{ "cells": [ { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Initialization" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "hidden": true }, "outputs": [], "source": [ "from IPython.core.interactiveshell import InteractiveShell\n", "InteractiveShell.ast_node_interactivity = 'all'" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "hidden": true }, "outputs": [], "source": [ "from top2vec import Top2Vec\n", "from datasets import load_dataset\n", "from pathlib import Path\n", "import pandas as pd" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/plain": [ "WindowsPath('C:/Users/ditho/work_projects/top2vec')" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "proj_dir = Path.cwd().parent\n", "proj_dir" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "hidden": true }, "outputs": [], "source": [ "model_path = proj_dir / 'models' / 'model.pkl'" ] }, { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Modeling" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "hidden": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Using custom data configuration SetFit--20_newsgroups-f9362e018b6adf67\n", "Found cached dataset json (C:/Users/ditho/.cache/huggingface/datasets/SetFit___json/SetFit--20_newsgroups-f9362e018b6adf67/0.0.0/0f7e3662623656454fcd2b650f34e886a7db4b9104504885bd462096cc7a9f51)\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "08002681bbae43fd8cf21da113ab9c55", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/2 [00:00 2 for plotting\n", "\"metric\": \"minkowski\",\n", "'min_dist':0.10,\n", "'spread':1\n", "}\n", "umap_model = umap.UMAP(**umap_args_model).fit(model.document_vectors)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "hidden": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\ditho\\AppData\\Roaming\\Python\\Python39\\site-packages\\scipy\\sparse\\_index.py:146: SparseEfficiencyWarning: Changing the sparsity structure of a csr_matrix is expensive. lil_matrix is more efficient.\n", " self._set_arrayXarray(i, j, x)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 12.1 s\n", "Wall time: 12.7 s\n" ] }, { "data": { "text/plain": [ "['C:\\\\Users\\\\ditho\\\\work_projects\\\\top2vec\\\\models\\\\umap.sav']" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "import joblib\n", "filename = proj_dir/'models'/'umap.sav'\n", "joblib.dump(umap_model, filename)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/plain": [ "array([[ 1.0132099, -0.7026323]], dtype=float32)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "umap_model.transform(model.embed(\"I love Computers!\").reshape(1, -1))" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "hidden": true }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "umap_fig2 = umap.plot.points(umap_model, labels = model.doc_top_reduced, theme='fire')" ] }, { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Key BERT" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "hidden": true }, "outputs": [], "source": [ "if False:\n", " from keybert import KeyBERT\n", " from sentence_transformers import SentenceTransformer\n", "\n", " sentence_model = SentenceTransformer(\"all-MiniLM-L6-v2\", device='cuda')\n", " kw_model = KeyBERT(model=sentence_model)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "hidden": true, "scrolled": false }, "outputs": [], "source": [ "if False:\n", " kw_model.extract_keywords(dataset['train']['text'][0],\n", " keyphrase_ngram_range=(3, 3), stop_words='english',\n", " use_mmr=True, diversity=0.7)" ] }, { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Get Topics" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/html": [ "
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topic_idtopic_0topic_1topic_2topic_3topic_4topic_5topic_6topic_7topic_8...weight_0weight_1weight_2weight_3weight_4weight_5weight_6weight_7weight_8weight_9
00nhlflyerspitchingcubsbravessabresleafsrangersmets...0.5439260.4945110.4899820.4879340.4862360.4835160.4788260.4706050.4665050.465697
11vehiclesvehiclemotorcycleshondamotorcyclebmwdealerscarscar...0.5779400.5621600.5595240.5287630.5101320.4945570.4768600.4745690.4716850.439867
22softwarebitmapmicrosoftunixsharewaretoolkitformatsprogramsbinaries...0.5366540.4856620.4789900.4766120.4628890.4483170.4405780.4405410.4337540.431742
33scripturebiblicalscripturestestamentchristianitygospelchristiansdisciplesverses...0.6120050.5718810.5613850.5560960.5403970.5119520.5056590.4929090.4774690.473928
44diskmotherboarddisksworkstationhardwarefloppyosdriversdrives...0.4402440.4014220.3953870.3878780.3867700.3694090.3655500.3610310.3545600.349896
55atheismbeliefsbeliefatheistreligioussecularmoralityatheistsreligions...0.5941710.5173810.4960430.4775270.4663890.4653840.4576780.4537070.4488740.438310
66investigationnewsallegednraevidenceincidentvictimssuspectconcerns...0.3583280.3485300.3403390.3388330.3382190.3285240.3208600.3159150.3119600.308561
77palestiniansisraelispalestiniangazaisraelipalestineisraelgenocidearmenians...0.5570750.5477870.5364020.5294420.5278330.5041610.4803190.4684820.4611060.455497
88hardwaremotherboardprocessorramintelmhzcmosvramspecs...0.5853250.5715960.5400330.5117100.4682070.4676100.4641980.4509950.4404550.417700
99firearmfirearmsgunsnrahandgunenforcementhandgunslibertiesmilitia...0.4919170.4639700.4568090.4475010.4444350.4439160.4170340.4006070.3968780.385042
1010nasaspacecraftsatellitesastronomyastronomicalorbitershuttlemissionsastro...0.6289860.5416200.4690680.4292230.4158280.4083910.4058890.4028960.4023500.390656
1111funnywhateversaidsaysrelevanthereadmespeakingremark...0.4663770.4528100.4202550.4201840.4188600.4156670.4133500.4131330.4084620.401234
1212salepricespurchasebuybuyingshippingpricesoldoffers...0.5861480.5593620.5538950.5111840.5082910.4962630.4923240.4807210.4754670.475338
1313modemmhzanalogaudioelectronicsradiosignalhardwaredsl...0.4977690.4420740.4412860.4376060.4355660.4251080.4154350.4073290.3989330.396407
1414patientstreatmentdiseasesclinicalmedicinediseasemedicaldoctorsmed...0.5034010.4930720.4435360.4387300.4349390.4310660.4069580.3813240.3541740.342139
1515vgamonitorsmonitordisplaysgraphicspixeldriversscreenhardware...0.5890980.5769450.5557440.4974640.4491920.4441100.4266890.4040460.4019850.393818
1616encryptionnsacryptcryptocryptographycryptographicsecurityencryptedprivacy...0.5712330.5165760.5012720.4909770.4902160.4896340.4874980.4639050.4526610.435769
1717mailcontactemailmailingaddressnewslettersendmessagemessages...0.5849250.5694210.5657840.5570630.5391730.5074780.4883850.4880420.4819840.476887
1818xtermxtxdmopenwindowslibxmuxmuwindowscreenwidgets...0.4640390.4350880.4284970.4245570.3936890.3923560.3888200.3724110.3434070.339043
1919uhumsoerahemyeahohhm...0.6952860.6927960.6731980.6332550.6314340.6283810.6257110.6226540.6000810.599870
\n", "

20 rows × 21 columns

\n", "
" ], "text/plain": [ " topic_id topic_0 topic_1 topic_2 topic_3 \\\n", "0 0 nhl flyers pitching cubs \n", "1 1 vehicles vehicle motorcycles honda \n", "2 2 software bitmap microsoft unix \n", "3 3 scripture biblical scriptures testament \n", "4 4 disk motherboard disks workstation \n", "5 5 atheism beliefs belief atheist \n", "6 6 investigation news alleged nra \n", "7 7 palestinians israelis palestinian gaza \n", "8 8 hardware motherboard processor ram \n", "9 9 firearm firearms guns nra \n", "10 10 nasa spacecraft satellites astronomy \n", "11 11 funny whatever said says \n", "12 12 sale prices purchase buy \n", "13 13 modem mhz analog audio \n", "14 14 patients treatment diseases clinical \n", "15 15 vga monitors monitor displays \n", "16 16 encryption nsa crypt crypto \n", "17 17 mail contact email mailing \n", "18 18 xterm xt xdm openwindows \n", "19 19 uh um so er \n", "\n", " topic_4 topic_5 topic_6 topic_7 topic_8 ... \\\n", "0 braves sabres leafs rangers mets ... \n", "1 motorcycle bmw dealers cars car ... \n", "2 shareware toolkit formats programs binaries ... \n", "3 christianity gospel christians disciples verses ... \n", "4 hardware floppy os drivers drives ... \n", "5 religious secular morality atheists religions ... \n", "6 evidence incident victims suspect concerns ... \n", "7 israeli palestine israel genocide armenians ... \n", "8 intel mhz cmos vram specs ... \n", "9 handgun enforcement handguns liberties militia ... \n", "10 astronomical orbiter shuttle missions astro ... \n", "11 relevant he readme speaking remark ... \n", "12 buying shipping price sold offers ... \n", "13 electronics radio signal hardware dsl ... \n", "14 medicine disease medical doctors med ... \n", "15 graphics pixel drivers screen hardware ... \n", "16 cryptography cryptographic security encrypted privacy ... \n", "17 address newsletter send message messages ... \n", "18 libxmu xmu window screen widgets ... \n", "19 ah em yeah oh hm ... \n", "\n", " weight_0 weight_1 weight_2 weight_3 weight_4 weight_5 weight_6 \\\n", "0 0.543926 0.494511 0.489982 0.487934 0.486236 0.483516 0.478826 \n", "1 0.577940 0.562160 0.559524 0.528763 0.510132 0.494557 0.476860 \n", "2 0.536654 0.485662 0.478990 0.476612 0.462889 0.448317 0.440578 \n", "3 0.612005 0.571881 0.561385 0.556096 0.540397 0.511952 0.505659 \n", "4 0.440244 0.401422 0.395387 0.387878 0.386770 0.369409 0.365550 \n", "5 0.594171 0.517381 0.496043 0.477527 0.466389 0.465384 0.457678 \n", "6 0.358328 0.348530 0.340339 0.338833 0.338219 0.328524 0.320860 \n", "7 0.557075 0.547787 0.536402 0.529442 0.527833 0.504161 0.480319 \n", "8 0.585325 0.571596 0.540033 0.511710 0.468207 0.467610 0.464198 \n", "9 0.491917 0.463970 0.456809 0.447501 0.444435 0.443916 0.417034 \n", "10 0.628986 0.541620 0.469068 0.429223 0.415828 0.408391 0.405889 \n", "11 0.466377 0.452810 0.420255 0.420184 0.418860 0.415667 0.413350 \n", "12 0.586148 0.559362 0.553895 0.511184 0.508291 0.496263 0.492324 \n", "13 0.497769 0.442074 0.441286 0.437606 0.435566 0.425108 0.415435 \n", "14 0.503401 0.493072 0.443536 0.438730 0.434939 0.431066 0.406958 \n", "15 0.589098 0.576945 0.555744 0.497464 0.449192 0.444110 0.426689 \n", "16 0.571233 0.516576 0.501272 0.490977 0.490216 0.489634 0.487498 \n", "17 0.584925 0.569421 0.565784 0.557063 0.539173 0.507478 0.488385 \n", "18 0.464039 0.435088 0.428497 0.424557 0.393689 0.392356 0.388820 \n", "19 0.695286 0.692796 0.673198 0.633255 0.631434 0.628381 0.625711 \n", "\n", " weight_7 weight_8 weight_9 \n", "0 0.470605 0.466505 0.465697 \n", "1 0.474569 0.471685 0.439867 \n", "2 0.440541 0.433754 0.431742 \n", "3 0.492909 0.477469 0.473928 \n", "4 0.361031 0.354560 0.349896 \n", "5 0.453707 0.448874 0.438310 \n", "6 0.315915 0.311960 0.308561 \n", "7 0.468482 0.461106 0.455497 \n", "8 0.450995 0.440455 0.417700 \n", "9 0.400607 0.396878 0.385042 \n", "10 0.402896 0.402350 0.390656 \n", "11 0.413133 0.408462 0.401234 \n", "12 0.480721 0.475467 0.475338 \n", "13 0.407329 0.398933 0.396407 \n", "14 0.381324 0.354174 0.342139 \n", "15 0.404046 0.401985 0.393818 \n", "16 0.463905 0.452661 0.435769 \n", "17 0.488042 0.481984 0.476887 \n", "18 0.372411 0.343407 0.339043 \n", "19 0.622654 0.600081 0.599870 \n", "\n", "[20 rows x 21 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "topics = model.get_topics(reduced=True)\n", "rows = []\n", "for topic, weight, topic_id in zip(topics[0], topics[1], topics[2]):\n", " topic_d = {f'topic_{i}':topic[i] for i in range(10)}\n", " weight_d = {f'weight_{i}':weight[i] for i in range(10)}\n", " rows.append({'topic_id':topic_id, **topic_d, **weight_d})\n", "# rows.append({'topic_id':topic_id, **topic_d})\n", "topics_df = pd.DataFrame(rows)\n", "topics_df\n", "topics_df.to_csv(proj_dir/'data'/'topics.csv', index=False)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "hidden": true }, "outputs": [], "source": [ "import plotly.graph_objects as go" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "cells": { "align": "left", "fill": { "color": "darkblue" }, "line": { "color": "white" }, "values": [ [ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19 ], [ "nhl", "vehicles", "software", "scripture", "disk", "atheism", "investigation", "palestinians", "hardware", "firearm", "nasa", "funny", "sale", "modem", "patients", "vga", "encryption", "mail", "xterm", "uh" ], [ "flyers", "vehicle", "bitmap", "biblical", "motherboard", "beliefs", "news", "israelis", "motherboard", "firearms", "spacecraft", "whatever", "prices", "mhz", "treatment", "monitors", "nsa", "contact", "xt", "um" ], [ "pitching", "motorcycles", "microsoft", "scriptures", "disks", "belief", "alleged", "palestinian", "processor", "guns", "satellites", "said", "purchase", "analog", "diseases", "monitor", "crypt", "email", "xdm", "so" ], [ "cubs", "honda", "unix", "testament", "workstation", "atheist", "nra", "gaza", "ram", "nra", "astronomy", "says", "buy", "audio", "clinical", "displays", "crypto", "mailing", "openwindows", "er" ], [ "braves", "motorcycle", "shareware", "christianity", "hardware", "religious", "evidence", "israeli", "intel", "handgun", "astronomical", "relevant", "buying", "electronics", "medicine", "graphics", "cryptography", "address", "libxmu", "ah" ], [ "sabres", "bmw", "toolkit", "gospel", "floppy", "secular", "incident", "palestine", "mhz", "enforcement", "orbiter", "he", "shipping", "radio", "disease", "pixel", "cryptographic", "newsletter", "xmu", "em" ], [ "leafs", "dealers", "formats", "christians", "os", "morality", "victims", "israel", "cmos", "handguns", "shuttle", "readme", "price", "signal", "medical", "drivers", "security", "send", "window", "yeah" ], [ "rangers", "cars", "programs", "disciples", "drivers", "atheists", "suspect", "genocide", "vram", "liberties", "missions", "speaking", "sold", "hardware", "doctors", "screen", "encrypted", "message", "screen", "oh" ], [ "mets", "car", "binaries", "verses", "drives", "religions", "concerns", "armenians", "specs", "militia", "astro", "remark", "offers", "dsl", "med", "hardware", "privacy", "messages", "widgets", "hm" ], [ "hitter", "driving", "applications", "bible", "cmos", "christianity", "conclusions", "holocaust", "cpu", "gun", "telescope", "reported", "catalog", "receiver", "dr", "resolution", "decrypt", "addresses", "widget", "he" ], [ 0.5439257621765137, 0.5779401063919067, 0.536653995513916, 0.6120049953460693, 0.44024354219436646, 0.5941709280014038, 0.35832828283309937, 0.5570750832557678, 0.5853247046470642, 0.49191707372665405, 0.6289860010147095, 0.46637672185897827, 0.5861483812332153, 0.4977691173553467, 0.5034010410308838, 0.5890976786613464, 0.5712329149246216, 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0[patients, treatment, diseases, disease, medic...0.421746[0.49349612, 0.4869696, 0.4417882, 0.4306956, ...2
1[drugs, drug, tobacco, criminals, medicine, cr...0.325306[0.5500872, 0.52503467, 0.34861028, 0.32636768...51
2[uh, um, so, er, ah, yeah, em, oh, hm, he, but...0.281698[0.69431293, 0.69062114, 0.6715052, 0.6303334,...7
3[funny, joke, remark, whatever, reported, eh, ...0.235219[0.47672042, 0.4397785, 0.42954606, 0.427966, ...4
4[scientific, skepticism, scientists, science, ...0.227062[0.5142172, 0.45639932, 0.4371231, 0.4214431, ...37
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" ], "text/plain": [ " topic_words topic_scores \\\n", "0 [patients, treatment, diseases, disease, medic... 0.421746 \n", "1 [drugs, drug, tobacco, criminals, medicine, cr... 0.325306 \n", "2 [uh, um, so, er, ah, yeah, em, oh, hm, he, but... 0.281698 \n", "3 [funny, joke, remark, whatever, reported, eh, ... 0.235219 \n", "4 [scientific, skepticism, scientists, science, ... 0.227062 \n", "\n", " word_scores topic_nums \n", "0 [0.49349612, 0.4869696, 0.4417882, 0.4306956, ... 2 \n", "1 [0.5500872, 0.52503467, 0.34861028, 0.32636768... 51 \n", "2 [0.69431293, 0.69062114, 0.6715052, 0.6303334,... 7 \n", "3 [0.47672042, 0.4397785, 0.42954606, 0.427966, ... 4 \n", "4 [0.5142172, 0.45639932, 0.4371231, 0.4214431, ... 37 " ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "topic_words, word_scores, topic_scores, topic_nums = model.search_topics(keywords=[\"medicine\"], num_topics=5)\n", "pd.DataFrame({'topic_words':topic_words, 'topic_scores':topic_scores, 'word_scores':word_scores, 'topic_nums':topic_nums}).head()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "hidden": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Document: 6935, Score: 0.5299610183319308\n", "-----------\n", "Note: The following was released by the White House today in\n", " conjunction with the announcement of the Clipper Chip\n", " encryption technology.\n", "\n", " FACT SHEET\n", "\n", " PUBLIC ENCRYPTION MANAGEMENT\n", "\n", "The President has approved a directive on \"Public Encryption\n", "Management.\" The directive provides for the following:\n", "\n", "Advanced telecommunications and commercially available encryption\n", "are part of a wave of new computer and communications technology. \n", "Encryption products scramble information to protect the privacy of\n", "communications and data by preventing unauthorized access. \n", "Advanced telecommunications systems use digital technology to\n", "rapidly and precisely handle a high volume of communications. \n", "These advanced telecommunications systems are integral to the\n", "infrastructure needed to ensure economic competitiveness in the\n", "information age.\n", "\n", "Despite its benefits, new communications technology can also\n", "frustrate lawful government electronic surveillance. Sophisticated\n", "encryption can have this effect in the United States. When\n", "exported abroad, it can be used to thwart foreign intelligence\n", "activities critical to our national interests. In the past, it has\n", "been possible to preserve a government capability to conduct\n", "electronic surveillance in furtherance of legitimate law\n", "enforcement and national security interests, while at the same time\n", "protecting the privacy and civil liberties of all citizens. As\n", "encryption technology improves, doing so will require new,\n", "innovative approaches.\n", "\n", "In the area of communications encryption, the U. S. Government has\n", "developed a microcircuit that not only provides privacy through\n", "encryption that is substantially more robust than the current\n", "government standard, but also permits escrowing of the keys needed\n", "to unlock the encryption. The system for the escrowing of keys\n", "will allow the government to gain access to encrypted information\n", "only with appropriate legal authorization.\n", "\n", "To assist law enforcement and other government agencies to collect\n", "and decrypt, under legal authority, electronically transmitted\n", "information, I hereby direct the following action to be taken:\n", "\n", "INSTALLATION OF GOVERNMENT-DEVELOPED MICROCIRCUITS\n", "\n", "The Attorney General of the United States, or her representative,\n", "shall request manufacturers of communications hardware which\n", "incorporates encryption to install the U.S. government-developed\n", "key-escrow microcircuits in their products. The fact of law\n", "enforcement access to the escrowed keys will not be concealed from\n", "the American public. All appropriate steps shall be taken to\n", "ensure that any existing or future versions of the key-escrow\n", "microcircuit are made widely available to U.S. communications\n", "hardware manufacturers, consistent with the need to ensure the\n", "security of the key-escrow system. In making this decision, I do\n", "not intend to prevent the private sector from developing, or the\n", "government from approving, other microcircuits or algorithms that\n", "are equally effective in assuring both privacy and a secure key-\n", "escrow system.\n", "\n", "KEY-ESCROW\n", "\n", "The Attorney General shall make all arrangements with appropriate\n", "entities to hold the keys for the key-escrow microcircuits\n", "installed in communications equipment. In each case, the key\n", "holder must agree to strict security procedures to prevent\n", "unauthorized release of the keys. The keys shall be released only\n", "to government agencies that have established their authority to\n", "acquire the content of those communications that have been\n", "encrypted by devices containing the microcircuits. The Attorney\n", "General shall review for legal sufficiency the procedures by which\n", "an agency establishes its authority to acquire the content of such\n", "communications.\n", "\n", "PROCUREMENT AND USE OF ENCRYPTION DEVICES\n", "\n", "The Secretary of Commerce, in consultation with other appropriate\n", "U.S. agencies, shall initiate a process to write standards to\n", "facilitate the procurement and use of encryption devices fitted\n", "with key-escrow microcircuits in federal communications systems\n", "that process sensitive but unclassified information. I expect this\n", "process to proceed on a schedule that will permit promulgation of\n", "a final standard within six months of this directive. \n", "-----------\n", "\n", "Document: 7007, Score: 0.5091895577173255\n", "-----------\n", "............................................................................\n", " CRYPTO '93 - Conference Announcement & Final Call for Papers\n", "............................................................................\n", "\n", "The Thirteenth Annual CRYPTO Conference, sponsored by the International \n", "Association for Cryptologic Research (IACR), in cooperation with \n", "the IEEE Computer Society Technical Committee on Security and Privacy, \n", "the Computer Science Department of the University of California, Santa \n", "Barbara, and Bell-Northern Research (a subsidiary of Northern Telecom), \n", "will be held on the campus of the University of California, Santa Barbara, \n", "on August 22-26, 1993. Original research papers and technical expository talks \n", "are solicited on all practical and theoretical aspects of cryptology. It is \n", "anticipated that some talks may also be presented by special invitation of the \n", "Program Committee.\n", "------------------------- \n", "INSTRUCTIONS FOR AUTHORS: Authors are requested to send 12 copies of a \n", "detailed abstract (not a full paper) by April 26, 1993, to the Program Chair \n", "at the address given below. A limit of 10 pages of 12pt type (not counting \n", "the bibliography or the title page) is placed on all submissions. Submissions \n", "must arrive on time or be postmarked no later than April 21, 1993 and sent by \n", "airmail in order to receive consideration by the Program Committee. It is \n", "required that submissions start with a succinct statement of the problem \n", "addressed, the solution proposed, and its significance to cryptology, \n", "appropriate for a non-specialist reader. Technical development directed to \n", "the specialist should follow as needed.\n", "------------------------- \n", "Abstracts that have been submitted to other conferences that have proceedings \n", "are NOT eligible for submission.\n", "\n", "Submissions MUST BE ANONYMOUS. This means that names and affiliations of \n", "authors should only appear on the title page of the submission; it should \n", "be possible to remove this page and send the papers to Program Committee \n", "members. A Latex style file that produces output in this format is available by email from the Program Chair.\n", "\n", "Authors will be informed of acceptance or rejection in a letter mailed on \n", "or before June 21, 1993. A compilation of all accepted abstracts will be \n", "available at the conference in the form of pre-proceedings. Authors of \n", "accepted abstracts will be allowed to submit revised versions for the \n", "pre-proceedings. A revised abstract should contain only minor changes and \n", "corrections to the originally submitted abstract. All revised abstracts must \n", "be received by the Program Chair by July 16, 1993. THE 10 PAGE LIMIT WILL BE \n", "STRICTLY ENFORCED for the pre-proceedings.\n", "\n", "Complete conference proceedings are expected to be published in Springer-\n", "Verlag's Lecture Notes in Computer Science series at a later date, pending \n", "negotiation.\n", "------------------------- \n", "The Program Committee consists of \n", "\n", " D. Stinson (Chair, Nebraska) \n", " M. Bellare (IBM T. J. Watson) E. Biham (Technion, Israel)\n", " E. Brickell (Sandia National Labs) J. Feigenbaum (AT&T Bell Labs)\n", " R. Impagliazzo (UCSD) A. Odlyzko (AT&T Bell Labs)\n", " T. Okamoto (NTT, Japan) B. Pfitzmann (Hildesheim, Germany)\n", " R. Rueppel (R3, Switzerland) S. Vanstone (Waterloo, Canada)\n", "------------------------- \n", "Send submissions to the Program Chair: \n", "\n", "Douglas R. Stinson, Crypto '93 \n", "Computer Science and Engineering Department \n", "115 Ferguson Hall, University of Nebraska \n", "Lincoln, NE 68588-0115 USA \n", "Telephone: (402)-472-7791 \n", "Fax: (402)-472-7767 \n", "Internet: stinson@bibd.unl.edu \n", "\n", "For other information, contact the General Chair: \n", "\n", "Paul C. Van Oorschot, Crypto '93 \n", "Bell-Northern Research (MAIL STOP 000) \n", "3500 Carling Ave. \n", "Nepean, Ontario K2H 8E9 Canada \n", "Telephone: (613)-763-4199 \n", "Fax: (613)-763-2626 \n", "Internet: crypto93@bnr.ca\n", "\n", "............................................................................\n", " CRYPTO '93 - General Information (August 22 - 26, 1993)\n", "............................................................................\n", "\n", "THE PROGRAM: Crypto'93 is the thirteenth in a series of workshops on \n", "cryptology held at Santa Barbara, and is sponsored by the International \n", "Association for Cryptologic Research, in cooperation with the IEEE \n", "Computer Society Technical Committee on Security and Privacy, the Computer \n", "Science Department of the University of California, Santa Barbara, and \n", "Bell-Northern Research (a subsidiary of Northern Telecom). The program \n", "for the workshop will cover all aspects of cryptology. Extended abstracts of \n", "the papers presented at the conference will be distributed to all attendees \n", "at the conference, and formal proceedings will be published at a later date.\n", "\n", "In addition to the regular program of papers selected or invited by the \n", "program committee, there will be a rump session on Tuesday evening for \n", "informal presentations. Facilities will also be provided for attendees to \n", "demonstrate hardware, software and other items of cryptographic interest. \n", "If you wish to demonstrate such items, you are urged to contact the General \n", "Chair so that your needs will be attended to. The social program will include \n", "hosted cocktail parties on Sunday and Monday. In addition, there will be a \n", "beach barbecue on Wednesday evening. The price of the barbecue is included \n", "in the room and board charge, and extra tickets may be purchased.\n", "\n", "ABOUT THE CONFERENCE FACILITIES: The workshop will be held on the campus of \n", "the University of California, Santa Barbara. The campus is located adjacent \n", "to the Santa Barbara airport and the Pacific Ocean. Accommodations are \n", "available in the university dormitories at relatively low cost for conference \n", "participants. Children under the age of 13 are not allowed to stay in the \n", "dormitories, so those bringing small children will need to make separate \n", "arrangements in one of several nearby hotels. More information on hotels is \n", "enclosed. Parking on campus is available at no cost to the participants. \n", "However, participants must indicate on the registration form if they desire \n", "a parking permit.\n", "\n", "TRAVEL INFORMATION: The campus is located approximately 2 miles from the \n", "Santa Barbara airport, which is served by several airlines, including \n", "American, America West, Delta, United, and US Air. Free shuttle bus service \n", "will be provided between the Santa Barbara airport and the campus on Sunday \n", "and Thursday afternoons. All major rental car agencies are also represented \n", "in Santa Barbara, and AMTRAK has rail connections to San Francisco from the \n", "north and Los Angeles from the south. Santa Barbara is approximately 100 miles \n", "north of Los Angeles airport, and 350 miles south of San Francisco.\n", "\n", "REGISTRATION: Participation is invited by interested parties, but attendance \n", "at the workshop is limited, and pre-registration is strongly advised. Late \n", "registrations, subject to a late registration fee, may be accepted if space \n", "is available, but there are NO GUARANTEES. To register, fill out the attached \n", "registration form and return to the address on the form along with payment in \n", "full before July 9, 1993. Campus accommodations will be available on a first \n", "come, first serve basis for attendees who register by July 9, 1993. The \n", "conference fees include participation in the program and all social functions, \n", "as well as membership to the IACR and a subscription to the Journal of \n", "Cryptology. The room and board charges include dormitory lodging and meals \n", "are available to those unable to obtain funding. Applications for stipends \n", "should be sent to the General Chair before June 4, 1993.\n", "\n", "............................................................................\n", " CRYPTO '93 - CRYPTO '93 Registration Form \n", "............................................................................\n", " REGISTRATION DEADLINE: July 9, 1993\n", "\n", "Last Name: _____________________________________________\n", "\n", "First Name: _____________________________________________ Sex: (M)__ (F)__\n", "\n", "Affiliation: _______________________________________________________________ \n", "\n", "Mailing Address: __________________________________________________________\n", "\n", " __________________________________________________________\n", "\n", " __________________________________________________________\n", "\n", " ___________________________________________________________\n", "\n", "Phone: __________________________________ FAX: ___________________________ \n", "\n", "Electronic Mail: __________________________________________________________ \n", "\n", "Payment of the conference fee entitles you to membership in the International \n", "Association for Cryptologic Research for one year at no extra charge, \n", "including a subscription to the Journal of Cryptology, published by Springer-\n", "Verlag, at no extra charge. Do you wish to be an IACR member? YES__ NO__\n", "\n", "The conference fee also includes the conference proceedings when they become \n", "available, containing final versions of conference papers. The book of \n", "extended abstracts distributed at the conference will contain only shortened \n", "preliminary versions of these papers (maximum 10 pages).\n", "\n", "Conference fee: Regular ($280) US$ _______\n", " Attended Eurocrypt'93, Norway ($230) _______\n", " Full time student ($190) _______ \n", " deduct $50 if you do not wish proceedings _______\n", " Total conference fee: US$_______\n", "\n", "Room and Board (4 nights): Smoking ___ Non-smoking ___\n", " Single room ($275 per person) _______\n", " Double room ($225 per person) _______\n", " Roommate's name: ____________________________________\n", "\n", "Extra barbecue tickets ($20 each; one is included in room and board) _______ \n", "$40 late fee for registration after July 9; \n", " REGISTRATION NOT GUARANTEED AFTER JULY 9 _______\n", "\n", "Total funds enclosed (U.S. dollars): US$ _______\n", "\n", "Payment must be by check PAYABLE IN U.S. FUNDS, by money order IN U.S. FUNDS, \n", "or by U.S. BANK DRAFT, payable to: CRYPTO'93. Payment should be mailed to the \n", "General Chair:\n", " Paul C. Van Oorschot, CRYPTO'93 \n", " Bell-Northern Research (MAIL STOP 000)\n", " 3500 Carling Ave.\n", " Nepean, Ontario K2H 8E9 Canada \n", "\n", "............................................................................\n", " CRYPTO '93 - Hotel Information\n", "............................................................................\n", "\n", "For those who choose not to stay in the dormitories, the following is a \n", "partial list of hotels in the area. Those who choose to stay off campus are \n", "responsible for making their own reservations, and early reservations are \n", "advised since August is a popular season in Santa Barbara. Note that Goleta \n", "is closer to UCSB than Santa Barbara, but that a car will probably be \n", "required to travel between any hotel and the campus. All prices are subject \n", "to change; prices should be confirmed by calling the individual hotels \n", "directly. However, mention CRYPTO'93 when you are making your reservation and \n", "in several of the hotels listed you will be eligible for the university rate \n", "which can be significantly less than the normal rates. We are not able to \n", "block rooms in these hotels, so please make reservations as early as \n", "possible. The quality of the hotels range from rather expensive beach-front \n", "resorts to basic inexpensive accommodations. For further information, try \n", "contacting the Santa Barbara Convention and Visitors Center, (805)-966-9222. \n", "\n", "South Coast Inn: 5620 Calle Real, Goleta, CA 93117. Regular rates: Single $89, \n", "Double $94; call for University rates. Contact Murrill Forrester at \n", "(805)-967-3200 or toll-free at (800)-350-3614.\n", "\n", "Cathedral Oaks Lodge: 4770 Calle Real, Santa Barbara, 93110. Single rates not \n", "available, Double rates start at $84 including breakfast; no University rates. \n", "Call Tom Patton at (805)-964-3511 or toll-free at (800)-654-1965.\n", "\n", "Motel 6: 5897 Calle Real, Goleta, CA 93117. Single $33.95, Double $39.95, \n", "no University rate available. Call (505)-891-6161.\n", "\n", "The Sandman Inn: 3714 State St., Santa Barbara, CA 93105. Regular rates: \n", "Single or Double $84, $94 for king-size, University rate $65. Call Jean \n", "Ingerle at (805)-687-2468 or toll-free at (800)-350-8174.\n", "\n", "Miramar Hotel (Beachfront): 3 miles south of Santa Barbara on U.S. 101 at \n", "San Ysidro turnoff. Regular rates: $70-$135. No University rates. Call \n", "(805)-969-2203. \n", "\n", "Pepper Tree Inn: 3850 State St., Santa Barbara, CA 93105. Regular rates: \n", "$106-$112 for two people, University rates $96-$102 for two people. Call \n", "Christopher Oliphant at (805)-687-5511 or toll-free at (800)-338-0030.\n", "\n", "Encina Lodge: 220 Bath Street, Santa Barbara, CA 93105. Regular rates \n", "$106-$108 for two people, no University rates. Call Carol Wolford at \n", "(805)-682-7550 or toll-free at (800)-526-2282.\n", "\n", "Quality Suites: 5500 Hollister Ave, Santa Barbara, CA 93111 (close to campus). \n", "Regular rates: Single $125, Double $145, University rates $99 double \n", "(must mention you are attending a UCSB program). Call Michael Ensign at \n", "(805)-683-6722.\n", "\n", "Upham Hotel (bed-and-breakfast): 1404 De La Vina Road, Santa Barbara, \n", "CA 93101. University rate $85 (mention you are from Crypto). Call Sheila \n", "Donegan at (805)-962-0058.\n", "............................................................................\n", "\n", "\n", "\n", "\n", "-----------\n", "\n", "Document: 4682, Score: 0.49179112075535963\n", "-----------\n", "Archive-name: net-privacy/part2\n", "Last-modified: 1993/3/3\n", "Version: 2.1\n", "\n", "\n", "IDENTITY, PRIVACY, and ANONYMITY on the INTERNET\n", "================================================\n", "\n", "(c) 1993 L. Detweiler. Not for commercial use except by permission\n", "from author, otherwise may be freely copied. Not to be altered. \n", "Please credit if quoted.\n", "\n", "SUMMARY\n", "=======\n", "\n", "Email and account privacy, anonymity, file encryption, academic \n", "computer policies, relevant legislation and references, EFF, and \n", "other privacy and rights issues associated with use of the Internet\n", "and global networks in general.\n", "\n", "(Search for <#.#> for exact section. Search for '_' (underline) for\n", "next section.)\n", "\n", "PART 2\n", "====== (this file)\n", "\n", "Resources\n", "---------\n", "\n", "<4.1> What UNIX programs are related to privacy?\n", "<4.2> How can I learn about or use cryptography?\n", "<4.3> What is the cypherpunks mailing list?\n", "<4.4> What are some privacy-related newsgroups? FAQs?\n", "<4.5> What is internet Privacy Enhanced Mail (PEM)?\n", "<4.6> What are other Request For Comments (RFCs) related to privacy?\n", "<4.7> How can I run an anonymous remailer?\n", "<4.8> What are references on privacy in email?\n", "<4.9> What are some email, Usenet, and internet use policies?\n", "<4.10> What is the MIT ``CROSSLINK'' anonymous message TV program?\n", "\n", "Miscellaneous\n", "-------------\n", "\n", "<5.1> What is ``digital cash''?\n", "<5.2> What is a ``hacker'' or ``cracker''?\n", "<5.3> What is a ``cypherpunk''?\n", "<5.4> What is `steganography' and anonymous pools?\n", "<5.5> What is `security through obscurity'?\n", "<5.6> What are `identity daemons'?\n", "<5.7> What standards are needed to guard electronic privacy?\n", "\n", "Issues\n", "------\n", "\n", "<6.1> What is the Electronic Frontier Foundation (EFF)?\n", "<6.2> Who are Computer Professionals for Social Responsibility (CPSR)?\n", "<6.3> What was `Operation Sun Devil' and the Steve Jackson Game case?\n", "<6.4> What is Integrated Services Digital Network (ISDN)?\n", "<6.5> What is the National Research and Education Network (NREN)?\n", "<6.6> What is the FBI's proposed Digital Telephony Act?\n", "<6.7> What other U.S. legislation is related to privacy on networks?\n", "<6.8> What are references on rights in cyberspace?\n", "<6.9> What is the Computers and Academic Freedom (CAF) archive?\n", "\n", "Footnotes\n", "---------\n", "\n", "<7.1> What is the background behind the Internet?\n", "<7.2> How is Internet `anarchy' like the English language?\n", "<7.3> Most Wanted list\n", "<7.4> Change history\n", "\n", "\n", "* * *\n", "\n", "\n", "RESOURCES\n", "=========\n", "\n", "\n", "_____\n", "<4.1> What UNIX programs are related to privacy?\n", "\n", " For more information, type `man [cmd]' or `apropos [keyword]' at the\n", " UNIX shell prompt.\n", "\n", " passwd - change password\n", " finger - obtain information about a remote user\n", " chfn - change information about yourself obtainable by remote\n", " users (sometimes `passwd -f')\n", " chmod - change the rights associated with a file or directory\n", " umask - (shell) change the default (on creation) file access\n", " rights\n", " ls - list the rights associated with files and directories\n", " xhost - allow or disable access control of particular users to an\n", " Xwindow server\n", " last - list the latest user logins on the system and their\n", " originations\n", " who - list other users, login/idle times, originations\n", " w - list other users and what they are running\n", " xhost - access control list for X Window client use\n", " xauth - control X Window server authentication\n", " \n", " .signature - file in the home directory appended to USENET posts\n", " .forward - file used to forward email to other accounts\n", " .Xauthority - file used for X Window server authentication keys\n", " $SIGNATURE - variable used for name in email and USENET postings\n", "\n", " The 'tcpdump' packet-tracing program is loosely based on SMI's\n", " \"etherfind\" although none of the etherfind code remains. It was\n", " originally written by Van Jacobson, Lawrence Berkeley Laboratory,\n", " as part of an ongoing research project to investigate and improve\n", " tcp and internet gateway performance. A current version is\n", " available via anonymous ftp from host ftp.ee.lbl.gov (currently at\n", " address 128.3.254.68) file tcpdump.tar.Z (a compressed Unix tar\n", " file). This program is subject to the 'standard' Berkeley network\n", " software copyright.\n", "\n", "_____\n", "<4.2> How can I learn about or use cryptography?\n", "\n", " A general introduction to mostly theoretical cryptographic issues,\n", " especially those frequently discussed in sci.crypt, is available\n", " in FAQ form:\n", "\n", " > Compiled by:\n", " > cme@ellisun.sw.stratus.com (Carl Ellison)\n", " > Gwyn@BRL.MIL (Doug Gwyn)\n", " > smb@ulysses.att.com (Steven Bellovin)\n", "\n", " NIST (U.S. National Institute for Standards and Technology)\n", " publishes an introductory paper on cryptography, special\n", " publication 800-2 ``Public-Key Cryptograhy'' by James Nechvatal\n", " (April 1991). Available via anonymous FTP from\n", " csrc.ncsl.nist.gov (129.6.54.11), file pub/nistpubs/800-2.txt. \n", " Also via available anonymous FTP from wimsey.bc.ca as crypt.txt.Z\n", " in the crypto directory. Covers technical mathematical aspects\n", " of encryption such as number theory.\n", "\n", " More general information can be found in a FAQ by Paul Fahn of RSA\n", " Labortories via anonymous FTP from rsa.com in /pub/faq.ps.Z. See\n", " the `readme' file for information on the `tex' version. Also\n", " available as hardcopy for $20 from RSA Laboratories, 100 Marine\n", " Parkway, Redwood City, CA 94065. Send questions to\n", " faq-editor@rsa.com.\n", "\n", " Phil Zimmerman's PGP (Pretty Good Privacy) public-domain package\n", " for public key encryption is available at numerous sites, and is\n", " in widespread use over the internet for general UNIX-based file\n", " encryption (including email). Consult the archie FTP database. \n", " Also see the newsgroup alt.security.pgp. Mailing list requests\n", " to info-pgp-request@lucpul.it.luc.edu.\n", "\n", " From the RIPEM FAQ by Marc VanHeyningen\n", " on news.answers:\n", "\n", " > RIPEM is a program which performs Privacy Enhanced Mail (PEM)\n", " > using the cryptographic techniques of RSA and DES. It allows\n", " > your electronic mail to have the properties of authentication\n", " > (i.e. who sent it can be confirmed) and privacy (i.e. nobody can\n", " > read it except the intended recipient.)\n", " > \n", " > RIPEM was written primarily by Mark Riordan\n", " > . Most of the code is in the public domain,\n", " > except for the RSA routines, which are a library called RSAREF\n", " > licensed from RSA Data Security Inc.\n", " > \n", " > RIPEM is available via anonymous FTP to citizens and permanent\n", " > residents in the U.S. from rsa.com; cd to rsaref/ and read the\n", " > README file for info.\n", " > \n", " > RIPEM, as well as some other crypt stuff, has its `home site' on\n", " > rpub.cl.msu.edu, which is open to non-anonymous FTP for users in\n", " > the U.S. and Canada who are citizens or permanent residents. To\n", " > find out how to obtain access, ftp there, cd to pub/crypt/, and\n", " > read the file GETTING_ACCESS.\n", "\n", " Note: cryptography is generally not well integrated into email yet\n", " and some system proficiency is required by users to utilize it.\n", "\n", "_____\n", "<4.3> What is the cypherpunks mailing list?\n", "\n", " Eric Hughes runs the `cypherpunk' mailing list\n", " dedicated to ``discussion about technological defenses for privacy\n", " in the digital domain.'' Send email to\n", " cypherpunks-request@toad.com to be added or subtracted from the\n", " list. From the charter:\n", "\n", " > The most important means to the defense of privacy is encryption.\n", " > To encrypt is to indicate the desire for privacy. But to encrypt\n", " > with weak cryptography is to indicate not too much desire for\n", " > privacy. Cypherpunks hope that all people desiring privacy will\n", " > learn how best to defend it.\n", "\n", "_____\n", "<4.4> What are some privacy-related newsgroups? FAQs?\n", " \n", " Newsgroups\n", " ==========\n", "\n", " alt.comp.acad-freedom.news\n", " alt.comp.acad-freedom.talk \n", " --------------------------\n", " Moderated and unmoderated issues related to academic freedom and\n", " privacy at universities. Documented examples of violated\n", " privacy in e.g. email. Documented examples of `censorship' as\n", " in e.g. limiting USENET groups local availability.\n", "\n", " alt.cyberpunks\n", " --------------\n", " Virtual reality, (science) fiction by William Gibson and Bruce \n", " Sterling, cyberpunk in the mainstream.\n", " \n", " alt.hackers\n", " -----------\n", " USENET Network News Transfer Protocol (NNTP) posting mechanisms, \n", " Simple Mail Transfer Protocol (SMTP), `obligatory hack' reports.\n", "\n", " alt.privacy\n", " -----------\n", " General privacy issues involving taxpaying, licensing, social\n", " security numbers, etc.\n", " \n", " alt.security \n", " comp.security.misc\n", " ------------------\n", " Computer related security issues. FAQ in news.answers below.\n", " \n", " alt.security.pgp\n", " alt.security.ripem\n", " ----------------\n", " Dedicated to discussing public domain cryptographic software\n", " packages: PGP, or ``Pretty Good Privacy'' Software developed by\n", " Phil Zimmerman for public key encryption, and RIPEM by Mark\n", " Riordan for public key and DES encryption.\n", " \n", " comp.society.privacy\n", " --------------------\n", " Privacy issues associated with computer technologies. Examples:\n", " caller identification, social security numbers, credit\n", " applications, mailing lists, etc. Moderated.\n", " \n", " comp.eff.news\n", " comp.eff.talk\n", " -------------\n", " Moderated and unmoderated groups associated with the Electronic\n", " Frontier Foundation started by Mitch Kapor for protecting civil\n", " and constitutional rights in the electronic realm.\n", " \n", " news.admin\n", " news.admin.policy\n", " -----------------\n", " Concerns of news administrators. NNTP standards and mechanisms.\n", " \n", " news.lists\n", " ----------\n", " USENET traffic distributions. Most frequent posters, most\n", " voluminous groups, most active sites, etc.\n", " \n", " sci.crypt\n", " ---------\n", " Considers scientific and social issues of cryptography. \n", " Examples: legitimate use of PGP, public-key patents, DES,\n", " cryptographic security, cypher breaking, etc.\n", " \n", "\n", " FAQs\n", " ====\n", "\n", " FAQs or ``Frequently-Asked Questions'' are available in the\n", " newsgroups *.answers or via anonymous FTP to pit-manager.mit.edu\n", " [18.172.1.27] (also rtfm.mit.edu) from the directory\n", " /pub/usenet/news.answers/[x] where [x] is the archive name. This\n", " FAQ is archived in the file `net-privacy'. Others are:\n", "\n", " network-info/part1 \n", " ------------------\n", " Sources of information about the Internet and how to connect to\n", " it, through the NSF or commercial vendors.\n", " \n", " alt-security-faq\n", " ----------------\n", " Computer related security issues arising in alt.security and\n", " comp.security.misc, mostly UNIX related.\n", " \n", " ssn-privacy \n", " -----------\n", " Privacy issues associated with the use of the U.S. Social\n", " Security number (SSN).\n", " \n", " pdial\n", " -----\n", " Public dialup internet accounts list.\n", " \n", " college-email/part1\n", " -------------------\n", " How to find email addresses for undergraduate and graduate\n", " students, faculty and staff at various colleges and\n", " universities.\n", " \n", " ripem/faq\n", " ---------\n", " Information on RIPEM, a program for public key mail encryption\n", " officially sanctioned by Public Key Partners Inc., the company\n", " that owns patents on public key cryptography.\n", " \n", " unix-faq/faq/part1\n", " ------------------\n", " Frequently-asked questions about UNIX, including information on\n", " `finger' and terminal spying.\n", "\n", " distributions/*\n", " ---------------\n", " Known geographic, university, and network distributions.\n", "\n", "_____\n", "<4.5> What is internet Privacy Enhanced Mail (PEM)?\n", "\n", " Internet drafts on Privacy Enhanced Mail (PEM) describe a standard\n", " under revision for six years delineating the official protocols for\n", " email encryption. The standard has only recently stabilized and\n", " implementations are being developed.\n", "\n", " - RFC-1421: ``Privacy Enhancement for Internet Electronic Mail: \n", " Part I: Message Encryption and Authentication Procedures.'' J.\n", " Linn <104-8456@mcimail.com>\n", "\n", " - RFC-1422: ``Privacy Enhancement for Internet Electronic Mail: Part\n", " II: Certificate-Based Key Management'' S. Kent \n", "\n", " - RFC-1424: ``Privacy Enhancement for Internet Electronic Mail: \n", " Part IV: Key Certification and Related Services'' B. Kaliski\n", " \n", "\n", " - RFC-1423: ``Privacy Enhancement for Internet Electronic Mail: Part\n", " III: Algorithms, Modes, and Identifiers'' D. Balenson\n", " \n", "\n", " Send email to pem-info@tis.com for more information. See ``RFCs \n", " related to privacy'' for information on how to obtain RFCs.\n", " \n", "_____\n", "<4.6> What are other Requests For Comments (RFCs) related to privacy?\n", "\n", " RFC-822: SMTP, Simple Mail Transfer Protocol\n", " RFC-977: NNTP, Network News Transfer Protocol\n", " RFC-1036: Standard for interchange of network news messages\n", " RFC-1208: Glossary of Networking Terms\n", " RFC-1207: Answers to ``experienced Internet user'' questions\n", " RFC-1206: Answers to ``new Internet user'' questions\n", " RFC-1355: Privacy issues in Network Information center databases\n", "\n", " \n", " RFC-1177 is ``FYI: Answers to commonly asked ``new internet user'' \n", " questions, and includes: basic terminology on the Internet (TCP/IP,\n", " SMTP, FTP), internet organizations such as IAB (Internet\n", " Activities Board) and IETF (Internet Enbgineering Task Force), and\n", " a glossary of terms. Also from ftp.eff.org:\n", " /pub/internet-info/internet.q.\n", "\n", " > RFCs can be obtained via FTP from NIC.DDN.MIL, with the pathname\n", " > RFC:RFCnnnn.TXT or RFC:RFCnnnn.PS (where `nnnn' refers to the\n", " > number of the RFC). Login with FTP, username `anonymous' and\n", " > password `guest'. The NIC also provides an automatic mail\n", " > service for those sites which cannot use FTP. Address the\n", " > request to SERVICE@NIC.DDN.MIL and in the subject field of the\n", " > message indicate the RFC number, as in `Subject: RFC nnnn' (or\n", " > `Subject: RFC nnnn.PS' for PostScript RFCs).\n", " >\n", " > RFCs can also be obtained via FTP from NIS.NSF.NET. Using FTP,\n", " > login with username `anonymous' and password `guest'; then\n", " > connect to the RFC directory (`cd RFC'). The file name is of the\n", " > form RFCnnnn.TXT-1 (where `nnnn' refers to the number of the\n", " > RFC). The NIS also provides an automatic mail service for those\n", " > sites which cannot use FTP. Address the request to\n", " > NIS-INFO@NIS.NSF.NET and leave the subject field of the message\n", " > blank. The first line of the text of the message must be `SEND\n", " > RFCnnnn.TXT-1', where nnnn is replaced by the RFC number.\n", " \n", "_____\n", "<4.7> How can I run an anonymous remailer?\n", "\n", " Cypherpunk remailer source is at soda.berkeley.edu in the\n", " /pub/cypherpunks directory. It's written in PERL, and is\n", " relatively easy to install (no administrative rights are required).\n", " Karl Barrus has more information and\n", " modifications. Also, most remailer operators mentioned above are\n", " amenable to discussing features, problems, and helping new sites\n", " become operational. Address all points in the section\n", " ``responsibities of anonymous use'' in this document prior to\n", " advertising your service. You should be committed to the long-term\n", " stability of the site and avoid running one surreptitiously.\n", "\n", "_____\n", "<4.8> What are references on privacy in email?\n", "\n", "\n", " Brown, Bob. ``EMA Urges Users to Adopt Policy on E-mail Privacy.'' \n", " Network World (Oct 29, 1990), 7.44: 2.\n", " \n", " Bairstow, Jeffrey. ``Who Reads your Electronic Mail?'' Electronic\n", " Business (June 11, 1990) 16 (11): 92.\n", "\n", " ``Electronic Envelopes - the uncertainty of keeping e-mail private''\n", " Scientific American, February 1993.\n", "\n", " ftp.eff.org\n", " ===========\n", "\n", " /pub/eff/papers/email_privacy\n", " ---\n", " Article on the rights of email privacy. by Ruel T. Hernandez.\n", "\n", " /pub/academic/law/privacy.email\n", " ---\n", " ``Computer Electronic Mail and Privacy'', an edited version of a\n", " law school seminar paper by Ruel T. Hernadez.\n", "\n", " /pub/eff/papers/email-privacy-biblio-2\n", " ---\n", " Compilation of bibliography on E-Mail and its privacy issues (part\n", " 2 of the work). Compiled by Stacy B. Veeder (12/91).\n", "\n", " /pub/eff/papers/email-privacy-research\n", " ---\n", " The author at Digital Research tried to formalize their employee\n", " privacy policy on E-Mail. The casesightings are divided into two\n", " groups: US Constitutional law, and California law.\n", "\n", " /pub/eff/papers/company-email\n", " ---\n", " Formulating a Company Policy on Access to and Disclosure of\n", " Electronic Mail on Company Computer Systems by David R. Johnson\n", " and John Podesta for the Electronic Mail Assocation\n", "\n", " /pub/cud/alcor\n", " ---\n", " Information on Alcor Co., an e-mail privacy suit.\n", "\n", " /pub/academic/law/privacy.email\n", " ---\n", " Email privacy search at Berkeley.\n", "\n", "_____\n", "<4.9> What are some email, Usenet, and internet use policies?\n", "\n", " The Computer Policy and Critiques Archive is a collection of the\n", " computer policies of many schools and networks, run by the\n", " Computers and Academic Freedom group on the Electronic Frontier\n", " Foundation FTP site. The collection also includes critiques of some\n", " of the policies.\n", "\n", " > If you have gopher, the archive is browsable with the command:\n", " > gopher -p academic/policies gopher.eff.org\n", " > \n", " > The archive is also accessible via anonymous ftp and email. Ftp\n", " > to ftp.eff.org (192.88.144.4). It is in directory\n", " > `pub/academic/policies'. For email access, send email to\n", " > archive-server@eff.org. Include the line:\n", " > \n", " > send acad-freedom/policies \n", " > \n", " > where is a list of the files that you want. File\n", " > README is a detailed description of the items in the directory.\n", " > \n", " > For more information, to make contributions, or to report typos\n", " > contact J.S. Greenfield (greeny@eff.org). Directory `widener'\n", " > contains additional policies (but not critiques).\n", "\n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/cud/networks\n", " ---\n", " Acceptable Use Policies for various networks, including CompuServe\n", " (file `compuserve'), NSFNET (file `nsfnet') with information on\n", " research and commercial uses. See /pub/cud/networks/index.\n", "\n", " /pub/cud/networks/email\n", " ---\n", " Policies from various sysadmins about how they handle the issue of\n", " email privacy, control, and abuse, compiled by T. Hooper \n", " .\n", " \n", " /pub/cud/schools/\n", " ---\n", " Computer use policies of a number of schools. See schools/Index\n", " for a full list and description.\n", "\n", " \n", " Commentary\n", " ==========\n", "\n", " /pub/academic/faq/policy.best\n", " ---\n", " Opinions on the best academic computer policies.\n", "\n", "\n", " /pub/academic/faq/email.policies\n", " ---\n", " Do any universities treat email and computer files as private?\n", "\n", " /pub/academic/faq/netnews.writing\n", " ---\n", " Policies on what users write on Usenet.\n", "\n", " /pub/academic/faq/netnews.reading\n", " ---\n", " Policies on what users read on Usenet: should my university remove\n", " (or restrict) Netnews newsgroups because some people find them\n", " offensive?\n", "\n", " /pub/academic/faq/policy\n", " ---\n", " What guidance is there for creating or evaluating a university's\n", " academic computer policy?\n", "\n", "______\n", "<4.10> What is the MIT ``CROSSLINK'' anonymous message TV program?\n", "\n", " > CROSSLINK is an anonymous message system run on MIT Student\n", " > Cable TV-36. It provides an anonymous medium through which MIT\n", " > students can say those things they might otherwise find\n", " > difficult, inconvenient or impossible to say in person. It's\n", " > also a way to send fun or totally random messages to your\n", " > friends over the air. It is similar to the anonymous message\n", " > pages found in many college newspapers, except that it's\n", " > electronic in nature and it's free.\n", "\n", " Messages can be posted to the service via email. For more\n", " information send email to crosslink@athena.mit.edu.\n", "\n", "\n", "MISCELLANEOUS\n", "=============\n", "\n", "_____\n", "<5.1> What is ``digital cash''?\n", "\n", " With digital encryption and authentication technologies, the\n", " possibility of a widespread digital cash system may someday be\n", " realized. A system utilizing codes sent between users and banks\n", " (similar to today's checking system except entirely digital) may\n", " be one approach. The issues of cryptography, privacy, and\n", " anonymity are closely associated with transfer of cash in an\n", " economy. See the article in Scientific American by David Chaum\n", " (~Dec.1992).\n", "\n", " An experimental digital bank is run by Karl Barrus\n", " based on suggestions by Hal Finney on the\n", " cypherpunks mailing list. To use the server send mail to\n", " elee7h5@rosebud.ee.uh.edu message with the following text:\n", "\n", " ::\n", " command: help\n", " \n", " user@host\n", "\n", " where `user@host' is your email address.\n", " \n", " \n", "_____\n", "<5.2> What is a ``hacker'' or ``cracker''?\n", "\n", " These terms arouse strong feelings by many on their meaning,\n", " especially on the internet. In the general news media in the past\n", " a person who uses computers and networks to malicious ends (such as\n", " breaking into systems) has been referred to as a hacker, but most\n", " internet users prefer the term ``cracker'' for this. Instead, a\n", " ``hacker'' is perceived as a benign but intensely ambitious,\n", " curious, and driven computer user who explores obscure areas of a\n", " system, for example---something of a proud electronic pioneer and\n", " patriot. This is the sense intended in this document. See also\n", " the ``Hacker's Dictionary'' and the FAQ `alt-security-faq'.\n", " \n", " \n", "_____\n", "<5.3> What is a ``cypherpunk''?\n", "\n", " From the charter of the cypherpunk mailing list:\n", "\n", " > Cypherpunks assume privacy is a good thing and wish there were\n", " > more of it. Cypherpunks acknowledge that those who want privacy\n", " > must create it for themselves and not expect governments,\n", " > corporations, or other large, faceless organizations to grant\n", " > them privacy out of beneficence. Cypherpunks know that people\n", " > have been creating their own privacy for centuries with whispers,\n", " > envelopes, closed doors, and couriers. Cypherpunks do not seek\n", " > to prevent other people from speaking about their experiences or\n", " > their opinions.\n", "\n", " See information on the cypherpunk mailing list below.\n", "\n", " See also the CryptoAnarchist Manifesto and the Cryptography Glossary\n", " in soda.berkeley.edu:/pub/cypherpunks.\n", "\n", "_____\n", "<5.4> What is `steganography' and anonymous pools?\n", "\n", " Closely associated with encryption is `steganography' or the\n", " techniques for not only pursuing private (encrypted) communication\n", " but concealing the very existence of the communication itself. \n", " Many new possibilities in this area are introduced with the\n", " proliferation of computer technology. For example, it is possible\n", " to encode messages in the least-significant bits of images,\n", " typically the most 'noisy'. In addition, when such an item is\n", " posted in a public place (such as a newsgroup), virtually\n", " untraceable communication can take place between sender and\n", " receiver. For steganographic communications in the electronic\n", " realm one another possibility is setting up a mailing list where\n", " individual messages get broadcast to the entire list and individual\n", " users decode particular messages with their unique key. An\n", " anonymous pool has been set up by Miron Cuperman\n", " (miron@extropia.wimsey.com) for experiments. Send email to\n", " with one of the following\n", " commands in the subject line:\n", "\n", " subscribe\n", " unsubscribe\n", " help\n", "\n", "_____\n", "<5.5> What is `security through obscurity'?\n", "\n", " `Security through obscurity' refers to the attempt to gain\n", " protection from system weaknesses by hiding sensitive information\n", " or programs relating to them. For example, a company may not make\n", " public information on its software's encryption techniques to evade\n", " `attacks' based on knowledge of it. Another example would be\n", " concealing data on the existence of security holes or bugs in\n", " operating systems. Or, some reliance may be made on the fact that\n", " some standard or mechanism with potential problems is serious\n", " because they are ``not widely known'' or ``not widely used.'' This\n", " argument is occasionally applied to mechanisms for email and Usenet\n", " posting `forgery'. `Security through obscurity' is regarded as a\n", " very feeble technique at best and inappropriate and ineffective at\n", " worst (also called the ``head-in-the-sand approach''). See the FAQ\n", " for alt.security. \n", " \n", " Some remarks of John Perry Barlow, cofounder of the Electronic\n", " Frontier Foundation, directed to NSA agents at the First\n", " International Symposium on National Security & National\n", " Competitiveness held in McLean, Virginia Dec. 1, 1992:\n", "\n", " > Digitized information is very hard to stamp classified or keep\n", " > contained. ... This stuff is incredibly leaky and volatile. It's\n", " > almost a life form in its ability to self-propagate. If\n", " > something hits the Net and it's something which people on there\n", " > find interesting it will spread like a virus of the mind. I\n", " > believe you must simply accept the idea that we are moving into\n", " > an environment where any information which is at all interesting\n", " > to people is going to get out. And there will be very little\n", " > that you can do about it. This is not a bad thing in my view,\n", " > but you may differ...\n", "\n", "_____\n", "<5.6> What are `identity daemons'?\n", " \n", " RFC-931 describes a protocol standard that allows UNIX programs to\n", " query a remote user's login name after connection to a local\n", " communication socket (a connection of this type is established\n", " during FTP and TELNET sessions, for example). The standard is not\n", " widely supported, perhaps 10% of internet sites currently implement\n", " it but the number is increasing. The mechanism is detrimental to\n", " anonymity. Regular users cannot disable it but system\n", " adminstrators can circumvent it. This standard may represent a\n", " trend toward greater authentication mechanisms.\n", "\n", "_____\n", "<5.7> What new standards are needed to guard electronic privacy?\n", "\n", "\n", " Remailing/Posting\n", " -----------------\n", " \n", " - Stable, secure, protected, officially sanctioned and permitted,\n", " publicly and privately operated anonymous servers and hubs.\n", " - Official standards for encryption and anonymity in mail and USENET\n", " postings.\n", " - Truly anonymous protocols with source and destination information\n", " obscured or absent and hidden routing mechanisms (chaining,\n", " encrypted addresses, etc.)\n", " - Standards for anonymous email addressing, embedding files, and\n", " remailer site chaining.