{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:13.285927Z", "iopub.status.busy": "2026-06-23T19:33:13.285738Z", "iopub.status.idle": "2026-06-23T19:33:13.289055Z", "shell.execute_reply": "2026-06-23T19:33:13.288662Z" }, "tags": [ "remove-cell" ] }, "outputs": [], "source": [ "# This cell does not render in the docs because it has a `remove-cell` tag.\n", "import warnings\n", "\n", "warnings.filterwarnings(\"ignore\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# A chemical map of British Bronze Age axes\n", "\n", "## The Bronze Age in Britain\n", "\n", "Around 2400 BC, metal tools began to appear across the British Isles. Over the next millennium and a half, communities learned to mine copper, to alloy it with tin into the harder, tougher material we call bronze, and to cast that bronze into tools, weapons, and ornaments. This stretch of time, roughly 2400 to 800 BC, is the British Bronze Age. It draws to a close when ironworking takes over.\n", "\n", "Of everything Bronze Age people made, the axe is the most abundant and the most telling. It was the everyday workhorse, used to fell trees, shape timber, and clear ground. But it was also a thing of value: hoarded, exchanged, and sometimes placed deliberately in rivers and bogs. Because axes were made continuously for 1,500 years and their shapes drifted steadily over that time, archaeologists treat them as a kind of clock, where the form of an axe is a rough guide to when it was made.\n", "\n", "Here we ask a simple question. Each axe has a chemical composition, the proportions of metals it contains. If we let UMAP arrange the axes by that composition alone, will the arrangement rediscover the history we already know? And might it show us something we would otherwise miss?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## How an axe changed over 15 centuries\n", "\n", "The axe did not stay still. The earliest smiths cast a flat or lightly flanged wedge of metal and lashed it to a wooden handle, or haft; the flanges were just low ridges raised along the edges. Over time they raised those flanges higher and added a transverse stop-ridge to keep the haft from splitting, producing the palstave of the middle centuries. Later still they cast a hollow socket directly into the head so the haft could slot inside, giving the socketed axe of the final Bronze Age. The three finds below sketch that journey from left to right, lining up with the three broad ages that organize everything to come: Early, Middle, and Late.\n", "\n", "
\n", "
\n", " \n", "
Early Bronze Age flanged axe
PAS / British Museum, CC BY-SA 4.0
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Middle Bronze Age palstave
PAS / British Museum, CC BY-SA 2.0
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Late Bronze Age socketed axe
F. Fabianski, public domain
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\n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The dataset\n", "\n", "The data come from a remarkable resource, a catalog of British Bronze Age axes assembled by Bevan and colleagues and published through the Archaeology Data Service ([Bevan et al., 2024](https://doi.org/10.5284/1122315)). It gathers more than a century of museum study and metal-detector finds into one place, and, crucially, it pairs each axe with a laboratory measurement of its composition — how much copper, tin, lead, arsenic, and a dozen other elements it contains." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:13.290694Z", "iopub.status.busy": "2026-06-23T19:33:13.290620Z", "iopub.status.idle": "2026-06-23T19:33:13.293116Z", "shell.execute_reply": "2026-06-23T19:33:13.292691Z" }, "tags": [ "hide-input" ] }, "outputs": [], "source": [ "import urllib.request\n", "import zipfile\n", "from pathlib import Path\n", "\n", "# The catalogue tables and photographs were repackaged into a single archive for\n", "# this example, hosted at the URL below. The archive's provenance/SOURCES.md\n", "# records the credits and licences for everything inside it.\n", "BUNDLE_URL = \"https://raw.githubusercontent.com/Arcadia-Science/glass-box-umap/main/docs/examples/bronze_axes_bundle.zip\"\n", "\n", "\n", "def _download_axes_bundle() -> Path:\n", " bundle_dir = Path(\"bronze_axes_bundle\")\n", " if not bundle_dir.exists():\n", " archive = Path(\"bronze_axes_bundle.zip\")\n", " if not archive.exists():\n", " urllib.request.urlretrieve(BUNDLE_URL, archive)\n", " with zipfile.ZipFile(archive) as zf:\n", " zf.extractall(\".\")\n", " return bundle_dir\n", "\n", "\n", "bundle = _download_axes_bundle()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## First we need clean data\n", "\n", "The catalog reports more than 20 elements, but most were detected in only a handful of axes. UMAP needs the same measurements present for every axe, so we face a trade-off — keep many elements and few axes, or many axes and few elements.\n", "\n", "We strike a compromise, keeping the 10 elements measured broadly across the corpus, discarding the analyses flagged as unreliable, and dropping any axe still missing one of those 10. What survives is a smaller table with no gaps." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:13.294387Z", "iopub.status.busy": "2026-06-23T19:33:13.294277Z", "iopub.status.idle": "2026-06-23T19:33:13.313576Z", "shell.execute_reply": "2026-06-23T19:33:13.313157Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "fraction of analyses that report each element:\n", " As: 98%\n", " Sb: 95%\n", " Ag: 95%\n", " Ni: 94%\n", " Pb: 94%\n", " Fe: 93%\n", " Sn: 91%\n", " Co: 84%\n", " Bi: 80%\n", " Cu: 64%\n", " Zn: 57%\n", " Au: 55%\n", " Mn: 27%\n", " Cd: 26%\n", " S: 14%\n", " Al: 1%\n", " Si: 1%\n", " In: 1%\n", " Te: 0%\n", " Mg: 0%\n", " W: 0%\n", "\n", "raw analyses in the catalogue: 1316\n", "after dropping unreliable analyses: 1314\n", "after requiring all ten elements: 631 (539 distinct axes)\n" ] } ], "source": [ "import pandas as pd\n", "\n", "elemental = pd.read_csv(bundle / \"data\" / \"ADS_earlyaxes_elemental.tsv\", sep=\"\\t\")\n", "all_elements = [\"Cu\", \"Sn\", \"Pb\", \"As\", \"Sb\", \"Ag\", \"Ni\", \"Fe\", \"Co\", \"Bi\",\n", " \"Zn\", \"Au\", \"S\", \"Mn\", \"Al\", \"Si\", \"Mg\", \"Cd\", \"In\", \"Te\", \"W\"]\n", "coverage = {e: pd.to_numeric(elemental[e], errors=\"coerce\").notna().mean()\n", " for e in all_elements if e in elemental.columns}\n", "print(\"fraction of analyses that report each element:\")\n", "for e, frac in sorted(coverage.items(), key=lambda kv: -kv[1]):\n", " print(f\" {e}: {frac:.0%}\")\n", "\n", "keep_elements = [\"Cu\", \"Sn\", \"As\", \"Sb\", \"Pb\", \"Ag\", \"Ni\", \"Fe\", \"Co\", \"Bi\"]\n", "for e in keep_elements:\n", " elemental[e] = pd.to_numeric(elemental[e], errors=\"coerce\")\n", "\n", "drop_flags = {\"PersistentHarmonisationProblem\", \"CorrosionProductOnly\"}\n", "unflagged = elemental[~elemental[\"AnalysisFlags\"].fillna(\"\").apply(\n", " lambda s: any(f in s for f in drop_flags))]\n", "complete = unflagged.dropna(subset=keep_elements)\n", "\n", "print(f\"\\nraw analyses in the catalogue: {len(elemental)}\")\n", "print(f\"after dropping unreliable analyses: {len(unflagged)}\")\n", "print(f\"after requiring all ten elements: {len(complete)}\"\n", " f\" ({complete['ArtefactID'].nunique()} distinct axes)\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Building the analysis table\n", "\n", "Two steps remain. First, we attach each axe's published type from the catalog's main table, which stands in for its date. Second, we put the chemistry into a space fit for a distance-based method.\n", "\n", "Because the 10 numbers for each axe are proportions of a single whole, raising one element must lower the rest, so comparing them directly is misleading. The standard remedy for compositional data is the centered log-ratio transform. We replace the occasional zero with a small positive value so the logarithm is defined, rescale each axe's 10 numbers to sum to one, and then re-express every element relative to that axe's own geometric average. A final standardization puts all 10 elements on a common scale so none dominates by sheer magnitude." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:13.329282Z", "iopub.status.busy": "2026-06-23T19:33:13.329196Z", "iopub.status.idle": "2026-06-23T19:33:13.842963Z", "shell.execute_reply": "2026-06-23T19:33:13.842564Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "539 axes (repeat analyses averaged), 10 elements\n", "elements: ['Cu', 'Sn', 'As', 'Sb', 'Pb', 'Ag', 'Ni', 'Fe', 'Co', 'Bi']\n" ] }, { "data": { "text/html": [ "
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ArtefactIDCuSnAsSbPbAgNiFeCoBiLaboratoryBasicType
09679.109.60.300000.300008.2000000.300000.0700000.1000000.0000.120000unknownClass 1
114897.000.02.300000.490000.0070000.280000.0150000.0050000.0070.005000British MuseumClass 2
215088.5011.60.160000.010000.0900000.025000.0120000.0000000.0030.000000British MuseumClass 4
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4376100.020.00.114650.196180.0050960.151210.0099360.0089170.0000.001274British MuseumClass 2
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" ], "text/plain": [ " ArtefactID Cu Sn As Sb Pb Ag Ni \\\n", "0 96 79.10 9.6 0.30000 0.30000 8.200000 0.30000 0.070000 \n", "1 148 97.00 0.0 2.30000 0.49000 0.007000 0.28000 0.015000 \n", "2 150 88.50 11.6 0.16000 0.01000 0.090000 0.02500 0.012000 \n", "3 336 99.96 0.0 0.01000 0.02000 0.000000 0.01000 0.010000 \n", "4 376 100.02 0.0 0.11465 0.19618 0.005096 0.15121 0.009936 \n", "\n", " Fe Co Bi Laboratory BasicType \n", "0 0.100000 0.000 0.120000 unknown Class 1 \n", "1 0.005000 0.007 0.005000 British Museum Class 2 \n", "2 0.000000 0.003 0.000000 British Museum Class 4 \n", "3 0.000000 0.000 0.000000 unknown Class 2 \n", "4 0.008917 0.000 0.001274 British Museum Class 2 " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import numpy as np\n", "from sklearn.preprocessing import StandardScaler\n", "\n", "main = pd.read_csv(bundle / \"data\" / \"ADS_earlyaxes_main.tsv\", sep=\"\\t\", low_memory=False)\n", "basic_type = main.drop_duplicates(\"ArtefactID\").set_index(\"ArtefactID\")[\"BasicType\"]\n", "\n", "aggregation = {element: \"mean\" for element in keep_elements}\n", "aggregation[\"Laboratory\"] = \"first\"\n", "df = complete.groupby(\"ArtefactID\", as_index=False).agg(aggregation)\n", "df[\"BasicType\"] = df[\"ArtefactID\"].map(basic_type)\n", "\n", "comp = df[keep_elements].to_numpy(dtype=float)\n", "for j in range(comp.shape[1]):\n", " column = comp[:, j]\n", " column[column == 0] = column[column > 0].min() / 2.0\n", " comp[:, j] = column\n", "comp = comp / comp.sum(axis=1, keepdims=True)\n", "log_comp = np.log(comp)\n", "clr = log_comp - log_comp.mean(axis=1, keepdims=True)\n", "\n", "feature_cols = [f\"clr_{e}\" for e in keep_elements]\n", "X = StandardScaler().fit_transform(clr)\n", "\n", "print(f\"{len(df)} axes (repeat analyses averaged), {len(feature_cols)} elements\")\n", "print(\"elements:\", keep_elements)\n", "\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ordering the axes by type\n", "\n", "To ask whether the chemistry tracks time, we first put the axes in order. Their published types already form a sequence that archaeologists broadly agree on. The Early Bronze Age flat and flanged axes run from Class 1 through Class 5, the Middle Bronze Age palstaves from Group I through Group IV, and the socketed and continental forms follow. We use that sequence as our axis of time and group it into the three broad ages: the Early Bronze Age flat and flanged axes, the Middle Bronze Age palstaves, and the Late Bronze Age socketed axes.\n", "\n", ":::{warning}\n", "These types are a relative ordering, not calendar dates, and that is how the colors on the map are meant to be read. Forms overlap in production, some were long-lived, and an axe of an early type can be buried much later, so even among specialists the absolute dates of these stages stay approximate ([Needham et al. 1997](https://doi.org/10.1080/00665983.1997.11078784)). A sequence is what the typology supports cleanly, so a sequence is what we use.\n", ":::" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:13.844109Z", "iopub.status.busy": "2026-06-23T19:33:13.844023Z", "iopub.status.idle": "2026-06-23T19:33:13.848071Z", "shell.execute_reply": "2026-06-23T19:33:13.847751Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "axes per typological stage (relative order, earliest first):\n", " age stage n\n", " Early Class 1 13\n", " Early Class 2 39\n", " Early Class 3 83\n", " Early Class 4 92\n", " Early Class 5 97\n", " Early Flanged/transitional 123\n", "Middle Palstave I 22\n", "Middle Palstave II 7\n", "Middle Palstave III 31\n", "Middle Palstave IV 3\n", " Late Late 15\n", "\n", "unclassified (no usable type): 14\n" ] } ], "source": [ "import re\n", "\n", "\n", "def typo_stage(basic_type):\n", " if not isinstance(basic_type, str):\n", " return \"unclassified\"\n", " s = basic_type.strip()\n", " m = re.match(r\"^Class\\s+(\\d)\", s)\n", " if m:\n", " return f\"Class {m.group(1)}\"\n", " m = re.match(r\"^Group\\s+(IV|I{1,3})\", s)\n", " if m:\n", " return f\"Palstave {m.group(1)}\"\n", " if s.rstrip(\"?\").startswith(\"Late\"):\n", " return \"Late\"\n", " if any(key in s for key in (\"Flanged\", \"Transitional\", \"type\")):\n", " return \"Flanged/transitional\"\n", " return \"unclassified\"\n", "\n", "\n", "stage = df[\"BasicType\"].apply(typo_stage)\n", "\n", "STAGE_ORDER = [\"Class 1\", \"Class 2\", \"Class 3\", \"Class 4\", \"Class 5\",\n", " \"Flanged/transitional\", \"Palstave I\", \"Palstave II\",\n", " \"Palstave III\", \"Palstave IV\", \"Late\"]\n", "AGE = {s: \"Early\" for s in STAGE_ORDER[:6]}\n", "AGE.update({s: \"Middle\" for s in STAGE_ORDER[6:10]})\n", "AGE[\"Late\"] = \"Late\"\n", "\n", "counts = stage.value_counts()\n", "table = pd.DataFrame({\n", " \"age\": [AGE[s] for s in STAGE_ORDER],\n", " \"stage\": STAGE_ORDER,\n", " \"n\": [int(counts.get(s, 0)) for s in STAGE_ORDER],\n", "})\n", "print(\"axes per typological stage (relative order, earliest first):\")\n", "print(table.to_string(index=False))\n", "print(f\"\\nunclassified (no usable type): {int(counts.get('unclassified', 0))}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## A chemical map with Glass Box UMAP\n", "\n", "We fit Glass Box UMAP on the 10-element chemistry, color each axe by its typological stage, and look. Nothing about the typology went into building the layout, so any pattern that lines up with the type sequence is something the chemistry found on its own.