814ZmTK1iSqmXMy9eVH2/8e2G8mAQxb3IQ8yYE8OGqbjz8RQde+KELK20CLMgUSRMGei1duhR9QVWhBzuPDeDwWQXYe1IQo4gEmSGfincqyDDh5ISTNPtbGIv5PUzCBiKROkXtsWXmB4+GxbVhrDBre6WKmcP8rPpuXDO2OyzpOEiPk6tb9wGBgZTclxFQYh+DUgmwjo5YVMeIAg/GlnqwMA2/xsfrI/ixIYrJlRTG5JCslzDIbRzklq5giT+x3X78e8WPTME8sdKD84bk47yt87CoIYrXlofxzqpufF8XxbKmaEYbDnFQXa9DpgRxzPQgdqgOwEtCjfYjtuJMEgBkPZ2eh6w9pOPUp5qNki42mDDcj4d+NQyVVFySCx4yG42/0LhW314GbHjW8E+w3Im8nhpOIiGwfZpkIRamFL+Lk4d0H7UkBNJdC6y9C9j4hGG2IkIjkxiZqbp1TJwQxMPXV+PAi1ej0aYMypvLQrjo+Wb84wgKxU1zsiHeB3qZk4m5YwOYOy6A61uirKfL8z+E8OmabvxYH0nd9+wwiRhf4cOMoX7MHRPAVtV+zBruR3UZ+YPMMcLGIz8+gdxUsPABv8/C5/j5y1qJ8EN5sqbctnUXtPy95aG0M7S3Ghnoud525mkF6NDT7BnnhIw1Hc8FTSMzG2IXXxhADhdbN52yMyu9aZEGZem+sjzM1E2LmUXeuOrv+HFZiyiykSFmnbJtJjl4FWRBwczrxnanVnkxdagPF2yfzxyhq5tjWLAhjE/XR/D1xigL3W3siqVVWoWuX1lQw6whPuw82o/dx/oxZ5gfZVRkjc1kuUASnjiLbdr824lI+EQSGi55uRmvL7e37ZYXefDgJUMxcZTf1DAIMaBgLNC+ElhyGBCqAbxBI+JJrFTCZ5IWDUIgdk4OshYiCh6LCUu4IfKtJPMXvciXsvEp41hEp3wohh23KcDfLh+Ok69dh24bDfG+zzowsdyHK/YqNgQuG0M2wjaVMWpOIqiH9XFbFbBXa0cMizZG8MGqbqbhLGuIYlljBC1dMVYQkcxZZKOn2TBVmaYyPpQHNbLEy8xo9L7FCD+badPflCvDWI6uPR0v7VPFSCobjiqcWD5HlVCOayH8GZPGoKVoaHzAWa8b/0kEeNMhWEEFykWiayG3uE8Kspayzp4ZYw2XNBI2RINRlwWx/QWnBKtth/vwv8XpOZmeWRLC+VvnQbOo/Un8DZYdy+/STEkkv4RNOyR3KQmKP6D8WIwaXdOGeDFtmA8/2dIQFhQPvqYtxsrAr2mJYW1bjBEkvdrDOhMGJQEPigMaqgo0TCjzshLzlGtRTi0pqeY8FwSiVmE5dunERQKNL1b4MXwabpnfjn98bp+LQWXB/3ZuFXaekwd0CdNAuj6dG4ClfzcEsyeYaIISd8sIQqrtJF5ni5lKJBNJQ+HbtkxuBTMX+2hGT6kGUZeOYw8sw8r1YVz211rb877mzVZMqCAhTxFVDsLWjkRk4Ujg/WgoDj6gsd7m244zZ8pRHV3muKDy/Z1hnWmsRBhUOJAEJJnMaELhoTHhFcYF/V5ZikdxbKrjEk2+egrPlXjt4xWSVTsV/lY+e1yr1LCqPsw0jXQwutSLkSU+RMXkVdWxJbOg9B0DhjQydiKGGscFkvQuwhxsVK5myyovhuRr2NiZ+gz7ow0R5gSbRCYqcSId374oMYUG9TKZ2M1EnQ5FNkdZMkul38tCmC+LayI9go4e8imVXkypMu3KlvOx0dxE85yqzEEql1RW02Vznl/Do1924jdJSsTfcEI5jt2tCOAhpFw7YOcb6RnKUdFXIWgWFoLg34m+DOk6c3Kx3GoFWVi2I5izZAJRoTuGX/20CsvXhXH3k+rwznBMx7nPNWM4OZInmyXVZcjPAJ9QiZ/l6CQRTBuwhv6SNtFzHYTJGr9AnCAiNpolUjGl2RGKorJx4krC10lMXdLPEs1W5gIP8NriLtswZTvMGRFgz5clQCdh4qg4FnP55qZp9Edp9IwREyuMqhLiCZ+NED7q8Dck34NtKcEsDVB/8VeobhXdTLuBbunKJQw+SztPcf001FbxnHSbbYhajEyg4gMu/o4EA/c/8Jf8WXzRQyB3ILNsUD5PRdlpp5dPw3Pfd+HMF1sco3rO2qcYvzyi1CAusSsbmzELy/iMV1wenwXbLI9KyxK2I2hy8XXl9eVjkI/D5tzM87j54mHYjzLZbUBCjPrHf0KmO94awHZcKkjEqXWuPL743+x8BWKIKq6nuD9R0MvjRT5eURtQPct2x5S4gZ7zEydZdkNJdRziT6M6C09OF1tU88q2aUDYbwaKFfZr1fL+II2MBCATLDH7tkLU+iIT026j0r+WTy4JIcb3x7dn6RiYyjGoHlKH/tcykpybdd/CNi0PkM1Lvo525+P0oKnIM06cih1YCAN4ZVEIpzzTwkjaDvvMzsOfT62Axu3jXNDzFxfmIsFxgReT13cQ/uK6McU2REGpJCfxt+K2pH3K15NcMvke3H91NWZScyYbrG+N4ZjHGvHVGt5zXGxrmuQeOUEeF/w8+XZS2Z7j+DAXyhMO3m5AJA7VpMPpOBL2K6yYytgXQVUk6iKY7+BTU6Esz4MtR/gRJs95wsRKdVESrx1vppUBZKQWyYAiDbFhl/ImKO4J3ZAtq3zMRJUO3l8XxReU2s9M0uZgEG3H8uwg1QfVImzlsSUJJ3nWlMoMyu6BS/hNioSlOjfV/uS/ZbIQBYcfeHtpN056pgVNDo75aVRP6twqFsoYJwxx5k8/1UylnAQpaYYJmoVi9s8PTUUWfLmsgSRoG3ZahXR85vkibv+XCIXWCeuoHu7Hw9dVYwhFG9lgVXMURz3WiO+pm5zPRtCq7rnT/bNDXEuwm/CkMMEQ9y+PD8szII5B4W/RBOi0bdkCYSe3xXOTJ29kmloSQrPoL0sBW430Y3ixpyfaynJtZEtEwoGw8uiRzGkaGZO1A4c0mAlDYRJyeNFNIcJI10RF9sn7vwslOupU5iDldym84r9VPfRJTAoq0pGheohshb/DrMxudiZrLHb7Er/3anhjSQjHPdXC2uzaoarYi4fPq8RI8ivRbCE+a+dRRIZQ+WFlNx55ow0Pv9aCb6m2Exc0ogaQilaQQCwC8Yjrxret0Ez4d3yZV0NzcxSvzm/DYy824+MvOxAhGytLupO20xXDljPzce+VIxAggrHB0oYojnykCV9QSZm4BVu42BaTUBJhnyqRJJCQStgL34nE7DQWHJ8BUXNUaEKW9YXJlTyk7MhE3A8houOJb9MrcErYfXwQXjl/zI6sRNOqecxMge57AyaOjBSwygUbGIv5cI4fSIM05AYnenKHLt3TeSN9eCmN/hqEJ5eEcfUOUQyjJDJxQFhmQA4JgPFwU1UkiOpAFeckf44TpeC8jfclly+M5IhX3QV5X3bnogoZ5seSSoIjreLV8J+vu3Duy61ocTBJleR78K+zKrDNpICpXgrXkeDX0NAcxVWPNeGh+e1oNWeHBUENF+5fghtOLGfdEI0HU/ytEDkll8eOO72FayY6t/l2NH48fHvC78XLENQwf0E7zr+tFt+Y0Tjk8Nx1Tj5uOncItmfNqMzzYb4znTn5D92zGH+9ZBjOu7lG3ZMBwKL6CA7+dwMeOLwU+07NsynZwseIw01R9V/nwk8O+koYWtKEKWH3unqcyBGP8pgUHh1biM8AB4tSkn8s3SNxXUI8f0fDsrowPlyVnnwoy/dgm5HUO0MRHsWvo91jGTMvR0zPpE9jQGkaGbHa9RQCS2Emw2ZyxjtVqtzKjKJKBxs6Ynh8ieAQV80kHCHN1pXmID2NWZHiQY6rxfJ+hBmNbKeOf6c4H9lObndM4kCXneXyzNYUwH/6oB2nPt/iSBiFQQ3/OqMcB25DobUKbUEDGslMc0st7nqtNU4YhI6QjpueacYdzzdbTVVxTUD0V9j5H2QNQ/aP2GkawvoeDctWdOO469bFCYNAwuHtLzuw/y9X4/UP2gyTWvwYzffOGM48uhy3/XyoY1TNutYYjny0Cf/8tMPQXOTIINUYSngJfig+VsVJgmgedRoLTjPsuI1fNUbFfYlEY7N9y3alC6LU+p38KfxvI/340a860zZNbV3tZ1FtjDOUWrp4vupzoLzUzU3T2KxII26eYlAIYPlh4P7CGDA0X8O86vQVq39+R6U3YooHTd5nCoIW8t9OJiiFAI4PepuHVTX4LPuVthcnE/lBUvlbVA9qMiFCJhqgORTD+S+34rK32o0IOBtQmOd9p5bj8O0LTMKQ/Azmdn/zWBPeXmgfS/+Xl1vRRGUgEsxLCke4qL2KTnNV5JXFsW0TlUXreIB7nm/G+gb1sG9sjeHMP9ZgA/nM+AxZPL6uGM4/vhw3nVvlGJVD+TVnPNuMq15rZfkUjDzEey3DabJjub/iGFeNC8UYkW364t92BMB+JwlW0QTFl1u2a0NkTuTidByajtbWKP6ZRrMljj0mUEHHJBNRmSgtf5s+jb6m4/fA1TQSNkQqnXLw2dn8ewYYjcODxvnTTqT5vDaC+asjgFcQ2KrZipPdWDhMy992wl/+m31WCXJJg0hluyooCU4SFPFZkzgzTLJdn4b5K8PY+z/NuOsL585w1BL27pPKcNxcIoyY2vmsAd8t78Y/33UuQrm6PoIla7lA5scs+SuSOrJFQpDs0Sqnd7z4no5YZwwfLnQ+3xUbwvjHs01GCK0qgqtLx6UnVeJ3pzv3LqNVb3i3Dfs/3IgvqZaV2cYjcbIgfk4yRlUTHHGFhDHCl6fwDMjHAKf1JCFr0aBtkO6492qskOMSh9I1KlQWcNOUdG2TQTp2mtC6msYm1zQUsLtZwsCmCIUZFR6W7JcO6Nd/+arLqIhtK5ht2MBCKtIDbPdwqgZ9MrKw+5yOecFOeFiO2VwQT8CShYT5h09jYbTXv9uOAx5vxoIa5weSoqP+cVIpTt2VE4ZN+KoGvPRVpzGrdgCZCzpZ9z5J0xDNTXbCX1ye4CxXaCEJDnIgGoqhPYUEsWc+aEOIak+ptk1/d+v4zU8rcePZQ+DjWoQN3l3ZjT0fbMBt77WzTG5m+lJNolSDwE7Qi6+Y0xiRtW/FIFbuI41nQUZK2nmS86LLHNbxdzLxpYltqv0YVkimKZE4pWfRcryJizQzeZPdr8xgwGga4UzFD4d6Qz3Cc0E9gQ4en37S5Isrw3iHtI14GRObwW3nDxAfVoHILJ9VpjbxXfqZ8mGyPKzCMrttx39jsz+7zwnHRALdEFTUD/vhrzsx7z9NuOb9DmZCccKwYg8eP6PcIAwKv1UJbyE0lXpEJAOZuSoKeI8NSVPgGoQlxFYiBvFeWnwOshYiawnGu88PVFFToSRYtj7SU7BQPL44icTYOV9+SgXuv3wYiumcHNDYpePiV1qx+z8b8PjXneiOmeQhO5r59RWXiYiPUf5ZnJA4/EY1uUl4Vz080jbExUmEfvLxqhj/fLkH+GhFN95fmZ6s1QDsPTFotXpYfBhJjlVY1h2lZOKMqRoZqa+eC9FTGdM0yIFKjqO4/VQ1+XKYkJE9fZfhXows8rDaS6mC1Mc/ftaFeSML4bGEQ9BglMIj5EGritzgn+WyFuz34kNkV9+Df6/Yvmrf8cgNmxX5crtieKpz4mAzYB0NHTpeXh7C7Z914ZMNqc0Rpg/z4aGflmGbCX7DhyGX/ojvy/yOVPkU7L/TRvgwaSi1mTWjWvg1lsuBEKhiHGzKgViOhV8jab34Mn6tNGh+DbvNyMPLnznPYKlWEUsg5YQTLz8i3A/6u1PHyQeWYkS5Fz+9sQbrkvR5+HRdGMc+0cyKTF6wXQH2GR9AJTU74kQnHHocCUJVOr/4OBXK5jiNfdVkx26s8vO1WydecFAq2MjW58+gzb7tni0T/1jQnnaexMRKH3YY5U+0fKgIUz6O+GKNHXo4HGN14TKE9FoNDgbzFDUcImbmYzfpbFz6jsZGRZ6G/Uanz5WvrgrjzVWitiGabARTgHwg8ixNfGhtNRPVPhRRIGw7snkohdmaah2+LTkSiv+IC0aaQJvN7uh+vLG8G+e83IZtHmzCSS+0pUwYe0wK4KVzyrHNWLNirexXsJiUeiqlUiXfZDhnXiHyqL+HHOkkRikl9W3YrS86y23WDek4cV4hhiTRNkZW+lDKNCLVdiQHeUcMe+9QiJduHImtJ6XWOfn91WGc8GQztr6nAWc904xXl4RQT31KaAyTBkKET45cLclYsTi5VeNNcpZbxmf8H/txmOxzwngXVtIV+5e1KNXLo2FpbRjP/JD+5PyQqXkoCXoSH0enc0l43qmus1EslGRahlCPAaJpUCW69I2GCjR368xERV35HIWfDN2qNew/xodHl4TTas5Ez/VNn4ewx2if0SCE/1TMH2DLxdmZsI54EPLMSD5+VV6FahYnV5WN718sUCccjzgjVG2PF2XlESFUFjtqJDrStaJkvKXNMXy5MYJPNkRZyfklNs187EDF8C7ZrQBX7lOIQureRr4HsSieeF5yPkVYx2Fz8vB/r7TZzs4OmJWHn+5Cpi4z4k1VmFDUOMR9sf1IuS2W/Auh/wa7bmKehnkhzWioMcP9+P2J5Tjrb3W21+KIuQUopFLidC5yXojluM1lnTrmTAri9ZtH4aoH6vC355pT6vuwqiWKe77oZK+xpV5MqfCybovbDPexSsZV+RrK8z1GoUIvaUo8d6SnkZPt+BSRMBzFKsCWh0G9vvxYiAKXXx+7R1b+jmlGihLowvp3ftyRdphtZYEHe08IsDD+hGORjBDJQIfXGspoRviAIQ2icnpyxmfCPEX1p2hgx+W0XfIM/1sCkcaEYg92r/bhxTSTed5cE8ZrK8PYn/wiXFba3W87UhG/lJOM4l/LD5Z4UtLAlL4ytiv4SizXQjoO9pFmnMZbY0cMX9ZG8UlNBCuaY1jfoaO2I4aNnTFmL++KGmGevcWc4T78+dAi7DU9aAgjbj7imU4W85HQXCcuMHTMHuXDDQcX41dPtyQIzEPn5OHeU8qQRwKPJgRc8CUQhXCdzEtg3S//bL7HwyrlKraKdTnphGI4c79iNHfEcM1jjSyHRMQu0/Nw6eFUhNGMFLNsR1E1V9hueaEHf/3FUOy9VQF+9Y86/Lgu9XFMpfHp9ZpZY4miCYksqEprZb4HQws9qC72YHyZF7uODmCbET5UFQv9U0SohkIyQpHHvu22FCYnu2fbVkjLhGeu6NWwcH037nMoxW+HfSYGMaLYq+5d7zSBVZCJpmtoDcUsKU99RAMGCGnQI7ExExtqNWv7l7GmhpIdVTVzFiGRygmT/XhzbZgJwlRBN/eGT0PYY5Tfqu04QR4s4rMgCguZZCwkIs1u7c5RXF/1d3z7Vs3iu40R/P2bEJ5bFsaKlszF/3GQQDp92zxcs0+h0XGPaxfseHTpXZz9S9nYhJiOi/csxNShXvzr406saYqy7nBHbpmHo7fOh59KcMQLTYoai0AKsgai22gV/N7Fn2qhv0YCgQjbYF8b2c9UnXfX6UHc/0YbvlrZjaBfw95z8nDBgaUoLzL7m8vZ6fFtC8tFgqNbFAEOn1eEbafk4Zp/1ePfb7ayIIR0QbwdNvtn1LTH8L1FMWpnmshR04I4e5t8TCPTYHyGza+lMFBlM5dKmDtM6BKvgTwjFDRp1e9U27P83XN/b5zfjhYah2kg6NNw8JQgy+LuFaSf0aG0ki8vMyBJ1oR+gOpSbwr8C8Apfd0ICeqH9yzA2CIteXtK0XmpOE2KpLpmQQjPr0w/tPmv8/Jx/pZmbwOLg0V4V82k7K624tlICQn7TvE3tLrPGLA3fNKFv30TcszS7i1oBnvMrAAu2TkfW46mPtqKW5IgdIV38TvLcs0oAEjm/ohuNAMiAuRh0fK6Kg+e+J1SC7HZhpbqsQvbZsenIRrS4fEAWtAkNqU5zG6ZcIziMtMv8en3nbjliSY8+UE7wpugzS/5Ai/ZsQCXzi1EHs8tSTrkpOvGkepwTfq82KkYDhv3afh0VTfm/bMh7XbI88YFcMu+JaY5SeuzJM33afj3N53403vOvWRSRDNVaSdlEpsY/VJ/PVOaBs2KNF2Hjx7AZBpCglNa/lrDCZP8eGNtGJ1pBgT/fkEXDh1L9mCPNQvb8mDI0lGYldmp5nbjX2VPBn9whbwJ1ToyqZiEsbwxhpNfacf76zNfTZnyLvab6Mcvd8nHXHJ0067jdZb4IUn1pOyEojjrji83nM30t4eW8xm2LPxFDU3jDZpU30kNl/jxxbcpmshkoS5+p6hFRcvoWD266QvTjEgx8VzifwvmNNiRpjAp4VqQpmO76Xl49DfD8e7XBnm8+VUn2tJsJuSEhi4dv327HR+tieD+Q0owpNAsgeI4RoWFqUQ4ybI4mZZiJnwmrGOJBrRO5qib5x/mt6dNGLSFw6dScULed0pxcHETsLk/J5+KeZi17Rm7R8Q86dvbcpg0ajKxERojRBylfg01ET39xicCKKlmWpmG/Ub58PSK9AQn2fqv+zSEe/fKN5dI5hA7+5AYWpgw4xZCGeWCbna2XPGzxbylWIELGw+wrCGGw59vwzdp9E5PBnqYtqn24Yipfhw6NYAZVFWYCCKujXEhZ/5hEYym/8FiOpKJRA6bFbaTQDiSMIkX35P2m7C+ZM6K70dwDPP1LdvWesJ3RdOXuG1GWMJ9EPfDKtcJ6zqdt+r46MVIVMO8OfmYNzsfC1eF8PzHHXjy/XYsWNLFAhoyged/DOG4J5vw5NFlKKMINVHm2Zmk+HVQzKN61ueTGuEZUJmiVPuyIxrxeWRaGViF5ecWO2frqzBrqB/bVweMMFsl3wiTjgR5oPCrgKwlOta3ZuwZbM1UwFGukMaGTG2oPqRjRL6GDZ0x4dl1YA+Hr+ieHj/Jj9fWRNGe5szjwcXdOG6SH/uMNe28oiBIZUDLsNhJ5adP6iDotE27fZizI4o6Ou219j4TBpEEaVpTK72YW+3DfpN8zGnqJ9MLC5mlpArTbBSvJmrnQBZyKeK2bBtfg50GwK+XWJ1V3A4X2PFLKxOXQpsRv7OQmbAeE5oSMSSQk7Ah3p+FH6fow6G3+PWyITj5eig1MA3TRwcwfXwQFx9ehs+XhvDWV534eHEXvlvRjVUbI6wPeG/x1sowLnmtFfcdUsLCRq2CWvHAyUQiT3C4diD+NK5FqAQv/3GSZ0p6BsNhHb+b357ctC1vRgN+ukUeCnxCgrFMgHyMq7QjeRJnnhc9IhtaY5kkjQGladRmakPrO2LIDwBFPo1F8hjPo90ocBC2prlrSokH+4/24onl6Wkb9NsrPu7CzsMLUcBLNojqqPieLpHE1VybByo+M3PQfVXwaPjLZ114Z10kJVIoDmgoDWqsOjCFZQ4p0DC0wIMZVR5sOdSH8eUelBeY8f50KDT+eZQQf+DlsFS5BDlbVxT2CoEbL0suXRfRURyf3XGBa7dMOg5ZKzCvU6ImKH4nC3OB6FTHyH/PiEXwv/DjEElFJUT5PuJEI5yPfCx8GQVHhcmUC2w/NYjtZ+QxQdzeHsOK2gi+W9XN6nNtaIyiriWK2uYo6tpiWF8TRmNbLB5LYId/ft2FQycFcDhtl68cP26JaVVEIkKloCd9duSaT9KkTd6OT8O9n7azcivpYvtqP3YZY2oZkCdzwjKV+Vm2FJjL6BLRBC7dfuRJJuaZMx3kiHnKQddMHZQnQKjO17C42zRR2Q5w4QvLej2HQePgxEkBvLE2iqY0Z1+fbYzipi9CuG6HvB4nrCzg+f54UlQytVt+OOweKNupm80yDahtjeH2r52TmaaUefCzmX7sOsqHsUUelOaBhTj7aaTwZDD+wOpCD2nZFyH6LOLLJK1AXC4SRsL60unZZm47aRCU1Gb+TuijYHzvpFWI27AR5uKxxDUNrjkIwo3t3yyvnnA+imOWCYtnYKu0EFOTTLgWPFHSJJ3CoAczxwUxc2LQ9C8Z+9FDOjYs7MDitxpZMcVPGnU8sy6GtR3qZ4KW/umTThw0Ocj8/GqzkLi2animoZWoPlvGiDBBkNf1ali8IYxr3nEudKkCke6pW+TD7zGT8HTx+VbNEOVJnVojoqHQ3EVRaxkjjRXoJ/QXaZBnn+5YUV83tLiZSi8AlUENxT6gjYqZymNPJY+VKiKVpaC8DQ0/meTHX79Pfxbyxy+7MW+ED3uNMcMnVbCr8yPPzEQysX04nM5N2r/4MHk1PLO8G+vb7YnxmNEe/HyaD9OHe1FZQhFK5ka4FsGLs7HFkoPWMhNWkEJckFJeQrcg/CiciMjI0/O3OGsWzyUuIIUHN56LIZyvrIXw9VnRQxtHuLgPvn7cVyEus5vlixqROAsWGjaZRRctRAcpmEFcxmt6yUKXztlDAQbenv1ZrpNEqvyYmXZjZrPTOTENUUfbuhDWftKKpuWdyNOBWeUebFkBHDbSi1sWRfDqBrVg+2RdGAvWhTGXIuPEgp4i+armMfHP4nkJk5GEDZjv8kRf/qwCnXZUx6/eaMNGyoZPE7uNDWDbET6EReVct5ncWZ5P29keW9EgjRhL7ssQBhxptJkxxH0mDfJl1HXGMLRAQ3WBB4ubo9YZvGgiUkExyEjtPHaCD2+uj+D7xvQGVldUx3nzO/HOoYUYTqYa4RlXgz8oUmXM+NeSIKOVuI1bT1ErUZ1nTMfra+zNUoeP9OLyaV727C9aG0GgFigp8KCi2IPSQo+R/yCbg8R9x4WSPHPnAjYKFJQDk3cHhkwCwh1A6wagvQHoagZCLcY7LWcFxqj6K2V1Cy9eX4MJRS7oBZKJf+bCXljGj0elPVh+D/t3pdYjvot2eLmGFCdEj0GQcZL0mMLfA3j9gC8IeIOALw/wFRgvP72KgGAZkFdpEEbbCmDDfKBro/UaJGgckjZFROHVEOuOoXlZF2q/a0PTihCi3TF4zOKGLHeDwmwDwDUzfWjsjuDThpgyUXb+6jDmjvGnphmI106X/7ZTL1SzePFraSYlPwt+Dfd/2oFnF6dfLiTfB/x0dn6cv5XQbf4Wj0XxIw0aK+mSuVYaWI0BRhpNpl9jVF83tLFLx4YOnZFGRRAo8WusvIgnPqjk2bYUlaSYANDjUOgHzpvux8UfhRwbBamwuDmGSz/swsN75bEszx4oErdUAt5yvKqHSKXyKyYzItGICXHkaujWsbBRbfIs9QM/m+A1FAqahHqo2yFQ1xJDfUuM9awuoetd7GFEwgjEcgyCWcli2hEW0N/tjcDCV4GOJmDLo4GdzgXKRhoCM9oNdLUapNHdAYTbzfdO8296Fz7TO/0mFjZe0bD93zqRpcjm4ru0PD5T9wIeevnMdxLuPlPgm9/ROl6fIey9AUPYi+8++jsAeALWdXz55ouIIR/wmu9EBmx/fN0849pwtK4Eaj8GVr0I1C0Awi2JRC6TIvMX9fhROuvCaFzRhfofO9BWE2YhqB6vZhCGBFKc873AqeO9+Kwhpuzx9c3GSE9lYHFMWLRnPkYkbVq8FejDhEg0U4qaihdYWhvBVb0wSxEOmBjEzCqvUS1Yhi7sRzzWBDJUnxfdjoY0S5g4gB7s9RhgpEETl+XUIbHPG4oBy1timFNl1JulSKoWp0xYVUlkJGom3RFg7hAvDhjlw7NUmDBN/OfHMHYb7sVZswPWvAHuy+ALks1G7GYudgNTPjeVqUszSjA320y2xhdqGGJW9hB3xzfVHdaxsVlHXXOMZTQX5Wsozvew9/ygBz6fNAtMmPHyzxrQ2Q58/4rxKigDhk8Dxu8MTJwHjJgOlIwwBGfWkGBnyA66W4Hm74HmJUDNJ8DGz4CWpUCkzTTnEcGY5T1kpz6vH0ZfUxWFlghaNoQYWbSs70akK2byogYtSec5Io5xhUaYe6PiOaPyMurKuQqVQ6VZ82O2M2XZadeq7YrLWP9t4PI321ime7ooCWo4cWaekf1tJ/whjXs+/xBNm4pjpj8peKYmjUrbSUChtuvQT+jPp3NRpja0sDmGw+iPmI7ygIYSn4bmsN5TIsgOKjOQsIzGxxlTfPigNoq6XqT3//rTELYb4sFWw8i/oSIAm9Enlp0Wj0901qhC+pSHKA7knr/pp3Z9fDrMPkB21090L1Cpiq6wQSAkswI+DYV5RCQeFBdoyA+YTnNxY6I/gOAJGp+72oHlHwNLPwDevt0gkdKRwLCpwPAZQPVsoGw0UFgJFFYZM/dNjn4kDDLZdTUAnfVAxwageQXQ/CPQuBhoWQaEGgySYCG6XOsxK9zStWS+CfPmCAUGQ61RdDZH0FoTRvP6EDoaIowoaD1qT6rSKuygmeOjy6Z0BlVWUJpknTQI/r2sVdv+JgXNRJ5IeTXct6ATTyzqXYuJE2fkYUKpJ7GHj5bkOOLHI04cE4+zNAgsT7PYZxJLjn1lzM2YNBZnbEMUQSXcE4qkorpUCQMnzUkj2WhHF2o4fbIfN32TvlO8MaTjp2934dUDCzCcMmbjcfsOsJQzV/XWkByBHDa+QiWpaECeB8znspyiuSUsb9fxeWMM84Z40JlkHMcJRLOSSH1rjMktIhEyZ1FYdEGeB/lBDXmMSDR4WfSVeWBxsxaZccxl7c1AWwOw5ktj414v4M