\n", " \n", " General\n", " -------\n", " \n", " - Recognition of anonymity, cryptography, and related privacy\n", " shields as legitimate, useful, desirable, and crucial by the\n", " general public and their governments.\n", " - Widespread use and implementation of these technologies \n", " by systems designers into\n", " hardware, software, and standards, implemented `securely,'\n", " `seamlessly,' and `transparently'.\n", " - General shift of use, dependence, and reliance to means other than\n", " wiretapping and electronic surveillance by law enforcement\n", " agencies.\n", " - Publicity, retraction, and dissolution of laws and government\n", " agencies opposed to privacy, replaced by structures dedicated to\n", " strengthening and protecting it.\n", "\n", "\n", "ISSUES\n", "======\n", "\n", "_____\n", "<6.1> What is the Electronic Frontier Foundation (EFF)?\n", "\n", " From ftp.eff.org:/pub/EFF/mission_statement:\n", "\n", " > A new world is arising in the vast web of digital, electronic\n", " > media which connect us. Computer-based communication media like\n", " > electronic mail and computer conferencing are becoming the basis\n", " > of new forms of community. These communities without a single,\n", " > fixed geographical location comprise the first settlements on an\n", " > electronic frontier.\n", " > \n", " > While well-established legal principles and cultural norms give\n", " > structure and coherence to uses of conventional media like\n", " > newspapers, books, and telephones, the new digital media do not\n", " > so easily fit into existing frameworks. Conflicts come about as\n", " > the law struggles to define its application in a context where\n", " > fundamental notions of speech, property, and place take\n", " > profoundly new forms. People sense both the promise and the\n", " > threat inherent in new computer and communications technologies,\n", " > even as they struggle to master or simply cope with them in the\n", " > workplace and the home.\n", " > \n", " > The Electronic Frontier Foundation has been established to help\n", " > civilize the electronic frontier; to make it truly useful and\n", " > beneficial not just to a technical elite, but to everyone; and to\n", " > do this in a way which is in keeping with our society's highest\n", " > traditions of the free and open flow of information and\n", " > communication.\n", " \n", " EFF was started by the multimillionaire Mitchell Kapor, founder of\n", " Lotus software, and John Barlow, lyricist for the Grateful Dead\n", " rock band. A highly publicized endeavor of the organization\n", " involved the legal defense of Steve Jackson Games after an FBI\n", " raid and an accompanying civil suit (see section on ``Steve\n", " Jackson Games''). The foundation publishes EFF News (EFFector\n", " Online) electronically, send requests to effnews-request@eff.org.\n", " \n", " In a letter to Mitchell Kapor from the Chairman of the Subcommittee\n", " with primary jurisdiction over telecommunications policy dated\n", " November 5, 1991, Representative Edward J. Markey complemented\n", " Mitchell Kapor on his ``insights on the development of a national\n", " public information infrastructure'' which ``were appreciated greatly\n", " by myself and the Members of the Subcommittee'' (complete text in \n", " ftp.eff.com:/pub/pub-infra/1991-12):\n", "\n", " > ...we need to pursue policies that encourage the Bell companies to\n", " > work with other sectors of the communications industry to create\n", " > a consumer-oriented, public information network. Please let me or\n", " > my staff know what policies you and others in the computer\n", " > industry believe would best serve the public interest in creating\n", " > a reasonably priced, widely available network in which\n", " > competition is open and innovation rewarded. I also want to\n", " > learn what lessons from the computer industry over the past ten\n", " > to fifteen years should apply to the current debate on\n", " > structuring the information and communications networks of the\n", " > future....I ask your help in gaining input from the computer\n", " > industry so that the Subcommittee can shape policies that will\n", " > bring this spirit of innovation and entrepreneurship to the\n", " > information services industry. \n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/eff/about-eff\n", " ---\n", " A file of basic information about EFF including goals, mission,\n", " achievements, and current projects. Contains a membership form.\n", "\n", " /pub/eff/mission-statement\n", " ---\n", " EFF mission statement.\n", "\n", " /pub/eff/historical/founding-announcement\n", " ---\n", " EFF founding press release.\n", "\n", " /pub/eff/historical/eff-history\n", " ---\n", " John Perry Barlow's ``Not Terribly Brief History of the EFF'' (July\n", " 10, 1990). How EFF was conceived and founded, major legal cases,\n", " and the organizational directions.\n", "\n", " /pub/eff/historical/legal-case-summary\n", " ---\n", " EFF legal case summary.\n", "\n", "\n", "_____\n", "<6.2> Who are Computer Professionals for Social Responsibility (CPSR)?\n", "\n", " The Computer Professionals for Social Responsibility have been\n", " working to protect and promote electronic civil liberties issues\n", " since ~1982. The group has three offices (Palo Alto, Cambridge,\n", " Washington, DC) and 20 chapters. It is involved in litigation\n", " against the FBI, The NSA, NIST, the Secret Service and other other\n", " U.S. government agencies to declassify and provide documentation\n", " on issues such as Operation Sundevil, the FBI wiretap proposal,\n", " NSA's interference in crypography, the breakup of the 2600 raid in\n", " Arlington, Va in Nov 1992. Members speak frequently in front on\n", " Congress, state legislators and public utility commissions to\n", " testify on privacy, information policy, computer security, and\n", " caller identification.\n", "\n", " CPSR has created an extensive Internet Privacy library available\n", " via FTP, Gopher, WAIS, and email at cpsr.org, currently comprising\n", " the largest collection of privacy documents on the internet. For\n", " more information, anonymous FTP cpsr.org:/cpsr/.\n", "\n", "\n", " (Thanks to Dave Banisar for contributions\n", " here.)\n", "\n", "_____\n", "<6.3> What was `Operation Sundevil' and the Steve Jackson Game case?\n", "\n", " In the early 1990's a fear spread among U.S. law enforcement agencies\n", " on the illicit activities of `hackers' and `phreakers' involved in\n", " such activities as credit card fraud and long-distance call thievery.\n", " \n", " (see ftp.eff.org:/pub/SJG/General_Information/EFFector1.04):\n", "\n", " > `Operation Sundevil,' the Phoenix-inspired crackdown of May\n", " > 8,1990, concentrated on telephone code-fraud and credit-card\n", " > abuse, and followed this seizure plan with some success. \n", " > [Bulletin Board Systems] went down all over America, terrifying\n", " > the underground and swiftly depriving them of at least some of\n", " > their criminal instruments. It also saddled analysts with some\n", " > 24,000 floppy disks, and confronted harried Justice Department\n", " > prosecutors with the daunting challenge of a gigantic nationwide\n", " > hacker show-trial involving highly technical issues in dozens of\n", " > jurisdictions.\n", "\n", " Massive `show-trials' never materialized, although isolated\n", " instances of prosecution were pursued. The movement reached a\n", " crescendo in Texas with the highly publicized case of illegal\n", " search and seizure involving the Steve Jackson Games company of\n", " Austin Texas on March 1, 1990. From the column GURPS' LABOUR LOST\n", " by Bruce Sterling in Fantasy and Science\n", " Fiction Magazine:\n", "\n", " > In an early morning raid with an unlawful and unconstitutional\n", " > warrant, agents of the Secret Service conducted a search of the\n", " > SJG office. When they left they took a manuscript being prepared\n", " > for publication, private electronic mail, and several computers,\n", " > including the hardware and software of the SJG Computer Bulletin\n", " > Board System. Yet Jackson and his business were not only\n", " > innocent of any crime, but never suspects in the first place. \n", " > The raid had been staged on the unfounded suspicion that\n", " > somewhere in Jackson's office there `might be' a document\n", " > compromising the security of the 911 telephone system.\n", "\n", " FBI agents involved in the seizure were named in a civil suit filed\n", " on behalf of Steve Jackson Games by The Electronic Frontier\n", " Foundation. See information on EFF below. From an article by Joe\n", " Abernathy in the Houston Chronicle ~Feb 1, 1993:\n", " \n", " > AUSTIN -- An electronic civil rights case against the Secret\n", " > Service closed Thursday with a clear statement by federal\n", " > District Judge Sam Sparks that the Service failed to conduct a\n", " > proper investigation in a notorious computer crime crackdown,\n", " > and went too far in retaining custody of seized equipment. \n", " > \n", " > Secret Service Special Agent Timothy Foley of Chicago, who was in\n", " > charge of three Austin computer search-and-seizures on March 1,\n", " > 1990, that led to the lawsuit, stoically endured Spark's rebuke\n", " > over the Service's poor investigation and abusive computer\n", " > seizure policies. While the Service has seized dozens of\n", " > computers since the crackdown began in 1990, this is the first\n", " > case to challenge the practice. \n", " > \n", " > Sparks grew visibly angry when it was established that the Austin\n", " > science fiction magazine and game book publisher was never\n", " > suspected of a crime, and that agents did not do even marginal\n", " > research to establish a criminal connection between the firm and\n", " > the suspected illegal activities of an employee, or to determine\n", " > that the company was a publisher. Indeed, agents testified that\n", " > they were not even trained in the Privacy Protection Act at the\n", " > special Secret Service school on computer crime. \n", " > \n", " > \"How long would it have taken you, Mr. Foley, to find out what\n", " > Steve Jackson Games did, what it was?\" asked Sparks. \"An hour? \n", " > \n", " > \"Was there any reason why, on March 2, you could not return to\n", " > Steve Jackson Games a copy, in floppy disk form, of everything\n", " > taken? \n", " > \n", " > \"Did you read the article in Business Week magazine where it had\n", " > a picture of Steve Jackson -- a law-abiding, tax-paying citizen\n", " > -- saying he was a computer crime suspect? \n", " > \n", " > \"Did it ever occur to you, Mr. Foley, that seizing this material\n", " > could harm Steve Jackson economically?\" \n", " > \n", " > Foley replied, \"No, sir,\" but the judge offered his own answer. \n", " > \n", " > \"You actually did, you just had no idea anybody would actually go\n", " > out and hire a lawyer and sue you.\" \n", " > \n", " > More than $200,000 has been spent by the Electronic Frontier \n", " > Foundation in bringing the case to trial. The EFF was founded by \n", " > Mitchell Kapor amid a civil liberties movement sparked in large\n", " > part by the Secret Service computer crime crackdown. \n", "\n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/cud/papers/sundevil\n", " ---\n", " A collection of information on Operation SunDevil by the Epic\n", " nonprofit publishing project. Everything you wanted to know but\n", " could never find.\n", "\n", " /pub/cud/papers/sj-resp\n", " ---\n", " Steve Jackson's response to the charges against him.\n", "\n", "_____\n", "<6.4> What is Integrated Services Digital Network (ISDN)?\n", "\n", " ISDN is a high-speed data communications standard that utilizes\n", " existing copper telephone lines, and is a possible inexpensive and\n", " intermediate alternative to laying fiber optic cable for phone\n", " networks. The speeds involved may be sufficient for audio and\n", " video transmission applications. G. V. der Leun in the file\n", " ftp.eff.org: /pub/pub-infra/1991-11:\n", "\n", " > Telecommunications in the United States is at a crossroads. With\n", " > the Regional Bell Operating Companies now free to provide\n", " > content, the shape of the information networking is about to be\n", " > irrevocably altered. But will that network be the open,\n", " > accessible, affordable network that the American public needs? \n", " > You can help decide this question.\n", " > \n", " > The Electronic Frontier Foundation recently presented a plan to\n", " > Congress calling for the immediate deployment of a national\n", " > network based on existing ISDN technology, accessible to anyone\n", " > with a telephone connection, and priced like local voice service.\n", " > We believe deployment of such a platform will spur the\n", " > development of innovative new information services, and maximize\n", " > freedom, competitiveness, and civil liberties throughout the\n", " > nation.\n", " > \n", " > The EFF is testifying before Congress and the FCC; making\n", " > presentations to public utility commisions from Massachusetts to\n", " > California; and meeting with representatives from telephone\n", " > companies, publishers, consumer advocates, and other stakeholders\n", " > in the telecommunications policy debate.\n", " > \n", " > The EFF believes that participants on the Internet, as pioneers on\n", " > the electronic frontier, need to have their voices heard at this\n", " > critical moment.\n", "\n", " To automatically receive a description of the platform and details,\n", " send mail to archive-server@eff.org, with the following line:\n", "\n", " send documents open-platform-overview\n", "\n", " or send mail to eff@eff.org. See also the Introduction to the EFF\n", " Open Platform Proposal in ftp.eff.org:/pub/pub-infra/1991-02.\n", "\n", " \n", " References\n", " ==========\n", "\n", " ``Digital Data On Demand.'' MacWorld, 2/82 (page 224).\n", " ---\n", " 56Kbps vs. ISDN services and products. See comments by J. Powers\n", " in ftp.eff.org:pub/pub-infra/1992-02.\n", "\n", " ``Telephone Service That Rings of the Future.'' By Joshua Quittner. \n", " Newsday, Tue, Jan 7 1992.\n", " ---\n", " Implications of ISDN for the masses, written in popular science\n", " style. John Perry Barlow (cofounder EFF). Regional telephone\n", " companies (Ohio Bell). ISDN as ``Technological Rorschach Test.''\n", " Anecdotes about McDonald's, Barbara Bush teleconferencing. See\n", " complete text in ftp.eff.org:/pub/pub-infra/1992-01.\n", " \n", " ftp.eff.org:/pub/pub-infra/\n", " ---\n", " Files 1991-11 through 1992-05 containing email from the EFF public\n", " infrastructure group organized by month. Opinions and facts on\n", " the pros and cons of ISDN, Integrated Services Digital Network. \n", " Uses of ISDN (phone video, audio, etc.) Japanese model.\n", " Alternatives to ISDN (HDSL, ADSL, fiber optics). Technical \n", " specifications of ISDN, implementation details, cost issues,\n", " political obstacles, (RBOC, Regional Bell Operating Companies or\n", " `Baby Bells', e.g. NET, New England Telephone). Influencing\n", " development of future networks (e.g. ISDN and NREN, National\n", " Research and Education Network), encouraging competition (cable\n", " TV systems). Press releases and news articles. Letter from Rep.\n", " E. J. Markey to M. Kapor.\n", "\n", "_____\n", "<6.5> What is the National Research and Education Network (NREN)?\n", "\n", " The Nation Research and Education Network was introduced in\n", " legislation cosponsored by Sen. A. Gore to promote high-speed data\n", " network infrastructure augmenting the internet with up to 50 times\n", " faster transmission rates. The bill passed the House on November\n", " 20, 1991, the Senate on November 22, 1991, and was signed by the\n", " President on December 9, 1991.\n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/EFF/legislation/nren-bill-text\n", " ---\n", " The complete text of the House-Senate compromise version of S.\n", " 272, the High-Performance Computing Act.\n", "\n", " /pub/internet-info/gore.bill\n", " ---\n", " 102nd congress 1st Session. Text of high performance computing\n", " bill cosponsored by Sen. A. Gore.\n", "\n", "\n", " /pub/EFF/legislation/gore-infrastructure-bill\n", " ---\n", " The text of S.2937, the Information Infrastructure and Technology\n", " Act of 1992 introduced by Senator Gore to expand Federal efforts\n", " to develop technologies for applications of high-performance\n", " computing and high-speed networking, and to provide for a\n", " coordinated Federal program to accelerate development and\n", " deployment of an advanced information infrastructure.\n", "\n", " U.S. SAID TO PLAY FAVORITES IN PROMOTING NATIONWIDE COMPUTER NETWORK\n", " By John Markoff, N.Y. Times (~18 Dec 91).\n", " ---\n", " President Bush's legislation for natiowide computer data\n", " `superhighway.' IBM-MCI venture as monopoly destructive to fair\n", " competition and innovation? National Science Foundation NSFnet.\n", " complete text in /pub/pub-infra/1991-12.\n", "\n", " Commentary\n", " ==========\n", "\n", " /pub/academic/statements/nren.privacy.cpsr\n", " ---\n", " ``Proposed Privacy Guidelines for the NREN'' -- Statement of Marc\n", " Rotenberg, Washington Director Computer Professionals for Social\n", " Responsibility (CPSR).\n", "\n", " /pub/internet-info/cisler.nren\n", " ---\n", " The National Research and Education Network: Two meetings Steve\n", " Cisler, Senior Scientist Apple Computer Library December 17, 1990\n", " Summary of meetings exploring educational issues of NREN by\n", " diverse members of academia and industry.\n", "\n", " /pub/internet-info/privatized.nren\n", " ---\n", " Feb. 14 1991 essay by M. Kapor advocating advantages of a private\n", " National Public Network, and specific recommendations for open\n", " NREN policies encouraging competition.\n", "\n", "\n", " /pub/eff/papers/netproposition\n", " ---\n", " An FYI about the proposed NREN setup.\n", "\n", "_____\n", "<6.6> What is the FBI's proposed Digital Telephony Act?\n", "\n", " ``Providers of electronic communication services and private branch\n", " exchange operators shall provide within the United States\n", " capability and capacity for the government to intercept wire and\n", " electronic communications when authorized by law...''\n", " \n", " From `BBS Legislative Watch: FBIs Wiretapping Proposal Thwarted' by\n", " S. Steele in Boardwatch Magazine, Feb. 1993, p. 19-22:\n", " \n", " > In a move that worried privacy experts, software manufacturers and\n", " > telephone companies, the FBI proposed legislation to amend the\n", " > Communications Act of 1934 to make it easier for the Bureau to\n", " > perform electronic wiretapping. The proposed legislation,\n", " > entitled 'Digital Telephony,' would have required communications\n", " > service providers and hardware manufacturers to make their\n", " > systems 'tappable' by providing 'back doors' through which law\n", " > enforcement officers could intercept communications. Furthermore,\n", " > this capability would have been provided undetectably, while the\n", " > communications was in progress, exclusive of any communications\n", " > between other parties, regardless of the mobility of the target\n", " > of the FBI's investigation, and without degradation of service.\n", " > \n", " > ...under the proposal, the Department of Justice (DOJ) can keep\n", " > communications products off the market if it determines that\n", " > these products do not meet the DOJ's own ... guidelines. This\n", " > [could] result in increased costs and reduced competitiveness for\n", " > service providers and equipment manufacturers, since they will be\n", " > unlikely to add any features that may result in a DOJ rejection\n", " > of their entire product. ...the FBI proposal suggests that the\n", " > cost of this wiretapping 'service' to the Bureau would have to be\n", " > borne by the service provider itself...\n", " > \n", " > The Electronic Frontier Foundation organized a broad coalition of\n", " > public interest and industry groups, from Computer Professionals\n", " > for Social Responsibilty (CPSR) and the ACLU to AT&T and Sun\n", " > Microsystems, to oppose the legislation. A white paper produced\n", " > by the EFF and ratified by the coalition, entitled, `An Analysis\n", " > of the FBI Digital Telephony Proposal,' was widely distributed\n", " > throughout the Congress. ... The Justice Department lobbied hard\n", " > in the final days to get Congress to take up the bill before\n", " > Congress adjourned, but the bill never ... found a Congressional\n", " > sponsor (and was therefore never officially introduced). The FBI\n", " > [may] reintroduce \"Digital Telephony\" when the 103rd Congress\n", " > convenes in January.\n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/eff/legislation/fbi-wiretap-bill\n", " /pub/EFF/legislation/new-fbi-wiretap-bill\n", " ---\n", " A bill to ensure the continuing access of law enforcement to the\n", " content of wire and electronic communications when authorized by\n", " law and for other purposes. Version 2 of the bill after FBI\n", " changes in response to public response.\n", "\n", " /pub/cud/law/hr3515\n", " ---\n", " House of Rep bill 3515, Telecommunications Law.\n", "\n", " Commentary\n", " ==========\n", " \n", " /pub/eff/papers/eff-fbi-analysis\n", " ---\n", " The EFF-sponsored analysis of the FBI's Digital Telephony proposal.\n", "\n", " /pub/eff/papers/ecpa.layman\n", " ---\n", " The Electronic Communications Privacy Act of 1986: A Layman's View.\n", "\n", " /pub/eff/papers/nightline-wire\n", " ---\n", " Transcript of ABC's Nightline of May 22, 1992, on the FBI,\n", " Privacy, and Proposed Wire-Tapping Legislation. Featured are Marc\n", " Rotenberg of the CPSR and William Sessions, Director of the FBI.\n", "\n", " /pub/eff/papers/edwards_letter\n", " ---\n", " A letter from the Director of the Secret Service to US Rep. Don\n", " Edwards, D-California, in response to questions raised by\n", " Edwards' Subcommittee. This copy came from Computer Professionals\n", " for Social Responsibility in Washington, D.C.\n", "\n", " /pub/eff/papers/fbi.systems\n", " ---\n", " A description of how information is stored on the FBI's computer\n", " systems.\n", "\n", "\n", "_____\n", "<6.7> What other U.S. legislation is related to privacy?\n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/cud/law/ \n", " ---\n", " State computer crime laws:\n", " AL, AK, AZ, CA, CO, CT, DE, FL, GA,\n", " HI, IA, ID, IL, IN, MD, MN, NC, NJ,\n", " NM, NY, OR, TX, VT, VA, WA, WI, WV.\n", "\n", " /pub/cud/law/\n", " ---\n", " Current computer crime laws for: The United States (federal\n", " code), Canada, Ghana, and Great Britain.\n", "\n", " /pub/cud/law/bill.s.618\n", " ---\n", " Senate bill 618, addressing registration of encryption keys with\n", " the government.\n", "\n", " /pub/cud/law/improve\n", " ---\n", " Improvement of Information Access bill.\n", "\n", " /pub/cud/law/monitoring\n", " ---\n", " Senate bill 516; concerning abuses of electronic monitoring in the\n", " workplace.\n", "\n", " /pub/cud/law/us.e-privacy\n", " ---\n", " Title 18, relating to computer crime & email privacy.\n", "\n", " /pub/academic/law/privacy.electronic.bill\n", " ---\n", " The text of Simon's electronic privacy bill, S. 516. ``To prevent\n", " potential abuses of electronic monitoring in the workplace.''\n", "\n", "_____\n", "<6.8> What are references on rights in cyberspace?\n", "\n", " ftp.eff.org\n", " ===========\n", "\n", " /pub/cud/papers/const.in.cyberspace\n", " ---\n", " Laurence Tribe's keynote address at the first Conference on\n", " Computers, Freedom, & Privacy. `The Constitution in Cyberspace'\n", "\n", " /pub/cud/papers/denning\n", " ---\n", " Paper presented to 13th Nat'l Comp Security Conf ``Concerning\n", " Hackers Who Break into Computer Systems'' by Dorothy E Denning.\n", "\n", " /pub/cud/papers/privacy\n", " ---\n", " ``Computer Privacy vs First and Fourth Amendment Rights'' by\n", " Michael S. Borella\n", "\n", " /pub/cud/papers/rights-of-expr\n", " ---\n", " Rights of Expression in Cyberspace by R. E. Baird\n", "\n", " /pub/academic/eff.rights\n", " ---\n", " Bill of Rights' meaning in the Electronic Frontier.\n", "\n", "_____\n", "<6.9> What is the Computers and Academic Freedom (CAF) archive?\n", "\n", " The CAF Archive is an electronic library of information about\n", " computers and academic freedom. run by the Computers and Academic\n", " Freedom group on the Electronic Frontier Foundation FTP site.\n", " \n", " > If you have gopher, the archive is browsable with the command:\n", " > gopher -p academic gopher.eff.org\n", " > \n", " > It is available via anonymous ftp to ftp.eff.org (192.88.144.4) in\n", " > directory `pub/academic'. It is also available via email. For\n", " > information on email access send email to archive-server@eff.org.\n", " > In the body of your note include the lines `help' and `index'.\n", " > \n", " > For more information, to make contributions, or to report typos\n", " > contact J.S. Greenfield (greeny@eff.org).\n", "\n", " ftp.eff.org\n", " ===========\n", " \n", " /pub/academic/statements/caf-statement\n", " ---\n", " Codifies the application of academic freedom to academic\n", " computers, reflecting seven months of on-line discussion about\n", " computers and academic freedom. Covers free expression, due\n", " process, privacy, and user participation.\n", "\n", " /pub/academic/books\n", " ---\n", " Directory of book references related to Computers and Academic\n", " Freedom or mentioned in the CAF discussion. The file books/README\n", " is a bibliography.\n", "\n", " /pub/academic/faq/archive\n", " ---\n", " List of files available on the Computers and Academic Freedom\n", " archive.\n", "\n", " /pub/academic/news\n", " ---\n", " Directory of all issues of the Computers and Academic Freedom\n", " News. A full list of abstracts is available in file `abstracts'.\n", " The special best-of-the-month issues are named with their month,\n", " for example, `June'.\n", "\n", "\n", "FOOTNOTES\n", "=========\n", "\n", "\n", "_____\n", "<7.1> What is the background behind the Internet?\n", " \n", " The article ``Internet'' in Fantasy and Science Fiction by Bruce\n", " Sterling contains general and nontechnical\n", " introductory notes on origins of the Internet, including the role\n", " of the RAND corporation, the goal of network resilience in face of\n", " nuclear attack, MIT, UCLA, ARPANET, TCP/IP, NSF, NREN, etc.:\n", "\n", " > ARPANET itself formally expired in 1989, a happy victim of its \n", " > own overwhelming success. Its users scarcely noticed, for\n", " > ARPANET's functions not only continued but steadily improved. \n", " > The use of TCP/IP standards for computer networking is now\n", " > global. In 1971, a mere twenty-one years ago, there were only\n", " > four nodes in the ARPANET network. Today there are tens of\n", " > thousands of nodes in the Internet, scattered over forty-two\n", " > countries, with more coming on-line every day. Three million,\n", " > possibly four million people use this gigantic\n", " > mother-of-all-computer-networks. \n", " > \n", " > The Internet is especially popular among scientists, and is \n", " > probably the most important scientific instrument of the late \n", " > twentieth century. The powerful, sophisticated access that it \n", " > provides to specialized data and personal communication has sped\n", " > up the pace of scientific research enormously. \n", " > \n", " > The Internet's pace of growth in the early 1990s is spectacular, \n", " > almost ferocious. It is spreading faster than cellular phones,\n", " > faster than fax machines. Last year the Internet was growing at\n", " > a rate of twenty percent a *month.* The number of `host'\n", " > machines with direct connection to TCP/IP has been doubling\n", " > every year since 1988. The Internet is moving out of its\n", " > original base in military and research institutions, into\n", " > elementary and high schools, as well as into public libraries\n", " > and the commercial sector.\n", "\n", " References\n", " ==========\n", "\n", " Bowers, K., T. LaQuey, J. Reynolds, K. Roubicek, M. Stahl, and A.\n", " Yuan, ``Where to Start - A Bibliography of General Internetworking\n", " Information'' (RFC-1175), CNRI, U Texas, ISI, BBN, SRI, Mitre,\n", " August 1990.\n", "\n", " The Whole Internet Catalog & User's Guide by Ed Krol. (1992)\n", " O'Reilly and Associates, Inc.\n", " ---\n", " A clear, non-jargonized introduction to the intimidating business\n", " of network literacy written in humorous style.\n", "\n", " Krol, E., ``The Hitchhikers Guide to the Internet'' (RFC-1118),\n", " University of Illinois Urbana, September 1989.\n", "\n", " ``The User's Directory to Computer Networks'', by Tracy LaQuey.\n", "\n", " The Matrix: Computer Networks and Conferencing Systems Worldwide. \n", " by John Quarterman. Digital Press: Bedford, MA. (1990) \n", " ---\n", " Massive and highly technical compendium detailing the\n", " mind-boggling scope and complexity of global internetworks.\n", "\n", " ``!%@:: A Directory of Electronic Mail Addressing and Networks'' by\n", " Donnalyn Frey and Rick Adams.\n", " \n", " The Internet Companion, by Tracy LaQuey with Jeanne C. Ryer (1992) \n", " Addison Wesley. \n", " ---\n", " ``Evangelical'' etiquette guide to the Internet featuring \n", " anecdotal tales of life-changing Internet experiences. Foreword\n", " by Senator Al Gore.\n", "\n", " Zen and the Art of the Internet: A Beginner's Guide by Brendan P. \n", " Kehoe (1992) Prentice Hall. \n", " ---\n", " Brief but useful Internet guide with plenty of good advice on\n", " useful databases.\n", "\n", "\n", " See also ftp.eff.com:/pub/internet-info/. (Thanks to Bruce Sterling\n", " for contributions here.)\n", "\n", "\n", " General\n", " =======\n", "\n", " Cunningham, Scott and Alan L. Porter. ``Communication Networks: A\n", " dozen ways they'll change our lives.'' The Futurist 26, 1\n", " (January-February, 1992): 19-22.\n", "\n", " Brian Kahin, ed., BUILDING INFORMATION INFRASTRUCTURE (New York: \n", " McGraw-Hill, 1992) ISBN# 0-390-03083-X\n", " ---\n", " Essays on information infrastructure. Policy and design issues,\n", " research and NREN, future visions, information markets. See\n", " table of contents in ftp.eff.org:/pub/pub-infra/1992-03.\n", "\n", " Shapard, Jeffrey. ``Observations on Cross-Cultural Electronic \n", " Networking.'' Whole Earth Review (Winter) 1990: 32-35.\n", "\n", " Varley, Pamela. ``Electronic Democracy.'' Technology Review \n", " (November/December, 1991): 43-51.\n", "\n", "______\n", "<7.2> How Internet `anarchy' like the English language?\n", "\n", " According to Bruce Sterling :\n", "\n", " > The Internet's `anarchy' may seem strange or even unnatural, but\n", " > it makes a certain deep and basic sense. It's rather like the \n", " > `anarchy' of the English language. Nobody rents English, and\n", " > nobody owns English. As an English-speaking person, it's up\n", " > to you to learn how to speak English properly and make whatever\n", " > use you please of it (though the government provides certain\n", " > subsidies to help you learn to read and write a bit). \n", " > Otherwise, everybody just sort of pitches in, and somehow the\n", " > thing evolves on its own, and somehow turns out workable. And\n", " > interesting. Fascinating, even. Though a lot of people earn\n", " > their living from using and exploiting and teaching English,\n", " > `English' as an institution is public property, a public good. \n", " > Much the same goes for the Internet. Would English be improved\n", " > if the `The English Language, Inc.' had a board of directors\n", " > and a chief executive officer, or a President and a Congress? \n", " > There'd probably be a lot fewer new words in English, and a lot\n", " > fewer new ideas. \n", "\n", "\n", "_____\n", "<7.3> Most Wanted list\n", "\n", " Hopefully you have benefitted from this creation, compilation, and\n", " condensation of information from various sources regarding privacy,\n", " identity, and anonymity on the internet. The author is committed\n", " to keeping this up-to-date and strengthening it, but this can only\n", " be effective with your feedback. In particular, the following\n", " items are sought:\n", " \n", " - Short summaries of RFC documents and other references listed,\n", " esp. CPSR files.