\n", "\n", ":::{tip}\n", "Drag a box or lasso over any group of points and the bars on the right redraw to show which elements define that selection. That is the quickest way to ask the map what makes a region distinctive.\n", ":::" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:13.849160Z", "iopub.status.busy": "2026-06-23T19:33:13.849098Z", "iopub.status.idle": "2026-06-23T19:33:41.240615Z", "shell.execute_reply": "2026-06-23T19:33:41.240028Z" } }, "outputs": [ { "data": { "application/javascript": [ "'use strict';\n", "(function(root) {\n", " function now() {\n", " return new Date();\n", " }\n", "\n", " const force = true;\n", "\n", " if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n", " root._bokeh_onload_callbacks = [];\n", " root._bokeh_is_loading = undefined;\n", " }\n", "\n", "const JS_MIME_TYPE = 'application/javascript';\n", " const HTML_MIME_TYPE = 'text/html';\n", " const EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n", " const CLASS_NAME = 'output_bokeh rendered_html';\n", "\n", " /**\n", " * Render data to the DOM node\n", " */\n", " function render(props, node) {\n", " const script = document.createElement(\"script\");\n", " node.appendChild(script);\n", " }\n", "\n", " /**\n", " * Handle when an output is cleared or removed\n", " */\n", " function handleClearOutput(event, handle) {\n", " function drop(id) {\n", " const view = Bokeh.index.get_by_id(id)\n", " if (view != null) {\n", " view.model.document.clear()\n", " Bokeh.index.delete(view)\n", " }\n", " }\n", "\n", " const cell = handle.cell;\n", "\n", " const id = cell.output_area._bokeh_element_id;\n", " const server_id = cell.output_area._bokeh_server_id;\n", "\n", " // Clean up Bokeh references\n", " if (id != null) {\n", " drop(id)\n", " }\n", "\n", " if (server_id !== undefined) {\n", " // Clean up Bokeh references\n", " const cmd_clean = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n", " cell.notebook.kernel.execute(cmd_clean, {\n", " iopub: {\n", " output: function(msg) {\n", " const id = msg.content.text.trim()\n", " drop(id)\n", " }\n", " }\n", " });\n", " // Destroy server and session\n", " const cmd_destroy = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n", " cell.notebook.kernel.execute(cmd_destroy);\n", " }\n", " }\n", "\n", " /**\n", " * Handle when a new output is added\n", " */\n", " function handleAddOutput(event, handle) {\n", " const output_area = handle.output_area;\n", " const output = handle.output;\n", "\n", " // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n", " if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n", " return\n", " }\n", "\n", " const toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", "\n", " if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n", " toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n", " // store reference to embed id on output_area\n", " output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", " }\n", " if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", " const bk_div = document.createElement(\"div\");\n", " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", " const script_attrs = bk_div.children[0].attributes;\n", " for (let i = 0; i < script_attrs.length; i++) {\n", " toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n", " toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n", " }\n", " // store reference to server id on output_area\n", " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", " }\n", " }\n", "\n", " function register_renderer(events, OutputArea) {\n", "\n", " function append_mime(data, metadata, element) {\n", " // create a DOM node to render to\n", " const toinsert = this.create_output_subarea(\n", " metadata,\n", " CLASS_NAME,\n", " EXEC_MIME_TYPE\n", " );\n", " this.keyboard_manager.register_events(toinsert);\n", " // Render to node\n", " const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", " render(props, toinsert[toinsert.length - 1]);\n", " element.append(toinsert);\n", " return toinsert\n", " }\n", "\n", " /* Handle when an output is cleared or removed */\n", " events.on('clear_output.CodeCell', handleClearOutput);\n", " events.on('delete.Cell', handleClearOutput);\n", "\n", " /* Handle when a new output is added */\n", " events.on('output_added.OutputArea', handleAddOutput);\n", "\n", " /**\n", " * Register the mime type and append_mime function with output_area\n", " */\n", " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", " /* Is output safe? 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\\n\"+\n", " \"\\n\"+\n", " \"\\n\"+\n", " \"from bokeh.resources import INLINE\\n\"+\n", " \"output_notebook(resources=INLINE)\\n\"+\n", " \"\\n\"+\n", " \"
\"}};\n", "\n", " function display_loaded(error = null) {\n", " const el = document.getElementById(null);\n", " if (el != null) {\n", " const html = (() => {\n", " if (typeof root.Bokeh === \"undefined\") {\n", " if (error == null) {\n", " return \"BokehJS is loading ...\";\n", " } else {\n", " return \"BokehJS failed to load.\";\n", " }\n", " } else {\n", " const prefix = `BokehJS ${root.Bokeh.version}`;\n", " if (error == null) {\n", " return `${prefix} successfully loaded.`;\n", " } else {\n", " return `${prefix} encountered errors while loading and may not function as expected.`;\n", " }\n", " }\n", " })();\n", " el.innerHTML = html;\n", "\n", " if (error != null) {\n", " const wrapper = document.createElement(\"div\");\n", " wrapper.style.overflow = \"auto\";\n", " wrapper.style.height = \"5em\";\n", " wrapper.style.resize = \"vertical\";\n", " const content = document.createElement(\"div\");\n", " content.style.fontFamily = \"monospace\";\n", " content.style.whiteSpace = \"pre-wrap\";\n", " content.style.backgroundColor = \"rgb(255, 221, 221)\";\n", " content.textContent = error.stack ?? error.toString();\n", " wrapper.append(content);\n", " el.append(wrapper);\n", " }\n", " } else if (Date.now() < root._bokeh_timeout) {\n", " setTimeout(() => display_loaded(error), 100);\n", " }\n", " }\n", "\n", " function run_callbacks() {\n", " try {\n", " root._bokeh_onload_callbacks.forEach(function(callback) {\n", " if (callback != null)\n", " callback();\n", " });\n", " } finally {\n", " delete root._bokeh_onload_callbacks\n", " }\n", " console.debug(\"Bokeh: all callbacks have finished\");\n", " }\n", "\n", " function load_libs(css_urls, js_urls, callback) {\n", " if (css_urls == null) css_urls = [];\n", " if (js_urls == null) js_urls = [];\n", "\n", " root._bokeh_onload_callbacks.push(callback);\n", " if (root._bokeh_is_loading > 0) {\n", " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", " return null;\n", " }\n", " if (js_urls == null || js_urls.length === 0) {\n", " run_callbacks();\n", " return null;\n", " }\n", " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", " root._bokeh_is_loading = css_urls.length + js_urls.length;\n", "\n", " function on_load() {\n", " root._bokeh_is_loading--;\n", " if (root._bokeh_is_loading === 0) {\n", " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", " run_callbacks()\n", " }\n", " }\n", "\n", " function on_error(url) {\n", " console.error(\"failed to load \" + url);\n", " }\n", "\n", " for (let i = 0; i < css_urls.length; i++) {\n", " const url = css_urls[i];\n", " const element = document.createElement(\"link\");\n", " element.onload = on_load;\n", " element.onerror = on_error.bind(null, url);\n", " element.rel = \"stylesheet\";\n", " element.type = \"text/css\";\n", " element.href = url;\n", " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", " document.body.appendChild(element);\n", " }\n", "\n", " for (let i = 0; i < js_urls.length; i++) {\n", " const url = js_urls[i];\n", " const element = document.createElement('script');\n", " element.onload = on_load;\n", " element.onerror = on_error.bind(null, url);\n", " element.async = false;\n", " element.src = url;\n", " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", " document.head.appendChild(element);\n", " }\n", " };\n", "\n", " function inject_raw_css(css) {\n", " const element = document.createElement(\"style\");\n", " element.appendChild(document.createTextNode(css));\n", " document.body.appendChild(element);\n", " }\n", "\n", " const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.9.0.min.js\"];\n", " const css_urls = [];\n", "\n", " const inline_js = [ function(Bokeh) {\n", " Bokeh.set_log_level(\"info\");\n", " },\n", "function(Bokeh) {\n", " }\n", " ];\n", "\n", " function run_inline_js() {\n", " if (root.Bokeh !== undefined || force === true) {\n", " try {\n", " for (let i = 0; i < inline_js.length; i++) {\n", " inline_js[i].call(root, root.Bokeh);\n", " }\n", "\n", " } catch (error) {throw error;\n", " }} else if (Date.now() < root._bokeh_timeout) {\n", " setTimeout(run_inline_js, 100);\n", " } else if (!root._bokeh_failed_load) {\n", " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", " root._bokeh_failed_load = true;\n", " } else if (force !== true) {\n", " const cell = $(document.getElementById(null)).parents('.cell').data().cell;\n", " cell.output_area.append_execute_result(NB_LOAD_WARNING)\n", " }\n", " }\n", "\n", " if (root._bokeh_is_loading === 0) {\n", " console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", " run_inline_js();\n", " } else {\n", " load_libs(css_urls, js_urls, function() {\n", " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", " run_inline_js();\n", " });\n", " }\n", "}(window));" ], "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n\n if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n const NB_LOAD_WARNING = {'data': {'text/html':\n \"
\\n\"+\n \"

\\n\"+\n \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n \"

\\n\"+\n \"\\n\"+\n \"\\n\"+\n \"from bokeh.resources import INLINE\\n\"+\n \"output_notebook(resources=INLINE)\\n\"+\n \"\\n\"+\n \"
\"}};\n\n function display_loaded(error = null) {\n const el = document.getElementById(null);\n if (el != null) {\n const html = (() => {\n if (typeof root.Bokeh === \"undefined\") {\n if (error == null) {\n return \"BokehJS is loading ...\";\n } else {\n return \"BokehJS failed to load.\";\n }\n } else {\n const prefix = `BokehJS ${root.Bokeh.version}`;\n if (error == null) {\n return `${prefix} successfully loaded.`;\n } else {\n return `${prefix} encountered errors while loading and may not function as expected.`;\n }\n }\n })();\n el.innerHTML = html;\n\n if (error != null) {\n const wrapper = document.createElement(\"div\");\n wrapper.style.overflow = \"auto\";\n wrapper.style.height = \"5em\";\n wrapper.style.resize = \"vertical\";\n const content = document.createElement(\"div\");\n content.style.fontFamily = \"monospace\";\n content.style.whiteSpace = \"pre-wrap\";\n content.style.backgroundColor = \"rgb(255, 221, 221)\";\n content.textContent = error.stack ?? error.toString();\n wrapper.append(content);\n el.append(wrapper);\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(() => display_loaded(error), 100);\n }\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls == null || js_urls.length === 0) {\n run_callbacks();\n return null;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error(url) {\n console.error(\"failed to load \" + url);\n }\n\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error.bind(null, url);\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error.bind(null, url);\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.9.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.9.0.min.js\"];\n const css_urls = [];\n\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {\n }\n ];\n\n function run_inline_js() {\n if (root.Bokeh !== undefined || force === true) {\n try {\n for (let i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n\n } catch (error) {throw error;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n } else if (force !== true) {\n const cell = $(document.getElementById(null)).parents('.cell').data().cell;\n cell.output_area.append_execute_result(NB_LOAD_WARNING)\n }\n }\n\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", "
\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/javascript": [ "(function(root) {\n", " function embed_document(root) {\n", " const docs_json = {\"5927b886-579d-4785-ab5f-1e480b73f3f3\":{\"version\":\"3.9.0\",\"title\":\"Bokeh Application\",\"config\":{\"type\":\"object\",\"name\":\"DocumentConfig\",\"id\":\"p1251\",\"attributes\":{\"notifications\":{\"type\":\"object\",\"name\":\"Notifications\",\"id\":\"p1252\"}}},\"roots\":[{\"type\":\"object\",\"name\":\"Row\",\"id\":\"p1250\",\"attributes\":{\"styles\":{\"type\":\"map\",\"entries\":[[\"max-width\",\"1100px\"],[\"aspect-ratio\",\"1100 / 720\"],[\"min-height\",\"500px\"],[\"max-height\",\"800px\"]]},\"sizing_mode\":\"stretch_both\",\"children\":[{\"type\":\"object\",\"name\":\"Column\",\"id\":\"p1249\",\"attributes\":{\"styles\":{\"type\":\"map\",\"entries\":[[\"background-color\",\"white\"],[\"flex\",\"0 0 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KjAc7wQzxrprXw/9eDjBrpPMMUalBtDxfC66E85RrWiigDD6IIk+AMFNw34Z7W/KIzzc6h288rKaeeR/8FTKpaRWwIAAA=\"},\"shape\":[539],\"dtype\":\"float32\",\"order\":\"little\"}],[\"c9\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"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\"},\"shape\":[539],\"dtype\":\"float32\",\"order\":\"little\"}]]}}}]],[\"bar_source\",{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1213\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1214\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1215\"},\"data\":{\"type\":\"map\",\"entries\":[[\"feature\",[\"clr_Ni\",\"clr_Pb\",\"clr_Fe\",\"clr_Sb\",\"clr_Sn\",\"clr_As\",\"clr_Ag\",\"clr_Cu\",\"clr_Bi\",\"clr_Co\"]],[\"mean\",[0.3604120910167694,0.4745485782623291,0.5797004699707031,0.6122914552688599,0.6513057947158813,0.6835907101631165,0.688835084438324,0.9027596116065979,1.1077561378479004,1.272141456604004]]]}}}],[\"bar_range\",{\"type\":\"object\",\"name\":\"FactorRange\",\"id\":\"p1216\",\"attributes\":{\"factors\":[\"clr_Ni\",\"clr_Pb\",\"clr_Fe\",\"clr_Sb\",\"clr_Sn\",\"clr_As\",\"clr_Ag\",\"clr_Cu\",\"clr_Bi\",\"clr_Co\"]}}],[\"heading_div\",{\"type\":\"object\",\"name\":\"Div\",\"id\":\"p1244\",\"attributes\":{\"styles\":{\"type\":\"map\",\"entries\":[[\"color\",\"#444444\"],[\"font-size\",\"13px\"]]},\"text\":\"Mean contribution \\u2014 L2\"}}],[\"view_widget\",{\"type\":\"object\",\"name\":\"RadioButtonGroup\",\"id\":\"p1245\",\"attributes\":{\"js_property_callbacks\":{\"type\":\"map\",\"entries\":[[\"change:active\",[{\"id\":\"p1246\"}]]]},\"labels\":[\"L2\",\"normed L2\",\"Dim 1\",\"Dim 2\"],\"active\":0}}],[\"feature_names\",[\"clr_Co\",\"clr_Bi\",\"clr_Cu\",\"clr_Ag\",\"clr_As\",\"clr_Sn\",\"clr_Sb\",\"clr_Fe\",\"clr_Pb\",\"clr_Ni\"]],[\"n_kept\",10],[\"n_samples\",539],[\"display_k\",10],[\"view_labels\",[\"L2\",\"normed