8HCiuAggqgtBqoHA+UVQOFQ4CiKoNM6JVXIpiETCdxNsBMYt09L9IYuhrJLgR0bAQ6aoGOGqCd/DnrDWKg7yPtPX4bThDM30HmLcE/ROCfqUtgZwxd7RF0NEbQVk+vMCONcGeUbc5wo6RHFByaWdDwhXUx23Exjsq/s2ORBqLd7hzcFZYdW36j0EzE5TKp+DR8sqqb9aTvDWYP8eHEGUGWAJxwQLrDD1WEIhs6yLEb0BD0aFhi00O+F1jfX4l9/U0aZJ6KZaKHx7JWo3mNEf2poyxo2OUbuxUbT/UmcyEYBQ4f68X7tV68V5P+Tf2mMYZT3+7Ck/tQMpAU768yK9mp5QkLJNtR3KYqRerYnJ/Pr2GrSi8+VJwTmfz+9EMUFQENs0o1Vk8w1ZpscpATkQi9WmgI64Y2wjUSIg8iETJpBf2A3++B36fD59OM556vbIRtGRuOhIHmDUDTOmDt11bBSi3yiCj89CoE8ouBQCEQJKdxkfE3kQm9+/OMF/kO2Dt9DgjOaL5v82+6aMwvEjXfI+YrbPhTIuRf6RD8K13m321AN73IP9NurK+bREJ/M4O2sC/+NzM3mReRaw/8wtL9iOoIh6Lo7tQR6oiis5WIIoqO5gi626OImrWs2KFrhtlJdIekA80MNaX3/66O4T8r7Z+DHYZ77TWHhK2KKzo8B8meWbl8iEgqXg11rVGc8VIbmtIsSMjrQV20XT7zcfZEwyZ7GDTzOVQwpXRO9Da62IsN7dFMlhBZlanuqLlGGivMKKqSvm5oeZvRvISSz/jkvDrfg2Yx5jnZ7EVeR7ip9MBcOsuPJc0x1PTCTPXK2ggu+TCEu3fNkzJmbXI0khGL7XHLMzBxHeEpNv03h4314e6F3Uqf+uoOHRd+Hsbp473Yd4QHVXRthW6pFteMAyxBSObfZFvuDOlGefAWWh41zGUUMOTV4PMCQZp9+TX2HjDfSTshcwqt4/H4DOVBdLYwARIxHFKhdqCtRmjCY3a8EVWjuCAW/o5fM/l7acYsviuXmV/EI6PMKK54ZJMPht1OMt2ZtyjWrTP7OYWHUt/qro4YQu1RdLUZr1BHDJFueumMQOI/J3Kg3SbpIW57v9BzSDwNhx6jhS06Hl0ZxYvrY7b3fUShB7uzcFuhGZJK8HPfXhyiuVJBJvLz4OTrkNahzo4XvNpmOOh7gRNmBLHVMB/rIZOSDLFVmUQiMQ6QLgFpGWUFGt5dFUVn5gpL/oB+RH+SxkYza7HPpFEX0rG2Xcc0U7DRPSkNgEVT1XXZqDIJPQscBl6MnH8aI44rPuvuVVjc3xeFWTXeK7YOCDHsiX4UY//Sw5Jq8l/CAyVpI3HCogQ8YM9qL3YZ5sX8DeqZI2lqNy+K4t8rY9ixSsOWZR5MKtIwLE9Doc+oMswnemKjulQgm7UIrAkedS4LA+1EzoK1gb+8HoNUOLmQVkLRWyR/SVOhz2TFipOL18PIiD5zgcqUhzhJSCaeZGG3IsnI38kzZn4KLApcZ7cjGjOEfCwWY4QQCetM8Hd3xxAOkfYQY6XJI+EYuxb0Ha1nRBn32GApRJP930eCYP5xoWEfmZ1Iu67v1rGmQ8f3LTo+a4zhmyZdmGmrcdqsIIaReYoJP8GE6qg5y8uFFewqH6hMr/yERHnt1XDVW214rBfd+AjTK704ZWaefZVgJwWKYDl3mUhoRADV1HTLAyysy2jy9jcYoKRBVcKWUdJxXzdEXeS+bYphWoXH4kQena+xFqQsQdnux8L4tiwT300z1V4jvDhmnA+PpllihOOaL7pZVvWJU3xW5VEW+KpqnbaB4TLBSNsUz0kiR58P+P12Qez3UodjZd/1XTqeWkOvGCuDTZEzI/OBMQUaxhdpmFCosag1MmdRgiXJMFZzT+iCmirPqjQT8RJQhzQjscp46FSCgwnA+EsTCIeTiSFo6XP8e0/i+pxk+LuuG/uMdxIVNS7eWZRpUgYxUC0hRhBRs/83CX++HpGAbnxH7/I5xEmBfzajm3oDzn9mSka8qy0RRH2XjtouHcs7gGVtOha36ljfqaM1oqM9jWE+u8qLi7amSgimf9ESjSjNauzMskiyXFygWl/U4P0a7vmsE3/8pHfll4JeDRdtk8+sFwm9v8X96g6fVcfPNUnm/PawRlf04ZuN6bdksEE4k/7iXCMN3fRrZASf1sVw9HjhDsV0lowzPB9Y3S5WwBVGpBgz7jRrMcc9aRxnT/Hj64YYvjfLl6QD8hWc80EXinz5OHS815o1Gz8m6V1x2FYCUGgpdpqJvM0osGu1F7/bJohffpzabIyaVFECY00X8HljzwYLvMCQPA0j8jRMKNKYZja6wCAXIhnSTESBFW+zndJehdOL/6MmlvipxoW4vBPjg31ylkEM1uEiqw7WrSkPwRxwdscYJwPmK+gdGThqDsJQoGin1jAlwurM7LiyQ8fSNkOT2BjS0Rzue2+Ne/cpRBXNmuPtYGUtWnrns4qE8g2yPySJaVbcNF/XBzy7sAsXvdne6y54x00LYrvhfqMjXzKthkNFILK1zVyH7s/oYg+7/6RhZlDToPy3tehH9HdAfMbCbj+pi0KP+i1VFggkxGg2RbMqY3yqRpFiRMizdFPQlfiAy2f7ccHH3UaEVpqgh/fkd7vwby2Ig8eZGof4PNmSQ/JDNpbbmLwsKwplMSLApXMCTJO66rNQrx8yEkwr23X2+sjsTEzCi8hkeJ6GUQUaxhb2aCVVzHyosWQxig/wcs3EPPTeEIrd2SqFtq0gcpJQmRHufQHXGnjVD7rGJKfpRYTe0K2joRvY0KVjVbvOIuHWdtLL6HSZ6X5MIws9ePCAQmw/0m9fNkfhpkh5nKomdE7b9mp4a1k3TnmpjVkgeoMZlV78bJYQLZVMZGgOn23kyLBCD8v9IKxpiWKJTaJtLzPB+y3cNhukkTGHzaIWHXWdOqvAKt4wEkgksJa06qk51WyJxViR7Lqzyzy4YKoPN34b7pVgo+TDn7wbwsMADh5r5nDEB780Ap0yypGCem85L2FF0bYTA67cOoBRhRp+syCENQ71qNIBPRxtEeDHNp29RJT4jez9YUENYwqBkfmklWgsXLoyaFQt5toJP0x6rBiZODzLmzs0RU6eKBfJZNQW1dEYAtZ16ljXpbMigqs6DDMiVUMgzaE/rs2eo324bfdCzB5q+jHsTKMiVB3+VFwsayhyJYf4elIXvjVhnPhCGzNL9wYlAQ1X7FDA3o3Mb8H8azdn0G0+K8hEN3NZRrE+60Zezde1EdZeN0P4vr8fjWxoGpSIUtbXDZHqvaglhiE0dbU4gEkIaSw5j2Zg8UAVOzOQrVmo5wvKpj5qrJc9rA8u651/gx7uk94J4T+7BXEQFTeMTzRkc5NsDxElpjSK4z4R+dilTauWR3ScMsWP3Yd7ceNX3cxvQ3kmmwotYYM8yUTyWWPPciKJIh8wJKhhaJ5BJGMKjNwb+kxRXEQmlC9AUW1ml9e42Yv7FeIKZ4Y0lkxpCBafukAM3HxJspfeiWwbu3XUdeuMHFZ3gF2r2pDhg6Drtwm6uKaEWZVe/GLLIH46Mwi/V2qsJfsW2A1QOKfEYIJk58E2I06kFD/wafh4dRjHPNeKDb0MXaX7cMm2+ez8yARr7FseQPycRDVWT80cbE54qks9LIiEDVgv8FEKrQnSwLfoZ/S3/k0k9XEmyokQbt7Kj0tnmyYf6V7SDI2c5T3jWZi5iJ/t7RbmesZ2aYDRPb/6yzBeW9971bI0oOHhXchUJWkcyWY3DmPVupLCPuz0OzOKiErOP7kigv+tiGJRc4yRXLYRpFLePo2RCmkjVUENlQEqeUKEAgwNaiw/h5z15MikBEb6mwhGFNbsXSHHZE5NNhRSLV5M8oc0VOYPiunMFEjmUhL8FPlHRFAXMv6mqCX6m8ZrR1Rnv8k2SFsn+/vcET6cMCXANIwCuhk8DDWZRS9V34TFWaX4vd02/BreX0WE0Yb1fch1OG5qAL/aLp/5LhO6MyeDZnfA5jIKeoCG4gAwo8pnqcaw92PNeGNVxhzhBwJ4Cf2IbBht7wFwRiY2dNxYLx7dNWBtOcmhASvajFmbx2kwW/okOBMJPUwtER0XLwjj6zSr4YqgmfNftg/iZxRVZXEqCPtVOdRUh5WwTDUFtCETEWauGeWfLWuLMec/BRtQ9v1XDTEszVyHsYyC7gl1VMv3asyfQn8XejUWgl1mOuRJ3tFMj717NGYuCHgBitjm/lma7ZPg7qQCfmwWqlkczPGaf9QczyQCyh3rMt9DJkFQqX4aIx2MBMxXxCCD7NNwchwxwY/fbJ+HKaUeFBML84ZRqWgHHKqxmnTSYxM9ID+Pfg1vLO/GT15q77WGQSBCvGleARsTJNyVx+pwaErIlmYA0yq8KKeIKfM8qLLt7H829YnsBFB9h9kAVqIfkY3KcJ9kijS+bIyhK2zMLi0qsHnjyMTREDIecMt9tzirFJ4rlTqsacw8UOrTcN0cP87/pJsRUm9AwumMD0NY1R7DVVv4DXOF2DaU/SmwBv872e7YJdBtHjyVk07YB3WUixrCcVKJB5PKPDhygkEkr6+MYp9X1KGMFLKaEELaj6B7wk1fPdgcxHP/wufzobS0FOXl5SgsLMTXX3+tvG+Tyzys1zszQTGPexIHt+gDEL8UJztI5daIvT+kdfmz7QMe+y6Es19v75MmPLHUi6t2yGcTjYjYI0Y8UdVx2EFLXI82S90uy1n7Y/MLL7CwPoLaXvT1cDD391t122ySxhdmynuf903hhMvbYphe6lEKWJpRUggohRumFOZo598QnMj0LI0tMIjjks8poqp3x07j6Nqvwiw8+Pbt/SgkY72ZxGw5mCSO+oSH0+5hVTokVYRpvvi4JideAVDk19CmiB6bNm0a9ttvP6xevRobNmxAbW0t6urq0N7eju7u9Ot3uegbvF4vCgoKUFFRgWHDhmHo0KGorq7GkCFDUFJSwoiD7tN3332HSCTRtt5Cfi3RyW0nPOVxCoXNP2F9G1Ujmd/RNKH+ZUEXLp3fkXbrAhEkxK/dMR/DCoR8jASfn+hH5McotfmFjXPe/EiPM3N+S+ss2BDNZA8NKtLWPRhI40ezjO+Yvm6ITACf1ccwvcwUuAzWWTU5U5u6gfqQWAXXQVdWOviswphKDGxToeE3s/y49utwn+zQ9/0YYQ7P+3cKoJoXOUwJwnnKMz/xgeYahXjK4nsyP0rMyMeg6CcyvcgIh8OYOnUqZsyYwbKe6XNXVxcaGxtRX1/PXjU1NYxImpub2aujoyOr2slAQF5eHiMAelVVVTFyoHfSJIgwiDgCgQA8Ho+RVBiLxd85uahIgyX4yZNvu4mI3eRKdmRb1lVtjI9ZaTDSnx6jl/av3+/AX77qXaa3WFfq6h3yMbNSql7rdH6anQNLV++ENO+YjhElHmvtOUJMxztrMubLIHyALCAbpEHRU99lgjQIr6yP4ScThKJpIszxS5oBzZJJo9UcpzSiWUgcSJLKbWaM7zfcg1jMj+u/7RtxvLIuin1fD+EfO/qxE5VVl7cl21dV4zWuSTjMnuK/U8wC5dmesB/yDZDzeZ2iX3Rrayva2tqQn5/PhBKZq+hvMoGMGTMmbr4iYUVkQoTR0tLCyISIhF6knTQ0NLDvOjt7l9E7UImBriURAScF/iKtgYiBvicC4BAJQkUKRCK0PpmrQqFEIUw13RJIQwU7DUQ1GUlYVzJFCeVSLD/wAssaYzjrjQ68sbpvwpZ8WOSr2X2Uz4yUkmaHojlYPJiUCAXxz1QdgMJ3qS6X5ZnzAHVtOj5en7HIKdIwzHLQ/Ytsdbv5jBpjZWJD79fF0NKls5lwgn3VvNnk86BsZcodSB4hI/zYMqMQVVZjI10R4IARHsR0P274rm/E8V1TDPu/EcK1s/34+XQfCy81tCfpgMWsWpW9WGmHtZklif22E8IkzXczEY/Kqn8lhMpyEBFEo1EmjPgslh1mLGb5TAgGg0wQktCbOHEiIxSjJlOUCTAiE9JEiECISDZu3MgIiYiJXkQoJAgHgpZC506CmwR/UVERiouL2ausrIwRRGVlJdMiiBzomtG6XGuQNQf5OicDJw0VjAQ5Gxt/HPxZkMJolX6zJOMzZkMoXh0vLI3g5293YFlL33wAZGG4eKs8HDjWh6543LJUXNFiqpVOym646YmL6FkZW+Kx5BsZm9TweU04Uw5wmFngSzCISIOc4RnBinadOcTnDRdKGsTRI1xppkxx8PW8fLpNpFzPwHYSTD3fEVEcVE3NZn244dsIi6TpLcg/cunnYby3MYbbtvVjTLGZ/puwezvbqpOtSTpHVv1bJEJpP6JDXgPKxRavAkjYk9Dis10Shsah6LafZSHHtRMSoGR/N+pBGRoKkQTtg/wjRBpELPxFBEOkQv4TeidNhdajF/9NugK1N6BjpfPnwpjMQvQikiRCIK1LfBER8BedN1/f7zdKwsvEQC8iVnpxbY6/8/2Ln/k2xCAFcR0n0minCb3Ft8a2ZnPisvlTMYOXe9urfGsi4fjAqiFf934Xbv0y/dbLCYeoARfMCeLYSX6Wb6XSpC2nKAeOyIElcSTae2moUahyMU8mkvBmH7UlCZ+bVcMHDWmQeaolExVv6d68UWuSRsKY1S2DZ2w+maliLIaeOcblcD7ZapViqB2puwdXU5IhcMN3fSMOwlOro/iqMYZbt/Xj0NFe60OcoElIqn2y0GFxhpeKL8fs/V1m0zSPhDr5MfgsOP4zad/iZ/k7EXaEQi+ahY8cOdJCKuKLayzii5bR8fEXEYn4Tr+jY+fHROuLx8d9A3xGT+tyAU/vJHy5FsD/JrKgF63Dty2+ZELg101lTuK/id8ac11+vcVtpkIaBJGgZFBUEhVVZO0+ks1B5DEoago9B2K+2ziOxXV9wKfro7j0vU7Mz0ACnMckjJ9OD7DClxQOk/QYVJZrpalNt6zISg4FqIqtSSKS5k5l7d/sRRtpB1C+GwYTaawyHeIZSfJ7dYOOa2b0NIWzQJhRMDNVvgc/tlFkNh/M9g6tpHZdvn1OHCM9iMGH338XSVpWOhmoAunR73bjgik+XDHDhyHcSW6n/ivNBw7nJkNlSuDvHiINtfTggtpu5mqH3pqYnDQHmkHTTJ5m98mISkVcsuB1Ok5xOf9bXMaPUyQFO4gaQ3+Ak7AKVN6ipVtHWZ4g/OQJiDhLd4ysShJSy9elds2dOm7+IoTbvgopo/TSBZmHfrFFECdN9RuEIWvTyqq86sOOv4vnqlt/4tN0jC32CmYpYV8e4Mf6GL7PXKc+fTCSBlHu25kijW+bY/ixVceUEiGKSh7M5k0ekkflGjSWievYUzyZwOWqqzCjIB/HIdUeFHh8+MPCKDOH9QWkmt/6QwQvrI3i6tl+nDDOa8wAueZhd/yqB1qpgSlsdDaCy07TIIFIpEECO1VTUCqmlUzATrDbEUMmc05IE1Adh+o8+7Jfu2snmwXF/ZCWwYlVBhU5NEhDEn5yufP4DvnGxYNycoIL7yy/CnhxaRhXfdKFzzdmRqhSRYBLtgziuMmGSUrNYdLBWHp5qFhRuAaa9dxIy6BCjnZmKRI0H6wLG0EGmZt0f41BRhqEVwFckokNUd2edzfGWBZrHJb70yPo6VkalxBNpYBqVsS2IWw4ro73xHCHohr2HubBkCBw7XdR5nPpK6jnwU8+6MajKz24brYfW1cZNfmVWlX8uGweWOvJWH8rz5CEUF1KarQDkQYJSVFQWvaSgulE/CybujIFbopS7d9JI8kFx7t8zIRkn+1ABE+mPifSUDqAuX1ftY+4jFUEaejq6gNf1kRxw+chPLm0d4VAVSDBfeW2Qew3xmdPGKrjtvytWBgfF7rlaz1GpUI0o7mSamf0s5iOl1Zk3DRFUaiDjjQ+pSrBAEZlYmOv1sRwxgTFjZOd2rpRp4gaCi1xiqZS2TZViDsAe4QuOcdnl2q4YysvIw6xD0Vf8PzaGN6pCeHCKT5cMt2HSrIwRO1VZuPBF2aITuYP5fnqlkRJ25/qOhNEZKraFMIxF6DSCjaFdqTar9N+UjG7ySDitCMNCiW3rRib0ina1KcSKjYubojhL9+E8MAPYbRnsArjsAIPrt8uiO2HeZnWb4veWAFt7q9X0zGemaUEGSA9gxuaY3hnbUad4K8hi8gmaTSYjJkR0vigXkd9p1HYzgLVvdZ1pglQ+YmakLVlc9qwMQWRT6M6T8PNW/hw48IoI7VMoDUC/OH7CP67Korzp/hwyjgPKqg8PNc8LIqC9AArbbeSyq06PyeNzBRUTppGqpAdu5mCyiQlf0+g4yfTDY/w4s512S+h2tam8kekYrpL5XrxqCk6R3LSU0ivHWo6Y6SOmDtMwRxqOWDpXevJ6P6hIYq7vu3Gv5eEWXmfTGJ6uQdXb5uHqWUeK2Gojtlu12newpgOjCryoCjgoFl5gTfXRLCxlyWHFOgA8B4GKWlwE9VRmdgQNZ55e2MMR42h0NskK5sTb0r6o7h0Mm8pn3m70EAVFIOGTJhFXuC6mV7WZ/vhldGMqeGUc3Lx52HcvUTDuZO8OGW810oe4jHJ9bXkaEHHUBLT95AiafTVwZwpiPtMRXshgUphvG+//TZLOKQorfHjx7NSHBQaS45+MS9CtS277feVBFVhtqlsn+eCECgcec2aNVi6dCnWrVuHH3+kOBQ1rlkQwrMrIxhfrGGnoT5sUeXB0AJe3VE1+RAmHiJZ0K4jwPvrorjvh248tTyCpk1QPXnf0T78aosga/KVkOktI2HsJzPhSusIhEElSaoLTFOxDL79mI6nlmW00gf1z7C/eYOANOabzFmQiY09tiaGo0apbLGi87pncNDJTyjQ8H2r2Vdc9mMkl6VJQWkWpMn8YrIHE4qAvy6JMSd8pkD+jou/iOCuJVGcN9mLU8YJ5JFgHrA5bssDxBtf8y8NZ3882swGPNPYTnilsixTkIVrsugkWk4huHfccQerySQup5IcI0aMYMmIRCKU5U7LKEqLC2vSRsRoKXlfKsf/pgTXmCh35ZtvvsFnn32GRYsWsZpTqrBeGd82xtjLQDdr1rXtEC8OGu3DAaN9GEn5QzQeLBqIOW7MGuD1HTpeWxvB/T+E8fb6SJ/zLVSgBNjTpwXws6l+psywPAweKswhEwPPE7HTDGx84JKFG1QAeHyxJ7Ffj/jZA6xv1fHO2ozWu3/HDCQatKSxxGTObTOxsTc3xrCmzcMGuXVQSHdcGBlUOntcAfBju41qbfldEl+HjfOcd587fIQH04s13LIoik8z5OfgIP8MJ48rZ/hwyngPPOYD3B02NBOqyrueGvxQO9AO6vtt9Mf2eTQU+4yOh+MLNRaFNqXYaGZlmBbM8vI24PkJPF8jFVJQzZ57M1PvjRCW16e8hW+//dZCGHw9Xj+LvufrkvYxevRoTJo0CePGjWMJieQjoO8IPMud3lXaTqYJk58PT9ojTeKDDz5gr5Ur+141mzo7rmmP4OkVEQzL17DfKB9OmOjHrsM9KKTQXFNYh5lWEcHjy8J4YXUUK9s2XWIlRStdMieAPaq9jCwMsWwSmTKs1pQDdqH0qomizbDSaLJZ4hWqa4u/EYSAZiT0bSRz3wDxZ+QCaRBjvpUp0qBs7xc26Dh7kmKmTYjfTyuJDAlQMT4d67l/I4EYxIxXKSxVHGyy2iusQ4vIQT6pUMOtW/rwwIoY/rUimvFubEQeP/skjM8bvdhzuAevrY9h/sYYlrXrRjG6FEDXgHqtzynTcFC1F4eO8jgqVlQWhGbhvH4URVOJ5T6cNA1ZI3AytdghFSHs5Lzm9v5UQBoJVfSlFwllApX7GD58OLsGpJFMmDCBXRMqC8KjtVTaCN+3TCjpkiD9hjQLKhL58ssv45VXXmHZ8psCNZ06HlwSZq8Z5R4cNc6Hn0zy4/vGGP70TTc+rMmcCdYOe4/04RezAxhZKJmjZMQDVBRHJJplnXKyFOG1Y4o8KAuqn/Oe0F2DwJ5allEH+DqzBFNWselsBKljH9O3kRHsNcSD13b2CsU0FVnfisgOMiP90Gr0W1Y6xi2d/4RopFQSnyTQ9imke36djpsXR9nMP5dB3fKoU97CFvVx3nrrrTj00EMZWZDA4xnXVPaDXiKJyCTBHc/8M63H/QZ2DuBNYeKhY/7Tn/7ETDl9Bc32qX4U+UUmT57MyGTUqFHMrMWT6rg2kkrynxN4fsxbb72FJ598EuvX93t7BVY2n3yDln5imwDU9fLMaX4cM8HoQUMd9zIuxSzPNA8kMXZA51eZp2FKGfnukjznHmBtq44t/9vKWk9nCI8AOBFZRi6QRoVZrXF0JjZG3ds+nefDDIoojDl5wKxqJL06I2D+DaPMiPCz3sAy+1WPLuomt65Lxx0/xjIWXZUN3Hvvvdhjjz0s/TNEswyvH8VJhNajZTQL//zzz/Huu+8y4UcClkw+NGunWTr3kfBZeqaJQiQxOhbSkubPn8/8AMuXL2cFE1WVYHsD8oFwbYTOkTQSMnORlsK1nHTPkwiXnPYPPPAAu4YDGbsO9+L8GX6Wi0XPp1ESRBTqkhWAaxJ21Q/SfK51s7T6jHIPq5grkokSfg1/+zKEc+dntGrzcQD+iywjF0iDcC+A0zO1sT9M9+CKaWYUleOMQPpSAxq6dSxOVgbMLvIilasptpelmSJNmXTgjboY/rE8huUZSAbsT5DQffTRR7H99tvHSUNVpFAmEcJrr72GX/7yl2yWz0EClGbp5HCmPh1EJPQ3+Qyo2qtcvM/umFIRvHaaDy2nIohUaZfMUOREXrFiBfMPkNknE/kotC9qjET+EDpHIpGxY8cysxbVu+Ial+qYCRQ2++WXX+Luu+9mUVEDFcPzNZw5NYCDxnhZa19LUrVsCma3UiQT8TuRTNKTfMynrQHTyjxM27F91uNmLh0RaNjjmTa8tyFjTvANALYAUIssI1dIY38AL2bqeLYt0/D+Lt6ehLRkAl1UPjTqCAhmMrI2beoFUvwZjTUaiw1h4D+rY3hsbSxl/0O2QaaYF198kQl4UfgnA5lpLrjgAjz11FNJ16XZOBEHCdbp06cz5zPN0mkbpCFwEhGFbF9NWGJeA4+uopDctWvXMi1k8eLF7J3MQaShZAJEiqSNbLPNNjjmmGMYeXAzHT8eIjUKASa/xU033ZSxfeca8n3AwaN9OGWSn/kuErK7e/NIqp5nuXxI3HfZk7tEZqkJxR4MlwNs7AJgvBqob8auz7RnMmosJ0xTueAI53jPjD2enImNfdms47MmHXMrBYe4aoYiR0yYzuyReUBnFKijMurcqZWAFJwXTlEa4mrUDVAHi2C6YKIHew7x4O7lUbxfv3loHTQrJmEmz4ydIqNIGJNQTAU0uyeTEb2efvppRhakjRBRTZkyhc3UKSyWyIVITIxe6gtxiL0q6DxI26GkuC233JJtl0xtFFm1atUqRiKUA0EaCQUEpEOgYm8S+j29KFz2qquuYucjVtQlM9f//vc/3HjjjQO2YRWZos6Y7MPsCg8iuoZQJLFcT1LWkL+2DAO7MSGWCDH+JsIYkudhGk9C7w9N2pyw2YcWhzMdZpx8djXINA3CLZmqRUU4Y4yGe7biiTeqWFjhs2IxRTUtalM4xlO6Ykq9Oa2Ca7T/V2t13LcyhpWKjnm5hB122AEPPvggE2ipmm5IEFKI66mnnspm730BERCRCJl3qGc5kQn5DqjjHe8oSEJc1kZk2JUSd4ro4kmN9KJ9kLCnkFcS/GTWIm2ETFzURCodEDm98cYbzHnOrymZpP773//isssu63X/dRqJ44YFMGdsHiaOCGDi8ADKC41CmOGIjlV1YSyr6cbXK7rw7coudG6CZDw7bFPpwYkTfdhlmFEtNmWhK9eFShZNl+LjSIRBdaWml3mMpmgJG9ETfaNU6qJLx5ZPtGF15kzNZJqaA2AjcgC5RBo7m5VvM6L9VAWAz3f1sI59SWMARVuo8E7PCznGSetI2VJlk6vBYFmucswnmqxaIsD/1sXw9xWxTZIglSmcd955uO6661J2HJMQptkz+QkoTPTTTz9lmgQJ3N4KRBGkdRCJUO9y0gzIrEX+AyI2McKL+w54FJOonSTLqeCmK/Gdm5DoRX/TfsisRdrI999/j6+//pqRJZ2nk6ZA2tPzzz/PSI+OiUxXH330EU4++eS0CYgwbmgAx+xSgkO3L8HM0XkoL/UaiXg22nC4I4qlG7rx1jft+O97zfhwUQdCmavSagkG2bLci2PH+zB3qAdBHxBOpdBgX+BEKoLLMc8HTC/zsnfbBEAOwTT18KIwTn4ro1rgwwBORo4gl0iDIp8/ArBlpjZ44zQNl08RHOJwlNM9EJaTb2Fhm45wjOzKDuumqlhYvrMbfaaz06Ox6KqblsTwXr2RiNdXDC31YViJF0NLvOw9z68xYVDfFsXKughW1Id7NbskoUb+Ce4QT9UsxM0vJLzJDEUkQol0CxYsYO9U7qI3QlIGCV/SPohEtt56a8yePZtFMdFMnsiL+0V4aHCqPTDkv1WfOZlwEiFthEiENBFyZhOJ0N9k6qJjoGMi89Nhhx3GriVdI/KdHHvssY7lP1SYNiqISw+vwhFzS1BZ4TemzxRfnmwCQqdAKrZPgx6K4fOlnXj8/RY8/XELFq3NTEQZYcchHvxh6wCG5ntYrpSe7PnKtMRShM3TR78XmFpqljuX96vbH0dMAw54qROvrsmoU5JKLT2JHEEukQbhKgDXZ2pj04uAT3b2osiXpiVJHBQa0NQNLGrXDZOmLTnYXEo7hcImX4R/F/QAC5qB3y2K9SmPoyjPgznjgthzZiH2mFGIOaMDKPRrzNHIwlEIJES6Y+jojDHzxHtLuvDUF+14Y1EnQmlkHx5++OG4//77e93Hm9dK4iGoJFyp9AUJ1a+++ooRyZIlS9gsva/gUVozZ87EFltswZzP5B+h3AoiQG5u6m0uhZOWwp3a3NFOGgf5QcgnQmG+pBWRpkH7507wM888E88991zK+y8MenD5UVU4/+BKVJT7DVtPbzVVOg3SSrwaWpsjePWLNtz3WiPe/KYtI9rHzDIPzp/mxw5DPCz3IpZWNKIiqbaPUo1u25RSL6stpUzolcH37QU+qYlh1+fbjZImmQGl9G8FoDFjWxxgpDHH7B8u16rtNf67lYZjqB5VVLi7YtirU2tUYUDWhoBlTr6FBO1FNTWxGdXSRyKMV2p1/H5JjBVT7A1GVvhxwq6lOHWPUsyoDkKjGRM9kfSQ02zTMuM0P4uH1x3DJyu68OfXW/D4l+0pJW7RbP7VV1/FnDlz4q1U0ykaaCdcedE9IqOamhosW7aM5XdQIh6ZtMgnkgmnMPlASBshAtlqq62YNsLDfXmUlhgKm6m8EU4MvG0s7YMTL13TJ554AqeddlrK25sxOoi/nVuNXbcqMu83Mgey7ZOBP6Lj0yUdeOD1Rjz5YQtqmvo2s6ZIx2PH+XDmFB8KfVqiKTaZdcAJaYbXUqTUsGRmbU0kFPMfL3D62124f3FGs8BvzaSvdyCShtcsK7Jrpja4dxXwyvaenlawzq6ERMeasMLaLmBVp0MPDjso11cfABVCe3WjjmsWx1jZkXQxaUQA5+xfgRN2KUX1EH8PUTCC4MUIVX/zAnTmuiw43fj+ic/acdbjDWjoSC59rrjiClxzzTUZDQWVy33wftwkWMlfQE5nbtL64osvmAmnqanvPWrI8Ux+EdJGtttuO6aRkAZA+RX0HZEHHYNTzohTlV+nxlQEOk8yzR1wwAFYuHBhSsc8b0YBHrlsDKqH+sGccpsSpKl6gNUbuvHPN5pw32sNWFnbN4G5daUHv57lx+RijzH+tX6QZOajSKN7dKEHo4uS1KdSwaNhaXMM2z7TkclKviFTFlLvoZxBrpEG4ecAbs/UxmgG884OHuxIeeeO9aiSmI3MqAzSNjb0tQeHCppBGK/X6bhmkY6ONAkj6Ndw4UGVuOzIIRhS6QNCMYMwGCnAnjAYWQiEwb8Xf+PX8L9P2nD8v+sZnzhh2223ZUl7dhVvewOnWlSiNkLrEVmR/f+HH35g2gg52IlQyMyVajtaJ1AeBUVokSZCRDJr1qy4g50g+0XsTFTJNC9aTiHJVNrk6quvTunY9p5ThEcuG42qMvImJ2mCkkmQ6cqnYWNdGA+91Yi7X2rAj+t7H8wwJE/DpTP82GeEl51G0mGUgUkcDfWh+RomFlNFZ5sVHczJ8AG//aQbv/8qo2XQKc1/T6HVWk4gF0mDmjJ9TmMnUxs8Y5SGe7awKWKYZtQsbWJRG9AYMSbiyt/04qoSYbzVAFz1QwztaQ6ReTML8fuTh2GX2YVG9yeuVUQFIoiTBA1BqsMglLaWtY2Ev2kvOg65vw7P/9DleCzUe/rDDz9kM3K5aKH8N3eC8yxxpxl7qqGwIonQTJ2iucjBTL4Qcjp//PHHjETIxEV5EX0FJdrRuZJJjoIA6J0KFlL0Fp2baNJKpo2I58C1jHnz5qXk/J5aHcAb143DyKEBI16bxiB79eMjbhZVq28I45+vN+L2Z+uxuj7cayXm5Ak+nDXFxzipZ7Kimt0JIa+98GvQMC8PkB/Dwyu720DYgVRvjupLbfNMB1ZltqLD2QD+gRxDLpIG4e8AzsrUxiho5POdPRhLuWR9vKc0wH5oA5qpcROSRGCJA9hhMJMP4/0GHVcu0llnvlRBJUh+c8wQXHHsUORRieourllIQj9Bs7DTMmxMV/TyaXjyiw4c/Z+GpJeQCueRU9xJKJNAJZMLCXHKSaCoJio3TjZ8EpqiE7qvBQu5OYsX9yPTFeVOUPgrmbQ++eQT5oSmOk59BTnRSfMgUxZFaRGREKmQhsJLp9O5yUUZ5fOh7VAS3wknnJBSsMMrV47GTrPIh0GF08yS9lyQcvLor6ed9u33YM36btz2bB3+8UoDWntZHvyAkV5cMcuPfK/BhakjSWCK+bdutkeYXuph+VHKdW3NywTj2bjruzDO/zBzUWVmbgZFktYgx5CrpLG92aDJeMoygMsmaLhpBneI9xLkEO8ClnakOYGzNXcZ1W5/7AAu+DbGMtBTRWWxF3ecVY0T9yyz+ixSIQyRLJL+xnyn0dscway/bERdEt8GhYtefvnl8XwL2SFOwpNKj5xyyiksaog7oUm4UqIgCVrKrSB/AhUu5L+T6zHZmX+SEYwYAksgciNnOoW9EolxBzuZuXqT2S2DstXp3HbccUdGJKSNUJQWaSkEuk5iUiTXlo466qiUIqYuP7gCN546zPBhaDZEIS9ny7BpYUZcffVjB254tBb/+6ClV5vZZagH18wJoDxoJvypBHnKGr6VCWhzFQGjrpRt7oXTpmBUj5j7Qie+ashoItU9mZw4DwbSoKf5JbNsOjKV7PfpTh7WcKm32gbNdL5pNSb0fbpw5rj1esCioy78LobvkhVJFDBzTBD3/XwUdphZmKhdcCe2UmNQmauSaBgCecSiMex8bwM+WuPMbhdeeCHrgscFoapfxO67747333/fdhtkzydBS+Sx8847M2FLeRVk9lGV+eD76S1IE+EERNskMiOTFvlFiEgo5JfMRJlw8JMJj86NtJFddtkFhxxyCCtUyM15dCyUSU4+k2QO/XFVfnx83RiWfxOXhdzhJhKHikREbWRTgmZGUeDf7zThtw/VYEVt+nb/Lco9uGELP0YUKCKrUjArO4FWn1riQYUlZjPJDzXzh37goUURnPJeRrWMqOnLyMnSxblKGrwM8KOZ3OCl4zXcPLOX2oYGrOkEVnUpfBm92xx7tn/3o47nalMXdjtNK8Bjl4/BqGF+o2AVI4nkAt+6zAyGl53fdgTD/9Z0HPdYE/77nbMv4Pjjj8cjjzxi68AmPwMJRJrNpwrSTij8lcJhacZO2gjlVZCwFaHSROw0j2TlQUQQWZBJi/wilJlNZi3STCivoq+gc6HESDJh0fETaVCNrSOOOCLpb686tALXHz/E1DI4MQgh5HHSyLIGQtsMeLBmQwjX/LsWD7zRmNzBLYG6Sd6yTQAj8ok4bMLknfYvu0HM5axciA+YWW5GWbLlKThINGqnoGPui134Kt4eNyOg2dQeZMlEDiJXChaqQFVvF9EkIFMbfGCNjvPHUEvT9LUN6hBGUVNaBqO6Hl6XHmFsPzkfj/96DKqr/KaGodAcnMJpTfsra0lJn7lJy/xKTRjCtrxABXnsk4DPju0ihyhc9bjjjkuLNMiEQzN9ej322GNMqFNjI4pemjt3LjNr0d9kCkoF6bRd5ZFMVNOKXnTstIwisqg0CEVoEZGQg50y2lPpwy2CfCpEspdeemn8mFJpBlUU9OCEbYuM4Ad2HwXCYO8QXoLpCsJyurlxzURh3soU6PBCMYyqCuC+i0dhv62K8It71mNDGvkdi1t1/ObLMG7Z2ocyv4YIIw5pJTkHi4OTjPy40ekDaA0DtZ26UZiQ/95y8PI+dHbd/rsikmnCINydq4SR66RBtSMeAnBDpjZIpcf/slLHn0nbSIc0NCNHg57NTITaMsd3k467VqV+ENtMzMeTV441CIMLibigF8nDjjCAxevCeOardjS2RxlpBX0aKvM9mFDhw5hSD8aUepFHBa/oHHkSoLgtT08SeV9BPg/yY1AvDgqPTXfGTjNyKsVBL/KPECh/grKpaeZOJi0ybZFzXdXKNZ0+3Xbtaomg6LXXXnuxZVQGhScekkmLyIDMTJRLkgy8PSvfF/0+GbYYFcC0YT5jPMgEYXGCy8Qhfc9n4HEikX+XQROWmVB67J7lmD0uD2f+dS3eX5i6ye/rphiu+SaC/9vCcI7Ho6riioFUqVaEWCE3rnEY14ROcV2HjsqgxqxpttD4b4D2kI5bvs94D4MfADyDHEYum6cI48zw2/JMbZAqKizYyYMJaWgb5Hcgn4OeId9gYxg489sYVqWYxLzl+Dw8/ZuxGDsiYORfqJzZCU5u6TOxcGcMj33aihtfbcbSOutgz/drmFTpw3aj/Dh4Sh52H+dn1U9ZrkfE3JYPOP/5Ftz1mfOBUzIaF+T/396XgEdRZd+f6k5ICBACRFZBEFQWBdTRwV1xVwYdx91xF0VcRh2VUccFR8HdQQWRvwqi4qi4oqJsiiAoM6A/FWUTREB2QlgSEtJd/+9Uv5dUV2rrPZ2883319ZLuqu5O9zt177n3XD/gECGesVPj4Fk79YNk9FVQ/2AKi6mwI4880uitYDksK5PSAUYcJA1GICxDJpnwOoc7mdNifJ0zZ840dBtpn8I0HO3W3XBL/+Z4+pJiMZlILIQyELRNQcnHCD2jOl1jk7qKijjEY8xaSTKQq2HHrhD+MW49Rk+JFET4xWntgrjvwBxDF/Q9ZtbjdXM/ezfR0KmJjwR0DjBuSRWumpfUvgziduH4XWdR10mDGA/g8mTu8JbOGp4+0L+2sWQXwHLzZGgZjDIeXaHjzXW6bzuQ6Q91Rvd98iOEYRWurVGGk6gtr+cA23eEMWrWdjw6YztKmeayQZcWQZzbIx+DDm6M/YrFKZ0OXPbBdrz6o7umwVw8y27jBfsqZNqHRMLSWC6+iU7MY4qJNiFcnEkiJBMK0rKKKR1gREXiYPqJGwns6quvNgRxCVql8DV6eWxNuKwYlx5dWNPIZ17ozUQgjAeNM5YqHZu2h7CrUkdnOgZEaRlSHHcQ0WvdnwQS4fECGp6YtAl3vboBVV7doyZc0SWIm/fPMX4WtfQHP5VPFsGcPx86pBxYFIh4s9l2hWvGxa6Qjn5TKvDjtnCyy2wPFpd1FtlAGkcKy/TcZO2wKDdSSdWtqUOXOKJdbn9MUpTBlND8UuBvP4WNjIKfLu9JQzthwJHNYXgq2DbeuVRGOWkURAD49tcK3DF5G2Ysd678aJGv4dID83F7vwJ0bB7EGW9sw5QV7mdX1113HcaMGYNkgekd9lEwZcMzdi62tA7hSNZEwLQVpwCyikmSCPtFrOJ6ukFdhKk1r8qpqde3wckHFkQI3RpJEMzK5QZQWR7G/36rxBdLyjH1pzKUVep4/IJiHNejsfhiW8gmYL1uJgx5HLv74nzDfF5uAC9P2YKbxq5DWYQFPEEeHNEnBye2DRiaY9QOZRqp+gC1r9qBP482ojPcsc8qCLywuAqD5ydddqhzPlPZShoBMbVqYDJ3em1HDS/09ugS14AVuyICeKJaBt/Ebh24fpFuzOjwg+F/bYO7Lm5tKqt1Sj+59GG4VUcFgPLdYdz3WSmemrPTNczvVBjA0D8WYMy35fhhs/sZP20vOFsjVWD1FUmElUyMRGQlk9QF4oXUKWhUSF2ERELfKeoi6QTfC1+DV4/I/Fvb4rAueTUT5eTCLWw91pdU4Y3/7cLE+Tux8LeKyIJYGMSk69vi6B4Fps5xEwE4let6prBsnhcr8gL4YHYpLv/3GpT69NFpk69hzB9yjLk5sRvu2neUs3DuIEYbtaUw8DezqVzH4Z9W4Nfkdn/vFP1p/kzGMohsIA0I064ZyYw2WAQ04/AAjmzlHG3whOf7HTW/rUSPN3a1jud9it8XH9McE/7eEUHZe+GUbjIIg2krmxJax+gjWuvgm5swfxeGfFRqpC1iiert8MILL+Daa9PXl8S0FXURprEYjZBI2G3ONE+iYNQhdRFWafGSJMKO9lSBqTlWgnn1nXx7W1v07dRIzIsRix51grIwxszdiedmbcdv9LsRaNc8iMlD2uLQbvkipWVOR9mknOzKdK2k4EQcJJ940ld5AXw4uxQXPfkbylhS7gP9WgXwZN8cI7Uki8jis/OJPJH74FzyfahtRJXpRqoP7164ByMWJV0Ar1ODluoDafB1vp/saKN/K+DTwwP2TKQBq8sjW6JRBsPoZbuA6xaFfdmE9OiYhy+H74viZsFICyy/uLX0ChMZmBv