L2\",\"Dim 1\",\"Dim 2\"]],[\"normed_l2_cache\",{\"type\":\"map\",\"entries\":[[\"data\",null]]}]]},\"code\":\"const view = view_widget.active;\\n\\nlet active_data;\\nif (view === 0) {\\n active_data = contrib_sources[0].data;\\n} else if (view === 1) {\\n if (!normed_l2_cache.data) {\\n const src = contrib_sources[0].data;\\n const totals = new Float64Array(n_samples);\\n for (let k = 0; k < n_kept; k++) {\\n const col = src[\\\"c\\\" + k];\\n for (let i = 0; i < n_samples; i++) {\\n totals[i] += col[i];\\n }\\n }\\n for (let i = 0; i < n_samples; i++) {\\n if (totals[i] < 1e-12) totals[i] = 1.0;\\n }\\n const cache = {};\\n for (let k = 0; k < n_kept; k++) {\\n const s = src[\\\"c\\\" + k];\\n const dst = new Float64Array(n_samples);\\n for (let i = 0; i < n_samples; i++) {\\n dst[i] = s[i] / totals[i];\\n }\\n cache[\\\"c\\\" + k] = dst;\\n }\\n normed_l2_cache.data = cache;\\n }\\n active_data = normed_l2_cache.data;\\n} else if (view === 2) {\\n active_data = contrib_sources[1].data;\\n} else {\\n active_data = contrib_sources[2].data;\\n}\\n\\nconst sel = scatter_source.selected.indices;\\nconst indices = sel.length\\n ? sel\\n : Array.from({length: n_samples}, (_, i) => i);\\nconst n = indices.length;\\n\\nconst means = new Float64Array(n_kept);\\nfor (let k = 0; k < n_kept; k++) {\\n const col = active_data[\\\"c\\\" + k];\\n let s = 0.0;\\n for (let j = 0; j < n; j++) {\\n s += col[indices[j]];\\n }\\n means[k] = s / n;\\n}\\n\\nconst scored = new Array(n_kept);\\nfor (let k = 0; k < n_kept; k++) {\\n scored[k] = { idx: k, score: Math.abs(means[k]) };\\n}\\nscored.sort((a, b) => b.score - a.score);\\nconst top = scored.slice(0, display_k).reverse();\\n\\nconst feat = top.map(t => feature_names[t.idx]);\\nconst vals = top.map(t => means[t.idx]);\\nbar_source.data = { feature: feat, mean: vals };\\nbar_range.factors = feat;\\n\\nheading_div.text = `Mean contribution \\u2014 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idx = feature_names.indexOf(cb_obj.value);\\nif (idx < 0) { return; }\\nconst col = reduced_source.data[\\\"c\\\" + idx];\\nconst copy = new Float64Array(col.length);\\nlet lo = Infinity, hi = -Infinity;\\nfor (let i = 0; i < col.length; i++) {\\n const v = col[i];\\n copy[i] = v;\\n if (v < lo) lo = v;\\n if (v > hi) hi = v;\\n}\\nif (hi - lo < degenerate_eps) {\\n const mid = (lo + hi) / 2;\\n const span = Math.max(Math.abs(mid) * degenerate_frac, degenerate_min_span);\\n lo = mid - span;\\n hi = mid + span;\\n}\\nscatter_source.data[\\\"color_value\\\"] = copy;\\nif (values_source !== null) {\\n const vcol = values_source.data[\\\"c\\\" + idx];\\n const vcopy = new Float64Array(vcol.length);\\n for (let i = 0; i < vcol.length; i++) vcopy[i] = vcol[i];\\n scatter_source.data[\\\"picker_data_value\\\"] = vcopy;\\n}\\nscatter_source.change.emit();\\nmapper.low = lo;\\nmapper.high = hi;\\n\"}}]]]},\"styles\":{\"type\":\"map\",\"entries\":[[\"color\",\"#444444\"]]},\"stylesheets\":[{\"type\":\"object\",\"name\":\"InlineStyleSheet\",\"id\":\"p1201\",\"attributes\":{\"css\":\".bk-input { color: #444444; }\"}}],\"visible\":false,\"width\":260,\"title\":\"Search for feature\",\"value\":\"clr_Co\",\"placeholder\":\"start typing\\u2026\",\"completions\":[\"clr_Co\",\"clr_Bi\",\"clr_Cu\",\"clr_Ag\",\"clr_As\",\"clr_Sn\",\"clr_Sb\",\"clr_Fe\",\"clr_Pb\",\"clr_Ni\"],\"max_completions\":15,\"min_characters\":0,\"case_sensitive\":false,\"search_strategy\":\"includes\"}}],[\"top_n_slider\",{\"type\":\"object\",\"name\":\"Slider\",\"id\":\"p1203\",\"attributes\":{\"js_property_callbacks\":{\"type\":\"map\",\"entries\":[[\"change:value\",[{\"type\":\"object\",\"name\":\"CustomJS\",\"id\":\"p1206\",\"attributes\":{\"args\":{\"type\":\"map\",\"entries\":[[\"scatter_source\",{\"id\":\"p1008\"}],[\"names_by_rank\",[\"clr_Co\",\"clr_Bi\",\"clr_As\",\"clr_Sn\",\"clr_Cu\",\"clr_Ag\",\"clr_Sb\",\"clr_Fe\",\"clr_Pb\",\"clr_Ni\"]]]},\"code\":\"const t = cb_obj.value;\\nconst tfg = scatter_source.data[\\\"top_feature_group\\\"];\\nconst ranks = scatter_source.data[\\\"sample_rank\\\"];\\nconst n = ranks.length;\\nfor (let i = 0; i < n; i++) {\\n tfg[i] = ranks[i] < t ? names_by_rank[ranks[i]] : \\\"(other)\\\";\\n}\\nscatter_source.change.emit();\\n\"}}]]]},\"styles\":{\"type\":\"map\",\"entries\":[[\"color\",\"#444444\"]]},\"visible\":false,\"width\":260,\"title\":\"Top features\",\"start\":1,\"end\":10,\"value\":10}}]]},\"code\":\"const mode = color_modes[cb_obj.active];\\nconst is_group = (mode === \\\"Group\\\");\\nconst is_feature = (mode === \\\"Feature\\\");\\nconst is_top = (mode === \\\"Top feature\\\");\\nfor (const g of group_glyphs) g.visible = is_group;\\ntop_other_glyph.visible = is_top;\\ntop_named_glyph.visible = is_top;\\ngradient_glyph.visible = is_feature;\\ncolor_bar.visible = is_feature;\\nfeature_picker.visible = is_feature;\\ntop_n_slider.visible = is_top;\\n\"}}]]]},\"labels\":[\"Group\",\"Feature\",\"Top feature\"],\"active\":0}}]}},{\"id\":\"p1202\"},{\"id\":\"p1203\"},{\"type\":\"object\",\"name\":\"Figure\",\"id\":\"p1017\",\"attributes\":{\"sizing_mode\":\"stretch_both\",\"x_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p1018\"},\"y_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p1019\"},\"x_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p1027\"},\"y_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p1028\"},\"title\":{\"type\":\"object\",\"name\":\"Title\",\"id\":\"p1020\",\"attributes\":{\"text\":\"Embedding \\u2014 lasso or box-select to 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index: @index  ·  group: @group  ·  value: @picker_data_value{0.000}
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" const render_items = [{\"docid\":\"5927b886-579d-4785-ab5f-1e480b73f3f3\",\"roots\":{\"p1250\":\"e18a4c04-35bc-4faf-9079-1afad02fcee0\"},\"root_ids\":[\"p1250\"]}];\n", " void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", " }\n", " if (root.Bokeh !== undefined) {\n", " embed_document(root);\n", " } else {\n", " let attempts = 0;\n", " const timer = setInterval(function(root) {\n", " if (root.Bokeh !== undefined) {\n", " clearInterval(timer);\n", " embed_document(root);\n", " } else {\n", " attempts++;\n", " if (attempts > 100) {\n", " clearInterval(timer);\n", " console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n", " }\n", " }\n", " }, 10, root)\n", " }\n", "})(window);" ], "application/vnd.bokehjs_exec.v0+json": "" }, "metadata": { "application/vnd.bokehjs_exec.v0+json": { "id": "p1250" } }, "output_type": "display_data" } ], "source": [ "from glass_box_umap import GlassBoxUMAP\n", "from glass_box_umap.plotting import output_notebook, plot_embedding, show\n", "\n", "gb_umap = GlassBoxUMAP(random_state=7, min_dist=1.0, quiet=True)\n", "gb_umap.fit(X)\n", "embedding = gb_umap.transform(X)\n", "contributions = gb_umap.compute_contributions(X)\n", "\n", "output_notebook(hide_banner=True)\n", "show(\n", " plot_embedding(\n", " Z=embedding,\n", " contributions=contributions,\n", " group_names=stage.to_numpy(),\n", " feature_names=feature_cols,\n", " feature_values=X,\n", " )\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The island in the top left\n", "\n", "One feature jumps out — a small cluster floating off in the top-left corner. Select it with the lasso tool and the top contribution on the bar plot is `clr_Sn`, which tells us tin is what drives the cluster. Switch to coloring by feature, choose `clr_Sn`, and hover over the points in the island: every one of these axes has very low tin content, if any at all. Almost all are the two earliest flat-axe types in Needham's scheme (Class 1 and Class 2), from the very beginning of metalworking in Britain.\n", "\n", "This is the story of the Bronze Age in miniature. Tin is what makes bronze bronze: it is harder (materially) than copper, and easier to cast as well. These earliest axes carry essentially none. They are not really bronze at all but nearly pure copper, the work of the first metalworkers, from before the trick of adding tin took hold. The switch comes sharply. The next type, Class 3, is already full tin-bronze, placing the copper-to-bronze transition right at the Class 2–Class 3 boundary, within the Early Bronze Age rather than at its start. It's worth pointing out that the layout never saw the typology, yet from chemistry alone it set the pre-tin copper axes apart and, in effect, rediscovered the moment copper became bronze.\n", "\n", ":::{admonition} Is this a data artifact?\n", ":class: note\n", "The axes in this cluster were measured by several laboratories and methods, and their analyses are complete, summing to essentially pure copper plus trace impurities. The pattern is just as strong among the best-documented British Museum measurements on their own. The missing tin is a property of the metal, not of how it was measured. One honest detail sits underneath the zeros: most of these readings are recorded as a flat zero, which for these older analyses means below the detection limit rather than literally no atoms. But with the rest of the metal already accounted for as near-pure copper, the axe was still never deliberately alloyed.\n", ":::" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:41.242031Z", "iopub.status.busy": "2026-06-23T19:33:41.241943Z", "iopub.status.idle": "2026-06-23T19:33:41.335772Z", "shell.execute_reply": "2026-06-23T19:33:41.335357Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "axes on the island: 53\n", " type makeup: {'Class 2': 36, 'Class 1': 11, 'Class 3': 3, 'Flanged/transitional': 3}\n", " median tin on the island: 0.00%\n", " median tin everywhere else: 11.3%\n", " island axes under 1% tin: 53 of 53\n", " distinct labs on the island: 3\n", "\n", "median tin by earliest Needham class (the copper-to-bronze switch):\n", " Class 1: median tin 0.00% (n=13)\n", " Class 2: median tin 0.00% (n=39)\n", " Class 3: median tin 9.60% (n=83)\n", " Class 4: median tin 10.99% (n=92)\n", " Class 5: median tin 12.86% (n=97)\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "\n", "tin_pct = df[\"Sn\"].to_numpy()\n", "island = (embedding[:, 0] < -1.5) & (embedding[:, 1] > 4.0)\n", "print(f\"axes on the island: {int(island.sum())}\")\n", "print(f\" type makeup: {pd.Series(stage.to_numpy()[island]).value_counts().to_dict()}\")\n", "print(f\" median tin on the island: {np.nanmedian(tin_pct[island]):.2f}%\")\n", "print(f\" median tin everywhere else: {np.nanmedian(tin_pct[~island]):.1f}%\")\n", "print(f\" island axes under 1% tin: {int((tin_pct[island] < 1).sum())} of {int(island.sum())}\")\n", "print(f\" distinct labs on the island: {df.loc[island, 'Laboratory'].nunique()}\")\n", "\n", "print(\"\\nmedian tin by earliest Needham class (the copper-to-bronze switch):\")\n", "axe_class = df[\"BasicType\"].astype(str).str.extract(r\"^(Class \\d)\")[0]\n", "for c in [\"Class 1\", \"Class 2\", \"Class 3\", \"Class 4\", \"Class 5\"]:\n", " sel = (axe_class == c).to_numpy()\n", " if sel.any():\n", " print(f\" {c}: median tin {np.nanmedian(tin_pct[sel]):5.2f}% (n={int(sel.sum())})\")\n", "\n", "fig, ax = plt.subplots(figsize=(7, 6))\n", "sc = ax.scatter(embedding[:, 0], embedding[:, 1], c=np.clip(tin_pct, 0, 20), s=16, cmap=\"viridis\")\n", "ax.set(xlabel=\"UMAP 1\", ylabel=\"UMAP 2\", title=\"The chemistry map, coloured by tin content (%)\")\n", "fig.colorbar(sc, ax=ax, label=\"tin %\")\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Putting faces to the points\n", "\n", "Each point is a real object in a museum drawer. The British Museum publishes photographs of much of its collection under an open license, so for the axes it holds (about a fifth of the map) we can set the object beside its chemistry.\n", "\n", "The plot below places those photographed axes back on the same map, colored by type. Selection and the contribution bars work as before, and hovering a point now brings up the axe itself. They fall across the whole map, so it stays a fair slice of the corpus." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2026-06-23T19:33:41.336859Z", "iopub.status.busy": "2026-06-23T19:33:41.336775Z", "iopub.status.idle": "2026-06-23T19:33:41.540564Z", "shell.execute_reply": "2026-06-23T19:33:41.540166Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "photographed axes on the map: 121 of 539\n" ] }, { "data": { "text/html": [ "\n", "
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contribution \\u2014 L2\"}}],[\"view_widget\",{\"type\":\"object\",\"name\":\"RadioButtonGroup\",\"id\":\"p1537\",\"attributes\":{\"js_property_callbacks\":{\"type\":\"map\",\"entries\":[[\"change:active\",[{\"id\":\"p1538\"}]]]},\"labels\":[\"L2\",\"normed L2\",\"Dim 1\",\"Dim 2\"],\"active\":0}}],[\"feature_names\",[\"clr_Co\",\"clr_Bi\",\"clr_As\",\"clr_Cu\",\"clr_Ag\",\"clr_Sb\",\"clr_Fe\",\"clr_Pb\",\"clr_Ni\",\"clr_Sn\"]],[\"n_kept\",10],[\"n_samples\",121],[\"display_k\",10],[\"view_labels\",[\"L2\",\"normed L2\",\"Dim 1\",\"Dim 2\"]],[\"normed_l2_cache\",{\"type\":\"map\",\"entries\":[[\"data\",null]]}]]},\"code\":\"const view = view_widget.active;\\n\\nlet active_data;\\nif (view === 0) {\\n active_data = contrib_sources[0].data;\\n} else if (view === 1) {\\n if (!normed_l2_cache.data) {\\n const src = contrib_sources[0].data;\\n const totals = new Float64Array(n_samples);\\n for (let k = 0; k < n_kept; k++) {\\n const col = src[\\\"c\\\" + k];\\n for (let i = 0; i < n_samples; i++) {\\n totals[i] += col[i];\\n }\\n }\\n for (let i = 0; i < n_samples; i++) {\\n if (totals[i] < 1e-12) totals[i] = 1.0;\\n }\\n const cache = {};\\n for (let k = 0; k < n_kept; k++) {\\n const s = src[\\\"c\\\" + k];\\n const dst = new Float64Array(n_samples);\\n for (let i = 0; i < n_samples; i++) {\\n dst[i] = s[i] / totals[i];\\n }\\n cache[\\\"c\\\" + k] = dst;\\n }\\n normed_l2_cache.data = cache;\\n }\\n active_data = normed_l2_cache.data;\\n} else if (view === 2) {\\n active_data = contrib_sources[1].data;\\n} else {\\n active_data = contrib_sources[2].data;\\n}\\n\\nconst sel = scatter_source.selected.indices;\\nconst indices = sel.length\\n ? sel\\n : Array.from({length: n_samples}, (_, i) => i);\\nconst n = indices.length;\\n\\nconst means = new Float64Array(n_kept);\\nfor (let k = 0; k < n_kept; k++) {\\n const col = active_data[\\\"c\\\" + k];\\n let s = 0.0;\\n for (let j = 0; j < n; j++) {\\n s += col[indices[j]];\\n }\\n means[k] = s / n;\\n}\\n\\nconst scored = new Array(n_kept);\\nfor (let k = 0; k < n_kept; k++) {\\n scored[k] = { idx: k, score: Math.abs(means[k]) };\\n}\\nscored.sort((a, b) => b.score - a.score);\\nconst top = scored.slice(0, display_k).reverse();\\n\\nconst feat = top.map(t => feature_names[t.idx]);\\nconst vals = top.map(t => means[t.idx]);\\nbar_source.data = { feature: feat, mean: vals };\\nbar_range.factors = feat;\\n\\nheading_div.text = `Mean contribution \\u2014 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KCgoKCgoKCgoKCgoKCgoKCj/wAARCACoANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0LRrATEGRQ/8AvDNd1o2l23Aa2ix/uCqGh2OxQdtdbYxBQOKLICUafZ4H+iW//fsf4Uf2dZf8+dv/AN+1/wAKtUUrICp/Ztj3s7b/AL9L/hR/Zlh/z5W3/fpf8Kt0UWQFP+y7D/nxtf8Avyv+FH9l2H/Pla/9+V/wq5RRZAU/7LsP+fK1/wC/S/4Un9l2GOLK2H0iUf0q7RRZAeY/HPU7rwj4EfVNAjhS8W5ijAkYhSrEgjG4c14RH8XfGIlRZTpiJ9n8xnII2vj7v+s9cDP419U+MfDGneL9EbStYSR7RnWQhG2nK9Oa4Cf4A+CJpC8kF9uIwcXTDI9OKVkB4ovxa8cNaQO0OlCZmPmRlM7F2ghvv89c49PrVqP4oeNLie9htYdJuCu37KRaqfOJIXnLccnv9K9ql+BfgyWUySQX+4qqHF24BVQAAQDjoBTrX4HeC7WR3gtbxXZdpb7U+QM54OeOcdKOVBc8wl8RfFW3WB5tAtVg8ppLh/7NQeUQM45PI4xn8a5lfjB4zWFDJ/YUbS7ZYy1qoDxZIJAHXsMjivoCT4P+GpEZJJtbZW+8Dqk3I9PvdKqN8DPBDLbq1jdFbePyox9qcbVyTjr6kmnYDwqL4v8Aiy51WO3WbR1iKkybLNXdSFJJ246Z/IV9ReEI7fVPCuk3t1b2s01xbRyu4hUBiVBzjt9K5W3+CPgm2uWngsrpJWUozC6flT1B56V6DpOn2+laZa2FkpS2to1hiUnOFUYAz9KLIAOl2GP+PG1/79L/AIUn9laf/wA+Nr/35X/CrtFFkBS/srT/APnwtf8Avyv+FH9laf2srUfSJR/SrtFFkBS/s207Rbf91mH8jR/Ztr/cf/v43+NXaKXKguZVpoNhZib7GkkHnytPJ5crDc7dWPPU1IdKiP8Ay3u/+/zVo0Ucq7Bcyzo8WOLm7H/bTP8AMUf2Mn/P5d/99L/8TWpRS5I9guYOmwgIOK2YRgCqtnFhRxV5RxVgLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUGiigAooooAKKKKAIYVwtTCmRrhRyaeKACvMviT8Y9B8CatHpl3BdXl6VDyJbgfulPQkkjn2FemnpXwz8d2N78WvEzMWPlyog9AFRRzSYH034L+M/hHxVe29jbXUtrfTttjhuU27m7AHpn2r0uvzg0l303WLO+ic7oJ0lBX/ZYEYP4V+jkL+ZEj/3lB/ShAPooopgFFFFABRRRQAUUGigAooooAKKOlFABRRRQAUUVW1JzFp91IpwyxMR9cGgD538XftJvpWs3ljpuhRTpbytGssk5G/BxnAXiq+k/tQGSVE1Lw3tUnBaG4yR+BH9a+ctZYy67qDbRzcyH6fMap2j+VcNvUE+hNID9KdNvIdR0+2vbVt9vcRrLG3qrDI/Q1ZrjPg1cC6+FvhmUEn/QkXn24/pXZ0wCiiigBAOKWig0AB6V8G/FnfcfFTxRksCb11GO4/8A1V94mvhP4jZ/4Wl4lLEKovpPnx3HIzSYmcndLFHblAhjlRTnPdsHP8q/Qfw3Mbjw9pcx6yWsT/mgNfBWswCWFprXc7FWeR2XAxtwAB+Br7o8AyCbwPoEgOd1jBz/AMAFCBG/RRRTGFFFFABRRRQAUUUUAFcH4v8Aix4S8K3rWepakHu1+/FApkZPrjpXdO21Gb0Ga/OHX7prrWtQnkLO7TO24nqdx70mB9/eDfGeh+MbN7jQL5LkR48xOjp9QeRXRV8i/slTtH48uow52z2Lgrn+6ymvrrtQgCiiimAVn+IDjRrv3jK/nxWhXOfEKXyfB+pyBtpSF3H1VS39KAPz4ug41G5ck7jK5YEepNR+RtkL5yT7VZwkk0jYPOWpGG9zwTx2qLhc+3f2d7n7T8ItCPBMayRHHbEjDFek4rxn9lS8a5+GkkTgr9nvpFAPoQrfzJr2aqAKKKKYBRQKKAEPSvgf4g3TT/EbxOSwET38o59VbHWvveQhVJPQda/PfWP9L1/XbuRmHm3crR8ZDEuc0mJk1tDLKgRNvkgMgBYfPuGB/OvtH4OXQu/hf4ZlBBP2JFP1UYP8q+LbHeksaSF3ijO45GAMdq+sP2a7ppvhpHbOTmzu54APQbtwH/j1JAeq0UUVQwoo7UUAFAooFABRRRigCvqLbNPuW/uxMf0Nfm9cAMlw+W3mZvpjPrX6N64wTRb9j2gf/wBBNfn7bxj+zS3lhi8m459M1LA9F/ZXcL8TLU/37eden+yD/Svsuvjf9nhUt/iXpbxgBWkkj/OJ/wDCvsimgCiiimAV5l+0Fqw0rwDctkhpEkUY/wCubD/2avTa+ev2u9TMHh21s1PMo6D/AGmH9EIoA+Vob4+WV2KzY60rahdIvmwhUVQFB25qvaDgcgHpz9K1JoVjsWjd1Rzyvy5JGKkD6V/Y31KS50TxFazOWaO4ilGf9pSP/Za+iyRXyT+x5eta+K9Xs2zsurUMvPVkbP8AImvrYE+lNALRRRTAKKKDQBjeML4ab4X1a9YgCC1lkz9FNfEFtagWqyKAP3fmHPOW9a+r/wBoLUTY/DHU4UIEt6yWqjP95hn9Aa+YIlkmiULGHO3G1fapYjKikmklLuSScA/lzX0X+yxcn+xPEFk77nivVl/B0H9Qa8A1ewurSzW7DLFHIwPl9CP85r1T9mnVlt/Gt3ZM3y6hYB1H+3G3T64Y0LcD6dooFFUMK8i8e/G3TPDWr3Om2lnLfXNsxSYhtqqw6rnua9dr4Q8ZhrjxX4iuPM3b76c5z33mkwPpz4afGfRfG2qppPkTWOqurMkUnIfaMkA+uOa9THIr4c+ALhfi9opYHcrtgnsWUqR+Rr7joQBRRRTAxfGsvkeEdZl/uWkrfkpr4dEMcelQkZUlR2719j/Ga/8A7N+GevTAgM0HlL7lyFA/WvlvUoBDpcIZUUBRzgZzgVMhM0vgfJGnjHS24D/b4gp9QyuD/OvseviD4dautp4x00bQFhvbeQnH/TRQf0Jr7fpoAooopjCvkj9rTVRceKLOwVh+6GT+A/xY19Y3c8drbSzzMFjiUuxJ6ACvz9+KOvP4i8dajelg8auUT0xnJ/U0mBzarsVAgDMeTxzR5UtzMiqcHGMHoKt20iylTboARgFWNWtLKJeiSZCoXoPU1NxXPQ/gXeDQfiLoXmONkzNCxHT5htH6kV9pr0r8/wC+1BrS+tryAhZLdg0ZHGCDmvujwlrUHiHw5p2q2rBo7qFZOD0JHI/A5FUgRs0UUUxhQaDVXULqGysprm5kWOGFDI7noqgZJoA8J/aF1oXPiPR9FjAkjtUa8nXPAZuEz+G415pp8ZkWY2bLEd3y7sHHIzim6tq0niDXNV1ubIN9Kxjz1WMcIPyA/OqQvIUtZVkDg7cggD8R+lQxGNr9lLb3M01xctKrDhcZyfYVf+HOryaRrdhqqH5tPuFmb/ai+7IP++ST+FFxC1zdoWl+VcMPTB7GsyHzNOv5CUOR/CP4hjkH2oA+8reZLiCOaFg8Uih0YdGBHBqWvI/2e/FS6l4c/sK6nD3mnKPJYtzJAfun6r90+mBXrlWMK+FdUTzZNVmkB2y3s2CD/tmvua4fy7eV/wC6pP6V8Soy3WkTRhCJHkLdM5Bb/wCvSYmM+DMP2b4p6OzEHF3GoP1OK+4a+LfhjYtD4+0uQ5zFeQFvqZFA/nX2lQhhRRRTA8Z/acv2TwtpWlQnEl/fIW/3Y/mP64rwHxVOEkSLduwOnvgf4V6p8edUi1D4iWNjuPl6bAN2BkeZIckf98gfnXkHi1VjvGdMgLxuA/Coe4jEsJkttVZo3YPGCevfGf5ivv8A0i7W/wBKsryM5S4hSVT7MoP9a/OaR9t7victyN1fcnwK1Yar8MdGZmJltUNpJ7FDgf8Aju000CPQKCcCivJP2gvDniLVNEh1HwtfXUU1mrCa3gcgyoecgDqR6VQzD/aP+Jdto2hy6DpVwsmpXSlZChz5a+59a+QYiwmzk5PJNad7a3Xnu97HM8zEj95ndnPOe9FqYIZlkmjLD+4alsCGZTuLL8jeq8ZpzyOdpXduXuK0ALOacszMi+g6A0yQRJLmMMQCMDH50hCMzz25LZJ6GvcP2cviTb6Cf+Eb1y48qxlfdaTycLG56qT2BP6/WvGIpYoiflY+npVVoZry7jhtYZJJmbCxRqSxPoB1oTA/RS1uIrmMSQSpKh6MjBh+YqevJP2dvA+p+EvDl1da87rqGosr/Zy2RAig4Hpk5JNet1YxDXif7QetX0ln/YNmfKgnUNOQfmdeuPpXttc74w8J2HiezEd2GjnQERzx/eX29x7UAfH8E86uEAxEpIXA7VtW8FtdOWksELGPH3jxyDnr7V2Hij4X+JNJfNnarqNsvR7Y4fGe6nn8s1yws9VsCYrvRr+In/pg/wCvGKiwhkdikMUyzKoUIQNx5GckE+1Y32AF5ppCSXLEHOfx+lassOqXyiOHSb+Reh2275+nStrSfhz4x1eZVg042UH/AD0um2AD2HX9KLAcNY6nqGgX8N/o1y1tdxSAo2OmfvAjuCO30r7L8Fahfar4V0y/1a1+y31xCJJIR/Dnp9MjBx71w/gj4OaVolxDfavKdTvoyGVWXESN6gdSfr6dK9U6CqQGf4gkEWhalIW2hLaVifTCnmvj7SdJll08TKUWKKFVWXPJJ65HUdB1r6l+K98NO+G/iO4LYP2KSMfVxsH6tXzrpii30FI5N28qpYfqcfmKGDIvBax2vijTl2Dd9ut/mB4z5inP6GvrsjpXxvp94tnqqyxgkRSRzdOm2RW/oa+xwQwBHQ8ihAhaw/Gmt/8ACO+G7zUxCZjCBhR6k4yfatyobu2hvLaW3uY1lhkUq6OMhh6EUxnyPqWsC+1HULmbEs9y5k8zHPtn8BXC67qCSQsrqWfPB6fWvovxP8Cba9vBNomqvZxsfmilTeFGR0OQenY15xq/wE8XRXDxWhsryDkLIZduR2JGM5qLCPBrxgHyuSvNexfs1fEqbw34gGhaikk2m6nMiJsGTDMcKGx6HgH86sp+zr4wubuNJpNNhiZVZpfOJ2nHIxjJr2n4WfBTRfBFxFqNzIdS1mPOyd1CpET12L684ycmqQz1mg0UUwOP8VfDnw34lZpb2wWO6P8Ay3g+R/zHWvKtc/ZstLiR5NN1qSPPRZ4gR+YxX0LRSsB8uJ+zZrERJj1jTmOf4o3qza/s66z5mbjWtPVf9iJif1NfTVFFgPCNK/Z00mJg2p6tdXHqsSCMH8eteneFPAXhzwtl9I02GOdvvTuN0h/4Ea6miiwBRRRTAKKKKACkIB6gfjS0UAIFUdFFLRRQAUUUUAeWftC3wTwnY6YuGlv72MFMdUj/AHjZ9shR+NeHSXDvIQFCqBtIycfWul+Lvi9de8ZObGUGx01HtYZFGQ7kjzG9CMgKPpnvXIPe7oSGlRQFIYhf51LEY+ozNDcsXyRIuxiB2PTnpX2P4C1Maz4M0a/B3NLapuP+0Bhv1Br4x1Z5PJuGZw6gjDYr3T9l/wAUpNpVz4cnlJeF2ntSx5KHll/AnP0J9KEB7zRRRVDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzD456prWm6Eg01pIrCdTHcTRD5lz2J6qCO4/OvT6jnhjuIXhuI0kicbWRxlWHoR3oA+OLGe4it0WylKlX3CMjjP06VWv7K7m86e52kv1AGMntwOK+jdb+EHh2/lM1j9o0yXJP+jMNmf909PwxXN3PwSuS3+i+JpET+69sD/wCzVNmI+d7u1ne3xcAqFAOR0x6GorG/1Sx1Wwi8NeZDqTSxpDIhwxkJ4Hpz0r6Ki+BfmwmLUdfkZS2T5NuFP05JrtfCHwu8L+F54rmzsfPvozuW5uTvdW9QOgP0FFgNzwX/AG8fDdn/AMJZ9l/tnafP+zfc68fjjrjjNbtFFUMKOlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACSANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD04U4dPamj9Kf1FAkOHSl70g6UtAxw6U6m9qUUwHUCkHelFACjpzRQKUUAFA60d6WgBKP50tJ+HNABSUtJzigBDSU6mmgBP5U09aeRSY/OgBhppqTFUbrUrG3crNdwRsOzOBSbAsEUw1FBfWlyP9HuYZf9xwamPSi9wGN096jNSH6Uw96AIz+OaaTzT2plAFsY9eKeKjp4oEx4PFOpgpy0xjhThTfWloAd6+lKKbSjqKAHUopBRQAppRSUtABSUv8AOlxQA3vR3pSOaMc0AIehpMU7HNZ2sa1p2jQGXUruKBR2Y8n6DrQBexWTr2v6boUAk1K6SLP3Uzlm+g6159rfxNlvWeDQo/Ih5zcSj5iP9kdPzrzTVNUMly87F7i4OR50rZOf8KylUe0Rpdz0fWviXJeyPFpcb21mFO64cfO3+6O31ryM69u1slirW8j7XzyQDxkn1zUGp6nLebreNRFH0PPJ9efSsprZy6xlfm7HHP41lq/iKduh29zm0uY2tW8sSnP7skfrXovhfxpJp/k2niGUeS+EjuX7H0Y9/rXhjXt7GBBHIzhMlef5VS1HVbu+SP7VcO4H8J6fXFKN47E26s+x0dZEV0YMjDII5BFI3615f8FPExu9LTR7uXdNCu6Ak8sncfh/KvUG6V0xd1cRG1Nx705qbkf5NMC0v1p4qNafTQDx1p1IB0pQOKLgOpaAOOnFKBxRcBQKOpFKOlL6etABSj8aAD+P0pTx1IH40AA+maX8ailuraFSZbiFAP7zgVj3ni7QbQkSajCzf3YzuNFwN0fSlArirn4h6cqsbK2ubkj2CD8zXH618TtUkYx2UUFqDnBHzn86V0K57IzKgy7BR6k4rnNY8aaNppKm5FxMOPLgG459M9BXiOp61e304+1XU9y68t5rfLu9AB27VlGS5kBEzqiHnYvA61Lk+gXPQ/EXxKvrgSRWOyzQrxt+eT8T0FcFPqB1G6ke9Z5Iz1LNln57n0qksJRXJ9OpNPICkemOOO1Ta+4x1xKTa+RHlVVsAe1ZpmS3jUkF33Z5+6Bz+dTTyNK6qgOCwCiq17HvlYAgKvHP6miyQrlKX7wOckjn/CrjXEMiBt5SYjliKqqrINpB5PFVWfzDgDbWbC5LLblV8yM7wVycdRWLOg3HaefStmNniUsrY6j/ABqK1t1v7yOEIN7E4I7nrU3sNG74ake0lsbixkZLhSpVgOh7g/yr6U0m9XUNOtrpCMTRq/HuK+e7aLyFSKJRu+4px616j8IL55/DT20hJa0neIH1XO4fzqqMruwHeMaZxTjTD17V0AWk+tQanqFtpdjJd3sgjhQcnufYD1qda8Q+NevTv4gj02FysFvENwzwXbk/pgVM5WQIXxN8StVnvXS0dra0YnaiY3be3PrXPW3xA8QwyqbO6lCf3ZPm5rlIWYyxiRmZVbIFbOn24uL2QN+6SMng9fpWSvuxXOysPF2tX7efd6hMhQKGWM7cj1A9a14PFWuiF1j1QMD0LqCw9Oa4JGa3kLIeOnNP+2Hkdz71ra4Hbt441S2DLPqUpYnjbCCMdqgufiDqIIRL26Zz3wqgGuJkuflIcAN3qnIdysrAY6dO9AXOwvfHeqRRqLjUbrLA4KuMN6Yx2rDn8Y6jc7Q0sxGeS8h55rFk8sBVKZMfTNTQpEwZhFl8/czwKQEs+tzsEzhmx/GSc/rQl1cB4tj4YegxzVeYR+bvCAMD09s1YLopA2HeR19KAGySTM+2UyZP3jnIpGkMcyrFnkDJxStNkttHA4p0YaYxhApYEd8VN0gJ4JWUkFRj1FILhFcbm+Yc9e1VpmkKtHypHUCoI3+UhhyO+OtPmAtPdCSRRkiMdBjpTTMHXGOe1VHmGRwMjt60QMclnHPQUnICd9zEYx8pyKa/VzGpc4IJ9B3NCSBmZRngU+JTFEwVzsfr71NxNlCbcdq5GSD9cVWKhSACB6tV6ZQpJOc9PwqnIMYYEYbtipQ7jbjMkihcbBx0qAhraQPCxDryGB71M/yc5BqvcklePSkFzVi8USJGpmgR5V6Ef1r0P4C6sJptUtJGAZ2EyL+h/pXishPmDIAx1rrfhNrB03xxYrj93csYG/4EOP1xVwXK9Bn1F2phwKAcrmmn8a3Atqa+Z/iHdfafHGqPkNsuCuT0+XAx+lfSynA5r5X8TpKde1R32g/apC3rncc1lVeiBFWLZkBs4J4Pp3rVimDSq7FuOD7+9YqEKy8EjtzSy3ZLkL0HTipRJ0cjfvGGRs5aqkqxnncwHOazWvCyBSSCvXmojeFpV80ny+hI7iqV+oGnLPHJGowGcd8/zoaZBGq8by3rxWckvLui7R/npUokjGGbJA7YobAlPMm7v0HvU9q213P97nFVGZuArDcacEfBBcjHTj3ouMuEI0vLDceOfX1qR9qZVmwecYHeqfleYQQ/J+8RVmXAjVePZgaTYgxiJ4to3OeCeo7mmqgjVt3Qe9OjDInPbkZPNRS7nwSflNS2CYeZvYlcAMcDmqssoMYeM4yxByKkaXytyKoI6fSlmiFxb5iI2p94e9FxkVrA0zHnOOc1dKDBJz8vNRWMRjjKliD7VaZkBCnI/i/xqXuK5XdAE3Rg9s0nmEISmGGe9SSyKq/L/EM/hVFWbcSoJWmhXJp5C24rjnj86zZuGAJJxzVpgOq9VGOKpy4IO3P40wGM4YnnioJm4+VufQ0si4IOBgjrVaTO/DkgUFIjnYMST1PYVufDSNZfHOlBwCok3D6gHFYEjDackE+ldJ8L1H/CcaYRnhzx+BqkUfU8f3FoNJGfkFBrYRY7V85fFHS30/xddbSRDcnz0+p+8Pzr6MBrifiT4ZXXLBXjwt1Dkxvj8wfapnG6A+encgMvOR15ppb5gQDjHNX9V0yexnZLiJ0YcFuoNZzNufY77Bg/jWF2g5Rhl+bK4+lTooYINwJaq1ygjkUxncp64FOido/m2k1SdxNF9Sse9cg7ug6AfSlRgvAYN0/yKrmRcLwee5piSbW6qRTsKxqr5YdQwP1pyys0J3EEDtVRm5UKQd3U+lTIw3MMbQRj1P40gH20u1yNwBPrVgkEAqzZ47cCqJ2kgIORnk1I0z+WqsSB1pAywJMBiTlQepNDSbmbayN2OOOaqhgxPHPr2AqeEBJSJEDMBu2eo60WE3YHSRWUMoHQ0kUoVGXsTnilFwHlduQXPTt9KgkIVsKRnNDQkyxHLkNxx0qQZA3tjrVNflcFTmpC5GAWB2+hqSrDpCHmyGOT1ppOwEkninQsBIpBBxk5xSEhlycEMaSYNFOUsoLDOCc1XYM6nr1q1KMHLDCtyBUM52Q7h39qoVytK5CAMvTj/wDXVSck5ODUxzkbicdetNcqASaY0Q2tv9plMYKq2OMnqa7D4X2EsPjSxL4P3j9Bg1yMcwhnR1VX2nOMV6R8JJm1Hxa8ywhI4oj+BJAoV3JW2LVrHvacJQTSKcDrSE/5zXQInB96GUOpDDIpgNPBoAwtY8MWeog+ZEuT7VyN18MrSR9yjA9q9NX8acMfhQB5evwwtMcg5qKX4X25+6T+derjHpSqR6CmB41c/C/APlu1ZNx8NrtM+Wx/KvfQox2pDGh7D8qVkB83XXgPUYzkID+GKy5vC2pW+cQyj/dNfUTWsTdUH5VC+mWzn5o1/KlZAfK72F/btkrKMcfMuajaS4VhvjVsfhX0/ceHLGUfNCv5ViX/AIF064B/cLn6UnBAfPCzLxu3Jjsw/rTiwcCRWyTkNg169qfw0hO4wAqfY1xmr+Aby2yY0LAenBqXB9BWOZ08LucsfmHT+tVnIEsm44HNW57C5sSVmhcY74qtOqu5fdnjpjHNQ00TazHROAMgjg04uG+8gB6ZqrEQG+YcYp+7dg8dKgom3YIA6c9KWMqwzuIxxVfa+eDT4/lJ5GaEJkzSbdyjaQeM4/lVOeQE4YHjpUmec9hVcjfMTn360xIgPI9qguck8DgdqtOwjY8DcOhqm295G496ZSQ1reRYxIV+U969r+Cdus0E18qFQcR9O46/zryKS9ae2EG1UiwPlA9M17/8JrE2XhW1Drtd8ufxPFVT1eozus9KbSZppPvWwEinPepAeRzUIPFPDfnQBKDTgfSogf8A9dOBpgSg0o6dajH604UMCXPp1pwNRjinKelIB+adnmo+tKKAJN350dv6UzuPWjJ/CgBxAYHgVBNaxS5DKKmGcdaU96AOb1XwxZ3iMGjUk+1cDr3w5Rtz24x+Fev859qRkDdcUAfMWp+HL7SnYNAJI89xXPzK6swAKk54x0r6tvtLt7pCJI1Oa4LxJ8P7e5Dvbrsb2rOVNPYFY8FErZJYn6mmPcdRuOf0rpfEnhW/013Yozx+9cm8Lgk7TkdqzatuO3YmEpEZYEnHGM0eaGORkE9qrLjOG4pVJ3bRnGaLE2HuxycmniRVhIwCx4pPLLsQM8ZzgVBOPL4ycmjQaRr+E9NbVtct7YLuXcC59h1r6h0y3W1tI41AAC4xXlvwa8OtbWxvrhMSy8jI6L2r1teFH9a2grIBSaZmgtTNw9aoCUH8qcDUQPvTw1AEinJNPDf/AKqiU0M3K9Oo/nQByfif4i6T4b1iTTr6K5adFViYwCORkVDoPxR0bWdYtNOtobpZrlxGpZRgH35ry74y2z3PxEvxGVHlwRsc+m0D+tUPAGnS2Pj7QGkeN1a62/IxOCBz296APqURHHJFcP4m+JGi+HdZm0y+S5a4iCljGoI5GR3ruw1fLvxrbPxG1L/di/8AQBSGey+H/idoeu6xa6bZpdC4uG2pvQAZwTzz7V3/AJfqRivlH4SH/i4uif8AXY/+gmvq8N70NgcN4j+JOheH9ZuNNvxdfaIdu7y0BHIBGOfQ0aD8TdA1zV7bTbIXX2idiqb4wBnBPPPtXiXxnOfiRq//AGz/APRa1B8Iv+SjaJ/10b/0BqYj6tK/SuL1/wCJPh/QdWn03UGuRcw43bI8jkZGDn3rs93FfLHxlOfiNq/+8n/oApJjZ7noPxK8O65q1vp1hJcm5nJVA8WB0zyc+1doVwM18qfB/wD5KNo3/XRv/QDX1Zu4oYJFczIxbH8LbT9aY+D6YqlO221uWHX7R/UVYViRQgZS1HS7e9jZZY1INeV+M/h0sga4sMpIORivYSajkUOMMBihq+4j5MvtNms5TFdxMjqeuODVNbZ8/eXHbmvp/WfDFhqSt50KknviuKu/hdatKWhcqvpWTpPox3R4wNyxiNMlsnp3rsPBHgu51G9huLuLbAp3YI616VpPw906ydXdA7D1Fdja20VrGqRoFAqo07bg2M02zjs7dY41AUCrRP5UFhimMeprQQE8mm59qCaZmgCZaf3H1oooAdTW+8v1H86KKAPCPjIAPHt6QACYYxn/AIDXNeEHZPFWmMjMrLMCCDgg4oooA94jvrv/AJ+p/wDv4a8O+KDtJ4zv2kYsxEfLHJ+6KKKSBjfhmSvjvSCpIIkPI/3TX0tFNLj/AFj/APfRoooYI+cvi0d3xC1Utycx9f8ArmtM+FH/ACULR/8Aro3/AKA1FFMD6jyfU18v/GD/AJKJq/8AvJ/6AKKKSGJ8Iv8Akomj/wC+/wD6Aa+oyTjqaKKGCMy4/wCPG4/6+P8A2YVYj+6PpRRQgY70+tNPUUUUxCN0/Coj3oooAT1pjUUUAM7ik7GiigCM009TRRQB/9k=\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACzANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6g8tP7i/lR5af3E/Kn0hoAb5af3V/Kjy0/uJ+VOzSE0AJ5af3F/KjYn9xfyqrqOpWemWj3Wo3UNrbp96SZwqj8TXn+pfG3wVZTmNL6e6I43QQMV/M4zSbSGkeleXH/cX8qPLT+6v5Vk+HfEGn+ItJh1HSZxNay5wcYII6gjsa1VbIpoQuxP7i/lR5af3F/Klpc0AN8tP7i/lR5af3F/KnUUAN8tP7i/lR5af3F/KndaKAG+Wn9xfypRGn9xfyp1FADfLT+4v5UeWn9xfyp4ooAb5af3F/KgRp/cX8qdRQAnlp/cX8qPKT+4v5U7NFADfLT+4v5UeUn9xfyp1FADfLT+4v5Uvlpn7i/lS06gBnlp/cX8qPLT+4v5U+igCLNJS01jxQAjNivOvih8SrPwdAba3VbvWHXKQZ+WMdmc+nt1Na/wARPFK+GdEeaPa97NmO2jPQtjlj7Dr+Qr5M8QXEt7eTXF1K81zM26SRzkse9JsaIPFXirVvEmoG71q8kuX/AIUJwiD0Vegrn5cHPbjPXirtygWMe4rMlj4IVh+BqGUe/wD7L+suqatpMkpZfluIx6Ho2P0r6Ft5cjk18XfBvXB4b8c2txcybbWb9zMfRW4B/A819i20gwCCCD05qkJmspp2arxvkdalDVRI6lpoNLmgBaM80hNIf1oAeMUU0U4UALmlpuaWgBaKKBQAClzSUCgBe9FFBPFABSikpc0AGKWkFLQBCahlbAqVq5rx3qR0vwzf3CsFk8sxxn/abgfzzQB4b8Ttc/tnW7mfcTbQ/ubfnjaDy34nn8q4bRPDOqeKtRa20mFXdBud3baij3Pr7da3JLf+1NSsbFHCLcSJFvxwuSBnFeoatodp4ek0Sw06xMsET78+f5W6QkAu5AyT7ZA7YNZVJ8ppGNzyC1+GGuahrF3payWkN1Au5vMZtrrkAlTjpk1xHiTw/qHhzWJNP1WAwzoeo5Vx2ZT3FfWdrZ3K+N7i+EEAsjA0TToNrF8g4cE8/UcY96yfijo2leIvD+opcJm+0+2N1FMgGU4bAz3B2nI/GslVd9S3BdD5aSFNp67z0xXt3wr+KS2FtBo/iiRhGnyQXnXA7K/+NeHPNtAK4GPanWWovFIsgIIz0NbIzZ90WV9FcQpLBKksTjKvGwII+oq/HKMDmvjrQvGN5pAEul3Mts2eY0b9231U8V6Donx1eEKmtWaOeheElT9cHiruTY+iVkBp4fivMdJ+LHhq+Vc3bwM3aRDj8xXVWPirR7sA2+p2r57eYM/lRcR0ob3o3c1nw3sMgzHLG4/2WBqcS5PFMC1mnbqreaD/APqpRIPWgCxmlBqDzBSiT3oAnyPXmlzUHmCnb/egCXNLmot9LuoAkpRTA1LmgB2aKSlFABS0maXNAEDdK81+Md2Y9NsrdcFpZGfbjrtXjP8A31XpL9DXkHxmlxqGnKeghkb/AMeAoA8u0RgvirSW3DP2uHcR67xXtXjK233NpceXalI/vPcOVGdw2gDIyeT614ZpahPEWntuGBdRH/x9a+i9StrW5lge7SElW/dFhhw/UbWzkdDXLW3N4HKafeed4r1NFvhPa+RJi0lul2BgRksCWOCTjOAAOoqhDqFnqHhnxNJaWVnZOtrJE8NtcLJkKHGWCgY5zg85FR6YsD+LNVieWNilrKWVIVL4LjG1MZbjgg5BPSrGnyahJ4U1pL7RYtPthaS+TKkawtN8rY3RjocYOeOTjFYmh8q37jMaKMg8mq/lsBu3DjtmrV3H5m0gdhTWjYAEk424rsRgxkU5HAJ6etWoboSJtYcGqIO7gqQKmhI34bPPQ02C0L8FpG5z5jR57g04fbYJStrfyY7ZNQsxTBGPx6UyKZmlPTHsKxdzZW6mvb6t4kgcCK5U56fMRWtb+NPF1k4BefH/AEzmP+Nc81yFCZBx0p0eoMHAJ7/Wp5pj5IHZwfFTxPC4DzX4H/fVW0+NHiKJvmluiPVkH+Fcd/aJDIo6kc08Sj7RtDHFCqTG6UOjO2T46a6h+dpQfeEGrC/HnWB/y3Q+32b/AOtXECdAX8wAkUfarfbygz9Kn28uxX1ePc7xPjzrGOqk+n2b/wCtVhPjxq2OkRPvAf8ACvOnvkA+UAD6U1b5GYFwfzqlWk+hPsIdz02L49apkbooB9bdqd/wvzWGysdijN/17kf1ry2S5jkbOwY96rNJtkODgVaqSIdKKPWh8dfEb5xYxr7BFH6kmoJfi94wugGW5htYwedqKxb9MCvKjMcYOcn3qeznflGbKnt6U7yZKUT2LQfjPr9rdZ1IQ6ha5+ZGQRuPow/rmvevC+v2PiXRodS012aF8qVYYZGHVSPWvjHeCPvYOMjmvSPgR4lm0zxfFp0hP2XUP3TJngOB8rY9e1aRl3IlFdD6coptLmrMyF+hrx34zR79V071aCQfXDCvY26V5R8aICG0e4GeHkjY/UAj+RoA8ei3RalbOxwqzIevowr3XxkwjjsJ2Yp5dx/rN5AQEHOQAScjj8a8JmBW/TYRsDBz9civdfHGnyapo8EMEBnc3CPsBAGACcnIIx7d656pvAwrQD/hItXknimdLmGXcoVSHCkqPlUbiccdQSKzvCFjNBpXiEXdrfRSSwuRNKjxw7NpASNHO5ce/X1q3BFbSeMdS3F0vJrVw4JiOxdoyAF+bOeT3pfDc+nypeJZC5R2smDJIoK7iASA2TyMjjturnNGfMci/OVwPzpNoIJJA29uuaklRjPjGBk8gUssZEQKgMT14zXYnoYlF0BbIAHrSoir97GaWNABUiRlpCAOKbElqBZGDb88UqSxpkgZbHcVItuTIAo5NacGjsyqXAQfqaxlJI2jFsxJnd+5x6UtvGdo4OfWug/sy3V/300aY67mAp8cOmo6g3cR9lJP9Kj2iNFT7sxAjecpIPAq1bI/245BJwD+lbAl0lCS0qn5cfdPFVZdR06O48yLcfpgD+dT7RvZD5IrdkE8ZebA9M8U3ypAMbeKnl1qzyHSE/mKYdbt2QkW5z9f/rUvf7Ffu/5hkUG7kZz6Z4qKWFl5wM+lTprkCj/j0JX0/wAio21yFyM2pAqlz32Jbh3I9pXqSPwqKRi3fFWxrNqQA1vKv+fpRJfafMRvV1P+7/8AWqk31RD5ejK3bpz61Lb/ACnPVvpV6AWbov2edGPcEjP5U5rMxuTxzVqfQlw6pkcTeYxVj2zn3rtPhZZPefEDRlhUsRcrIx9FX5if0rlYbcqGO3n6V7/8BPCM9kkuv38DQvLH5dqrjBKn7z47Z6D8a0jqZS0R7HS0gp1aGREa4L4vWRufCNxKgJe0kScAdcA4P6E13zVnatax3tlPbTDMUyNGw9iMGgD5UugY5mk/hZRz9K958SXEsfh+GSOQxq6opKuVIJxggrz6ivEtZsZbOS50+fPnW8hjbj0PB966Xw/4wDaNNoWsXrWrOoS3vWjEgQZHysDwR7+lYVIt7G0GjsbCeZvGSRLJPiS2SRkiUPEw2cSM5ORk8DAGfzro4bOC3ilS3hjhibcSEUKMt1P1rlLHxJ4Wsmgub7X4pbyCPy96uwRh0Hy4x07dAelcZ8UPifHPbHTvC87FZVImuxkfKeqr/jWHK2W2eQ3C+XdzAdmaq3L8Lml8wt16mtHRrc3VxHbW0L3N2/Cxx9fqT2FdKRDZmraEcsvBp6gbxGqsZSfuqpLflXsfhr4Wtcqk+uzFQTn7PAcY9AW/wr0rRvCOk6aiizsYYiP4tuW/PrT5b7k89tj5u0/w5rt0AbPTrplbqxQgH061u23w38UXaqJlSMf9NH5/LNfScdivQAY+lWI7JRzgflRyIOeR88xfBnUpwPPvIEz15J5/AVowfBAtgz6ipPsjf4174lqPTmplth6VVkTc8Mh+Bunj/WXr/hH/APXq5H8EtGTl7mduP7gFe1eQOmBijyQScCiwrnj8Hwa0HHzPdY/4D/hV2L4P+HFABS5b/toB/SvVfIGOlKIRxxRYLnmMfwi8MKMG2nb6yn/CrcXwm8Lgc2Up+spr0ZYvb9KlEf0p2C558nwq8KKOdOJ+sjVMPhX4RbG7SV/7+N/jXfBPanBKdhHAn4R+DJBhtHH4SsP60wfBvwhjEVtdxD0S5bH5HivRAtPUUrIdzkNE+G/hnSLlbiGxNxOv3WuX8wKfUDpXYjoBjj0opfxpiDFFFFAEZqKRcqelTGmNQB4t8ZdAMM6a3bodj4iucdj/AAsfr0/KvHb47xnAb0yK+utVsYL6zntbqNZLeZSkiH+IGvmPx/4auvCeq+TODJZSkm2uMcMP7p9GH69aTRSZxd4A3BBHqaxLuT962DjJ9K2r6QAHGSD0rGugOCME1mWSafYz397BZ2kZkuJ3CIo9TX0v8P8AwPaeGtPCKivfSDM0+OSfQe1cD+z5oC3dzd65NGNsH7iEkfxEfMR9Bx+NfQFrb9KqKJkyK2tQoHHNXUgHpVmOMDjHNTqoxVElQQ88CpRGPSrGwUBaAIljp2zjpUoFH4GmIhK+1Crz0qfbzRjmkBHspQg/GpMUY96YDdtOxzR604DigBMUoFKKdQA3FOoooABS0gpaAClpBS0ARGkNLSGgBjjI5rG1/Q7HXNOmsdTt1ntpByrDkHsQeoPuK2GYAHJFRl1P8Q/OgD5l8b/BzXtKkkm8PZ1bT+oiyBOg9MdG+o59q4Kz8B+LdUv0tLfQr+OVm2lpoTGiD1ZjwBX2tuT1H50eYp4LD86Vh3OS8B+E4/C3hmx0pGEjwrmWQDG9zyx/P9K6qGIKKkDJ6jP1pQ6+tMQ5Vp2KaJF9RR5o9RQA+imeYvrR5iigCSgVH5i/5FHmDPf8qAJBSiovMX/Io8xfX9KAJaKjEg9T+VL5g96AJAKX9Ki8wds0ocdgaAJBSg1Hv9j+VAb2OPpQBLRTA3PQ/lS7vY/lQA6lpo+lOoAKWkpaAIjUchwR9RUlQy9V+ooA85+NnxJufh1DpT2umwX321pFbzZCm3aB0wPevKW/aa1bPHhrTh/28P8A4Vr/ALYnNl4YP/TSf+S18yE0AfWfwo+NGp+O/F6aLLo9hZq0Ek3mq7uflA4x+Ne1Kl3j5pLbPtGf8a+Pv2WTj4sQf9ec/wDIV9lUAc3401W/8O+EdW1iP7LPJZW7TLG0ZAYjsTnNfPDftM6/g40LSgf96T/Gvffi/wD8kt8U/wDXhJ/KvgRjzQB7/b/tK+IZZ44/7F0kb2C53Sdzj1r6gEN3nJuYsH/ph/8AZV+c9kcXsH/XRf51+kKH92nrtH8qAIPJuiAFuowf+uP/ANlXzT4w/aA8TaF4p1XSoNP0mRLO5eBZHSTLBWwCRu619Pr1r4A+Kwx8SvE4/wCohN/6EaAPSP8AhpTxZz/xLdG/79yf/FV798JPE2qeNPAtprd+bWCeaSVDHDEdo2uVHVs9q+D+9fa37Mpz8INM9p7j/wBGGgD0oR3Xe5jI/wCuP/2VeOfHX4neIPh9q2l22lrp9xHdQNK32iFsghscYYV7Zmvl39sL/kP+HP8Ar1k/9DFAGI37SHjIni10YH/rg/8A8VXpfwK+J/iL4ga/qNjqzWUEVtaidTbw4JbeBg5J4wa+SR3r3z9kE/8AFZ616HTv/aqUAfUiwTjreOf+2a/4VyPxa1zU/CfgTUNZ0u5DXVuY9omjVkwzgHIwD0PrXbZ4rzn9obn4Q677eV/6MWgDwb/hoLxv/wA9NN/8BR/jWx4R+OHjDV/FOkaddS2KwXV1FDJ5dsAdrMAcHPXmvCK6P4ePs8eeHWPT+0IP/Ri0AffBhkB/4+Zf++V/wpDDIQcXUo99q/4Vm6nrtlptxOsy3DMh+cxoWGdpbA57KM1o2N0l5bLNEHUElSrrhgQcEEfUUALbyGS0gkY8uqsfxFTDpVayObC1/wCua/8AoNWRQA4UUmaUUARGoZf4fqKmqGbqv1FAHlfx6+H2qfEAaLbaRPaQvaebJIbhiBhtoGMA+leSn9mvxTn/AJCejY/66P8A/E19Vt/yEkP/AExb/wBCFWKAPmHw54H1D4I6ovjLxFPbX2nRI1q0VkSZN0nAIDADHHrXU/8ADS3hnP8AyCNW/wDHP8a3P2nxn4S3mf8An6g/9CNfF570AfVOofGjSPiBY3HhHTdNvre81pTYwzTlfLRn4DNg5wPauSP7M3iHP/Ic0r/vmT/CvM/g+SPih4W/7CEP/oVffNAHyqv7NOvwMs39uaWwjO8gJJ259K6tv2mNFiAQ+H9SLJ8p/ex9RXvk3+ol/wBxv5V+b95kXM3++386APqT/hp3RRyPDupf9/o6566+CGp+PruXxba6xZWdtrTG+jt5Y3d4lf5gpI4JHtXzuor7++FH/JMvC/8A2D4f/QaAPB/+GYtV/wChlsM/9ez/AONa9j8QIvgdaR+CdT0+TV7i2zcfareQRIwkO4DawJyOlfRlfGn7Uox8WLn3tIP/AEGgD0X/AIad07/oWrz/AMCU/wAKqXun/wDDRTLqNjJ/YUejj7OyTjzjKX+bIIxjGK+aK+pP2OznQvEo/wCnmH/0FqAMo/sxXORjxPB/4CN/8VU8Hh9/2et3iKadddTUP9A8iNTAU/j3ZOc/cxjHevpKvEP2t1z8PtMOOmpL/wCi3oA5/wD4abjzx4XbH/X4P/iacvxOHxhz4HTSzpR1Mf8AH2ZvN8vZ8/3cDOduOtfNAr0z9nT/AJK9oef+mv8A6LagD01f2ZU7+KG/8A//ALOpB8Ao/C+Nfi8QtcvpX+nCBrTYJfK+fbnccZ24zzivonFZPi5d3hPWx62M/wD6LagD59f9o0SymaTwhaNKy7S7XWTj0zs96mX9pSZRhPC0Cjr/AMfh6/8AfFfOvpTgaAP0L0Wf7ToWm3G3b5tvFJj0ygOK0B0rI8KHd4S0M+tjAf8AyGta69KAFpRSUtAERqKbt9alprrn60AV528u7jkKOy+Wy/IhbnIPag3aAA+Vc/8Aflv8KlbzOzD8qbiX+/x9KAPO/jrpOo+Kfh3c6Zodhc3N688TrHt2cK2SctgV8zj4K+P2Gf8AhHZvxniH/s1fbhEv98f980mJsff/APHRQB8j/Dv4S+N9G8c6Dqd/oMsdna3kc0zedESEDcnG7J4r63W4JH/Hvcf98r/jS4l/56foKMS/89P0FADHuHeJwLW4yVIAwvp/vV8Z3HwN+IEt1Ky6ENrOWB+1Q9M5/vV9n4l/56f+OilxL/z0/QUAfFp+A/xBxn+xo/8AwLi/+Kr6z+H1peaN4H0LTdQs5Y7u0tI4ZVVkYBlHOCGwa39s2f8AWn/vkUYl/wCen6CgBBcPnm1uR/3z/wDFV87/ABy+Fnirxl46l1bQ7CJ7NreKL97cIjblHPGelfRO2X/nof8AvkUbZT/y0I/AUAfG6/s/+PT/AMuNmPrdpXtv7PvgnXvANhrNvr1mu68lieM28qyDChgc8jHUV65tl/56n8hRtl/56H8hQAvnNj/j3l/Nf8a82+PHhPWPHHhO10zRLZPtEd2s7GeVUXaFYdeeea9I2y/89D+Qo2S/89W/IUAfIP8Awzz45Jz5emD/ALe//rV2Xwn+DXizwp480zWdSXT2tbYuXWK5y3KEDA2+pr6M2Sf89G/IUoST/no35CgBDNPni0P/AH8FVdbhub7RL+0ihAluLeSFd0gwCykc/nVwLJn/AFjfkKNj5/1jfpQB8oD9nbxh3udIH/bdv/iad/wzr4vA/wCPrST/ANtm/wDia+rdr5++1O2v/fagCnoNnJp/h/TLKcqZba2ihcryNyoAce2RWitNVT3JNPFAAKX8aSl/CgDM8+T+9+gpPtEv979BRRQAnnyZ+9+go+0S/wB79BRRQAefJ/e/QUfaJf736CiigA8+T+9+go8+T+9+goooAPPk/vfoKPtEv979BRRQAGeTJ+b9BQJ5P736CiigAE8n979BS+fJ/e/QUUUAJ9ol/vfoKPtEvHzfoKKKAF8+T+9+go+0S/3v0FFFAC+fJn73f0FH2iX+9+goooAXz5M/e/QUfaJP736CiigBfPk/vfoKPPk/vfoKKKAD7RL/AHv0FKLiX+9+goooAPtEv979BSi4k/vfoKKKAP/Z\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACuANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6pooopAFFFFABRRRQAUUUUAFFFIaVwFzRmkopXHYXNGaSii4WFzRmkozRcLC5ozTc0ZouFh2aM02jNFwsOzRmmZoouA7NLmo88ilzRcLDs0ZpuaAfei4D6KQUtNMQUUUUwCiig0AebePPi3o3hLWBpb29xeXi4MgiwFjyM4JJ645xXX+EPEVl4q0C21bTS3kTZBVxhkYHBUj1Br4w+JWrLN8X/EaTnKG+eNTnpj5QP0r6R/Z6dY9C1uxjI8u31A7cejRp/UUrlNHrGaM0lITSuI801r4waJpfiG40lra7mkt5PLlkQLhSDycZzXo9vPHcW8U8TBo5FDqfUEZFfF1jfjVPixrKSOvmPfzFQejqGPFfXHgef7T4O0WXP3rSPP12ihjsboNVdSvYdOsLm8umK29vG0sjAZwqjJ/SrFcb8Yrr7L8L/EsvI/0J1/76+X+tILFDQfi54Z167jg0uS6mDTRwNIYCqo7nCg555PcV6ETXxp8AdQQzX1jlQ4vLOYKRksBKBkemD/Ovsn1psBc1T1nUY9K0q7v5x+7t4mkbnrgdKtHqK4f42XL2vwv1+SJsP5G0H6kUrgUfB3xYsPEniG20ldPubaW4VjHI7AqSoJI49ga9JJr5Z+AV3DqmqW9yoVZ7S4jUr3BY7ePYgmvqOmIdu/Cqmr36abpl1eyjKQRtIRnrgZxVj8K474v3Bt/htr7q21jbFQfqQKAOc0H4xW+qaxa2J0mZPtE6QCRZAwUscZPtXqpbivlP4MzQapqMNyCBLbzRb19G8xQPzBr6oJoAa82CK5nx941tfBukQX93bTXKyzCLbGQCOCc8/Sugl6ivDv2obhh4c02JWwBPvP5HFFgPRvh98RbHxnc3dtb201tPAiy7ZCDvQnGQR79q7UuBXzt+zLLHcStfIR5kiSW78dMbTj9K+hhzQxoljkBNTVAg5qcU0JhRRRTYgoNFBoA/O34nh0+I/iUSZDjUJ+T1++a+mf2WLyS50rV2mJ8yUwynPf5cZrwH426TJb/FjxMilQGuml+YgHDAN/Wvff2WpIG0zUI4GG6OOFWHfO0Z/XNT0KPeaRqWgjNFhXPzuOoS6Z8R5rxGIkj1ByfoXII/I190/DT/AJETRec/uB/M18P6hpk998Tr21iiZidScsMfdUSEkn8K+5fh6oHgrSNowpgDL9CSRQxnQ9q4H45qW+E/iUD/AJ9SfyINd/iuM+MMYl+GPiRCQM2b0gR8e/AhnPxGsol/5asuefSRW/pX3kvTmviH4FWkVl400u7mdXluLlLeNF52ZYEk/gCK+36bATFeffHdd/ws17rxEDx7MDXoZzXD/GiPzPhprgC5/cMcfhSA+Xv2arto/iCbck7JvLYj3WVcfzr7XFfF37O+lXEHj20v7hDDBLIIId3WRt6sQPoFJr7SFNiGt0rz/wCOTY+GurL/AHo//r16ERXBfGxQ3w+1NWXIMbj8dpxSA+YP2ebpl8eS228iOZEYj3WVCP619rEZr4v/AGe9MkX4hW882Y95EcSnq53Kx/ILX2mBTYyrIOa8C/agO/QXAx+58o/mxFfQUi818/8A7TUbjRblUBZ5TCAB6AmgRyX7I9xL/buoWxJMQ/efQlSP6V9XpXzX+ydo7Whv7mYATTfMEI5VAMA/ma+mEHHShjQ9BT6QUtNITCiiimxBRRRQB8kftNaWLH4l2+qoqmG5hQS89GXjn8MV237L13a3+o+J57RNiL5MaD1UDGfxIzXA/tHaoL/xhqECt8sBWNcHuBg/rVn9krVVs/Gt/pztgXtqSoP95CD/ACzUop7H1tQaKiuplt7WWZz8saFz9AM1RJ8v6mLLwl8T/Fd9eSAFxJJEA2ASyAqPxY4r6O8JqieF9JWM5T7LFg/8BFfHPxNuzqGpB2kLzuzM4PbngZ+lfUnwW1Map8MtDm3bpI4fIf8A3kJX+QFSUzuK574gNAPBurC7UtC0DKw9c8V0NebfHjVRYeDRbDmS8mCbfVQMn+n50MS3Pmn4c30Om+NdCt34ia+hywHXDnHP4ivt4d6+CtdtpdPu7K8hUho5BJwOhDZFfdOjX0ep6RZX0JBjuYUmUj0YA0DZdrmviLaw3ngzVbe5fZFJCysfwrpa81+PmrLpngZ49xWS5lWNcHnjk0hI8N+Ac+PiBp9i6L5UMzSIzfeU7WGB9SRX12BXwp4E1VtJ8d6Zf5ISO5RnOf4d3P6V91qQygg8HpTYBiuK+LscU3gu8hmbHmKyr/vbTiu2ryP4+6wtnY2FkG+aQtIRnsOP60AeX/BOxjT4g6WdhJjZ23Z+6djcV9UYr5K+FerLZ+PNMkkOEe4Cdem75f619bjikBGy5Oc14D+0hc2oljtZWzMyqyr24z1/SvoHtXyD8dNZGqePr2NSClviIEewyaaA9T/ZvMc1hqTJapBsEaoV/jHILfmte1qtfP8A+zPef6VeWrN1gDY9w3/16+gh0oAcKKKKpCCiiimAVQ1zUYtJ0i8v7ggR28bSHnrgcD8TxV+vKP2iby7i8HpbW0MrQzufOkQE7doyAfqf5UmNHyj4p1KTU9Uu7uUktNIz5J9Tmn+B9Yl8M+INN1mEn/RZ1kYeq5ww/EZqjJbGRiSp255qzp2gX+qXaWul201zKxHyopNSM+/dNvoNS0+3vbORZLe4jWSNweCpGa534oam+l+Db6WI4kdfLB9Aep/Kp/hvos3h3wNo+lXTbri3gAk9mJJI/DOK80+PXiJld9LjyqpH8xPTJFN7CR8861cGe7ZyQxBxX0P+zNrETaRf6NuHmROLlRnPDABv1AP4185sm4bthJUkHA/z613Hwe1K70nxtpT2MbSNNJsnUDjysYb/AB/CkM+wu1fOHx/1oah4ti06Fsx2EWGwf425P6YFfRz52Nt+9jj618ZfEKx12z1/UJdSs50upXZ3faSrZPUHpihiRV8Qustmy4BZf519B/s5eIBq/gNbGR83GmSGAg9dh5Q/zH4V8uiW+uyq+TISqkH5TXsX7Nen65ZeKrmf7JLHpU1uyTvIpUbgcqRnqc/oaBs+la+Z/wBpvXlu/EFrpETApZxb5MH+Nu35Yr6Rvp1tLK4uXBKwxtIQOpwM18PeMr6TV/EV/e3G7zZpmfDe54oEjmopMTswJyvQV9w/CzX18SeBdKv94aYRCGYZ5Drwc/z/ABr4Zk/dyn0Ga+h/2VNdlMmp6LIrGJ1FzGccKw4YfiMflTA+i6+VfjH4g/tjxdeGPD20OII8einkj8a+kfGF5PYeGtQntI3kuBEVjVBk7jwD/WvjnVt/9psk4YAcZYdPWkBTSVrWQXlvuDRMrD2IPFfa/hvU4ta0Gw1GEgpcwrJ+JHI/Ovi27kSWHZEhwWwR/wDWr6Y/Z9kvP+EDW1vIJY0t5mWFpBjcp54+hzQwOw8Za1F4f8NX2ozsF8qM7cnq3YV8RajdPeahc3szhpZWZ2Pua95/ag1m7zp2jQI62v8Ar5nxw7dFXP6186GQCYDHyjtQgPVfgjqy6Z4z0t2fZDKxhfnj5xgfrivrgV8I6LM0M8bxMVdSCv1zxivt/QLp77RLC6kVkkmgSRlYYIJUZoA0KKKKsQUUUUAFMljSZCkqK6HqrDINPooA5a88B+FribzZ9Hs956/LjNa2k6FpejoRpljb22epjQAn8a8k+IOoS6l4svbKzu3V7d1iIRyNrbQf616R8Opp5vCtv9qdnnjkliZmOSdsjCknqNrQ6aud8UeD9H8S7W1O2DyKNocHBxXRUhOAT2FMR5dH8EvC6O7A3XzdP3n3ea6/wr4N0bwyr/2Zaqsr/elcZb8+1eeW/jXUdRv57mxu2+zrI6xrjIwuc5/KvZIzujVvUA0lYbHVFPbw3C7Z4o5B6OoNS1j+L9SbR/DGp6hGfntoGkXjPOKBFqPSNOiJMdjaqfaIf4VcRFjXbGqqvoBgV4l8MPHGp63r8QuLh3glYAqTxzwD+de30DEIDAgjINcdrnw08Ka08sl5pUQll+9JH8pz6jFdlWZ4mvn0zw/qF7GQHt4HkBI4yBmgRwcXwP8ABStmSyml9nmOK7bw74a0fw5AYdGsIbVSAGKDlvqa8Z+EfxC1rWPFkltcSNPp88g3eZ1Qt0x+Ne/0DAjIwaw9R8KaFqLbrvTLaRs5zsArcNc18RtSl0nwZqV3byNFOigI69QSwHFAiax8HeHrKXzbbSbRJPUxg1uoiooVFCqOgHArwP4K+J9a1LxzLb395PPbSQsSr8qpHI/HivfjQBma3oem65b+RqtnFcxjoHHSuLn+DPgqaUyHTSpP92QgV6PXIfFO+lsPCM8kEjRyNIqBlODzSYDdE+G3hXR5lms9KhMqnKvJ85H512AAAAAGK8g+E+sXlz4iaG4uJpY3gb5XYkAgg/nXsFMAooopgFFFFABRRRQB8cJ4maP4+azDLJ/o13qLR89Aythf5Yr6V+Fly11oN6W/g1G5UfTeT/WviTxFcvH8Ub+4QncurOwI68TGvsv4Iln8I3MjZzJfzt+oqVuU9j0KoL9tljcN/djY/pU9VdVONMvD/wBMX/8AQTVEnx98DtekfxbeaRcyZtpYp50z1VgpJA+oyfwr7B0uTzdNtJP70SH9BXwV8K5nj+KGnMoJ3SSq2P7pjcGvvPRxt0mzXGMQoP8Ax0VKGy5XI/Ft/L+G3iFgcEWjc/lXXVxXxoz/AMKr8TYOP9Dc/wAqbEtzwH9mvU1uL29jlP763eALz1UzDmvrOvhb9na5eL4j20IJ8udQrj1w6kfrX3TQNhXLfFN2T4deImQ4YWcn8q6muW+KQU/DrxHvGR9hlP8A46aGI+af2ctXWTxDd2chBlSWKRDnqolA/Svr+vgX4G3DwfE/S9rELI5V/p15/ECvvqgbCvO/j5MYfhnqbKcHK/zr0SvOvj4ob4aauGxjyiR9eMUmCPLP2X75Ly/vJWI89XSNh6fK/P45r6Yr47/ZLuynji+gYnbLErAe4J/xr7Epgwrzv44fvPBlxEG2kjcDnHIIxXoleYfHa4EPhO+BGStsWH13AVLBHDfs4azHql5dCQ5uoJljPPUFH5r6Ir45/ZPmc/EC7TcdrRBiPcEj+tfY1UDCiiimIKKKKACiiigD4O8X2cOk/FrWg9s0zW+ou8alsAksWXPtX1Z8AZPO+GenzkYaWSR29zu5r5e+L06XXjPWLy3ZcvO2WHsSAfyr6M/ZivRdfCy2iDZa2nkjI9Ocj+dSimetVFdxia1miPR0ZfzFS1BfzrbWNxO5AWONnJ+gzVEnyV4C8N2ei6hqWseU73ccdxHCXfAUjKFsV9Z6Yc6ban/pkv8AIV8h+PdTmtLaWO0Yot07FiPQsC2PxFfV/hK8XUPC+k3aEETWsb/+OjNQhs1q5L4tQm4+GviSJc5ayk6fSutrlPijfw6d4D1ee4ZRGYtnPfcQMU2I+U/gRZxWXiy3uWhmNy8sIQnAVUZ1JP4jFfa9fB/g7xBJp/jTRWVwtul5Bv8AdVbAz+Br7woGwrnPiLGJvAevxN0eylX81NdHXLfE+9i0/wABa1PP9wQFcepPAFDEfIHwRtYV8cW0vkys7yxRxliMKGkUEn8PSvuivgDwpq76f4x0i63eXbQ3kbNt/uh88/nX38CGAIPBpjYteaftCOifDa/MhYKSASoyevpXpdeS/tK6gtn8PxDjL3M4iUfgTSYI8d/ZktrS18bwrG7y3dyrNnbhY0RSf1JFfXgr48/Zxv8AyPifYQudqSxSIBnq2w4/lX2GKAYhrx79ou4W18OMzOUV49jELnjeO3417DXhX7TeoRJZ6dYty0mXI9gRSA4X9mDS47PxZKyl5Jped4XCqqqxx+JIr6vzXy/+zrqYf4iNbqoWOSzkwP8AayD/ACFfUFAC0UUVSEFFFFMArF8ZavHoHhXVdUmYKLa3dwT3bHyj8TgVtV4N+1b4i+yeHLDQYHIlvJPPmA/55p0H4t/6DSY0fM2rXzXDuWOSxyx9z1r3v9kTXkWTWdCkcbnC3UQ9ccNj9K+cX34fpzXS/CrxE/hjx9o+pB9kKzrHNzx5bHa2fwOaQz9AK4T406yuj+BLzDhJrsi3j59eT+gNdyjK6qykFSMgjuK+Y/2lfEzXnim30i2bdBp6ZkUf89W5P5DA/Om2JHlHiK8luSvzFihx14zX1J+zprY1f4b20DuDPp8jWzjPQZyv6H9K+SXdyjPg7c9Ce9eq/syeJBpPjSTSpmKW2ppsAJ4Eq8r+Y3CkgZ9ZV4Z+1friWfhHT9JR/wB/eXHmMo/uIO/4kflXudfEv7QXif8A4ST4iXphfdZ2P+iQ88fKfmI/4FmhgjzmOQxzrIOGVgw9jX6B+B9Zj8QeENJ1SI5FzbI7ezYww/MGvz4bGc/pmvqb9k3xL9r0HUPD1xJmWyfz4Qf+eb/eA+jf+hUAz36vFv2pNbWw8EW+nK+Jr2cHA/upyf1xXtNfGv7RPiwa/wCOLiC2kV7TT/8ARkI5G4H5j+f8qBI8nZmV+oz1r79+HGsp4g8DaLqKNuaW2QSf76ja36g1+fYYb+vOa+n/ANkzxSstpqfhqeT54z9rtwT/AAnAcD8cH8aYz6Kr5u/ar1xWv9H0eJgXhVrmRfrwuf1r6OmkWKJ5JCFRFLMfQCvhL4la83iXxrq2qSO22SQrEh7Rrwv6c0gRU8HawNA8b6NqfKpbXKO/H8OcN+hNffCOroroQysAQR3FfnE8nmMxI619u/AnxIfEvw20yaV991aqbSYnrlOAT9V2mgD0Kvkr496yuseOZ4kctBZr5Q9N3U19J/EDxBD4X8Jajqs7BfKjIjH95zwoH418WapeNeXLXNzIXaY73wepPJpAdP8AB3UY9K+JuhTs+2KWUwMSf74Kj9cV9mjpXwEki2qWt3bkrMjhs+hU8EV9zeEdYj1/wzpuqwkFbqBZD7Nj5h+eRQwNkdKKB0oqkIKKKKYBXmfxl+F0XxAt4J4Lw2ep2sbJExXKOCc4bv17j1r0yilYD4ovPgV47hmMSaZFKu7HmR3C7T78kHFdl4L/AGcdVN9bXPiW9tYbdJVaS2hzIzqOSN3AGenevqWiiw7jURY0VEACqAAPQV4Z8Q/gfca1rV1qmjaqqzXDtJJFcg9Tzww/rXutFFhHy3F+z94mmQma+02I5xt3M2R69K7DwR8B10e/tNQ1TVma5t5llVLZcDKnI+Y/4V7pRRYdyC9iee0nijlaKSRGVZF6oSMAj6V8l+M/gH4psHkn0p4dWiJLHyzsk691Jx+Rr67oosK58LW3wg8c3E8cS6DcJvfZvkKqq+5OeB717L8C/hJ4k8KeKE1rWbiC1jSNozbRv5jS7hjk9AM896+hKKB3IrqN5baWONzG7oVVwPukjg18eeMvgV4xstSnewgTVrdvmE0ThWbPXKsc5/Ovsiiiwrnwinwe8dNKqjw7dZbuXQD8Tur2P4JfBnX/AA34jstf1q7is2g3/wCixHezgjGGPTHOeM9K+i6KLDuYPjjTdQ1fwpqNhpE8cF7cR+WkkmcYJ5HtkZGa+MvEfw38Z6bfzCfQr6UBiPMgi8xW9wVr7roosI+BrP4eeL7qRI4/DeplpOhaEqPzOAPxr6L/AGcPBPibwjFqcmvItraXaoUtS4Z94P3jjgccV7dRRYZwXxm8F3fjjwkNO0+6WC4imWdVf7kmARtJ7dc5r5l1j4U+NtJLh9EmuEGcPbMJBj6A5/SvteiiwrnwzpXw88aaxKLa10C9jVOC1wnlKD9Wx+lfVvwa8N6n4V8CWuma3IjXSSO+xGyI1Y5C579z+NdzRRYdwooopiCiiigAooooAKKKKACiiigAooooAK4H4oadq19caRJpNvezpAZWlFtOsfJ27QwPUcH6V31FJgjw6HRPFEcQLWetZt0KqPtakylieTzj5eCOlWNO0fxMzLFcQa7Ei27IZDcLyezYzy36V7TRS5SuY8tvdJ1OOBfsNz4jeRhHDsf5QPmG6Tdk4OMmsO7PjBLe58q28Q7x+7ULJ1weGB/DNe3UUWC5g+Dlu10opfi485WC7p2JLfKORntmt6iiqJCiiigAooooAKKKKACiiigAooooA//Z\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACuANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6pooopAFFFFABRRRQAUUUUAFFFIaVwFzRmkopXHYXNGaSii4WFzRmkozRcLC5ozTc0ZouFh2aM02jNFwsOzRmmZoouA7NLmo88ilzRcLDs0ZpuaAfei4D6KQUtNMQUUUUwCiig0AebePPi3o3hLWBpb29xeXi4MgiwFjyM4JJ645xXX+EPEVl4q0C21bTS3kTZBVxhkYHBUj1Br4w+JWrLN8X/EaTnKG+eNTnpj5QP0r6R/Z6dY9C1uxjI8u31A7cejRp/UUrlNHrGaM0lITSuI801r4waJpfiG40lra7mkt5PLlkQLhSDycZzXo9vPHcW8U8TBo5FDqfUEZFfF1jfjVPixrKSOvmPfzFQejqGPFfXHgef7T4O0WXP3rSPP12ihjsboNVdSvYdOsLm8umK29vG0sjAZwqjJ/SrFcb8Yrr7L8L/EsvI/0J1/76+X+tILFDQfi54Z167jg0uS6mDTRwNIYCqo7nCg555PcV6ETXxp8AdQQzX1jlQ4vLOYKRksBKBkemD/Ovsn1psBc1T1nUY9K0q7v5x+7t4mkbnrgdKtHqK4f42XL2vwv1+SJsP5G0H6kUrgUfB3xYsPEniG20ldPubaW4VjHI7AqSoJI49ga9JJr5Z+AV3DqmqW9yoVZ7S4jUr3BY7ePYgmvqOmIdu/Cqmr36abpl1eyjKQRtIRnrgZxVj8K474v3Bt/htr7q21jbFQfqQKAOc0H4xW+qaxa2J0mZPtE6QCRZAwUscZPtXqpbivlP4MzQapqMNyCBLbzRb19G8xQPzBr6oJoAa82CK5nx941tfBukQX93bTXKyzCLbGQCOCc8/Sugl6ivDv2obhh4c02JWwBPvP5HFFgPRvh98RbHxnc3dtb201tPAiy7ZCDvQnGQR79q7UuBXzt+zLLHcStfIR5kiSW78dMbTj9K+hhzQxoljkBNTVAg5qcU0JhRRRTYgoNFBoA/O34nh0+I/iUSZDjUJ+T1++a+mf2WLyS50rV2mJ8yUwynPf5cZrwH426TJb/FjxMilQGuml+YgHDAN/Wvff2WpIG0zUI4GG6OOFWHfO0Z/XNT0KPeaRqWgjNFhXPzuOoS6Z8R5rxGIkj1ByfoXII/I190/DT/AJETRec/uB/M18P6hpk998Tr21iiZidScsMfdUSEkn8K+5fh6oHgrSNowpgDL9CSRQxnQ9q4H45qW+E/iUD/AJ9SfyINd/iuM+MMYl+GPiRCQM2b0gR8e/AhnPxGsol/5asuefSRW/pX3kvTmviH4FWkVl400u7mdXluLlLeNF52ZYEk/gCK+36bATFeffHdd/ws17rxEDx7MDXoZzXD/GiPzPhprgC5/cMcfhSA+Xv2arto/iCbck7JvLYj3WVcfzr7XFfF37O+lXEHj20v7hDDBLIIId3WRt6sQPoFJr7SFNiGt0rz/wCOTY+GurL/AHo//r16ERXBfGxQ3w+1NWXIMbj8dpxSA+YP2ebpl8eS228iOZEYj3WVCP619rEZr4v/AGe9MkX4hW882Y95EcSnq53Kx/ILX2mBTYyrIOa8C/agO/QXAx+58o/mxFfQUi818/8A7TUbjRblUBZ5TCAB6AmgRyX7I9xL/buoWxJMQ/efQlSP6V9XpXzX+ydo7Whv7mYATTfMEI5VAMA/ma+mEHHShjQ9BT6QUtNITCiiimxBRRRQB8kftNaWLH4l2+qoqmG5hQS89GXjn8MV237L13a3+o+J57RNiL5MaD1UDGfxIzXA/tHaoL/xhqECt8sBWNcHuBg/rVn9krVVs/Gt/pztgXtqSoP95CD/ACzUop7H1tQaKiuplt7WWZz8saFz9AM1RJ8v6mLLwl8T/Fd9eSAFxJJEA2ASyAqPxY4r6O8JqieF9JWM5T7LFg/8BFfHPxNuzqGpB2kLzuzM4PbngZ+lfUnwW1Map8MtDm3bpI4fIf8A3kJX+QFSUzuK574gNAPBurC7UtC0DKw9c8V0NebfHjVRYeDRbDmS8mCbfVQMn+n50MS3Pmn4c30Om+NdCt34ia+hywHXDnHP4ivt4d6+CtdtpdPu7K8hUho5BJwOhDZFfdOjX0ep6RZX0JBjuYUmUj0YA0DZdrmviLaw3ngzVbe5fZFJCysfwrpa81+PmrLpngZ49xWS5lWNcHnjk0hI8N+Ac+PiBp9i6L5UMzSIzfeU7WGB9SRX12BXwp4E1VtJ8d6Zf5ISO5RnOf4d3P6V91qQygg8HpTYBiuK+LscU3gu8hmbHmKyr/vbTiu2ryP4+6wtnY2FkG+aQtIRnsOP60AeX/BOxjT4g6WdhJjZ23Z+6djcV9UYr5K+FerLZ+PNMkkOEe4Cdem75f619bjikBGy5Oc14D+0hc2oljtZWzMyqyr24z1/SvoHtXyD8dNZGqePr2NSClviIEewyaaA9T/ZvMc1hqTJapBsEaoV/jHILfmte1qtfP8A+zPef6VeWrN1gDY9w3/16+gh0oAcKKKKpCCiiimAVQ1zUYtJ0i8v7ggR28bSHnrgcD8TxV+vKP2iby7i8HpbW0MrQzufOkQE7doyAfqf5UmNHyj4p1KTU9Uu7uUktNIz5J9Tmn+B9Yl8M+INN1mEn/RZ1kYeq5ww/EZqjJbGRiSp255qzp2gX+qXaWul201zKxHyopNSM+/dNvoNS0+3vbORZLe4jWSNweCpGa534oam+l+Db6WI4kdfLB9Aep/Kp/hvos3h3wNo+lXTbri3gAk9mJJI/DOK80+PXiJld9LjyqpH8xPTJFN7CR8861cGe7ZyQxBxX0P+zNrETaRf6NuHmROLlRnPDABv1AP4185sm4bthJUkHA/z613Hwe1K70nxtpT2MbSNNJsnUDjysYb/AB/CkM+wu1fOHx/1oah4ti06Fsx2EWGwf425P6YFfRz52Nt+9jj618ZfEKx12z1/UJdSs50upXZ3faSrZPUHpihiRV8Qustmy4BZf519B/s5eIBq/gNbGR83GmSGAg9dh5Q/zH4V8uiW+uyq+TISqkH5TXsX7Nen65ZeKrmf7JLHpU1uyTvIpUbgcqRnqc/oaBs+la+Z/wBpvXlu/EFrpETApZxb5MH+Nu35Yr6Rvp1tLK4uXBKwxtIQOpwM18PeMr6TV/EV/e3G7zZpmfDe54oEjmopMTswJyvQV9w/CzX18SeBdKv94aYRCGYZ5Drwc/z/ABr4Zk/dyn0Ga+h/2VNdlMmp6LIrGJ1FzGccKw4YfiMflTA+i6+VfjH4g/tjxdeGPD20OII8einkj8a+kfGF5PYeGtQntI3kuBEVjVBk7jwD/WvjnVt/9psk4YAcZYdPWkBTSVrWQXlvuDRMrD2IPFfa/hvU4ta0Gw1GEgpcwrJ+JHI/Ovi27kSWHZEhwWwR/wDWr6Y/Z9kvP+EDW1vIJY0t5mWFpBjcp54+hzQwOw8Za1F4f8NX2ozsF8qM7cnq3YV8RajdPeahc3szhpZWZ2Pua95/ag1m7zp2jQI62v8Ar5nxw7dFXP6186GQCYDHyjtQgPVfgjqy6Z4z0t2fZDKxhfnj5xgfrivrgV8I6LM0M8bxMVdSCv1zxivt/QLp77RLC6kVkkmgSRlYYIJUZoA0KKKKsQUUUUAFMljSZCkqK6HqrDINPooA5a88B+FribzZ9Hs956/LjNa2k6FpejoRpljb22epjQAn8a8k+IOoS6l4svbKzu3V7d1iIRyNrbQf616R8Opp5vCtv9qdnnjkliZmOSdsjCknqNrQ6aud8UeD9H8S7W1O2DyKNocHBxXRUhOAT2FMR5dH8EvC6O7A3XzdP3n3ea6/wr4N0bwyr/2Zaqsr/elcZb8+1eeW/jXUdRv57mxu2+zrI6xrjIwuc5/KvZIzujVvUA0lYbHVFPbw3C7Z4o5B6OoNS1j+L9SbR/DGp6hGfntoGkXjPOKBFqPSNOiJMdjaqfaIf4VcRFjXbGqqvoBgV4l8MPHGp63r8QuLh3glYAqTxzwD+de30DEIDAgjINcdrnw08Ka08sl5pUQll+9JH8pz6jFdlWZ4mvn0zw/qF7GQHt4HkBI4yBmgRwcXwP8ABStmSyml9nmOK7bw74a0fw5AYdGsIbVSAGKDlvqa8Z+EfxC1rWPFkltcSNPp88g3eZ1Qt0x+Ne/0DAjIwaw9R8KaFqLbrvTLaRs5zsArcNc18RtSl0nwZqV3byNFOigI69QSwHFAiax8HeHrKXzbbSbRJPUxg1uoiooVFCqOgHArwP4K+J9a1LxzLb395PPbSQsSr8qpHI/HivfjQBma3oem65b+RqtnFcxjoHHSuLn+DPgqaUyHTSpP92QgV6PXIfFO+lsPCM8kEjRyNIqBlODzSYDdE+G3hXR5lms9KhMqnKvJ85H512AAAAAGK8g+E+sXlz4iaG4uJpY3gb5XYkAgg/nXsFMAooopgFFFFABRRRQB8cJ4maP4+azDLJ/o13qLR89Aythf5Yr6V+Fly11oN6W/g1G5UfTeT/WviTxFcvH8Ub+4QncurOwI68TGvsv4Iln8I3MjZzJfzt+oqVuU9j0KoL9tljcN/djY/pU9VdVONMvD/wBMX/8AQTVEnx98DtekfxbeaRcyZtpYp50z1VgpJA+oyfwr7B0uTzdNtJP70SH9BXwV8K5nj+KGnMoJ3SSq2P7pjcGvvPRxt0mzXGMQoP8Ax0VKGy5XI/Ft/L+G3iFgcEWjc/lXXVxXxoz/AMKr8TYOP9Dc/wAqbEtzwH9mvU1uL29jlP763eALz1UzDmvrOvhb9na5eL4j20IJ8udQrj1w6kfrX3TQNhXLfFN2T4deImQ4YWcn8q6muW+KQU/DrxHvGR9hlP8A46aGI+af2ctXWTxDd2chBlSWKRDnqolA/Svr+vgX4G3DwfE/S9rELI5V/p15/ECvvqgbCvO/j5MYfhnqbKcHK/zr0SvOvj4ob4aauGxjyiR9eMUmCPLP2X75Ly/vJWI89XSNh6fK/P45r6Yr47/ZLuynji+gYnbLErAe4J/xr7Epgwrzv44fvPBlxEG2kjcDnHIIxXoleYfHa4EPhO+BGStsWH13AVLBHDfs4azHql5dCQ5uoJljPPUFH5r6Ir45/ZPmc/EC7TcdrRBiPcEj+tfY1UDCiiimIKKKKACiiigD4O8X2cOk/FrWg9s0zW+ou8alsAksWXPtX1Z8AZPO+GenzkYaWSR29zu5r5e+L06XXjPWLy3ZcvO2WHsSAfyr6M/ZivRdfCy2iDZa2nkjI9Ocj+dSimetVFdxia1miPR0ZfzFS1BfzrbWNxO5AWONnJ+gzVEnyV4C8N2ei6hqWseU73ccdxHCXfAUjKFsV9Z6Yc6ban/pkv8AIV8h+PdTmtLaWO0Yot07FiPQsC2PxFfV/hK8XUPC+k3aEETWsb/+OjNQhs1q5L4tQm4+GviSJc5ayk6fSutrlPijfw6d4D1ee4ZRGYtnPfcQMU2I+U/gRZxWXiy3uWhmNy8sIQnAVUZ1JP4jFfa9fB/g7xBJp/jTRWVwtul5Bv8AdVbAz+Br7woGwrnPiLGJvAevxN0eylX81NdHXLfE+9i0/wABa1PP9wQFcepPAFDEfIHwRtYV8cW0vkys7yxRxliMKGkUEn8PSvuivgDwpq76f4x0i63eXbQ3kbNt/uh88/nX38CGAIPBpjYteaftCOifDa/MhYKSASoyevpXpdeS/tK6gtn8PxDjL3M4iUfgTSYI8d/ZktrS18bwrG7y3dyrNnbhY0RSf1JFfXgr48/Zxv8AyPifYQudqSxSIBnq2w4/lX2GKAYhrx79ou4W18OMzOUV49jELnjeO3417DXhX7TeoRJZ6dYty0mXI9gRSA4X9mDS47PxZKyl5Jped4XCqqqxx+JIr6vzXy/+zrqYf4iNbqoWOSzkwP8AayD/ACFfUFAC0UUVSEFFFFMArF8ZavHoHhXVdUmYKLa3dwT3bHyj8TgVtV4N+1b4i+yeHLDQYHIlvJPPmA/55p0H4t/6DSY0fM2rXzXDuWOSxyx9z1r3v9kTXkWTWdCkcbnC3UQ9ccNj9K+cX34fpzXS/CrxE/hjx9o+pB9kKzrHNzx5bHa2fwOaQz9AK4T406yuj+BLzDhJrsi3j59eT+gNdyjK6qykFSMgjuK+Y/2lfEzXnim30i2bdBp6ZkUf89W5P5DA/Om2JHlHiK8luSvzFihx14zX1J+zprY1f4b20DuDPp8jWzjPQZyv6H9K+SXdyjPg7c9Ce9eq/syeJBpPjSTSpmKW2ppsAJ4Eq8r+Y3CkgZ9ZV4Z+1friWfhHT9JR/wB/eXHmMo/uIO/4kflXudfEv7QXif8A4ST4iXphfdZ2P+iQ88fKfmI/4FmhgjzmOQxzrIOGVgw9jX6B+B9Zj8QeENJ1SI5FzbI7ezYww/MGvz4bGc/pmvqb9k3xL9r0HUPD1xJmWyfz4Qf+eb/eA+jf+hUAz36vFv2pNbWw8EW+nK+Jr2cHA/upyf1xXtNfGv7RPiwa/wCOLiC2kV7TT/8ARkI5G4H5j+f8qBI8nZmV+oz1r79+HGsp4g8DaLqKNuaW2QSf76ja36g1+fYYb+vOa+n/ANkzxSstpqfhqeT54z9rtwT/AAnAcD8cH8aYz6Kr5u/ar1xWv9H0eJgXhVrmRfrwuf1r6OmkWKJ5JCFRFLMfQCvhL4la83iXxrq2qSO22SQrEh7Rrwv6c0gRU8HawNA8b6NqfKpbXKO/H8OcN+hNffCOroroQysAQR3FfnE8nmMxI619u/AnxIfEvw20yaV991aqbSYnrlOAT9V2mgD0Kvkr496yuseOZ4kctBZr5Q9N3U19J/EDxBD4X8Jajqs7BfKjIjH95zwoH418WapeNeXLXNzIXaY73wepPJpAdP8AB3UY9K+JuhTs+2KWUwMSf74Kj9cV9mjpXwEki2qWt3bkrMjhs+hU8EV9zeEdYj1/wzpuqwkFbqBZD7Nj5h+eRQwNkdKKB0oqkIKKKKYBXmfxl+F0XxAt4J4Lw2ep2sbJExXKOCc4bv17j1r0yilYD4ovPgV47hmMSaZFKu7HmR3C7T78kHFdl4L/AGcdVN9bXPiW9tYbdJVaS2hzIzqOSN3AGenevqWiiw7jURY0VEACqAAPQV4Z8Q/gfca1rV1qmjaqqzXDtJJFcg9Tzww/rXutFFhHy3F+z94mmQma+02I5xt3M2R69K7DwR8B10e/tNQ1TVma5t5llVLZcDKnI+Y/4V7pRRYdyC9iee0nijlaKSRGVZF6oSMAj6V8l+M/gH4psHkn0p4dWiJLHyzsk691Jx+Rr67oosK58LW3wg8c3E8cS6DcJvfZvkKqq+5OeB717L8C/hJ4k8KeKE1rWbiC1jSNozbRv5jS7hjk9AM896+hKKB3IrqN5baWONzG7oVVwPukjg18eeMvgV4xstSnewgTVrdvmE0ThWbPXKsc5/Ovsiiiwrnwinwe8dNKqjw7dZbuXQD8Tur2P4JfBnX/AA34jstf1q7is2g3/wCixHezgjGGPTHOeM9K+i6KLDuYPjjTdQ1fwpqNhpE8cF7cR+WkkmcYJ5HtkZGa+MvEfw38Z6bfzCfQr6UBiPMgi8xW9wVr7roosI+BrP4eeL7qRI4/DeplpOhaEqPzOAPxr6L/AGcPBPibwjFqcmvItraXaoUtS4Z94P3jjgccV7dRRYZwXxm8F3fjjwkNO0+6WC4imWdVf7kmARtJ7dc5r5l1j4U+NtJLh9EmuEGcPbMJBj6A5/SvteiiwrnwzpXw88aaxKLa10C9jVOC1wnlKD9Wx+lfVvwa8N6n4V8CWuma3IjXSSO+xGyI1Y5C579z+NdzRRYdwooopiCiiigAooooAKKKKACiiigAooooAK4H4oadq19caRJpNvezpAZWlFtOsfJ27QwPUcH6V31FJgjw6HRPFEcQLWetZt0KqPtakylieTzj5eCOlWNO0fxMzLFcQa7Ei27IZDcLyezYzy36V7TRS5SuY8tvdJ1OOBfsNz4jeRhHDsf5QPmG6Tdk4OMmsO7PjBLe58q28Q7x+7ULJ1weGB/DNe3UUWC5g+Dlu10opfi485WC7p2JLfKORntmt6iiqJCiiigAooooAKKKKACiiigAooooA//Z\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACuANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6pooopAFFFFABRRRQAUUUUAFFFIaVwFzRmkopXHYXNGaSii4WFzRmkozRcLC5ozTc0ZouFh2aM02jNFwsOzRmmZoouA7NLmo88ilzRcLDs0ZpuaAfei4D6KQUtNMQUUUUwCiig0AebePPi3o3hLWBpb29xeXi4MgiwFjyM4JJ645xXX+EPEVl4q0C21bTS3kTZBVxhkYHBUj1Br4w+JWrLN8X/EaTnKG+eNTnpj5QP0r6R/Z6dY9C1uxjI8u31A7cejRp/UUrlNHrGaM0lITSuI801r4waJpfiG40lra7mkt5PLlkQLhSDycZzXo9vPHcW8U8TBo5FDqfUEZFfF1jfjVPixrKSOvmPfzFQejqGPFfXHgef7T4O0WXP3rSPP12ihjsboNVdSvYdOsLm8umK29vG0sjAZwqjJ/SrFcb8Yrr7L8L/EsvI/0J1/76+X+tILFDQfi54Z167jg0uS6mDTRwNIYCqo7nCg555PcV6ETXxp8AdQQzX1jlQ4vLOYKRksBKBkemD/Ovsn1psBc1T1nUY9K0q7v5x+7t4mkbnrgdKtHqK4f42XL2vwv1+SJsP5G0H6kUrgUfB3xYsPEniG20ldPubaW4VjHI7AqSoJI49ga9JJr5Z+AV3DqmqW9yoVZ7S4jUr3BY7ePYgmvqOmIdu/Cqmr36abpl1eyjKQRtIRnrgZxVj8K474v3Bt/htr7q21jbFQfqQKAOc0H4xW+qaxa2J0mZPtE6QCRZAwUscZPtXqpbivlP4MzQapqMNyCBLbzRb19G8xQPzBr6oJoAa82CK5nx941tfBukQX93bTXKyzCLbGQCOCc8/Sugl6ivDv2obhh4c02JWwBPvP5HFFgPRvh98RbHxnc3dtb201tPAiy7ZCDvQnGQR79q7UuBXzt+zLLHcStfIR5kiSW78dMbTj9K+hhzQxoljkBNTVAg5qcU0JhRRRTYgoNFBoA/O34nh0+I/iUSZDjUJ+T1++a+mf2WLyS50rV2mJ8yUwynPf5cZrwH426TJb/FjxMilQGuml+YgHDAN/Wvff2WpIG0zUI4GG6OOFWHfO0Z/XNT0KPeaRqWgjNFhXPzuOoS6Z8R5rxGIkj1ByfoXII/I190/DT/AJETRec/uB/M18P6hpk998Tr21iiZidScsMfdUSEkn8K+5fh6oHgrSNowpgDL9CSRQxnQ9q4H45qW+E/iUD/AJ9SfyINd/iuM+MMYl+GPiRCQM2b0gR8e/AhnPxGsol/5asuefSRW/pX3kvTmviH4FWkVl400u7mdXluLlLeNF52ZYEk/gCK+36bATFeffHdd/ws17rxEDx7MDXoZzXD/GiPzPhprgC5/cMcfhSA+Xv2arto/iCbck7JvLYj3WVcfzr7XFfF37O+lXEHj20v7hDDBLIIId3WRt6sQPoFJr7SFNiGt0rz/wCOTY+GurL/AHo//r16ERXBfGxQ3w+1NWXIMbj8dpxSA+YP2ebpl8eS228iOZEYj3WVCP619rEZr4v/AGe9MkX4hW882Y95EcSnq53Kx/ILX2mBTYyrIOa8C/agO/QXAx+58o/mxFfQUi818/8A7TUbjRblUBZ5TCAB6AmgRyX7I9xL/buoWxJMQ/efQlSP6V9XpXzX+ydo7Whv7mYATTfMEI5VAMA/ma+mEHHShjQ9BT6QUtNITCiiimxBRRRQB8kftNaWLH4l2+qoqmG5hQS89GXjn8MV237L13a3+o+J57RNiL5MaD1UDGfxIzXA/tHaoL/xhqECt8sBWNcHuBg/rVn9krVVs/Gt/pztgXtqSoP95CD/ACzUop7H1tQaKiuplt7WWZz8saFz9AM1RJ8v6mLLwl8T/Fd9eSAFxJJEA2ASyAqPxY4r6O8JqieF9JWM5T7LFg/8BFfHPxNuzqGpB2kLzuzM4PbngZ+lfUnwW1Map8MtDm3bpI4fIf8A3kJX+QFSUzuK574gNAPBurC7UtC0DKw9c8V0NebfHjVRYeDRbDmS8mCbfVQMn+n50MS3Pmn4c30Om+NdCt34ia+hywHXDnHP4ivt4d6+CtdtpdPu7K8hUho5BJwOhDZFfdOjX0ep6RZX0JBjuYUmUj0YA0DZdrmviLaw3ngzVbe5fZFJCysfwrpa81+PmrLpngZ49xWS5lWNcHnjk0hI8N+Ac+PiBp9i6L5UMzSIzfeU7WGB9SRX12BXwp4E1VtJ8d6Zf5ISO5RnOf4d3P6V91qQygg8HpTYBiuK+LscU3gu8hmbHmKyr/vbTiu2ryP4+6wtnY2FkG+aQtIRnsOP60AeX/BOxjT4g6WdhJjZ23Z+6djcV9UYr5K+FerLZ+PNMkkOEe4Cdem75f619bjikBGy5Oc14D+0hc2oljtZWzMyqyr24z1/SvoHtXyD8dNZGqePr2NSClviIEewyaaA9T/ZvMc1hqTJapBsEaoV/jHILfmte1qtfP8A+zPef6VeWrN1gDY9w3/16+gh0oAcKKKKpCCiiimAVQ1zUYtJ0i8v7ggR28bSHnrgcD8TxV+vKP2iby7i8HpbW0MrQzufOkQE7doyAfqf5UmNHyj4p1KTU9Uu7uUktNIz5J9Tmn+B9Yl8M+INN1mEn/RZ1kYeq5ww/EZqjJbGRiSp255qzp2gX+qXaWul201zKxHyopNSM+/dNvoNS0+3vbORZLe4jWSNweCpGa534oam+l+Db6WI4kdfLB9Aep/Kp/hvos3h3wNo+lXTbri3gAk9mJJI/DOK80+PXiJld9LjyqpH8xPTJFN7CR8861cGe7ZyQxBxX0P+zNrETaRf6NuHmROLlRnPDABv1AP4185sm4bthJUkHA/z613Hwe1K70nxtpT2MbSNNJsnUDjysYb/AB/CkM+wu1fOHx/1oah4ti06Fsx2EWGwf425P6YFfRz52Nt+9jj618ZfEKx12z1/UJdSs50upXZ3faSrZPUHpihiRV8Qustmy4BZf519B/s5eIBq/gNbGR83GmSGAg9dh5Q/zH4V8uiW+uyq+TISqkH5TXsX7Nen65ZeKrmf7JLHpU1uyTvIpUbgcqRnqc/oaBs+la+Z/wBpvXlu/EFrpETApZxb5MH+Nu35Yr6Rvp1tLK4uXBKwxtIQOpwM18PeMr6TV/EV/e3G7zZpmfDe54oEjmopMTswJyvQV9w/CzX18SeBdKv94aYRCGYZ5Drwc/z/ABr4Zk/dyn0Ga+h/2VNdlMmp6LIrGJ1FzGccKw4YfiMflTA+i6+VfjH4g/tjxdeGPD20OII8einkj8a+kfGF5PYeGtQntI3kuBEVjVBk7jwD/WvjnVt/9psk4YAcZYdPWkBTSVrWQXlvuDRMrD2IPFfa/hvU4ta0Gw1GEgpcwrJ+JHI/Ovi27kSWHZEhwWwR/wDWr6Y/Z9kvP+EDW1vIJY0t5mWFpBjcp54+hzQwOw8Za1F4f8NX2ozsF8qM7cnq3YV8RajdPeahc3szhpZWZ2Pua95/ag1m7zp2jQI62v8Ar5nxw7dFXP6186GQCYDHyjtQgPVfgjqy6Z4z0t2fZDKxhfnj5xgfrivrgV8I6LM0M8bxMVdSCv1zxivt/QLp77RLC6kVkkmgSRlYYIJUZoA0KKKKsQUUUUAFMljSZCkqK6HqrDINPooA5a88B+FribzZ9Hs956/LjNa2k6FpejoRpljb22epjQAn8a8k+IOoS6l4svbKzu3V7d1iIRyNrbQf616R8Opp5vCtv9qdnnjkliZmOSdsjCknqNrQ6aud8UeD9H8S7W1O2DyKNocHBxXRUhOAT2FMR5dH8EvC6O7A3XzdP3n3ea6/wr4N0bwyr/2Zaqsr/elcZb8+1eeW/jXUdRv57mxu2+zrI6xrjIwuc5/KvZIzujVvUA0lYbHVFPbw3C7Z4o5B6OoNS1j+L9SbR/DGp6hGfntoGkXjPOKBFqPSNOiJMdjaqfaIf4VcRFjXbGqqvoBgV4l8MPHGp63r8QuLh3glYAqTxzwD+de30DEIDAgjINcdrnw08Ka08sl5pUQll+9JH8pz6jFdlWZ4mvn0zw/qF7GQHt4HkBI4yBmgRwcXwP8ABStmSyml9nmOK7bw74a0fw5AYdGsIbVSAGKDlvqa8Z+EfxC1rWPFkltcSNPp88g3eZ1Qt0x+Ne/0DAjIwaw9R8KaFqLbrvTLaRs5zsArcNc18RtSl0nwZqV3byNFOigI69QSwHFAiax8HeHrKXzbbSbRJPUxg1uoiooVFCqOgHArwP4K+J9a1LxzLb395PPbSQsSr8qpHI/HivfjQBma3oem65b+RqtnFcxjoHHSuLn+DPgqaUyHTSpP92QgV6PXIfFO+lsPCM8kEjRyNIqBlODzSYDdE+G3hXR5lms9KhMqnKvJ85H512AAAAAGK8g+E+sXlz4iaG4uJpY3gb5XYkAgg/nXsFMAooopgFFFFABRRRQB8cJ4maP4+azDLJ/o13qLR89Aythf5Yr6V+Fly11oN6W/g1G5UfTeT/WviTxFcvH8Ub+4QncurOwI68TGvsv4Iln8I3MjZzJfzt+oqVuU9j0KoL9tljcN/djY/pU9VdVONMvD/wBMX/8AQTVEnx98DtekfxbeaRcyZtpYp50z1VgpJA+oyfwr7B0uTzdNtJP70SH9BXwV8K5nj+KGnMoJ3SSq2P7pjcGvvPRxt0mzXGMQoP8Ax0VKGy5XI/Ft/L+G3iFgcEWjc/lXXVxXxoz/AMKr8TYOP9Dc/wAqbEtzwH9mvU1uL29jlP763eALz1UzDmvrOvhb9na5eL4j20IJ8udQrj1w6kfrX3TQNhXLfFN2T4deImQ4YWcn8q6muW+KQU/DrxHvGR9hlP8A46aGI+af2ctXWTxDd2chBlSWKRDnqolA/Svr+vgX4G3DwfE/S9rELI5V/p15/ECvvqgbCvO/j5MYfhnqbKcHK/zr0SvOvj4ob4aauGxjyiR9eMUmCPLP2X75Ly/vJWI89XSNh6fK/P45r6Yr47/ZLuynji+gYnbLErAe4J/xr7Epgwrzv44fvPBlxEG2kjcDnHIIxXoleYfHa4EPhO+BGStsWH13AVLBHDfs4azHql5dCQ5uoJljPPUFH5r6Ir45/ZPmc/EC7TcdrRBiPcEj+tfY1UDCiiimIKKKKACiiigD4O8X2cOk/FrWg9s0zW+ou8alsAksWXPtX1Z8AZPO+GenzkYaWSR29zu5r5e+L06XXjPWLy3ZcvO2WHsSAfyr6M/ZivRdfCy2iDZa2nkjI9Ocj+dSimetVFdxia1miPR0ZfzFS1BfzrbWNxO5AWONnJ+gzVEnyV4C8N2ei6hqWseU73ccdxHCXfAUjKFsV9Z6Yc6ban/pkv8AIV8h+PdTmtLaWO0Yot07FiPQsC2PxFfV/hK8XUPC+k3aEETWsb/+OjNQhs1q5L4tQm4+GviSJc5ayk6fSutrlPijfw6d4D1ee4ZRGYtnPfcQMU2I+U/gRZxWXiy3uWhmNy8sIQnAVUZ1JP4jFfa9fB/g7xBJp/jTRWVwtul5Bv8AdVbAz+Br7woGwrnPiLGJvAevxN0eylX81NdHXLfE+9i0/wABa1PP9wQFcepPAFDEfIHwRtYV8cW0vkys7yxRxliMKGkUEn8PSvuivgDwpq76f4x0i63eXbQ3kbNt/uh88/nX38CGAIPBpjYteaftCOifDa/MhYKSASoyevpXpdeS/tK6gtn8PxDjL3M4iUfgTSYI8d/ZktrS18bwrG7y3dyrNnbhY0RSf1JFfXgr48/Zxv8AyPifYQudqSxSIBnq2w4/lX2GKAYhrx79ou4W18OMzOUV49jELnjeO3417DXhX7TeoRJZ6dYty0mXI9gRSA4X9mDS47PxZKyl5Jped4XCqqqxx+JIr6vzXy/+zrqYf4iNbqoWOSzkwP8AayD/ACFfUFAC0UUVSEFFFFMArF8ZavHoHhXVdUmYKLa3dwT3bHyj8TgVtV4N+1b4i+yeHLDQYHIlvJPPmA/55p0H4t/6DSY0fM2rXzXDuWOSxyx9z1r3v9kTXkWTWdCkcbnC3UQ9ccNj9K+cX34fpzXS/CrxE/hjx9o+pB9kKzrHNzx5bHa2fwOaQz9AK4T406yuj+BLzDhJrsi3j59eT+gNdyjK6qykFSMgjuK+Y/2lfEzXnim30i2bdBp6ZkUf89W5P5DA/Om2JHlHiK8luSvzFihx14zX1J+zprY1f4b20DuDPp8jWzjPQZyv6H9K+SXdyjPg7c9Ce9eq/syeJBpPjSTSpmKW2ppsAJ4Eq8r+Y3CkgZ9ZV4Z+1friWfhHT9JR/wB/eXHmMo/uIO/4kflXudfEv7QXif8A4ST4iXphfdZ2P+iQ88fKfmI/4FmhgjzmOQxzrIOGVgw9jX6B+B9Zj8QeENJ1SI5FzbI7ezYww/MGvz4bGc/pmvqb9k3xL9r0HUPD1xJmWyfz4Qf+eb/eA+jf+hUAz36vFv2pNbWw8EW+nK+Jr2cHA/upyf1xXtNfGv7RPiwa/wCOLiC2kV7TT/8ARkI5G4H5j+f8qBI8nZmV+oz1r79+HGsp4g8DaLqKNuaW2QSf76ja36g1+fYYb+vOa+n/ANkzxSstpqfhqeT54z9rtwT/AAnAcD8cH8aYz6Kr5u/ar1xWv9H0eJgXhVrmRfrwuf1r6OmkWKJ5JCFRFLMfQCvhL4la83iXxrq2qSO22SQrEh7Rrwv6c0gRU8HawNA8b6NqfKpbXKO/H8OcN+hNffCOroroQysAQR3FfnE8nmMxI619u/AnxIfEvw20yaV991aqbSYnrlOAT9V2mgD0Kvkr496yuseOZ4kctBZr5Q9N3U19J/EDxBD4X8Jajqs7BfKjIjH95zwoH418WapeNeXLXNzIXaY73wepPJpAdP8AB3UY9K+JuhTs+2KWUwMSf74Kj9cV9mjpXwEki2qWt3bkrMjhs+hU8EV9zeEdYj1/wzpuqwkFbqBZD7Nj5h+eRQwNkdKKB0oqkIKKKKYBXmfxl+F0XxAt4J4Lw2ep2sbJExXKOCc4bv17j1r0yilYD4ovPgV47hmMSaZFKu7HmR3C7T78kHFdl4L/AGcdVN9bXPiW9tYbdJVaS2hzIzqOSN3AGenevqWiiw7jURY0VEACqAAPQV4Z8Q/gfca1rV1qmjaqqzXDtJJFcg9Tzww/rXutFFhHy3F+z94mmQma+02I5xt3M2R69K7DwR8B10e/tNQ1TVma5t5llVLZcDKnI+Y/4V7pRRYdyC9iee0nijlaKSRGVZF6oSMAj6V8