6PPsuHFJcORreXliGKz8oxa4EZiSwFJb26LKiKFNgNzcXX5bCMqUlLdQT1UXYmMeyW2oOrNCiuE5dhPYnyQIrsJgyoyDuhqnXFOPkno0jpGFYlmv4YmkF7viwBP9bHZ1CbNUkgHcHtTZccGtrIA4RBeTib7nfjSjgg2C8kBfAuE+24LrRv2OPT43jxv2CuGrfoClNZcMa5psuLRi6SCX3LpLWIjIE0fDztjCOmFqJ0uROMawQk0u966zrALKFNGS0MTPZZcITemu4tFNtUZzRBaMMRhuJfkgs4Ru6RMeMLd5ftJyAhvfv7oQz+xXW6Bi2lVI+mvGiyMPU1OdUaZUDvPltGS77cHvcQ2QoKjNtRMG5LqGkpMRI+0hxnRbq1EUSHS1LsmDTIUmETYeMRti5znLieMHqKu7Pa3b6a+e3xCWHFxj/O/77Hp6xA8NnbMdui0kTp9C9cdle+Mvh7OkQjQlwiSSqK7GcUlUuhOOogZj+bn6+ExppeGrSJtz+8npfemJhLvDiH3LQpSn7NxzmXphvW8uozdGJ+Dl0aaIZHejVLyAAXPTVHvxnVdJNZycCuARZgmwiDb5WGvGcmcyddisAvj4ygFaNos8+1u/m0KXEowwSBsln8CJ/4vflJxRh/K17Rw9LMs+5cGrcsyUMh3SWbtMYKKOVoI77Z+zEg1/FZ5fBVA5LZtNV1hovKKJTF6EeQhJhOSwbB73O7v3oIhTXmV6S4jr1CU4JjOW18XleMzQe6N8M95/Z3KiGu/nDbXhlof3/7J6TCvHQwBaiqcFcmmtZ+P0QiTVCEX9yjVzMwnqtCMaBQHg7R8OQZ9fi+U/9leOe2jaAhw4M+jM2rG4CdI42CoKRSirD+TYAzFwXxmmzKt1tTGIH69ePFq0FWYFsIg2I1vqpyY427umq4aEeNdEG11FWTNGiPNEPiKmpfyzVMWOz9ze5Q6tcfP3Ivti7WMxDsBJBtWWIUxWVDzNCO8KxPJ8jXs9+pxSfroy9OuS8887DW2+9hWwDxXVWLTFKYjqL2ggjE2momAjatGljEAeJgCktius0Y3SbtcES3Llz57rud8ABeXj1/Ba45M1t+GSpfRl0/655+GTQXshjwt8s+Dq54PqJJKzPI6IiDGtjoYdeYpcGE/ftKAvhpHtXYv4y76YmLu5P9cnBMXtp0dVUViHO60ctPcj0iHVJcb5mnPCd+Hkl5mwKN1gtI1tJg1/Nj9nbk8yd0utt3hEB9GC5fhjYXgX8lNgJpwE2V38nogw/Zycv3dABV53WAqCNtFPznseC7/icWmQiHl/rOfxW6Fi0fg/6TdyOnTHmbp9++mnccsstyHZw4Zbiumw6lMOcEkXLli0NHaR///5GeTIJxIrrr7/es2y5XbMAeu2Vg+kOJdBs2Pxi0F44fN+8mtZpx+Y9eZ+XXuGkacRIQG4pKzN5NNLw3dJy9L93JUp2eqeFehZqGHNojqFJxD28SXArfw7NczX0aqnh+aUhDFmQdPG7TGgZ3yGLkG2kAeH++Fmyo43z2mp485DI1K5VZRHbkGQI4P/wqWWc0rcpPv7nPsixiyicSMKcenIrxTVHGJ5prJpy3Bum7sTo7yti6nvgAksfqPoINuYtWrTIsAdhFEBCoY1JIuI6bdKnT59uWKCY8frrr+Ovf/1rQq/35iOaYOTZRQDXOr/CtfW2Z4OfH+Kw00jMUYpDhCIJJT+AsZO34Lrn3ZsdJe7rGcTZ7QOi6S8xNAqyhUTDKbP2YD1r5pPfuHwlsgzZSBr8Gn1Et4pk7pSh7buHaBjYVsN32yIn+4l8ODzTWVgKDGGU4fFdywlqmH7fPjiuj8nqPNZqKDd9I6q6yqYCy46MNB0rtoTxhze3o8Rn6SPFbwrMZvvy+gw231EHoS5CEmE0QnE91omANGA8//zzo+6jHxetROK1Yi/M07BgcDG6sevb+H+6aBJO1iN25bieBCLujDVF5dRxLsimStdx6rBVmPmDd0Nnr0INYw+JWIxE9ffFWIariXXhvkUhTFmf9LRUGauFAfh37awjSIYzRrphFIqIMrWkgevqnYt1LN+ZnPHK/J3SKsRPduf0g5vg2F4FwlfKQhTVi3qN2Ztt+Wx1hZTpMdXEYY1ELPu1Eg4fXwXs20LDKR39B3THHXdcgyEMoqioyJiJPnjwYEyYMMEgTEYhr7zyitGnwr+xRNcLdkUDJGD6ZMWLAfvlo1srUbJttZ3h90huYct180lE9ffN9Bjrc63fJ/OIYbnxvlrPQ+2/19qfeHxV2DixevjC1oZLghd+2q5j/lY9Ukovf3/mS92/5c+MjWF8mnzCgDBjzTrCyFbSkH7zFJCSCnpMMZ2U6IfCtNSv5cC8bT5KbIMa7vhTq8iJlnk2hlMaqlb0YfmRmX2o+EaCEUvzmjM6eb/YDMdTM8lwq/G4OqdLrm8CHTBgABoyuPhT8OZEQjY4MlXHSrJ33nkHd9xxhyFuW9NQp556qqFt2NnHJ9LrcmXvfNPCK+bGG1s4+v9sXqztiMSJIOxIhLWu/FuVy3Pl8Y3XJI9vnmtv3r/ptVaE0K9HY1x1fJHne+c3+p21oRoHXCth+Nj409hUAYz+JZwUCyELaOk8AlmKbExPSbARgP7R0b/CBMH19NHuGk5spcWdE2X39/9b7c/6fOAfmuL9oR2hVTkI1W6ahAOx6GEdW3eFsGxTFX5YvwfLt1Rh7fYQdu/RjR9Sq3wNbZsE0LV5EL2LA+haGEARZ4wbEQZ/wDURB5/X/a1dnoI4F0M20LFSSMEZFNepi5BMWIZ77rnnOkYjrOJi9BbryNkOTQP4/pqWaCk7ms1is12pq9QbgqbKKjl7wmpRYn2en7JbX891EMnNKa6cAH7bWIlD7/4Vm3eEPNPDY/oG0bu5mPSnmfJTotgjavnTakcZjy0N4T+rUxJlDAXwGLIUdXmehhdWAngq2YzNr8jIX3Uc2ExDq1yTX79P8LvHru+pPkpsG+VouP3MVpHvay1B2px6siERawmtTCuxZHaPbnhJPfXVrlqNXlawErNDkwCOap+DM/bJxQkdgmjfNCDKj3UsKQl77oM44YQTXAmD1t+TJk0yzqDZBMcz8q5duxq3GxI4OIobIwwvsESXTX5+ZmuYcdBeOWiRp0VSU8YCzO+GycSv2qNKkEVIx+adISwrCWHjLh3rd4ZQXgV0KgpiYM98o+E0ehqgWSNxGO5kfnx1n4aMdK1EY/67+bnisZJIKsPo1KYRLuhXiFHTSlw/A5bIfrohjL7NhYFUtbihmy7s63BJGPO2hPHu2pQQxk902kEWI5tJgxglapx7JnOna3YDz6/Scd9+WsykwTOcr0t1/OJDvzyhV0HEOI5dumKRri14W6ujTJqGQ89FfkDHsBOa4dSujTBy7i5MXsqGJPs3wsBi1Y4wVi2pxMQllWhboOGszrm44oBc/LF1AC8u2eOrWeqiiy5y/Btna5xzzjlGL4REkyZNqse30hyQRJJoJ3V9A8e+Dho0KGbSOKJdEJr8LpkXaylucx3VgeUbqzB5WSU+/qUCP22qwoadYeMpRLumAbzyl6LIAiHvtBKEJAPzUCd5v/nSTFTVHdnGH0xlvqZJgzDd1i3HqApj8AnNMW5WKco8umXnbdVRuifSpGe8Bbe8iiAVBlubK4Anl/lrxo0DD3LmFrIY2ZyeMs8SfyPZ74VfnuH7azi5OLY0FUnjniU6PvURaUy8sT0uOlbYnjtWN7mU2ToRjHy80Elm/1qJJ+aV4cNlFTG9j2PbBTF/YxjbPVJTFGwpAjvNpWAKhnl9L88q9ivQmlwaA7KrmnOzrfO6GxJ27NhhECp9tPxi3ClNcEWffOG0aVqsxYyIr9ZWYdTC3QZZbLepjDu8fS4mnNMcB7TNjS7XtfWi8tOT4ZJysj7eTworR8MFz6zDW//lcE9n8FvzXJ8g/tgi0pwXBUlIlvuos/9rSRgfrEsJY8wQPWZJb/hIJ7I90iC4Gk0HcHIyd8oIg6Nhexdq4IRVP2fbJJo1PgVwDsA5rXeTGkNCu7Jax+5vDyIxp7B0Hcd0ysXR7Qsx8cfduH92GX4p9e4r4I9s+lp//QeMItwGGfmxFOGUPg5a4vbxx+zfBFq1amWMb2UVEomEMyZo0dGoET1fGgaaNWtmNEvG4hpczNSUFJTl4psL/LQhhGFzy/HusopofyYTzt4/D2P/VIi9mKJk+bfUO6wLbUBGFw7pJjjcLyOGqGFPlvut+zFHI0QQuPa4QryzYCdCDhE0wbc4Z0sY/VqYTzo0S3rKlJbSgE82hDE5NdVSFWwhyXbCqC+RBkS98+dcn5K94wGtNdzfLZKm8qIC5kIn/q7jiZXepHHb6S3x5OWtTWW2puopRzKw+kWZCceibZgbBOU+A8DakhD+NnMX3lmWnDGVXMAp2MpRpXag0+zAgQNjngNuN3mPOgiPRRLhJR1n0zl5LxOgHxYFcfpj+cGoYxtjyCGMNCKnhRVVwNPf7sZjC3ajxKVB7fzueRg/sNDoJK8RwGPop6gVSVi8puAQmVQThYejrrw/oBmpqUMeXIMl692/x/sWaBh3cAB5Qcvv15Kuora3thy49rsQNia1mL8aLwIYhHqA+kIaBD0XrkvFju/aV8P57TTjxMsr0vjbT7pnpJGXo+GreztF5hrwlL5WFBH2Jg0vx1vbv0XO6DhS85FvynH/N7ur09XxgvPAP/roI88UEtMrFMLZBEcjPnZSJwrOtOjQoYPRVS11ke7duxv31TdMmzYNZ5xxhjF33AusjvvojAL065SL5VvCuOnLMny6yv15Z3drhFcHNENTnm7LiitZSWW7iJtEbieiiMn80AchmW83CuDmVzfh2Znu8gC5amzvAPqyisrhuy4PO3RRGLN8uDfEgTXixNbdtjhLUJ9IY28AdHhL+pi1pjnAMz0C6FMYWeOdvpybKoG/fhfGNo/f9XHdG2PGXXLAkst0PafrTpqGnY+U3fMN6Pj3gt24fe7umMV+CRruvffeezjrrLNiet7mzZuNTmpGKOyi5hn06tWr4+5+NoMVXHTaJYGQSJjSYrVSXXfd9YMrr7wS48fTecIb+xcFcFufPAxfUIHfdrqf7RzaOoip5xaiZQGnGDks5l4RgNXJ1vExNsRg3HYhHru55bkBTP+xDKc8s87TY+rWfQO4bG/NmJwZFWWI2/lBYMIaHU//khrlG8AVAF5BPUF9Ig3iYtH0l/T3RQv10b0Cxnxxu0WWqalpW3QMXey9Ao+9sg0GnUQB3GRRXkuP8EEgsfpTWauxNOChb3bj3v/FF4/zDJ+pp0QHENF2Y9myZYaXEyMRiuqMRrxmZPsBq7RIInIOOEmE0Qi1gmzs8WCDIN14k4XWjTXMOKcpDmydA4Tt7EAcooFAnAThSCxW/cNOIDelueiAWxHGISN+x/JN7n0sp7fW8K8DGGnIHdV4i/B3+802HbctCqM86WMyDNDy6GzRK18vUN9IQxOVVKyoSjpOLdbw4P5a9RpvBr98D/+i45317qTRLD+Ab4d1Qtc2udEieJRflCVFZU09+ZkB7vN6VVjH+dPK8Z5H+sIOzz77LG688UYkGzQA/P333w0SYSTCiITpLS6ayUppkTzkCFeSCGeDZwMmT55sFB74SVP5wfPHNcbgg2WllbjTj0+Ua5ThZWZofqz8m00ayunY8v5GAVw2bhNene9uSb1vAfBK38gUvhovKg05mo71FcCQH8LGhM4UYBuAI7Nh7ndDJg2CPtPzWGqeip3f2lnDpR2iy3D5IfL25d+HDfsQNxzVLR9f3rV3pPjEK91Uy1vKgSDMBBKV8nKZGS6vQ8fykjAOm1yObR7zwa1ltjTqS1dfBVNaS5cuNbydGN2wozoec0CnlBYFdZnSYlTCOeB1tfHw9ttvx5NPPpnwfk5on4PP/tTEmOwXSdn46NaGk026lx7hEGnI/Vn3YT2Gcd2is+RpeHbGdtz8jvvMkyZBYHzfADo3rqmC5O55/c6fdXy1NSU6BnEngMdRz1AfSm6tYOx+D4CXU7HzMb/pOKAJcHhRDXGw8oLzN9gU6IWTexUgQHMqpqZshyO5TOGzjSpMz5e2D3bP0Z331a25hkv3DeLZxf7PXhlhpLMRr7i42NiYYpLT7Viey1QWSYRkQp0knpTWhg0bjO3LL780bjN1xSotNh6yx+S005I6viVhDBs2zBgWNWMGy/7jA9fe2w/MRS7PXgyHTlPXt2Zt5LO45FY33JkXftOOqyMWl/2ZScH8ouRlTQbJtIl9iIIO7Amgb7tcY1duBR0cpvZrGdC1