l+M/gH4psHkn0p4dWiJLHyzsk691Jx+Rr67oosK58LW3wg8c3E8cS6DcJvfZvkKqq+5OeB717L8C/hJ4k8KeKE1rWbiC1jSNozbRv5jS7hjk9AM896+hKKB3IrqN5baWONzG7oVVwPukjg18eeMvgV4xstSnewgTVrdvmE0ThWbPXKsc5/Ovsiiiwrnwinwe8dNKqjw7dZbuXQD8Tur2P4JfBnX/AA34jstf1q7is2g3/wCixHezgjGGPTHOeM9K+i6KLDuYPjjTdQ1fwpqNhpE8cF7cR+WkkmcYJ5HtkZGa+MvEfw38Z6bfzCfQr6UBiPMgi8xW9wVr7roosI+BrP4eeL7qRI4/DeplpOhaEqPzOAPxr6L/AGcPBPibwjFqcmvItraXaoUtS4Z94P3jjgccV7dRRYZwXxm8F3fjjwkNO0+6WC4imWdVf7kmARtJ7dc5r5l1j4U+NtJLh9EmuEGcPbMJBj6A5/SvteiiwrnwzpXw88aaxKLa10C9jVOC1wnlKD9Wx+lfVvwa8N6n4V8CWuma3IjXSSO+xGyI1Y5C579z+NdzRRYdwooopiCiiigAooooAKKKKACiiigAooooAK4H4oadq19caRJpNvezpAZWlFtOsfJ27QwPUcH6V31FJgjw6HRPFEcQLWetZt0KqPtakylieTzj5eCOlWNO0fxMzLFcQa7Ei27IZDcLyezYzy36V7TRS5SuY8tvdJ1OOBfsNz4jeRhHDsf5QPmG6Tdk4OMmsO7PjBLe58q28Q7x+7ULJ1weGB/DNe3UUWC5g+Dlu10opfi485WC7p2JLfKORntmt6iiqJCiiigAooooAKKKKACiiigAooooA//Z\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABIANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RF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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABvANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6g8qP+4n/AHyKPKj/ALif98inVU1e+TTNJu76QZW3iaQj1wOlAFgxRAElEAHcgU1VgkXMYicDuuDXyv4t8Uaprk041u4lIVuIYZCqR8/wgcfiea5jQG1vSZrmbS9Ru7RVKsXScxjGeNwzjH51PMJNbH2a8cfP7tPyFR7I/wC4v/fIr5x0j41+INLth/bEMGoJu2jf+7kI5ycqMfnXe6B8Z/DupIgv/P02U/e8xd8YP+8OcfUUcyKseoFI/wC4n/fIo2Rj/lmv5Vl2GsWWoxCWwvILmNujRSBv5Va8/nrVCLW2P+4n5CgpH/zzT/vkVXWX3p4k60AS7I/+ea/98igRx/8APNf++RUe/wB6cGoAkEcf9xfyFL5cf/PNPyFRhsdadu96AHeVH/cT8hQIoxn5E/75FIGpQ3vQA8Rx/wDPNP8AvkUvlR/3E/75FNDZ704H3oAXyo/+eafkKURR/wDPNP8AvkUoNLmgBPKj/wCeafkKXyo/+eaf98ilzS0ANEUf9xPyFL5Uf/PNP++RThS0AN8mP+4n/fIo8qP+4n5CnUtADfKj/wCeaf8AfIo8qP8A55p/3yKfRQBDXJ/FWUxfD/WDjdujVceuWHFdZXD/ABgu7aHwmlneS+Ut/cxwbuPlGdxJHcYX9aT2GnqfPMhKxo0KL90nJAzn1PHIxVOBUWVGZCAcfMedo/l2rQuWUPHHbsPJVipDjnbnjHbGO1Rs0KqyRkm35BOM5btg1g0cz3MnWoRd82yrE24Jl/4QevP6/Ssi2/0O8KSRuyqxUfKCrkH346c966RoAwbZMTMxPy4yNvXmo4EkRHUIskhYZOB8v49R9aaehpGdjMWZbO+eSJWgYc/u3KHPtXc+Gvip4h061CXkC6rbRjJZiRKijqS2OQPUj8a5WdbW4VUwjOcjd7+pNZzRCZisb7AOMBcgjNCnqUmtz6C0H4o6BqccZluGs5G/hnHGfZhx/Kuzs9WtbuJZLW5hmjbo0bgivkrT7IovlArtU7jIcg7fbn3rRtU+zXscFoZvIm5IOMls9RnjHvV845SS0R9ZLP8AhUgmB718oXXijWtPmL2epX0C/wDPOOZiB68Hp+HHpWpY/ETxQhPlao0wxtPmxqwHoRxmj2iRcY8yufT4lFOEg9a8DT4tajYoouxa3krDG1U8vn1GCcirlj8ZZ7gAro8TYXLYudpP0BH6U1JbkvQ9yEnvTvMFeRXXxaWzWI3WhXcIk/vzKD74GM/yqpefGGRPmttFOwDdmabGR7YFHOhXPaRJ05GKkEgPfmvCB8Z7zzFX+x7fnGR55Jptx8ab9YVkjsLFOSGSRmJX8cijnQXPfA/FODV4JbfG278+FJtO087wN224ZNn1JBrp/wDha8CRxv8AY7aZXxzDeA8fQr60e0iNanq6tTga89t/iTZFUM1lOhZd2EljcgfTINaUPxA0FwTLNNBg7T5kR6/hmnzx7hY7IUoNZljrGn3qq1re28uegEgz+XWtEHjPane4D6UU0GnCmAtFFFAENeE/HeaTUvE9pp0D820AJB6Auck/kF59692rw/4qOZvHlyjLIqx2kSrMhxtb72D65BNTLYmTsjzu9Vnv5W+6oRdytzzgdP51myFlZUX93A5+bcOMevt1rbuFkt7UMIpJi/Uk8Y7jNVbrTz80sqJtUBVw+Tj0rBMztpoZGpzOs0QBAGCucZJHWmb4gsrqpEeT8vYE8Dn0q7NCjsMqN/ZSMnHb8Kr3EfkxgrEGZ+AuePx5z60PcaQ2CCJNPEjyQs+4KqYyeoyPyqJ18pZnWUYb5Q/9KW2WJ2UKZI5D/Hxy3b8qbebxtQbvNVtrAHKyYOc1LWo9RlvCdyEMMZHPb0P6Vo28MEMazzXWZN+3yQcELgnr6e9VLC4mjM0ewO7fw+hzyDiq8M0wuc4JZ2A44xzyBVIliX0o82Qgq4/h45HXIqaOAPAJXBD7PMIx+VPuLM4fMfzKxDHnpnGcU63SVpDFPJ5EeFQhsZwe+OvHFF7EO7VkZskKGXbclM42g4I5xkAn1qeVra1IVZFYlVwVAIGQDyfxrcutMjgZmS4O5ACW4wWHHAx9a56S1jhuD5RVgqglunNNy0Jj72lyV/ulmkWSMAB9zjOO+BnFRruYExSMFX7vzdD2qDypGZXjUbuF2s2CTznFT2cQIwg4baMDkE5zSi7m1rMinhjs7N5ZXJaT/VK/X3J/wrkjITM/mE5HI9PpWp4lmuR4tmhw3k+QoC4wF7/zzVGGEGZ8bckENkjgD/69O3U0WhXRC4O7IU8DFTwWrRNvV2I/KrC23lnlunYCrsMMhBCggd6GO5LaSTo378EA4AxxnNbjXd0oeGOW5RJGDMN2duOhz1qubOWGCPco2bhzuGTn26/jWnGptGt4WmXafkOBwvAIGef/AK9Ytq4m9DsrLXrW6sYLbVC0TgYzwS/clWHTrnBrbhvIrC9H9n6tcRTjay+VcE7lz3T6ew5rzSa8gt1JUqsuNrehyeme307Gul8PWeneRcave30zXaRKrZIwM8ADjrgYz2pKHVMTqNaHrC+LtTNr5Fvf2j3bDMMk0GA6g4JIBGeo5HFRN8RdT0aa2TXrCGaGTAa4gym1iOmCSPp0zXAaJrA1N93lTymBBHE7qBGV3YIBHIOOe1dAPFWnGxWTUIRkSMjW7oQyjsfpzW6m09RRk27HtdjdwX1nDdWsgkglUMjDuKsVyvw2nhuvCsE1q3+ju7FB/d55H55rqa3T0uWRd68G+KkD2/xBuppSdk1vG8ew8gbdpz75HQ17zXh3x3zaeILWdPm8y3DMvrtJH8qUldEy2OKkYy28rOqtHCvmMS4Az2A4rOmuEvIw8IKNnaqcsc49+vSlieaczbPLbG04HHy98D2qSC1igtGmnfHO1ckAY68f/X96xWmhnsZ7+ZLtcBdwxwDg/jiobdZTK7SR8KhYnpnPat9re3eMkgbsFjsxwR1AP9aqIIIHui3Idcjfxx2PvUOXYqPmZ0QFt57mJJSw27GJypY8EDpUTQTyXAMxcuVU/NxxnAOPwp88scLnyjucZIAYkD602fVlVvMmMUYOGKr9MY55qXzNaFK1yMJLFM/nJtkDM/yfxE9OtVljd5GMo+f7xAwT/n9ahv8AVYizNaxyHAxgr09etV7SDXL6YRabZXD4AYrDCznHYnirgpW1E4XZ0Qmj+xBLgrvIbLKAWAxx+vPNVZbiLzoZhMSibWOcbgw9D6Vasfh34wvpT5tjNF5n8c0ixhR7jJP6Zrai+CetMwaTULEHP9+Q4/SrcGxRpqJzepatbG68/fMdy85bA657fXFZUWpQFeNsckvGXc/p+VenwfBO4a2Am1eFJscCOAlQfqWBNRy/A68IUR6xasP4t8DD6Y5o5GCppHmbI011uZd7YyTnhvpVxLg2siyKo38LsZefX6Zrvl+C2qrE5/tOwLgnYux8Y+vaqcvwr8W2cqSWv2Wd0O5WjuACD/wMChU7F2OO1e3F5B9t8rDNnrwetclNbyC6OMbNp5/DvXpNx4C8ax3JzpM7kckxyoVY9yfm5PvVI+D/ABKZ5G1Dw7qiL2aGDfz61PJJbDXmcFFuBwSGPGRWrDG+1SrlD1P0rpT4S1sS+XLouoxyAjrZt39xV2fwfrixRr/ZF/gnbkWj/n0zUuM2PQ5YHzOCzPtAyPYcCtWCyldPNVTsUDacj71acnhPV4LQzNoeqlVA3p9mbj9Pp0rY03w74luYlNvoGpYlAOHh8sY7glgKTpyZDXY5y60tWVRtHmuA4A6dOv1q5o9tePYKnkSPCrlZEA/iIJB9c89enSu3h+Fviq7iLSDT7QsvCyTlnU9jkAj8BXaaH8N9QTTUj1TVoUu1Pyy2kOfoW38E/hVezkJptHDPqMun2dvp2mWmwJDvl34BzgE9MZPU5Nc3p1lfarrlsJYWeS9b93GSdzrxnAHTjvx+le6f8K3trp4ZdX1a/vZoyDvwiFvrgZrsdN0qw0uJY9Ps4LdVGB5aAHHXk9TVKjrdmkGorTcXRrCHTNMtrO1hSGKJQAidAe/61dxS0V0LQRFivNPjVYySWNhdw26yEM1vIcZOG6D25B59a9LNR3NvFdW8kFxGskMg2sjDIIpMTV0fKiSx6YswkiWSc7tyD76EeorLa+nKiKSII6vuAk/h47jr3r3zWPhDoV/K8sN1f2srd1kD/wDoQz+tV7f4N6Cs5mvb3VLyU4yXmC5/IZqFAnk6nz/f31zFGCAXPT92d4I96sadpviHULd5LPRb24UnKnyWOB619P6T4O0HR49thpdurZyXkHmMT9Wya1njAXnhRT5EUopHzH4b+GvijWZlXUvO0yzHzMZwAT7KgOc/XFeh6d8HfD1s4e4+13bjH+sk2jP/AAHB/WvU28sd1/Ok3R/3l/OqSGc9p3hXR7CNEtNLs41TpiFSfrkjOa2UtQvQfpVsNH/eX86cHj/vL+dMCstuPSneQPSrHmR/3l/OjzI/7y/nQBCIRxxT/J9hUglj/vr+dKJo/wC+v50AR+TSiEelSCaLP31/OlE0X99fzoAYIhThF7U8Sx/31/OnCWP++v50AMEeO5pwj5pwkj/vL+dOEiY+8PzoARUwepzTwnNKrr6ipBQA0LT1FLinYoAKUUCigBaKKKAI6KKKAENIRTqQ0ARleailX5TVimSj5DQB5V8cvHmp+BYdFbSLexlN55vmfaYi33QuMYI9a8rsPjx4ouNRtYHstF2zTJG2LZsgFgDj5veu+/aU8Na14ji8OroWm3N+0HnGXyVzszsxn8jXimnfDfxla6nZ3Fx4c1COCGdJJHKDCqrAknn0piZ9pfZVBIyv/ftf8K8S+O/xL1zwD4h0+x0aLT5Ibi085jcQbiG3svGCOMCvRD8UPA+Sf+Eo0rH/AF2rxD486Ze/EjxBp2peBLdtdsLa0+zzT2ZDKkm9m2k+uCD+NIZF4C+N/inXvGuh6ReQ6Stte3aQyNHbEMFJ5wd2M19PC3weXz/wBf8ACvjXwH4C8U+G/Guia3r2h3djpNhdJcXV1MAEhjU5Zm56AV9N/wDC1/AeT/xVWmf9/D/hQB5H8aPi74l8GePbvRdJGnNaxRRSK09sGfLKCckEDrTPgz8YPE/jH4g6fourDTls545Wcw2wVvlQkc5PcVzPxk8L638QfHlz4g8F6fNrGizwxRx3lsQY2ZF2sASR0IxTPg/4S13wB49svEXjLTZtI0S2jlWa8uCNkZZSq5wT1JA/GgR9b/Z+fvn/AL5X/Cvlr4kfG7xd4c8da5pGnnTTa2dy0URktQW2j1Oea9y/4W74A/6GvTf++m/wr5q+Ifw98VeLvGus6/4c0ae/0fULg3FrdRMu2aMgYYZOcUDPTv2ffif4k8eeKr/T9dktPs8NmZ18i3VDu3qOTzxg178sPYuT+A/wr5Z+B2kX/wAK/Ed9rHxAtzoel3FqbWK4uCCrSlgwX5c84Vj+Fe2D4yfD7r/wlFiPwf8AwoA+etW+Pfji01e+to59P8uGeSNc2i5wrECvYf2dfHuuePLXXJPEEsDNZvEsXkwhOGDE59eleDar8H/HWoatfXlpoMsltcTyTRP5sY3IzEqfvehr0r4NI/wkstXi+IEyaA+pyRNZtKfMEuwHfjZnGNy9fWgR9HupVCQxyB6CnH75rzzT/iz4IlZLWPxRDdXE7iOMGNgSzHAUfL616GfvmgY6iiigAp1NpRQAtFFFAEdFQ/aYf7/6Gj7TF/e/Q0ASmioTdRf3/wBDR9pi/v8A6GgCWmyfdNM+0w/3/wBDTWuIiPv/AKGgCVfvj/dqDVv+QTff9cJP/QTSNeQKR87ggY4//VUU9zbzQyRyPKY3Uow9iMHtQB+eLfdFfV37JH/Ig6p/2Em/9FpWx/wp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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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aXV1o97MSZ/soUpKT1O09CfbrXsdBoGm1sefeBvh14e8DWvl6NZg3TD97eTfPNKfduw9hgV0ritO5TgkVnyDnpVXGmV2U80wrU+3PrQY/wAqYytikxVkRHNL5JoAqY56CkI9qtGEimmI0DuVWBppFWjEeeKb5Z9KB3KxBoAqx5Z9KTyie1AXIR04pe3SphCcd6cIjQFyHFPx14qURHnipUh55AxQJsqFTShGzV7yeakEHSi4jPERyOn5U2ddTVgLGKzaLHJmdwc/gCMdK10g9qlKbeMCpkwufK3wV8FQ+MPBep+I9T1G7juLS5KiKLaI5BFGrJuBHOOnsAK89+Fj6pJ8VvDSXztDG99G8YniCeYm7I2fLyPpXt37OA+zfAzxK25HxdXXzI2Qf3KdDXkfwz8U6j4g+K/hS11BfNgtr5RGqlsJgN82M4z6nvTK7n3IKKBRUmQUUUUAFFFFACMoYYIqnLb85xV2jFO47lGO29QamFuPSrFFFwuQeQuO1KYFx0qaii4XK5t1NMNsKt0UXC5SNsPamm29qvYoxRcLlEW1H2Wr2KMUXC5R+ze1KLb2q7ijFFwuUxb1IIQKsYoxRcLkIjHHFPCCn4pcUXC4zaKinHzj6elWKr3GN4yOcVLBHxP8NPiTq3hjw5d+CRoatFdzObi4cuJIBIEQsVx2G08+tS/CfVNNvPid4ZtIbeC2vBqAkaaCzMRmwjABhvIA75A5POK53TPHviDVpbeyuFT7DI4jkdIgCxGDy+MknYucnnaM5xXU/BuNZfjHpty2oQeb9q2C3kQSOy+UWJVyPl5J6YPbpWhofag6UUi8ilqDIKKKKACq9/eW+n2c13ezRwW0Kl5JJGwqqOpJqDWdTt9I0+S8u2xEnp1JPAAryfxRLB47bTIdTuVfTfNWZdPKtGsuXwjydyoHbIBJ5AppXKjFs9c03ULTU7SK5sLiOeCVQ6Oh6qRkGrdeG2hu7DxTJqw1Oe3tLVvsqWMcQXzm5z8xO0oBkgc4x2r2exvobvT47uNw0Tru3A8U3GwSjYt0UyKVJo1kidXRuQynIP40+pJCiiigAooooAKBRRQAUUUUAFAoooAKKKQ0ALRSUZoAWoZvvDjtUoqOTO6kwPzs8NW7xfYw4CyJeSDaCCc+USc+306/hXe/BzTLiX42aXqBtZDbx3Kr528AIxgPBGSSeexrzjwrFfW+taWlxHPHaS+ZPCHUhJPkYFl7HpjIrufgNqMmp/GvRZIpnt7cyEi18wkHERHQDHbPatDa+h90KeBS0i9BS1BiFFFFAHnXxO8Y6fod1aWl0sMxAMsglYBEOMKW4PqT69MVy0/2O00lL7VbQQrdLLezPLIyyrEoVQFOdyIeTgdNw4yTSeJdPj1HxZq8tzbo8NxcratibhkQDLbTkFhgj29DWD8aNQmsvC0VlC0EmsarMsK25ZVYQ4BcgY+7vCrk+hxzWqVjdKyR47qeuzeIfFi393f3EsSM7JAZHwADwFJOc+pODXS6F4y1DRzLLp+p3gmVctGZMouB8oZcYI5rtPD/AMINK0TSoZtdtTquptHuCLIyRIe4VVIyOep5rk9d0WDwreXdnLbLEGUyq9y+8MrdI12D5hgY7Ecn3plpplzTvi94pi8trKCGFVkzM8duT5w7ttztH/ARXqfg74x/2ptTVLKOCViqqiyDec9flBP15xXzSkomuJ3ed43JK+YZCtuy4yQMn7vbB+mKq6lqV6xkR9WlG/8A1f70RBVBJyAPak0hOKfQ+4rTxfo1zMYUu1EqsFZeuGIyB9a1rXULS6d0t7iOR04ZQ3I/CvgPTmMFyqWskj3KP5m6GVlcEA4Jce361vabrE+haqLzazXCtuJkncPu6knBAx9etLkRHskfdGR60tfJen/E/Wbua1i06RlR0OQzLF0PzFSxAIHqcfjXUTfFa+sRLFHeXV3doxjIiRSin+HO7AJz6Z4pcgvZs+jM0V87p8drq1gC332WKdc7/tELKcAjGApIOefpjNaujfHexuS32y40tNpx8rSLn0OSOB9aXIyfZs9zorzFPipaLPCJVsHt5mKJLFeL1xkZB6cVOPi1oCPDHM/7yUEqsMiykj1G3rRysXIz0eiuas/GekXTRqkzI0p2xLINpkP+zk8/hW99pi3bS67j/DuGfypWFZrcnpDVWO/tJGkWO5hZoyA4DglSegPp+NTmVBnLDP1pWEPopocHpS7hQAtRSgFufT1xUmajkxu5H6UmB8lQeGPiFem0sr3wSILKLGDHBbpt2qwGCpyOuDtxmut8EeDNdsfiL4ZvLjRrlbO2aUyTyjAiBjIUnkYJPGMMB619FBPc0oX61dyuYcvSloFHepJCmyOI0Z2OFUEk+1OqjrWf7HvcIz/uX+VTgt8p4B9aAPnHX/FMsMSWPnH7RK02oTQKcOokOUXcT8oOckjkYx3NeN6xfahe3D32p6kkt2F8oRZ5iTPCqcdQO9dv8amn0zWStjLFb28sIZYPs5JLK2MHucAE9xjjFeSy3Zv7pVuJVPBZ5gMsTxyR6fTpWtzp0O4s/iT4jsD5328kwxhNk0jMNuAOnY4GM0vjHxva69Cs8tjHPtG2N5n+dT1OSB90dq4dMESxREzWr52rn5serfzxVMnK+QZY0h3KzvzgjspOeB9BRcLm8L7/AIlsaqyvbu7Ky/MPlPUgkccdzVGd7eS5LrChQJmNQT+6ORznoTxnuOetUJZZZJ2nWRZ2GVVByoTOAM5z6+/51K89vsWEgRRNhmOz94TwQM4/Xii4XNBdXkQmIELEzb5WicAucdDx+HpWv4f06K5sLsXjReVuDNLOSWVM/dA/rxXMG7BdFWFkt3bdjABZV6EnH6VeijsfsJmvJ2+1SNhVVjjjknpgdhjnNCYJlufW3j1WCTR8xGDKiSYq+FCjAXPA4z+dV9X1Sae9uLkq73MxZixJKofb8ec1UnS2WS6lZ5XnlQtGixhUjIYYznrx9OafC13cTRxeWnmQh12bcnPUkjpnPf2ouAklpNPbHbPcyyr879T83U4z/niqqXc7XItbvFujMoJ2BWC46DJAHWr0erraib9wjgH74AyW+mcdfwrJubuXVNQBKmLcuGMjbicd+R/KkxM1IQk915dqzxPKx/dmULsjH+171VvZTDelLN5EeNsxkODz2/rWbOkYuoyssm7dgtj7uB2pXLfaIYLZN8rcBvvFiTSuK5Zu7nULh1Nzf3MhgY7S0rHZnuM9Ks2XiLxLDLN9g1bVC7x7ZDHM2WXuOuSOOtXY9M0+9so1/tJ4Z4lJkV4iyM/0HIHbPOKyPLuH1FIpJRHtAO+NweAM/KR7dqGgaNPStU1/RLgX0OrXmm3F4u7ckj+ZKvYkdxnpmujm8deMNMkFxdavqMkskIx57sVAPQ4PXt/j6weB7jSLjW55teN7esQHgAlwXCjASQYOR+Wa7rXtIs9b1rV3sIYryf7CjLGUZpY5iwXhScKAOg6AY71SRSRl6f8AEK6tPCN7cWzaqmrSgqtxcTt5QT7rHqBvPOMDgj2ra+F3jzxjDc2erSauLjRlk8uawu5vmnyQGERbkEZyMkDIx3rz/wATeF7rw/pq/wBtMLUXMSyQJg+ZKdxAG3Pygckn34rnIGuE05YftLGGMkwxBeWO7DHp60PzEz9DPDHiHTPE2kQ6not2l1Zy5AdexHVSOoI9DWm+c8AV+fmieIdb8I6omoaDfSRy2zo0kIbCsoP3GXPzZHUf4V94+GdXj8QeHdM1e1RlhvreO4VWGCoZQcGs2jKUbGxRRRSICiiigArC8cO0fg/WSkvlN9kkCuRnBKkDj68Vu1k+K7GXUvDOq2dt/wAfE9tIkRzj5yp289ucc0Ia3PlzxLf217a6dFM0U8+ladJCY9zkIzbQMt1JUHrkfNxWd478I2Ph6DQbvRLWGSe5gaO9nupC8ZlKg/NnjdgnGMU02l/rGneGIooIIbyW8ltbi2b5WR0xkZBzgnqfarvj4X03gfRYdSbT5IpjI8EySFmiKOQQvYgjJz04wK2Og8mun+1XTWFkpSNFJldR/CozuHv78duKoHyZYpzCqKiBWJkAOeOmB1br/KrkrtEkkIjHmXKhVABYn1yB3PX8qqk3mm3E6RyCGbcAY4/4f9kikwLd/oM+ntbiK8spY51EkTLKFIUnAcL6+2TjFVpN63h+2q1zMvy/aQxGzAOO30OPw78VbmJLdI5mYic8qm4/KuSOeP04qdruX7PH+8hKuTkSoCG9yfUdO1IQrPO8okec3Gz92m44DDHcdgPT1pUgkWyjkmLMediqgwOeMHPT3AzUWmWN1NPJtUlNpAKpkds/pV1rS6EWTI0Nuinb+9GduOSMc/lRYYy6jhjZ0mmhiu1j2qJVIBJIxg8gAAHrismG5uTiztEGXyN0X8f17flU0qCGENDKsr5yckfKMn9fpSWrmaUQQwNKzp5akZDZ5Jx6UiWXtPTMQm1GIrDtPzhRzjncfftVJr23a8acAuxGPnX5U47Y6n8vWh4hYs8N3bSidP4JG4Gfb/CmmURByIQuOAm0HPvz/OmMiBkSKaQIpVVDHKccnpz09feoFnkNw83AZvutjp7CmzXUswCy8Bfujb/OtFNLuprNLiGMsmwuzAcIo4yfQ5BpegtypZ+U6yiRpRKTiPyl7nrnmtGzt7e2vxazFboIynOCjdBwpP5ciqOmLIomeMZQqEznBBJ/+tU4juFn+2eVNsiOQ6gkZzwQaECO38B3tnN4ktIoYAsC4kVY4wGOGGQxwfz9q9M0Xz7bXNd14B9P0iG3kuMRwDMr9FBcjPP9a8K8Ka3JpHiez1XyXMUEhZ1C7t6kk4Oe1el+IfHB8Q6DLY3F5PBamAbo9rZkkJYkDAxgDHJxz3q0y09Dj9V8VSaxrsTXokvBbRSRo0r87mJOc9OvpXMTatGmoMwtlfbJuTzGOWPqTn15wOKRLe7wRZ208qMQ7GOMtg9hux2z+dSxeGtSvFT7Fp+pXF0SPkS0c4PpnFS2yG2b2j2drrGoWlnbyG8vry4ijYtuVvMkbGDnqFz27Zya/QKytYbK0htbSJYreFBHGi8BVAwAPwr5W/Z1+Ees2HiuDxL4qs5LKCzy9pbzY8ySQjAYjsACTz1OK+ro2DLmpZE2PzRmiipMxc0UmaKAFpPxNFFAHyt470FPDfxG1eaGKLb5325CJSkiiQZyCeAdwYdyc4x0rx/Xdee+iubeSzay8je0fmSu5GSSck9STnoB+FfWXx98J3WraCuvaGwj1nSh5nQYmhBDMp/3cbh9D618ha9fXniLxBLcy3UsxnYRxyHkEDoMfjWid0dEXdGRKgW2iQAjb9yZM5bnjPPFSx2FxBbSXTgCM5KtLwWxg5HrWoLO8utYlsZykN1AvluoPmPI2OAqgZ9M+nc16V4a+EniHVIVaayisY5OHkv3J+XPG2NeQfqadgPGYoBK5ZSrPwx3tg+p/Cuhisb3xDDb2Ol2U13LFiT90CQTk5GAOnIH/wCuvpvw58GfCukss93bHULvGGaX5Y/fCDjH1zXodpZ21lCI7OCGBAMBY0CjH4UhXPky1+Gfjm6s47W3sLq3Vl/eGTCBucjliK39C/Z81i4ljfXNQtraMDkIxkbHpjgfrX0zn86Qmi4XPC3/AGd9MLZj1ZwDj71vn6/xYrRtPgHokTZk1G6YbduI4kTj8jz79a9h3UFuKLhdnmll8E/CNtJ5jxXczYA+abH54FXLn4P+D7hVBsZkA/uXDf1zXflqA350XC7OCtPhD4Nt3Lf2dLNznEtwzD+da1j4A8M2M3mwaWm//bkdh9ME4x7V05alzQK7MA+CfDDStIdA03e5yx8heTUsHhDw7CzGLR7JdwwR5eR+XStvPPvTloAzrbw9otrGY7fSbCOP0W3X/Crn2CzKqDaW2F+6PKXj9KnzQCPxoAkhWOFQsSJGv91FAFS+ZjuagDe9G4UibFjzPetWxbdBnPc1hbq2tL/49B9TSEyL+0D/AM8//Hv/AK1L9vP/ADz/APHqKKzIE/tA/wDPP/x7/wCtR/aB/wCef/j3/wBaiimxiHUD/wA8x+dJ/aJz/qx/31RRSQhr6gWBVolII5yeteTeI/gp4S1rU/t1nFdaRcZ3kWcgCEnnIUg469sD2oooRcWbHgz4d+HfB+59NtXmumOWuLlw759jjiureRc/dP8A31RRTbZYxrgc/Ifz/wDrUw3Iz/q//HqKKw9pLuVYVZd38OPxprS4/h/WiirjNiIzMB0X9ah+1jJ/d/8Aj3/1qKK2uxCG9x/yz6/7X/1qT7bgn93/AOPf/WoopjD7bz/q/wDx7/61Kb/B/wBX/wCPf/WoopiY4X3H+r/8e/8ArU8X3/TP/wAe/wDrUUUgA33/AEz/APHv/rUfb/8Apn/49/8AWoooAT7fk48v/wAe/wDrUov/APpmf++v/rUUUAL/AGhyP3X/AI9/9at7S7/FoP3fc/xf/WoooZMj/9k=\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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oWMmNfKYfNjjtWFpOrz3nhy+vHRBLF8yttGCOfbB/nXeS6DpUrbpNPt2Y9ygp8Wj6dHD5cdnCsWD8m3jn2osFzyFfEhlhPmXAjcE4HlA+nt9agvfEHl2xktbmYuxwgeIDOCMjOPevYhoGkqcjTrUH/rmKkOj6aygGwtSB0HlL/hRyhc8m8M3sl99qe6v0Vo4n8uLCqzMFJznHIGOldx8OLqS6stR8xshLplXgDAxXRDSNNAwLC0/78r/AIVZgt4bcEQRRxhjk7FAyfwoSC5LRRRVCCiiigAooooAKKKKAP/Z\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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\",\"data:image/jpeg;base64,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qbRJUitdsshQH72Rye4wD/Suj+N1mLj4t+JRO4icMrR8gA8d+9c7pdhHdSInmMrgcbVzn6ZqWM9B0GeWSxE1tCgV/kB4GR/Q12nhyS7aVbd55rZP7qA7s9iCDn8OQa828Mv5Z8lUb/aB5H1A7V6F4abzHjW6BRk+ZXEmDtHPGKAPoPw6mzTI8sHZuWbpk9zWoOK5zwRfm+02Tc5fY/yZ67e2eK6Md/SqEfCHx+0+LTfi1rq7WVZXEo44ORzXE6duUSSkExE9cZ2+lev/ALWNoifEuCUBf39om7PtxXC6RpsK2RkjiDsE+eF2J57EHpUjJPDE0NxdeZFGwRUG9W5y3c9OlehQIPsE12UZtineTyQvtXBeDoJLe4lZo2jLHGO2K9EhhS4gWMMcMMj1PtTA6X4fWVvd3dpNbYYkggEcqOnT8a+k4EWOFEUAKqgAV4l8HrQf2tIyABgq/eHO0Z4/SvcaEJhRRRTEIvQV8a/tL28kXjbVhIqbpkV1KnPy7QB/I19lL0FfD/xvu7qfxx4iF+X3pMY0DtuwmBtx6DHakNGX8EWSWS8gkKswxtVgBjg5IPWt34iQX9m1u9nC81tNGyuZM7fU8+nFcj8GcJrV04lcFY9xK8Hr0Fd34wmvF0G8dzJFETvjBbA6jPFIZwGiyPavp8kbkGVmDx9tu7oeP1r6c8HN5yWER3KVII+b5efX1r5i06zRptPnWad0fK/ZiPuMD1Bz0PpX0v4SjidLBucBV6kqQR2xTQHtQ6AZprGkT7i/QVFeS+TazynPyRs35ChsD4c+J93puv8AxS1++kLRhpTFCuc5ZOCTxxUWlwm0hSXaWkbssn3R2IFU9P08XviPULwkEzXEkm5jgr8xrVunnspdl20QlHK7o8bl9z/hSAm0+MyT+fHuj2N8xYbVY13Ftuimgntg+/hiEbAx347iuJRbe4jMpj3rkMiqA2w+pHTGa6nQpZZnSK4midiDsMYx+BHagD3H4V6qbqW6tDGUCKGDYxu5r0YV5P8ADV2t9ajWRCA8ZTOe/pXq4poGfJH7Xkg/4TfThgYS0H868x0wKtgkdnOz7+ZOPXtXqn7TRju/iRHDtV2is0B+fGM/56V59oOiRrdxuGEQyGYYyD6UmBfsYnjgjBB80MOWGOOxArstAkP2kl2wRkb+hB7cZqtBoiupZ2LTE8FTgNxgZ9qtw2MjXAtFeHLqA0h6j2JPWmB7X8HVSWO7n+QsGC5A56da9NrzT4U7IZjbwsWjWAc4xkg816ZTJCimbqKVwAnbGWPQDNfAPxY1ZtS8Va1O0vmeZdOBJs25AOBx9BX37L/x7v8A7p/lX53+Nif7ev4lYPm8kGR3+Y0MaND4QtHFqNwpA3yL8pOfX1r1XWNO+22NzBdW0vmNGGWRRlWUDp9RXmPgq8XStRjuJolYqv3JEwrnpycccfrX0HoPjHTr3SLkWcARxzsuIxnp0DZwf60IGeCeH7RU1GOHDbo5CrAZ9eK9+8PKbN1huWXBIkVs87fSvP73S2fXZtQSSITScNu5GOxCdj7813Epmi0yEIpeQJhCAKBnuEDBoIyuCCox+VYvji7+xeENXuN23ZbPg+nGKs+GI5IvD9ikxLSCMZOayPijp93qfgPWLXT4zJctCSsf9/HOKGB8g+FkMUspktyYznMgbO4/SpNZtpFtJJJpBlQSuGJ47CqkF7prJ/pUQs7uFvliwQN38Wf/AK9Jc3tuySBZEVGXG3r+HWkBx9jqd6ty0cbS4ZgQi/55r2Lwo6XHlO5CDdy5PGfp/hXmGpDQINKtbi0udQ/toufNj2qIUT2Od2fqMVveDfFVvCRbyTFFbg+Yuc/jQB9JeBpmXV4dsQMattDhf5mvXx1rxHwBqn9oy2Vpo9u7MrAySCMlAvclugNe0zyCGCSXjCKW/IZpoGfIXxPnXUfihr80gLJHJ5an02jFR2UMSIsiquFXGWH5VHNEdW17UbqQBpbiZpDhsd/THSrM0Kxwzq5InhjLBSeenFIDRsZEntlljLovLMT068/WtHSLdrjU18tg8RHyPjHOM4JPQ1yFldyoYtmZIZOqqu1d3TjFd3p6taw26lHWSQ5GB+XSmhHqfw7je3uodqqIpA3U8/QevOa9LFeY+AZnkls2ZWjG7o/VuDmvTqYiruoqL8P1orG5ZPfAfYbjc+weW2W9OOtfnhqMAfWZkidJo/OfbI3yh/mOCPTNfenxDvxpngjW7tmC+VaSEH3xxXwTA7rfwMp5Vl6H861ZKJbO8urC689ZldPulHAdT9e1dhp3iSW4kgEtuzYGPKgbaHXvk4yPxzWJbWsTXc8sZZ0Vj95OMZ6HNWJBFKVCMYxn7ykblwfTHFIZ19kv23UxLa3EsMw5jMhLBwBwpY/lXdxXy3Wii5ZgjxHa4yDgjqPSuS8LxxKwW42XBXCp8u3ap54roHuYLUzKikblIClflY+//wBegD3bwjO1x4asJWBy8QPNbHasHwRIZPDNiWdXITGV6fSt0npTA5jxB4C8L+IJ/O1jRLO4n/56bNjH6lSCfxrmJvgX4Akct/Y8qbu0d1IB+Wa7rxBrunaDYyXerXkVtCgJ+duW9gOpP0r5E8RfFHxD4k8T6hd6RqVzptqzeXHEkzquwdCRnAJpAfQUXwL+H8bFjobP/wBdLiQ/1rY0b4XeCdJuPPsfD9j5o7yAy4PsGJANfNVr4p1kwLJdajP9oU4/eys2ffk11Xhnx7qei67FfyhprHAjnjjTO8E/ewOcigD6dt4Y4IhHDGkca9FRQAPwrH8eXo0/wbrFyxA2WzgfUjArYtZkngjkQna6hhkY4IyOK4f46R3kvwy1cadG0kyqrMq8naDkkVQj580UZsbdpYHTyl2syn5hn1HetbVJku7QeesaypGUWRFAYA/3q4vQdd3Wy+ayyv0wTjH0rWksp9Tt5XtyHVgUcqSDUjGaZa+bLsaRYwpDIeDznkH0rtdJdzGnmTOWVhsyuTx3Hf8ADNcxo1vZW8KwyCSHcgjLFTt3ds5r0DRLOwjtUkmlVQnCso3fpTQM6/wlNJHc2kZWebdKPmJHA9cZyBXrPavHohaWN9avbRtvLLsPYnI568DB6CvX1PyAn0pklDd7iikx9aK5i9Dgv2jp5IfhVqYifZ5jxox/2dwzXx3osK3d/EwLIAR82ehHrX1v+09PdRfC+4W127JJ41lz127u3418i6JK1rfjespVmAYRnn/Ct2JHS28ZE1xFIFKup5Ofvfh/Ws1tMl/tGCS03yBHBaOPtz+ldJo4t47y4lu7NL8N8qq5+6c5/WtbSWiW2mW4VbVAcqVzgAnp60WA0dNmWCZysz/NgMrnOOM+vrRrkjLc267pGgkblgMbT160yCKe8mjtbe4QRkhl7nb6Zxiobqe4hvYLZnOI2O/2AoA92+DckZ8JeWjM0kczCQk5yTWz8Qdd/wCEa8G6rqwkSN7aEtGXGQW6AYrmvg8x+yajtXETSK6nPU45rh/2ttfFj4Y0vSixH2uYyuP7yp0H50wPnfxB4svte1Y3DvOsszZbe5JB7jntS24uIwzq0Z39VfOQfXIrkobsi6MjDcScjNbsGrMzqNpbnseRSA6S7mmjjh85g0hxyGyCPcY61sWd5MsfnwzTQzxsCjLXKGd5LgeVGxX12gqB68Vftb9hcupkZvmHGe/0oA9y+H/xG8Ree1tqt1DMhA8vcoDD/H8a9y8OamNX08tMqCZflkQHI/ya+SPB9xeyX4uY1jjjiYMPMG4k57DrX018LbqXUNGnvZgQ8sxU5GPu8ce1NAZniT4M+FNYlkntraXTLpyWZ7NsKx91PH5Yrjbn4EarA+dK8TJ5YOQs8LKfzUmve1JxXzl45/aEk0XxxqOlW0CNp1m3leZGAZHcdeoxjNAi7F8D/EcDs8XiGy3McspEhX8sfyrYsfg7rokBuvENoEyCypbls4+pFcLcftDyTrmG4a2kIyuTGy/iNua0dI/aAnI23dzZzE8bkZRj3IxQB7DoPw+t7G8S71S/m1KWL/Vq6BEX3xk5/E13DcKfpXM/D3xEvibQBfLcQ3DbypaIYHqOMntXTP8Acb6UCKW3/aNFO2D/ACaKxsUeW/tPJbP8Mp/tBYSrcRGEDu+7v7YzXyRpyyIpcYdt2SwOOO4r6s/aivLKP4di2uQDdz3CC2Xbk7gck+3Ga+YfDnlJHOs6Bikg4C4yO+a2YGzZ3RmtpHjLxDIY7ztPsf8A64rbtSq2OQY3YOX8t5MuO2cjqOenasC4N7d3hEI8vHynABz7dKk8PRvDqN1dMpcIfn44GOuB/wDqpAdjoc8e1iZWhmkUr5iKQVHbA7VnHUI21qaPzgJJFCruX7/Y/jV5XhvLZb+FD8wwQScnHH0rN06xOoa8167rHHAAqqQM5+lAHuXwmnaO6u7ZWBgaNWT1BHBFeTftm+Y194dG0+SI3+bHfPrXpPwkeV9eunkK7dpULnp74wOv41yP7YOu2cWgabojxM99NJ9oSTjCKOD+JoA+c7E6Q2i3MN1ZSfbiB5NwHwB6kiqUcZMajjKnIPeq9rbMyLI5+Q8davNiNcLyR70AT6dLK9x5ayvGQOqORWrBHP5pZpWcHjoM/n1rAtbnbLhsDDAe9bVjeyC9LGICLod3Of60AaWg6xq8Pii3021knmLyL5abhvGevJHSvsn4ZRzQ6deQyKViWYGPjGcjn9a+SNCljGuaffxRI90kgAJ6kf5719leCJVn0CCQDEh++M55+tNAb08nl28r/wB1C35Cvzd1u7a48Razcui5kmlY5H+0a/SC8UNZzq3QxsD+Rr82r2ASeINStkPDTSKpz/tGhgaFl/ZVzYbpoXFwqncOPwx65rMNpGxbbGvPpW94etEtyYZLOG6ydru0zD+XauyPhy3kaLbDZW5chVRI3YsfbLc0Ae4fsi2c1v4GvZXYiB7kqidsgcmvdpPuN9DXC/Bnw5P4Z8FwWt2AksrtMYwgXYD0GB7V3T/cb6GjoSVsL6LRS5Hp+lFZFHL/ABH8L2ni7wtd6beISxXzIXX7ySDoRXx9pkMOnR3EVzGwu4WeORXQ8Mp6V9FftG+ItV0HwVE+j3M1s9xcCGSWI4YLgng9R9RzXylZ3jLe755D5TDLeYCS5xzz/U1qwO0WVX05Xs8CeVvmzyPqa1Liyg03RzczTyJcgH5Y5FBX0ZgwyQfas/w9bsLcukL4cgoTwP59ar+LtT1BLXyVt4prQyBic7mB9M9aQF+DVrqCKKMRmaB13McjAz68c0+y1Wy/4SXdK0camHbk9F+nYmuZm1O41LSUMB+zMjbQuDz6gDpTfDC79SaS9tw75MeD0B7UAes/AnxQZvG1/p4cBZ2LJn+NR2A7etcj+2DJ5vjnSYgfuWefzaup+CVnZL8QFEHkhreByBn5wxPINcr+1lH/AMXE004OXsxj86APHbMsIiCRj39abcPwCy8g4681egjby2UjCenaqN6pKgFRgUAQIC6syAh81oRStC252JJ7Z4FVYMKNu3r0OafIvLLIyoR94jpn0oA67RJBGsMsbMsobg//AF6+yvhVqCaj4StpQMP0YV8Q+GCy3CqxOO3pX1T8CNYi2/2fJPEJXjykQPJx1NNAezYDAg9Dwa/PX4h6DdaN8TtY00wtuN2/lH1DHIwfxr9C161zPir4f+GPFU63GtaVFNdqVK3CEpIMdPmBzj602B8W+GNN1K8lWwsrKaa5U5SNIixJ9+P517z4E+EmuXM0F34gji03yyGUZEj/AE2g4H4/lXu+j6RYaPbCDTbSK3jHZF5P1PU/jU1zqFpazRQ3E6Ryy8IhPJpJCuWY12Iq+gxmlkPyH6UIysMqwYexzRL/AKtvpQ9hEOfY0U7n+6PzorAo8t+N83l/DrVGNtHcDCqS658sEgFx7ivlRLV5U3rGoKt8ny+n1/lX2zf2sGo2c9neRiW3mQxyIehB4NeOeJ/hDfxbm8P3ENzAvIjuDiQD0BxhvxxWwHkeku8EjRCZ3ZkYuOyH29/pUB8QzSRzo8EGwHa00hAOenpW/eeENft5W+0aPqEajO5vsrHI9cisxvDUkFq8S2ty3nnODCwx7DjrQBzWs3Frb6dYyxxgX0j73LuSEGeCBnGDVl9TvZmmFvFFLEFDNJCPLKv6q2auXvg68uEJh0y+a4AG3905ye3bFdj8PvhZrmvSyC9jvNItQPmnuIzuJ/2AcH8elAGj+y9oE82u6hrF40oaFdqrID85bq2e9Zv7U6pP4+0tVI3x2fPf+LivfPhv4Jh8E6PNaJdyXtxPKZZbiRdpb0GM+lfOPx+u4bn4u3Kq6OIYEjZozyrAdD70AefJGXj4UenHb61n6jC4Rcqd3fit9opGWR0Ax1PTkVVuINxUowKlfXODQBkmzdLYOmcjnHHFZl7IoZSqNtPr611DlREU2iRvQ5z+FZOqRRQSoERl3DOCKANLRIHmgWWJ1WRfQ44+lewfCB1tPGOl3M7qgSTy9xzkhhjGPrXlOhSNbwoFU7T6da7jQtSa2eCVAC0bB8N14IPXFAH2Wo96oatrenaOE/tC5WJnGVQAlmHcgDmrGnzC5sredTxLGr/mM14t8cIJLzxfYxoAyJakODjue3f8qsR0+rfE5bu4+w+FYRNcHINxMp2J68Z5P14qOG4uzufUrkyTvgO7jj1wOwFcV4dWLSYJImVQyY3sFPyDr1xXRfbGuIglvL+7PSQDPPtxSBm98Pr+M+J7i3MwMskJbyx0wG64r0mb/Vt9K8M8Aan5XxGgtZVAdleMNtzkEZxnt0r3Ob/Vt9KT2ER/P6r+X/16KOfWisLjOfU89aniOWqqDVi3PNbDLY6jBNGBkcUq96BQAZPqfzowe5NKKXNADDwK+FvFJN9401+6YklryTJP1r7s7dK+Ofi14Yl8MeMtSjUO9vdyfaYXdcL83UA98GgDk/D8llvuY9SacEqwjeM5AJ7YqGKHIBaT2ztwar2SPazmVcb+dox09/rStc7Zd247/wCIZ60AE+EHU5HQ9/rWdPGpuxufzOQTnt7VdmZ5JA2flxVQKjO2QN3NAG7o2sIIZrW4tkCk5hkRcn8eK0LRVkunntZ1DADdmuPtrW4jHyNIS3AAPFdx4B8K6x4x1eGys7STy0YebKBhIx3LHp+HU0AfZ/hCQz+GNLkbAZrdOB9K8w+J1yln46JvDGkU1unll+5HYepz2r17RrBNM0q0skJZYI1jye+B1rivjToL6n4a+32kKy3enN5+3Ay6DkjP61VxHCxQS3VtHLBMv2nlMqcD15B68VdsY54L2JWR23D5ipz071wmiaok8h+ywsJpmXzNrlSg7HGcV0ttq0trfOn7qed8IIlkw2TwBjqTQBY+H63Fz8Y7mOZleKOM3C7lXd0ADA9cc173P/qm+lc74N0NtOthd3qJ9vljVWIAyigcLnGa6K4/1TVL2AZj6/nRS8UVzXHY5kkqcEVYtjyKtPaRkclvzpsduikEFq6LjJl6Uo60BcCkNFwHAUdPrTc0pORTCw7rWfr2g6Z4gsHs9YtIrq3YdHXke4PUH6VeQ1Oo6UAfOnif4BaiLuV/Dt9ayWp5SK4JR1H93OCD9TiuNn+C/jGFn/4k7ShRnMc6HP05r7AFOFOwj40g+Dvjm6kRTorxKwz+8ljUD6nPFdHpf7PfiS4cG8m06zj95DIf/HR/WvqnNOBosB4donwAt08s63rDSqvVLSLy8j03Ek17LoOi2Gg6bFY6VbJb28YwFUcn3J7n3NX1p1MTFxTWUMpVgCDwQe9LS9qBHNReBfDEU0skWjWiPKcuQp5/DNWrHwtodhfC9s9LtorpV2iULlgPbPStugUAFQXjrHbO7kBRjJP1qeuO+MMrwfDDxLJESriycAjtnik9UCN/+07H/n5h/wC+xRX5i/brv/n6n/7+GisvZPuVdH//2Q==\",\"data:image/jpeg;base64,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idx = feature_names.indexOf(cb_obj.value);\\nif (idx < 0) { return; }\\nconst col = reduced_source.data[\\\"c\\\" + idx];\\nconst copy = new Float64Array(col.length);\\nlet lo = Infinity, hi = -Infinity;\\nfor (let i = 0; i < col.length; i++) {\\n const v = col[i];\\n copy[i] = v;\\n if (v < lo) lo = v;\\n if (v > hi) hi = v;\\n}\\nif (hi - lo < degenerate_eps) {\\n const mid = (lo + hi) / 2;\\n const span = Math.max(Math.abs(mid) * degenerate_frac, degenerate_min_span);\\n lo = mid - span;\\n hi = mid + span;\\n}\\nscatter_source.data[\\\"color_value\\\"] = copy;\\nif (values_source !== null) {\\n const vcol = values_source.data[\\\"c\\\" + idx];\\n const vcopy = new Float64Array(vcol.length);\\n for (let i = 0; i < vcol.length; i++) vcopy[i] = vcol[i];\\n scatter_source.data[\\\"picker_data_value\\\"] = vcopy;\\n}\\nscatter_source.change.emit();\\nmapper.low = lo;\\nmapper.high = 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\\\"(other)\\\";\\n}\\nscatter_source.change.emit();\\n\"}}]]]},\"styles\":{\"type\":\"map\",\"entries\":[[\"color\",\"#444444\"]]},\"visible\":false,\"width\":260,\"title\":\"Top features\",\"start\":1,\"end\":10,\"value\":10}}]]},\"code\":\"const mode = color_modes[cb_obj.active];\\nconst is_group = (mode === \\\"Group\\\");\\nconst is_feature = (mode === \\\"Feature\\\");\\nconst is_top = (mode === \\\"Top feature\\\");\\nfor (const g of group_glyphs) g.visible = is_group;\\ntop_other_glyph.visible = is_top;\\ntop_named_glyph.visible = is_top;\\ngradient_glyph.visible = is_feature;\\ncolor_bar.visible = is_feature;\\nfeature_picker.visible = is_feature;\\ntop_n_slider.visible = is_top;\\n\"}}]]]},\"labels\":[\"Group\",\"Feature\",\"Top 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\\n \\n @group  ·  tin @tin{0.0}%  ·  id @artefact\\n
\\n\",\"sort_by\":null}},{\"type\":\"object\",\"name\":\"HoverTool\",\"id\":\"p1489\",\"attributes\":{\"renderers\":[{\"id\":\"p1368\"},{\"id\":\"p1358\"}],\"tooltips\":\"\\n
\\n \\n @group  ·  tin @tin{0.0}%  ·  id @artefact\\n
\\n\",\"sort_by\":null}},{\"type\":\"object\",\"name\":\"HoverTool\",\"id\":\"p1490\",\"attributes\":{\"renderers\":[{\"id\":\"p1377\"},{\"id\":\"p1386\"},{\"id\":\"p1395\"},{\"id\":\"p1404\"},{\"id\":\"p1413\"},{\"id\":\"p1422\"},{\"id\":\"p1431\"},{\"id\":\"p1440\"},{\"id\":\"p1449\"},{\"id\":\"p1458\"},{\"id\":\"p1467\"},{\"id\":\"p1476\"}],\"tooltips\":\"\\n
\\n \\n @group  ·  tin @tin{0.0}%  ·  id @artefact\\n
\\n\",\"sort_by\":null}}]}},\"left\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1326\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1327\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1328\"},\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1329\"}}}],\"right\":[{\"id\":\"p1486\"}],\"below\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1321\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1322\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1323\"},\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1324\"}}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1325\",\"attributes\":{\"axis\":{\"id\":\"p1321\"}}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1330\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p1326\"}}}],\"output_backend\":\"webgl\"}}]}},{\"type\":\"object\",\"name\":\"Column\",\"id\":\"p1539\",\"attributes\":{\"styles\":{\"type\":\"map\",\"entries\":[[\"background-color\",\"white\"],[\"flex\",\"0 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" const render_items = [{\"docid\":\"5cfd5b22-36ca-474a-97f7-64fc907e3f27\",\"roots\":{\"p1542\":\"a2e4b372-49d0-48e8-baa9-ac0934df9678\"},\"root_ids\":[\"p1542\"]}];\n", " void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", " }\n", " if (root.Bokeh !== undefined) {\n", " embed_document(root);\n", " } else {\n", " let attempts = 0;\n", " const timer = setInterval(function(root) {\n", " if (root.Bokeh !== undefined) {\n", " clearInterval(timer);\n", " embed_document(root);\n", " } else {\n", " attempts++;\n", " if (attempts > 100) {\n", " clearInterval(timer);\n", " console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n", " }\n", " }\n", " }, 10, root)\n", " }\n", "})(window);" ], "application/vnd.bokehjs_exec.v0+json": "" }, "metadata": { "application/vnd.bokehjs_exec.v0+json": { "id": "p1542" } }, "output_type": "display_data" } ], "source": [ "import base64\n", "import io\n", "from pathlib import Path\n", "\n", "import numpy as np\n", "from PIL import Image\n", "\n", "photo_dir = bundle / \"axe_photos\"\n", "blank_pixel = \"data:image/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==\"\n", "\n", "\n", "def photo_uri(artefact_id):\n", " path = photo_dir / f\"{artefact_id}.jpg\"\n", " if not path.exists():\n", " return blank_pixel\n", " thumb = Image.open(path).convert(\"RGB\")\n", " thumb.thumbnail((220, 220))\n", " buffer = io.BytesIO()\n", " thumb.save(buffer, format=\"jpeg\", quality=80)\n", " return \"data:image/jpeg;base64,\" + base64.b64encode(buffer.getvalue()).decode()\n", "\n", "\n", "photo = [photo_uri(artefact_id) for artefact_id in df[\"ArtefactID\"]]\n", "has_photo = np.array([uri != blank_pixel for uri in photo])\n", "print(f\"photographed axes on the map: {int(has_photo.sum())} of {len(photo)}\")\n", "\n", "tooltip = \"\"\"\n", "
\n", " \n", " @group  ·  tin @tin{0.0}%  ·  id @artefact\n", "
\n", "\"\"\"\n", "\n", "show(\n", " plot_embedding(\n", " Z=embedding[has_photo],\n", " contributions=contributions[has_photo],\n", " group_names=stage.to_numpy()[has_photo],\n", " feature_names=feature_cols,\n", " feature_values=X[has_photo],\n", " hover_tooltips=tooltip,\n", " hover_data={\n", " \"photo\": [uri for uri, keep in zip(photo, has_photo, strict=True) if keep],\n", " \"tin\": df[\"Sn\"].to_numpy()[has_photo],\n", " \"artefact\": df[\"ArtefactID\"].to_numpy()[has_photo],\n", " },\n", " )\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## What the map shows\n", "\n", "Starting from nothing but the elemental recipe of each axe, the map lays the Bronze Age out in front of us. Its boldest feature — the isolated island of earliest, tin-free, near-pure-copper axes — marks the very beginning of metal in Britain, the threshold the whole period is named for. Beyond that island the axes spread into a broad continuum rather than tidy compartments. Colored by typological stage, that continuum drifts gently along the sequence, the chemistry of axe metal shifting gradually from the earliest forms toward the latest rather than lurching in sudden steps.\n", "\n", "The reason to do this with Glass Box UMAP is that none of it has to be taken on faith. Every feature of the map can be traced back to the elements that produced it, which is how we could say with confidence that the island is about tin rather than guessing from its position. It's a picture built from chemistry, one we can read back as chemistry, and one that turns out to retell history." ] } ], "metadata": { "kernelspec": { "display_name": "glass-box-umap (3.13.1)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.1" } }, "nbformat": 4, "nbformat_minor": 4 }