oIY0WCD2/K8pJYx5bBNBPUR9jDTkV/gdkUtMOvZpDIzpFUBxo8iXkF5TL67RMWqV+xeQX+5Zd3bA0Qc0jijqbkOUnOZjuEUOUWkuJyKy7I+3Azr+uz6Mo6bu9jUsir0SCxYsMIYJ1RWwz4MVWRyURF2EUZAcmsSBSvGCVWE0H7zmmmtQl8D54bQioY9VPDi4ZQBz/1SAfOO00VIa60fQNq7aeFU5VlN5NPXZRRTm12P3mgLAxp1hHPTEemz0GNB0TUcNN+wTqYDk73XKJuDepeG4i0A8wHzDiYI46h3qY6RBcOm7XUzFSqqhIbGqPKJfjDggIqRx/V+43fvb16U4F306NBLzv62T82wWc9/T+ezIxRyBWIikFjnx96cbJcN+rPGGDBniShjUJLhws5uZZ+xMZVFLSCW4uJPMuEm3Xaa0qIWQ4KiL0FCRc8FjMQAkGY0ePRqXX355yt4DSY3HqaysRHl5ubFJzYL3S9KjrQhTZqwEY0qNFuysXCOBxIpT2weRnyPta2AfRUCSgClKkE19RqQQ+e5sLYuMAGgjPcuiohBTFCMXfflcawRSfd3kW2W2IJH7kqQVBooba+jROseTNH7fHXlrnKbJrMATK1JGGMSj9ZUw6jNpEL8AuFf0byQdc0p0PLUyMl+8VIS/Xji6Wz6asazR6M1w0CTseizsIgaCuWgZGVgLQ8T0vVr7qW4gNB0HOh7/qcpwM/ECSeDqq692/DsXPJ6Vv/HGG8Zix1QPF3J2dXOiH3UDkkg6qpeYzjr22GON7dZbbzVIjJVHJBGpjaxYscJXSiveaIWLPueMk8CYTuMCv3HjRqPRkSkxXpaWlhoNfNRnSBzcJFnI4/KSkxFJXHLjZxjv1MCj9xJJfZnqqT6TNy/cPLAgCJKFBpSU6fjvpjAWbA5heWkYi7eFUFYFjDuxCdoUmBxkazXxme6PIgLz460eVJbnyajGIKYICQXyNHRrmYNZK9wrALfu4WepYUMFcN/SMLbGZhwcC2Zls4NtQycN4iUAZyV7yp/Eext07J0PHNNSwxYfX8KTuzd20B1spvDBpWpKB9ZvD2H6r5XYVh7G5rIwNpbp2LY7jIKghuaNgMJcDYW5QDueiRUF0LWJhqa5gmjk0BtRdvvRb2FMWu1v8Rk6dKhrlDF16lRMnDix+jYXap7hcxs3bpxxtkzioa/UUUcdZegGvXr1MixDUg0usjwuN0YOXHAppjPFw0hEprS4mMvFmgv1DTfc4Gldwh4TkgFJiWkylhAvWbLEuE6i4D5JBnUFczeGcWYHWQZoc6ZPiDks63aEMWdjGJ+srsKX60JYsaMmh8no9O1TC9C3dcBSgeWxRT1GRB4GMZkFcHMqS7wmU/WTcV8I2LvQ25ts2x6gZA/wr+VhX2aicWIr5T6Rnqq3qO+kwRj/JsH+KWkTfmG1jh857c9DC2AX+IHtaGIVdkkxmVNW7npHQa6GxZurMPzrck97k8ZBGO61BxYF0LdlAKe1C+IPLTQ0ygF2lodx9//t8RWqc4H3mlu9bt06178z7cLFlBtNDNkgSFNC9nywBJZCN0mEDripBgmBBMaNNicEz/xlSosRAqOUU045xfb5jFCod9D2nSI8H8+oIRENJV0YvqjKWHMf7JODgLROJzSxKmjAz1t1jF5chbdXVWFDee33xADkhWPy8ed96VUibdj9kARvWEfQWgV2czrL9PzqKEVchoCOhcL+3AWb90RSyvMSb/1xw10AfkQ9R30Vwq2gIP5WxLYtM+jYIgc/3NMBzfNNZnJu/Re1mvhsSnADOuau2oPbvijDN+v9Vz7x7JBC6IWdAli9S8fIpSFfmgEX+bPPdq8tIBkwgtiyZQviBaMONuTJdNbBBx9skEhd6uomQfCzmD17NrIZQ7oF8dQhOciTgnNAw/clYYxaFsKbq0IodSnDfuiQRrjnsDyRLrLp4rYK53YiumPZrkVEd3perobPluzGaa+5z9dIA94GcKEpYVxv0VBIg3hETMzKCJiamnpjm+i5y14d3dayWruoRAN2lIcxfP5uPPmtv+qnuF7/ySdjypQpxtm5F7iQPvHEE8bZejwirZ1R4X777WeQByMRRjy8ncmu7hEjRuDuu+9GfcCFHQN46bBchDRg2I9VeOGXMHZ62Dpf1CUHrx2fX61p21ZCWUnEWkFVTQZ+bNQdutKDASxcW4kjxpWgMoXKto8y/6OFx1S9R0MijQIA9Nw+PhMHv/3E5nj8Ly2Eq61LlZSTBYjRtGfX6Me9R8jjzcWVGDKrHFttZiQkAtqEfP7558aZfyxgjp8NeaykovDMngp2dSea26cIzOY7kgg7utmQx65u6/ztVILlrtRv6gv67xXAzpCO+T76Fro20zDn1HxjZLAtYVQThUPkUCuqsFx3IwnrY4PAyq0hHPryVlcH3xRiD4C/sFkfDQT1XdMwg/IXhxKwg6ttug/em3qGr7Jah1Gv1ffb9VxEbEcu2C/XEOYvmL4ba8uSF3IMHjw4ZsIgOAObG/2SCFYIMX1F8iCRsEGNt2M1KmTJLKueuJl1EWohfJ0kEordJJZUDXCKdW53rODr5vuyK81NBWZu8rdfvqKHDspFW56CUZ+rXsRl1ZO5CdAqbNvoGE76RtR9surKsg/BWDTmNUbSeqp7KctgTEYDQkOKNCTOE/5U3nmWJIHf5//d1hYHdxQ9GnZE4UgmlsikOuJwGAkbAOasqcKfZ+zG5iScebE8lqWpqTiLZ4kpIw+63DISYQUTIxOWpyYKVngxhSUHOPGSkwGTpYtQOKcPVKxaDV8XS4HZZ0Gi4yXvZ6qN5orcmjZtavRjSOKQGyM0Eqzctm/fbgj3bGDkxlQgPbv4+bFqLRU4vnUAU49nJ7lp6YiKAGw8paI6wJ08plzmcJijF2tkEtSwcVcYfcZvw/pdaZcTPhJRRt0pi0sDGiJpEE8DuCVdB9u7eRDf/b0dWjGcrxbBLeJ2rUopp/tNJGEmD/P+AsB/lu7BJXMqXO0V/GDChAm49FKOYU8PWKJKh1tGIjQrpGkhK7ISPcMmWZBEaFRIoZ4DnBJxu7344ouNXhQ7NG/e3KgGo3jPuec8DntVaIpIkkiloE+y4OdFAmEjI4ntww8/TNr+3+6Xg3P34dBtcYfTvIvqyidBGlZTwqjnOnhR2Wkd1mMGNGzdraP3K9uw1sMCPslYyqxefZmREQsaKmk0AfCpEK9SjiP2ycOcG1sj4Djn24YkpOmgdeaGo+WIZV/QcfnsCkxYGb8jMz2XuOiwtyKTVUosgWUPBYmERoVskks0PcS+i/bt2xu6CDUR6XbLRd0P2OdBQnWae/Hiiy/Widnm/Jz+/ve/G47EiaJTYw3f9s9By7wYBy+5EUH1bTPJ+Iw4jPuB7ZXAQa+W4jdT/0iKsQPAmaz5QANEQ9I0zNhFOxoxW5zDm1KKts2CCARFEOvlWmvWLawahrxtq2/UJo07u+dg0m8hlMXBG0yTDB8+PKOEQTCdQ02EG2dlUxehliEt01mhxTPqWNMxTPWwsY8bB0kRJBEaFD788MNGisgNNEx0QlFRUZ0gDFk0MHLkSENb4v+THfvxgkPIWubyJEZGDxZtggu7qOirTkvJ61H9FWKH1g5wWx1E3m+OREzXdQ250Ku5Jk24q6ESRkMmDWKJmKj1PofzpfJA28pD2FOpI9duNKuVQByvO0UpZiKJjj56NNdwQusAPl4X+xkYXWx5Fu4XXLRJNKleLLmYM/XDjXYmPJPmws8IRLrdMr0Vjy5CPeCZZ54xNId776UDTXykwRLhugTqIUwxvv3220a6L17sXxDtJFDLtdZoarRxtXUSvO0EcOvjqyMPsx9V9OP4u2LvURpdJkajAaMhkwYxQ3SM84uQstXu818qcPN7JXhuYFFEfY/SJUxRhRdhyHSV0+wNuQ9BHly/jy3W8LF7k3YtsLHuzjs5CsAbtMtgBED7DZ7NMs1zzDHHGN3dzOmnmkR4Jk2tghujBLn4M6X1zTffGNEICYX3+dVF2OHtRhrcT0mJczOZV5SSTpA8mZp6/vnnDdE8ETQzVguRLrUu8NLrzJYITAu+NDysjk5k0ZMgCCuZmCMM+XgSl/H8AJCjY9HmEDbbdKynALMA3JapMq26goZOGgSHLncTMzhShjHf7EJVlY5nBhSicbWRoDX15HTdKaowN/8JE8Tq+yPX928S2ykYF/lHHnnEl+05z/LpyzRt2rRqEZvaAxcpisE9e/asJhEKz5zVnY60DdNM3E466aRqXYSlvUxpSV2EKS6nfhFGMW6gVQh7UJzA95lpsLqKmgubLJm+SwbeWqfjgnYauheaTnaqdQnx/XQ0HTSbDZo0C/M+oiIYiw9WdTrKpIXk6li0MYQLppW7dq4nCYspZQHYjgaOhiqE25Hnq8IGIKU4t2c+XhxYiOb0aK6KtYrKSUS30TR4NhYAPl8XQv+v/IsaV111FV56iYGXN1ilQ2Lw4xLLPD/7KNjRTT8nOR0vE6AuQjGdpb5MaTEi4W2SCF/byy+/7Dr+lYswicWuv4SpoDlz5lQPi0o3GAV98MEHhn5BAk82OjUGXumj4fjiiO9TFPxURZkvzRVRUZ3hXp3jbMwAvtscxl9m7I4yUEwRGKJxEtfCVB8oG6BIowZFou6aMzhSipO6NMJrZxVG5g8YszVsLNIdHW5NpOCmhxjpAh1jl4dx3f+FfPdk8EzcbwURF00K1GzWixXUDXr06GFEIVxgqZ8wOsgEaKJId1qSBtNcXuI/F2UnDy5GWBTnaYKYbnz11VcGWXzyyScpPQ7TVM/11HBZR9FwpzutKhbPqFr+US4DltyqsXKAbzaGcf4XFfhtV8ojDM7jvABA8uqWsxyKNKKxL4Bp4jKl+GO7HLx+ViG6tuB8DbsqKkv6qTr6ME/8c9FAdGDFDh3Hf1WF1T4KZugpNWnSJE9DQitmzZpldIwvXszoPX6wwY09FDKdddBBB7me7dfVGd2cNc4IJp1iOPWbxx57zOgbicWihVFRvI68DBbu7qrh/v00cHqxa5bfiRTc+i/sCIWkk6NhyuowrphXiY2ptw3RheY5KtUHyiYo0qiNo0TEwcgjpejeMoi3BjbDQXsFTRGHy9Q+O6sRh9RVeZWOgV+HMH2zvx/WoEGDMHbs2LjeB9NTrFrijG05IS9R0ZXd0rQCYbqIkQhJhEJ7psH0D6Mrvk+npr/XX389La9FVnuNGTPG0Fli+WyZGmRElGjT5MXtNTzXS0MLjhvxsyvHCMNH41+OhvG/hHDjgj3Y5d/UORE8DsBfRUgDgiINe7AMh51bjVN9oE7NAph4RlMc1SGnZqJfyE7XsEz7c7IREVPN7v4xjBHLw76rpehMm6xFmYsZSzu5T6ZMWFmViFW6XOiog3DBZkc3SYQprnSDIjqjIad+B1YpMfJKJUgQ1F3+/e9/G8UHfkFrEhYkcGNkOGMGiwcTx5EtgHG9A9ifzfWx9ARFRRk2kYapJ0MPaHhkcQj3/hhK5ZhWMyaKkvzUmoxlIRRpOOMyAC+mYwYH5xy/0L8A53TNjY44rLYhTtqFOfrQdLy/OozzF4Z92aQzf88c/RlnnJGy90cSkSaFjEbYR5EoiTB1xcWPndnnnUc7sfTggQcewLBhwxzLfxlxMc2WClRUVBgpRKaiYu236NKlizGbhB5iTEvRtTiRng0rOjcGXuqtoT/HyMZrQhDVEV6TkmL29rYfwhi1Im0d39QvLmHNRLoOmE1QpOGO6wE8mw5zw0ZBYNhh+bizb6NIKbu5sso6I7xWJCKuazqWbdfRf24Iayjf+cDf/vY344w1naDozDN2Eggrl5jOiiW9YgYXwFdeeSUt/lg0CKTlCMt37UCHXb4nr9Gw8ZAFu9bZ2c1qr1hAYZ6vmdEky5054paX77//vmEWmUw0DQLP9NRwZScHgTzWVSmoYUslMPj7MCatS1trxAyRaUjtjL8shurTcMfzYg7HE6k+UGUIuOvr3fh5Swgjj8hDEf19mLe1G/taazws96Ab8wQu/9Y/YVAreOihh5Bu0G2WG51iuYhJp1uWqjKdxdSJXxKhkPvaa6+lhTTYUe1EGMQ555yTVMJgCuzdd981dAtGMLGAhQ0sh6a7L00ZWSHGz5okS3fhVLjg7gwBV/+gGzO4H9jfh0DuBD4nCHy/Tcc13+v4b2naCIOMfLEiDHco0vAGy2TY4vtAOg42YdkeLCsNY/wxedi/uWh4chLCTUTC0QY3fB/GvBL/1UoUvjPdvczFTZLIn//8Z0OYpS0ISUQK67RL51m+E9IxwY+2ITzTdwI/x7POOispx+KizjkhPB4bEmMFS6apu1DsJqmSMCRIGiQjNxuURMCvJWdxryiHIZC39CuQV7/AyPbu7zpuWKRjfQXShe8AnM/ZYWk7YpZCkYY/DBOieFrGxc7bGMJJU8ox9og8nLY37dQ9Zm9oOu5fHMYbv/s7I2N6gikpNtvVNfC1sV+EG21BuODJRjyZzmIkIhc9CuR0cU01nnvuOSON5oTTTz/dKLdNBOx7YTTDyILvN1YUFhYaegr7XxjxMLKw+3xZ2WYmklSA38Vfy3SM6xPAAX4FctHv+sgyHQ/+oqdsdLENlgjCWJ22I2YxlKYR22c1UtRtpwWNg8DwPrm45QDOLxBahlXHCOgYtzKMa37Qfc/OuOmmm4yFKRshDQoprDPFcvzxx6e8kY6RDs/caUdiBy7QX3zxhfGYeMnizTffNOxX4mmU5DhedqjzJIARD8nCqf+ChQ8Uwd0IMJnYhwL5QRpObO0hkAeATRXATYt0vJk+/YJYAeBPbHdJ50GzGYo0YkOu0DmuTudBr+4SxCO9gyhmqF8VLXxPW6/jLwvD2OHzxJEL22effZaWlE59AEVops2mTJni+BhqMxSWreNZ/diZkCwYxXD0baxgtRajCpYit2jRwpUsJPh36iQbNmxAutAsCIx0E8iDwPytwJAfw1iQXmenpWLy3o9pPWqWQ6WnYgNrtodwLRGXacFLK0OYvyWMZ/sEcdxeNcZuczfruOQ7/4TBVA51DEUY/jFixAhXwuBZ/t133x0TYVDkZxqKZMEqsljBFBOjK5Ycs7fGqlu4PY/H9uMVlkzsEAL5sjLgQbNArkXOf55doeOBpTq2padhT2KRIAznygYFWyjSiB2VIkXFpPod6TroD9t1nD63CvfsF8Bd3TQsKtVx4cIwNvl0jeCIUU6TY5e1gj9QjCZpuOHaa681Sm39gNoMrT5YIsyUVzyguH3ooYcaTrokKjvdwo002B/D6CndIEeMoEBeBozqpaFVY2DNTuC2xTreTm86ivhOEAZTUwoxQqWnEsM/ATyY7s/xpFbA6t3AkhgKYKhhUMtQ8AeK7qyGcjsrZ8Mc+ya8OulZLssObpJQPMOhZJRIU0cekxVnfshCRj+85MZ0FrvA44lukomjWgCXd9Tw2HIdy2sbBaca/xN9GKvSfuR6AhVpJIaHRNfo4+n8LKfH2EzNBj5FGP5BS3F6SLkRBhfgp556ypEwWNbKOSNMB/IyFiNBCS70HTp0MCxTWJJMwV32W9g9Vl6aN3kfowwWEcRiO5IqfFXCLSNzjOaKKqm1mTh4fYEijcTBdmp2Sj3HLBDqGAYMGIBHH3000y8ja8AGwwsvvBBr17qvKyzztXMEpmXKW2+9hfHjx8d9Rs9IonPnzkYqkaTBiicShdQtrARhvm5HGNy4D762dOsZdQjThTWI6sNIEIo0koOXBHHQq6rOqMzMfXOgEo3qFLzBORRXXHGFp0MvJwLed999UfexhJUpKBIGF+d4wOiF/SmMLJiO4mLPZkfZyc1owSuicPo7981phfFaoWc5OGDtRjV1LzlQpJE8vCVSVXTHbZXpF9O9e3ejnLMu2IlnA1jJNHToUNtpfGbw7J+2JayaYp8I+zN4m4TDEtp4wCIFekOxz0IaCsoUFKMOa5pJXpf3m0fo2kUc3JgeS9bY1ywDLYDuVm61yYMSwpOPfmLueGLtwQmA+e+PPvpIVUr5ABd+kgUtzb3AhZ09DlyA//Of/xjuwG5eVF5g6TPJnR5R7LMgZCTgFkm43W/3OKamli1bhldffbUhRRokiX8AeCrTL6S+QZFGatBZpKpOTPeBGVl8+OGHvstAGzLo63TzzTf7co5lZMEmP6auGF1QVI4HjByoU5AsWAnFDm4u5HIxd4skYr1PbjwmS33T1QVeB1AqHKrfyPQLqY9QpJE6NBNmh4PSdcCWLVsaZZ201lBwNwRkOooOv37ddP2Wubr5QnH+OP2paCjIs39JFm5RQqJRB4+zfv16jBo1Kq4KrizEajE8aWamX0h9hdI0UgcK49cCWAZgeKo/ay5ETJkowvDuv2AHNy3YY0E8hEGiYTMe009OUYWbmB1LNOFEGiyCoPlhAyEMzuC9CkBiA+sVXKFII/VgD8dKAGNSJZBzih0jjHgN8xoC2J/w+OOPG13xjDRSCQ4+ov5BXygZVchZ3OYqKL9kEW8kQtKipXw8vlZZiHEAblOzMFIPRRrpwSSuW+KL3TOZO+7UqZMxAvSwww5L5m7rDehMO2bMGCM9E28prB8UFBQY/wuSBXssKHKbowprFVQiZOA3TcUoY9asWXFPRcwS0BPlHpEKVkgDFGmkDxy9dpqIOJIykJtpD6akWNevUJssJk6caNinsHIoVUTB9BOJghVrjDAYJTCqkFqFOaogrIu736jC67ZdlFFSUmKI9vVcvxjMFptMv5CGBEUa6f+SnyOGOd2VSAc5G/folMpcuUIN1q1bZxgCstEuFWTRpEkTgygoajOiMBMFQbLggk24EYP1ttt9dtqG13NpOTJz5sz63AE+G8A1wt5cIY1QpJGZcJomh98AeBbAfrHu4PDDDzc0DDqdKkTAvD0jC25eFiCxguW2TD2x8kkSBYlBRhTm9JNfjcJ6O55owuk+aijUcGiJUg/BD3yUSEmpDu8MQJFG5vAZgOOFd9V5sUQYDZkwuEgzR8/pfbQa56S72bNnG7PEk2X5zUWeM9TZT8FIjpEFm+94P48vycIu9eQn3eT191giESfSmDx5csoF/wxgrRC76b6gkCEo0sgsqMxeQJ88AI96pas40rMhEQYrf2glTs+k77//3pgN/vPPPxtkwbkQyVwUKVyzCk2SRHFxsaFZcBE2RxQkBWv1U7IF7liIxUpSFL9ZVhzP2Ng6jo8B3AJgeaZfSEOHIo3Mg6sRy1t0L9GbhEHBNdvBBZgd1YwMKFhTh2BlE9NKq1atMqII3iZh8G/xejq5gTl/lsMy7USioEEgiUOmncyv1axR+IkMrH9zS1P50S2c/m42MCRoSsjPi93f5veQ5eDUmIdFdVSDaDap61CkkXlcDmAs1zGnB1B0ZVltt27dUNfAxYmzI+w2irC03ZAbowOSBKt6uPE2U027du3yNa40EfAMnCkmRhPUJRit8TbJg5DlsTLtRNSFaMKNpMzgfSRiWrLzs60noLf8zezJzPQLUaiBIo3M4gJRgutIGDwLpkkeG8VSAS7WPOPnxnQPU0JcdLjg8zoN/Ximz+ty40IvL7ngkyD4XLnxdqpJwA3M6bP7mpEEIwhqE3SPpZUHycNcFmvVJswLNOFWMptoaikWcrAjCjNIfqymy/RUviSBxl7Pi4KRGEeOKaQaijQyB84oftlNx2DqhCmpeN1qeeZJAmCah9vGjRuxevVqY2P6h4u+eSNB0G6Cz0vEZyndoPZA4ZpRRPv27Q2yoA8Xq57MHk8SZqJI5qKfjPJaL3JwIgxOG3z//fdRD7BQuNNOy/QLUbCHIo3MYKDoDi9wegAXP6akOBfaDVzcmeZhLps23RSKly9fbhADjeokGTAiyHZwcSQRMK1EoZobIwkSBvUI5vS56JpJwtxk56VDuD0mnl4Jr32aLxP5TPg/p7V7lvtLlQvdgvMv6nULe7ZDkUb6cZoY1NTMzd6cEYbVGoQEwIY1DtNZunQpFi1aZIjGrMlnFJFN0YETuPBzIwkUFRUZEQPJgcTA2zLFxAiCArUsgTXD6czda9GWC7wXQdjd9hNhpOKzYuEAHXuZLsxizBHRRWwukgoZgbJGTy/6A3ibLuZOD2C5J0eG9uvXz1gQeBbJeQ8LFiwwyk4ZPWT5GaUtSAQkCG6MJNh5zfu4MJphTjNZF2eSCM+8ufF5vCS5SIIxX1o3s3ZhLqs1T8WzgxcppQp8fxs2bMBjjz2GNWvWIEtRIgw9/y0iDYUsgCKN9OFYYVy4l9MDuNBcdNFFRk6e3byMKFht1BAgF9xkl4pyn5Is5Ga+La/LCIdERY2EpGW+ZFqMG6/LzUxQ5tQYIS/NgnuypuZJwhg5cmS2jnANiwFJLKX9OdMvRiE2KNJI3whYqpRtMv1CFOKHjGYkyZBQuLFSi5dMqdFihCk0XvK2fAw3PofPlVGMJJJYiIUkxdTk6NGjU+ram0LMFVVRdERQyEIo0kg9DgHwAYCG0catEAVGLjJCIZmYU3AkFuo0Mh2Xn59vbOaUmCQUXpJ05s+fj7Fjx2ajhrFKiNwcg1zv/E0aEhRppBZ9RITBmeEKCrYwC/8kEvaUyI33yfvpsfXaa69lm6bFdv6XhHaRXCdJhYxAkUbqwG68yQC6pvAYXD020hFc5IZ/EnYknJGcmm5AhbSCUQcjFUYgLK3OIuwWxoJP04Q40y9GIXlQpJEaNAcwg6a0SSYInqn9AGCBsFhgyM/Smc2Wx7YAcCWAG9lUnsTXoKDgBVoBvCd6Lmj/r6Cg4AOXiDP+RLZtghzoS3W10EYKY3wdbQE8AGBDEl6P2tTmtrFJ6EMAx6ToN6WgUK/xzzh+dOyCnQXgIQADRIQQsVdNHJ3FmZ8iD7Ule2NkMRXAKUn6riooNEic6fMHtxLAROF02y0N6cJ9xMSzZXVgsVFbdm/0pXlTDBJTUFBIEI1E85LdD22+aGrq79YZngbNhWL513Vg8VFbdm1bxbjVvhn67ipkGEoITx0KhBZxIoAyALPFxiqnumISlSe8sAYDOEl5kSm44FcArwIYD2BFpl+MgoJC5nGUWBC21YGzWbXVjS0kOrivp49mpr+gCnUDKtJQsGJ/AOeKeR/0ZVffkYaHDaLH6DXhPJu5iVoKdQ5qQVBwS10dKaYLspqrQ6ZfkELKTQTZV/G6sL3JWutchdRCkYaCHzA1cTqAi0QdvuPwKIWsw0pRMssqvnli1KqCgiMUaSjECs6ePUekrw5S36GsxCoxTvV9kX6ijqWg4AvqB68QLxqLLvWTRAVWbxWB1GmsF0TxLoAvRemsgkLMUKShkAzQy7u7KC9mGutwAK0y/aIaOKpEE+dsQRZzBHEoKCQERRoKqcDeooT3DDGxUFnDpweMHr4VJPGFMLdkj5CCQtKgSEMh1WgpuodJIoeJ6+2T6KvVkLFDNNr9V7gqs6fit0y/KIX6DUUaCulGEYCeQg85Ugyq6iasVxTcsVk4CswXFjDSHj+rpjIpZDcUaShkGk2EkSJnj/xRRCMdhSbSqIGnmqhBLBJDjOaL6xy4paCQMSjSUKiL38lWgki49RJTCDsLu/iW9YxMKsT0RYrWS0X0sFh4PXHoluqbUKhTUKShkC3IEamtDsLqZD9x2UE0HzYTQ6q45aLugP5NJSJy2CDIYKXQHth1vVpED3yMgkKdhyINhfpS8lsoLN+bi2ikndjaC1IpFqmwPJutkRDm5RYQW0jYa5i3kDj73yMqk7aJrURsW8S22bLxPlXJpJD1UKSh0JAgycBMDJIoGJ3kCwLJE/dJcqg0Xa+yEEhlHbK6V1BQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUEDdxf8HZG+qO6dnu2gAAAAASUVORK5CYII=" }, "annotations": [] } @@ -787,5 +787,6 @@ } ], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file diff --git a/tests/data/groundtruth/docling_v2/word_tables.docx.json b/tests/data/groundtruth/docling_v2/word_tables.docx.json index 2b2d04cc..6b30c8cc 100644 --- a/tests/data/groundtruth/docling_v2/word_tables.docx.json +++ b/tests/data/groundtruth/docling_v2/word_tables.docx.json @@ -1,6 +1,6 @@ { "schema_name": "DoclingDocument", - "version": "1.1.0", + "version": "1.2.0", "name": "word_tables", "origin": { "mimetype": "application/vnd.openxmlformats-officedocument.wordprocessingml.document", @@ -2372,5 +2372,6 @@ } ], "key_value_items": [], + "form_items": [], "pages": {} } \ No newline at end of file