\n", " - More data on the specific uses and penetration of RFC-931.\n", " - Internet traffic statistics. How much is email? How much\n", " USENET? What are the costs involved?\n", " - Famous or obscure examples of compromised privacy\n", " on the internet.\n", " - FTP site for the code (NOT the code) to turn the .plan file into a\n", " named pipe for sensing/reacting to remote `fingers'.\n", " - Knowledge on the `promiscuous' mode of receipt or transmission \n", " on network cards.\n", " - Details on the infamous experiment where a scientist resubmitted \n", " previously accepted papers to a prominent journal with new and\n", " unknown authors that were subsequently rejected.\n", " - X Windows, EFF, CPSR FAQhood in news.answers.\n", " \n", " Commerical use of this document is negotiable and is a way for the\n", " author to recoup from a significant time investment. Email feedback\n", " to ld231782@longs.lance.colostate.edu. Please note where you saw\n", " this (which newsgroup, etc.).\n", "\n", "_____\n", "<7.4> Change history\n", "\n", " 3/3/93 v2.1 (current)\n", " \n", " CPSR pointer, new UNIX mode examples, digital telephony act,\n", " Steve Jackson incident, additions/ reorganization to\n", " anonymity section, part 3. Note: v2.0 post to sci.crypt,\n", " alt.privacy, news.answers, alt.answers, sci.answers was cancelled\n", " by J. Kamens because of incorrect subject line.\n", " \n", " 2/14/93 v2.0\n", "\n", " Major revisions. New section for X Windows. Some email privacy\n", " items reorganized to network security section. New sections for\n", " email liability issues, anonymity history and responsibilities. \n", " Split into three files. Many new sources added, particularly\n", " from EFF and CAF in new `issues' part. `commentary' from \n", " news.admin.policy. 21 day automated posting starts.\n", "\n", " 2/3/93 v1.0\n", "\n", " More newsgroups & FAQs added. More `Most Wanted'. Posted to\n", " news.answers. Future monthly posting to sci.crypt, alt.privacy.\n", "\n", " 2/1/93 v0.3\n", " \n", " Formatted to 72 columns for quoting etc. `miscellaneous,'\n", " `resources' sections added with cypherpunk servers and use\n", " warnings. More UNIX examples (`ls' and `chmod'). Posted to\n", " alt.privacy, comp.society.privacy.\n", " \n", " 1/29/93 v0.2\n", " \n", " `Identity' and `Privacy' sections added. `Anonymity' expanded.\n", " Remailer addresses removed due to lack of information and\n", " instability. Posted to sci.crypt.\n", " \n", " 1/25/93 v0.1\n", " \n", " Originally posted to the cypherpunks mailing list on 1/25/93 as a\n", " call to organize a list of anonymous servers.\n", " \n", " email ld231782@longs.lance.colostate.edu for earlier versions.\n", "\n", "\n", "* * *\n", "\n", "SEE ALSO\n", "========\n", "\n", "Part 1 (previous file)\n", "------\n", "\n", "<1.1> What is `identity' on the internet?\n", "<1.2> Why is identity (un)important on the internet?\n", "<1.3> How does my email address (not) identify me and my background?\n", "<1.4> How can I find out more about somebody from their email address?\n", "<1.5> Why is identification (un)stable on the internet? \n", "<1.6> What is the future of identification on the internet?\n", "\n", "<2.1> What is `privacy' on the internet?\n", "<2.2> Why is privacy (un)important on the internet?\n", "<2.3> How (in)secure are internet networks?\n", "<2.4> How (in)secure is my account?\n", "<2.5> How (in)secure are my files and directories?\n", "<2.6> How (in)secure is X Windows?\n", "<2.7> How (in)secure is my email?\n", "<2.8> How am I (not) liable for my email and postings?\n", "<2.9> How do I provide more/less information to others on my identity?\n", "<2.10> Who is my sysadmin? What does s/he know about me?\n", "<2.11> Why is privacy (un)stable on the internet?\n", "<2.12> What is the future of privacy on the internet?\n", "\n", "<3.1> What is `anonymity' on the internet?\n", "<3.2> Why is `anonymity' (un)important on the internet?\n", "<3.3> How can anonymity be protected on the internet?\n", "<3.4> What is `anonymous mail'?\n", "<3.5> What is `anonymous posting'?\n", "<3.6> Why is anonymity (un)stable on the internet?\n", "<3.7> What is the future of anonymity on the internet?\n", "\n", "Part 3 (next file)\n", "------\n", "\n", "<8.1> What are some known anonymous remailing and posting sites?\n", "<8.2> What are the responsibilities associated with anonymity?\n", "<8.3> How do I `kill' anonymous postings?\n", "<8.4> What is the history behind anonymous posting servers?\n", "<8.5> What is the value of anonymity?\n", "<8.6> Should anonymous posting to all groups be allowed?\n", "<8.7> What should system operators do with anonymous postings?\n", "<8.8> What is going on with anon.penet.fi maintained by J. Helsingius?\n", "\n", "\n", "* * *\n", "-----------\n", "\n", "Document: 6509, Score: 0.48978003437611595\n", "-----------\n", "\n", "\n", " Simple -- if you have a choice between:\n", "\n", " 1. American manufacturers peddling Cripple Chips with a secret untested\n", " algorithm whose keys are held by people with a history of untrustworthy\n", " behavoir, or\n", "\n", " 2. Japanese (to pick the obvious example) manufacturers peddling encryption\n", " chips with an algorithm that has faced public scrutiny and keys under\n", " the control of the user,\n", "-----------\n", "\n", "Document: 1258, Score: 0.4894352065786614\n", "-----------\n", "What is the status of cruptology for private citizens throughout the\n", "world? or, more clearly, is there a listing of countries and their\n", "policies on citizens encrypting electronic data? \n", "\n", "I'm curious how the Europeans handle this, for instance.\n", "-----------\n", "\n" ] } ], "source": [ "documents, document_scores, document_ids = model.search_documents_by_keywords(keywords=[\"cryptography\", \"privacy\"], num_docs=5)\n", "for doc, score, doc_id in zip(documents, document_scores, document_ids):\n", " print(f\"Document: {doc_id}, Score: {score}\")\n", " print(\"-----------\")\n", " print(doc)\n", " print(\"-----------\")\n", " print()\n" ] }, { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Search Documents by Topic" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/html": [ "
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47007.................................................0.722942
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" ], "text/plain": [ " document_ids documents \\\n", "0 2104 Archive-name: cryptography-faq/part06\\nLast-mo... \n", "1 6950 Archive-name: cryptography-faq/part10\\nLast-mo... \n", "2 853 Archive-name: cryptography-faq/part09\\nLast-mo... \n", "3 1954 Archive-name: cryptography-faq/part03\\nLast-mo... \n", "4 7007 ................................................. \n", "\n", " document_scores \n", "0 0.750314 \n", "1 0.740330 \n", "2 0.735426 \n", "3 0.733275 \n", "4 0.722942 " ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "documents, document_scores, document_ids = model.search_documents_by_topic(topic_num=48, num_docs=5)\n", "pd.DataFrame({'document_ids':document_ids, 'documents':documents, 'document_scores':document_scores}).head()" ] }, { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Search Documents by Documents" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/plain": [ "method" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(model.embed)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "hidden": true }, "outputs": [], "source": [ "model._check_model_status()" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "hidden": true }, "outputs": [], "source": [ "search_text = 'This is about electronic mail'\n", "vector = model.embed([search_text])" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/plain": [ "(384,)" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "vector.flatten().shape" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/html": [ "
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document_idsdocumentsdocument_scores
03383\\nEd, as usual, makes a very good point.\\n\\nOn...0.556424
14633--- Received from EEI.EEIIHY 353-1-2800455 ...0.532769
22485Please satisfy my curiosity. I'm interested in...0.520099
37204\\n\\nGood question. I also wanted to find out a...0.515784
47014\\nI know you said E-mail preferred but because...0.513503
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" ], "text/plain": [ " document_ids documents \\\n", "0 3383 \\nEd, as usual, makes a very good point.\\n\\nOn... \n", "1 4633 --- Received from EEI.EEIIHY 353-1-2800455 ... \n", "2 2485 Please satisfy my curiosity. I'm interested in... \n", "3 7204 \\n\\nGood question. I also wanted to find out a... \n", "4 7014 \\nI know you said E-mail preferred but because... \n", "\n", " document_scores \n", "0 0.556424 \n", "1 0.532769 \n", "2 0.520099 \n", "3 0.515784 \n", "4 0.513503 " ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "documents, document_scores, document_ids = model.search_documents_by_vector(vector.flatten(), num_docs=5)\n", "pd.DataFrame({'document_ids':document_ids, 'documents':documents, 'document_scores':document_scores}).head()" ] }, { "cell_type": "markdown", "metadata": { "heading_collapsed": true }, "source": [ "# Search Documents by Keyword" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "hidden": true }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
document_idsdocumentsdocument_scores
06935Note: The following was released by the Wh...0.529961
17007.................................................0.509190
24682Archive-name: net-privacy/part2\\nLast-modified...0.491791
36509\\n\\n Simple -- if you have a choice between:\\...0.489780
41258What is the status of cruptology for private c...0.489435
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" ], "text/plain": [ " document_ids documents \\\n", "0 6935 Note: The following was released by the Wh... \n", "1 7007 ................................................. \n", "2 4682 Archive-name: net-privacy/part2\\nLast-modified... \n", "3 6509 \\n\\n Simple -- if you have a choice between:\\... \n", "4 1258 What is the status of cruptology for private c... \n", "\n", " document_scores \n", "0 0.529961 \n", "1 0.509190 \n", "2 0.491791 \n", "3 0.489780 \n", "4 0.489435 " ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "documents, document_scores, document_ids = model.search_documents_by_keywords(keywords=[\"cryptography\", \"privacy\"], num_docs=5)\n", "pd.DataFrame({'document_ids':document_ids, 'documents':documents, 'document_scores':document_scores}).head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Similar Keywords" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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word_scoreswords
00.628185universe
10.606741nasa
20.597259spacecraft
30.589628room
40.575512earth
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" ], "text/plain": [ " word_scores words\n", "0 0.628185 universe\n", "1 0.606741 nasa\n", "2 0.597259 spacecraft\n", "3 0.589628 room\n", "4 0.575512 earth" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "words, word_scores = model.similar_words(keywords=[\"space\"], keywords_neg=[], num_words=20)\n", "pd.DataFrame({'word_scores': word_scores, 'words': words}).head()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "image/png": 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jnNYk3RWG5Y7hFHt6UfdVz8p2cfTkA6LZzKdksadyuwe+1OU6AAYyFcXpfgvwIAtYzguYCaX+iXItQcSjnqjvd5AFANxqWkxQWQ1K9enscUz9p10uhBCXLZnIIcRlzogXgf7hxPb2J35jGjHH95Gj7Gee6yG617+T2vtHkjPwa47OLWMP39OAQexkCuls50ESCKTOH86mAQpOKvjNsz1vt8jjxQPZrM51F3A2YMZOGYqi8G3R5xTnFnNvzOPnFa+ZIMrJxXLTUHp5f0zdOd5sLniHSDoQQxeSWM+39Kp8j+//gqjHSDZhwvuU85WRx1S6cQ/bT5ZoMTnQB1ixp5v5lIZks5/mptE0U+5kRkUPKshHCCGuYGecyCFJnxCXuTtYRTSdeZcwkvr6882KhZQ5wWqNIUe3j/KoBH7Nf5r0goPE0Zuh/MZWvmQ+oxj6wH3UWfgqrqMBgAJoJ4ow61nIw2zk48rrNOE2BvItM7mBA/xEaGwIDruD3OS8fxx7gLEBIbY6HGAewdRnAN8QTks0NI6ymG/ofUr7ofxG3Iltdiow4HHKry4cmPAi8tdfsXRPZ1fs1byRHvWP4xNCiMuUzN4V4kq0l9kc4CfKyafn2mMUawVYrTFs4QvKnQWsPPYF6QUHAcgyHCQh5hD7vZahoqdNnYGYGxfhVO04sOGeAuEeLatNr8pr3BXty5OjKwj6+hdsnrkAZB7N+lcJH0CebR8NuZGhLCSb/fzOo9goQUHB+0QNvj/azmQKScGBDe3EKiMGPCp/VU+8sVK8MJKSpeHo8gP+VXxCCHElkaRPiMvcJsYzkxtwYmNboZUtlsG0bDQUo888IulAsz8UPrYYovD2jCPeczBRdCLv4R6UzI8mzbUNPUYAjrOSVLYQQF0CiQfgkdoBRNxal6BbMrBGH7mg8YfTkpq0RUGhF+9gxAsHFczjdkz4nNL2EL/wIVEs5enKdn+s76fhQMNF+icRpFzbhwUVD513PAbMNGQI+hPJpBBCXClkIocQV5iXG7uYv+oLmjg9cOEkjW0AhEX6g7ob/0Pl1HAM5ACf8Ttj8HKFkshqKsjnJuZSSia1TiyZ5ksUuRyi19pkHr7hBqz5LQiyryICP3YyjUDi6cnb7GY62/5QiuX/dBgqZxNbCEFBwYGVwcxgK1+yn7lMpHll7b21jGMA36DDwBBmYSaY46wknj6Ukk15M3/yC/YQfNw9gqfHAxcOyihAj7EySSwhnTncxBEWn3f/teY+ruZdnNjRGSFFt5Gvyjv/k69CCCEuKTLSJ8QVRAHWZOlxOM2oiru23bU1nuPmwK+YtOwxpq0ew17Ht+RwADMB9OItfKjJrfyMhRAqyKcRN7GLb5lBf47iLsmSYXUwK+tTsOvowZtcF/Ua1111H8NZQi2605jbToulKcN4HlvlO3ij2c9oEvAjhjiuoT4DqUd/nqGIXrxNJ57mJn5Ahx4nVkrJpoJ8QmmMig6LEsqyj7Ope7wl/sQAUEo2KnpU9BRwHA0XLpys4jW8CKM9JyeZtGAkI9lEQ25E+Zs/+vYyGysl6DCAzUB0jQYX7gsSQogqJCN9QlxBwjz03B+vZ6v+BfwtqZTV8Cb/s0iilnsyd9IaGjVqSGrUYg4kzUVDw4GVVLYQM8CEKTWd37aMpmPreqzf8Ts666nvw+1gCt7UpAev4Tv5awZ1qM0XjZ7GeSSYDXxwWixl5FJCJhUUAu5VOeLoR1/GM5Hm5HCARziGio5yCtBjxokNHUZ0GImgLQCFJAOgaNB0vA+FkVa8k/Uo6NBhxIkdT/zI5SCpbEaPB2aC6cU49JjYxMc4sRNDV2rSmiHMYh53EEFb1vMB3k3L6f9EX755ejZ5qfkUksw8RnC1xxt4RNj5JuPm//hbE0KIi0Nm7wpxiXuy/3wCi5syadl9HOSXs7bvG2Khe7CZVj7BrEvvTb15Pvj4mwj+YRNFQzuR9EVTDj/Xk2MsJ5A6rDe9zcMFTck6ls3SMdP5YNx1rJ/QnEOfDmE977Pc8xme+/p1du9ZR1FmMWm/6KBeMg261eX7V37C5XSdNSaAxtzKIKYD8CG1KOA4D7CPYOqTzAYiaYdp5Dr0yRFgdFDycwxObGSxDwsh6DBQTh5B1EVBpYg0dvMtHXnylOuUkY8RT/R4sIJXWMGLmAkimi5UUEADBpPFHvoxgeW8QNDYHQx5rj8fDf+c9d9vPv8vSAghLj1nnL0rI31CXMLG3DSIph/kU7oigfrLhpxT0vdrVim/ZpUC2Vxzk5nO4TeDptFg8zHmHuvK77PTSONNGnEzPtSkqfUuJtx1H7nJefgm1Ofogibs+jESA1ba8xg5TUpx3fIEjUYsp+7Eo6zpuJHxd/zO7uX7zute/j+zdgH3UcBxAFbzBrXoTinZeBPOyumfEn21mSFfdOJoqwBSkvYTSXvslFFOAcHUJ0W/Dr1FY3vhbOpyPd9wDTF0pzX34IEfBjwoIxcfatKImwgkngDqUJOWfENvfuF+VPQUksQxlsG7NvatTODA2kPn+/UIIcRlRUb6hLiELXnnNnbteJGi6fF8Sx8On1hS7Fz5Bpi59cGrWPLDNuzHssmscFDudP82VtETRF1KyaKUbACMWOjIUzTkRoKoi4ZGbmwpmAwsybmD6MGZ7Px9D79EmcmyOumzPvmcY6lNL/rzNbMZQgob/rJdOC2Ji2lGvfxhhBd2xUYZCgp6PFAUiDv+HbrAChKChkGFkdW8xVKe4Sny8MSftwnEm3C8qUEp2dzDVvI5ygF+YgUvnbKyiBBCXKGkOLMQl5taBpXW/j0oyxrIYp7ESvFFua4/tXiIIygoldt+ZAQ7mYYCJPeOI73CQeuVxyv3WwhBQyOazhxkfuWs3XPRlBGARhpbeIC9AGhoKCi4cFSOEmJ0EJ86HUeamUPNrweXxkEWEEgdUtlEEmupzdU05hasFPEW/ngTjo0SKihAhwEFHQ4qLkAvCSHEJUse7wpxuTnu1GhxtweJGz7BuuziJHwAhSShoODEAbiwUkIhiYB7obbI3w/zx78BehLAGDIpIAk/opjH7exgKkZPI3qjjrJC9zJuYSY9qzpH8+nRPD48enIptOuYiIZGDgloaLhwuGfP4h6R1HC5Z9za9BwKdtcd/P8fXvUZiIKKhVDqM4gF3EM0XSngKKBRQjounACMYit+RPMZzSgiGdeJAs9CCFEdSNInxCUsKDKQIc/35/CWY+xedn7v0P0TOgzo8SSS9ic+u/+IKCWT46ysbPfnIX8bxRzmd7LZi4KOQywE4PU1YwmLDeGL0OPE2K5ik24Q8V5G6niZADATSGvux0oJKWwijl4n1gQxnHL+P5dY+f8o4P/35XGYCgrxwA8dRj4gEg0Xo9hCIPE4cbCa1/EhgiLSeISjbOFzFnDvBes7IYS41EnSJ8QlLDsxhzev/4CMw1kX5XpD+Y1ourCFz4GTyVUAcX97nBM7P3EHTRnOFiZWlmnZu+IAOYm51LYPJIauzC3zxDL/AGVOjUg60JsPiKANAHXoc8rj5P8z6IrQNHC4Tq7O8f922ezHiNcp8Q3kW1pzP/O4HQNmjHifWO1jHCo6PPFHw0XiH5JYIYSoDqQ4sxCXuJ2L95J5LPuiXCudHWRzgGWMpZScPyRhCk1Gz8VXXwuAJtzGC9iJoRsmvAF38eOevEV9BgHQyDiC+U/t5u2BH7Nce4FJdOJ6JuHvbA3ADUwmgjbkcOjEFRS0U/5xl4KxOw20j/vW/TPux8RluNf//YX7T5kUUuHrZPu9BdQwtuMuNhBIPAoKVkpRT6wpDJDIGvYw87/oQiGEuGTJSJ8QopI3NQilEUHURzvxHhyAqugI9+3C9brDFDmOs5RncFBBZ56hNleziQl4EsAC7mUvs7iK16kT9QwOyth8+AEGMIWjLCWWHoTTiv3MPTHxw1W5dNof19Bdwct048UTn0wsL9rFJl6jLU8BGmYCAbia9winxck4K5wEJBjQ21T0BODCiZUSPiaWWHrjRzRlZLGVL//zvhRCiEuNzN4VQlSqRXeaMoJfGY2Gk9v4nRg6Y/V0oBkUPIp0OLDyOmb6MYEG3EgJ6ZjwxoswXseMCyfPUYEOIzadDZPThIaLdbzLIX7lNhaSzFrMBBNKE+DkKF8We5hGTzrxNC5c5LCfbryELxGVMfo8u5bSr5vhyDCzla/wxI8SsgmnGZF0AGA7U2mOe8KHgwrGEUQE7TnG0lOSSyGEuEJJyRYhxPmpxw3czI8YaxRhS/cBxYWmKfzICAYyDRdOVvIynXiGuQwjhfWMYBmlZBFJh8pHqhoaC3mQ7UxgNDoW4CKdUEayCQNm9jKb46xkCDNxYEWPe6LHfn6kPgMA9zq7FoKZzrX4EcVOpmGjFHDP8L1K/xbZ9csx7y3koOtnbuR7/IljF99ipYiOPMFMBnCAeVXSl0IIcRFJyRYhxPk5wDzW9G1Hp9/Xopjs6INKyE+10Y7H0NAoJRs9nhjw5Fo+ZQrdCaIuR1jEdiZTj/5sYgLHWY4LB1dj4lrG0oCf+J5b8CWSRFbTmvtIYSPbmUxThnOQXzDhw0peIYH5tLimKVG/PYyNUopI4gi/wR8mfQRQm06Ox8kwVfBNv1spnX+Qz2hauT+MZlgIIok1VdCLQghxaZCRPiHEWXVVn8M70MiC7BeozdUM43fKKeBDorFRcuJxroH3iaCCwr9c9SKG9tzOOhL5gbk8RktG0o5HMWJhFoPYz9xT2j9FLsZQB/V2/8axp2rx0eR7yGY/D7AXM0G8QygmfGjLgxQFllJ2XT10c9ZwoGS6PMYVQlRnMtInhPhnVrpe48RKbSSzjmwOUMAxrBQBsIMp1OU6HFRgo4TuIzoREB5A+ZtXo8NEM0YwjZ4cZxWzGUwKGygilTS2YsTCVr48LeH7/3nVTD0L75pM1rEcskkBIJeDlJJNF54njmuIogNFuankTEkglnuYQvIpdQWFEELISJ8Q4h94nDQshJDISqbSA4AoOjGMRcxjBPcdaEPJ8GFUbAqliBS8qEEK61nNm0TQlhW8hIbGoyThSySv4XneS6OZ8OFpCnBiw6deEYFdkzg4KYptjims4MXK8i5CCFENnXGkT+r0CSHOSVsepDuvAPAZjSkmlSAacA/beJBDxNGHQEsyHYJLeaPvh5Rs8SKbfSxtMxCtyWHMBHE179CVFwimAQBLeJrFPPWP1sL1wO9EHUGF2KfXEf/qCva1eIolPCUJnxBCnIGM9AkhzsnjpOFNDabRi0x2UkYOY8jCTBAA6Wzn0e6jqOtbSvc1x1ncvg4TE3MJ3vgSJXmljKr5GP34jJaMZDaD2ccP/zomL0KJoB0xtaK4afS1FOyJZPbkr1jP+//63EIIcRmTd/qEEP/c13Sktq45w52LOcgCvuM60thKEPUpJp1g6pGSehfrMudQp+RRDpW+ze6iEjKem4Oq1+HCySKe4CALOMQvFyQmBxXkcQTLsVAMN2dSIyCZjClbT18cWAghhCR9Qohz07FxBT/GHGHGpjXsy7QC8C3X8DT5+BFFsPdBejT4mF2ZdUiqGEnnZe+QSwEvXtOE+p3qsHbmRrITc0jg5wsW00g2E0g8dspJvq4E1dNJvvb6BTu/EEJcSSTpE0Kclbde5efafrgMTsJbLyBhQXrlviSP9xgaHkt2URyTDwUwI3MtO2lE7ok1dRd9vpzMY9nkpeVf8LhU9JWlWSq2BaKg0pO3mMNNF/xaQghxuZN3+oQQZ6VTYH6naDIDvbl7/j6cTlflvtvDmjK5nY2Hdxbw8bH0vzkLeFpMfDHjLhb8tItZk/59oWQjXjRlGH0Zj3JiXpoLJ6/I32eFENWbLMMmhLiwwmjGvWwnxTiVr2y3n7V9pxtaMu31qzlSqtGrzVsXLI6AXt0ZvXwJqkOlnALexv+CnVsIIS5DMpFDCHFh5XGYPcxip232ObVf+9M2nowNZsuiPRc0jpJdeygffQzLh7VJidoDSRf09EIIcUWQOn1CiL/lZ1Bp5ms6477a9CKePpUrcxix/O25NE1jzvu/cXxPygWN0WgxseFZK3tX72Z27vUX9NxCCHGlkKRPCPG3vmtVk+3dY6nnc3rip8OIES90GLma93mWksoCzhdTybFUssZ/wZpxj2AvvfATRoQQ4kog7/QJIf7WgBre9G8VQ9YPz3Nk0XY+v/bNM7Z7EScKKmsZx2KeushRCiGE+ANZhk0Icf5+TC/moa2pqGi0uLoBddrXPmM7Y8AkQrwTSGf7RY5QCCHEuZCkTwhxVkVpeWT8tApvWzk5ibmn7ffSqzzb5QMGtr+NwyysggiFEEKcjTzeFUKcM0VV0Fxn/mOgfw0vMiocbMyvuMhRCSGE+BOp0yeEEEIIUQ3IO31CCCGEENWVJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH1CCCGEENWAJH3iHzOEh+LbqS0oylnb6ry9qHHnrej9fS9CZEIIIYT4M31VByAuP/W+fA+f9q0whQQBUJpwmOJtuyjdexBTRA0Ce3Ul5fNp5P22nJZrfiZ96mysqenEvTUWndmDlM+mEnzd1eSvWo8jr4Dgwdfh37U9h8a8glZRUcV3J4QQQlyZJOkT582rRePKhA/AUjcOS904NJcLRXUPHns1qkfJrv3uUUBFofzIcYp37ydv+VraH9mI3uxJ6lfTOfrsG0TcNxyvxg0wRYSze8DtVXRXQgghxJVNHu+K86LzspD62RQ0TavcZi8qpuzwscqED8BeUEDz32ZQuG4zzpJSGs38HO/G9Wn220z0Zk9cDgcVSamEjxqGuV481sxMCtdsrIpbEkIIIaoF5Y//8z5rY0U598biilRvyseE9O0OgHbi7wzOigr23HIfMU+NxqdN81OSPwBN01AUpfLXP3NZbRx7/UPSJk79729ACCGEuPJt1TSt1Z83StInzlnjHybh1aIxeovlxBYNcCdx5UcT2dKuLx61oqjz8Wt4xMaQM38RAT274BlV87Rz/TEB1DSNNaGNLtJdCCGEEFe8MyZ98nhXnDNTVE0ceQXsvvkeAFw2Oy6bDXteAelTZwNQcSyJglUbMAUHUrh6A9s6X0/poaOV59A07ZSEz1lRQfqUmRf/ZoQQQohqRiZyiHO2pW1f9w8uF7sH34WzrIIGUz+m7MAhUj+bgqVhXep9/g5pX88gb9lqSnbuJXzkUCzxsScTPU1DUVWcViuuChvlR45z5KnXqvbGhBBCiGpARvrEuXO53P8CpQcOE3brAHYPuIPdQ0YSPfYR/Lp1wFynNmgae2++F2tKOrkLFrtn9SoKLoej8n0/1WjE4OuNd9MGqJ4eVXlXQgghRLUgI33iH/Hr0o6woYOx5xcSNmwwBj9fbHn5bG5zDS6bvbKds6z8ZKKn11eO+DlKStF7WVB0Omo+cAfJ735WVbcihBBCVAsykUP8Mzod/t06UHbwCC3X/IxiNKLqdJQdOoo5PpZ1tdviLC4BoM3OZZhqhOIoLUNvMbvf63M4UfQ6FEWh/FgSW9r2qeIbEkIIIa4YMpFDXEBOJ/lLV2NNTuPI06+j6nRomoZHTBS5i1bQasMvxH/4KgB5S1aRs3AZZQmH3ce6XKgG9yCzpmmYImqAKv8pCiGEEP8l+T+t+Ndyf19O0vsTKdq2C1xOsr5fgM7bC8VkwhDoT+DV3fDv2h6Dvz8uuwPtxHuBuFxkz/uNTc17Vr4rKIQQQoj/hiR94pz5dmpL7KtPoRgNp2x35BWQ+NYnlO7aj2oyEf3sQ+g8PND7+dB232pUsyeb2/ZF52VGNehRDe7jFZ2OwD5XYc/KqYrbEUIIIaoVSfrEOYt88E5q3jMcz7haZ9zvKCwCwCOyJva8AnzbtURRFPTeXgRe3RV7QWHl8m0Z3/0AQOaMHwGo+8W7xL3z4kW4CyGEEKJ6kokc4pwZQoKw1IujYNWG0/ZZGtbF0qQBNYbfiGedWui9vCoLMNuLitGsNozBgQCkT5vN4SdextygDmUHDhN0bS/qjn8TZ0UFWbN+4ujzb1/U+xKXLn9/f1566SXi4uJQL7P3Pl0uF4cPH+all14iPz+/qsMRQlQvsgyb+O+0XPMz5jq1KVi/Bb/2J/87+/N6u46SUqwZWXhGR7Kl7TXYMnPolLoDW3Yumt2OMSyEtZEt0Oz2M11GVDMfffQRbdq0Qa+/PKtLORwONm3axMMPP1zVoQghqheZvSsuHJ2PN7GvPY25fjwAR196BwDfti0oScmhpEylLDndXZTZbid92izsefnovSyYY6NRVBXNpeHTqilFm3dw6LEX2dHnVra073dJJ3wj3r2Zq+/pXtVhVBtxcXGXbcIHoNfriYuLq+owhBACkKRP/EMBI4ajDh5FyGvuR7H5S1ZjLy5BUVWMfmbMJgeeEWEAqAYDgdf0YN9djwJQuGkHG+p3wpaWQe1xL+DTuhnO0jJs6ZlUHEuqsns6m8CIAPo80JO+D/aq6lCqjcvtke6ZXAn3IIS4MsifRuKchfXtQdcD62iVsBXLvWOwO1TKswor9x97/m0CDhxgxjvP0mPL2srHupqmYQwJIrBvLzJn/kjqJ1/hf1UnfNq3whxfi4r0LMxxMegD/Krozs5N3wd7AvDzB79VcSRCCCHE+bt8n5uIiy7+kbtJJQyHQ4dJbyfr3XfIn/QlAE1+noYxJAj1xx+plZ5CSEFu5XGKomDPLyDnx18o3rITfYAf7Q+sRdM0jr/xIS6rjbhxL2AIDCDpvUt3ObYlX67EVm5n/febqzqUauuX1qe9ovKv9Nu85ZzarVu3jvfeew+Xy0X//v25/fbbL2gcQghxMUjSJ87Ztuc/JPjr2ehw4r15AQmTvjxZVFkDxdODBZN/5Op5X1MR6y7r8v+JHKkTvyF4QF9q3H4zQdf2omD9FrybN8KWmUPur0tRDUayZv90TnEYa4RiS8/8r27zL6UfzmTWSz/+5X69JRRH6cWPS/y3nE4n48aNY/z48YSGhjJixAi6dOlCbGxsVYcmhBDnRR7vinNmTU3DmZ2F4cev2DbisVNW0cj5dQkeNUKp/drTVMTVJn36D5TsTUBRFJwVFRRt2kbojf0J7NsDndkTn5ZN2Ny8J7kLl2GKCCdj2mxsmdlnjSGgd3fa7lxG+D3D/8tbPSOjf20aPpREkzH5xAz6nlpDfiK4rfs9xch+X9DooePUHbXzoscl/lt79+4lMjKSiIgIDAYDvXr1YuXKlVUdlhBCnDcZ6RPnzJGSTHK31qdt94iOoNbzj1GyN4HypFQyps/l+KsfEDK4H+aXxqDz8MBYM4wtHfoB0GDaJ/i0bEpA7+7UObE+L8CGRl3PujpHxbEkSvYmULo34cLe3DlQ9R4YLME4rcX4xvdFUVS8a3Ujb9c3+De8CQCDd8RFj0v8t7KzswkNDa38HBoayp49e6owIiGE+GdkpE/8a5rDibOklJyFS4l66G4CenbGUVBI2lffsbVzf3b2v53s2T9jz87Fd/hdFIS3YfvND+JZOxoAl8O9Hm+j778867XKDh5he/eBFK7Z+F/f1mkqsvey4y0vEia3R1Hcv3UUnYGgVveh6owA2ItTLnpcQgghxLmQpE/8a9bUdDbU60jyuAnsuuF2inftI2zEjWAwYE3LpPR4KoqHBwB+Xduj6PUYgwJI+XQK5YkplOzeh6KqmGrWqOI7OQeaE6NPZOVHl6MCa+HJMjOZK1+uiqjEfyg4OJjMzJPvamZmZhIcHFyFEQkhxD8jj3fFBeM78gEMYSEE9uqKMTAAdcDd6MMjUC0WylYvJ+ve20kaOQqf1s3J+2UxaBpbWvem1abfUHDhMW08OoMOp91ZJfG39PPA6tLYU2T923YliStIWjgaS3Rn0pc8jao3Upq6mYKEuRQkzL1I0YqLpUGDBiQlJZGamkpISAiLFy/m1VdfPfuBQghxiZGkT1wwPkPvQPXzZ0v7Hthz8/F76iWchQVgs1K2bDEAtsxschYsOuW45A+/4OaHOtH+mW6U7Ulg88/b0RyOyv3eLZsQM/YRDj3+0n9WvFkBNnWNId/uJOjXQ3/b1hRQh6Bmd5K27BkcpRkAHJrW5T+JS5zqXEusXEh6vZ4nn3yShx56CKfTyfXXX0/t2rUvehxCCPFvSdJ3man50F1EjxmNoigcHf8tuT/9hm3/pfFSedrN16Po9TiS3YlZzjOP/m17n7YtCB85lMNPvsKsjWtIvrENxtfeofXzTlwOB4cefo7CdZvx7dAav05t8WpU7z9L+jTg8T1ZJIb2xBzuT1napr9sawqIw1yjBV4N+lOStOqcr6Hz8MOn9jUUHv4Vl7XoAkQtLpaOHTvSsWPHqg5DCCH+FXmn7zIT8/RD6ExGVKMB84j7CZs841+dz1uvknFNPNNahv/r2JzpaZUJ37kIHtiP4Ot749WoHhlHspj75gJK0nNQzR54RkdgqhmGztsLFIVdg+4iZ/6is5/0X/g42caxrlOJH7b0L9tYIjvhFdmJ5LrFhDW/n+ghs8/5/MFtHib6+sk0eSyTiN6fXIiQhRBCiHMmSd9lpuJ4cuXP3h7l5L372in7VQ8TqqfHeZ1TVdyPNy+UOhPeJO79l1GMBmrccTOmCPcEjYgH76LtvtWYIt0J5rGX32Vn/xEUrNpQeWx5whEM/n5k/7yInF+WENjnKmo99yh+ndpcwAjdzOGt8as/pPKzy1ZCedYeSlI2/OUxoe3HENLuUSxZDmxGJ+UZ516Xr+jI4sqfvWp1+ychCyGEEP+YJH2XmaMvvoPmdE908LZAo9ceAp2ucn/LtfNps/2vR6p8O7bB0qJx5Wddx7b0evQ17q3wrtxmCAki9vVn8KgVdcZzeDVvTINp4zGGh7k3qCp+XdqhepgACOzTg8Cru+HXpT1xbz9PzPOPYYyPxxAWhsHPB0Xvfqugxh030/SnqXi3agqA3t8XW14eBes2E3z91Xg3a0TO/EUkvPYFWev3UvOBO/Cq0w2dhz8Gr78fmQzvMY66d29FNZj/sk3UtV8Rc8M0dJ6BldsSJrXmyPRef3lM0q/3kr/ve1zeZo60L6G44tzqBYZ0eIZag7+v/GwrSP6b1kIIIcSFJ+/0VSFLw7rUn/IR+SvWcWTMK2ds41k7BtXTg9I9B4h+9mFq3jsC5Q9Jnmr2ROfthbOgEICirbvQ/Wmkz1gjlHpfvYchOAhzjLvcSN6yNaR8/BWNZn2Boqr4d+9YWfC4ybwpmONq4SyvIPG1D06LKaBXVwKv6U7mrHnkpmUQPKAP9T4bR/L4r1F0KnovC9kr1lKwegPH3/iImGcfxrdfP9ITbayp2Qw0DQBbRjbWtEycRSUA+F/ViYhRw0n5fBqpn06hcN1mgqICKOz7JMo1TmJbFVPeNpjS9TmY/Gqxb2IjbPlH8A3xQW/UkZuSj84zkOA2D+ER0ghTQByKzgT2MlSjFy5bySn3kfzrfRj9a+Esz/3zLQKg6D2Ju3UhxceWkbHa/f04StJJXfIkXnV8UGM6ENR8JMmb5/zt96y3hBLW4UlUgwfW4gxM3mFkbXj3b48RQgghLjRJ+qpQk1+/Q+/pgeeIm/Dr3okd3QbgLClF5+GPX/3B5O+dQdPfZmDw9cFWUIjeYkHR63DZ7aCqqDodOg8Trbcu5tjYN8hfuZ7yw8fImHZyRMmnXUvqfPgKnrExlds0TcOanoFichcUzl+1gZRPp1TuL1i9EVSV1D9s+6PkDz8nb/FKSrbvxhAcCHodLquNwH49MdeKomjLTjKmzELv60Px7n1k//w7DksQRWt3VCZ8ANlzfyH7hwWVn3N+XsQBpwtrRlZlAvrcr0+wyXCYH9/5haPzcjHkd8eak4wlvDXOMvfqHS+teBlLgB/3Rt5LxIiHCe1zF4njJnBs9gA0pxX/hjcTff1kjs29hcKEeZXXK01ZR2nKur/8flSDBXONVjhtxadsd5RmUPDODfjOH0hm+ta/PP7/52g4+giOslwcZVlY8w5j8g47LQEFUI3eGP1iqMja/bfnFEIIIf4JRfvD/4TP2lhRzr2xOKs2e1dhCj75aNFZYQVNo2hNEiZrJ9J+eJu4yXdU7nc5HDhLSkmd+A1Rj43ClleAR1gIAPaiYndSqFOxZmSx5+Z7KNt3kCbzpuLboRUAtvwCSnbuJf2r78hbtOLf34Ci0OHIRhS9HtXDhNNqQ2cyUn48ia2d+9MxcSuKqrLvrkfJ/dMkjCY/T8NcL469w0ej83CPZOq8LKhmT1qu+JHchcvYN+JBrrqjMzXiQpk+9gyjaaqKX6c2xHWaiUMLQnNp6HtvR0msR8n6JA582RY0JwFN7yDi6g9IWfQoeTsnn4hdB9qZ6wF6BDfEJ7Y32Zs/QTWYcdpLweU4Y9uz95FKzMCZKKoe37g+ZG74gIrsPeTvmYF7zvBJMYNm41fnOlLSZpK78RO0A9v+2TWvIAsXLiQoKKiqw/hXcnJy6NOnT1WHIYSoXrZqmtbqzxtlpK8KbWndm0Y/f4NP43ooioJqNLgftfaqA2SR9eAU/BfH4tu+FTpPTyqOJWGOj8VcrzZrI5qj9/Wh4ewv8W7WEIPPyXfyjCFBtFzxI5sadeXxd19hQ0wdph/OomjD349Kna+gfr3QeVko2rkXa0oawf16UXbkOAZ/XwCcZeXozJ5Yk9MwBPpjz82vPNZZVobBz5cmc77Gy+SiIL0QY1gI6xt0JnveQrJOjAAum7z6L68f//7LhN06kOwPjqDl5KP3DETZ0AxHXh5Gn1ooig5UHSb/WFS9qXLptP+P/B2dM4SiQwtOO29Yp+fwq3cDpakbKU1Zi9E3mqCW95K14X0cZdnn10mai+M/3IRXzFWUpqzHK7IT5Zk7+XPCB5DZxkJu7WJ8aw7A2K0x1jtO+/1a7X05vOUFPd/IaWf/PfHKK6+wZs0a/P39mTVr1gW9vhBCXEyS9FUhY2gwvk3qV352lVdgy8rFmplJwaqNOEtz2Hfb/XjGx9Jy9U/kLlpB4rgJ5CxwzwLV+/tiCPBDUU7OvdU0jcKtO/EIC8Xf08jwICONUg6wFBWnn5nSgrILFn/hpm1kzv6Z1IlTsefmU7J9D+lTZuEscj8OzZzxIzVHDqXBtE8whYVw/O1PSH5vIgB7b76X9ml7cLoMlGlQw7OCvd/OwZGTx4FRT5zT9c314wFIX/Mshas3YvSvTY0uL6G3BOMd3RXP0CZYIjoQ2v4J0la8SO6OSQA4rUU4bSXEDv6esvRt2EsyMPrFYLXnkXR8PLm2HXjbeuER2ADNZcc7pgchbR/BXpJB9qaPAPAMa441NwGX/fT+NNdsS0i7x6jI2kv+3hmEtH+CwCbDydr0MT61r8a7Vg+c5bkUH1tSeYzeEoYaUQebxUl2XRsQBRYfKJV6flXt2muv5cYbb+TFF1+s6lCEEOJfkaSvClUcS2JrtxvQeZrxiAzHWVZ+xseu5YeOsjaieeUqFaaIGqgeHtR+6zk8oyMAd7KHplG4aTt+7dyjIVE/f0vDXjdgjg7glVXPsGHuFj68beIFi9+3bQtSP59G6Z4DAKR8/NUp+4+OfZPMmfNosXQO9oLCyvf0KvdvzqPYuw4dI44QmrybG+8J5+U5cSSsO3xO198z6C70AX5Yk1IBsOUfIfGnYXiENMY7ujtlGdtxWgvwDG1Cwb6ZlccVHf6VxJ/uJHbIbDxDm2LwjaE8xpv0RhWYS7/CK8WJLtVCWLcXMJiDSFvxEprLSUjbR8je9BHmmu2oM3w5ubu+IfmXUafFFdH7I8yhTXHVvgavqM54RXWiPHMPwa1HYy/JRu/pB8qpE+e9O9xO1J6aZOj2kdfUgiGrEJM5Au/6V1GSuIKK7EujAHd11KJFC9LS0qo6DCGE+Nck6atiZfvcS34Vb/37em9/XJas6a/fYQwJwlFYhKZpKIrC9qsGofOy0HT+NwA4bTb0/n4ctIJuXzorv13Hmhl/XX/ufBmCA6k/6QNKE46wrfP1f9mudPd+1sW2wVladnISh6Lg99kPFBYacP46gX39e+BRrws2bT8MvA/WPX5OMThLSnGWlRPx4N0UbdpG0Ub3O3AVWbsrJ0NY8w6TtODu044tOjyflNXP4SwvovTYcmIe34qhTCFsnwGvYi80zYWq96QkZQPBbR5EUXUUHXWPsFpzEyhI+In8vTNPOy9A8i/3YInshG+9gXhHdSJz3btU5CYQfd2XoKooOgN688n31PTmEEKb3ENaSDJ537+M12yFWoNm4Ri2Ar3JG03TODpnMMWHfz2nfhFCCCHORJK+y1Dqp5MxBAWS9vUMmv0+E1NoMDo/X0q27ybj+58IHXw9BUvXsP+uR9EcDhzAZyO/vqAx2LNzOfTYi5QdPnbWts6S0lM+G2uE4tmkJdZSEzf2D2VddDR7i6zsrehCQcVPxLWJJTg6kPXfbz7ruT1jo6n1/KMUbtzG7sffAy9ftG0rz34DBiNFTz+ElnwY48Y6mEuMxG1wz2b+/+QmndGCpWabyncBzTXc79hpLgdJ8+/CZS9FNXpT/55dFB1dXDnqV565k/LMndgKjmIrGEhI24cpy9iBo6IQgzkQl9OG01aGV3RXSpLWoKh6jKofxoVTca6bT5HOSMqSJ4noOe5kvOcx4UoIIYQ4E0n6LkOpE6dV/ryp6VUYQ4OxpWcCcPzl97GlZJA26btTRgf/Cxnf/n19ur9iS8sg6vsneeOVa1i2w4yXpx2/YCea5qTmqN4MGmgjrFYQe5btpzj39NImf1R++Bj77niY0n0HMbz1K0pACNY+NcFh//sgnA60fVsIyA0kpOYDpNcqwyvFhi45CXNIkz/kWErlaKpncH186gwg5vpJOCry2Dc+DhQFRWdC1bkTxn4PXY1fmA/Tn51D0eGFFB9fjrlGS8zhrVAUBVtRKgbvcDxDGlGj81hytk8i5bfR7HrHvzI0RWcivNsrOCoK0Zw29J7+2Iv+mzWHhRBCVB+yIsflzuWqTPgAggf0JerRe6h57whiX3vavXbtJWjjB7O4y+8ufvpqHRU2PScWGcGWm8fnD05nwl2TTiZ8ioJ362b49+h0xvvJ/WUJFceScHz4BPr5n2AKPYcSHy4X9icHoTP4oLrAY80WMhtCQX0fMta8hbXgWOWIn6IolT/H9J+CavDE5bC6T2MtYs+H4aQsfoy4oUu49vEbuPaRa/CN7wmA5qgg6ec7cdnLKDz0G0kLRqIoCuZQ9yok3jHdTgtNc9qw5h4kf88MMte+idNWguY8SxIrhBBCnIXU6bvC6CxmAq+9Gt92LQm7bSB7brmX/KV/XfakqilGEx5t2lO+cS0GX2/sOXmntQke2I96E92POrN+WEDy+MlUHEvEVVZ+SjuPWlG03riQwk3b2HXtsHO6vuHDX9HFNcc09nGCrn0db1cYyb8/SmRv90ok/x/l++PP2ds+J3vTx9jyj568dlAD6o3cio9PKSgahQUWEuffTcmxxTjKsql71yY8Qxqz/4vmhHd/jZytn+GsKMRRloWtMAlF7wmaC81p/Uf9eKW6FOr0jR07lq1bt1JQUEBgYCCjRo2if//+53y81OkTQlSBM9bpk6TvCqX388WnbQv3bOAT37F/DV9GTxnJ/K83kZgL+UtWAe61dH1aNSXtq+mX5LtjPh1aET3mATSHA/+uHQDIWbCY/Xc+cmpDnY6YZx6iYM1GClb89Uobf2ScsRP8g7ENbYVHUD0snrEUJMyj0YPHsRWlYC/NxKtmGwBcTgeKqsNWcIyDUzvjLD81QQ1qNZrwq95A1RlO2X5o2lU4yrO5PTqIu3wz6bcuiWybe2hTNfngshbT6NE0nBUFpCx+DO+Yq8ha9w6Osqx/0FtXlksh6fu3JOkTQlQBKc5cnTgKCsn7ffkp28Jqh9KwSz3Wh3bFOzyWrd0G4FWWR9jLY/Bt15KClespO3ikiiL+a42+/RR0OjY160G7A2vQ7Hay5y08vaHTyfEzrBX8d5wLpoJvIMbxv+PyCyS3bwRoCiVJq9BcTkpS1lcmfarO/dvF5B+L0SeS8hNJn7lmW3zj+pGx5jVq9ngTTA6wqaCpaJoL77g+ZK1/h+4xbWmtFRLuE0CxLoI6I1ai6gwcmXkdZakbsUR2pvaQuQBUZO4ib/c3/6LXhBBCiFNJ0leN7F9zkEcbj8V3zBMED4jlqSkjqNs4lJSftjPzsR8uyYQPIOnDL1BUFUd+AelTZ2NLzyDn599PaRPY5ypiX3+WvUPvp2zfwb8/ocUHtcdgXCt+wjnjY3A50BfbqV3jXrJa3EfOlgmkLR9L3TvWYanZ9rTDi1M24R3Xj9COY8nd/jkxA2eiM3pRdOQ39/JuVgVMTrCCoqiEdRiDvfA4Y4ri+ST6TnYX3UBg086oOgMup506ncdQYbeTtnQMRv/alKVtOeNKIefDEtGRsoxtaI4KdJ7++DQbQWi3Jyk/sJTEH4f+q3MLIYS4PEnSV82kH86kfOY8jOFhlJCHs24gNx06hM+eLWyp6uD+wh+LPh958hUUvZ5mi2ZTduAgBx96DgBjzRp4RNTAEBiAEhmHlvzXBZ51V9+E/v7XCez+Er4Jxeyf2BDjmrUYb34Kcw13Yeu4W35Fczkpy96Cd0R3bKXZGC3BAJhDGuEd4R79c5RmoDN6obmcBLYYiaMsF4OvL/gW40r3RtUZ0FwunLYSkpc9R7LmpM5dmzGHNMJRloveHIhWoy0GxYhj65fk7vj3pXV84q8ldvD3ZG74AJ2HH6F9r2ZPHR+OKVDLuw/8+K8vIYQQ4jIks3eroYLla9l13TDeue49hvreywMTVvD03vNcU/Y/5BlXC53F/NcNDHrM9WrjGR9buSn9q+msjWlFSWQ7jF+vQ71h5OmHeUegt4TiXPoDji9fwc8vGUNb930bvEIBKEt3r8WaunwsqUuepOnt7jWNy1I3AqC5nByafg0uhw0Aa2Eyez+th6M8D52HP/sm1CZj5XuQFeBO+DQNRVWJ6T+VmAHTT1wrDJfTQU76IpKalZFaT8OlQnC7R/9lz7mVpW0mf98cCg/MRVM0KmqUVP5OT82ccEGuIYQQ4vIjI33VnAb8nPH3tfAuJo9aUbRat4C8pavZe8u9oKrgchE86FrM9eJIfP1DwgYOQ+fhgT3x5KQTpWYtXGnHUfZsAkA/7HGiOtUke95CCtdsBBTq37cXZ3keez+phXP2eHzfGIpq9AQgb/d0yrP3Up69B6VhG/J2TQWXk+ytDlR9BH51rkXTXCiqjoBGN6GcmKwR0uZBNGcFBkswvrV7EzNoNnpziDsGJQEHMYAJp7WYiuw9BLYYxcGv21Jv5A4C6w4h02bDqWoU+9vInvU2gS1Gkb93Fi5r4T/uQ0dpJok/uWcvl/ur5PgOwT/9EJnvP4V1x5p/fF4hhBCXN0n6xCXFlpFFzi9LyFm0Cr9eXWk8/VMy5/6CX7uWmMLDSPlkEsWbduPIVdEHmKn31ftkHSujtNsoHF++jHP2BByfPY/Rz5Mab43EEOB3IunTyN0+CecfkqntPYfAiXIsoFGesR21z1AMj72P67Nnsc/9im2f7CPqOhuKmoGzIp+c7V8S0ePtytp9BkswYZ3GAuCsKMa3dm9sRakUHPiRiHYdKSkwoWkaTlsJpuAmhHW6jlSdB+mrXsLoF0OE48HKeLz6T0Nn8iK005PY85NIXDASW/55vGfp7Q8Wb8g4WchZO7AV+ydPk7ljNVrSoX/xzQghhLjcSckWcUmKXLUVnclAeJgNnad7NC7x/YkkvfUJwUOup+74N+DEo9OSzGL2LMvF8eUraHs2Vp7Dt0NrSvcfxJF/7qNmSs1aNB/3Nk8OLOKz+77neN6t+De8EZe9HNXgicNaDF5mnHpQXAr6chcKKop68k0Jl70cl6McvWcA5RmbMQY0RGc0o7kcKKqePR/HEt7jTTSnDRQVg3cEHgHx6M0BKAYjLrMLXameo3OGUJa2hcCmw8nZ/tVpJWL+zPDFStRa9bH2j4WyS2f09t/4c8mWl19vfkHP/+LY7Wdtk5GRwUsvvURenrv/BwwYwC233HLO15CSLUKIKnDGki3yTp+4JHllJNA0tAy/Ca+Q9NGXFO3YS2DPLhgC/d1FjB0OFFXFusEP3bZYPGe9RI328RgCorBEdgSgKDGXiAfvod6X74FOh9qxL3j7AaCcWDbtjyyRHal/wyIsO8opLzPi9GhOzt5vSD/wNarBnXjqTd5Etz+EKbYAX1MJmr28MuFz2stRfp2JLfcoOpMvhfvncHBaL7I2voe9LIeS1A0kfN0eR2kG/vWHENhkGGlLn8YjMA6jTziFhxaCS8HpKuHwipsoOrSAgMZDqdH1ZfzqDTprn7kWzcS55HuoKLtA34IA0Ov1PPLII8yePZvJkyczZ84cjh49evYDhRDiEiOPd8UlqeiFx2n60VC+WbyTxO0/YwwOJOzWgRjDQvCIqolqcM+K1ewKutYFNOz+FTqTHh+Ph/HwaoS1LIOK6ABq9M1E9alA7dgHw/Nf4/hpEoHb8gnv+jIJUzpRfmLiRnjPd/GJvRqjTwTJBz356N3rsBsyiL/xRfJqWnEklqPXuxO/1FVxgJ5iaxE5Wz7DmpeAV1RX4rxuoevO29m5/2vuvGk6rtyF9HdayVzzBt7R3fCJ7EDNns+xZ+5wsrZMwDeuL4/W8iEt6Vv2NXyKkuNLKVv2MLllxZXLvOXu+ArNZaMkccVZ+8w557P/6uuo1oKCgipHGy0WCzExMWRnZxMbG3uWI4UQ4tIiSZ+4pJgiwwno0Zm06XN5pfc7ldsPP/EyiW+Px1VRgd7Pl4rkVPInf0O7l0eR6AwA9NgdUKJsQLGGYjSHkhJTSulWH4qfvR5XThqOHz4n1NqAoI5XYStOx2UtBkDR6zHXaIbRN4ojM/vjtBbgrMjH4F0T1eRNQKql8neKy+XEXpSKyS+a/N3fkrHqRVB0eMdezZH86Zj9gjhQYw/PR7xBfFkE8DgAib/cS4uh8ymK6sf7d97GOHUIRksoz9cLxGmdSeiESTRSstl2VS2eyu/Aog4zSVvxIrk7viKo5f2Ed3+dne/4g8txkb8R8UdpaWkkJCTQsGHDqg5FCCHOmzzeFVUrqAaG939CadUdgOgxDxA37gX8Op1aFFlzOLClZxLzzENE3DuCvraNXPPKMPp5JhBfkUzi0gNQXkp+u9aU3KaRF1+GzteBd4iNO57vgFKrPuh06EorcOo1SnN34bKXQmAoLfdvJmCsF4WHFlD75p8Ibj2a5F/uwTuqC2guHOV5aGjYcaGqOoy+kej1DjJWPA2A3jOAgIY3YQpvxC8FQzh+fBo5Wz9n/sqv8K7dmzp3rCeg0a1YvWOJ1x8kb3AP9DoVFIVban1Hr30m7EXJZNsc7C2qIMOvOS5HBeHdXqbOHevRm4Mpz9wlCV8VKysr46mnnuKxxx7Dy8urqsMRQojzJiN94qLy7NQV1duH0oXzAVDCa6E2bo/acjvOLctJ+uBzSvYmULB24xmPT5syC2eFlV2OQxRH9aassIwMrxDie6jk7jyIecNaYnqOIvfgQqJiOqJ6q+TvtKMbeA/m5tfjsTaP4nAdAfSmKLorhbWMlOOFzgk+8X3QNA2jby28a/fBmn8Ej6B6lGVsx+wZQG5cMfWxU3DEwoOP/0hqn6d5tsOrOMqyOTipGdYi91q5zvJcUhY9gtE3iuhrv0ZvDkDvVRODoZQkXTSHFtXBbk/B5AlbN31L5rGdAKSUO2i0PImmTz6BZi8FvQc6ky86oxnVYLk4X5A4I4fDwVNPPcU111zDVVddVdXhCCHEPyJJn7iogt78AF1AIKWLF4LDgbZrHbbb26JlJANQcSyJtM+n/eXxZfsOcuyFcRwDeP1nmvZswOM/PsbSXTb2zVxJ7owfOWovIObZR0B1kvjOZ6x+91uUNhnod2ZgafAo+Ys+Jm/PIkqOL0dR23H4uC/gi7riHuK6TMRSsxW1b5yLvTwfa2EyiXvepX7YdIISvaj74CpWvViDzDRvUg7kUG/UTq4fsJwmHT15IG4MhRUnY40fsRq/UCMlxWD0Cubeh+agU1288/JVmHwiODb3FgoT5lW2D+/5DpaIDiiqjvK8Ixyb0ZfQTs8S3PoBnLbiU/pBbwnFUZp5wb4X8dc0TePVV18lJiaG2267rarDEUKIf0xKtoiLytSyDaq3N+Urll6Q8xk8DPR7+GpyHnsbZ0kZ62u7l0fz7dAagKKUAtSeQ9Df8giOGR9hvv5RyvcswvHcrZXnUKLrojRojWvzUkwjXqamritGUzAeDk+cOhe7X/cmcswWvE21SXgvnoYPHkVVdbicdhRVR7umM6jXMIOxnV+nrLAcRe9J7Zvmo/euwb1P7qcg35t5czrTsMlRQsPyWLaoNfkJ80mce6M7gMBQFL9g6nSfgimgLqrO/Xexsuy9aPYKLOEtsRYkYfSNIGfbl5SlbSL6ukmk/P4IeXtn4LIWXZC+vBT9uWRLVdixYwcjR44kLi4O5URdxwceeICOHTue0/FSskUIUQXOWLJFkj5xRfDv0RnNbqdg1YbKbUqr7hgeeRe/uBCUkjzyM5xouZkoYZFQUYbtzg6oPQejP3QUR8p+PEe8iuPGWwk5ZMI3TY/d00WR9QjprzQDFPwbD8UrshMBzYZRbrGjS8/j4OTWaNHxGHPLqMjcidK8CzrNQKM+C3BYi9CbfDAZbFjt7hIxGk40l0bmuvfI3zUZvSUU7a1JuGqE4vnCC5jNse5VPjStMsGoyDuMR0AcmqbRsPERHGvX8F7WbD4MepBftDgOfN6kCnr84rgUkr5/S5I+IUQVOGPSJ493xRUhf+nqUzf4BmJ8cxauvCxqRxWh1+vZpIVhe7w/hnfnoobHoLtrLPohD+CbasB77T6SfrqDsEbD8M7Vgd2KUTPhcTT1xAk1Qrs8g4dPLY45f6eiTQdCtuuh1w0YHniDoCNGsl/sDOPmoJUUopu/kXhvbw476mPKMFHhU4xi9gIXKCjU6PQUfnX64bKXY8+LouDQBqK6voequOdWaS5H5VJvjhMjeeX7XuXqx2uyckNdIhwZBGcsprBw/8XqYiGEEJc5mb0rrjyKAnYrjokvoKz6kUOJPhw44o3j95mQmYzj9Xtw7duMa8U8nKt/xSNfo7RNA+zWXNKfbUD2b2PJXPUmOpdK7ubx7nP6BZEUn4VL0Qi1dMV0PAvvigD8ioPB4SQ71gYaOJfNRfHyJad5c0KduZTOuJay46s41iib1CNfo6g67CWZ2EtzKE3bgqVma/wyjYSk+qIqKtbCZFxOG6DhctoB8KrRgqzNEziyaCIP132SEnUStfaoPD3vM9KXj626fhZCCHFZkaRPXPoUBd0tD6O07PbXbXwD0Y14CoLD0T34NqafjuKRXEA9r/txlukoKvFA3/sW9C9ORjuwDfvD/dAO7gRFw1JiJPSICV3Lq+CB58lP+IEycxmJjQuxxdWCwDDUtr1wNmxAmm4j1vTdxB6tjb7Iiq5WM5SCIvxSdHhHdSGqvB2sXYwysRf759zMwdQVHPfaihYcQpHzGBU5Ceg9/QAXesvJx5blWXsoTd+OyTcSzeXk2JwbsRUm4nLYcFpLCGoxEv+GN9FjQHMeHNuKdldf3o88hRBCXHzyeFdc+gJC0d85FlfKEbSj+3B8+izknjpzVe3UD/3Qx8Fajnb8AK7Egyg2J6pqxu+nbyk5tgXl/rdRW3VHiW+C2mMwav1W2J+5idyOaXiYI1Hvfg41uAa1ve4gOeQIZcEq2n1P4D/2WWKDUthz3EZhw0AUawQBh+2oeOJdtw+FQRXkvDCcUL/u+HjWxZgKB/Zu4jhgrtGKiEaPYF+WTfLOAxw43Aydhz+gEXbNq7g8nKgVOhRFT0nyajyDG6AzeOLXYDAeAXEAFBxbgl98XzxrtOK3WZNxOFwsm7cDAEOdetiPHgaH1PATQgjx9yTpE5e+3Axsz9xEo/tu4pln9PxUdyS5K1az5KuVlU1cS77HbrfiWrsQSotw/fw1zv53sq/JIWyPfYDauB0GvR70evQvTXW/X2fxAbM3Wds+Qa3bHEPwNYRuB2O5ijPQFwDDkSxIOY5hQBNwOVACQlGTIbW2g6BjOszZTmptNGPq9j2J80dhLUxGbwmm9i2/kr3lUwzekWSse4ewDmPwbzWc0uItODMzAFAf7UyRfy5hs834N7yxcuIGQN/H8vjthd4krlkNaJgC62HNTQA0fp66noCYEObsep1cXQBPvr6dws8+upjfiBBCiMuQPN4VlwXvQi+6dolCUxSaDmpCu4lP4B/ud7KBtRzXolmg06N//iuUxu1QfINRgsLQDb4P/eMfAuDKSAKjEcXLFy3tOOr1d2L8cAGGl6eiWSvIqefCoXfhdJaA04WjcSxFEz9jY7dbcCYdRVEUCgIKKazpIKN+OQoKpmKFkiAH/v3Guh/POu2oRi+i+n1BZO/3ydn8CQcmt0G9rx2N7jpKaEf3Sh4l82bx6NHvWdl1LA/U/hlw14QDMAR2IrK5F+D+bM09QP8R7eg9pCUAUW3jcZrMTC1pgUeHzhflOxBCCHF5k5E+cVnwiuzA9gWtKb76N/zr+KCqOpwmj9PaKbUboutyPRhMOF4YBtZy9Hc/B7gTKiU0EkVR0DQN1WpHveWhykRLS0rAfmgfh3LyoMsDaHYbSrkVZ/Je9I99gC6uEeZMJ/67bKR3taBmF3DAvBF9y144PUDN06Gbv47En+8gdsgc9J7+ABj9a1OWuoGSX3/Ai+EYvGoS2XciKZ88yvGUeBjVjqID0zjwzRsENLqN4NajmffAe6SuXVh5X6rBzGNvD6SszMa2XRnsmLWWJ5QAdM/3wVg7/iJ8A5eGkXMbXdDzfTlwz1nbWK1WRo0ahd1ux+Fw0KNHD+65554LGocQQlwMkvSJy0La8rFkbx7P2kdTCe/QAP/4CIqOZZzWTktPAkBt5F6717lkFurAUagBIeB0oOgNlUke4XGggSstEQUXzh8+R6nfEsf+Vag/eRLh6oihoIzDOh3OxbMwxXfCO9cfH50feU/dSc6eGSjNO+NXGoIxrCEVu9fhFXkTXlEdSV/5EuaI9pQcXUJZqrt24NCmCUQ2nMg07R7QWcjZ8ikffL+Lj3/YjdPljilt2S7Slj112n1FXDOeD2Z3p8+gdUxY/gQj4p8meeZ8DFsScGSe3g/iwjEajXz22WeYzWYcDgd33303HTp0oHHjxlUdmhBCnBdJ+sTlQXNhL3bXzEtbt4+0dfvO2Ezxd89qdZ1I/vQPvIni596m6N117yrfnfNw/6oLj8E+6TXQG9D3vwvt+jvRUo5g3uSLNdwfw6vfocY3xm6rIMOvjLxoO7bO76K+WYxr9QLM0Rn46TqQvGkmh4q+pDR1PWgujL610HvXrIzN4m/BO9CC5iijNHU75Vm7ACoTvj/SebnX2nWWlAJQsP97dpp86N1yP2HxfkTXCeHA9mTshw/+8z4V50RRFMxmM+Beg9fhcJzy/qUQQlwuJOkTVxRt/1ZcmSno6jTBYfZGiarj3m4tx/H7DCgtQenUB31kPK6cDFwrfsSzzY1w93OYtuxD23MUW6NYDEFxHCv/Em3QSDiShTP5ELrIeLTyUmzl2aD3wzegHUHDn6Bhh0Cia+9gpfIjR2ZeB5oLU0A8EVe/C8BxRwUFCXN5rc97Jx4tP3LW+2i1cSGKqrChvvt9vaLDCyk6vJDHFpp46pvx3PjKRN4a3B+bVWbtXgxOp5Nhw4aRkpLCkCFDaNTowj5mFkKIi0GSPnHlaNoR40tTcMyfinP3OpQGrVAi48BhRzF5Yrj+zlOaq0FhKIPuxX5i1KaGoyXO48dJbghhCSZKutxPAXbU2if/B+86vAvHY/0BCOn9MZYGbdk45X4MN7XGUeSFzjOQ6P5TSVn0GCVJa/EIbYJv/cGUJK/BUZbFuS57mL98rbvI9J9EtKjFr1uvx+bywen8px0lzpdOp+O7776juLiYMWPGcPjwYeLi4qo6LCGEOC8ye1dcMQxPf4ri5YtatxmuzcvQj3oJRVVxLpyOc9vK09r/cX1bgOP+W0gKOYArNwOvXD3l3jb3DueJfwEt+Uhl+5TFj7F3Qh3St3zL/IlTOPBNXywR7fFvcCPmsGYcnt6T3K2f4V9/AF7RXc/rXg6OfoaDDzzNjFbhbOgagwp0GdWTVxc9wfW3reLwd31xSm2+i87b25uWLVuyfv36qg5FCCHOm4z0icubwQQBIehuHI0aVANN09C16IKzeWecG34H/2D0/e/EufxH7F+/gaFOO5ToemjhISg693/+msuFoqpocfVQdDoUIMH8G453v8LQrj+WDCe2W26idN7bOH/4AoweYKsAlwN7UTKRny7Gx9UaQ6qJhC2PUPBND0pT1mHxMxMWqaEBis543rdmwgePksHEBi5DVSD5qkcpduaSkhaFreDI2U8gLoj8/Hz0ej3e3t5UVFSwadMmhg8fXtVhCSHEeZOkT1zW9E+NR9e1P5rNCoBr+2oUszdaeiK6a0eg+gWhlZei6z6A2MMLueOWpniYD7DLms13x5uiaS5cxw+gxtRFKykED08UkyfOmCgcmxbi2LSQckDnkYh+2Bh0tz6OdmQP9vt7VsZQvmkj5u7Nwagnuv4THFrVCoBbXhtEg95NmTo+AXNYC4Jb3cfh7/rgshWf072142F2HniF1w7ciaruJXNXMmPK6vLcxOGMe7Ylu/PqM+nt3y94n17KzqXEyoWWk5PDSy+9hMvlwuVy0bNnTzp3ltqIQojLjyR94vKl6lDCot0jdUYTjhXzUMNjcHz4BGQk4XjjXhwfPQkmD9S4ppSPnchLyR48WG8z0d7FUJCN4heMLrYBruMJKP5BKCZPAFxL55xyKc1hB0BRVVx5J5eAU4wm8tL3kvf1ndSKeRSvsNYoBgtYC1k6aRUup4uDk+cS2nMy5hot0Zl8zjnp28k3GPHiiMfvLGwZSbe9H5JYUpOa1iKSPHQE9W9a7ZK+qhAfH8/06dOrOgwhhPjXJOkTly0lug5q3WYA2L99H/0Nd6F4+aLUb4l2aBc4HVCUB0BI/bupOFiOR5TCR7McKPXb4Fw9A+esjzA8/zVq3WbYJzyLlnQIbeda97EmTxq1j6btgJZMe2o81j2bCB70LuZ9HiQCqp8/4Uu3kJ3nDQ4HrtXFKJqOOrevoWDfLI4te4Zj2xMBSJx/FwX7ZmMvzfyLuzkpokE41hIr2UnHSWz3OROXv8LB79djm7qewf2+4ZoRR3g4ciOJCy/+qJcQQojLl0zkEJclg6eR8FfeAcB5PAHXzI9wfvchjl+n45o/5ZS2Os9ATIMep6hxAEHH/fFLUlCMRvTXjUCp3QTn9PdwZaagJexA27bSXcS5diNMCxLp89a9dL/7KgKG3AaHdhCUHYKzZUuU2IZoNhskZGMss4Jejz0ylKSFo9F7+qPz8K+8vmryofaN84gZMJ2ARrcC4NfgRjzDmp92X3qjnne3vsK7217B09sDDy/3yKO1RSx9Vh3GI+coWEtZ+/tefvx67X/Uu0IIIa5EkvSJy1Lr98ZyQ18Tfh7l6GLqotSIRstIxPnZc/Cnsii+da7HYFNRy2zk75qBlnYc7St3DT39nc/gOrgDNTQCz9d+JLCZu6yLVlaClpnMF+9v5+mndlMwfBy6QfdyYMF1ZDc3ox/9BlpZKYajEdjMJtS8Ikq/eJy8HZPY9U4ANeoc5J2946kRH0p499fxiuqE3VZI2XPP4z/2d2L6TyWq3+en3ZfD5iB5Xyomi4mIBuHsWrKXD277jHcGjwe7jdzbOvFDh2t4Zthktqw89N93tBBCiCuGPN4Vl50nb27Gj/EDSSwsw7b4B2zfT0ep3xKvUR9BUSGla6fhnPMZ5GUBUHJ8KaEpWdTNC+do505YY4LwmfEb+QumoSVsQzfoXgBcnia8a/Ugd8fXkH4c29CW2IBCv2B0Wgiu5XMhIBTNbsO5fhHq9XeSX8cDQ4EV7/VfotOvo9gSSmiXF2napyWRsbt5d9srzHpjFfuSG6KPaoTm54updhuKFy8nfdUrGP1qYQ5vTcG+2ZX390L3t4hsWJNDG48CsHHu1sp9qk6l16hu7F62n7SE9IvX6UIIIS57MtInLjvd2saykGksm32Mss5D0T/xMWrHvkRt1BF7IBy1yw2YZu1BqVkLAFthEmnLn6PUmkzFz5+gHjhAwfovcC2aieu378DoiQ4nD9fdTM7q0adfsCAb54Rn0VKPgaKCoqC/4W6Ult0o93fhLDjAu2/U4eXFT3DVw48R3OwO5v9ewIefOLFWOLEVZ3L426vQV0Cd5RY8F60nZdGjlKVuIKL3R8T0n4pnaLPKy5UXlXNw/eEz3nuddrW54/1bueWVAf9F1wohhLiCyUifuOzcGPsWXhUOyiYPxRAWg1ZWjK5tL8pnTiMm1IS6+ACu5j3RCnIrjyncNYPCxEVQmAvzP8Pw0a8YG7TCelsLnOOfxuOncXwf7E1JTv7fXls7uBP7szdj+WA2llreRLqOMLB/HrMX2zEkljDg+vocKfiRiZ/9TMZdb/PYQQNFexYBEGcajSH6Lg7RnaLIjlhzE0hf9TIlx1dQnrX7rPet6lSemD2agsxCZr0471/1oRBCiOpHkj5x2SmfPRHbkAcwvjcP23XRYPLEGV2XweO6Ut7yGnanX4t1ynsUlhYBoLtxNEqLLuhadsP+wnBc63/D+f14tH7DUUJqomWlkFesw9jmWUI9jpG57q2/vLbh1W+xtGxDTa9cSj29yTho5dDmH1nw2FzuqlfGhokZ/G5ths0QjPXwYWwJ6bh2rcOsU/ggP4W0xr8wePkM8vbMdN9L+lbK07f+5fX+SNM0rGVWAiMCqNcpnpQDaf++My8z/XbUvaDn+6VZwjm3dTqdDB8+nJCQED744IMLGocQQlwMkvSJy45z+vvg7Yfi5euetFFRhpawnUkPJuJ6rT+lNYyQll3ZXjfoHvAPRstOQ8tMBsAj24mz1VWo4bUwfPs6T311I3O/GIAjpuTUpM/LFyWiNtqBbe5rr/2V/jf40jP8OB8u9GDbqxOYvNM9i3ZF2p2UOzLIKM0Cskjv36PyNH4eemIy8jk08WfSNxz/R/etuTRe6f0uNzzZh+2/n31kUFxYM2fOpFatWpSWllZ1KEII8Y/IO33isuScNg7Huw+fsi0nKY/8lx/EPv4ZrD99V7nd9sJwFEWFgFDUASNB1RHS6E7C93qg+2o8vg+/SJ2QCtr3/YWjrcvQjxlfeaz+iY8xfvIbSu1GALjmfcmqrTZWZERx8JW33DX9TjhYOIUUbRW6mpFQIwYAJaY+av87SbO5CF14kGvXJP6r+848msXn904lNznvX51HnJ/MzEzWrFlD//79qzoUIYT4xyTpE5cd9drhmH46itqmx2n7tCN7cP00CVyukxsTtuNc9xuKToeu540Y3vmBlIUPkvPRQMpXf0P8Cne9v5m5DXAGWlC79MPk7UnN5rVw/TIV55LZkH6s8nSJP/zMNwn1KCl1/fnyhE74mshFa/D9fh2GHtejG/kChtFvocQ1JsvqxObSTjvmzzxDmtDkiVwCm4/8B70j/gvvv/8+Dz30EKoqf2QKIS5f8ieYuPxkpuDKSEI7UZLl7yh1mkJYFK7NS3ElH0ZLTMCVeBBHWRbFx5YAkLttJ9lJufgumIlu8xYUDzOtv5rCo1vfJcx+jKGha/k2832CogLcJ60oc6/Y8Yd6gEqdZhAaSenihZTvP4C/v52g++/D+fkL2N9/1L1CyLlSFFBU9+gkYInoiCmw3rkfLy6o1atX4+/vT/369as6FCGE+FfknT5x2XFtXoZrWKuzNzR7Y5ywGFfKEex3tMe1YOoZm9VrH09gRBB+gQ9hycmnX/xmGgWUsmzuPnIPp+MT5I2iKITGhqCg8M7k1iwc/wizju51n8Dig3HCIlzZaZgmzkT5eC158fOw7dnpXtYt6WQRZUVnQnNa/zbs8syd7HrHvaKHajATP2wJtsIk9n1aF0NsHJrTiSPx2N+eQ1w4O3fuZPXq1axbtw6r1UppaSnPP/88r776alWHJoQQ50WSPnHZ0d32GNrRfbjW/3bqDlWH8dstaKnHsD97M0TE4ZjxEVriwb893+KvVlBaWEb2nqNUFGZR2rMNBa0szHxzLdaSChLWH6bDkDZoJx7NutCh3DAK5eu97oSutAjHku/R9xxCaMcn0WlGdi/qh7bHPflD0RnxDGtJ7I1z0Xv4kTj/LvL3fPd3IVVy2ctIXfYstoLjAITPXYhWXkFS+8bn12niHxs9ejSjR7vrN27dupVvv/1WEj4hxGVJkj5xSdLdOBq1+0DsYwaAy4kS1xht13rwCUB/+9O4kg6CbwBqx764lv2A2qEPri0r0Gx2NKcTw6dLUGPqYX/nIVxLvz/jNZSoeLT0JAozi1g4fgngftz72fv56B/7EHvFhwD8/tkylk9Zg63cBsDI+/eiHzkQPCyV53J+8DjkZ3MkMRHN4ovx7e9xTBuH85t3qTV4Dj6xvQBwOe04rcXU6PoKBQfmUp6546x9kb3x/+VBFAomfIhmt/2jPr0SnE+JFSGEEKeSpE9cchS9J2qjDqhxjcDsjX7oY+j6DMU2ZiDajjXYHu8PuZnoHngDXeurUGIaoIZFoOt2A5qmoQQE4/z9O5SQCFxH9pz5GvVbYvx4IfqV33OVTy6J1jtJ/PZBCg/Og8I8bEMawIk6f0Blwgdg+PULugTuZ33uYYorG1Sga9ASbch9UF6Ic8n3uNb8CkBJ0ho8o2Pxuc3EwScfwmUtIbTDGIy+UST+fPtf9oOxXgOcebk4szLxrTeQWgOmk7r8ebI3TPiXPSz+qZYtW9KyZcuqDkMIIf4RSfrEJSfg1bWUtIzAdWQfxo9+wblqPs4l36MdP4D+ha9xbV+NpmmoLbqi2W2oYREnD3a50ApycE4Yi3PC2L+8hpZ6DOeW5bTwSWVFvUeweYIxvR+qTyGGN2biWDAF50dPVrb3CrDgX8OP0kH306VHJDe3sWH2NjFv3C8nT2r2dk/uOL4fx9sPVG7OWj8Om2kNzlu/JPCF1znYpQ3H5t5Cacr60+IyBPoTeusgsn9ZSo0fFmI7eIC0Ab2x1GwHQM3ur1KetomSpFX/ooeFEEJUR5L0iUuDqqJ2HYDacxAlLWuCAkqtuiiqDmwV7iQqIARd52tRgmpAeDSKTgc63SmnsY0ZALs3nPVyoY3vxedAOLt/GY3HBzdi8wjH2rs7rqmP4Zg/GdfC6ae0f3z2A9TvWIeXl4Sw3yeW7154ipXTVp967Xu6u384MavX8OUqzEaNF5ut5sPbJtLy6H7S/EM5EhiI6dEbsE7OwrEx85RzBA++jlrPP4rLaqPo28lY9+0moPFwTAFxlOccRGsVhN+kcZQPH4gzvfqtyCGEEOKfk6RPXBIMUzehhkVVftZcTlxbV+J4cTj8/x22vCzs7z+KOvAedL5B/28JKO66fKqK/tZHcTxz01mvZw5vhblGC2w2PY/UW0qKf3OWzNiOd/Mw9n/81Gntl3y1kuzjuRx86DtcKCSUlZ1+Uu30GnwGDwPhdcIIjPBnzx23oQCG+q0wd+6O/fgxKjauA2BDlxiybQ5umPEjqq8/ar3rqJgwnrIjKwm79Xe8o7uwd0IdvPxG4NtpJKqXN86z3qUQQghxkiR9okoFN4nD2vsu7AEB3FV7Cxtywtm5vQD7fT3AdXpao7bshi7GXbNO0zQURcHoKsY2tA3OO1/FtXbBKe39hwyja7dglr/yFYWZJ9/RSzJtRB9mITDCQP163lj2rqDD7f74PPEkt3qNgq4DoKIMQ8ourKkZrJ25kbUzN54WT5OeDck+nkP6YfeInaXv9fg98hSZo4bhur87OXYnIwO98Mot4bHHBnNgVD92Nbqb1IHXYD96BAAFiDYbMOkUnEXF2IIbYu7dhpDoT0l/9XaO/3AjeksI9qJk8t95DW3xUZQc+4X6CoQQQlQTkvSJquFhRnfro7R59lqWHKuNiotONdIwG51s/2BpZcLXqHt9cpPzKpMq19YVqJ2vRVF1KIoCQHliCk6vULS37z/1GqGRlI16j32WApr33siKaSeXTNMNuhu8fGk76jp0epWF45dgLbNi8TXjcmmYnvkMyotp066C1C+/5ejYN/EN9aEkrxSn3R2bf7gfz85/lOM7k3i63SsA6COiMNSMoNG1bXj6nWfJS8vn/tpjmAAMe38OH7auC4qCPWF/ZSwaUPO3Q/x/nDD37bFQ5MJ8cx9qvjiDowPicFoL3d0W3IiYPpMoPr6CIzP6XOAvRQghxJVMkj5RJfQPvIHumltZm2QFXLhQ2Z1qIjBvC84ZHwLgG+LDc78+TvLeVMZ0ehsqylAbtEFRdfia8il1+uB0Kuhq1Ud5ZRr2PxdszkzGY844ur3eh+Od2sAfkj7H5DdRW/dg6aczKd61m/VzNmOvODl6ZntyMAaLB4VPD6dg1QaCo4P45MBbbPppG+/f/CkABemFzHhhLse2n1xPt/CL8RR9+zXmlpE4bN0ozi0FYIGvB71a1GDe/e/jsjtO648/LugW9P6n6AKDUOck4zyUekq7ipz9pK16Ea9uNTE2bIxt7+5/0PtCCCGqI0n6RJXQdAY0l4tyTAC4stN4o/dw+MNrcYVZRcx8cS7btcaY5h/HPvYWHB8+jmPqW6jXdaXZm89zOMmb7HfehuRDZ7yOfd4k7I83Iu9gCkrtRmhJh1Ci4lE7X4e2YzXF6bks/frUmbBq2164juzBlpPOrmsXAeDp7cG+dUf52ngP+lfa43hhGJqm8dM7v55+b2Vl7FudwFDfe0+e09uIr58fcT75rMwvP3OnGAwoioqpYWNUD09cMZDaZ2jlbq8ACyPHD+doai63jK7DvB4PMPOqe898ritUp4LoC3q+NX6JZ28EXH/99ZjNZlRVRa/XM23atAsahxBCXAyy9q64+PQG9L2GoJxYvF6rKAe7Dc2lof1pMsS8cb+SvGYHWlYKWkGOe83bnHQyJs9k60YDJSVGArVEXBvcyRlh0aDqUDv1xfD2HMrKYHKd29m6NBPjxGXo7nsV9brb0TXriP72p0F36t97lLjGGF6bjv7R91HqtwKjB7pB96L1vo1xgz+hzK5DMXly7WsjuOqOzqfd2jUP9ODVFc/g6eN5yvbV9V+mQ711fFsc/JfdUvPHRUSs3Ezpb79QunIZwRXH8Anxqtwf1SiCtgNaEh2mJy25iIMTvz2vbhf/zsSJE/nuu+8k4RNCXLZkpE9cPHoD+rFfgMUbraQI56YlqDVr4fjiJbR9W854iBJVB8Mr3+CYPQHt4M5T9+Vl4OGro+zAYffnZp0wvjMX56r5YDChtuiCEhaJVpyPdvwAzo1LUFt2QzkxS9i5dYU7ifwD7fgBHDM+guICjB//Stj+n8mofx2eOjuvvVWPB+IaYbz/FRYPeIfR1//Cssmnlm2p37EO8W1r4+Vnprzo5IieteAI1rwjOG0lf9k91gN7McTE4n3DYJTlP9K5uZ3YD+9mVqdHANi3KoGxnV8nZV8qDv9QQj+bjKX8U0rnzz2n7hdCCFG9SdInLh4vP3Sd+qFpLhRFhZQj2N/8+8eTWnkpWmYyWlbKafscejMldm+sh9yP6LTsNFy5mei6XIeWn4N90mtoh3a5G+dn4XjuVnQjnnI/5j28q3LFjFNPasc593MMr8/AVZBD6+bezK9QuDZ8P7sOWFGadcKRl4tnyn6mPvX+aYd/PPwLzH6eFOecmtzlbB5Pzubxf901Nw1FH1qDzDtvwdS0BZ4dO7E3K5AjPx+g9R1XkXs4g+Q0O46vFuK/bw+mho1R9HqMdepR+rc9KC4ERVEYPXo0iqIwYMAABg4cWNUhCSHEeZOkT1w0apueACiahlZahG7Y4zi/fRfdyBdQW/fA/mAfqPhTCpOdim3omZe9so8ZhGLxBqt7RE3xC0YNDMWVsAOlRjSGu57D+sPnYLei9roJLN44p7591jiVkJqodZoCsOuwkzubLWb25hqYom7DOG4kddL20eXlG5h4PP+0Y50O52kJ37nwbNcRjxatUH19KV+9HHtyIptcGo4ffuHeQx9itTqZPiODMoMBDHoUVDRNo+ibSed9LXH+vvzyS0JCQsjLy2P06NHExMTQokWLqg5LCCHOi7zTV80Mf+cmet7d9eJfOCwKw+MfAGDRrDi+fh0tIxnD+EUoNWujRNQGo+kvDzf4RKHzDKr83H9MX66+IRbtD2vrans3Yn9hGPbnh2J/9yFs4x4EuxUA/b0vY3jgDThR5uXvaAd3Yh3WCsc373Lkt/V81vw2IjPXkGuzEFa4m5dmjWF80zDa+Xue8fjg6CDe3vQira9vfk5dA5D95EMkd22NIzkJAMfxo+S/9yYlqdksemc+RSYfQnt3wVVWhjGmNpZkHfoKBVeZjPNdDCEhIQAEBATQrVs39u7dW8URCSHE+ZORvmrEw8tE39G9SD+UyZKvVl7cizsdaBWlGBWN2Lkvs2X+N+j6DkPx9sM++mrQG6lXw5Mbrm3ORz/sotx6sjCzovegwf37seUfZf/njVEUhZteuoHS/DIWTVx+ymVc638HwPDiZFB1OCrKcK2ej33MIHdSeYZVM/5PvfZ2KC/FtfR7yEhC1/tmlJAIRsUlc1tYOoebzUNncGGN6sODwz9jwx9m4fqG+tB1WEeWTlpFYIQ/0Y0jiW0Rw+aft59b/9jtOHOyTtkUOnEqHq3bsaRzC9bP2ob53jFY9+7C9+77waTiNNgJGT8JraKCrHtHnNt1xHkrLy/H5XJhsVgoLy9nw4YN3H333VUdlhBCnDdJ+qqRihIrT7R8gbLCvygZ8h8Zc3MzHrihIR3vakJqTilbDEYICMF+31UnG9mtPHZjO0b0rsu2g9ks2nLyHT7NUYEj42f8vAvcnzWNp9u+gt16sq6ef7gfRVnFOB0nksWyYhRvf6gZ6z7m6N+PzKjtrsbw8DgArMvmgKZhf30Uvldfy/11vGg0ZwWHbBp7hl2PqWVNfnB+gfMP+WO3YR255dVBlBWUseSrldwT8xhFWcWnXEOn152M7wxGRvuRWG5nUZZ79M526ACqnx+azUrxtl0UjxqGYjLhe/f9lARXgKLi3aY1Lk0h16CrLBp9JTvXEisXUm5uLk8++SQADoeDa665hg4dOlz0OIQQ4t+SpK+aSdmXdlGvVyvMm+eGtcBo0GEyuN8m0D/3JboOfbAObQmZyZVtX5q8mVU701i6LfW08wy/7wDRTSJJmOtP3v/Yu+soq8qvgePfc3u6O5hhAoZm6C5pkBCQVlFAUBQUEEXxJxioiKKIgLQ00t3dDB0zMMB0d9y5fd4/Lg6OgIQo8Z7PWi65J57z3DOw2Dyxd3IuCRdvB4WBVfz55uT/2LvoELOGLgCF0hrwAbLAMMQaTRAvHQcnN8hKvaNtwdYOxyb10aXGYli/CMdyXgS+UJOiSm3IrN6Hr/0uUN+g4jP/D+ihv07+2QulFUL+sHveAbT5JRxafgygTMk3gMrNK/LJ1tGs/GwdayaXLRUH8Kq/I7Nr+pClNRKwIxYdkPvN53dcJ+r1lBw+gG2T5pgL8nnZ8yyOLmq+rF+f/IOH77he8s/5+/uzdOnSJ90NiUQi+cekoE/yr5LJrGvoJi85zY1U68iXJWo/goMzFOSUuTYlW8u+pGLCG4Zx5dDVMudmDJ6Hb7g3OcllN0/I6rSksMcArp26waW90daDJiOGt9sg7/k22Dui+nY1Ykkxgo0dxi+GIn/9Y1AoMC+eguXYDtxbNKTTu81wzzlPpkswaS8NoVJvaw4+c/E5RAzEDOpKqy2LaSb34afpyxHCayBmp0K2Nfgryilm56/77vke2g1rBYCdi91dz9e8tT7Q/XIG/YE5t47LPTxRBJRDf/okAJomLbBt0hxLiZasD0YyMzQYh5HjcJm5FMWaFWR/MvaefZBIJBLJ/29S0Cd57IK8HahT0ZNV+65zPaWA92cc4YVaAaiUMgxGC5YN87BsmHfXe8esHoFXsAeveryFrkhfejz+fCLx5xPvuF7WsjvayI5MGNwOMfp06XEx5iwU5iHvNBBRrwONDaIoIoRWReYdYL135Hf4nV1GM7tzXNZ6oVX5M7jRKT4ZsJL8mDhqf9SPZK0j2gIzLtln0Phq2PPbES6cyUb18xFCTGfwTdjGnrd+xPI307YAq7/cQMrVNNZ8tRFBpsSn+UQKYrdSlGCtBjLqQjqLrmbzkt7E+j/d5/Hdz2hq1SWpfVNMCfHIHBysfbexRRVZB4fBw60JrUURS+HD7xqWSCQSyf8f0u7d59SgzeOZlPcbPtXKsR6Y/x8+e/+0Liwe34qWNX0B6N0yjG5NgnF31Nz33iUfrWLxh6vQCTYgk9/3etO0sRjebFkm4PuDeftSzNuWYrl4DEGQIQgCqsg6KBQWRFHEtPg7xg+UE96jPVk6G/Jik/hwwHryt2zg6GeLUCgEgjyKMOTm0jZcQWS9ALb/fp7CpDRUZzbRoGIO1QZ3wM7XDe8QT5oPbITwp93BQe3qENDSuoM37komvzsMwtRjJGq3cDzrjcSzwZjSay1AlN7ER0Dmn75D/pxfyP9tHqYU65S3dutG0oe9ikWnw2Xw8DLf16ZJM2Rubvd9ZxKJRCL5/0ka6XuOCDKB/+0cS/rNTILb1UQQBN6P+pZWdn1JM5ju38Bjsv1EAh0blOPc9WwAun+yDQ9nG1Kytfe998S60+Dhh3rNVcwHN2Ka+Prf36DT4lk3DL2/A3n7j5Y5JUafxhR9GsVn1rJZosmIW6PqKBR6itPy0Qx/hfUzPiWzzUiStA4Yv5mG5cAGADwC3Yj7dT06JzcSVuxC+0s/bpw8j5+znII5W1EFBdLMcxcUXMecX8jAeW8Q2aE6SVdSiD15E4Bum77AWFTCdOcuoLFFiKiFTF+CbtE3XF/eCV3mlfu+j5IDeyg5sOdPX0qk5MBeBKWy9NAfgaaqfCiBB06T+fkn6A/vx5Tw3296kEgkEsnTSxrpe4aN6lmNgi2vUynIBTdHNRu+aMdI8nmxqifa7cfxyclm0OH99Hq9FTVkAlu/7kDUrJd4vUPFf61PCrnAuNnH8evxG9kF1unZAq2R6ykF97nzT4oLsFw9e8/SbH8mt7cjfNrnVF7yC0pPd955qyM3Vw0i9p0GRLjZImvRHSGsKkq5iWCvYmxMOgQs2Hk7IVPKqdejLsNqxOClzMVyYldpuwO+eZmXX6lJ3JzVvLjmM86J7gQ0r8E7CwfTopqIYAalYEGpUhDRryUbZuwj/kIiIxYNJbxJRYbPGUTaovXsHvKdtcGCHAzdwzGO7wNA4c3dGIseblONskIE7lNnoKpWk4Jli7AYDHfUKgbw+HgSXnOX8eaSmcSMbEp55/uPsEokEonk+SeN9D3DjCYLRpOFpR+/QIUAJ2QyGVgsBNvIyKzgStvDRxHkAtc2HmXy241oGekPwNS3GvLbzqsYjBYABLUaUa//u0c9kAXjWlCngieh/k6E9F1CUuajJQ6ObBYMm8dwesu5+15rLiome9cB3F5oiiqiCpW6dsGXUyjdbfG2V3GtUXtkHn54qPOJy3amW8UYzhT4UKSzkJPtwKVq9cjcsY6U10aB7vZI5OovN3IjKo6Ow1qiSk1CdyMVX2dPRAHKa0/iX0fPtlnH0fYfhEdPW5o188B4+hgF5SrQcc80apmSUCBSeCGW0vG84ocIfP/CrmsPnIeOQBkYhH3bjuR89xUylar0vGi59bOUybDoShA0GiIoJtwGyrVoxo212x/52RKJRCJ5Pgh3Gym458WC8OAXS/4Tb3erwnfDy+YMK5LJsLdYmLE1muHtK3I5LodKQa4A6A0m1CoFY345wo9rLuI05C1c3h1LSu8XMVy4f5B1L0qFjNyNg8gv1nM9pYCO47ZQqDXe/8a7WJQzA5lcRn+nv6/LW0oQUDg5YtIZUc7eh72HB+LH/TE5u2Mc9yuVTYeo18KZ5EQ1tZ1Tmb1HSXq+E7LAcPrLltK6iTM/vTqbwytO3NH018c/xau8Bxp7DVFbzqGy17Dlt9Momneh7qndHBj8JYVqOxqZtrPnzR8Ie6kJAU2rcX3KIjzLubJ30VGKg2pjuXAMSv4+CNY0aorh/FkshdbgMNzfiZRsLcaIGrh/PQ2lrx+6M1FoatbCkBCHKjCo9F79lUuoIyqXfjampyLm5xOgKUfq7GUUVZJTsGQBprgbD/ZOnxJbt27F3f12JZZetp6Ptf2V2oz7XwQUFhby+eefc/36dQRB4JNPPqFatWoPdG9WVhbt27f/J92USCSShxUlimLtvx6URvqecb9uusKH/Wri7nRrd6ogYGMyY5EJdOpSgyQHG45cyqESYDCaUausP/JX2lXkxzUXMaWmYkpLwVJY+PcPug+jyUJI3yXojWbyigzg5o28x0DM6+dCfvZDtfXdyz+X2RBxX6KIKS8fAMv+jWh7j8Do6MXcN6rwkVhM2u+bKA5oxKncphTcyKBPaDJXNW70Dt5M3Ll8kq5ouXLoWpkmbZ1s+OLwJ+Sm5DIiYhxVW1TCbDFj+80ccse9RVqaDbkR9enMKY4kKYiv0ZDs+Amkjpldph1Z4460WjoJU+xF9rYcCIBga4vH1BkUb91I8frVoFDgs3wD6ojKFKxZQc4nY4kMc+fnuSM4GZ3OJF1NlL5+5P3yI44DBiEajeiOHEQZUA5BENBfjSb3h29wG/8Z+ovnUNesg9LHl8ReL1Kn+knEvm+RUasES0E+eT9991A/C4nVd999R4MGDfj6668xGo3odLon3SWJRCJ5aFLQ94zTG80Uao24O9lgtogIiMjl1qWaDio5+8sFoDNac97tOZNBkewVSnQm5q8eCUDxxjUUb1zzWPqS/qeyZPIXeqIYMBoxJx3LpoUP1c65nfeva9p23mh8G1bmtxpDMekMpcfNK6cjxkfTrDCKLvZO+Jx9m3ZzN7No7jywdWBy8jeoNCpUJ3Zj9PUkqFogcecT7sj/V6tTDXxCPPEJ8cTV14Vm/RtSvU0V1mYWUWhS4ajOJOb99/n+2EEC3huKh509Fu2dlU7kKTHoNGrsqtxeRyl398S2SQtEo4ni9atRhVVEHVEZURTRbt/MGx0rMP3dplw36/ix8WjsRDklJ4+hv3Qemb09AOpqNbDk54FKhTq8IqoKFcmb+SONZo2naOtmrrwzF3NWBhfDd2Ku35qCxfPJnzvzoX4OEquioiLOnDnDp59+CoBSqUT5p400EolE8qyQgr7nwM5TiQzpXBmFXEZOQQmujtZRv/TLiYReSKCSm/UvqJup2Sw/FsXNpIukp6WVacPLxYacQj1Gk+WR+9GoijeJGUUkZBRh3rQQMS8Ty/4N/+i73YuNhxN2Pq4I8rJ7keS6Quyj91Cpjg92GiUr912/fVJbyLxRS+k8sg3zB//CB2vfwcXHmYltvr2j/fy0fAwlBtZ/t43484mc3XURla2Kbo1B0Bv5ZdJv6I8dASBx6iwSp866fbNMhnLqBsTkm5inj6EwJp4U0Q08/CAzGVNCHEntmmDOtE4tGq5cJOO94RhvxmK8GoNnf+vO63i5I23yo9hyKoeCtasp2buTxBca4va/r7Bt3AzRYsGUnUnJ/j2U7N+DwtWVKp7ZMLAeTRu6MLnC21yfMww/bTcCnUzkaB9tjeX/d8nJyTg7O/PZZ59x7do1IiIieP/997GxsXnSXZNIJJKHIu3efQ7sOJVEid7E4YupuDpa/yISBIEwf2eqBLsRHuCMCWhbJ5D9X2WzfoKCaSMaUd7HAVcHNY2qeJGwcgALP2z59w+6B5lMoGP9QPZ8/yIrPm1tPVhcgGX78jKbI+7F3s+dt/PX0+TrwQ/8zHWdP+Fnl24Yi29Ps9WfMIA34xfxccJsPAKs+eoS6nfC+Z3b+fD2LTjI+zU+IeVqGv9r9TXTB80pkwT6DxcyHHml5VJuZCrpNXMkzp5OeJSztimqlQSEetDq9ab4R/iiadAY3427UVaIAMApyBt1tVr4dGmPs6sNFxYdJ0kfjODuXdq+KTEB8U9ThNrtmzFejQHgy8VncOwwl0n7TWxxrEv+oYO4jHgfx9ffROHpRf68mWiPHUaQyTDF3SRr9Nu4OFhQ5ySytN7bxC3cxL4pt1I8G400G96Ulj8MwzHo9vMlD85sNhMTE0OPHj1YsmQJGo2GBQsWPOluSSQSyUOTRvqeAxm5JdioFeQU6Hnnx4P8+E4TkjIK8fe0Vm+wiCIKQUDm68/N1CRqhnlQM8yDvq3CSM3REubnxPEr6ew7c2fN2wdxcV4vQvycuJqYxxeL70yS/CBEswUsDzfKKP7l+sBWNVF5uRN3LIqlK85w4GAsV79bjbOXD3m/TAOjocz1nUa1o+M7rfm253SiNp0tPR7eIJSUiasxmmWEBF7lxXKxKGRVALhx8gbFGQW41o2g4wehnN1+gZ9X5qEqH4rC2wdjzBVGL36DwlpncRG1zHSzJ2fORIRtC5EX5XK/bIke1UPod2oGByauILX7QESzGYurO6rwiji/9R6CUokgs/5bzWIyUrhiKe4ff0b/iQ0pTMrk18C+rDkZU6bN7a99i2ulchTEpd3tkZL78PT0xNPTkypVrL8HWrVqxcKFD7dkQSKRSJ4GUtD3HDgRncHAL3dz7HI68elFvNquIpHhHizeeZUQX0cql3fH0UaBtsTApzOPsuJ/bTAYzKw+cJ349CLC/J14/Zt93Gsjt1KtoG7XSE5vvUBJwe11a/Y2Svq3CCHE3VpPdtuJBDYdffiEwEXJWfzs2q3MsV77p2Lr4cSCSvdJzvwnq9t8gNLeBl22dffrnvQCFAN6ItjY3BHwAZzZfh4XbyeuHosFQLB3QB1RGf9KKjpXPMvi2AiOZgWSeeQkhm0rcPN3IWrzOcatG0nV8h7EC04s+Xg1hReTsEm8QHCwG5eB0+ujCE3J5fsxy3nhjWYY9Sb8V81H7WjDqTrtKMnMK32eWFR2A43ZYMSQX4wxM5PMD0ZijL+B+2eTAbAUFaK/eB67Zi0RRRGZQon7V9+hUMo5u3cfGYtX3PEdfcK8GPf7myyfsIZrd5yVPAh3d3e8vLyIi4sjKCiIkydPEhwc/KS7JZFIJA9NCvqeA6IIOqOZPq3CmLz0DF3Gb+PkrJfo3zqccr1+I37lAACWLtnPhiPx7DiRSLt6gbStE0i9YWvIyLtzA8KfNe5dn6EzX2XlZ+tYM3lT6fFX2oYzLcQF2dyjvHwjl1XnHt9IkiCTIcjvX4btz8x6I2Z92TQxpuQ76/WqbFR8umMMAZX9MBnNVF5fkUE/9OPLzTbQtD1HXn2Zsw0GMOLANCJ89CTZa/HqMQilWsmL77VnSq/pBESW5+zpDPQRTRCuraH11NfxqhVO0oELrJ22D3Sbqds1khffa0dwm1rE22Xg4uVI1ej5zHDrhqpSFXxXbcaYnIg5PY20QX3AaCTnSgIz3LuX6W/+/F+xa9cR2+YvUHjhLJnvDEbTpAXe0+cgUyrxt8ujRVNnZk28M9mzg5s9XsEeeIc83lQnT8qDplh53EaPHs2ECRMwGo34+fkxYcKEJ9IPiUQi+SekoO858cXrdQnzd2bmhktk5JXQ+v2NODuoScstYeG2aJrX8GPvWWtQMHPjZdrWDcDHzZbEVQMYN+so3/9+obStTV+1J8DTnpqDf+elpuXJjElk69StDHKD+ZsG8eGvx9l5KomV+67TVB2OZ3YJu6Mz79W1B2PrgBBaBfG8tZTaiiYjy5z2rBlKj13fsved6VxZsvsfPUploySoRiA5KXlEbT6LnbMtjh4OqI5tJjunGEP0ZXSFBRz+cg5u77fDP8JaQ9hkNLFl+k6So1P5eMv7+BRFcKiwPKJWy65h0/CoVh5t3/+hat4VQ79IojadY9ors2m89DM8ZQridkaRG5MEgCUvD0tOJo7lvNH6+CGoNYjGu+c1LN64Bt3Rg9juP4Vdmw5o9+zA64eZFB/ci13tOkT4Z2GRy2n/24f8Wq4vfx6yvXrsOq96vHXXdYuSB1ehQgUWLVr0pLshkUgk/4gU9D0nun28HS9XG7xcbLBVK7iaZM1bN6xLZSLDPWj49lqy8q0bB7YeT+Dc9WxqhFqT3r7YKIhV+2/w2Wt1+Hb5WWzVCuxtlLg5qlk8vhXXk/ORyQSCfawbGd7rVZ3v325E9ddX8vKK83g62xC/9lV+P3CD1ybvfaT+K4ZNQt6uL4bR3RDPHb7jvFytRONij9L+4UuKCTWbIqvRGPPCr8FipiinmDd838VQYsTu1aE49h/JgPJdMaamAmtL77PffJqXU1PpfT2faBPkZRQQUNkPZ28nzCYLjZ0T0aZksHbfboqLi0g/dRV5nwjE4KtQUszbC94gokkFjpy9QfKJGK7+fpA2s0cRvawS6SdjaBtyEwdvZ5Z3nnTHNO9fmbOzyJ0+FcOVi2AyIRoM2DVpAcDvP5yi6+DyRFMFr19/I/2N/mXulQI+iUQikYC0e/e5cS05n6irmZyf9zK7p76IWinHw1lDrXB3qpZ3w9leVeb6Th9u4dD5VACm/X6BSYPq0r91OF0aBzHptyiy8nQkrBjAnE2XmTD/JME+jpgBLZCcVcSRS2l4uVp3Chf3GMlgQ2eyC3QkrRrAjFFNSp9TI9SNhR+2xMvl7uktBLkMh3JeOJ7fjPeZlYixF+56XeqxK0yVteb8rM0P/W4UA8ag6DsSwadc6bGSQh1mkxm5mztydw9EhZIKDUMZ+ssrzE74nveWD8NZKcNTKUfIKsQtwJXw+iFM3DOOL3Z/gI2DBnNGOhub90fQaZm490MGzxiIedn3GAc3haJ8BJmAXKXAs2YoupxC7H1ccSrvg4O/OzKlAlsXOwwFWvJO3f07lyGK5P8yjZJ9uzFev0Zqny6YC/Ix5+eRN/snlnX6iuRCR5SBQShsNShs1A/9niQSiUTyfJPKsD1nvhvegBsphbzYqBzNa/gR+PJv6A23qmT8hVIhI8TXEZ3BzMr/taZ6iDtBvRdz9bc+qJRySvQmPl1wkvoRXjSq6k2qlyuBRiOuoplinRGVQo59+zmoFkeBmze2vcOInt+T9YdvMvS7AwBMer0OY3vX5OXPdrLtirUyh0JbQpHORJe57xLYpw0KlQKVUU9NMZ33anxMSszjWxtYf1BrOv6vH+cvFBL/63xOrDtNcM1yCALcOH1r04lcTmAlH95fMRyvYE/yMwq4tD+aHwfORi6AV5g3U899zpXDV7GYLFRuVhFRFJl8pgIFaTlUOjCDXp90IfFyMqe3nCc/s4Ddcw+U9iGsTU26DG3MttkHsKlRkbM/b0B08UBmMmDKzMRiMgPg17gK6aeulkk2bScXEAGt+fYfPWVIKN5L1mLJzUXhH4Du5DHSB/Wh5mfDaPzRS1i0xeiyC5lbvuyI37Por2XYnkVSGTaJRPIESGXY/j8YvyCKMVN6EJuaifx8Cvt/6MLZa5n0nnTnOjijyYKtRsG5ub3Ycjyeq4l5fDKgFnqjGZVSTqv3NjC8a2W6Ny0PwPLTKfRtEMiNtDy+nHEY5a3EyKYR7bDIFRjytXh3v53KQubgyFcrL7HrVBIHzqcyLHMNlfLTGXzjDF/7VSevYjgABpOArVzALldLSO3gxxr0dXy3LWEeJjxfcCZJ3pIT607z2e4PQBAY6DIMN38XcpLzaPxyPbyCPfn9iw1snraDkkLrVLhZhPQbmWz8fhvnd10m9uQN5qZMA7mcHJ0S71A/BnToxahqH5GdmMui3F/ITcsvE/RVquZN7Q7VqdW+GhuKIyjM1aF790cMsVdJ6dIaQaWmxoLvadE7jBOTl3Poo7ml9ya0CyO/RhAtLsuJX7sVAFWlasgdHK0pbgQBm3oNcXxrJBoxB6VcpFirJ+XI/auaSCQSieT/Fynoe874lnOldY9IDm+/xLBxq7kw/2WCfRypF3GB41fK7nzs2TwEuQzIL6HLpVQMNfyxNC2PXCZjd1QikwbVpVUtf75aHMX3qy8QWt6dl0OdUOkN/LbDWtrNxUHNjUWd2XIsnn5fpJa2LdjaEnDwNIboy+zv/SIAMav2Y1GZiVcXktcyBEQLIjJKTHLUKiXnzqdydvvdpzo9At34/NDHbPphOxunbnvg9zG101d8cGoKvo5GFoxeBsCC95eBIFC9dWU+3DCK4jwtosVCtl5F8zE96TH+RSa0/IqrR69jX64ZtV//FqN5Jl3HdkCv1fO/1t+g0ihJ3BeNpaIPk1s1RZi6DOHTD/ig3mfoi2+voXP2dqLPpJcozCgh1yhjc3x5StKccFy7CmNsDD4rN2EuyKOkVgPir1/k2pqDqCpWovG4nlR5sQZbZq8gvXNnRmPk3X3HseTmULxxDab0NLznLS2tUaypWYczU79ArlJybc1B0k9dfeB3JJFIJJL/H6Sg7zkzqnUoMT9tI1wl59SsHgiCQHGJkZjEvDLXjehehSnDGnItMQ+LvRpjzxoc2nCRJpH+lOhNtKoVQFq2tWzXh/1rMaRzJdycbBj45W5W7b9R2o7JbCEzr4S8YgP2NkqKSqw7UEW9Ht2p4xhiLpdeu3vYNHYDM4HXA6oT0SSMY/P3EvhaF/TFBr7o8wth3ZvR/IfhrGgyivSo24GLQqXA3sUOW8eH28hhMRhxLslB5ehE6zeaMW/kUvbMPwiAd4gnGfFZeJazTh9ml2g4XBBIb/fzvD1vMKOqjqdyl2HklVSlYdsX8C2Xiq5Qx9Vj1tJuajs1Th6OXLuhxaN8KMrAIJI2n6HHxy9ybsdFog9fozC7iLRVjoh7G/H5rqFoXzZhOryD7A2LQC7HafBbYDZxs28frt68jiUnm4qnzlK+ch4KtZEtg4dxNC0IR20Wot46+qip2wBLQT6G6MuoIyoDYFO3Aa6r13EssiqmEmnjhkQikUjuJAV9zxEHGyVvdIygqMSAo52aP9Zr2tkoGd6lMlNWnsNgtKCQC7SsaU1DolLKkMll4KDhMHLOrb3A292qEnU1gzmbo/nx3SbIZAJuTjYkZRbxVtcqaPUmNh6xrocL9XOinLcDfVqG8mLDIAJ6/cZbXSvj/9GrJASpmV/hx7v2dWGbT4js35TLG08h/2I1xak5mEr0WCwWRIuFv641TY1Np7/j0DuO34/aRoWThyNJ0SnsW1R2V3Da9QzeqTiOfpN70fndNvgq8zg1ZS9NB/lQnK+lassIRnyh5eT2Gcwa8AV5qfllnv/yp13pMKI133T/kbNNIrHkZBNY1Z9uYzsSEhnEl52/x2w08/PABQTRDJvgGH4YI2ODLJKd323FVyPnWtNa1mnaP7VbPWkHtqFVQSXHzd6AcfcmClp1wuHl/hQuWYj3/OWY0tNI7twKp8Fv4dB3IHI7e4JdcgmcPoIdr08pbcvW05nIkd3xDPfh4C8HyC2UI547fEc+w2fFe+VsH2t7U+PvXyYwLi6Ojz76qPRzSkoKQ4YMoW/fvo+1LxKJRPJvk4K+54SdRkH0by8jkwlcS8qnRqg7gkxg6sqzvN+rBhNeqc0Ltf0ZO/MYqye2xcXBurvz89+i+HVMC7R6A18tO005T3tiEvKpFuJKfFoBSpl1+tAC7DyVxGvtK9KhXjnOX89myccvEOhlT1JmESlZxRSVGPn53cZUDXEjyceRZIUchLv316Q3cmLurXWGGfmlxy/O2crFOVvves/DBnwAGXFZDHQdhlF/uwCag5s9eq0BQ4kBG0cbYo9fx2Q0oVQq+ParGsgVcgqyCqn9Yk0EwUiDjk5kXWvFkg9XAeDi48SEma9S/+BFjh+LJeFSMpYc6yaVhAtJfNP9R+Iv3E4KHSvfxjXzFrxlniiUcmRyGcvr+NHJ24HwXTdJUJdDnx2De9Vgum/5EoWtmoQDp1jf9VNEiwVlSBgeAaEYYq4gGvQ0+99wwouyGF9cRN7P3+P0xjAANHGnOL1iX5nvX7FfK+qO6wPAEddXkZud6Oq5jRXVBz70u/z/KigoiKVLlwLWOrwdOnSgRYsWT7hXEolE8vCklC3PiWrl3XB1sKZF2XoigdG/HEUmCKRkFdPo7TUcvZROw8reHJ7eDS8XGxRyazR2KiaLtQdvsP9sGmmrB3J+3su0qePP4E6VWPhhK8A6hSsDgrztKSg2sOV4HMsmtKZORU/MZgu2agV6owWVUs4bnSrx4axjfFRnNNNdu6HL+fv8c/+FPwd8Ng4aZsVPZcKOMQC8+F47Ri0dxobvtnBq81nkCjkmowlHdwdavtoEuVyONl+LsdMA/PeeQLB3wKOcO9UCXPD2dsK7fijNBzQq87zTW8+TnZQLQMvpI3i3ZAuOwd7k5emY8uEWNkzbxYqkAlao7emQuY62v23Eo/bLdFz5CfZ+7mhcHFDYqKwBnwBDxSzU/TqhO2Kdlh6fF81H6gKclDIwGkgb2IN6vkn4VvQifsepMn25OHcr+0bNIG3XBYwXo6iouYIlN+vffN3PtZMnT+Lv74+Pj8+T7opEIpE8NGmk7xmlUsowGC0ARJRzYd+0LqXnXmwURLXy7uw5ncSUYQ0ByCnUYbaIKOQCBqOF33ZcpXZFd/zcbfFysaVhFW/AOprWvLr1L7QjF9NoWMUbhVyG3mimaTVf5HIZP49sysydN9G6+zEitQnHK52mSTUf0nKsawATMopIzCz+L1/HA9NrDWTEZ+Ef4UOHEa2p2CgMgPZvt+GnV2bj6GaP2WTBJ9wLZ08nCrIKKMgsokDjhKCxQRAErh67Tu9u0/FRCNRT23Jk1Yl7Pq8kOx9BJmPA6Zno84txDPTEYjSxeN42dsTm0VchoHaMo8EnzXCrEIAogghc33wcgJYedvxUzZtaTnm8diET5+Gj+P6NargE2iN7ZS6K7Tt4ZeNo8i+eYP3H8+94vqFAy+lpazlnroeiS0v8/aPxD7CuA5R1G4Igk2FePfPxv+jn1I4dO2jbtu2T7oZEIpE8Emmk7xnUs3kIhVveYOOX7Qj3dyItR8vB86nEJuVhsVi4EmcdZaoe4oZOb8ZsEXFztEFxK8VKTGIenRoG4u9hz6bJHXFzVFNcYsBktmAwmnGwU6M3mOjSOJhfN17G2V5FfpEeuVyGKIqk5JZwccAHvF55DMWtO1DR9A6Tl5xh0qIoFmyLJiX7/uuknhSL2YKtow0aOw1dx3YgorE1bYyNvYa35w9m74LDRDQOJ/16JhazhahN5ygp1NHL7Tyqd17EUlhgbUgUqTakBWu+2ULK1XunmDk2cTEZZ66hdrLDMdCTm9tOYtIbkauU+NaLQCaX4eSXwbmZ8xFFEZ1Jjt4oo/l3w6j92WCOy9WMOJ/GxJgslMEhOA99m3iPiugc7XFv0eDWlxLRpuWStP88ADI3d1CWTcZtXvwdxm9GENVvOCtbjMaxnBfqoZ+gGDT+8b/k55TRaOTAgQO0atXqSXdFIpFIHok00vcMKtJaF+G3qRPI3u892JtQSKXqPizdepkR/s40rOKD0WTGzcmGLcfiuRKfx/svVwdgwBe7mTKsAV6utuQUljD2lyPsPZfCyZk9AMgr1KNWKdAbzRTrTNhpFAiCQICnAxm5WjxdbNnj60/fOhkUXIojXhXISs3vOPWMZGmTNiArptL+RC5dy8WSn/ekXtFdqWw1vNRnEas+OMKAn8NxdHfAoDNw7fgNfCt44+LtjEc5N0ZHTsDBw4EJW0fT/JXGWEwWBLnAFwfGM8D5TYx6E41erkend9rQtE8DhgSOuuczRbOFJXXewjnUD7+6EdT3tKPDog/YaavmwtytuFYqx6WFO0g/GUP2pXjcqwRxOdMF/ZnTNP2kFw6Vw5je8wM0dRtgunAWgMtpHpx55V1Sdx0Di4XZAX1Kn+f05ju4jHgf7YG9ZAx79XZH8jKx7FzBH+Fp3Y/6EtHwJiadgeKNn7Ou88eP/4U/Z44cOULFihVxc3N70l2RSCSSRyKN9D2Dtp5I4FS0NedeodZAeJArzlioXMm6I/dqYl5p/rYO9ctxLTmP934+zJbj8ew7m8K7Px3ialIe9hoV3wxryOz3m/Ht8rPoDSbcna3rAh1sVaRka3mjUyUANCo5N1Oso1zNKrhhp9OxpmA5LoWFXE3XI7q5UWzvSJ7KDtWYjwk8cg65h+d//WruSiaXMXb1CPp9/i4V+vjRdnET8nJL0JcYWPDeMia1m8KsoQsoztfS/cNOvDn7NXp81BlBJpCblo9cKcegNbBq0vrS9YHbZ+7h5rkELh+IBsD140nU+eFT3ANd79oHxdBxvBXZgDlxV7H53xxubDqOWW8kYt7v/Baiwk6j4Njniznx9XK8c85z9tvFnDtvwKdWKLWmjMZ73jKc33yXjPffIv29waTuOGLd9fsXDr2sO0p1J44AUOu9HgxJWo5DoCeCTEarGe9S6ZU2nJ2+jlMjPsfOmH3PzTaSsrZv306bNm2edDckEonkkUkjfc+oRiPWcfDHLtSN8KLSayvwbVyBsNrBLDx0gRULjjKofUXG9K5BsI8jCelF7D6dzM/rrFUaJr1elzB/59LdsM72av634CR9WoXi72FPbqEORzsVVYJdmb72Ascup/NRv0jqVbau+/PRFmM22rLVaMNnhrmsrPgiE5TBZIY2w5CShk3/N7A1u2IpLnpi7+fP1LYqarSrStzZBC4ePoCbUknlYDm2OgO/JCZTy9WODu+0Yf9vh+lapCN0XGeKc4tZ8b81mE0WXnijOb99sKJM4uiSQh0f1p9o/SAIBLzclfdDj3O99jDGN/7ijj4YE+LY1Kk9fkmxLF57FvkLXVGfP0PHUAOtg12o1KkeTZZ/zPnZm1kQMYhao14ie+6vVJ/2FomyEopPbaXo4hG0O/b/7XdN7fcSMhsbjDdiAbDxdMbO2wWFRoXGzZHqb3bCp15FLi/cwc2tJ2g7fwz6XO/H97L/ZQ+SYuXfUFJSwokTJ8qkbpFIJJJnjVR79xn19dD6uDioycgtYWV8ER9tfA8A97wCdr63kKRMLfY2CuLTi9h2IhEbtZy2dQLZejyBGaOa0L91OHqDiWvJ+Qyesp8SvZmzc3pSojdho1Zw8WY2Q6bs5/yNbFJ+fwVHO+sasYJiPdM3XGHd6WQGnP4RhV5P0TmB3QQwJ3kegyZuxc1JQ/UQdz6dfxLfcG+yEnMwlNxZ+/e/5OTpiK5Yj0+YF+H1QnDydODdk9EotAYWWGT8r2koU3w8qVNiRBzRGoCdv+6j9eDmpW1snb6LhWOW37V9hY8PPd9rSfTu85zZZg0OFYFBeEyZjjExHqV/AOoq1SnatA5VpSqoyocCkFajPG4aORminLof9iF66R4KEzN4O289hYmZLKw6GEGAt3LXkROTyIKIQaXPFOzscX5rJMUb1mCIvnzXfgEIchm+Lb/DtWpfMg91pCD+Otp067rPyq+2JfdqEilHLqF0sMEx0AtbT2cS9579J6/7sZFq70okEskjkWrvPi/kMoER3auQkVtCUO8l2LnYcWDpUbTxGQwOdWBUz+o426sRBAF169kAvNm5MpOH1mf/2WRikwtIyiyi1/92cOTn7mz/piMhfZdiMluwUStIzCikSrAbnRuW48vB9UjL1ZJTqCPI2xGD0cLBM8nMHFwXtzOnmL/+IhMaeTNcb8LWQcG2bzqRklWMv6c9a65k8eHe8eSeuMrw5t/wCGn2Hpv8DOvU9PBfBxFYxR+ACa9nsGfbMX6t4YPX5UTOrT1H7dPWUbqivGIuH4yhfGQ59sw7SO0Xa+Bezo0X3mjGrjl3jraZUlNZNmZJmWPKwCDUlasic3VF4eGFMT4OwcaGnM8nYNfjZbCI6GUKkgutFTQOj5+HW+Ugmk15k5LcQhwCPKg3vi8HP/iVY58vIftSfJn2NTVr4/TKYGR29mR/Ou6e3100WwAzosWIWyV/9PnppUFf8qGL9D78g3WDi6czMpl1xcfi2sPJOH3tEd60RCKRSJ5WUtD3DDJbRKq+thKdwQxAcW4xM16fi0op472ZPXBxsEcURSyiSMVAZ5zsVXg4W5MxN6vhR81wDxxtVRz8sSsAjnZqLi/sTUpWMYFeDogirDlwg+ISE81r+LH6wA26Ngpi8JR9rNhznZOzulMhwIVlq47x6y9HWfmrih/fbYTBYGb3mRS+HlIPgIyEHDSJGbR1EPB3t3viaVzc/F0wlBi4tvAAffQ6blyOZw/w1vk0Jl/LwqtjTc5sv0DNtlWxdbTlg2n9SMwvoSCrkJptqwHgE+Z116APoPOotvT8pAvjGkwiJSaVkkP7SHyhAebsbGRqNb5rtmLXqi3DqiawPNUFQ/Wm2DZtie7MKTSRtbGdM56Os0eQeeEmKjsNhkItSfvOAXBkwoI7nldy5AAZ7wxBF3XvlDF/SN45Gl3yT7xycQ6J+86xquVoABQ2Kmw9nEuvK0zKQpuRi42bw8O9XIlEIpE89aSg7xl1/damCrDWpf3m6668GuaIQhBIzSnGx9UOi0Xkgz416PuCNS1JfHoBrg4aVApr6hW5/PY+Hg9nG7p9vA2FXCAzT8e+aV2oG+FJzcGrCPNzol2dABIzihARqRDgQmZeCa9O3guAzmCmRU0/LtzIYfrai0y5FfQ5yQXebz6Z8r6OTzzga+dpx8dtwtE5qPA7e52Sqymsumkd7TJYRK4XGxnxSRe8Q724eTaBxroSGk/bxPGhbQn2tcOQX4z5p10snXugtM13yruQYzCzOMn6s7BYRCzmsiXVzKkp1nMGPWmD+lClYx0qTO2AIbaB9Wfg6Ihds5aIoog2sAbpGWbO3LAn7OYpgjvUJe3UVe7JYkG7e/sDv4Oc6ET2jpxBypFLpcci+r+AxWxGJpcDIFcr8IoMo87Y3sTvPP3AbUskEonk6Set6XsOhDcIZePMngRlZJNbqOPHNRdYezCOEr2JAz92wdPZmlRYqzOiVsmR35rC0xtM9Jm0C5VSYPmEtiSkFxLWfxkAEwbWomvjIK6nFiIXBA5fSuO7FdZRp+ohbhTrjMQm3w48PZ1t0OpNFJUYqeHrgI+bHVsv3Dt/3X/tfIsgqjrZIGLdrGoWRVyPJPPxlveJOxvPjMHz6TyqLf2+7InFYkGRlkfLnzaz57M+mIEW3b/Ba38cM5tU4MSLNVn03lJMXSLI1Jvw3Ppg06DqyDo4vTEMYf53CMM/QVO3Qek5w/VraEJDUJmLKUzIJKVzK+QaFZUGtqbx56+xoukosi/H39HmSzu/xiXUj7mhA6n8alvCujdmY89JmLS6v+1Lt81f4Bzmj0uoL6IoIggCFpOZ5EMXOPnNSrIvxVGYmPkQb/jfIa3pk0gkkkdy1zV9UsqW58C1Y9f5cJp1BMrFQcOnr9RBbzARl1ZIkxHreOuHg8Qk5mGrUWIy307zUWIwIZMJ7DiVjNFkRq2Sl56buCgKHzc7aoa607FBObo2Cio9d+56No2qeHN6dg983GwByMgroajEmj/wbErhUxXwAdzQWlOt/JGdZEF8Hj5hXgRW8adp/0Zo7NSc23kJs9linRr3dWXXVwMwWkQ8ribjYqfi51YV6FXVg37Nw+kyrhP199+k1eGEez7TrmsP7Lu/XPrZtmVrbJu1okDtQdprvcmdMQ1zTjYKUY+zLI/qeTvpUDkV7fuvIFosmLQ6lHZqVE52yJTWQXmXCgG0W/QBXrWto7eiReSCLoygbz6n6hsdCG5fl/AeTVBoVFR+rR09905B7WR3R98UtmqUdirMRlNpeh+ZQo4glxO37eRTEfBJJBKJ5PGSpnefA2F+joys7l668/bXzZdIyCiiYqAzN1ILuJaUj72N9UddUGzAw9n6a2d7Dd8Na8DagzdRKuQUFBsY0imC2ZuuMG1EQ1wdNdjbmCko1jN+Ttl1YzVC3akc7Iqbo4bUP1Xg6OJjj9YksvMpK8P2aXQmFwQb9jj4cu3gIZJ01vWQVb9dh9rRBlc/FxIvJ1OQWYiLtxMlRTqSriSjS8im95pDiIKAS81AXKMTsL+cRI+PX6Tf5M3ca6Q8wkFFy25t2VS1GUVrVgCQO20KxZs3YIi9iuecJSjLBWNMiKd1LTecKzlx8KcTKMw6ilNu18a98tsubmw8Ru7VJACqDe1Ipf4vENy+Lr94vMSheF+cA915aXB1bHXFxEZdpd2Csdh5u+JVK4yAZtWx9XKhfKf62Hq5EDX1dwBWtRiNysGWN24uJvlMLDnRCWg8nLix8di/+WOQSCQSyRMkBX3PODdHNQd/6oKzvQZRFElML2Rwx8okpBczaVBd9p5JpkVNP8Ba09XFxRaDXI7CYCImMZebqYWM7Gmt1hHm78yLjYKYvekKgztakzIrFTJUSjU7v+vMwC93s2LvdQDem3GEiYuiyL218xSso2jr6gWQZzTjsvlv1qL9HWd3FG9/hXnNbMTLJx/5vfzVuXw9whvjObPpa440DqHRLmv/FIdjsFUrSkupXTtxnbovRrJk1BJ2LT5KSK0gAhYPReVsh9/NTN49eYPIqkFc3n7hngEfwK81fGi0dir7pv1Uesy2ZWvcv5yKTCEHuQIEgaJ1q7jS6FXsb54i84XhJF28gKHgdhDdY/e3uFcO4traQ5z6diXHJi7G1suVhF1RAMhd3fFKioUQGZjkeNeyjgB+XDuABjv30uLb5eReTaLn3inclFUgqNcniN+MIn7NHgyFWma4d39s7/i/MKXK411hMvrig2WmXrp0KevWrUMQBEJDQ5kwYQJqtfqx9kUikUj+bdL07jPO0VaFs70GAEEQyMzXsf9cCocupHL4QmrplCtAQraWVAcHig1mZDKBioEuHL+ew+ECEbNFJLdQT6/PdgLw+W9RJGYUIggCF25mczY2i+iEvNK2RJEyAR9Yg8oe6SreGTwZh76v3LPPLu+Nw3PmQri1ttBOo8DLxVoJRBZWDXmzLsiad30Mb6es2BnTWaXyYO619NJjFbdfw3/DldLPP7/yK+0G/8ysnGy8Qzz54tDHKJxsMSbn0qbhJL5MycfBx5kKTjZ/+6z3L6bz7vk0Lp8+X3pMkMkQ5HJQKEEQsOj1OL02lNPd32Bnyzco+W0mNsc33m5EEEg/FUPigfOEdWtMeK/m6POK2NrvSy7Nt27g0E8YxpnXBxJXYQBpZ1Mw6gy4JabgnpWHR2YONbo3JrRbY1a3GUf02mPIHB1pM3c0b6atos/RHx/Tm32+ZWRksGLFChYtWsSKFSuwWCzs2LHjSXdLIpFIHpo00veMu5lWyNnYTGqEemCxiLQYtQEPJw05hXoOX0xjbJ+a6A3WdVsf/HyYtQdv0rF+IGsmtUMQBMJrBnG6WzuS566lV5Atjap4s/NUEl8uOcNXS89QNdiVS3G5mC0PNsKyMdeIl1sQloL8e16jadAEVXgFgoPcOfVLNyyiiL1MxKvPSkwe9ujGdsdyOepxvaJSRadP0esvG1LFW//9oUKjUIrCfEnLLKToWDKGEgP2LnbocorZbq/BZDTRdegM5l7L/ttnHc/VcTy37GaK4q0bKd66kRHj+1JQrxX7glsiyGQ4DR7OC5HFOIf4onF1YMHWbWjTc3Eq70PlV9qSsOcsVyf8QrNmoZxysaM4txi5hydO7dry6sKBWExmfn/9Vzo3qoRSaSHL34fVQ3sx+komDcb1o0VSJus6f0LDqjp8K8RiKjGjdHLGrDeCINBpxcfkXk3i8MfzH8+Lfg6ZTCb0ej0KhQKdToeHh8eT7pJEIpE8NGmk7znw6uR9HL6QytvTDuJsryJ2aT+uL+2Lk72KtBwtapWCGesv0at5CH7uduyKSmbnqUTOXMuktoNA4kdz6OCtJDmrGAcbZWm7ogjnb+TcN+ALqhHI9xe+oErzihiiL5PYJJLiTevueX3agJdIbFqbyAgv7GUiDnKwiCDr3AvPb3/CrmJ50JeUXv/WvNcZu2bEP35PfxbppMFWfufUno2jLb+1jqTHDuv0r8pGhV5vQhPiyZy9y+kx4zKvV2qI3eGJRLav9nAPVdug+GgW8zRN2B/yAobrsZhSU9CfPYW9nzsl2fkc/HAutd7rwfCsNdgHeKLLLSSgeXXKR3hRqXE4PlXLobDV4DR8FI7jJlGkVyDI5VQZ3BEbpXWTjiAIWMwWqo7rg8Vswd7XjX5RM/BrVAVBgOsbjwNQlJKFQq0ktGsjQrs2+mcv9Dnm6elJ//796dy5M+3bt8fOzo769es/6W5JJBLJQ5OCvmeUs72Kme81pXYFD67E59LyvY3M3RJNbqGB2OQ8XBw0RIZ50G7sZk5GZ+Bkp6R70/I0qOyFs72K1rUDqBnmQYUAZz6s64G9RolMJrBsQmsqBjpzZk4PPuxX84H64h7gik+oF17lPe849+fAqoaXHTXLu/J+lwqoSgpZvfkC74qB/K7y4sPfzlK4bRP582ah3bmtTBthdUOo0DCsdJfpP9XQ1YaoFsEsquXLkPaVGbfuXRr0qI3aTk2L1xoTXLMcH6x5hwoNrKXS1n69mR+iAqgVqKOv9iBuFX0wGc3WnHwPQfD0Q96iG0K9dohGI+a0FJI6tSJ/3hxmB/RhfsVBnPx6OeknY8i6FEeX1Z+iNunJPHIeRe9uzPnxMC/um0aPnV9TsGA2udO+JXHTQQCC6wVxPcfR+iDRgkwhx97HDZlcBoKAIAhciyniVIoz2wZNYUWz96ypXXQGZvv3JvtyHG8XbEDjIiVl/quCggIOHDjA+vXr2bp1Kzqdji1btjzpbkkkEslDk6Z3n1F1K3ryWvuK9H8hDCUiG04m0fPTHeiNZl7/Zj8/j2zMOz8d4kp8Lo1HrEOtlPPbjmscuZSGKEJw78U0r+lDsLcTE16pzbHLadSu4Elurj3BNsOpGJhJRDmXB+rLqY1necPvXYpyyu7Y7e3nyLI6fvQ4kcR1s4Uzg2oR6+tCYEUvzl/PZsepJGa2+ZiZf7on97sv72h/TK0JyOSyv9048TCuFOpZk1JAqJ2KCn3qcqltVWq0rUrCpSQCK/ujLSjBO8STyA7VsJgtiEYjrwVcwlljw4u5xwjdfgbbARcw/6U/Lu9/iE2jZqT264ZYcnukUlkhAs+pM8iZ/BmqU6tw6tSJlJfaY4y9hmrdNRQKGcKFQxR/0B+A87M3c2HuVlrPGsmgfpXID1ZwIj6d9Nh0tJl56HKLMMXfJH/2z8TpWlOhW33ydGoc1Ub0JWaUChFBIZQGyYIgYCrR46QyEH8mGovBSPLBC6X902bkUZJViC6nEIvZ/Fje8fPkxIkT+Pr64uJi/fPQokULzp8/T4cOHZ5wzyQSieThSEHfM6pJoDOUGFDmlYC3I5GhtxPYHrucTq0hq8tcrzeaOXzxdu68lGwtS3ddx9VBzfCuVbhwI4fvVpzDqXAOAbJWVOhZn8SC+5f3+sNfAz6ANL2JRK2RdL2J64UGfo/OZOPO6whu9uw5k0yYqw3HBtZg4qF4pp1KuWfbRr3pgfvxIHKNFl46kUx9FxuaTdtBaloxzV9pQtLlFDyDPLhy+BoaWxVms8W6W7NOCE6ejuRsjaHS+hMUejlRy0XDiZySMu0qy4ehDAlFUKnLBH3OI0ajDCqPXZceZI15m8LJ47Hk56GuXQ9VURr1KquoFSrw47dOlGRZ10KWeyGS4tQcZgyeT0FmAQYvb9otGAuAxtWeTis/4eyMDbRfMBaL0YSXTSGeWTnss1Qg0CYVRxfrH22L2UxJZj6CTIY+KYnznd+/6zvZPXzaY33HzxNvb28uXLiATqdDrVZz8uRJIiIinnS3JBKJ5KFJQd8zaOUnrehS2x9sVOTG5dLry92cuJF712ud7FTUqejBrqjku57PKdTj12NR6Wc7xSCq+ddn8SQfpm+NYOOhm5QU/n11h3vZl6UlcEds6eeea6+UOa+UCTiqFdj9KSk0gH2P3tg0akbm2HfBaHikZ99NYzcbajpp+OnWuzqWW0LT8S/Rrl01DKKcvQsO8ePA2Xy85X0qN6sIgCATOLLqBEnRKaz/aS8erzala9x1ZlbzInJfXJn2M0a8gaBSIerKvq/86d9hzs0m99svQBSx5Oeh8AvAZ+FKAMKdLyMzljAs43d+b/MBCbvP0Gzqm7hFlMNQrGNJ7eHYFFnIiUnkyKcL8YwMo+7YlxHkMpIOnMe/qXVtYbPjJ6mQfYLPdI7U6RCGY6AnMrmcY58voVL/VgQ0qYba2R59XtFje6f/tQdNsfI4ValShVatWtG/f3/kcjkVKlSgW7du/3k/JBKJ5J+SyrA9Y5zUcrLHNEXu68g1uZzwoWv+9vpf3mvCoPYRdPhgM7tPJ1Ml2JVyXvZsPnbvShKNq3qzatbL2Ov0rFE68UqTrx/31/hb3gtXoqldj8SW9TCnP77KHqebB1PTWUPD/TdRy2Xsy9LSoEcdVJ/PIN7sSVLrRphSklBqlIye2ov6HaqwbMFxVn2+EbPJjIerHWlNApAJAnGezozx9GDj1G3otY8QmKrVBJ2+iiiKeNsX0cA/hdyYRHZfcMUxPIB2NXKxmC0IMoHfXxhD4t5ztF/0AWE9mqLQqLCYzMgUcqKm/s6lhTtwtVUypbYXsSP6kxRenrybqTgH+yCKIlHfr0GXU4Bfw8qs7zoBi+nZmcKVyrBJJBLJI5HKsD0P3nazRW6jBKWcZmPvv5h83pZo5m6+wqkYa1mtJR+3Ys2kdng4a8pc5+BuX/rrQxfSKLC1RWW2UDutBLXswdb2PS7pb71OUvtmjzXgAxgQlcKAxCLGLx7Kupdr4m+j4OjvJ7kWnYdFq8VSXAiAUWfEUKxDpjOwZdoOzCYzNo42/HDzO66E+bHEsyKLPhpFj/EvEtGkwgM/36ZZS/x3HUFVsTLo9eTt3IPFIpBe7MC6ft+xsPLr6FNSKUjOpUCvRJDJ0OUUkBNtrcbh6qiEW6OI+TdSyTx/gxubjpF14Sbx0cns+2kC8eUDAdA42yPemp5u0KYGK2MukvLxHDxrhpbpk1vlICIGvIDCRko0LJFIJM87aXr3GbMoo5juV9LJTC0gveD+064nozM5GX27juqo6UeoEOhMZt7te1u+1oQhM17h+76/cHytNT/evDUXGd0iCFmuD819F7E9qfMD97GKhy3BTho2xuY8xDe7TSwqxFRU+Ej3/p1LhXrcKwVS1LIqSy4kkVJiXSuY0rU1o5YNw3nNm3zayjqq+d2Y1Xw3xrouUmWjwj3AleijsWxwcGRrljs+5zV4rv2F87suPfDzFd6+KHz8kLm6ApD3yXuUXHsHm+xrhAY6kebiQOZ7wwFY0rQFcsGCbUEyjb8aROLKPXRuG8TpPcfZuu4iKYcvkX05ngb/G0j1/73J3inbST8Ti2eNECxmc5lduMYqIVx5qSUvhgaTXbsSc8r3pyAuHa/a4fQ78TMAth7OpSXaJBKJRPJ8koK+Z0yiyUKtxece+f49Z5LZc6bs+r7Ua+kkx6SSEXe75mv0orGYq2zAIuqwVwYiIEPkwVKULOsSQRUPO7x/PEp6sfH+N/yHDi49SnZSDjFHrpX5Nt4hnrj6uiDIBMS/5CUc+ssrNHq5HttP5hB19hgFa9dSsOBXYoCuYztg1JvYPO3+FRp0p46jv3QeUasFmQyVnw/6GROpNqYXTSYPxlhUwuVdVzElxlNyYC8Azee/R/jANhid/Tmc4c8FwZ4Lv35DlTc6ENajKTVHdEXl7MAFVX3cKqViKjGg0FhzLcqMJtTFWkqcHVkSHo7K1QFnoPu2r1hQcRBd1k0EIOnQRa6tOfQY3q5EIpFInmZS0CfhyqGrvF/jkzLHsnUXGDq2G3JBjbMqBEFQIIoPtnbtnZ3Xqexu+1QFfDInZ+x79KZozUou7i27oUQlFzj2ygx2xefdEfABHFsbhXOAG+7NWxAWn0Ps2tsBUo+PX8SgNT5Q0KcMDUdduRqqylVRRVTG7eNJ5Ez5kgtzlmIoKiE2KhW/dTso2riWrHEjqdWxOn16V2b74g0cm7COGxMmU7xqLu+WbEGutgZ2oiiSnmkhdVB/ZqcnUGt0D2qO6YtCgGKLCouzAlEU8YwMAyBhz1muLLaW2jv94xpcwvzZOXjqI79XiUQikTw7pKBPcleH0qzTjDKUyAQllgcM+AD2xuexNz7vX+rZo7Hr2BXX9z4Ek5mChb8CINjZY9+pK90ST7CwmTcfHohj8mHrBhffDbsQdToyx4zg9Il0TraajEuFJRTG367b++2LVSh//Crzr2bd9Zl/pd2+mYxRw3D/cip5M6dhKSnB5b1xJCxdwLkZG5C5umJMTsKYZO1D3LkEzm87z7EZW9DGJRI3qB+9D09DFEXid5/Gwd+DgvgMTn69HEP0JZp99yYR/VoiGA0IchV26tsVOv6QcvQSVxbvBqDiyy3wrBnK0f8toij5wb6DRCKRSJ5dUtAn+VsWjFjEp2fE7lEVbVgNooXizesAcP3kc+y79EBmY8Oen79lVtF5auyaQJuRS9gxay+YTGAx47dpD+bsLJKa1yE3JrFMm93qhxBd3pszP+594H6YszIQFArM6Wnkz56OIjAIUa8HQObghNLPH5u69TG/3B+dwcDOA0l4dWtJRpaO/BupuFYMJPdaMttnnsF44QxvRU/HLSKQba9+Q+S73UHgjsoloiiWHqs/vh9qR1suL9rF4Y/n41WnAkUpf19HWCKRSCTPBynokzzXFBoVXb5/jUtHEykZ8xnKiMrkTPgAh559EeRyirZsIHflCmbW8ma00YxrkCeCWk1K93bYOdviNX4CuZdv3NGuoFQy078ctX1dKcgseOD+mDMzSGrb+K47k1WVqmBjzKNFdw/2RH4OJcU0r5WC0Swjuf1YFNu2MMu3F45NG+P+wwK4cppjny+hKDkLjbsjgkwg69JNHMt5o7TT3DX4u7H1JDVHdMM1ohyr23zAza0PnoD7abCsVt5jba9PlPODPXfZMtatW4coinTt2pW+ffs+1n5IJBLJf0FK2SJ5rnlW9KPB0DY07N8AAMeXeuMw8A0EuTUhtP70ScxZmagdNExKeoFzXb8g8OQVZC6uDJ35Kl++7Y7b2e1l2nTzd8HzpY4caTOU/52vTkadrgi2dqXnBbUalKo7OyOT4bd5Hz7LNzCgTRinZr2Ej5stan8fQr+dgH2bdpQonSnQyjGnJpI68GU29fmCU9+twpSfj6jXY9YbsTPkUt0rA++sKI5MWMD5WZtoMXUY+XFpLKo6hINjZ4MIZqMJ0WIpU44tpENdRFFkz4jpd31fglxGSJeGqBxtH8frfy7Exsaybt06Fi5cyNKlSzl06BCJiYn3v1EikUieMlLQJ3mupZy9yYzmn7Ci77cYrl8DwK1jW/xVeWhio9Du2wWAykaNWmakxKLAnJGOqNez69d97P/tMHk1W+M5fQ4oVVR7oTI/X/uWxhEK0pZvQGfvidPQEXjfqq6BIOC/7yR+a28HirZONtbAy2KhcNUSZM7OnJm4DN/QABpV9abGwM74vPIyqtgoMl5qzWqvZiS1boLhykWurtjH0XEzESYOpWjKZwBEvtsV+cldHH/rSzSuDihs1Gg8nHAK8kahUVFlcEcEmYBcqUCfrwUoU7fYpDPgUz+CJt8Mwe9WNY8/hHVvTJe1n1FvfL9/7WfyrImLi6NKlSpoNBoUCgWRkZHs3fvgU/oSiUTytHgqgz6ZTMYy7a8sLZ79pLsieQYoAoPQ1Gt4z/M3DlymuMiAqnwo5pxsEAWSDM60tbuMpiQPgONbLlJgtsEUf5OkFxogaos5v/syvwyZj7pFO2xbtEbm6EhmXBY3zyZw7eAVboz8kPi6ldDu3Yl2j3VHbN3xffHxUUBqHAB+FX2Yl/YTI38egL1CRt60b8FiocjBg8tKb+aNacGulnJiXh1Bwz7VGXL+R9R/GWUr17oWL22fTNNvhwDgXa8ibpXLYe/nzvCsNYwo3IhCpcSo1ePsXY7TP6ym6Ix1nWBuVDqiKJbZlay0UdN23mjqjO7Jy/u+o/HXg/FvXh2ZUkGV1zuQfOQSrioLHy18AzsHDQrNXUYt/x8JCQnh7Nmz5OXlodPpOHLkCOnp6fe/USKRSJ4yT+WaPs/y7giCgCAILMicztHVp5j15oIn3S3JU8rzx9mowiqQ0LQWluw7d6HKvXxw+/wb65SuSkXCkEH0nDaUBr0rsLd2MPWuJTO9ujcNer3A2bvsYk0f+goyJycs2VmkZsOHDSaWnhOLi8kcMbj0sy4znwaqC1z95mPU1SNxmPot6XGnedNipF1dP9oeScScnoY6MADDySOsyyokNjGfDdUdmRtznWSDAaNWX+b5aSeiOf/rZi7O2QrAvJCBiKKIXK0k/2YqGjdHtBm5uIT603fZUpa2GMqipa9SqVV3UvIO8nKzqcgU1unsRZFv4lTOiw5LP0KhUSGIIp/2rkBGvxrMWnqWoDa1EA0gNKyMnaGA/o2bYBfsy6pWY0jce/aOd1O+cwNqvtWFzf2+RJf94GsbnyXBwcEMHDiQESNGYGNjQ3h4ODLZU/nvZYlEIvlbT2XQlxabwaWD0WCxjpSYDCZaDmrKhd2XyIyXdhpKysr9fjKqiKqlAZ+mYRMsubkYrlwEwHX8Z9g2bGpd3yaTYSkoYM/uFJKU/pzfG00tP3sMFhEhORHLnyqVuI8cje/L3YibuwTnYe+Q1q87dtejmVXDhxk3c9mXpb2jL+dnbeL8rE3W5376NjrvUPZ72bG4TTsqzuyApkFjcr6ZRGFwKB3mbwCgZqAzn33SkrN7D/Dm62fvaFOfX8yuoT+UfjbprOlzRLMFp2AftJl5bOj2GT3Wf0fxHGdKTBnozFmc3jGbEYUbsZhM7Br6AwobNVlnr5N7JQFjYQkyuQy5SokMcMrOovboXljMZmQqOYgi2SpH7IIdKUrNRpdzZ4WU6sM6EzmqBy6hvjiX9yHtOQ36ALp06UKXLl0A+Pnnn/H09HzCPZJIJJKH91QGfQCT2kwp/XWbN1sw5Gfr6Mb0137l8Ipna8eh5F8il2P73hfoDXLMuxbhNHwUlvxc3D76DFNmJknNrbWmtbu2IbO1Q3B0Rl2pMm5ffIciJJTkqjWQu3zO/IRM5ifkI3NxxXfjZnTHDpPzxQQG9AmgXrUrjPN1RhRkoLGhqqOGnn6O5BvNdw36bFq2tubhm/EDYnEh5ZxyCXAsJLXAjqhVO/G22JAxahgF82eV3nMmIQ//n6JJu1g2abR71WBkCjkZZ2Lv+vUtJjPru32KIb+Y7EtxzAp96Y5rjk38DQSBSwturzH0rBGKraczcbtPk7T/PBv2n6HW52/gB1xauBNf1yYolHoaN9VScuEqwxt/VXqvANgoZWiNFhpNeg2NqwNGrY70e/TxeZGTk4OrqytpaWns3buX+fPnP+kuSSQSyUMT/rzA+74XC8KDX/wYufo683PstwiCQHJ0Ku/X/OT+N0mee/Y9euP+2dcUFshxcDQDoI+5grpCBLm//ED+9O+xe6k3HhO/xpiWSsbw1/BdvRVMJtLffgNLTjaWvFxM6anIVQp8FyylhQoul5hIMskI3DeHtr2q8sPI9bit3kXJ4QOkDxlAXQ8HLuYWozXdWZYu4NQV5Da2iGYzglyOLOkqsow0TJFNeMfxCAHyfPpFfoohLeP29+jaE/cvppD1v3EUrVoGgNJOw4jCjQBsHTCZK0t2P9I76uJjj1IuZ8cLvdCfiUJ/7jQqR1taz36P8B5NyLuRyvzwVwlqV4fg9nXYP3o2FqO1JnFwRW/ysovIzSwqbe+3zhXoX8WLCmtjaX9uLrH57sTlOROuus7aoHaP1Me/s3XrVtzd3R97uw9r8ODB5Ofno1AoGDlyJHXr1n3ge7Oysmjfvv2/2DuJRCK5Q5QoirX/evCpHen7s5yUPF5xHc7wua8TtfnR685Kni/6YgvFx09Q8OvPiC+0ArmCgnkzMefkIBYVomnaEtexHwOg9PZBNBlJe603PgtW4PHld+gvX8C2SQssej3hjgm4+jnyw7B3+Kx2T9a36MG5ad9yYt4UBI0Gm/170O7ZgczRkfQdp7A/cgj54f3oTh3Hedi7WPJyyftlGnKNTWn/lKYiQmu4cCUrHAAVJtT6QsSc20sUarzciLTcVHRnTmG4eKH0uLFYh6GoBJW9DYWJmY/8jn6r5UeqdyCnRn2MLuoEaQN7YijQcvzLpfg1roJLqB+OQd7EbTtJ3LaTZe69GX1nLsHLWVouZxVjV6sicqUCtdxMsVFJYU7eI/fxWfDrr78+6S5IJJInRANsBXYAX93n2qfdMxH0ARh0Rn7oN/NJd0PytFAokb03nfzcTGQlheRM+gT7l/vjOPAN5J5e2MWdh9fHAKAx5qFTOuPWoR3pP00n84ORWPLzkHv5ICiUKPwCyEpMxhAdzaQTceSZ1jGojS0LhUyuA6JOR8bw1wAQbGwwJsRjLi7CbfxEDLFXUZYPRZDJcMuMpoPHZdZnRYBcjhF70k6dQ/RzIvXV3rx98Zy10sctPlXL0X/Ze1zbfZ5Zre+cml1Q8TUUdhryriU/8mvqdDQRpSyJjMThGGJuTx/3j/oFs95A+ulreNYMoSDuzgDvbr46mshXRxNBECgs1mMymECQsWvz0Ufuo0QikTzNfIDmgJm7B321gDbAVEB/l/NPk2cm6JNIyjAZEZd8jV3LF3BasobMMSNwGjAIZXAIAhZG+juw68x+Dm2KRl+cgU2HrmRv3AJA8aa1pc0U/b4UgD/CKvsv+1Fj0IuEOxXiEuiBQ8UWuLw9itS+3TDeiEUsKSGlS2sQBPTHDuM44DUEmQxTVgatX2tGiCYPXyGbJIs7otEA0yfzxfLhTPEycPasqcxXSLuUyKYxi7h+4NJdv+If5dF8VmzATiwitve9q0C4RgSSG5OEaCk75Xwg+9a6w+2byxy/NH8b+TfTCOnSkBdX/4855Qc8cOAHgCgSu+7wg18vkUgkz6BwIBrQAlsAF+AnwA7oDxiAL7EGfUOATbeueZ2nMwCU8g5InknqmrV5s0VFRuhj0Bj1mPJySXutN/kLfkVExvmTKRT9Ng/95Yuo3/6EooQMTHF3llP7q1r9m+HoKmP0jEJOrT2JoFIhaGzgryk6RBFTeipFWzaR3KMDCndPTtrXY01eJeLiiskc+w5Zo0eAKGIxWxAtFpSh4cjdPW43YbGw77v1JJ4suwnCr3EVBp6bjUf1EACaaAJ5sZcHNYZ1LXOdW8fWlP/iQ0Jfasqrl+ZSZ2wvAl+IxM7b9W+/o0eNEKq+0QG/xlU4Mn4Rie1s8Mvvct93I5FIJM87JdABUN/63BrrBjZb4DvgTaAf0BUoBJKAn7EGf4HA27fO+/2XnX4I0kif5JmjjqyDz2+/cyE9nngPf/wnjSL6yEEAcr/9nLzp3zG3pIRKP31B1U+6kZpnpHDNygdqe2rkaORKOQWpuQDUUV/nxqWTqGvUQuHnj6WoCH2Udfe467hPUZUPJSPVOsKWhwMvuF3mRkBFBIWS4i0bOAMMdB2OzNmFwMNnMURfJuWlv1/U71qpHO5Vg3EO8yPz3HWcba2paOSCusx1ASNexyGyKle6biHp4AVqvd8TGzdHMs7Gsjhy2D3bz7mcQNT3v3N9w1FyjmTgEtqQCk5yruTOuuc9f9C4OKDLvTN9i0QikTwPBgEzgfexTtf+CnwGuAErgG1AF6Ae1mDQUYDfZQJKs8gfO137AH8MMXgDNbGuCXwaSCN9kmeO8VoMRZvWknnyOC66QrqrbidUFmxsEEtKAGg9OJL6/slYcnPQHXqwslnFWQWlAZ/vt1O58fZsxBoNsWvfGa8Z86n561Q+3DgK7xBPMt8bTuaH7+HxxXcIMhn2N46z4Z1Z1vV9H0/E8bUhpe1aCvIpXLmEgqULSo/9+Q+fXCmn64edCa4bQtLec6QV2FK/o3UTyuq3BnNo9ELOzllTpq/XJs8kPdcGc+MurGn3IRpXB+uzDOa//Y5mg5H9789CEATe1P/GtSqvoTK+jFz4+3dTb3xfhmevwf8vpdskEonkebEFWIQ1UKsPbAZcAQvQEpiCNeAzASKgEUFpFtEDuwEdMAk4BzgBs261Weu//Rr3JI30SZ4ZarmA3ixiKSwg64ORiDYKdsUsY318Fsu7VOQzdSVKPv2e/su/5OTRI2x//Vv0ecUkbT7+SM8Ty4UjIkOTHU/8iMHYNWtBnTZ+VH+zDiF1gklbfhxLUSGiXgdyO4rK18M0MJjsIQPxnLkAueufUo1YLGR/9lHpRz+NguttQpmRZea9I9cIq1ue3hO60PSDniz7cj9Hkv0pH2ld05d99SbZU2/e0T95cjLapHScXnkd3ZEDXJizFRt3R7a/9u0DfT+jVk9JdgGDjefoU8eOwa9MoMDVmZXN34e7pHLKuhRPTkwixWk5D/kmJRKJ5NmQCKzEujavB9adu2Ad1fPAGvjBncGTGmh167qAW58HA98AMcDFf7XXD04K+iTPhBblnNnTtxrDtl1j5plUALJLTNScd5rhkT582tiT9CoNmaEtpKWvmvytP1By0cCFFcewk/lRvPH2KJkyJAyXkWPJ+e4rTHE3cFPJGRPqysy4POK0xtLrUnt1wv7l/uiOHUbUFrM45yzt98ZSb9EWzp5JBMCcmkL68NfwWbgKAIWHJ8akBOJrhpXZqftXRlFkaeVm/Nj/I+xGv03M9k2sPyNy1KkZ+bmHqRKzl5uLltzz/iE9mjErTKTPriUcaj0Ac14Ou4Z+/1DvNO1ENL94vMQBBzUJAY4Yg/1wD/Ck7bzRqOxt2NhzYpnrr687zPUnvHnjQK2Ex9pe06jA+14zceJEDh06hIuLCytWrAAgPz+fjz76iNTUVHx8fPjqq69wdHR8rH2TSCRPxhas6/TewroZIwkojzWg+zt/nFcC84HFWAPA1Tw9mzqk6V3JU6u2jz3RX3elX5MQCvUm8nRGOoW68lXzIH5sG0b5/v1R+Acw+2waY/fcYH6FNiiVRj74YiEnN98gQVUJpwGDcB72rrVBQcCrciBhbw/EtmUbNHXqA9DJ254Pwt3pE+6Lpm6DMn0oWrEYU7x1lC22yMC1IgPXzieVuUZ/6gSG+JsEZSay8ZvXUCfF/W3AB5ChNzNs+2mMCfG4+zvwTvFmji/cjSk9Df3NeA52f5Wb63be8/7krAJS1E4knzlPUst6GC6ef8i3e9ulQj3jLmeyuOkYlo7biUfTOpRrW5uA5tUfuc3nSadOnfjxxx/LHFu4cCF16tRhzZo11KlTh4ULFz6h3kkkksdNBD4BPgCOYQ34wDrFe6/FM3+eG5EBe4A0YB+w/1/p5aORgj7JU0ntZEfFXs2ZPeYt3GeNw1Ypx1mjpH2IKyNq+zEi0oduvdriPGwkJovIt8eTsN0zgzbVssisHMbxvu+S/cUE0gb3J31IfwD8Nu3BddkWXn2nEvrxQylavRyA5UkF9DuVzILub+I9fzl+XdviFuBKw34NsfO5vRN29KUMquy5QbH5zqnPtH7dGfnzOAKLsnDu98rdv5Odmhffb4dHOeu0r/n0Saq1b4o69jKiKCKkxpPUsh7aXdvu+3427zuD3/82cnDbgYd+t/fSpklLnEd+wNZZ50jJU+C7eBl+hy4g873/aNjzLDIy8o5RvP3799OpUyfAGhTu27fvCfRMIpH8W3KxTs2G/+mYDJDf43oB6zq/P4Te+v9w4N7b6v570vSu5KkUObI7np8OpCAhg4QTsZyt3YahRy4Sn5BGcpGeMA8H9sfvpODA7Q0aSduPk9G7LYp3J2J3sDvLjVGsKsygT2NP9sbDgswMivVFrJ81h7T120vXrektItuRU0W8SebBtUxY1pPM+BZkhFahnqCi11u/M/T3w5zPuns+PQBLbg7dtp6j3LELiFejYdGCO66p0aYKfT/vgbO3M+u+3MDSse1RNapA+qT1fNJwGHFnH+/U5cPwAlbv3sbPn33ERH0RZwrfQKmwoHRRoOo6AN2ML55Y355GOTk5peXh3NzcyMmR1jlKJM8jC9aA7kFq0CpuXS8Dqt469rTNAUhBn+SpoHFzpMX3wzj78wZSj1/h0oIdyDVK6n7Qhwod6nO1znBWzv2FvP2TAbiYqYVry9DUqIUpNYXfXwynho+KNvu0mCpF4O1sS4dQV2QCtAl2RSOXMfnVlwG4W2jVeVQ72g2vy8+vz+ViuYZcPnAV19ZmPO18qON2leaBFf426AMQiwpJatsES1HBXc+f3nKOX99eRNTmc0xdOQRzjfLk2Nvi+EM/Judp6d3o83/0Dv/QdO0cTtm0pWRUV8QrUQ90TzowSKcjduUSNG+8hoiAi7qErKR8zPs2glwO5r/fFfz/lSAICML9VvtIJJKnnUwuY3zv2gSduklITCYjgAuA75+uESm7tu+Pz38Ee3+c2/FfdPgRSEGf5LFTVa6Kpl5DChbO+dtAIcLNlqjXajLhYDzdG4ZgdtAzoV9LUo9foSA+nZMfz2eFTQEJ+QYWpe+neP3qMvc79n0V17EfkztxHAGBqfg4quhZPY2va1cDo4GwmSdIKTJgr5RTeJ80Jht/2E76jQyOrTnFwaW3Sop9tRGFTMZh38rsT9r3QN/dlJx4z3NGvYndc63TsZuXnaBuXDZZvbph6+7IoFc+eKD270cml+FdIwRLrArkD/fHe/kfv5gzH0PUcVqs/ID8SuUwr9pIztTJFMz95bH08Xng6upKVlYW7u7uZGVl4eLi8qS7JJFI/qGKjcIYaytgn2HNRToVeOHWOTNlg7o/gr2/jgLqse749cW609cT65q+1H+78w9IWtMneexc3h2L56ix7Hy1Dj+1CUEpu/3vIlvl7d9yIiJmEZzVcuprRBqdOE3fHbuY1jqEyHA/9BZoPnEzW3acIcP+FJWNZafQSg7upWjXDsr5Kjk4+W0m9X6Rc+tPgdEAQGyuDq3RQobWSImpbHmyP7NVyqgpt7B9xm6MOmOZcyaLhf1JFx7Haylj7W+n+PjDbdw4dIUL+y9Q7dRNKgHFWNMFPCqL2cKmWp0RuwchXny0VDUA+Wcuc3rq77i7gHj1PPqTx/5Br54/TZs2ZdOmTQBs2rSJZs2aPeEeSSSSfyrmaCxjZBqilNZ/ME8B/nfrnJyyAd6fR/sErMGUGcgB5gAfYc3btwzraKH3v9z3ByWId8nHdc+LBeHBL5b8v6UICMSjenUSq+QhFwRmnE7hre2xfNEsiI8aBlJjbhTnMooBCHe1oYGvA4NretPI35kSo5kE93K06/wVBSsWkzNxPMNq+vB1y/I0WnSWC5nFZZ6lnLkXdVhFXj07jnKnL/HB0lNYHvJ36R/96rX2Mquis+5/w2Pg+fM8bJu3IrFVfcxp1n8DrsOa6d2Edcv/00CuUmI2GO9/4b9k69atpWvnnpTx48cTFRVFXl4ebm5uDBkyhGbNmvHhhx+Snp6Ot7c3X331FU5OTne9Pysri/bt/74Ki0QieXrIsSZkzgZKANWt43+d2gW4CQT/6bMJa2LnC3+5/ktg/L/U33uIEkWx9l8PStO7ksfOlJhAamICVY/aMLt9GNuvW0fobuTpuJlXQjVPOxQygVF1/WkR6Iivg4ZjyfkM3BhNTLYWZ78MzBExGC5bR9h+OZPKL2dSsVXK+PTjzui6NGZGp68oTM/DZtNcDC27MSj2GjUDbZlqpyK1yHBHn4KqB9Dzky4sHL2cjLiygd2KK5n4Oag4kJj/QN/PafBbmJITKd6y4ZHfUcmxQ8js7bEU3H7ma1gTgk555FYfvycZ8D0tvvji7ptYfvlFmu6WSJ5HZiATCAKMWIO+KCCSsoFcDneO4BUBl4BqWJfM+ADRwIOlzP/3SUGf5B+J9Lbnk0aBtA5yRhAEOqy4yJRW5bmcVcyEA/EYLPBLuzBOrrvGGp2SrF03WNejMhnFBjztVKXtFOhN/HYxw/oh9Rp0aXPHs3pW86NRx0jO1wrFyd+NQG0JFxVRzDP6M6TZuyjfH3zXgA+gWqvK1OpYgyO/n7wj6DufUcyrm67ecU+Fyn78b8do9ny+nl9/2QdYy7y5jByLKSXpoYM+27YdwWhEu2cHhb/No/C3eWXO5wKNHqpFiUQikfxbZgB2wFGgwV/OiViX4/yR1CsHcMEaEG4GmmENCJ+2SuVS0Cf5R3pVdKdr+O3ptz39qiETBCLcbGldNwKfklwMIrRZOwnfKuVIbvMuyy5l0KeyJ6Ioklyox99RQ7PyHgSO/RBD1HHSdu+567NOTF3F4IOzUP60kT75uci87bhapOfc0ZNcWLoDffLdd80CbP5xJ5cPxnD9VNwDf7fKnnYIrg40DfXgV6B8ZDneWTSUWVNGErvv4ZMhe3z7E6JOh3bvToo3r6fkwN2/p0QikUievG8AP2BzZV8qXErBAWvQ9MdIn92frrW5ddwRcMc67fs0zpNIQZ/koXjaKhkW6cPMM6n42qmo6mGL0WRBqZChNZi5mlNCDW97Egp0fBfZEU87JWt+XsigkvWMsdVhaehLp1UX6RLmhq1KTlL/lrjtjMJkgCj1BRQNFHjGhWG8fu2OZ2ediqKruSp+6cc4U8WLHIMJ9y3XgBv37bfZZCb25J31a/+q9sDmdPpmIDNbfcqavVfJDnqXM9klALj4uuAd4om3mMWVm9cf+t2lDx2IwscP90nfINjYSEGfRCKRPMX2AW/1qc/b897gh/3RrG43hUtYp2uDgFXA0FvXKrk99WsGqvz33X0gUtAneSh9KnvyvyZBBDtpeKVa2dUMarlANS/rv3287VRMvLGF72XB7K1sxFtjRkBAALa+bE1bqTWaCD0Vg1khx5xfyDW5igZyHUd7RxCh9yRy3mlic0swi9BuYh88yidhFJV85lKTM8EeDBm04LF/PxtXe+w9nVDZWcts70+/vXEkatNZBnmPQJtf8kht644eAsBw9Qqm+Lh/3FeJRCKR/Lsy463LgfLS87kMHAHqYB3NW3vrGhHIu3WsBOjwn/fywUkpWyQPxF4p41D/ario5VzKLKaRvyOiKKIzWgvPWEQRBIGiW/nworOLSYqN4/O8k/jYWO8p0BmRyQREUWTykQRslQrcUrKxLSjGXiHj0KloRKCmORdRBAeVnIL3G7G5Z2VWmzPpFOCMb9cmpPj7cWPVUWIyix779zz4wybGKnuScOIaajs14Q2sxXQUgeWwafHCIwd8f2a4eB5L4b2nop80wcYG799+x3Hw8CfdFYlEInmiYo7E8rrPO0x/dQ5gDfpOADrgLax5+USsAR9ARazrs59WUtAneSCz2ofTKMCZnhXdqexhR4iLDfEFen6OSsFotiATBGQCOKqtg8cDNl4lp8SEWmH9LXYqrQiVwlq10CzC+/X8rfVmsQ6Hl5jMHEnKZfKRBOLzdQzZepW6vg4YLSKZrevw28gBlNt7FDexiJzoOHp4aPimRfA9evvPWMzWnH79vuzBxD3jqNqyEu5ffo/X9LkoAoP+lWc+TWR2Dmgi6+A68gPUtes96e5IJBLJE1Wcp+WP9HZjgMaAAes0rxPWlC1Vb/3/yRXTfDDS9K7kgRQZzBjMFjxslZgsFhQyGQl5JXSv6IHiVvJliyhyLLmATw/Gcz1Ph4etErNFRC4TCHZSo7kVABpMFmxVt8tWC4KAg0rB2peqcCO3hGBnG1oHu1DVww4ntYKdhRZqOtkz+1w65fZE0T07nSyt8fZu33/J4RXHsXe1I+5cAoYfvkYTWRtTUgJVgl2pXcGDBdti/tXnPynmrAwyPxmD6/sfIer++cjm43S9yrnH2l7Ixer3vWbixIkcOnQIFxcXVqxYAcCuXbuYPXs2cXFxLFiwgEqVKj3WfkkkkmeDnqc/0PszKeiT3JeDSk7Piu6o5DLcbW+nWann54haIcckimgtkFdk4MXfLzG9TSg6kwVPOyV/FONoVs7FOrInCGUCPoBsrRE3WyVHkvL5PTqLVdFZpBUbcFYrcLdVEJ19gOXjlmI2mhAWHyWvjh+dnTS0sldx9D59L2+r5M1gF76+lk32fUqx/VXMkVhijsTe6uRxunT0wXn6AHqVZOMdWY0j8uNc3bz7odp8VhSvWUnxmn9SG+T50alTJ3r16sWnn35aeiwkJIRvvvmGr7766gn2TCKRSB6ONL0r+Vu9KrpR8H4jVHLrb5U/CstbRBH1renaAhc7cnvWofWma3QPd6dPJU8296xCgKOmTCH6vxalN6oUpBTpmXDwJtNOp9Kt1pvMrf4iSYV6TBYRCyKtg11wUssx31o7KAK/nkmlmZ2Sl3wd7tv/gYFOjAlzo6OX/T9+F036NqBp/4aMnnmMHsquGL6Zh2Br+4/b/bfVfLsrb6atwjnU70l35ZkUGRmJo6NjmWPBwcEEBQU9mQ5JJBLJI5JG+iR/6+e24QDE5Gip7mmHXCazBm+31jdYLCKueVrEm5mc7luVk/F5ANgoZKXTwAazBVEEURTRKK2Bot7ZhoymEXgciiF2Ywwzr2kJnNoBh6BgCuZYKx28Ud2br1uUx2wRmXH6drnqIpOFgO2xFP1NPd0/TI3N4UqhgbWpt1NkVmpagcHTB/DjK79y80z8fdtQywWCnDR81GgSCpWC3JQ8bD/7FIV/AKJW+7f3ym4Fy3+sE3wS1C722Lg7Ilc/LcXdJBKJRPIkSCN9kr91MrWQLK2BVzbFUGHWydLjgmDdhSu7NX/rdjoOO6B5OWcK9UZUChkKmYxiowmVXIZaISsN+AAUWgMO19LQ5BRTy8cBja6Iw2veZeP+yaXXzDuXzvu7r7P0cmbpsXENAjj3eiRaoOABgr4Ck4UVyQUY/lSQ1zvEE58wb9wD3R7oHfzSLozooXWooITclDwAtDu3UjB/9n3vnX71a6acmVj6eUj5l2jnFfJAz31cjk1azA+q9mRfinug611Gf0TQspW8NGsYvjX+nc0yEolEIvnvSSN9kr/VYeVFAKp62DGvU4XS42aLyKHEPOr4OiIXKJ3qBbBVWn9bmcwW7G792mK5HSCKogh6Ez/MOsyLYe4IgojWaGHi6mMk/amMWlaJkaknksv0p7qnHdU87bFXytEbzciAYrPIw9gz/yAnN5yhMPvBUr6si8nC117FjTzdQz0HIDU2HaPOyIgFg8k4qYM9C2nmuJ9t6S0euq1/QrQ8+EijumZtguqVo0GQHFOJnvUj75/UWiKRSCRPPynokzyQyS2CaRrgTKHehINagSiKfLDvJsdeicQiipjMFgRB4HpuCeFutqQV6fG2V5OYr8PTToVKXnZtX1qBjnfr+uOiURLuZsOXR5KYdTbtb/sgAEuOJzF653WStUZutA7BWSnHbctV6rnYcCqvBNMDxn8PGvABbIjNYUNszgNf/2eT2k7B0cOB2Qnfcz0kjkubf2Rr1qZHauu/kvZqbzI0GtIahxJ3OPpJd0cikUgkj4nwR+6ZB7pYEB5uSEXy3Ah3teHMoEjkgkB6sYFAJw2WP/Ls3ZrqFQSBjGIDnnYqTqcV0mPNFcY1COCVql6l+frAOtI371war9fwAeBMehGR807ftw+dvO3ZWD+A6TdyGHE+nUWRvjgoZaxOKeC3Wn6MvZjOt7eCszpdIslNzSP2xP1LtD0OvuHeGPWm0uztf+Ud4klhTjHFucV3PS+5u61bt+Lu7n7/C/9F48ePJyoqiry8PNzc3BgyZAiOjo5MmTKF3NxcHBwcCA8P56effrrr/VlZWbRv3/4/7rVEIvl/LkoUxdp/PSiN9EkeiJ+9ClulnNNphUR6W3fNygSBYoMZW+XtgM7TzprSJUtr5MbwumRrDQgCTD4Sj0kUGFvfH5NFZPDWa3x9LJFOYW6cSLFusghzteG1ql4stmjQBHpyeskBAPxtFMS+EMKhHC0zb+Yy99ZmkYGnUwAItlWyPrWQ7RnWgMrGQcP7y4eTEZfFOxHj/pX3Ya+Q0dTNlm3pRYgygSmnJ1KYVcTQoPfuen3a9X83p6Dk3/PFF1/c9XiLFv/tFL1EIpH8U1LQJ7knVxsFI2r5MvdcOt+9UB6j2cJXRxKY1T6cIoMZsyjy7s7rbOhpLS39x2jfa5uukK+34GOvwkmtwMVGYFzDclScdRIbhQy1XEAEruXq+P5Pa/YGV/dmTP0ATK/1xDbUl5LDl7kSl4XJAiYRWnnYM/NmEmfz9WX6eVNrpOvxpNLPJYU6fn59LtlJjzYl+yA+Dnfjg3B3ep5I4veUQtZ9u4Xi3L/fySuRSCQSyZMkBX2Se+oe7s7/mgThYauigqstacUG0osMuNoo0ZstVJ4VxeXBtUqDvRKjmWMphczvFEGn32OIzdXRrYI7OSUGnNRKyjtrGLfvJiaLSGjLquTGZZB9I730ebvic3mpgjvH3/qFyR2qMSDChfTyDgw/l0aNvTd4JdCJHRkPNj16cOn90jb/M4uTCnBRydmXpSXARkH091s5X6C//41PEWVYBRT+gZTs3fmkuyKRSCSS/4CUskVyT0suZTBocwy743KxVcoJcNQwun4A88+l8saWawyo4lkmAfOR5EK+OJLIksTaCJWT2ZJmLU11I1eHXCbwwwshZL7bADd/N97c9T8Grhpd+qwARzWhzjaUd7HBITmTjb/uZktaIVUdNVRyUBNbbOSTK1kPlKblfjQqOadmvcS0EY0euY2LBXqGnk0jy2BmV6NAzrUsj4Pi2frj5PHNj3hNn4Pc3fNJd0UikUgk/4Fn628pyX+qxGQhQ2skscCaqsRksfBiuDuvVffhSlYxw2r6lrl+5pkU9sTn8e62M+j1GWy7kcuC82l8uD8O1++PEJVWRGxuCXkpOez43wq2frwMgBblnEl4qx6+9mqCZ5xg+eVMPrqcyWtn0vDddo3ZcXmP9XspFTJC/ZwI8XW845xHoBuT9n1ItRcqP3B731zLZlm2lleqe1OuWgDTLn1F9db3vr/loKa8OevV0sTNT0rO5M/I/vJTzFn3X2/o5O+GTCG/73USiUQieXpJQZ/knqp72rGpZxVmtQsDQC4IFOqt5dA6hLhS1dOOazlazBaRS5nFrI7JBiA7ay87t/oSKD/JsZRCXghyYWAVT/puiKbOgjOYLSI7Jq4keqt1x+6NvBJOphRyODmfuHxrgClTyNE42ZKqM93uj5Oabyp7YicvW87tYRVqjXh2W8DERafYPbUzFQKcSs95lfcgrF4IEU3CafT5a7T8+R0A3GtF0GDVj6hCw+5ob258PmEhrvzUJpTKgS54lffAq/y9R89eH9GK5gMbY+fyZEu46Y4foXDJgvte51s9iE8SZjNow4f/fqckEolE8q+R1vRJ7inCzQazxUIlDzuuZWtZeCGNIylFvFfXj9zsEs5fSGd/sYER9QNQywW+f6E8Ew8lkKszIRNgzUuV8Lq1mze5UE+JyUKTACde23yVRv4OzGoXzpdHElh0MYMxe2/walUvDiYWUGQwM2j9OCq0rclnvq9TlJEPwMjyrrxazpmdGcXszPxnqU8MRgv1I7wJ9ahBHa+6aAsOkmY6wOUzqYxs+A3p564xOGEZNm6O7Hn7J5r+9C5+dcJId55N8uj30Z8rm2Lm1U0xVHK3ZUt0Fvu8R6DNL7nnsxvM343FLFKY9eC5Ah8Xm8bNsW3XkZzPP0HUPViy6fzkHIqzCqjYriZBjSpKufskEonkGSUFfZK7kgmwrKt1TZ5cBmFutphEgb3xeRxKzGdmbV+qKWR8G5dHTKgbMTlaRtbx52BiAWtisvBzUONlpyIxX8eo3ddpHujMkBre1PJx5P3dN5jVLpwKbrZ0DnVDJgiMbxRIqIsNs8+mcTS5gPjj17B1c8BQdDswGXspgw1pRez6hwHfH2JPTeGrmOY4ds+g+/Lm4FvMlq2uGMq7INaqwOLIN5EpFSCK7B08mYBxY7BEdsK+R587gr5LWVryShoS4RzClbxZZc4pVAom7f+Q2JM3WT9lCye+HkjioUL4+eBj+R4Pw6F3f2xbtKbgt3kYY6480D3FWQXM6zKZmn0ak3LmyVbn0JXb/1jb08Q3u+81EydO5NChQ7i4uLBixQoApk2bxsGDB1Eqlfj7+zNhwgQcHBwea98kEonkcZOmdyV31cDv9no3060SXspb06rT24QyqFUI/XMsFNeoiJutkkUX0+m++hLrr1qTEycW6BmyJYYAJw0ru1Xi7dp+2CjlRM6LIkNrZNDmq/x2NIG0GzmMqO1LqIsNXVZd5GhyAQA7J67kx/rjMGhv74jNNJhZm1rI48oQbjQXIXjr0XwWjcxNh3jRDY+l+cguH0ehUqDNyKMoOQufhpVwC/Xj/IC3SHujH7nfTrpre429Z9DE5xcGVA5jUacKKGUCIbWDcXS3x6+CD77h3uRnFJK6x5Oi3e2QobyjjRcGN+etua//o/V+bX4YSkjnBnc9lzX+fVL7dnvggO8P8UdjWPfO3DI/j/8vOnXqxI8//ljmWL169Vi+fDnLli0jMDCQBQsWPJnOSSQSyUOQRvokd/VGdS8AzBYLiy+mU97Zhm0Vq+Eh92Dr9TjCXW0Qf/iUenID7svnIRMEVsfcrkahlAn0qeSJ2WIp3d1byd2OSU2DGLAxhiPJBfwQ6kqd8q7UWB+NSSZwKeu/zXO3M/kljmWUp/KgRsSfP4PjjXqYNryJg1c5hv8+itm9f8AsCvTa8DNypYV5VV8m7+ihe7a3K/ll7BR+LO5qS5MAJ35O0zHq4HiiNp/ldZ93MBvNdPGyZ0bvcXir3ajiKON8Qdk2Wr7amPKRQSz6YMVDT/+qbNWMvvgDrkGeZPRtyjeed6atseTnoz93mqC2tQlqV4cDY3/FYjTdpTXJHyIjI0lJSSlzrH79+qW/rlKlCrt37/6vuyWRSCQPTQr6JHcVl6/HYLYwatd1+lfxooGfIw3fGoZXoZF1EV3ZVggvzg3lYHwq4ycfwPyX4bee5fxQqttTIl5EZclHpZBjNJnpGOrG6u6V2HcpnfOFet4+n8a53AdbW/ZvEEUTnnuHkJj5P0Ld+5CY4we5ULt2VQ41qUDC9RL0n0ZQ/fVjTD//OYV9p5KUV8IXRxJL21DLXdGbc8jWnSGbM3RdrcDHTsW1YhMHlhwhOykXjyAPInLyWVPPn4UJufTzt1BsLofz5qtl+vNl5+9xcLV/pPV+ChsVzgHu6It1bHn7l7+9ts4HLxPQvAbnftlI7tWkv71W8vc2bNhA69atn3Q3JBKJ5L6koE9yV58dSuCzQwkAHE4qoKaXPTuvfIsu1bpDV5+VR/yyrWQcOH1HwAewpLoDxXl7+amgExUsy+nmrEZZbEQf5EKLcs60KOcMRQZGnU+/8+b/kJO6At62jfCxa0GxKZnqH1TDFGTDgrYxnN1xiRZtf+HUoCLi7ANoeOUyH1b1IrXIUBr0lbPvTNuA9RxMHc6VvJkA5JSYyCmxjp6t/mIj0y5/RdWWlfiyxZd8ey2bpUn5nMrVobfcmXOwKKeYopxHW7PYc/YwBJmAxWjm4sp7j0gCbOk3GZcwPyng+4fmzZuHQqGQautKJJJnghT0Se7rXEYx5zKK4YI1QPOpVo4KbWpwYMhELCbzXe/pFZWPnWsNFl+eyiuVbOhW1x+tkxxEEYPZglImsOJiOoWPIdnyP5FcvJPlseEUGm8icuu7xADbwdOmHiE336DgEz1RU+CKugdzZ36G3nQ7yi0yJpKnv0qB4dpd28+Iy2LR2BVcj7qJ1iwy9pI1J95fS8n9U+WbVqJKlzpocwqZ3fbuaw7/rDg1m+JbAfyD6PrjGwCse2fOI/fxebNx40YOHTrEjBkzSpcwSCQSydNMCvokD63dxN5UfrEuNw9dIf7Y1TvO16y9hDT7cA7tr48ompl7zppy5UBCHkmFBlZ2jaBdkDO9nTWMVMtJ1989cPyvFBhjS3+t8PXHnJeDqNWSWXKS5OI9+IVk80L0GRZ8fxy7j76h5MAe2LwegGz9WVbeqHjPtkVRZMtP1jJn7ppaNPOZw4HUIWTqTuKplpNvtKC3/POtKQ5ezggyGRtGzSf59I37Xq+qWgPX0R/R7sZOmnj9H3t3HZ5V+T9w/H2eftbdxRjdo0M6pFEEBFEMBAUxsFBEFMRORAEDUWmku7sZvcGCdXc/e/L8/pi/6b40TgG9X9f1va7tPPe578852/h+vNPG088twHadOFo+ch8mm5LjQcPQ1KlP7rTXKF29/C/Hfa86fPgwv/76K/Pnz0en093pcARBEG6KSPqEW7bupYWcW3WU5GNX793S64Ows6tF5eJwK0sH1+fBeh4EzDmGwWKj3GIj32Rl2pmMO57w/ZnS24eAHYcwHDlI1thH8LbrRI7hNINfVaFU+fJ9QhwOA4ag9PSk7Pek71a4ahvirmuGq7YRKk6Tfn8dVpUqeGnGEsq2bSb/3dvf/PjsysNEbTyJ2WC64rPOLw6k3fhezO/xDmW5xTh5OuI0qBe0asvR8BZckitw8dtIfuq1h9o/qj8JhY8/bsu2IpvNyBXX3ofw73QzW6zUtKlTpxIREUFhYSH9+/dn3LhxLFy4EJPJxMSJEwFo0qQJb7whNq8WBOHuJpI+4ZblJ2SRn3DtBOHwgc5IkgJZrkzoUoqNZJSaeLN9IJ+fSGPE2lvbLuSfYissoHzfbsr3Va7E7Be4BZVCz8pXPuDwjvexFJSRNrgX1uzMqnu8tUqie9bm5+QiXjh//fmJsUW/kl62hxF+JfzQIozLpUbONm1YY8exmQ0mUKvBbK523bO+H171/Hl37xScXezIis8mqGkQ877+iJymAyixWun6xbMc/Hw12UfOXbXu0pxiyCnG2Lsdz2x4hctdXdi4uXoZLU4YKb7q/feyWbNmXXFt8ODBdyASQRCEv0bs0yfUKC/v/tjZ1apK+AA87NQEO+t4sU0Aoxpe+3iyO002Gsme8ASlyxfha9cZCQXozTSa1wGH2v4AmONisBX/kdjIgFUG+SZGaJu6vUyY00hc1QokSSJTr6XRrCFM4Le/1Mv3/xSubgQfj8Lz829BrUbXsTOoNax/5hemOz6Fd4ArGr2adZ9vYdu83Qx6tQdjuhQxuVc+HYY2ofPsV1E5X3kecbU2ykvwaxSAT+PAatdDtV15gyI6M/UvP4cgCILw9xA9fUKNUKmdadb8e3z9HyQ/7zCHD3TmuVBXmnnZczKjhEbudvx4LoslUdl3OtRr8tF3osScRJDDAFp5Tkep0CL5FOOnz6Y4Lu2q92QbrbhvvnJe49W09HwbBVry5Kn0O9qXY3nHCZ/0KylRadg563l7+2scXn6M9Z9vva34ZbMZS0Yalow0HB8cgfvbsyj5bSmPTR+FqkzLt2OHYDaaObrqJEdWnGBSuyYEt6uLVFZG7PlMzEVWOsQeJvrFt8lasvqqbRgKSnnL5VHsPZ0ZsWAiuz9cQ1FqHk8deYWKvvnkpd/cuxAEQRD+eSLpE26fJKFtOQRz7BGc1Q3w9X+QwoJTRF98G4DnhjQnwEtH3fNptP3lDE8Fu9DFVc/mrNIaO1WjJjh6OODmWJs+uv3kVpzFbCtFr/KixJSCQ6IfOV+XVjsO7natTmhDoH1f2nt/yrkSB/LNVnb+UHmsmHugGyFNA0mPybxuHbr2nfCe/ws5rzxH+fbq46tyaQlp/boCoPIPxFZejuNDI0n88Cgag5IDS46gddTz8MJJnFi4h5VPf0uLYe059cse+n76JJ0Gt6HCEkNM4fVX9ZoNJur2akrrx7sT3Loxm0pbEGG6jPzG60ROWnn7L0gQBEH4W4mkT7ht6jodcR7/MxXHfyPv+yc5crAnRYWnsFiKcfZy4sysR4hOyWXZz59Sx17DDy18AZh8PosvLuf/IzFKCgWPnf4eRYInZZPrsjaxLSZb5Wpie1UAFrmc6dtfxL+uP3Pqf4FeDiLUaSh7057Ay649DTXjyPp+EFbLU1fUba8KoMySBjeZwhaZoikyRXOh4MsrPstLyecJ70lUXCe51DrqCWpdG6PJCJbKfQDbPNWDfu8/wo/9Z5Fy8nJVWUtaCtkvjkfl6cUaw29V130aBdLqsa4o1UqWjfmaM4v2kRWfw6qJ3xHUtg5Ovq48/G5/ojv4s+WtJVfEcP97I2n7ZE82T10EQIJHUzwddegsjpSKkz0EQRDuaiLpE26bOeEkZRs/xnhqPQB5uXurPivOKUG/7BAtMvJ4JbmY2DITb0VlMzLAiZOF/9zKz6Zuk9GOehxCynDROtDW63OsthJKzEm08/6EIlMsexa+QGBjfw6nLUSrcCeldDMZ9dNJyZlLQ8b9sX/fn/z/psxHs17lXP5nNRKrofja78W3aTAPzHma0E4NSD6xjtm7twPQfFgHHDydaTHqvmpJH0DFof1X1JN0NIZvOr9Fbkwaoz8ZQe9nejCr98c0GNWVzYdkOnUB//BQHEN8aTH2fqJXH2DVhO8B8GrgT883HwLAu0EgFaUVnMv1oYtfEkHZWjJahdXIexAEQRD+HpJ8MzPQ/7+wJN1No3LCXc5LqyTUTsPRgjuzvQdAQ5dnaef9GUpJgyRVX7eUWLKenIoTnM6tXJ2pcHXD+akJNNzZmLTF7dGnSTg+spxySzIpZVtp4/kBx3OmUmSKxkVTn+7+izma9Qrp5Xv+1mfoPO1hGr81DhfJgJSRys73VnLs+50A6JzsaPV4N04s2IXxKr2EGnsdvd4exuklB0g/mwiAvYsd8xI/IwM7FE4OHPhiPfe9NIiUUnsCHSpPAymuUOKkq0x23w99lpG/Pk+tjg2q1a0wGLHqtEgSyGaY12c6l/deqNFn37JlCx4eHjVa5z8tNzdXnNghCMI/LUKW5Vb/e1H09Al/m2yjlWyjgTdf645GpeSd93f87W3WD3KhWwt/vtsQhdUmE1U4Fx+7joQ5j0KWbciyDYWi8tfeTduY7alDqu7Vd+6G28hxNNzkj3ZRAY5pOrw8XiKqYD4NXJ7B2i4Eb0U+RYvHoVE4k1Sygczy6x93dqu0rdqiCQ2jZMVi3No0JvTxwXR7qhUXbQ6YJBU/1noW+U/Ht1UUl3Nw9qZr1hfSsT7dXh2CY69+rI5phOmxNpiNFjLispC8PdHaa6nXqxkAHtYcwA4ApRIWL85Ed3AdD8wZi2uwF7IsVzt5wqZRVSZ8sozZbCL74t9/pJuH3dUXmNyu3PIHb1hmxowZHDx4EFdXV5Yvr9yQeu7cuezfvx9JknBzc2P69Ol4enrWaGyCIAg1TWzZIvztHhzUhIceaPqPtPXeU2348rmOtKr3x/8B788Yz6r4cFYntCIi5x2SS7ZjcUym2/ojvDQ8nkauzwNQtnkDPp8lI0sQttYN73QbkqMVT9em5JsucGF8LqY3++Dr78kTrX+ipefbBDr0q9H43ae9h/v091F6eBL6xBBCnxiM2lhOA1UmpWs3VEv4bkbsjrP8/NAnbNlhrNxXRpYxGUx8OfZn4s8kY4yMw2qykBWVQsb5JKCymF5lxda2BxjKqd83HJcAd86sOMSmKb8CoKwwVWaGVhuSJFGcXkBJVmGNvou7xYABA5g9e3a1a48++ihLly5lyZIldOrUiR9+EMfTCYJw9xM9fcLf7v7B3/9jZ5O++f0xth5P4UR0TtU1i1xGhTWXR+okA1BmTuNSyFB6h47DMchMfeexNHAei7O2LgWHI1HoJaw2I8pyFZSo8ZQ7UCQvw39mIi4+rTC7PoASV4Crzve7FTonO1o91oXLG0+QkZhL7usvogoMwpqbw9kpX5KycjsnzKVM3DcTpe3WF0rIssz51Udh9dFq13tOHUrt/m346YGPeGLN66ScjKMwOQdogCRBboWOvn4x6J7qjIe5hDyNE7Xa1+Pg7E2YKkxodBpkWaY4qxAHL2fcQ+/e/Rf/qvDwcNLT06tdc3BwqPraYDCIs3cFQbgniKRP+Nvl5pX/Y23FpBYRk1p0xfVySyYXC36g3JJJYslq8uLOcH53FF3tt+Kla4VSUZnElJiScdU2QqnQQgFYbCYUkkQd55FsPtoXvdITO5UvflZvjue8RnLpxr8Ub/jozkyf0ougieHst/Nl1+5LrBw/DwBzUSlZu48D8N39M0mNuHy9qm6aQqVk3Us/VR7dtv4EnzR+kWd3v0tgqzCkgiIMSjWeTmC1WJHbNGXDRysZP/E+EpPSeXT5y2h0GswVJmYGPI3FaKFOz6aotP+9f0q+/fZbNm3ahIODA/PmzbvT4QiCINzQf+9fauG/R5LwbV+PwycnYjX9cURZSW4pzi6hKBUajJYitCpnPO1aViWAAMXGWA5kjcNb34G0sh3I2FCgJtNwmCzD4b8c2pllhzjzxRNc8vTFpFTRaowv0dvPcH7NcSwVf5yjG7P9zC3X7eTryn0vDqDR4DZEbTjJga828vqlr1GqVbzr+yRnV1TGnxWVgp27A7LVBq7OlUO3gM1iRZIkzu2+xD43NZERSaR5JTH8g+GodRpcgz1JO51A5Lrjf/k93IsmTJjAhAkT+Omnn1ixYgXjx4+/0yEJgiBcl5jTJ9zzJBQ0c3sNL13bq35eb3gXHj74Ja1eG151TaNwQULF2qwmuEydRn7ryuPDLuTPxmDJqxquc9M3QqWw51z+Z8jYAIn6rmOxVwXwSFgynby/RSnpbjpWpbcPtbo1xbtBAADl+SWcWXWUfQv3kXg8lrg953lk8Uv0eKP6AoM23erRe1j4rbwWBn3+BN1eHYJHmA/uod4M/3Eiar0Gm8WK1VR9qPiH/u+zcMj71PpqOa4fVe7Pl3Q0hin6h4nbF8miRRGcvphL9OKdnNsXi9Vs5cUTn6BQKW8ppn+jvn37snv37jsdhiAIwg2Jnj7hniWh5OHacTioA5AkJTmGCNYktgZAIWnw0rUhy3CYtEORxK4+SMKmYwC09/qKxm7PkVq2jfMOYwkfWguLqoAvl2ixYQYk2nl/RKk5ifTyPeQYTlS16aKpTyefb8ivuIi92p+Gbs+QXr6X+JIVN4xXHRqG/4ZdhDnm0dMrltd1IwBYPOqLqjJOfm4M+nQM59ccq3bvG7NH4O7txN715zAZb25uX8Khi9Tv24LY3eexmi1UFJYh22SUWhWmMmO1siWZBQz+/AmG7NmDUaPhWyD+QFTV58/umQEyZEamENiqNgCnlx9ErVPz5MbpnF1+mMNzb+/4uHtRcnIyQUFBAOzbt4+QkJA7G5AgCMJNEEmfcE+z07kj2RTIssyZvI/QK70xWLNo6jaZNl7vszvtURLSVlEyKZSBzhc47f4+jdwmIGMly3CU1JR0Xm4xjdyUfPoGbUEhadia0h9nTR1iin4my3CoWnsu2noAFJvicNM1IL8iiuTSa2+Z8mfuzgocLHk4yfnEH7x01TLF6fks+lMSCKBVuLLnrT4Uqw/TyHEKkeavq04VuZYG/Vsy8NPHUWlUNBlS2QP6jvcTbJqyCJVWhdZJT1DbusTuOIssy4R1b0JY9ya8fCmJ0J6VK60bDWjF9umVW5Tkx2fj1cAf/xa1APi06UtkXkgmsE0danduhKGg7B9J+m5mi5WaNnXqVCIiIigsLKR///6MGzeOQ4cOkZSUhEKhwMfHhzfeeOMfj0sQBOFWiaRPuGfJWFHXjscW2xQkmeaeL9Nv1Sjio88yf8waPHThZJYf4JGwFDRKVxSSgkCH+1FISsytljJ5djAzejQh5tR5AOy9/VBKOsy2Eg5kjqOx64t09/uV9Un3/X7cGmQbjhFf/BuFhi+p5dQXe7UfFrnshrGGNA9i5uEpnNLkkrz7NPN7Tb+pZ3T0dsFB54chug2lRkdaezam1JRIbPGia96j0msZMu9ZVBoVF7eepn6f5kiSxCvnv2TTG4uQJImGA1vReHAbvrt/JjHbz5ByMg6AZEnF7MavMOCTx4jZdqaqznO/HabTCwMoyytm78fryLyQTJunejD8+wmsmvAdxxfsuqnnuRfNmjXrimuDBw++A5EIgiD8NSLpE+5JKskeB3UgP2zoRLvAmZgNFpp5vETk1CI8Xr1AvvEch7NeQJZlTNYidCp3ZFkmpXQr3nbtcCnshSF5P2HWl2gV1oM1Ca1ZEd+oWhuO6mAcNSGoFPZV18otGdhbJ7G+YyCfxk9iYWrhVeNr8kBb+n4wmp8GfUBOTDp5qfnEHbrE8V8WcGTp0ave8798GgXy0unPQAJsa5jd4l0c0toSX/LbFWX9OjSi21cT2PbEJ9j5uGH2D+RymQqzyg6b1UaB0Z7LJl+G/TARhQRF6XkcX7CL5GMx1O7amCc3VPZUGYsNvJ32Awe+3Milraer6t/2znK2vbO8WptZUamkn0si+VjMFXMEBUEQhLuPSPqEe1I3v1+o5fQAZeZ00sv20dBjJLJsozzBlVm95qCQNIwKS8JkK0andEOWZXanjaGL33fkGc5DXGMiHh1Io/suULjHD4WkBSpX7OqUnnT3W8z5gi85nvMGVrmCFu5TUSscOZ4zBWfH47wS54IFR9p7pxFfsvyK+LwaBOBZxw9Pz0bU18o81b8+Lwz+kqIy0xVlr0aSwMnfHaVKSV58FnoXeyqMeaQVLbhqea8WYXi3rItbgyBiVx3k5DebSew+mX6tbShVxeyLDuBUpi8+DiVoUiLxbRJM3d7N2danHtFvPUKxvY7ijAKO/rCTzpMHonWsXJyi1mvwrOdP+pmEK9pMOhLN580n3+RPTBAEQbjTxOpd4Z4UX7ISi60Ctw8KafhW5eINSVJQYkrBYMnGJpuIK15KQvEaLDYjkiThpW+FSqFDp/LAXZ+Izawm7KFk6ry1Axdt/aq6nTVhBDj0JNhhIFa58jzbxm7P09R9MmPq5pNbcYm4ksrVmjbZSm2nkTRynYT0pz+nXe+vYl8jLZ3ytzGo+URG9qhD09ruV30WR3UIEn+sgq1fz4tL56Yw+MHmWCqsbH92D297jCHvcuY130fJhTjKD50k60gkss3GsWk/4HdpK+eW7SX9XBL3haTRv3Y0Bbt24VW/cuWwS4A7F755nsCoRM6vOYrO2Y6Bn40hcv1Jwno0Ydj3E3gzfi6TT31KrU4Nrtm2IAiCcG8QPX3CPclgyUal0CE1KUDlX8biVwbR1OVVcv+00nZv+hgAMssP4GPXkRJLIrJso8G8BTTJUZOob82ZgxexLn0dO9XSqvuyDEdYfrkBJeY/erdWJ7Qi2GEgnXznkFq2E4WkIsRxMAXG8/TwXwxARvle8o2V8wMf7tgPp/x+oLAS62DPA6+mUJz6KM7qtQwI3kVU4TxO587C164zA4P3cjb3U47lvAbAoBWvs6VeAKa9W1Eo1IR7TCWCldd9H/Xub0FYx7r4Ng6iKDUPQ2EZRWPPo5BUfJ4/C59GgeQnZGMqN/Lwz5No9WhXLm4+RYN+4UQO74Zp0T40dloC+7bHSWlBUkjYuTmic7YjatNJsqJScPJ1ZcRPz7HnozXE7blQMz9IQRAE4R8jkj7hnpRRvo/9GePIaLmXclIxGyrYb3jqqmVji38htvgXFKi5kP8l7yreIK9VMxJeaM68rb3QK77BaM2tdk+RKRoACRU9/BdTYkrCaCsAKnsC40tWkmOIILZoMRqlCwnFq6sSvk5+n+CU/zIajQGTSc++Dftob7eMAG9HmntMRaNwQK+sPLas2BRPZvlh0sv3VLWdFpmKoczInOcXUnuqkTJL6g3fx9ZpSzm1aB+ZkSlV19p4vY8CFYqex3l02cusGPstxxfsYv/nG7CaLGyasoi6vZoxeslLqHUazh9Px69lKJLCirnCRFF6Ph61fVj7/AL0Lva4hXpTr3dzMi8ki6RPEAThHiT9/8kDN1VYkm6+sCDcRUJd76Onzz4OZk4ilwWc8fIlQ9GRJ7N8aeP1PpmGQ2xI6oJW6YbRml91n7O6DiPCorHJVhSSku0pQykxJ9LacwYKScfejDGMrpNKRtl+NiR3RSlpebJeOZIkobKr4Ezqj5zKfZcOXl/jqAmgxJaExWJkf8bVE9Qao9biOWUbcsxZdHGzGfnzJH57Zj4JBy9WK2bn5shD88dz+NutSAoF43dMp7ygFDtXB4rS8zEUlHJu1VF6vz2cg19v4uj3O8mJTsdqvnLhhkqrxmI0X3H9r9iyZQseHh41Wuc/LTc3l759+97pMARB+G+JkGW51f9eFD19wr9CWOtauAe6cWx1xBWfjewRxsIpDfjmu90czM3l0LbncHl2GQuKJtHWuxWZ5Uco9jrIfWGTaZD+KTtSHyKhZDUAFpsBWZZRSErO539NYuka7vP5jiDH/lX1p5RuJ71sD6GOw3FQB6FyKMHZ30Djxw5hmjoOWTYT5jICp4Xf4xiq5b2gCfg0CqzWK/dX6JztMJUZsVmsf1zU6ijqWA/ZuYDc5Zc5Mn87dXs1w7dpMEfnb8dmtQHw2sXZ2Lk5sOzxOehd7DDYlJSWWjj63Rp0rvZ0GNcbjzq+ALiF+pB5IfmqMTw0/xnaAwiGLAAA9F5JREFUPd2L1W+t4Phnq2s8+ft/TQu/r9H6zrk8fcMyM2bM4ODBg7i6urJ8efVFO4sWLeKrr75ix44duLi41GhsgiAINU0kfcI9L8R5EI8MeovAAYmQtJQzZ/ZjtOZVfZ6RV05Kdhm/RT3Opbw09h19iEvtQknd6IaD2oxSUtP6zUb4DLZysvlFSsxJ9A5Yg8lWzP708VhtFSBJRBXMAeBU7kzyjedILF5DuTWdLSn3Y6f0Z3TdFIzWAjDraThyH5Hb9RzKfIH08l2oFc50yPWnNKSCetu2MKZjAd/1eZfYneeu+kw6lYJh9T1YH5tHkdF61TIAdu6OvJO1gLhd59n/5UaSjkRjKCyD0iJMD9YFU+VClAEfPYakUqBUKQnpUJ8zyw8RteEEeld7FEoFrcZ0ZfBTPQjIycSsVeD1+gPE7DyLzWrDkuCG7GS56gre/xc+6j4AhswcTtexXXk/9Nlb/THetQYMGMDw4cOZPr363oqZmZkcO3YMHx+fOxSZIAjCrRGrd4V7mqOrK/fXW0LGklaYUu0YO2UsTzRKw03btKrM/jM5zJoxj9qmEwTaDWb8xPV8Nfs0WoUrJmsJnvpWFL/Tl9PfnyGpw2RyKyLwteuCj74TwQ4DUSq05BvPUmSKBaDMkkJkwRzKrGm/tyAxvPYFys0ZRBXMx2pSsefD+zi6P5uLhfMoMsVSaLpI/iv9WBkRTKnajZhd58iKuvZcvVENvfhlYH2eb+V/3ec3lRlJPhZLSXYRYzdNpf/Hj/3xYXkJWMxICgWJR6LJjclgzydrCR91H0+um8JTm95k2zvLubD2GP7htfAOdCHD25Pc84lkXEimbs9mKJQKNMFlqH0NpJ2Ov6L9en2a0/udEez8YDVmk5mi7BKSjsbc/A/wHhAeHo6Tk9MV17/44gsmTZpUdU6zIAjC3U709An3tPqtm2JLsav8xt6GY89sHNZk0jTnZU7kvEmZJQ0bFnIMJ/Cz70obr1l0U/1MiTketdKRlNKtOGvq4UIdwhp0pcXTzTmxcA+LYwORJBVP1KtcvJFaWnnihELS8EhYMshQaIpmQ3IXQCbTcIQKaw5RtTYzcHNtKrRaUoqboqqtwVJh4nz+5ySVbqBoYBxIEt9brr+Z8brYXGod0rLwfNZ1y1kqTMzp+CY6Jzsqiso48dOeK8q0f6YPYd0aAxC16WTV9eB29fBtEoJLgDu/jvycxMPRjJr9JN/P3k70ltOM2/kOoZ0aYkzToA2uoDijoOpez7p+5F3O5P6ZowhsVZv3gsez+/1VN/x5/Vvs27cPT09P6tate6dDEQRBuGki6RPuaZG7L9GymRFbuZr4+W1IW11G9iktdV0eRat0x1kdytbUIWxM7o6vXWfKzZl08fuRYtNl1iV2xCabCLDvS4U1jxFfbCT6m31YKkyACWTIM1zAXd8YV20Dajk+RJExBpOtGCd1bXxUHlQelyGzNaUfAE9u2EDjiiT2qepwudCdMF9HLiXkIWNDQmJ4cCTHsl8lqXRD1TP41vFGrVWTfOGPnr88g4Vp+5Nu+PxahSvd/H/lYsF3rHnuBwBq0Y1SsnDro6Hlo11xCarcHzDh0CUOfLUJU0kFqWfi6f76g9TqWJ+M80k8unQyCQcvYbXT41XPn9ZjuhHSoR55yVl41PZm2/RlpJ9JBKB+33DGbprKjhkr+HXEZ7iHelOYknutEP91Kioq+Omnn5gzZ86dDkUQBOGWiKRPuKeVW7JYHdmNIbUOU3jWHWRXdAo1AMGOlYlYD/9FFJnikCQFu9IeZn1S5fyzfoHb8LHrgkqhocB4ke/W1cZkKwEk2np+RB3nRzArisnR7iZGMZc+IVvJLjnB8st16Ru4jUCHXnTz+5U96aOr4nmkaDe1dDraPPkDDfp05PnU/+8dk2ji9jIu2rq465pQqNlFUX45AO/unoKjmwOjHMbRtG0twu8L45fPd2L9fbHFn2m0KgJqexIflQGAoyaUIId+GC15JJWuR4sTb3Sch2/fQ6ypF0XDoe35cdAHOPu5YzaYaDykNfnJuWSeT+b0kgOo9RoADs/bRtzu8yg1SvrOGkXmhRTyE7LIiU7HxdcNlyAPPihbSurpePZ9so74A1HE7Y0kPyGL/ITr90b+26SmppKens6oUaMAyM7OZvTo0SxcuPCeX2ksCMK/m5jTJ9yQi1rBU8Eu2CnvzrlL+cbzmK2lgMy+9PEA2OTKhMloLeR49hv42nXGz65rtfsc1SGoFBpM1mISi9f+vg+fTEOXZ2nm8Qp2al+clfVoNNWZPp4bUD2egOLDwwAUGCMBsFP5Vavzo+d1/PzGM5yOb8iHU+ZiMlfGUdtpBA1cK7dpGfBODhsuzSCwticAv723nuXvrkWWZZ58vQ9PvNqbgN8/+1/PzRjEwr0v06x9KAC5FRGsuNyI/ZnPVD4vxbiM+JFGD8Ry+qOVfNX2dS5uPElmZAp1ezblwTnjePinibxw7CMOz91K8rEYAsJDST+TQEWWlR1DL1CcUkzUxhPINpmGA1rxcaMXqN2l8lzigBah1O/fkhVjvwVZxt7jyrluAI0GteYj43JajOx0Uz/De0lYWBjbt29n/fr1rF+/Hi8vLxYtWiQSPkEQ7nqip0+4oWdrufJ+Qy+UEnyXWHinw7mCRumMWukAQBf/7ygzZ5BfEUmgY0/MtjLSynex/HJdXDQN+P/hWIBtqUNo7vEm2eVHiCr8ltaes2ju/jo2LMiyjCRJBK7ZgTawnKy3W2D5oTYOLg/R1dedy8XLqefyGKdy360Wi2PpCDJiA1lofZ1E85Kq65nlh0gq2URc8RIan0wkqL49xQVlAGyf/8c8vA9fXEHQW29QEtIEhxiJ+gzmDAsh0Btti1Yc2BKJT5AbSbHZAEgaLYXmS/Cn/TafnjabRqsCOXcuDavJQli3xjQaWLldU15CFiqtmoOzNwOw7sWfOLFwD88f+YDcrxtR8F19loc/SlzxcrKi0vBpHEjfmSPxCKvctiV29zmaDm1H0wfbodZriNoYwYJB71/xM+ny8mAUKiUjf3mec6uOYjVdfw7jzbqZLVZq2tSpU4mIiKCwsJD+/fszbtw4Bg8e/I/HIQiC8FeJpE+4oZ+Ti1BJEr+lldzpUK6q3JLOLzHedPb9kRDHAagV9rjrKlfvFhkvU8txKCpJTzf/XziU+TyRv2+9Umi6iL9dF+o6P0J00QIqrDlYZAPFpsvkVZxB56In8+USLmX8gjJjG8GOA/GxdsJJE0ZK2RbWJran3FI5zNrL/zc8dC3JKDuIu74pDuqgajGWWVI4mj2ZB0JOkLPrJNNXfEBRefkVz2Lx8CarwzCaduxAZ0Mi6ld6YNiTT87rfbDr1otzI4dwYmTl3D2FkxOB+09hOHKA7GefqKrDqtXy4J4PabT9DN/fP5OsqFQu74tElmV+GzeP3LiMP8qaLSjUKiSFAufBKZyYd5A6L6q5v8/77Pl4DVunLSW4XV1COtXHydeNkA71Ues0RG44SUVROSd/vnLhCICduwOWCjPnV9dcwnenzJo167qfr1+//h+KRBAE4a8RSZ9wTZ0DnVn3UCMe23CJmdF390T9CmsOe9MfpW/QVrz1bbHaKtiROow2Xh/QK2AlaxLak162jyzDkWr3bUsdgqMqmIauE9Aq3bDaTLhpm+CkqUWD89spji9nkq4vBzafZ8Yz/VGgRsaKozqUEbWjSS3dyeaU3gQ49kMt6aqSvTLzlZsYSyhRSlr8HbqjkFSkJe+6okz+uWjui1yENScdp2e7c77FYmL3bIavL6Ldn4ox6jxKtQqdsx0BqkdQp9uhTNeR/fv9rZ/oTr9Zo0g/l8jlfZVD0CVZhczt9vYVbfX7YDQN+7ekKC0PWZbRhJTSYRe4+A0E4Ik1U1j5zFw6PHM/roGelOWVYO/uCECjga2I3X2ejHOJuIX6UKd7Y078tLtq0+fPm7+MpJDu+YRPEATh30QcwyZc03vdw3izrR9lFnD8ZP9t1+OmV1FqsmKy/v2/PgrUhHu8jbuuOcGO/cksP8Klwh+IKfqJdl6f0cDlaTYm9ySn4jgASo2KkbM+wvXoGIxRbpSYkogqmI+/fQ9cXjhCUXkkj/WrzeFtMVz4diixRYtILt2ESnLg8XoFmKyFZBmOkPGAhrY7ewFQakrmXP7nOKgDOJY9hf8fTv5//va9KDReosxy/RM5nAPcKUqt3GQ63H0arbzeZVvKELovakijQa35ps5smlo+4GDms+QZzwLw6IqXafZQB2J2nuW73jOuqNPR24UeU4dy4KtNDPxkDA36h3NqyQFaj+lWNaRts9pQKCun+/756z+z2SpXI0sKCVOZEY29lrK8Eg7N2ULkppN0e2UIPo0DcAn05IsWL5MXf3uLPcQxbIIgCLdFHMMm3JqWTcMp8jORF+aL7uvDVFTceq+Nu15F9gvt2ZtUSI+l52s0Pq3CFeD3BRiVbJg5mTuNYIch+Nt3x8euPVtS+tLO6zOauL2IJEl46lri01eiyyuD2fX+KhqNbEDGucpnM9uKCfd8E7XCgRMf7OV03nI2vQ1u2qY8FDoCBWqSSzdhkUu5XLwUvdKbYMcB2DZvRNJULnSxVwfQ0OUZXHUNOJP3cbXTQQDSynbc1PP9f8IHkFa+G9+yLuQbz5OzpCsJtizSs46RUNqh2j1LRn1JwsFLXNx48n+rA6B+3xZ0eq4fpVlF/Dz0Y5RaNS6B7jQb1gG1Tg2SxJF52+g4sW/l8XO/J3zxm80UHupK4CO72Pb+fEYvegGAgqQcHLycK5/b3ZFebw+j19vDqjYsNhvNIDYvFgRBuCuIpE+4pomXnJk5sAuBTTIJrudD9NlrnyBxLWVmGwdTitibXFTj8Y2oHY0kKfg5xgMJBR195pBtOE5M0UKSStey7HIdNApnzLZigh0GIUkSKaXbiSqcy5CuT+Hr3hqfUgs7Hj1FWOb9WKwGTLYS1AoH0kp3cz7/SwBUkh1GawH7M57hcvFSuvstwk7lz+aUPihQ8WT9UrykcPakPU4rz3exV/uzN+MJQL4i4buWT59tz6AOIbR+ZhVFZaYrPs8yHGJTck88dW3wO/8icYc3YCytPGItqG0dOkzoy/rJP1GeV8LB2Zuu2c6pxQcwFJUTs/0ssixjqTDx9Oa30Nhp+b7ve3Twc+KBWh6UWSqIj87Cq2EQlgozMQc2Ua+dO/a+NkYtnERmZDKnVx5m14yV6F3s0bs74N8shDG/vcafRw/WvvADeZczb/6HKgiCIPxtRNInXFNSxE7e2TkQnwWbbyvhA6iw2Oiy+Orny/5VCSVrUEga6rs/xNvjVOxd+wxe+nbEFC0EYHDwQVQKPb/G+nI27yNaec3kUOYEVJIdh944g9e876lDD1ZdDidOfZTU8u24a5szMHgv/g7dcdM2JrviGA+HJaBXelSu5rXvTYjjA0iSRA+/pexIe4jdaaNRSGpa1k+gmep1frqgrBo+/rM6To/S3GMKp3Nncbl4BTJ/9Jx6u9nh7WaH6gbb4uRWnOJI1iukle2suhb+SGdaPdqFM8sOcmnLqevebzVbuLDmWLVrF2Yu5w2FiSVHLzKtjT+Glv6ctxpQJacRn1dKfnw2aicbkYfm4Nzsfuxc7fBpFETfRkFYK8z0eWsYZpOZ9a/8zJ5P1tLmyR6U55di52pPYdLdPRdUEAThv0TM6RPuGRIKHNQhlJj/OAO2pce7tPScxmOPLiAm+zi/JScxfmYHfh7nRkVyGEpJx/a0h2jqNpkWHm9QYSlAp3Ktuj/XcAYZK+66puxOG4NO5Up62R5aecwkyLEfaxJa09rrQ4Id+gMy5/O/Isx5FDabCQdNINtShpBpOMyjddLRulpQaYwYsp2JLPqE+MKN9A3cxt70x4kvWcmAoD342XcGIK1sN9tTh2C2leJRx5c3fh1Hq1oODG70LoW5pbf0XjT2OgJbh3F574Vbuq9Bv3AKU/O4Ly+f5a0DePtiNodqBdHtp1fxl0r4bsw3ZBQbmXTofWSbDbPRzNLHZjN07ngc3BxAoaBRxDl6novkm0cewqJRs2ridxyZu+2W4rgeMadPEAThtog5fcK9rYXHW7TyfIctyf1IKdsKQFLpehzVQXx1+leiYuJo1rkOrp721PN+kN2xS2jm/jL3B6xnXVJHzuV/xoMhp9DIjthsZlLLdrIz7SGG1jqLQlLT2Xc+GqUjS2JDyKo4TKDj/cjIbE8dRBvPD7BT+3E0+2WyDIfQKlzx0Lei3JLJmLrZFBpjcbG4YC6XkCQrjZxfZejYLCKX/z7PTxWAn31nykwZ2Gt88bfvztBaZ1h2OYwHvh6L3KYpp/ceo/z3Idvm7lNo+VJTAsdW8FXb1ylIyrnmezGVVdxywmfn5sBTG6eSE5POx/UnkVyeSEShgZEfTUDvraXPlIW0MpfQ9lIOMTvPolAqCevWmDErXwVAV1pKhYMDHgYDZXZ6yvNL0Pi4Eda1cY0mff+r1ZkParS+k83fuGGZGTNmcPDgQVxdXVm+fDkA3333HWvXrsXFxQWAiRMn0rFjxxqNTRAEoaaJpE+4ZxQaY8gznKXQFI2EgoauE6jn/CQe+uYMnWFA41JKemIe3f3exF+3j/Sy/eiU7qSX7QXAaM1na0o/htW+gEKpQqN0QkbmQsHXdPT5Eo3SEYtKRqty53z+F5zP/6Kq7RM5byFjRSFp6BXwGzbZyi8xnigkFbkVpyk0XsKldCSxhYtxdlEx4tkUsi8Op9AUjVbpil7lxdaUQaAspavXKnQqV9SKyu1PNr+xiMtrU/Ha8Sa1dUVcrJhPHedH8fKwYed2EaWm5v9My/NLWTPpB3Ji0pGBowUGAFaN/YqT3Tvi7mkjoUldpix7G4VKid7FHpvNhkKhwKGiDL+cTC7parGpXj0cOrXl2OyN2Lk5UKtjw2qrjv8NBgwYwPDhw5k+fXq16yNHjuTRRx+9Q1EJgiDcOnEMm/CPeOm5+9iw8gns7NS3XUdrrxm465sRGFaXx4evoKPPbFQKDaXGNSyet47Yc2lcPJWMxWIiqXQjbbzeo0HzUHqFv42jujYSCuo196H2mCVkq1biZ9+FOs6PcLFwLuml+8kJsIAMnXznVWv3/sCNPFW/nO5+i7HJJkpMySgkJcNCz2On9KPUnIJa4cyKyw1RKexwlx/kzTePc25PC9y0jbjPdy4dvL/CPuA4ew+3x/3+Iay43JBVCS0ASDudwOmfTuCkqY2zpg4A65Pu4+vn+vO6dgS5sRlXvIuacOibLcTsOFvt2jhnFR9mRJH39bMopj6MvYcTSUdjAJCsNnyL8umWcAlbYgZHv9/Bp00ns2nKr+yY+RtluSW41fKi06R+aOx1f0vMd0J4eDhOTlc/bk4QBOFeInr6hH9EowY+1K/nhV6nxkOlwFGjJDL3yhMpAAIctQQ6aTmSVlzt+tncT3DW1qXbh++hbGXFa8kF+qZ8wJCyMwxensK4r/4YVtQqXWnm/zQP/zyHkvQYsoesR620IyRIhZSfi8JrLeaU0qot9JJK1+Pn1AGXLCXeutY0dXuNcI+pbE0ZQLk5HVAQYN+b1p6ziMh5h/Y+n2Ov9qeB6zhCHAchyzYOZI7HQ9cKpaSmm/+vKFAiSQpO5rxLQskqHDxNpGcUk5FRTKHpUrVnKzBeYMElRyxy5dFsRms+RvKveDcPDGrMKy90YfRTS0lIvPLzG6ljr8FZreBkYUW165IkodSoaPXWcLrti+CrZ+eTmVFA1OazqBv3YlqH+nhqJdqlx5Nh78wLU1eSdDQWgD0frwVg/eSFIEO3V4eQfiaB00sP3nJ895KVK1eyefNmGjRowIsvvigSQ0EQ7noi6RP+EeOf/w2dVk1ZuYmTz7YhxEWH25xjNGnmz8HDCdhsMkpJR6jTcJY+GIV3eCjt3lpPWtEfycmlou8B6N7gJ4yNAkg50oRSXS2KcvZyON9Qrb1+Y+rj3vx5ks7XIn1bK9z0DQDIi5TJi/THyVoLtdKBTr5zcdbU5UTuVKJWzaV/4A78HLrQ0GU8aoU9jpoQogrmk1K2g14By2nh8Qb5FRfQKl04nPkiJlspBksuZ3I/4pGwJLIMRygzp5FTcRSt0h0nTSgXC+ZhsGZRkAqden5zzXf0/wnf9fj6OOHr44Sjo/a65TQKZ+o6jyG2eHG1bWN2dgwiyE6Nbv0ljLbKjNfO3ZFpyfMpSM4lo54/0+sHsee+adgsVnSdHsVpzDdERyxB382TNxdFcnLzGZLOXnniCMDeT9dRkJyLg6cTrsGe152LeC8bOnQoTz31FJIkMW/ePL788kvefvvKU08EQRDuJiLpE/4RVqtMWXnl/nMfH0uhlrOOJ59sx8RxHXjlq6NY7u9C6qxCWpV/zhL/92FiW3wTbKR9/tufapHo5f8bPecspYG/mlfSk1icuJhS85XDn4PHtCe0gS8vtkyglUNzSkxJHMicSBvPmbjrmqNROlFqSsNB408LzzewU/uSVLqBit83etapPJCx0tV3IZIkUWqqTHJKTMnsThuNRumMyVZMG88P0as8qOvyGKXmJDy04aiUenzs2xFXtIK9aU/gqA5Bq3TFKldQYk78S+/x2+8O8+PPxzEar79RdpjzKDr4fIlS0nI2/5Oq69MuZhOkV1clfAA2ixVzhRnZJpN9MRXv8No8u+ddvrnvLUznt/Oq/nM8stJZ/42N/fN3Q6nhak0CUJxRQG5sOk9tnEqn5wfwQdiEv/S8dyt3d/eqr4cMGcJLL710B6MRBEG4OSLpE/5xc09VJmn1Ukvx9LDHrnldvIZ0pPDCb5ya/R5pv62jfSclyXurzzdTSlqCHQfy/dFa7ExvS65h6TXbeHHofByd9aSk5BClXEGFtbLHKctwgMfrFgLgoPEDQJZl6rk8Tj2Xx6u+Ty7ZjL3aHx+7DlhsJnIrzpBRfpCLRd/jpmtCd/9fAUgp2cbBjImklu3gPt95OGpqVcUQ6NyXjF/uwzlWQ+OvXDBa8/k11vsvv78bJXwAcUVLUUo6Yot+rXb9l5TiK8pWFJVjKq3As54fUx0fYfzOd0iNiEehkAjztDK0hRFZdmN8+CecuS+Y2vYanDZGV0sc/yzrhIqiODWuId50fu4R9s9ZfHsPehfLzc2t2kpm79691K5d+w5HJAiCcGMi6RPumOjYHA7UDeeVVo5oEiPQP9aXhM3ZfDN9JJnZJcS1qUfR5XSMRZXDnla5gkWx/ljlCsw283XrLswtrdrv7v8TPgCVpP9TqcrtVMqdLJQUnMdL2RSFpEKSJMJcRiDLNiRJgUrSEuTYD4Wkoo7LqMpYbGaUCjVGWyFRhXMBcFSHVtVstpaj0ttjdiqiTF/ApcLfKDZdvma8z7zdn+KCcpZ8vefmX+B1mGyF1VYf38jsdlNQ6zWYDSbmdHwTgHff6s2jI1siyzLbdkVjMlnZlFlCqL0G0zUSPr1dMB06Hubcu0YavRJBk6cnkuTgTtKHs2vkuW5mi5WaNnXqVCIiIigsLKR///6MGzeOiIgIYmJikCQJX19f3nzzzX88LkEQhFslkj7hjjIVlXNQ34w2XySTs2kA9eomU9J0DQlejXjygfr8otdy6otVVeX/nMDdDq3SjUJjDJ5+fljy7QEFtWqnk30mHIvNgE22oJQ0lJiSOZz9Ii09puOpb0Gx6TIu2npklR9FKdmRUrqZZh4vE+Y8ggMZ4zDLJYBMhbUAndIVlUILRoluj/sj22RSVJc4mPnsVWNSKCQefrYLBbmlNZb03arijAJcgz2rzcM7fTaNoYObYGenISa28mSNVyOv//4rDOkkJ/6IxtEe67sPQ0A5Xo8PqLGk706YNWvWFdcGDx58ByIRBEH4a0TSJ9xRO8Z9jv+0EZTt+gJJkjG6XCRV0mNRKDi8aB8XF+2q0fbquYzFVVePihwDKqWEZ7NkVHZGFCoLKssfvYDZFUcZOOgN7JU+bN80lUtFPxDiOJiU0u08UicRR00wCkmNLFtx1Tam1JJEQvFvdGoygJIMV8xyKRqFM8hQak4mp+LENWOy2WRGd/gYk+nGw7Y1SaXTINtsWH9v9+VzXyABU51HA7B2QyQnT6VSp7YHe/Zfu5fyz2TZzLkz4wGJpu1SKM2MI3nJqhveJwiCIPz9RNIn3HHLvt1Cv97+jBrfgHDPeDbaN2HBk98R9fN2FJKGymHYyuFECQUytqvWI6EkyKE/6eV7MNtKrlrmVO47eOvb42PXHoCcs4FVd9tkGwpJQULROqILFzB2/khk8yVSDj+DDTPtvD8mvngVKaU7cNU2RK1wIKFoLUNqHcJiK6fAGEVxRh18GhwhPaolAEklW9ieOggZ63XfQWrCP39G7dup31GeX8qHdZ8D4MCXG5Gk6mf/pqYVkZpWdBu1y5w7+s8PxQqCIAjXJpI+4Y6ryCtm9dLPUXr1Rtu3DpuXriV21QHGjOiO9vwWUsq3crn157R5bgza8Q+TXLKZHWkPXVFPqNND9PBfyuncDziRM/WKzx1UQQDEFP2Mj117Ukp2kC8dokvTieRfdkMhKQEIcuxLiNNADk+MQC/74ajxJ8zpEQCCHQagVGgpt2Qhy1ZCnR/EJltRKezw0IUjyzbSI8NRKjTI2Ah27IufXTeyK45itt3ambo1RZIkPn65O7Xjsnh0QyQDfBzZl1tO8vFYKor+WIm7bfqyOxKfIAiC8M8QSZ9w11j51XZWfrW96vtHRjZhT14B/h1DqNv/U2xFKoySFl+7rle9P61sF5H53xBbtOiKz/QqH4aFnkdGZmGMK0WmS2QbjjPtu2F0H/wrm54ajc69BKtZSUJEBamFx6l34jGMsowkgYe+GesTutI3eAtKwGDJRaNxRpIkJCqTRUlSIKEASVW1CKThwydg2XaSS7eyNaXf3/HabsjRRc8YJw2eWHk6xIUvmviwMKmQJ/rNYlyIC6e61qLP4WRyTNfvjbwa1yBPhq+fxc4DZi5Pmvg3RC8IgiDUFJH0CXetR8f9yCMTL+PYahCGMWOR7IyAhFbpetXyFdZcDmVNuuK6VuHKo3XSKTWnElO0EJDJKN9PN79fqDgUwlHtb+SlyHQbe4rA9ilcXNmciDmVZ6paZRNHMl5ABgbV2ltVp4PKj2zDMWyyFSd1bRw1lb2IkiQhyzKl5lQ8GuTgFJKLUXeRuLQ7t21JcUE5wzZG0Uqn4LvEQtzUSlakVw5/t3XV08JFh7tGeVtJn2+zYOo0dafEw5Nh93/Looc/IzXi5ub/CYIgCP8skfQJdxWVSkGdMA8uXsomK7uUz6dvRME27vM10kB1nGM5FjLLUm+qLr3SmwprLmZbKcmlm8ksP0RuRQSP1c1hZ+pwNAoXMg435qdlrzO4ljcLXspn/MpCGgw7w+kF4VxMX0uxKZ4KWx5mWyklplQUkgLZZsVeE4CvXWdARpIUyLJcNR9OkiQc1AGUxnpgMeQzctVafg69s3vVPdg2gGcGNeL4yxt4+9wfm1k/fTqD1yKzybuNhA8gasNJPus0g6D29Qn/ZDguge4i6RMEQbhLiaRPuKuMf6odLz/fhYkvrWbL9mgAbJi5XPEabTwfpCA5ilpOj1NijqfMknbNety0TXgo9CwXC77nQOZ4tqYMQHJwx3PmGWJiHVD9ak9E7rsMDN6Ls7Yex7On0cZrJvtfvYzNIQ5buQvp5Xvp5rcQs7UMlcIOSZLIKj+Gu65ZVYInyyDLNiy2CtRKO4qMCehU7lzI/5aWnlM48pMXh2P3MmJ8Dy6srEd80W8YrNn/yLv8sw2HEwn1dSI6uZCW/Zvx+Gcj+eShOSRfSL3thO//ZRw+S8bhs5xbsAlDwd87b7HV6pdrtL6TD352wzIzZszg4MGDuLq6snz58qrry5cvZ+XKlSgUCjp16sTzzz9fo7EJgiDUNJH0CXeVQ0cSadMqiAtRWdWuj27xBPkZc3i8cRIZ+cEUm+KILLj2ObYGSxY5hpNklh/CXhXAoJADZFpPEalSEVn6HSWlG/HUtUYhqVGgwlNXudrWmF4LSapNtGElWoUbABnl+wly7Issy3jbtf2flipXFauVdpSaU9EqndAqnSgyRQFwMuZnnplWjyZtQlif8Dh7T/mRWLoaq62CYMdBnM//AqtsrKG3d207I9JIic4hu9REeLAHnsEeOHk41Ggbf3fCd6cMGDCA4cOHM3369KprJ0+eZN++fSxZsgSNRkN+fv4djFAQBOHmKO50AILwZ2fOpTPm6WWkpBZWu/7LyQ24OZ8m2O8QB7NGc6nwR5SSjk4+c/G373VFPQZrNmsS26BS6PC164yjOpg6ugcYpt+PvHUaADkVJ/jxkg5X72JquXUGIN/DSESfCkL1A2nn/Qml5lRO5EzDJpuRJBuSwoakLECWK3vHJEmBJFX+GRkthehU7mQbjhFXvIhlcXU4X/AVH724nBnjVrLj5Kc0cB3Lg7VO0slnLm283sdH3+mm3sszIS5c6hGKn+72/jvtqybeXOpZm/nNfdj67S4e95zIhb2Xbquu/5rw8HCcnJyqXVu1ahVjxoxBo9EA4ObmdidCEwRBuCUi6RPuCcUDXmT9I3YM670Zd/dtSCo93pP3oenxBI1dXyDcfRqfvjGFL59fS8+ApYCEvSqQ+3zncZ/vdxzNeg1139OEPKGiduOuVfUGurbkgbbTweJGfPEqXAp0FB+chxodEgpWXm6EQlJyPHsaoKTv/MU8tHYJCjU0+mgHzi3TKTBUDkO76RoCcDL77cqYzZcBmeS4HHauPUZkwRw0ShcqLHkcz5nCnvTHSS/fe1PP38BRSz1HLS7q2/uTdVYpsNpkThdWAFBR+vf3Lv6bJSUlcebMGR5//HHGjRtHZGTknQ5JEAThhsTwrnBPUDh7k6t0Y/SC01QUvsjwJi+xs76NBG0GxvxPGRC8m+zT58DkRS0HL1TSU5RZUjiRPY3WXjOxV/uz6sfnaHB0AOcOb8ZeFUjvgFXIsoxv7VRiin5m5/qP8S3oQvdGiyl+NYb970/EhpkHah3DYMnBajNSnO6M1axElix4dklD61tOykVHTCV+lJnT2Jf5JNmGo1d9hmDHgSglDZFFP5NlOEKW4chNP/8L57M4kFtOsJ2aqBLTLb+/ju52KBUSv6bczkbLwv+yWq0UFxfz008/ERUVxZtvvsnatWuv2NxaEAThbiKSPuGeUDx3NMUKJbsUfowMexPJINHnOxv5+efZVL6XHakPkRMXgclaiEphj0UuB+B03iyii37CYMlExkb5iRyG1jrN5eJleOpbcbHgB36Yr+ZU7m+o1EqefvExMtf4wWwLXVTfs1QO5UT2W4CC1l4zODh9UFVMJyb3ofyYF05WJUUtnuH8gXT6NvqWdZEPUWiIrxa/XulNd79fKTElE1e0jLrOj5NSuvmqizqcVArWtQvg1+QiFiT/kaQtbu2PTZbRb4i+5ffX/VASzmolZdbKOYguagXvNfDk+6RCzhaJXr9b5eXlRbdu3ZAkiUaNGiFJEoWFhbi6Xn07IUEQhLuBGN4V7h02K0ZbETbZjNVmxqHUTGr+xwAklKym1JyEyVZEuSUdjVrJ65O70jo8gHJLOpXDvZXbrLjpGtHaayYbk3oRX/Ib9VzG0MrzXZxc7ejxQgFBnaPBqMJiqhwKzTIcxUEd9HsQMqgs2PVehZxhQx2cTMOHT9Cn3xAGhM9BW9acdm2vnGNokcsw20ox20qoXaspXf0W0MLjylNDALy0SgLtO+DkcBJvfYeq60OOpfDAsZvbruZ/pRgsXCg24uTrSkDL2nR0s2NiqBtPB7vcVn3/dV27duXkyZNA5VCv2WzGxcXlzgYlCIJwA5IsyzdfWJJuvrAg/I189PfxfuMhPOL7E56boyi2/HEeb9Mmvox8qDkjHmrO3gOXefKZFXTynkdDt3FYbEZUCi022YrBksne9Mdx0TYkn93MXNmLY3uiyU0yk3JOz8lzGwB4IOQEnvqW7El7kn7tZ2Aq9EC2SdhKtSi05cSYPyPAMhZnDwccWq3nyx+ewlD2v0OwEo/VycZoy2Pcrm2c/KERsz4a//u8vyu18RhNc89fMFoK2JvxBEml62/7XTmrFZhtMuVWmReOf0RgqzBm+o+lk83MwfxyisxXP8v4brBlyxY8PDzuaAxTp04lIiKCwsJC3N3dGTduHP369WPGjBnExMSgVqt54YUXaN269VXvz83NpW/fvv9w1IIg/MdFyLLc6n8viuFd4Z7U1P1ljpYOwr+gEKPtMvDHGbITnm5P7x71mP92K9YeOQxAluEgDeSnUSm0QGUXt73aH53Ki8iCr/Hyd6Fu0wDSEvJ49IVmFOWXMbD+BpzUYRSb4rmQ/zWh7v0Y+usKNo8bSXq0Gh0abEY9YUwDBRyKfpfTh2Yic7UkSmZRnD/IMvddGIdTx7hrJnwA6YYcbDmzCPecSgNHR6K71WNmdC6zYvJu6T2pJMi4vw5J5WYa7IonZs4mUlvXpTiriE22uzfZu5vMmjXrqtdnzpz5D0ciCILw14jhXeGedCRrMrmGUyzJehGrXP3XePp725k+JZ2CqCHYm7oAEFu8CB/TEqbSHT+iUEoWPg9rR3HFCgCy0wrpF/YWM55ZzKev/MYXU9YAUMvxAWo7D0Op0HAkdSo/jvFkQ8wQigzxuNbJQuORQ5EpjtO5H9Fy7Al2JH1Ij8HN0SrdcNc2qxZXw9Z+TJ07DE8fZ+o3C0ClVlZ9VsdpNPWdx1Z93ztgNc08XuXHS3pky1q0SgWDfG59Xz2LDDuyy9iZU0YHNz2bi3Po/v0GZJHwCYIg/OeInj7hnlRijmd14hU91wBkZZfy64af8dRFkVdxpup6afFLBHmChy2KbLI5np9JyZ+GhUuLK+fwrf/lj9W3Fwq+Jt8UiZ3Sl/tDlxMy6FtSt5txi2pIfoyeHy5pq3r2JvSchkavIEg1liHBvXHWhrEz9WHiSyoTy94PhdNraDjTnvyZyJNJWMx/nITR0WcOKoUdl4p+AGBH2jAkFFhlI+dKrBSbrbRxsyPUTk18ufmm3tHiln746VR09rCj2Z4Eso0WduWUsSmr7KbuFwRBEP5dRNIn/GvlVJyo+lpSKok/tZiFu5MIbFDMlN5j+DbacNX7fPSdqOfyJIezXsRsK0arcOU+37k4+ZXSY2hDXL01vDeqGwpUyNhQSfY0dH2WmaOO0Kvhp5y7sI6WnmEAdPVbSHx0ZdI3992N7Fx1mnPHEqq1F2KnRjYOZmP2H6toU0o3V32dUWFh2sUcHg9ywWqTmRTqyo9JhZRbrz3FVqOQGObvRIHJSq7JitEqk2200vNQ8q2/SEEQBOFfQSR9wn+CbLNRlppFYsNCilLjqSi/9l539Vyeop7LGGKKfiajfB8gIctWVhx7hLVdz5CTXkhJxR8JY5BDf9p5f4zFZmDJocaUmlNo6DIevdoLo/WP47kMZaYrEj6ATxt5MdQ/mwkHOzPPcPyqcwJnxxcwO76As91q0dRZR09POwYfu/LsYRcFfKdTsdIqE7gtFgnIMVm5Tn4oCIIg/EeIpE/4b5BldnZ4jJ03UfRw1gvEFC0ko3wfCoXEsz/oSYp9mNSpWyDqj3Lztj6P1WLj+YE/kFyyGX+HntRr4cOoV3tz6e3KFafRhT/esL0PYi3oyybjm/cYfpwijT96KLt42HGywFC1v97O7DKaOGk5kFu5D6G3Vkl3T3tWpBVjleGzIGeGJRYxzNuB9iYLuzsFE1lspPW+xJt+VYIgCMK/k0j6hP8MvdKbhq4TiCqci8GSec1yZlsxaoUjDV2eIa7iBxQxj2Efo2F46IdsTrmfUnMSAA5OOqwWG1a5gq2pAwDYcOldnN3ssXtuL0dWlXDy4jvXjWl/p2BC7NSMOV6BRrOQdGNE1Wf9vR3Y2D6QL+PyeOlC5SbOL0dm83LkHxs6z2roxVPBLvjrVDR01PJ9QgH9mnujcNbzrsmCXqkg3EVHPXs17zX04vXI7JueEygIgiD8u4ikT/jPqO30MC09p6GQlJzN+xSTrbDqM6VSgUIpYTZVLq7o5DMHB3UQsZcWc3FxR2TZhotWgV7pWZX0je7w8RVtHNx6gcDaXixe8wMRh+OA64+rGqw2Sq029hVOumJQ91iBgUUpRSxJLSYg1IMXZg1h/qzNxF1IB6CXpz31HTR8HptLC2ctowJd2J1Thr2/M3YqBU0qLAAoJInZTX3o7e1AnsnKM2evnfDe7VrNeqxG6zs59ZcblpkxYwYHDx7E1dWV5cuXA/DGG2+QlFT5e1BaWoqDgwNLliyp0dgEQRBqmkj6hBrjoVHygK8ji1KLMNyFk8iii37EXduMFh5v4m/fg7WJ7as++27HC/gEujGo/nSsVhvbUoagU3lglks4nPkiHXy+5HDmi+RUnLxuGx+9uPKWYupzJOWan+WarDwaUZng3d+nMW171Of43uiqpO+jRp60cNGzKKWIHxKL+DGpiME+DjiqlXwem0drVy2+ejUACWUm0ivM7M4pvaX4BBgwYADDhw9n+vTpVdc++OCDqq+/+OILHBxufTsdQRCEf5pI+oTb8lSwC+eKKjhRWFF17cXabkyt50GFTebXlKLr3H1nOKlrU8/1ccrNmcQUVvbw9Hu4Nc9M78+lMykYykzYbJXJap7xDK2d3qORywTya09ha0IdkguuvZnyn6kVjphtJbcVo95ei6HsyrNwt62IIOFSZlXCB1BotmGxycxt7lv5vcmKi0ZJTJmJ5+p7oLLKRBZVEGyvZlV6CeND3figkTcr0kXidyvCw8NJT0+/6meyLLNz507mzp37D0clCIJw68TmzMItC7ZT80MLXzYNqEfBlK4MqO2GWoJ9uWW8GZXNuozbS3j+bvnGCxzLmsK21MFEFVb+n3S7Xg1wcXfgzKHLPDfwG/58LGGww0CCHQfw8aIJfL5hJC0717lhG0EOA3iiQQFd/G68gON/dR/SnG0Js+g+uNkVn8myTPTZVKzWPwaBex1OJmBbLOszSkguN5P3+9B0mL2GghAvFEBDJy19DqewI7ecZ89kMPEeHtq9G50+fRp3d3eCgoJuXFgQBOEOE0mfcMuSys08FpGOZUBTtGYrCyd0ImlQfbZ3DMagVFQ7B/duImPlbP7H1fbvW/X9QRIuZXJib8wV5dcldWRJfCAblu7Hy8+Fp17vc8M2vEKh07ZlPLbdCZ3S85bi8wt2w2q10WdES3R2Guxd7Og4og0qzZUd8i5qBc4B7gR7O9PBTc9Xl/N562I26a1qYVMrcYzNQJZlJElial03xoU4M8DHgciSK3sRhdu3fft2evfufafDEARBuCki6RNuy5L0YtQGM/rLuaBX4aRXY9KpuFh67f3v/imumoZ091uMg+ravS+SJAFw9mg8Yzp/SuyFK4fvzLZSOgz0R6dX89qoH5jxzOIbtq10SUM2KKjIdMBTd/UTQ67FUGZCqVTQvmdD2vaoz6DJ9zNp4TgeeqQdHd30VeUC9SpyBzXgzfh5PPv9M3hoVUyu7cYjAc5YXeworeWJpFAgSRIGiw0ZifnN/ejv40grF/11IhBuhcViYc+ePfTq1etOhyIIgnBTRNIn3BarVWaXJJM2sSvFnerQJyYf7bLzbLsL5vIFOQ4gzHkkfvbdrvq5RqtiY/S7fP7beFp3rcvczZPwCXS9atkhT7Sn78OtiY/KIDOl4IZtNzUv5chDQ1k7IZGM8v03FW+9ZgFo9WoK8yrn2p1bfJQNoU78kJiMw4pDfFhSyMHOIWgUlYlqkdnG6bwyylcf4rejlzlZUE651cYAX0cCd0aiyyriXH450SVGCi023o/OY3lqET0PJbHmLh16vxcdP36c4OBgvL2973QogiAIN0Us5BBu26ezD9L6l0eRJImUnDt/nqtKssNZU5fz+V+SYziBLjiGuUsnMXvqWi6e/mOVrM0mk5ddQlFeKc3ah9KoVTABoR5XTerefOwn3H2cyU6/uWTWrI3Hxd2e8oupKBU6LNbrvBeVivaTH+WjVxqxbuFh9m2+gGyx0q5jKHJiFrJOw/2bTzIvJocWzjrietam0e54ii02Wu9NhL1f0sBRQ6setSn4fT5fucVGUWYxzV10aCQJSZIos9p4+GQ6r4S5MbGWK8NPpGG5+xZX35Sb2WKlpk2dOpWIiAgKCwvp378/48aNY/DgwWzfvp0+fW485C8IgnC3EEmfcNtOnkpj9944unUJY+fGcTRs+SmWOzSfz0MbzqDgg6iUOvK0h9mW1o/GjcNo1CqYus0CqiV9FrOVxzp9AoBCIbFpyXEykvKvWm9RfjlF+eU3HcfCvf1o7PoCHXy+oMTZyLn8T69ZVt+xMyWPv8HR+LXsXneWyJNJGCvMSMGenJ06GHV+KYkfbGJKVA7zm/nQxEmLUqpex8USE5HFFTRy0lFgslBksXEsz8CIQGfyjBYKzDbyzVY6u9vxQm03AvRqnFSZ5JutN/1M/3WzZs266vV33nnnnw1EEAThLxLDu8Jf8vRzvyFJoFIp6de7/h2LI8x5JCqlDoCW27KZmjSf/dsvMarth6xbeOSa99ls8jUTvtshoaKV5wyM1gISS9Zdt2zF8SOkfPU1i2etZfaznfitbz2mj/0VJInM1HyWrjrNhM0XKbXYeCQiHadNMRSaqyfVSgmcVUoAksotBOjUVNhs2GQZGXjyVBo9PO2Z0cCDAL2auQn5uGnEn70gCMJ/kfjXX/jLVq+/AEBBkeGOxXAiZxr5FedJ9DrNuh2O2BR6+rz7MKkJuf9oHDJWDNZstEpXajk9eP2yBgNF878mwNFC+w2nGICNohMJPNBkBg+3+oDZU9dRcJ3NlAf6OGAZ3IBfUgp5KyqbzVml7M4tw1OrQgI8tCr23hfCT+F+FJqsFJutPFvLjSl1PWr4qQVBEIR7gRjeFf6yV9/cyNTpWzDdwSFDq1zBCe9hhL27joTYOuz4cR7RC3bdgUhk1iS0pr7LU8QU3dz8s01LjnNwyRN4eDmSfjCFwqzim7qvxGIjx2hhb66BHX+aU6lRQMmA+siyjdRyM7UdtITYqVHX82a/wcJ7O+Nu68mu54l1r2MoKGPZ43NqvG5BEAShZoikT6gRdyrhc3DWM3jsfdTq1ghZqaTc6zCpv11i7zefgnxnViuYbIWcy//slu4Z9+F2/ILdKcy9+dMyzhZV8MSpDHbmlNHD046Gjlq+ji/AZIOjFRY626lx8HLmpWOJnCsy8uurvQgM8UDaHA2lNTekPXHzm9S6vyUAO2asJC8+q8bqFgRBEGqOSPqEe9q0za/Svo4TRWotKbkGJtR56k6HBMDHPVsw3EVB+OYL5JffeEPkmHNpxJxLu6U2PmrkxdMhrvQ5nMyXTbxp4KhlWWoxBWYrz5zL4lyHQOTyCr5o4sObkdkseX87MfY6EmpwDqNPo0CG1nfFLvoix9y8RcInCIJwFxNz+oR7miHAl2Q7Nzxy8pk79Mu/tS3fYDec3e1vqmxQ/br42Yz0albvb4ll3rwR1Fn+DD97uXIk38DwE2kMPJpCjsnKytb+RLULoOXOy6QVVs6zPJRfzquHkvh+e3SNxeDsZseEdwZSJzuTFqnJfN/lrRqrWxAEQah5oqdPuCcNaB9Mk1aBND12nFc+2c+o7iGsWzqGvkN+IDo2p8bb09trWX7iTRKjM3nsvmtvw/L/xq3ah2JIR5bZotirVZJlrNnh79r1vFC6OpDcPIhmbTJIP5NKY0ctu3PKOFpgwF+vZnWbAILsVKxKK+ZoQUWNtg9Qt2kAXbuE8u2KCBbN3EhK1t+/8XOrx/rWaH0nf9lywzIzZszg4MGDuLq6snz5cgCio6P58MMPMRqNqFQqXn/9dRo1alSjsQmCINQ00dMn3HNq+zmxakYfJvaqS/NGPpQnZ3M5Po+ExHyKSyqTm74Pt2Lu5kk4u9nVSJsV5Sa2LDvBpiUnblwY2FtPx0BjMh/F5lZL+Oo28cfZ3Z4N59/mnW9H3nY8fXt9w/Dw9xjRMZj5s4fyUpgbHzTyoreXA19dLqB9jJb33HrzW3oZL1/IIrpnKJ808rrt9v4srFtjur3+ACf3xTJhwBy+eG3VP5Lw3SkDBgxg9uzZ1a59/fXXjB07liVLljB+/PgrPhcEQbgbiZ4+4Z4Tn1HMtB+PczImhzMJ+eQXGFi68gxLV56pKtOiY+XGzK6ejre0ufK1yLLMB88vv+nyzm1DOfFyPxI+2QaROwBY9XhrPD8egV1SDm4nL6N2v72EVKNTYaqwkJlayMQXV2OzyURF53GmyMi4YGfWtA2gYcPP2VyrI4vePcDnYSZC7DT08rKHyNtqspr+Hz5KYOswziw7yIXjiX+9wrtceHg46enVz2aWJImyssoV06WlpXh6et6J0ARBEG6JSPqEe44sw8fLzgCgUikY+3gbYi/n8tz4jnw55wCHjiby0UsrmP/eZvJucvuTmjZbUtOvpIKGuSWsaePP0ONphLYNpQQI2nYez5MJ/Jh867G17FyHL34bzycvr2TDr8fYuScWACeVAndvR7p72WOVZXw2vUOia1MsaZF8mqck12Tjq/iaWcCxePSXeNb1oyCp5ofR7xWTJ09m0qRJfPXVV8iyzI8//ninQxIEQbghMbwr3NM6tAvmzVd78MKETrRsEcCDg5sAYLXY7ljCB+DfNAC9o46OJeV06tWAr9c9y3vHkrHZbCQMbc2FUe354NStrdYFKCksJyejiPzs6sOpk0Jd+cjPgZJ+jQnYcZk9Z4+hP/EzC1r4UN9Ry4zoXIrMNXNEXm5sBhc3RdRIXfeqVatWMXnyZDZt2sRLL73EzJkz73RIgiAINySSPuGe9fQTbVk4/2HmbTMyd1VlAuXqoq9WZmRDTzYNa4yDRvmPxvbWkz/zUPOZDD6QwLlne9KkfW3iorN45v7ZbNoXR/uxS7mdFCzmXBpDm83k0Laoatd/TSlihVnm7T1xZJab8XC34/TqJ3kiyIWJtVxr5qGEKhs3bqRbt24A9OzZk6ioqBvcIQiCcOeJ4V3hnjX64XAA1rm9SnbDyzz29KNEx2RXK/Nyrzq0tFPh76AhOv+vHxOnUiv5bMXTREUkM/+9zVctU6exH/GXMslOL6JFoAuqCjMRWy5w9kg87t5OdBvcDIAZzyz+y/H8v2SDhRGbLlV9bzBYiC40sMHLmbc3xQBg71AXgyEFm/XOHZf3b+Hp6cmpU6do2bIlJ06cIDAw8E6HJAiCcEMi6RPuWbM+3kmDet4kXcjEmhbFwcsJ1T4P71IHwxtDOJpfQvQH+2ukTY1WRdO2tVBrrv6nc1+/xsxa+DgLPtnOwk+2E2q10v7t3yh5/n4em9yT1T8eIi0+l7QaPhM4UK8i32SlzFp5ComTzUaPJccozSgh32zF0akxXbqfIT1tJadO3P6q4TvtZrZYqWlTp04lIiKCwsJC+vfvz7hx45g6dSqfffYZVqsVjUbDm2+++Y/HJQiCcKtE0ifcs7bvimX7rljg4FU/D+9cF1mhINvHmzZP9uB4DZzFW15qZGD96RgrzFf9POZcGsd3R3NiT+UmyKvSS+h8PI2PQjwIqetNaZGB0R0//stx/JmvTkVynzrszSmj26FkAEotNs4UVXCqqPI0EEN5MtlZW8lIW12jbf8XzJo166rXf/311384EkEQhL9GzOkT7lktOtfjS+Mynv/l2WrX6zuPpbbTKFZ+s4eTEanEOvtQt3fzGmu3tLgCs8lKu54NaN2tbrXPslILeOXh72neoTbLTryBq6cDR+Ny6Vd7KjOfXYJCIfHJ0rFMeGdAjcWTb7KyMbOEVRl/LO4osdhouTeR96IrexQtlmKOHxlARvrKGmtXEARBuLeInj7hrqFTKbgwtiXH0ot5ZP2NjwtzdNbRJTma+1u78auLnoJCA1qtilcnjMIjKIUHJi5lct8vcfL7hbLcml/J+8Evj2MyWuhTa+oVn/kEuuIb6IZOr+H5UFe+aupDu30JnKmw0rJzHdy8HGssDqNNZuDR1BqrTxAEQfh3EkmfcNeQADe9Ciftzf1a7t9wFqcPKo/lMpos2NtpOHnwBazWLdjZqdDr1JSVmyhOr5n96f7XW0/8jNVy9TW4n726itlT12I2WfF7rSeJJhOOMfksWjSWr6auZevyk7fdrgLQKCQqbPJt1yEIgiD894ikT7hrGCw23L44ckv3jJv0G0qFgvJyM+06/kZ6ZjTHThxkzrxDlJWb/qZIK/3vtin/a9Bj7cnLKqbDK/ez61wqqXsT8A5wxcXdHqPh6nMCb8aOjkF0cNPjuSWW0msknf9Lq/UmJHQCiQnzMFZk3HbbgiAIwr1LzOkT7noPDm7MmmWP8fBDzbCzU1f7bNeeOLbvqtySRKdrwIezH2fJngSKDJY7ESpKVeWflJefMy+8P4TRL/bgrScW8tlrq7FarPQKfgObTeatb0YiSdJttRFZbORCiRHTLfT0+fo/RJ16U/EPePi22hQEQRDufSLpE+56bVoF0ayJP++/249HRlTuzWdvp7mi3L7dTUkr681bW17hsU/+/uTG3lGHs7t91ffj3urH7tSPCArzJDu9iLeeWMisiUvZv+kCo1/ozo+7J+Mf4k7voeH0GhqOVq++Tu3X9vz5LFrvTbylpC8laSFnIp4gKfH722pTEARBuPeJ4V3hrrdy9Vk6tQ9Bo1YyanhzHhjUmPp1veg5YD7xCX/M15NlKwlnLrNn4QH2/HKoWh3utX3wrOOLk9KG3lHLvmXH/3Jc3+98EW9/F14Z8QPdhzQjIzmPvOxijBUWvt30HAAT+s8BYPPSE5gqzGQk5zNx4Dfo7DRU/M3Dz39mtZaRmvIrdna1aNBiATGX3qWkJPIfa7+mtGrdukbrO3nixA3LzJgxg4MHD+Lq6sry5csBiImJ4cMPP6S8vBxfX19mzpyJg4NDjcYmCIJQ00RPn3DXeWRECzaveQp3NzsAfLyd8PN1xsPDgeAgN+qGeXI5IY+SEuMV9xpKKpj/7M98+HwHDuyYgCRB86Z+vLJsEmM3v8XDa99k0OLXUCorf/Vrhbgx4en26HS3/t8/B7dcYP/mCzzwZAcGj2nPuaMJPNh0JlmpBTi66PH0dUb3e4/koa2RvDt+MYYyE8UF5WSnFd7+C/oL3Dw64+v/IJ7efe5I+/eiAQMGMHv27GrX3nvvPSZOnMiyZcvo1q2b2LNPEIR7gkj6hLtOk0Y+1K/rhbOzDoBNWy8S3uFL3py+hYzMYiQJzCYr+QXlqFQKnn26PY0b+lTd7+Ksp1kTPzzc7XlsVEtW/PoYQ7VlHPhoDbUKc7G7nIjVWrkAYtwTbXnlxa5sntGHYHe7W4pz/6bzWC02ug5syrfvbuDCiSQAlEoFR3ZewjvAlaff7FtVXqNVoVQpeOH9IXTq2xiAH3e9xKqz03jti2HM2TCR8bVciOoRSh37ymSxbhP/qnmCNWG0dhPTi5uTnTinxur8twsPD8fJyanateTkZMLDK6catGnThj179tyJ0ARBEG6JGN4V7jpvTN/C+5/uobi4oupahdFMZnYJvj5OyLJM/XpePPRAUy5GZ/Pqi10Z/XA4HXt8A4Ber8RosqBWKXnz1R6oVBLHIpqx/6OFPF1XQ+T2P/YA/PKbA/hYLYwJcqR9bTeS8spvOs5XPnmI0Ia+5KQXYjSYad2tLhOmDySotidqrYr87GJ2rj4NQFCYJ4sOv86mxcfo/0hb6jb15+CWC4Q28EGhVFC3iT8hdbx4tmUA2GyMfKE75zKKmfzRg/z40VZ+/mxnjbzbAT72tHKy4qyyUXpn1rr8K4SGhrJv3z66du3Krl27yMrKutMhCYIg3JBI+oS7jixTLeEbOqQJb0/piaOjjvjEPHbujiUk2JUzJ5KJSS6goNCAr48TOp2KyZM6M/rhFui0akrzy6idkcfbO9JZuHoVBYXpDBi6oFpbWdmljJu1k3nBLji1CGH/0nFY4zKY8MIqQpoH8cqnD/H8kLmYnJ3xDw9l7ydrq+794IXlBNb2ZOfq0+xO+wir1UZBdglqrQpZltm46BgXT1Uei2YoM5GRnM/lixlM6P81GckFAAxr+T5qjYrstAJ87TUsbuLFfg8ner7YE9OyE5w5mkCdnk3wXX+ejNiaSyzsa7D38L/o7bff5tNPP+XHH3+kc+fOqNW3tyhHEAThnySSPuGu16KZH46OOiKjMnn2pdW0aOrP8UXHudQ+iFle9ri66Dl1JpWKCgsODlrU6t9/rWUbUqmRbVtPk5dXeM36zVaZY/EF9GkZih4Z9wAXQmu5Y7HJWK02bDaZAZ88hn/zWpxddoCHHm1D5MkkDm+PIvps5UkY0578mfv6N6Hfw5ULDSRJ4syR+Ko2cjKKGNHq/Svazs0oqvp6gKuOaRdzOVKSRu+XVnB0x0XCh7Tkqa9G07hbgxpJ+h4/lU5bVx0NHDRcLjNhFfs735aQkBDmzKkcIk9KSuLgwauf/ywIgnA3EUmfcFdRqxWENw/g5KkUrL9nJMdOpDBqeDi798UxangLnnmqPVt+PEJyZCpnM4opWXCUAwcrE6z2bYKRJAlZlnFwdyTZUU9yUcX1mqyybWUE/rXcefKlnlid7Nm2/CTbVkQAkDvyCzxqe6M0m3n0xR7EnEvl4ulkftr7MluXnSTuQhr3D29ZVZcsy7i42aNUKfAOcGWYwsYIfyf6HEmh5CobKvtoVcxt7suF4gqa7E5g0+LK1cW7ftxP8oVUYo/FX3HP7YgrM7O3UzD+ejWPR6Tzc0oR9koJZ42edMPND23/1+Xn5+Pm5obNZmPBggUMHTr0TockCIJwQyLpE+4qj4wI5+03evHeRztZ8Evldhqbtl6koKCckGA3WjTz58y5NPo+1Z5la86x7UgqxZ/9MYl+xeqzBPo7E+DvgouLntFPLqH4Kqt8AZRKqSqx/H/bVkSg1as5sqP6aRs50WnkRKcBMGnwt2SlFuDgpMfZ1Z6mbUMIrO2JQvHHkKkkSQTU9uTTZWNp2bkuha8so31xGa5qBSUW2xVbtmQaLQw9nkpcafVtXGxWG9GH427jTV4p2E7NmEBnThSUo5TsuFhiZFkrP4o8xrNBNxXV4a4kZ1fvsXJx0FAnwJkTl3K438ueNq56Zkbncqc6CG9mi5WaNnXqVCIiIigsLKR///6MGzeO8vJyfvvtNwC6du3KwIED//G4BEEQbpVI+oS7xuAvn8C/V1PMUi69utepSvq8GgZSaGfPjGmV24xkZ5cAMOyBptjZqZk0eW1VHXO/rzzG7b6OtTh3IeOaCV+XTqH8NH8EL762jpORWTzxai/a+djh7eFAu25fY7PJqDVKvP1dSU3IrXbv2d+HbXs9FI5SpaB+iyBUaiWp8TlgMOHs78rEgXN457tHCW3gS2J0Fq9sjUYuLKdut3q8NqkbTdvUYuFn21nw0faqelenl1R9HeCoZefIJnxyLJUfz2b+xTdbaXyIC2/U9eCRk2k8cDydMUHOjAhwZj8F7LVlUWwsuuKe717pwuCOtWjzzBo+CfWlsb2ZH5IKSa/476wCmTVr1lWvjxw58h+ORBAE4a8Rs7mFu0bbJ3viWj+QQ5G5LFx8sur6+O3TeXzHDGxAYnI+Hh5/nILRqL43AA72Gj79YADt2gTRtnUQP3/3MG9P6XnNtnxDPCgpM1JSYqRdj/r0GdYKSa0iJ68UWa7sx5r80YMsOTaF+s0Dr1rHvo3nqCg3oVIrOX04DsdvdzHyq61MaTWLkLo+hDbw5dyxBJ7pO5vs7BI6jmrDB78+SdM2tQAY+Fi7a8bnqlNRz92Ohh63to3M9XwWl88Tp9KJadeQ+rU8GObnyLuXclDmrSF6X20Ki85XlfVx07Nu1v0ci8rm5+3JBDRJ4R33fbxm+vg/lfAJgiD8m4iePuGu4TJ/FaMC7LmcUcCTO2Kqrm949Wdc/VyIK8hm38F4Vvz6aNUxbIeOJgJQr64nDw5qgkIhMe3dbSxeforV6y4A8O2XD+Dn68wDDy/k93yOEVPup8jLiYNHE5GPJDJgdFv8mgRTXmqsKnN4x0V8gtzISPnj1I/2vRqQnV7I5cgMdHoNao2SinIjLTqEoc8uIn7lcYrMViI3nee1kT9w9mgChrLK3sa87BJkWUaWZRQKBe6eTuzN+Jhn+n7NpTMp1d7F+ZwynD47RInJWmPvN89kJWNEZ8bOepi8rDL6T/qCI/kGOh1IuqJs41pu3N8miOjkQl6el0aXHiqMKh0RnrVqLB5BEAThnyWSPuGu8d6n2xn66yM41XKvdn34gHr0aRvII/3m0K51MJu3XmTYg80wmSwsWVG5D17E6TQ+/3of5yMzWDBvGN9+d4TTZyvn4Pn5OhMS5MqeLc/y1Tf7WbMhklkTl+Lkao/ZZEWSJLz9XbCz16JWK3HxcKAwt5QDmy9wYPOFqjic3ez4aPFTJMdlM7rDx1jMVoxGC3b2Wr59dwP7N10gPTGvqvzRXZeqPceBzRfoF/oWLcM8KbLX8u53o3Fw1mOzXrmwQ6NScH5GL86kFDLkm6M19o7b9KqPi9XAgS0nab03gTPXWOSy91Qab0zbyi9n0ykzKihQ7sWpgwuHpvarsVhuhs125bu51/wbnkEQhH8HkfQJd430rFJ+Xn6Kl9oE0KG2G4cv5+Pk6UjIkLZcLq+gVog706b0xGg0A6DRqLBabDRv6oeXpwOTJ3XBarWhVCro0S2XtPQivv5sCF/M2U92Thmrl44hONgNgJP7YmnXoz51mvrTsXdD3n9uKW/MGYmTix0ePk6U55dhssk8/cb9NGwVzKsP/0D4fXU4vucSS7/ZB1TuvafTq7FZbUyYPpB9G89f89n+34Q2IXjveh+f5HSGhEy6blm1UkKlrNkZGD9M+IWwNqEcXHq0ahj7akYHOPOZjz0eRa68eTGHQ6t6wqoaDeWmxMXF4ebmhkp1b/5TZbFYiIurmYU4giAIf9W9+S+p8K919kImFc19sdgqE5LinBK+HjUXO6uZXdsv8c13h5g4riP7DlzmuclrUSgkzh6bTGJSPhejszAYLLz7wQ7WLB1Di2Z+1KvrRcP6PmzfdYDGrT+lvLwyYbz/oRbMefd+smUFFi9XEi5l8uID81AooGfbWjz902PELj9OfqcwGoYHodWpefzlXtSq78PMZ5fw+pfDcXKxY/57m6nXzB/fIHdKCg03fL6jSXk8mphJ6qXk65YzWWz4v7rlr7/Q/5ERl0VFUg4BOiUphmvPzXvQ3xGAIwV/PJOjU1NsVgNlZbE1Hte1vPPOO7zzzjuEhYVVWx19L7DZbMTFxfHOO+/c6VAEQRAAkK73X/tXFJYksZWr8Ldyc9VTUmrEYpGreqJmfzqYAX0bMmTEQlLTCvnqk8Gs3RjJtCk9Wbn6HGXlJuIu57Jxy0UANBolC+eP4MjxJJauPM3DQ5tzPjKTfb/v5deycx2+XPE0PvmFnDqfjkenBqjVSo7siCIztZBhw8KxOOgwnkyg/wPz0erVlBQa8A1yw83LkciTSSw78QYu7vb0rT3tuj1mNyNIr6KLhz2LU4r4/4HAuk38eef7R/nstVVE7P9rSZa37yCaNp/HiaNDKCw4zvnutWjspMNhwyXK/mfLGqXKAQeHerzum0xHdz39j6ZSarEhSUr6DzZirMhix1b/vxSPIAiC8LeLkGW51f9eFD19wl3D38+ZAzsmcMCiRVvbj+BzF7mv81f8trZy2DQ+IY/SMhOPjl2Gp4c9ZpUapb8nX76wrFo9JpOVUU8sAcDby4HJz3chW6cjIiqL5wbNJSUmk7JLaeTpVOzYFcOIdnWJjkrnm+kbsFllOt3fCE8HHXIjfzx8nUlPzCP8vjBmLXyctIRcnhv0LY93+QyFonITaKVSgc0m33by90ljb4b7O5FUbuasDEX55Xj6ORMQ6oFfsBsRt1hfYOswBm36mPMbT7H/yfdQq93Qar1QKh0AWJxSTGMnI+XVEj4F7h5dCAx+iuDAobxBODlGC6W/byQty1YuRb2NyZR7lRYFQRCEe4FI+oS7RnFxBbGXc3AK9UeWrbi56HHp1Yv9W7ax/2D1EylycsvYXKqh36CmrF0ZQXiIM+3aBPP+J7twc9Vjsdi4EJVFVnYp0THZOLetQ8PwIBRKic4dQ6nraYfFamPC5B6U6jWkxueSHJdD0wBnTOWVq211eg19hrfk/LEEnFztsXfUUbdpAE4uerLTK/e0UyoVrI2cTnpSHuP7zL6t554Zncupwgp0neuyYf5o3p+0jK3LT9KvzjRKi248ZPy/vLu3IW1za9wdw/HsspXUfQtJS1mELFtYGO5Lf28Hau+4XG2D5YCg0TQPX0By0gJS0tYyLCOP/IpSPL16U1IcSUVFGnExVx4jJwiCINw7RNIn3DVKSo34+zpjJ5k4dcaK1WTm+BOB1N8uYbrKIbHSmRi8PGvz7cw++HlVzkHr1KEWdno1AA898gunzqQxcfIaXnyuM1t3RmO12Oj1VGfyHez5/v0t9J/YHRdgwcfbaRrgzM55w7hU24uSwnJ++nQHfiHufL5yPFNGL6Bv2FvodGryft8cWpLAZpMpzCulMLcUB2c9Gq2K/OySK2K9ngvFRi4UG2ngYEdyXHbVCuDbSfgAzn23Ce+uP1O/fSQTFw1l2VwPfnh/KwDy7//7X3k5e0lPXUZ83JeUlkRxCnD36E77DpvJyz3IkYNdbysWQRAE4e5xb82MFv71LsVmk1akwPdSCgElOagD7FFIEvaBnWj6Sh7O9YYAoFErsWTmEROXg5+XIxUVlQs09DoVJpOF02fTiE+o3F8vPiGfkuIK5nw6hKFDmrDm5yOsWnee/j3rUlcrM3fqWmrV8+HBKX05kVFCfmo+i7/ew2/fHeDI5vOkHIomJTqDsuKKqoSv97BwjpyfyrIVTxJcxxuFUsGPu15izbm3Sf68P6526lt+9ounUxjd4WPOHUv4S+/QVFDE3h2NCa77Mxqtmoef7VL12ROnMvDaEkvx78O2Op0/Wp0vwzyKiAiYRXvdH3v2OTk3B6C46DSBehVr2wZwn7v+L8X2d3Dwcmbo3HF41RdzDQVBEK5H9PQJdxU7vQZnHbhVJJEfEohNrcJkk7FTKJEUaiSFiu5dw/jhm2FV9xQXG3B01CHLMmZz5ZYtQQEuDPxuAhVF5awcNxeTuXKT4+EPNmPEY4to5GtPwx4dwGKlU+sAlEPDaRgeBMCjnT4hKSYLgGZh7rSv60G3jqH8klQ5u84n0JW3vhmFCVAVGFj/yxEObI7kmbf7ISkklEEeKBVSVXwNHDWMC3ZhRnQuBeZ/Zs+2stJo1KrRGCvUgIn3f3mGD547TEnxOQD8Ax5BxkbT5vOw2YwUnAolx2ih2PLHZtDJifOoMCQzN+g0/XqFoVZIJJebOZB3ez2Qf5c6PZvSfnwfSrOL2TZ92Y1vEARB+I8Sq3eFu4q9nQadToXSbKVxAy/yDBYeGRHO6bNpLF15BoDW4QF8++WDODrp0KiV2GwyNpuNgkIDKakFhDcPRJZlVtVqirG4nPmtXmbXpvGo1UrKy80cOBxPl/tC0WnVyECpVsurUzYQFOaJWqti/sxN+Hg7UlRUgVqtZPCARqxef56SP53j++73o3F2d+Cbt9cTeyEdqEwG23Srx6Ylx7Fa/kjuPmvsxeQwd4YeT612vm5NUUqglCRMtj//eUo8+HApNpuCCW9/wK5vOxKZ3oOszM3kZO+iYeOPkGUzGelr0OuDOXa4Fzab6ar1/9zlIXJdHmZr/CFOp86ndosgju+J/surlv8qlU7DoM/GcGHtcVRaNV3ycgme+QFHdsex7v1pdzQ2QRCEO0ys3hXufmXlJsrKK5OP3cdTcHXR89ADTWlQ36sq6Yu5nItGq0KpkMjKKsHNzQ61WomnhwOeHg6/H3UGDyaep7DMzAKVAsXvPW9bdlwiKMAFnVZNcXEF59JKyDLJPD2iGXVaBpNQZqVhYz/6N3TnxKkURjy6iJ//dA4wgH8td7oNbk5URFJVwgeQmVLA+l+uPD1jsULF4RNprMuouYTPwUnHx0vHsmPVKV6LS6eRo4Z2cUOwKZ24FPUWkqREoTTg4ZWJ5+ebGJ6fyg+aWlg9u+PtU3mqxrHDgwkKeRp3j444u7SkIP9ItTb6znoEgA+XNKe26xDUIf2YMEFDz6GevDLie47via6x57kdXvX96fDs/bgEenDq+TU8PrA7B7praB7SinVizYkgCMIVRNIn3FX0GiWDm/uy4WwGZUYrBYUGeg6YT+HvGx+HN/dncN96ONpXnr2r1ig5eyGdVi0CMZksKJUKlEoFIGMyWpg/7yAN63uhVCpITilg0ANNSXd05OzJeJrV8aCds548FydUZgvKnELmf7KXDj3rU2BxIyKphLq9m5N1Moaxb/TFYrESsT+W0wcvs+ir3exed+a6z9J7WDiePs6Mn9afhZ/twPrRthp7T35BfTm64W3qNv6C6DMLAQgKfQGF2pVLUW8hyxbWLAtizxe9aejTgMw9kURs6UGKqR31G76HVutFYcEJSkoiSU9dSkF+9WR1f6dgTjzfD4NVZsvU0SDL1K47mfgzI1hX8h5REZVz//p62/NxIy+GHk8j19OVET9OYPPUJSQd+fsTwvQzCczt9jaZkSlcmDqa4Wkf4TwnjfqXtv/tbQuCINyLRNIn3FWe7BjMnFHNeXnFOT7fUXl8VXxCPg6eToyd2oM3RzUh9XwayDIoFDg4aGjVIhCr1caefXH06lEPgKiLmeDtygtTemNnNmMyWQgKdAWbjNomc+xSFgEtgnEvLcOxpAzJbCHXAn2GteTd8Yt4O6+MD8qW8tKLJmplp2LnoAWgVee66O3UePm7cvrQ5Ws+h38td976ZhQpl3MAaN2lDh16NWDT4uOs+enwX3pHGlcngh+bTP5hN3ZsOE9GWgYAen17JOmPP2mrtZwDiQU0bBWIund96sblE3dyIyUl3VBrHgKgwpBKhiG1Wv0SUN9Rg2bsp4y85Ida7UpGxipq151M3IUCFs1fXVW2ubOOxk46gvRqfB9sS+2ujek7axTzuk//S894sy7viwTgm+TGZAfbSNL5cXlv4j/StiAIwr1GJH3CXWXVqXSC3e1YcTKt6tqUvnWZMLQ5Z/p15NC+M/zwzUF++mII6DXk5pbj5WmPSqUkvGUgkgRHIpJRAa3ddRjMZopKKip7CmUZD3d7/IDBHUMwaDWUG43YmS3YZBsRSUW06laPgwdeYOxTSzn+zq/odGoaTbqPX77YyfljCaQl5jH54wdxcLYj7kLatR6DtIQ8Pn11FQmXMujUpxF+Ie50GdAUd2/Hv5z06f08cXlOS4rjF2Ss3QiAQqHFYLjyaLfFmy/RvEUAPX3sqeXnxLF9z3Mx+gSDhk24Zv0y4Lc1FmfXdrTvvA5X9QpOnRzFgT1trjiC7YOYPBYkFZJltPLyo12xWWXS9rj8pee7FQ6ODWnVZiXHTkQwVJUAssSyovQb3ygIgvAfJLZsEe4qmUUVvLs5BpuucsuT3j3q8uqYVgTKFpplpvDD/ENkZhWDnRarTcbP1wmlUsHKNWe5kGtGkiR2xZVRr44XZrOV9avO8MIr6wgOdCU+MZ+p727hREQKqmBvUCgo1WipQOLCpWxOHIhFttmwKpWMerkXL73anTObTtPV51V++GArx3ZHkxqfy+SHvuP+0KkU5JYC4OnrzNbL7/Hs9AHVnmX9z0c4fyyR2kro0cALAHdvZwaMbvuX3lFR5GU21R/M8RfeBKB1u3XcP6AYvT7kirJRl7JY6RDAK5Iv7y86xYFDCZyL8qRP/zzs7cOqlfUPfAQv774AWGQoLDpPcuICkhLnV7ZbdAqL5cp5iVnGyhW/ObEZFF/WI1+YgFJp/5ee8WY1bT4PB8d6oAzmfu+3MMaNIj1NrOAVBEG4GtHTJ9x1FswbRuuWQbTpMhtnZx1FjYMottrILzVx9Eg8RqOF9z7aSe1Qd+5rX4unJqwk9nIu9s52dBjWhuO/HefZXmNxUuvw9XHCy8OBouIKunUOo1vnMF6esoFJ3RtTUVTOhy+t5L0FY3BoomZ4oCeSQkGswYZvbU+O7bpEwqVMbLbrr1KVZRmbLCNfpdy4qX1p82w3LEB+Sj4VNpmYs5XDqa5qBS/UdmNBUuH/sXff0VVU6+P/33P6Oem990JCQguh947SUcCCYsdeEcUuimJDQBERRVFQepfeO6GXQHrv/SQ5vczvj3Dj5YLKLZ/fxe+d11pnrWRm9t4zk0nWkz17P5sik/2fukfGovLWrzXaUGQyOR5eKZhMBdccd8cnH5I8Jh5zgwWHQ+ShJ1YRGz+D+DYaEH77n08QlHTqvPSatXUdDgMXzj12E2cjIyh4PCsn/4hcvgal0guHw/BPXc+/SqeLAsCJlrFvXcZozPuTEhKJRPK/Swr6JLecrTsy0evN9OwWQa/ukUycsoyFc8ezfWcmFktLcLRxSzq1dcZryhn0RnZ9u5+e3SJYuuwUKrWCQH83Ro9si4e7hlVrzzOwXyyBgW6ENzYyf8FBgsO9UdrseCkg1FNFlSjSWG8iNimYDd8fxWy8No3Jg9OH4u3vxmfT1rZuq6lo5PbYa1OEpPSOZfJzA0npEwuiiAhMGTIPfd1vwdCYIDfeTvAD4J2Mf31N25PHx+DnP4TK8k3X7Qtr1w+rvoaTbwe2bsvJ+pCcrA+vOU4UbZw4OhKbreGfbt/XbyCdu64gWbmdJ0KWkrq87p+u418jUNtwgkDtaLy8UgiLfIjMy2/8/9S2RCKR/PVIQZ/klrN0+SkcKgVzZ40k6Eox42ePxOSmwdtbx8Tx7YmL9eXhKd344JM9fPtD2nXl35oxhPg4v9bvJz/0M19+fYS0U8UARIR70b9PDEePFVBU0cS9j/ZCpRJY+eNxklPCwdOViZ1nUVFcf13dt9/VBd9Ad+a+sh65QobVcn0P3bi3JnHX1N4EKa/m9XM6+XnBvmsCPoAVJY2IwKZ/M5WL2VRCceH3ALR1UzHM35Uv8uqwi1CYuxRDzUQOrPjzHrvqqu3/UvuCIMfptDPI+ySeciPuLhFUV/9LVf1TQsMfIDhoDGAHZPSKb0Pm5f/7diUSieSvShrTJ7nl+Id48sarg0Epx6JR4262oFTKuW1oArPfG8GdI5IAiA73wt/PlX69o4kI9+K+u1NQKGQ8O20DaadbArxpr23m6InC1oAPoLConkn3L+PUmRKqyvRcuFBGttFJZVUzXZMD6ZAQQGrfWHZlvsM779x+zbl9uz6TtZkmug5JYHfxbJ6dNaZ1X1iMH71vS6L/fcM4rowh80w5OJ0gkzFobAo9h7a9pi6zU2Rpkf4/ukrHzAQ/5rQLoLt3y3Jp659axOLJg2ioTv+PtfH32vvG0DapJSnevMo3+TV3MMqmg/8nbf1NYNA4uvXaTbuUL7FobQgo8RVKEWw5/6ftSiQSyV+d1NMnueXUVjSyP6OGTp3D8RQqUFrsGAwW5AoZKqUCla2ld61LShgfvHsbA/vFcvBwHn17R5OTV4uHu4aIUE/Kyhs5eryQkCgfFmx5mqWf7WL9kt9mzvr66FCpFLw+5QcA1GoFBUX1uLhpuH9KN9SeLnTqGnHNucUM7kBS92gm/vgQzY0mKkp+6w18/cu7yNHdzrP7F9Pg4sLwL47w8YYnEJ0igWFezF72EKMS3kL/D6+l/4yHt46fjkxn36YLfP7Kuj88dnp6FVurmjn6f7RUWicPDelNFqxOkfbuar7v3Z+36UB25my8FE72h/TErcMrRJYepiBz6X+8/S7dN+Hj2w+FomWiiMwk4hQcBOtP8MHeGf/x9iQSieT/JVJPn+SW43A4eXzM1yx+dgWuTUb2FzXSrusc2qZ8Sqeen9Nj5GJOpRXi4q6hsLCetRsvsmDREd6etZOTp4tp3y6IgAA3np22gYrKJtQaJV4+rnh4XzujdN0vUziw4wmUypZfA4vFjkmp5O13biM13pfXJy1iwthvrinz7e2zSHvvZ6xmGwve3syqhb/1ai1891eWZXVhDqNYZEugulKPodGM0+kk41QUO5b3ITI+kJ0FH9BvZPubvyGCgEIpv5p0uoW3Tx/69vsOD3evaw7NM9pYUqjn/2KF32H+LpwZEMUHiS2vzvONNorLdyA/34WsjJkU1aWzOfd1AtwfpGPPj/+puj11StoEuv7pca6uicjlOgDkFhCcIqL+NF+d+efak0gkkv9FUk+f5Jb14+Z0bFoVew/89tpOp1WycvWDuLmp8fTQ8uD9XQCIi/Fh7KSWnqVPPt/PwUO/zeLMu1LBwJBXcDiuDYVWr7tAYKAbTpucCHpTzBHiO4RiDPDmk1fXcWj/9a8LR97dmdTukYxu+w7G5pYxeyqNghnz7+LQ1osoqrdS7ufJJ9bNjNvwKJUeWmqqmlCpnezf8g2TnxuIUq1Arrj5/7f0tYbrJoq07/ASru4jefXlbGa8Ofu6MoluKhSCwKUmO9ExL1Jbe4CG+uvHP/4zzustbK4wsaU5Dqimye5k7IkSoAQf34GkdFmOtnoeup4fcfnshX+q7k1P96BPnC+h07dRWt/SS+ntosJotWO2OfH1G0JzcwZWaw0urlG08cjgiYjl3PPDUtKKpLx8EolEcjOkoE9yy7LaHNete+vupmlZWYOWVCkAG39N58Ch31bHEEWY9+kY/HxdSej0MaPvTsXF142ln+1Gq1Xy+MPdSTtVzBdfHwGgBy8wjDls4hG+/3gJG74/Sl3VjSdXpPSKpV3XKDy8XVqDPv8gTwaN7Yibh5Zpdz3Aa6/fiTNSoLy4kUx5EuFV9fi2K8TVeoBugx6nILOSvRvOtdYZnRiIp68rZw7d/Ji0s6cf57mnH2HXnjU33J/WLxKtTIbPfiWJyR9SXb2XE0eG3nT9N1JhsfNs1WiSO80hVvU6DqeJgryFgJPY+FfR1a9npd+37FjfzPBjxX9a39/74UghpfUmqhrNAHholVTPGcGxvFoe33YXkdGP4XCYObC3I/Ft3uRSxXzOuBeRVvT/w4wRiUQi+X+EFPRJ/lKyc2vo0mce7789nGGD23ApvYIlS9O47+7O7D+YR4O+pZdo1sd78PbS8cLTfZj6cA+qPNxZ881hbh8czzNP9EYURWKSW3rIcthOKN3JZy+DB8QSHOTO8pVneebxXhw8ksfps7+tvPHOY8vo3DeWb/e8wCcvrmb/5gtEtgkAwNBkxjfQlUuRajZdKGHpk9twu7c9L+Ts4kl/AzrvlteSJw9cuy7tBz8+SHCED08OqSX9wieI4p/n7NPrK5g56/3f3V9rdRChk/N0YBlLTt6NvuEMgTH+GPRGmq4mlf5XBIdMQBRFvH374x8whEb9BVTqQHz9BmB21LO6zMTakoZ/ut4lRwpZcqSw9Xuj1c6+zGqO5tai1UUgiiJyuQaNNpT0Sy9is9ZSIHXwSSQSyT9FCvokfwlRvjoW3deJb06VkVFrwmZvWQWitFzP+LHtuHNce/buz2HHnkxEETb92pK7Y2D/WPr2qeKThRswNJnZvjuT/n1jWtbmvaqaK6xmEgBvv/YkwUEeVOotPPNEbzq2D2bKYytxcdOwZN+LHN15mQNbLuLmoSWmeydCxo3lwnfLaW40MWB0B0ryahgwugNB4d4snb+PMe6riJvdj/iRC1CpFXTZdok9689dc23zX99Ij34ziIx6nqKCbTTqr93/Z7x9etPUdAWbtRaAEI2CkKsrmsS6qijPWk2EnyuLNs/gfJOF+Xdk4+HVhcsXXwJEBEGBh2cKDfUnaVmE7cZSuqxArQmgoT6NyxdfoKK8D3W1h+g38AKCIOBUeLPI6wAXCqYC/1r6l7+xOUQGzzkMQHjkJgIChwHQs/du9A3nqChfR0PDOdRqP0qKfoL/k1GMEolE8v8WKeiT/CV0jvBiSNsAkvrHY4oO4O4HltE9NZxhg9sweOQ3uOpUfDVvPABPvbCObTsziYvx5dUXB5CeUcn+nVcACAvxxN/PlS8X5d6wnUeeWoOPj44P1z9Fvt6I34Bk3l6k4PNX1+Pt50ZkmwA69YzhoQFzGPXdLJo6JOGcu4xJqR8y7qGebPrxOJt/Os7k5wayIf1tzh7JJSIuAK2LmsqSel67OlP47x3deZmzh9/E03P9Px3wuXt0pGef/VSUb+bUiXEAWJwiJRYba0saeeVyNWqZQE7PUBSvLWO/lxfRcV/g4dGBb/2WMy8ji5O6R2ib/AnnTj9ISfFPv9+We3uUSg/27YoHoLk5A4CGhlO4urVB42wAbQixbV79l3P+/b02ie8RHDIRg+G3195Waz3V1XtokzgTk6kErTYUk7GQ2pr9/3Z7EolE8v86KeiT/CWsOV1Kx5l7aNs9Ep1WxcnTJYy4YwlBge7k5ddy9HgBfXtHo9Uo6dcnhppaI1PuTSU2xhcPd01rPclJgXTuFEq7toFcyai6rp2MzJZty77Yz+RnByB3OBEEgcZ6I8OiXmPy84N45NXhhET5cODeGSQnR9FnTAJDJtyLX6AHBzZfoDC7CgQBnYuaRe9v5aPnV12zske7bpFUFNVTXa5HJhN4877OHL5Yzp4zf5yO5UaamzMpKviOstLVPPN4Ly5nVnLueAFBHYKI0KlwpFcjiiLH3dyIV8l4rb6e7aZ7+S7fg9SOVqKDh7At+wCVFVuoqzv6h20d2NsBQbh+Aoq87AsmhBmJl11gFl/g5pp4w/Kp3daiUvlz9FCfP2xHpQ4kMWk2crkrWl04Wl0YTqeNUyfuoFF/DrO5nMaGM1gs1Xh6plD/J+ctkUgkkqtEUbzpDy3vfqSP9Pn/9SMIiAlt/EVBQFQqZWKPbhGiQiG75pghbf3Fyd3DxIhwLzEvfYa49uf7xSULJ4p56TPEnt0jrjk2KtL7ptodNqGz+NwHY0UvPzfRw8dFBMS9JbPF/ZWfijuKZovBUT6iUiUXD1Z9Kh6s+lTcUzJbDAr3EgGx+6CE1u29hye11hkY5iUerPpU/OnIdNHVXSN++N19YvXR58QD88b8W/fI20sr5qXPELdvfER0U8nFjMdSxU8GRrXun7zkaVEcmyg6xiWK4thE8b4wDzE57llx5Fi72Cn1ZxFk/3LbMkEpPp2QKD40eJM4YEi26OnZ5YbH9RlwWhxyW7kIwh/UJ4gdOn0njhxrF7v22CoKglJMaPuBGJ/w9n/9OZQ+0kf6SJ+/0OfUjeI44W8zIG+GIAg3f7BE8h8y+a4UZr45jFkf7UatUTDtuf688e52fl51tvWY4o9vI9RLi+6pjfTpE0N2bg3ubhrG3tGBzEojm346hkyEZoP1D1qCzn3jmDFvErOf/Jk3H+yC19guFOdWExbjx0MD57D43dGcGjSQaGsNvqKBi2kFXDieR+c+scQkhbD4g62k9I7j8LZL3H5PFyLiA3h9yg+cPZKLRhOCt0835m5OJDDUiw+fXcmM+ZM4tzOdOdPWUFDx7y3H1q1LOJWVTRQU1V+3z9XPnTd7RjFdsGKwO/HfmoWgjaF77z1otSEc3t+DhoaTv1u3ziUGARkGQ3brNkGQE9fmLeLavIYoOji0vyuG5ixkMhV2e+MNapEhCAKi6LhhGzKZhsHDi2luugzIuHzpZRrqj/+zt0EikUgkcFoUxdR/3CgFfZJbXkIbf15/eSDduoRjdzjZuTuLOV8cpKi4ofWY7tHe+Lmp2Xy+/JqyL3w0nnEP9qT6ZA7twzzo3HsejVfTgtzIsImdef3Lu1nz/hY+TfEjKzGCuqhAKkvq+Xr6GgxFjcSs/IRxoU24GerR6lS8OnkJJ/Zk8POJVwkK9wZaEkyPTX4Xfe1v6+0OH7MbhdCfipoJtO9pYutyJUGReWhcnDzy6nBmTl3e8mr4Bnx9XTAY7JhMVlr+iQO1JoiQsDGMfrCaY7vTObG3ZYxddJQ3qSlhrF53nn/89T7eJ4JuPjqS9uRyucmKi2sbfHz6UFS4hD+aDDHs9hrkci1bN7vg4zuQgKCRlJeup1fffYiiA0GQ09iYjptbAqIosn2LJ4JMgcN+czOFXdRyHukbT7qwltq6M5w9NfmmykkkEonkhm4Y9Elj+iS3LC83NY0GK0ajlbaJgTidIiqlgl9Wn7sm4AM4nleHv58r7dsF0b1LOB7uGj6Ze4Dl8/dSmFlJvLcaUkIxm23XtTPYz4VRga68nF7FjlWn6dI/njvfGEleYSVVbi40VOj59Mnl/PLd3ezYk0msdzGiQWT5/L1kXyrl1IFsNme+S1lBLcvn7+WF2eOwmO28OncS1eV65kxfi0qjYMqrZWSePsrMZ3+lNH8MT/z8GAmhVyg6eYG45BC6Dky4YdDn6aHl2N7nefX9aVRWZnL4QHcAYmKnkdr7PsY/8iORCX6c2JvBTw+n0rdrBI7e8VzJqORiesssZRedCk9PLZPPlNHJQ0OxrC1BIW2oKFuDoTnzujb/UU72x8hk6pZ2414kIGAo7/TZRqXxUXY0LEYURVxcYhEEOXZ7M0Nvr0ShcGHf7rYYmrNuWGe4t5YGk41Gk51RHYKYOzGRT3ZMZPrOS396PhKJRCL550lBn+SWFBXoRsZPd7NyXw4zV57H1VXNlj05jBkSx7Lv7iau/UfXlVn0xR10aBdMXZ0RDw8Nn80/SFVpA+uWHPnDtqbFejMswJXFhQ1carRQV9WEaLFhLKyhf30u/T85yIViPavWnmfLtssMUGhwOBw8/OpwinKr2bvhHE16E4VZVRzfk4Hd7kSjU9JrWFtqqxqZM30tqX3jCYmpoiB7H06nFWUHJ73jLyGXOdh+upD23aI4f/T6GcUKhTtJ0a9w4Wg5TmcZJlMJAIFB4/DzH8zxA19zcdwvWBqH073XTlKjFuBptfH0rJ2kX6lsrWfJool0SQmja7/57LWm0G/AHgDSjjXhcLT0RtbWHPjde5Sb/dsyZ+fPPIKPV1vWvetOblUpP2xah0YXzoCoGlKDyll3pS11dEMUna1LprUQcHGNx9CciY+risKPbiMtv45uH+xn47lynvnlHGtPS8n3JBKJ5P+KFPRJbkmN/aczKG8E7TIfoUtKGEqFjKHDk2gUZOxcdeKGZRZ/f4LUlDC+/ykNhVyO03lzoxGmnCkj0U3NZbOT0YXbuXQxm5wyL7QuLkzevZyLJXpMJhuvvbcTp83O4WMFvPf9FADCY/x44KUhFF2pIG33FX458SoX0wpo3z0KmQw0WiV7Smaz5JMdzH9jI4e2p+OWEEXqC7PZ8o0Dp7qO3FMDuavz08gVycjlDa1BGLSssbs6Yj9+2ys4Eqpk766F7Nz0BF8tfRG7Iwql0pOiQicenin4+g3EzWUV6aVZ/PTz6Wuu8ddtV2hoMNGoNyNX5NOov0Rz0xVqaw8y9LZKEJxs2+R2U/fLYqmgrKKC8OkaIn10vDSwngXpL3CuYSJeur2gigQrOBwmevc7ytZNroCTiMjHaNdxAWdPP0Bl2XKWn2xmX1FHIqPb0Tb5Y87qz1NrGgX8/ut3iUQikfzrbn4BUInk/yeKqFTocjeZYiRfb8ujvKZluTONw86l4zlMvLMjD9533VAFtu7IYOaHu6hTulJYdu1EApW3B95dkm7YXqXFwf4aIy5RISjdXZBr1GgCfWnSujDh6xPUG20kvvwAdzYexatTAgCbfzzOyQNZXD5TxKynfmFsdgEbxrdBj5omsxOFQs6BzRdwOkSUKgVTXx9BTGIgHTd8xYCdC9GbT3LIpmVbdShKtR89eu+lW48t9OxzbW9bVeU2NlWJ1MUF8/TjagL93biUdSd2RxTQMq7PzT2Z02kT2b8rgtyyLI7k1BEQ7c+9H07AzccVgB9/Ps3UZ9YS5qnhzIw2+DXezplTd+OwN2MOfYtBG3YSP6TDjX8eCnd69N5PZMxzxCe8jU4XDUC53kz/Nr7c3S0Mfw8XAHYUpFBtcsfQnEttzUFKS1fRb+BZEpM+ISziQfT6izTqzyHIPPji0ktUaj6lTeK7CIICL69U/ANvv6lnRCKRSCT/PKmnT3LLUXcZj9zdn4avp+CBgbAB37BigwKNo4GKi68QGuBCXn4dM9c+w5Whk7j0+c9cfOsrAMLvGk7372dSdfgs+4dMBWBg8DLcvw9D1VfL9pS7aLySB8Dcj0fj6qrmkSdXA+AaHYpco6Zi1zH2DZkKoojMKwS/D4/jGn4Rc1UddkPLMm/ppwppqGlmy7ITvL3oXhr2XcAmCqzw6YU4pgff9L4HvUnE98uDREZ48tjrtzHi3m6cO1dLU62efaOm4v3OCRQJiVStGE/vLtuxWuuoqtz2D3fDyeNHdzOvzp/gU7lkZlfz9TcvExP/M+fOvkNVxSYcDjOhYZPx8ulJv0+eBJxMeGsMo54fRtGFYkxn/Zh7VyfyS49SWltOQpAb7UI8Wl+lVpYcwNTQAZvpxjObVSpffHx74+aehErlhVyu5Ur6qwDM2ZXDifIYmtROKiueon2nBVTmPkVHzx0sPVWEUhPHgMHp6FxikcvVOB1WjIZ8OqZ8j5//IACUSneaGjNxc2+DUun5n3qMJBKJRPIPpKBPcssxbHgf69kt2LKP8uzIBHoknuWHoxOZEv892u7RDLx9EQBTvgkhQy5H7e/TWtZcVYfodOLdKYE+G+dxaMxzTH5MxSU/B+lGJUJcW7iSR0BcMO79u9PRXt1atubYeZoLy1C46vjbtFf3hHB63V2BQuVLzvxleGOmCYhKDGTI+E7I5TIKs6v4/mQFP315gJEdx9LV3059l2i8531A5d409o54mvrqJoZO6MzB1zdgupo2pmHeHcjd/BArcygp/oWSoqXUVO++4T3JyKxvTSb97uuJdEtdypBRu3A4jABExTyNh2cKmVfewmqpYsvcnZRcLiNt4xneHjeJXiGX6BXsBkfryNmSw4aSl3Fz+4ympnQubz7Fx5GfopS73rBtozGPXdvD6NM/Dau1lpzsTxAEJeDEYndg83qfAI8OBASNwmE3M6XdaZ4akEK1oyeVssdwJYfk4BqKmsIoM4Zw2yg9tTWHqKk5hJtbEo36c3h5dwMgoe2HFOR9+btpXSQSiUTyr5Ne70puPVYjtuyWVRbynAKdEsv4+IF5PKl4ipzgsa2HzV5wBicChcu24DLmDXze3k/Hj18g97v1WGrqEe12AGKGnaIk0RU3tY3BLw5l+JA2HNswhZqIWCa8e5TBA+KQywXUOjV93M0ERQW0tpEcJqO7JR/d/t18dHcQPx1+mZQ+sWy7vyPu5/L45oOtxP56kpFOK2F3DqHn2V/p6ywmpa0PxWt3k//TFgDOHsnlo+dXtQR8Sg3e754g+tHDDEjeicNh5Ny5hzAPGIgyod91tyM+4R1GjDHh5p4MwLwFh/hi4WEKCutajzlxbCQH9nbEamkJDE2NJo6tOYnD5uCHvRtaxzcaG80IVgWh4fcTGDyutfwzfd6jpl8zE0M8cXVre905aIQa9u+KYff2MGzWOobcVkLfAWeAlokd9XXHEUUnMrma+fsq+ezEIOz+P+Dj2xuF0o3jld0xObSIohObrREf3z64uMSgVnvj7d0dhcIFu91IVcUWKeCTSCSS/yNST5/klrZxRwbBYV7kNfviNsDElWNmwiIepqH+JFkLVpHz7QacFisez72BMiIZtxgF5rJqjk1+DZlKCcCE0V/hN+QsYxdNxb1PKCub7RRVNHPu8FFGJ7nwzMMDWb7iDDKZwKT689gyT7PzavtvTW5LbPVZLqWEoBRNlORXU5hVhTMxhMZ2UQwd2Z6kME8i3N3ZmRLG8sPFlObX8N0HW2lo3ojouD73nSBTIPeNwGJvxmDIbpnlGhCPbsjTKEKSaMi4dlyfxVKB2VSGp2cqhuYcjqcVcTytCIAuKaF8/cUdTJuxhcPHSpHJ1DidlmvK94rzRSYTsNqdBG8rI779t/gHOiku+rH1mP0+F/l44XvEXmym/+zJnE6bSHnZOgRBTrSvhpwPhrH0aCGP/VyKQuGGKDpxOu0MGV5Kbe0hjhzsjSAokclUCIKMfVWPIMhkOBxWsirP0yEqibImL2rrDuHr1w+DIR+5XIfZXMGpE3egVHpgtdaib7h2AopEIpFI/nOkoE9yy9IOeRrXMa+zcFZ/HOVHiTwWjqz9XDp0eoS6msMcPdwfp6XlVan+i4k0qXXseslJY4ORceV7ULjpWO3SnarqZqp+3kVzfhEdf55DxPrF9A8aBKJITLQPXi4KRt3WFg8PLZ9/cZDDJ4sYOiGFPevOMeOdbYzfOI9txW043rcb/ioHP9zXCV1OGSEWG6WXytn8zn0o7DY6VhdRatfhcyALjSgyunA7xuIKdqTcdc11iZZmqp8NBaeD4quvkR1lV6ifMxpHWcZ196Gk6CcGPBZI/+ce4Pvn/K9Jn6LTqfBXK7izXSiunhepqz/NkUN9kMtdEEUbTqeVn08U02h3YvZYRq8hywn2W0Bqyi5ysh8l8/KbAJzulEwfp4qaukJqaw6g15/HwzOVPv2PU5D9GqcLL3Da8ApDbxvf2rahOQcRJ39LFp3Q9gPCIh7gTNpdIAiIoojd3oh/wFDKjYDMyZX0V2jX8SuuXHqV2pr9/LZikEQikUj+r0lBn+QWJoAgA0EAoLZ6H5UVW2ioS6Oy8tdrD3U6mPblZMx3jGf3HdM49cxsFDp1626lpxtFJ3NIqG9Co1IhU8hx2uzk5tXy1ns7+WX1OdQqBeculPHq/EncflcX6muaqa9u5nhODFk54UxeOBvN0dWMbO/L/kEpKDVKpn4ejq+jHp3RRJZbEE0PjcXz8gn2Okw8evwCpvJqBLmcwGE9qD54BsFkYvH9KWxPr2RFWsk1l2C7sv+Gd2HAkEx6TjqIW2A2tfVbrtl34HAeZ384ypMdg7BbvyQr+xIaV1dUA8ppbsrg0P4ujH2oF899MJbPp52mLMfCPeNM9OhymG9/sLfWY3n7IT7/LoqXLAW8EOZBH2sBNpkai7mSZpOBe9Z0Jz6hJeBzOm3IZEoKCxZTX3uYqJhnSemyAv+A21AoXOiYuhRBkOGwm1Crfamu2ota7c/pk3dhaM7g8P6u11xDnwFnUCm92LsrDlG0I5FIJJL/G1LQJ7llyY4sonrXF63fNzWlc/L42N89vkjhgVPtgdPHl+JVO1u3awJ8GF2wjbJtR1C6uaL29iDott6UbtqP0tMNe5OR7FID9qaW/HgrFuynvLCOC8fzARhybiFGsTP33OWgavz9bNy0n3iDAb3KjcAAJe33n0fmtGN096LpUDVCSTrv3vM0unoDB0c9S9jEofRY+j62fIGzfQczpWcEUb4u1wV9v6e2eh9LHxPIynqVhpraa/apFTJeXXeJKF8dz3Y9DtlnqLJrGFN3AkNzFoKgoLasPYc3R3Dh9LM4THewYuNcvv7ueU6d/JK2yZ+CUE2fVwzE3TMA34kfkGgz0K7DK8S0687OHal0TM2n2ZBFbc0h1JoQaqv3EBg0Goe9kfadvsPXrw82m771nJRKD/bujKN77z3oFOHkZH2Em1siffunYTKVcOzwQOz2JhRKdyzmctQqXzTaYIJDJlJa8vNN3ROJRCKR/POktXclt6Rxo5P57MNRPPHcWnbsvvEyXjeiDfbD02mmttaI1dYyIUCu09B/6wLKth0m/rl7UXu5c+z+16k7dZkRl9fTnFuCa0wohSt3cPnD72jKLGitzy0+AtHhIHR0P56bORxXwUqbU+cIcFez61g5mqFduWf/Aa40Wkh6qaX38cybA1n78FMczaxi37AnUPt5MSpzO4IgsNanN8nBWkobTDjjYwgc3I2MOT8h2m9u8oKLWk7OB8M4kFnDT8eL2PJMT5an1XJvVx9+OFLIrxvSqbc62GNsWW6uV7+jeHp2QRAEtm12p3PXdfj5DaDS/hN3uX2FwX0+HkMqSOlfwLFGJXPniLjE3UvbI1ac9gAE0mlqUlBetpbA4PG4uSVgtdaiUnkCchBtICjJypiFj99AfHx64HBYqKs5QE3tIZQKN3z9BuHp1RlRFBEEgYb6UzidNrx9erDjV3+SO8xHq43i1IkxWK01N/2zlkgkEsnvuuHau9LsXcktqbyikZLSBiqrmkl+5wk6zZl2U+UCVQ6O7HmaGStf4k79EQIGd8dhNNPx2wX0PHuE009/CEDbGQ9j0zdjazYi06owV9cRMWkYCdOmtNalCfBhzLlfuP3SOuouZLMjR05ahY7PZ27l3NqzpAyOZcCVdB4800jn17a3ljuYXUOfuXM4MPwJAof1RHQ42RQzhI2xQ5DJtWjDV6ByH0PSm4/R7t0n8ewQf1PX9vaoBOZOat86BE5Ud2Vz/nBWVO9hR347PtqexZoGc2vAB6BvOENj40XSjo/H4TDi69cfeddGfCf15KXBkYwKm8+xHc0c/PUys7rMQEwrpc0BT+xWb+yWbxFJwmDIJfPKWzjsBhx2MyqVD06HhW7+x0FomSwTEDiCK5deRq9Px2QswS9gKAmJM4mNn46nV2cABEHAYtFTWPAdhuYsrJY65HI3goLvQKsLwWqtJSRsMlpd5E3dD4lEIpH8c6TXu5Jb0vG0IvoOXQjA+F/HIvdw5eyLn/5puZpaAydOFnG5RIbY3wlOJ+Fhnjw1YxiqJhON7e7Cqm/i/CtzSZz+AIJMhr3RQPqH39Hn27dpyixA5e2BtU7Pnfd15rHmo1ywe7ElIx+Hpxf1vu488/KdrDqXyXOV9QRX1mBIu4LZ0tJT598vlTUT7+Hk4+8T9/UaOtwfjqmihtumvYN/USkPZnrh5z8Eq7WWs89Pp7DrVupPX7nuOpRygWcHxeLn7s32+sVUlG/hoV4HCfbUoH1qI3aHiEYbRqPuNXS6Gu7+eif1dU3X1XPp/NPXfH/kYB96CftRnIpnTM+H0VwIw2hvy5xpSzAZtKR6P46AgCBTkldYh5fPUfz8B6PRhlFXe6g1gJPJdezLrEXf/B219RdxdUukR++9yOWqv2tNRBSdCIIcq7UJpdIVtdoDh6MJu70RldobrS6UvbvicDqteHn3oFPnHygv28DptDtv9lGRSCQSyU2Sgj7JLUmmVDBgwTQ8x9/G7Rn7SPEV2Oejo6bW2DK5Q7w+FQpAU5OFux9YjtLdBeU3uzEWlSOTCZxp1tHgHYUOO2Cj7tRleq/7HGtDIzu63EOAXOAjDzMvzf+UhOkPUPL+Ap58KBGrCO0V9XTrEYE20AerKLKw9ygmBLvw86kclLUOtma2vJKUa9R0WfQmLhFBeCTFIPglA41oA32pf+weJnyxkKaTl9i3KwGTqQSn04yhsIL+g9IxmYo4nTaJgUNzqa7aSTvlDJ6/bSjPHPwUF1cZLq5ZdJn1LmqlDLujpavPbCrm8IHuf3f1AgGBI6irPYrNVnfdvQFo1J8DJ1js1eyaPoLePb4juJ0Vo3CF0LB70ekiEEUHTqcFF9c4vLy6IpMpiIx8kujY56mvP0l9XRrVlVvp1vNXzM4jFJyeSkLbWQiCDFFsmc0rCHIEoeVFgtPpQKVyu9r+JcpLV1Neuob8vC8xGnJbz81mrefKpVepqtrx7zw6EolEIvkd0utdyS2p7VMT8blvPAqdhi2ZJma9uoaaWiOa3lPw/6YBZXyvPyzfZ+M8RmZuRO3nRdg9t/OtIha9wcA44zlijXW0m/U0MoWcnK9WIdodmJ1ORLOZqLwC3N2URH80nXOBcchaJg7z1vwJ5CxaQ8OpS8gQWRY/HGulnu4P9WH4pJZhEyofD1wigqhNu0TVvpNk3tOFLUmTqDpwivN9e9LZ4IZMpcRgyEGrtHF311B0Kjkaby3xPXwI89bgdJhwOsxsvVjBypNFOJxmsjLe4XTaBKqaLBTXtSwDN2DXInr+Mrv1emUqJV2mzadL9w0kJs9mbKdgukR6XXNPBLUrMr9wdmwL4MCe9vTovZe7uhpgnpPh+zeQmDSb2prDiKIdpcxBn4REZDIZNlsjev0pzKYyLp57kiuXXsRsLuP8mcc4ebwlwXPG5dfZ8as3v25Uc+n8s5iMLZNUamuOUF9/vPXrc6cfQBQdiKL9moAPQBRt5OZ8SlPjxX/xqZFIJBLJH5F6+iS3pILNh5hxZ1uG2Sp5UO7J+g0tgYBobsTZXItoNf1h+eLVuzBX1GBraMK7UwLubWM4UhvNCR3gKuDdwcr51+ZTv2UvMxbcQ/aAcTwfFEbar/FM9t2Fj1qGh9NMcUYVaiXs3prOmfd+Ran0JvnJlxBDavlQJ6K4XMixXy8AYCqtYkv8KCy1+qvn2oQxr4mYFSuRlRXiN34w3bZ8ydbkO3gsVsucie155pdzNDy/B0tKB4ZUxvPNsvDWa5j282bA67prE2Qy3BOjsdbrkWs19Pv1S2howKdfD4QFlwkt+oX1T3Qnt7qZ2Nd+m8Xs8cQyVEkDqZnRDoVJgY9vXw7kuxBx8gTpZ/sil6nw8e2Nw2FhYthrTEyu4tH9X5BedoLysrWUl62lz4BTaDVhIIBK5UNozX1cuvAMHl7d6NDxa5oaL3Px/JOo1P4tbXp2ZOfWAFzd2qJS+dDYeK71fJRKT+IS3qa48DuaGi/9K4+JRCKRSP4JUtAnuSU15xZT8MMmXCZ2IOvtL1u3W06tRyg5iG+7OCoKri0TOLQHdacuY63Tk/3VSrK/WgnA2WlzSJ/1LUnPPo13aju8B0QyNlHOxdvuIafZwG0TUpCrNWQrwcPbQEWjQIC7Cfup8/SJdOeDb09xVBeB2teT6IDphBROo7fv01yICWDpglOUV/w2ls5YXHndtXzY3hU/RzZJBS4YiytxmMysOlVHoLuatafLUH36C50m17F0/ak/vCeL70/h7q6hvLY+nZUPvkm/TfNJXfgGnh3iCW2o5v4Tq4iKruBQDxMPfp9HYZ3xmvLmtNXInDLUNi1GQ0sS6EZHLHP692V6rDs5Lg9gCp+FXK7m02M9WFV6F2arntMnJyKTaXBxicHFJR65XNP66tbHtw8xca/i6ZWKIAi4eyTRq2/LiiKiKFJTfYCQ0LuIjn0RN/e2HNzXmUb9eQC8ffoQHfMMApB+8YU/fygkEolE8m+RUrZIbmkKuYDdISJTq+j365fUXKrEI9Kd4GE92NnjPkzyRHR97sXLupHUz56lYPmvpD3ybmv55LcfR+XlzpnnP0Ye1AZHdT63n1iKd3wYhoNatk57nvaBlbyxcDIKNxeWevVGBG4vP0qAm4zZd8zDdPddRD04lvOvzSep0czTExMwGSo50mcUOa6BbG13J805Rb97De+PTSQh0J0Ji04giuDbqyPmyrrryqx+vCt94nzp8O4efDoO5pe7wvh4/UmW72pZmuzsWwPpGObJD0cLeWJbAYMOLMElPIiDo59joKGcHpF+XDGMZc/ZrWQWHbnBmQiMGG3Caqtj17Zg/ANH4uqawODkxxnOSn4QX8QpKLHbjWzf4k7b5M+Ijn2OK+lv4OIaQ3jEgzQ1ZeLm1ga7rQmFsmWcnsNhQi7XYjZXotEEIIoiWmcTZrk7JUf7EdBlIwqFO/m586koX0+j/gJ2exMgIyBoJHU1B7HZGv7NJ0UikUgkf+eGKVuknj7JLe1vkxbaz3oG354dUES7kPH9QeyGPYh2O+qeE1EmDSNxZBz6jAyasosQ5HJER8ts2phHxqHy8aQuz4Cx/QeYDyxGn1uCxWBiz6hHCY3wYtyDo5h+12Lc77+TqCcEBGADcajd/CmM2Im/ouXXxGG1M2zmKCIbMnjsjTPkrynG77Y+mEqu7937exNTw4gLcGVgGz8OVpgZuPsbTLnFbE6+gyhfHfum9WXX5UruSAnBbHdy+o2B7HIbQHvFUbrHBbP+SB1GYz5dZ+3D11VFRaMFUYSTU9+nzfP3Un8+k5+r6tiRFU2P3q+g9vGDfwj6IqOfJiT0LvJy52GxVBEUfCd2exOdPN2oIZBj5gScmpb0Kw31p0npsoLsrNnoXGKoqdpJU2MAAYEjcXWN49CBXgQHTyA4dAIV5Rt5+zZPTMZ8Vhe/TtaVWcQnvo63rRyFrQSjxodjh4dcndihoHe/w5QUL+fc6SmAk8ryTf/ZB0YikUgkv0sK+iR/CT5dkrAY4ORnZ5BlbSP8tTcJHd2ftb5D8H3qEZSjRtNcUUu7d56gOa+E4tW7cGsTiaPehuArILPqSe5yHq8JPdkUNgTV0NfwfvMwyXmv0Ht4Eme0EYTEByLknGXnilMkvHAfAMntBvOR8SBfmvqR8umL7C0r5UT4bTQOhYrnP6Zk/R4mPdobv/JaGssa+P5oEYIA307pxKGsWu7tF0dV5xTiSrJYOb0/hqpGzuzfTLe6Eo67qXHTKInw0RHk3rJknAywO0XUZ1YSuKWEmJjvGTh0MLt3RGI2lVCut7Tek6r9J6nafxKAvgPPISDj2OEh6BtOI5cJOJy/dcz7+PTBy7s7yk42zm18ht5dzwFgARAdFGv6tR7r6dkRhdKNooLFnDoxtmWjHiorthEecT+pXVaj1QXjdNrJzfqIYY92RS6IvPDzAHr03o3NWk+u6IpWG4IuZR26ExOorNiEXO5CackK6uvS8A8cSVXFtUvKSSQSieT/lhT0Sf4S9g19HLlWja2hCYWLlqbcB1B6uBEwsCNugS1TbN0To3FYrPT4cRau0aGoa7zRxfnT9H45eV8vwz0uAEWfFJxWO4qgOJTBbXBv8mLrLycxDbuHMd454BQpe+NRADTlTiIH+ZN0VqBvUTr5wcHEWTMpqIngrYgGwr8cw337ipj65gj88yuIP5/LgexaJnQO4aFeUYzsFAphfviXZLE/Oom+een4+LgQWHARlULGoel9Gb/wONHb9bSLCKOfxYJM1pKj757FLcGcWr0Wq82E1fLHK1U47EYEQUZtzT7u6hrKL48O5rZ5R9h+qaUX8sypyXRLFvAtHEvvzkfAAYgintTwvTCUH3iWtdY7EORajMYCSot/Jq7Nm/j49qe56TImUxnhEffjdNrQ6oIRRScnj4/HbC7lqQOfIZcr8PL+ApChUHqSdmwM4VFTcXWNI7XbagAuXXiBs6cmM2hoPlpdGNs2u+NwGH//oiQSiUTyHyUFfZK/BKfFitNiBcBuMHFu+uf0WTuH3qs+QaaQtxzk4dp6fPJbU3GYrVgXWzBSAYLAuZc+a93fIX8Wb75WipJeyOQysowKNmrbY6ltQHQXCbQ38LT1EE9vcePJftOojZcBAm4n9nO7bx1FqTEYa/Uc25uJ/sXVjPFUEpIcjLr3FI5cXEl6WSN6f0961DbgBPrkpSMDrHYnpwrqifTV0ibQjQ6hHoiL38LbYcVlw0LGLjjWGqgBFBUspqhg8e/el2BPDSGeWo4c7Nm6rdFkp6bZQrPF3rpNFG2cXf00z02IJVufQFfLEg7YutLBpQA5dvyoRKFyx2434u7RDjf3WYCAziUarTYYs6kCQ3MOSpUPJmMJbu5tcXNLoLpqK6evrCUi6lESkz5EFJ1kXn6T+vqj2PXHeDBqGHm6RVhlGmzWltyB+Xlf0Tb5Q8IjHyU/dz6tS4xIJBKJ5P+UlKdPcstRuGhxbxv9h8eUbz1M4S/bqNybht1kuW6/IJOh0GlQPqwk4I1OKFy01+zPvlBMWXYpP31zmlc/b0b09Ce/wYl+w27aGiuocOjYp4hmS9gpkksOgiBDZWikQ7dIPAqqUBXX8/SSc4R7qNmy7ASP/XCFGPm3fDcAtjzbk5T39tKQUY5Ayy+ZHDBa7chl0CPGm2azna7v7+WXtBJ6LlrIK3tWIgDf3Z+CWnHtr+U/fq9KGozvZ7ko43qy8akepL0+gBeHxrbur2qy4KlV0jkqGrU6EABXhYyPowTu9HuRx6Mm8f7Bz1C4JpPf1MBK2yi+5VVMxhLycxdQVLiUjMtvknH5DbTalte4pSW/UFy0FJXKC5XKG5lMTnzCm3RKXUFM3AsoFK5YLPXY7U0kJM3C06s7T3lpmKc6RdDxeHZuDaC0ZDkA9bWHMJsr8A8YwW2jGlGp/G74M/ZQyjjcJ4JHIzz/8FmQSCQSyc2Rgj7JLcWnR3vGlO1m+OkVDD358x8ee+Khtzk05jkuvrUAAKcZRBGs+iacdgdOux3R6eTEw28z9r17mb38IVw9WoK/8qI6nntmEzuau5AT/SL7Hl6Gyt2VN4b4MaXyODK1io3pDTwxeioHx/RBdDo59uLnmBftJrTZwOrgnvw8Lo590/qicdUiNtdS83Ibci+eJq/agKtawe3JAdgdTpxXZ8grZTJkgoAgCMQHunPi9QFM7RvBc6+toO2U72k02fB1U9Mrxrv1GlPCPTEvHMubIxOI8XNhbKdgBJ07Mnc/BK07H2/PRG+y8tmE9rhpWjru7Q4nRquTqPhZ9OmfRtvkT+jZ5lGejfGm8ISSF3cNxmjMobRkBVsLTlKcl4efWEzvgK0kJz6Lr3ssSqUHhuYMCvO/pSDvK2LiXgBBwYVzT3Fof2dOpd2NQumGq2vLusFOp41Tx0dx7sxD1Ncdx2wqYrnewkc1RjY0WQkKnkCnzj8ik6kJDb8fjSYQu70Rq7UWUbTzj3x8BzKo67f08tEx2N8FlUzAXy3/9x8wiUQi+R8mvd6V3FJS5kxDrlIiiiIqL/c/PT7h5SlE3juSqk2X8R/dFgCVhxsOk4UTU99DplQQ//TdDEsQaWOvJjjCm6wLpQD02/Ilal9P9j46i9RXeyJTKZmXrUDpFDj7zTxyF6/j9ktr0bq6s3/Y41QfPMN9bmoSQzw4N/c8eX0ScG8TwujqA+wb+jjVh86w46KC3ZcEgjw0AMhlAhdK9RzMrOGpgTGIwNVFPhAEga/v64zB6mTZ8WJS399Lz1gfov1ceGFwLFN6RvDDkXyK64x4aBXsf7kvoV5aEt/cRcbj3uCwsxrIrzUR5KGhydwSPJ0r1hMw/TSDhw9EpjEQHfsCbrIifrEfZKV2AZGeUdTVHAHklJWsxjX1Rfx9Gnm64xkyc8vZ5BzOMK8GllvfpkrVHgCTqZiGuqPUVO/B3aMDqV1/obJiO4bmDOrrj5OX89lvK2wYtvPhmHjm7Wng1eqWMXvdIh/Gz38wmRnvUlT4HSCSnfURZlMJcP2SeoFBo7H63c8UhrMtdxxruwqMDHQjbEc2Jabrg0SJRCKR/Dkp6JPcUo7d/yZDjv1I5f5THJ0w7YbHyJQKUhe9iWt0KIjg3iaCqkOb8MxshzLMic2iR+fpwsdfTyBP5sUFdRgbX/uYy7uOkZdehlfnRB56OJUeTcc5nOZk4LzbsStcaCqpxdSxG9oAH9p0rKFg4Ur2D3sCvz4p1Bw+B7S8Oq3KqCLprXEoZzzMufk/k1xbx57HUhh+8TKvvDiSLwfegfKhtyjQWyiIT+TNo5fo19jyCtrpFJHJW8K+6iYzNodIellLcufsKgMGq4PST25vvdYwHxfCX9vD/o+mEOpRx9xd2WRVNoEIggAbn+pBZkUTL6+5hCC09HSOGJ6IyWwjq0MTEVe0YIX3es7Fagzhw82HiQiJpl3HBahUXvj49GJhyc9E1CXx/ZmxNBh9GWVfSG9FGqebain3bEnxolEHXF1XV4bNWkej/gJu7okEBA7HYq4l68o7rec8qkMQzw+Oo7LRwuxtWYCAw26kqGApHh6dqCjfQF7uPAYPy6Ou9ignjg6/bkLHlfRXMBoLCAm7B4Olhj1VBjwUcuqtjv/MgyaRSCT/g6SgT3JLac4uZL1vvxvue+aJXgzsF8sjb+4m8u7bAHCYW4Kp6AdGgGghY8p0bBotPb59i1CHHlODAX2TkY+01cRoXBn1+DC6vTeVAHstXvZaPLvEUqbTcmJVBHZTCP2mFFN76jJdyi8x59Q0+g79irKfNiFD5O/DjeI1u/BIiqFg2a/ce3I3Ef2iUGjVPHugAr9R7jR5eOOultO/Mo8P2+noqksEWoKyiyV6fjhayIJ9eSQGubX20AGUNZjZlV5Jvza+jJh/lD0Z1ah9Qnna4y26NR1l3Zb7cIqgVHqT2PYt2kbkEOWbweGcWjY81YN9V6qIfLgPjY1mUka0p9YtBY1DR59967GE9UDx3J007P+VgAoZAQHDQRAIingIgIOVoaBOZp/367hu60Sp90giPEUQQSZX0TcwlOqkY+hcItm1LZiQ0HvokPIdao0PEVGPkZ35PgAr0ooxWOxsOl8OgEyuISBoBFZrPeGRU2g4/yCVFj0OhwVvn54EhdxJSdGP1/ysnU4L+blz8fbpzarB95Bf8CN9Dxf++w+YRCKR/A+Tgj7JX0aH5GDaJwfR76f3KFq3G+/OSZSs30PplgPIVSoih3Rl4/t9yMiq4q7UKRxLDqfT0tnI9m/iQ7cokte8yizzCVyrTjKhbBK5q9IYbl+AeuZ7eIeYseubiShMY+sdr5N0RzuK3ZKQO0Xq5o4iraCO/p8caj0XU1k1oaP74xYbzvTOd7HqVCljDi2hIjCEjeHDsNXUUxoziGqFjDfOmWnz/jM0ffYdUaUFzBqXRL09mtCIgZx+pZaSegMRr2xvrXvo3GsTK3vbqlnPh3i7NfP0S33o9N5efP0GEh71NBOWzUHb/DObnu6BUxQx2hw8MHUlZrMNZ10xwTiITN3GxRxfGg2X0JkEAoI6ovW7gFDQ0jWoUrWMIbySvxpxtDtVZ76mudqAv/wKYQ4LTWIxHyhfoFtsFv2rKjEanPQblI6rNgiuLscWGf10a9B3/LUBhHhqWXmyBICOKd9jszVw6sSdJISO4YGwHmz2fgxXSzEG0YOKso2/+zN3d29PP+Fjeoa588z5/8xzJJFIJP+rpKBP8pfx+HNr6fTGI0S9kkx4h2QAEp6fTMO5TIpW7qD3L7M5Z7rMzl/34RIZjNXDi7J9p6jKqcL21lPIahv45ISD6MHd8dFBjs6HXZcDUexoR+fb83D1sqFQRKP18eLLn7NZt+I0zw6MJqOiifTSJvz6dkZ0QkOBBVtpOjlfr8ZSq2dE1ib8v/sRV5UMZXEJ1rpGULmSul6FrOo0KQPbs+jQCvZGeqANHgaU0CnpOao9hjFjy53U1F353Wt2VSv48aEuxFLJrxcr2H25JZ1L/9A03u06gRnFF/AJdsfHVc0Ty87y9YF8ZEDbq5MePusYx3xdEiG+3Sk6tYj+e9QIvj5oPvdhk28ANlsz/gHDUSo9uLf9XdyeNZ97MqqxqHxQKFxRqjwJUPXi7VQtYy4cw91/OOkXZ5CY/AHB1nwW5vThvpiLnL6aVkYmQK3BSm2zlb/lhhaddkSVHHFMCqd/eJnb24xD5YwgSe0kqOBdNtv111yzTKbB1a0N3t59cXGN5h7xAPkXJgEX/6PPk0QikfyvkYI+yV+G3e7k1MxvUbdPJPi2XgA0ZRdSdeAUCdOmYKyo5bGnvkMXHkTvte9gbFJxdIERbUU6AHWnr+Ay8nZSzh3E4d3Ezvn3ETJ+GN3vuIx+13FKRBu7P1yMbPSn+MYOZVDmc+S9eR/bzx1h//Aw+ndKpPqomsv50XTa/Qw7XviEgIFdSXr9Edp0juPZPSs5EhzL9k5tEMLHMfu2YC4mP8OZE3vZn32SiuZg7ulUgskmx9vxIxfOrmdL4Ub+KE/dL492YXBbfwBeXHme7CoDCfGvIgbfS4jnbFZP7YDRrsH/lQwsDQXM9tMhyASme2uZXNrEzPNphCZ+D8EP4uI6m327EvDulYj9zjqs1loAKis2MnBIDunKSFIse2nfaTE2azXZWbMpyFuIQ6dGV3Mv3+dXo9VcprHxPAf3deH5gDDWmmUcvziD/KKfABiXHEBfDw1fpVe1XsPZ05MJ++I8Hq7PY1j2IycSVmM0FnJCF0GWsJehLudRCwKbm1vyMLbrsJCwiPswmcoAqKo+SH7tFdTqQCyWiv/sQyWRSCT/Q6SgT/KXIjqdeHVKaP0++0onHG5t8EpJxL1NJIbCMsInDkO0O8j6ZhfKsKm0GTaYwhXbsTYZCG+oZvSVNGL9yji4cQF+/TsgV8q5f5A7j4U9QfzrU3Ef1Y6is9Xkdk9hiqOENolaCkttlJRUIm7cSd/29xBgy2cHEDZpGEVrdxPV2MiV8FAW9x1N7/X9aJy/gvzhqbQpyWXD8XQGrDhA3z4bMWscnK3qwNrtY/BUFvLK8Djm7s7BYr9+BivA8hNFBHpoOFPUwI4XemOyOliZMZTTxkTe/bWI+/r0ZlfxIBTKmbzXJYSpjWYKfVxAq6CmwcLh8ibCio4So+6JzVqH2VyK46CBpHbzCOv+OqdOjAecFBV9T2jo3bxRKNImWYmzYzOx7i+itUVRX3eCml/nUVG2Hn3DydZze6/xwtWvvm/dNr7eCMvOUGq085yXhiaFwJt3deT5t6awtciM3d5EWekaHA4DuvApWBxm1oT54CbYEa60rDqi1gQAUFzwPXaHnsL8r7ltVCPNzdns3534H32eJBKJ5H+JIIo3nw1fEAQpdb7kvy7o9t64xYZTfMaB25TFNHw+FlvmARQuGlK/ep2wOwZjLKlkS9woZD5hjLn8I6ZaA85mPZ7JsXQuzqS+yo2dGTn4p4aj+WoBQUFuLJz5K+EfbaDf2QEIiUYKUtfQM9GP8TWXOHMwnx33PULao+9Ss/VgS5AmCMzIXc3LRzfyWpGcnN59MRQJhLq3QRjS8v9U3cFT7B72JAC+foOJjn2JQ1O+w2a3su5MGff1CGf43CPsSK/8o0sG4Mir/VDJBTqF+2J2qMmprOCN3ndirKgl4Iuv+fmhVC5dKOf7CxWM6xnByC+Osfj+TpTUm/jhaBFNqkm0bfclgiBDFEUEQcBuNwAiu7aF4HAY8PLuSe+HtqJ9L4uyzceperue+DavYzQUoHOJZP+eDgiCjM5dfiH9wnNUV++55hyHuih5wkuDqyAw2FXFJQ8NyQ93ZeuZUkYsPNF6nKdnF1K6rqC8bD13BnWgqugHFmW2JG929+hISOjdZGXMxOEwAJDc/ksMzdnk5837TzxCEolE8v+606Iopv7jRqmnT/KXU771MOVXvzYdWUXCC5PRh3cn5tHxBA3vhSiKpE2dCYBfhyAu7vKkydIJ+6ZnSX3FRo/YGqosucx+9F0UcT2RewRiWbwOAP3ZAgRvG6ZTNQzV7EV3zorMZORIfE8UrjpkauVvvXKiSPU3K/CKcTI0KQ5950TezN1Cu/KdZByM4u4lpyjZfLD1vGuqd1NTvRvx/jFoVXLiA1w5VVDH9ud78dq6S3y4Let3r9lTp6TX7ANAS0qU2mYLdhHCHp+B3c+HzecrOFOiJ6VTCBf25TPn44Mo5AKjOwRRa7DywpA43jo8jLSaJqze+WgaEpDJVJhNZYiirTVBcn3dUbZ9FUpywKMUr9tD7ZWLlBYvp1PnZehcIpHLdfhrvBkoFLDR5zJpLoEMKfjtletOg42dBhtxKgWdXO/nyJX99P7kANuKrx2319Bwkr07Y1AqvVgne5fQ2C8INSl407qGjpp8eqW/goOWlUwWB3tQKs/jW/H6lVckEolEcvOkFTkkf2kqb3faz3qGlMWf4bDacVidmOodxEwailuoH8Ej+xLbT45ga0Q99hP2jnqROa+s46u3N9B/2Xt4T9+Gx9QfELQtiaCthz7A/Fkeje/lsCNkFqFde9JnQRqWCWMQmpt49aFEvNqE4xYfgaCQM7l/HE5gXFU24y4eJU5dRkFAAPVaHUEnT+Ewmq87531XqpEJAl2jvEiN9Ka6yUJVU0tAo1bIkAnXHj+lZzj180YxPiUYgM3ny/F313BiRn/ipz7Lzm6TabbYufPrEzyx7Cz7s6oZ1CGC0JBgQqZvY8icw6SVhWKWtSHT/jTes2XI5GoEQUZB3gJ0LlH4+g1qbc9ubObcy59Te+wCIGJozuLYkYHUHu7MGZ8c5iqP8mbpA5jlnvh498BXobnuGqt0HTC2mUtI29mszKql8XcSKtts9ZQW/YRC4YpcrqWtWkGyWoHy6j3wkQs86KFkkniOoOA7/8mnQyKRSCR/T+rpk9wSxj/cCxc3DT/N3fOHxwluvrg/vBj7qZ+IGhJI0crtZPzaTJMtlvwp7+L50mbajAvl+TsiyB49j5lxj5D77Tp6bV6Ca5CO5q7fcvK1+bx4bxJNQ9tRvMdMU3YBgX4Kvtj0Bsvn7+Xsy3MwCXFY2w9iXnMwdxf9SqfGy9Scy6SuR3+GnJsMQNaXK5DJ5DiBap0H1Vo3vMxGggx6sj39qWy8PuADeGHVBZJC3HFVK/DQKun47h7K9GbctQqqPhvBsUI5D6+NIi/nMwAKaozkVDVTXGdqrSO9rJFjubXUjhvF7XP6sK3dHeTXGPn2SC09e6zm49vTwUfP9PapWJa78tqR9mRceYeOKUsxvdWITGvHqjdgNOYiCAo6pf5MQd48Mq+8fcNzdtib8TdfIdrPnWV6M0U2J/tcO7HSuZPvApXcXReEiIjJWACAvuEMF84+Tl3t4Wvq8ZML7GnrhzI1lN6rL1HbbKWh4SS/blQB0B9QCGC5OpCkyiGSlFtPkyqHMvPYP3w2JBKJRPLHpDF9klvC5ox3cfPUMiDoFf7omVTGdsfrlZ14aDLo9HcdP4VbTnNxSTamgz/g26Mdd61/g0qFB8YVqzjy2Xqin3uYkHFD0LiI2A0mnDM/oGuPcBYsuUDprhNEJQSy9OA0fpq7hyVz99H2lQcpP5rHwA3vARBiqOSLoLGEjx9IzPP34ZEUgyCXE5J2hHfqLrA2uhs7ElJ5a/tPqEQnn+/PZ+H8rXilJKIrLSVEJyctv/6aa9EoZagUMhpNdkK9tNyREsxDvSIxyLvybcYzrN6QgNXW/LuTPFzUcnp8PxOXPl3Y0mY0DqMZL+9e9Op7gMTg8zQOrKJmiAeOs27YF8UjmsBpt+AwnUbl1oe0Y6OpqtyKVhtOv0EXKcj7iozLMwAZgiAjrs0baHWRnD/zADKZCqfTirtMoPFqLhatAD/HepPtqUXsvJgJsdvoM+tbSutNNzxfgF5aBYcjPaFdIEmHC7l8dTWS637OgO13a5FIJBLJn7jhmD4p6JPcEnoOa8vgcR2Z88p6mvUmlCo573//AKcPZ7Nq4cFrjpUHJ5D6yUOEj2tZuUMQBBw2J4dWtkX/1b3Iw5LxmTSNPsk76ZSsItPqw95f29Bc70L7LsfwbuPFofEvUr7t2l4ohVKO3eYgYHB3+m2eT82xC/j2aI+1oQmVpxsbI4ZjqapDGxbIiPR1yJQK3JwmHmg4zpUCNYeTUpi5bhE+pma6zdpLTZsE+m9dQIe0I7yWdYiEN3aSWdkMgEoh45kB0Xx0Zztm/XoFX1c1Tw6I4bkV55l3VwdMNicahUBBrYHoGTsBCB/+DaQOoHhOV0RjPcUf34aLSo7381twGf8OCSEvEVSsJVn+EmOHwkfjJlOfb8W/vRLznEicF9zBomB+n2m8uuogq06cueb6lX5t8O/4OLHO23B1jWm9txZLNWq1H4cP9KKh/sQ1Zc6+OZCO4Z6svuDJhPYNdH5vL2eKGlr3C4JwXRDfQaugQaWgUH/jntBVIW6MdlMRml1HjaOl7HdBrlTZncyoNt6wjEQikUiuIU3kkNy6uvaPZ/D4FPasP8eRHZdxcdfSY0giOjf1dUGfoyyDE5NfwfPML3gkRANgKCpHcfkAKksGCo8U7DY4dnEwxVX1WD0hILIBT59auujqaSw3EP3QWOrPZSBTyFH7ehE8og9Fq3bSlFVI1d40jt33Gu6J0XjEh5F06RCbf05DrlETce8IrPpGVIKIHQi0NiAcuIzP65v4udaGqWw3ltoGLj+1EbUth5LN+wk4cRgSFMwc05a9mdWMbBdIgLuaLlEtK2E83DuSXh8dJKfawJLDBcQHuPLUgJagSyHIEAS4vV0gWSm3o4wA7/BkajMOsedKFVplSxJm7FasKitGcy1z96/mq2NxuOpfwaluorzEg7iTXohAkKYMf3kJ+Y1hhEemUlTwTet9Tej/IxG2ztfea4cFtdoPm02P02Ghc9c11NYcoDB/IaJo59GfztIraSBLDh5lSXgdl8sbW8uqXdQszP2Uywcz+HTiAg5GeNBBLWdEcSPnfyfgAyi0OqizO2mnkrPPZKe9Ws5kDzUVUtAnkUgk/xYp6JPcEr6dvYOT+7M4tqtldYqGmmbu6PAezY03eFUoV6KM60nxxiOtQZ/ax4PeHwygeoQnPl3bY7fnc/nLOLKaAxEbs8Erjpj40+SGRoEgEDIyFEttA4GDuqMLbUl+rA0L5NTU9xBFEWNxJYHDeqL08aJLahCKmAkcuHcc/n07s2/o4xROfZuenzyHI7eIER8epfOST3B78VMq5v/Iwx18oEMQR3Jr+fDkZtoEu7H5fDVLjxXxwpBYBif602z5bWJDcZ2JuZPa4aKWs+pkCU8NiOF8UQMVjRaeX3meIW392fJMT348/RD3RLiQPlFFx5nwyJoMOn32En6XbRj3rMazcTwXMt/CQhPmsgM0Tg/GvdeTdPL7jKKCn0hq24GomMtMXLAXv8QyAmQKysvW4bA3EZ/wDvWXlqOKcuJi1oAo4OqWiFyuxmyuRKMJwMevH0HBYwkMGk1g0GiOHxnClWpfApUreXzEcj4etJHFmy4z4kol79YY+cEi0lTXjEFvRCWAl0zAXS5jY6g7nQsaKLA56TfoEnabniMHe7XejzNmO9N8dWwN92BKWRMrQ935tdFCB62CbhoFJ8w3nhQikUgkkj8mzd6V/FfpvN14dObdJHYK48iOyzidv70KrC7XYzJYryuj7fcwXi9tprg4mYsHAjE2KlF7upKzaDXnXplL0crtWPR21FY5ohya9yxBSzZeYTIQWqaF1qZdInrKaOQaFVkLViI6RYKG9GDEtPEsvfQZg/Z/h91oAlFkrzqOKyHt8UptS9i69bwfK0e4cwTVJdUcvFBC8G298O3eHq+URHwvX2ZKWTp9xvbgri6h9I33w9tFhQEZPz7WjT0ZVWw6X46rWoHN0TJWT2+0MbZTCEPaBjK2UzC/XijHZHfg46oip9rAsdw6dqRXcH9nV9JL9fx6sSVhjWe7WFz63o3HlM/Qucbg4dkRxVNz8Z2TCwo1AJZTa3FY9ICdJmMHqpu7YY36gPLSdVRWbMdmrcHdoxOx8S8T4NaH01t7cHBvJw7u60hu9mwK8xdjsbS0Z7M1sH93Mg31p2iob0nSbDDkkH7xJTYdXcS6M6UculxFsFLOIJ2S0lBX7P3fI/H1lewKcydZoyDDbMdbIeNMlCcqARCd/OOKJPVOEVEUOWq0YhZFssx2RrirCVXKGeGiIFQh/dmSSCSSf4U0pk/yX/VW/lLcw13wO36ZKb3euqkycv8YdKNn4DQ04DLwMTQuVrSlP5E/+x0CBnaldMM++i7aRI26PVdeHIRYl8uQE8toziulZNN+ui16E0NxBYIgoAsNYFv7O+n0+csEDOhCgrmKMTXn+cq7O006N5xOJ3JFS4e4KIq8s3QOoQ4TU+58jr61hYy4nMZnAyeSfTabK58uJWXOq7jJAnGGijQ+9zb3CbWsPlXChqd6ANBsdeCqknPv4pN8/2BnVFcDGKdTxO50UqG3MGjOYZY8kEKncE/8XtiC2eakY5gHSx7ozJPLz3E8r671Xvh9dBrBO46aaXF4qZJw3DkVeWQ7at/qAhbDNfetd98viQz3QO83hvK65RRsXUdK6k9cOnUXvip3MmvS0LnE0CbxHc6ffRSTsQBBUBAZ/SwhYXdx8vgYLObya+r0kAl4yQUKbC0B7CR3FStC3PmyzsjT3jqq7Q585DJkOhVEeeO4UonZ7sRFLqNrfgMn/6TXrrmND2oB7KKIRtZyrwwOJ51sAqkj2rH228NYpZ4/iUQi+Uc3HNMn/css+a9yb6rF22JgQ9FolIn9b6qMoyqXpm8fwZ51CHtNEVXfvkH+0m14z7qE7fZVJM78hpkjLzOt00YCuocgyOVog/1QuGhI+fRF9Bn5nBr9DBfveIHjD75JU3YRJRv2gSBw6EwZQ8Z+h16pxWkXWwO+hiul6K/kcfuSc8TO2MHm6BG4zP2G+IYqbFv30pRTQt/1c3HxC0aMgMbTAo8F67i3WxiP9IlkR2ETogiKq71avm5KLpU2tF6TTCZQa1EQ7qOjX89vuG1BET7Pb6FfvB8zbovnXLGelPf2XhPwAeg/m4L1y6fR2F3p0WsnSTW9cVGFoQhJuu6+HT78HMuWTUH2/Emiv+6MSuuNSu3LK/7+nHc/SpizCl+//vj6DcDdoz0AbRJnktTuY/Sl73N/FzXyv0si6O7RiWXxPciP9cZb3rK9wSFSZXeyutGK8koNvaoCuD1oO4e7dIHhbcgf0J5Fn7xGlUzGe37aP/1Zv1TZTJnNiUYmI8NixyGKuMhlHOwYzNMvDqZXv/ibemYkEolEIo3pk/yX/fL0QgbcP5LjloHg+Od6bCynN6Ib8TLud39M08oZOOUeYLNTklnP6owOCLFWeq+YzcawoWwMHgLAgN3fYCqrYkeQjCQ3BR6rdyLIZKh9PLAZDHgkRDPg6E/IVCqcDgEQqSnRkpXej6igrXQ7+BO7ek/BcfoKT353gplrNJTWr8M1JgyFVoU5x0Tsi6MoavDl49APOL1+DLPGJWGQKxEcNpwiWO1Onh8US5SfK7mVjcQEtCSG9tYKzDj6BhqthQFDcji4rwsf3+lN+1APzMFefLXsNBaLHUEup+28BehV/UiMbES9uBMnnSMw+J5FUaSj/YEAaiqqsQOC1gPPh5cgU7oia5NK7Yz2nHzqXTR+3pQVbaC8eA3ebgq2e6ipcIgYsmYDAuERD1NdtYvqqh14eHbm+b5OHuqeQlZlMweyWtbI7d3vCAWhO8mxz6Ixo2XbDoONgOw6smO8kAGTfGej9OjErooHSUibRWxaMb0cOvydTga6qPgm0JWfGy3M8NFSYnfycHnzNT/jRQ0WdjVbGeeuZkezjYsxLRNSAjPKUczazBvZZez7N54/iUQi+V8iBX2S/x5BoKDnEn50JPOU8mMCJkUyfaOGxgu7b7oK0/7vsEelYtqzENPB78FqBKWGld1LcK12EKZdg6WmofX4nG/W0P37mRzeuImC0krMTgGvLm1p984T1J68hE+XZKDldWtljpKgeBteAc10GngZ2dpBGI/aMFe29LY5nGJrTrrm3GKOT3kTgHPvfYCm12QEtQ7/2kY+qlZjvPsOnj+8gW0nMkgIdMOiGoLGUERMAFiRY0OOVrDyYc/3WHwMKhsm47CWMOHrbN54ujfPvDiQ9IJ6du7JQhPogzZlKNXpvogxDsr1Kwi4sy1+00Wu3LuZ5pLLmK++hpUHxKDsMARNo4CxsRzBKSCcC6Gv8hBaTx/SG+r5sdHCj41/W+LMgbdPL/z8h6BW+VFbc4DamgM05LlysTCQo7m1rfcy89JLzOlaTWxAGAPXXKKg2Ypb25n0ih6Ge9Z95BuqCfTqCIhUWNvgXd0MVgedDhznlMnGHoOVV3xdSFDJ6KVTIhME5tSZSLc4rvkZrwnzoL1aztf1taxT9WO89QB2ZGTuzmBjo7Q0m0QikdwsaUyf5L9G5huJ76zzIIO3x24lzFHJF9/Fsev1Ef9exYIMr+lbcQ9VYN32Dj5d25Hx6VLszUa8uyTRdfHbpM1YgWL8Dxj3LsKw6lV6bfiCSV5mhlbk8Hm/cdS6tPS+IYLNYEKudcHyTDKYZdinb2B7yqSbOpWmL0ajVck5LeqoTM9j9BfHKP9sPLvKJ3Jfm1WU6a2kuP9EuFDDTuMLWB0il0r1DEzwZ+H+PJ5cfo6gQDeGDIxnxZpzRAGv+mhZ2v5RFPEzyT3+Eo5LS5gU48f62AQUOcOQC1rSLz7Xeg4BKc/TRh2GVr+BTFN7kjvM4x6+JJbLTC3py9lTk685Z7ncBbXaH6Mx/3evSw6YE3wQBRmjNAP5wZGN0ZDPS5Eb6eUsY1rF0wDMt/jhtnAmLtZTHHr1e55zVbItv55nfHQ8Ut5ErtXJo55q7vHQUGi107OwkbJ/SEb9rq+ODho540uaiHeP5kSIFZXDxBGTjcHFjTc4O4lEIvmfJ+Xpk9xanDUFKEUrdrua7M1RFLoL7PvunX+/YtGJ/9I7eW9MW5YN64XmsbtJkDex5s1lBA3tiXubSAK7hxE5PIMzaTWYAuLJqpiMzryUaH0lpuxCxPbJOBwKRLuV9GNtUMrqMCSfJyL2EobjeTd9KmMWHMPXTYXR6qTBaKV+3kjctSLxxhyKGv3Yc+kkRlagdtHz8LEz3N8jnDEdg6luMrMjoxqA8oomfvz5dEt9Ploe8NRwrPoM60cbqd98ms9ifXg2xpPis7k0d5qGKDopKV5GQOAIsjJmUnlmLmsf6E2YdxTTC97E33mZSkLZY0yioX7LdefscBhuGPApgViVnCtWBxPuaE9htpoMl74o/T7km+qvKSqYxoniIdwfGkqJ2otQ6jkY/BFdPrIxqmEP72bXEumhJl4tp0d+A+3VcpYGuZJ1NX3NgKKWgC9cIaOXTsH2ZhshShmza42Yrv67mdGYR6JRRnGsF4NcVUz1VLOoQertk0gkkpshBX2S/6rGE2vQ9ribTWUKmh23I/ddgz3v5E2VlYe0RdNlAraC0whlR+my6E2y5v1M1f6TDE8KYEJqKPvX7SCpuz9Dx4ezf64Ok3tPmutV6IL9cfWF3p+Pw/LmEE6uL+SFzdk8snktoriWOw1pKBROzFYNlBzDt1cEbfuLyBTtMVeHcfrJD27qHPdmVHNs7li6u8h4e18+njoVjSYrqQFnsNqd9I71pemNJ/jb2iBqhYwxHYMR5Qrc960k7rUvyf5yRWt98+pMnDPbOdIhFJ1MATIZc4UEsjJzOWbvSrShABeXSHr2OYBcrqKZSqpMx/m81I2OiskYnL70dn7PT7KXMVFMfu681rqVSk9stobfvZb5gS5M9dWx7dHeJDUoeZlvMDlc6S1u5pWGmRzy1JBfY6IttdSaRUI1Su6rfJMxilJsokB6jBcOUcQBuMsEOmsUuMplhKvkOEWRDmo5+TYnxyM9CPpb0umrGuxOFuvNLNdbOBXliexq6p1HPDRS0CeRSCQ3SQr6JP9VTd8/QdOyF2jq8wCa/g9jzTxy02Vdx7+Luv0wAMR1dxE8vBd1tcE4bmvH1/PGcvaTgxzJqSWpeD7bw72oqTViPJSJyXsoQ0f1RnPmJHWdUtH6udNrip7aNokcOeROn3VzaMiuxD3KH7nMSnWRK9WL7kJQKAi6+15kbW5DHtIWR+nlPz3HtsFubLJ2YGdIHD+efIn3fjmLWiFDN+ZNPIc9Sd36B685vl2IO1a7A3+dgpjMdLL09bhpFDRdTUtiEWGnwQZHl2M4uhxFdBcMz2xm2dlf6VM2AbO5ElF0YmjOwm5vwnL3o3gHf8S6l2LZ4XWekOI1vHD5Z7ShDZiMRa3tBodMJKXLz5w9dR+lJb9cdx0aAR721GBwQuLgBKqOyDCddSVEW0RTkycAQf4eJDVZaaNu+bNyUd6GMWTS7HCSZrLRS6fCJoo8WN7EgkA3DE4nrnIZpTYHwQoZPwa74ZFVR6HNSZBSTr3dQb1DxEsuw0sh42UfHXe4qlAIAnuaLCRpFMSq5CgAKWmLRCKR/Dkp6JP899nMqDvchjKoDTK1DseflwDAfGod6vbDcDTV0FhoJmdvI+6dUqg5E4BD48nBrCwALuZbyHcP5bZL75H1xQp81d8jV3VnUoCRhX9Xn3+/ziS/NRXv1CSqD51hY4878XrrCDJXb+ouZLe06VOOm2ccMnf/mwr6Pp/Ynpe9HqSiwZuqgkdABK1SzrSwAr7JPU5j3vnWY1UKGTNuT6BSb+LZFRfYm7GF6s9HkhbWm24f7G89TtB5IfPwx1Geib3kEsY9X2M5vZ5z5q2YzWXUVO9pPVZtuwtFUCJB7gNp3vELZaKdfsP0ZGW8R1XVVmQyNU6nBZOpGIMhF5Op+IbXYRVhZ7OV8oQYVsw/T3LaOab2vULxjmPcqfRj66OjyH+gP/UvZtJz8ya6iTkU99zIRyV3EGNJJ1GtwCSKLNdbWB3qwYI6EzV2J2/7KzhgsOGtkCGnJU3z0OJGemgV7DLYEAGVAI95qJnkrqG3ixIAnVwgX52ETqGhk3ofJy03+9RIJBLJ/y4p6JPcEvSLHkDuE4ajKve3jYIM1wnvY8s5juXMJmTeYTgbq8BuQZ06nri7u+DVo5TstCDcp3xJaDczGpd6Lr32IY6qnNZq3B9YQOiYPrjFlOHbox12fTPNWnc+/eIgtrsDEZ0iJx54g54rPqb68Fkuvf0VdqMZUaZCcA/FWXC2tS7TrgWYD/+EaLq5CQQvrb5IUsHjZGQYwGkHmZyk5GRWtn2XAdlL+b6+lEf7RPLVvZ0YsMFJ/08PoTdaOVesRyEXWH+2jKM5tdfU6fnSJpThHaiZnkiYrJ4pzUuYL3NHP7A7zavfuOZYy/EVCNpQUoYVoNef5/SJCVgs1YCcQSPLsDQWcPRQf+rrjrFvV5vfvQ4nMLHJm5Gbv8GtysiiyP58cX4L7ZVOXH2a2LlJTkTkCAyWV7HFpDA37U5CL0zjvItADJBhdVBmc/KUt5Zsi51f9Ba6aFv+/PTVKQlVyTltsqEEmpxiS2/mVeeiPEm82nu4vtHMOHcNPXQqcGZwVtGHtGgvwrLrKPmHCSASiUQiuZYU9EluCaKxHrux/pptMo8AdEOexhbXC3vpZXzeP4P98ia8ZUfwmjCNqA61QBNddp9kryOGC7O3oAsLRHfnXOQJI3FLSsZDv5LyvDoik8sAcGnbgYMT3+LyR0tQeXkwbHYbynceI3hUPzwSo2k380lK1l5NGSO3Yy/PxFGRfe25Xg34HnuoGzabg+9/OvXbToUK7FeXjpPJuVTayKXS7SAI+H6ag7O5lmOLpuCDN+vzWoIUq92JGQWaO97k+IF9NC9rmXlrd4iM/+r4dfdK7tey3rDPR+mMPf0M76Ya2HJ5GCVt78ZyeiPWSztbjxU0bijGPM+lrFk05G/DbClHrfZDvPsZzgbZ6bg7lm1tOrK//DDv1dxgneO/Izg06F5z58FLn7M8MZwJMenU1Bxm6rmp+NV4M8knFJPyNJcuvgBASdEPfK5VkBrsxgAXFVV2Bw5RJE6tYIK7io3NVpY2mFmhN7Mm1J3OWiUPeqj5Xm8hXCkj1+YkQC6QqFZgdYqoZAIj3dQcarbQx1WNQXBF6bBQ53BS7ZACPolEIvkz0oockluWs6Gcug8Hof/qbpyNVVivHCAsqYlO7z1IVPsaEEW6HzjIZTGeMr92jLivK9byEgzb52LLP4VvGxWRk0cRNG4MTfWuiE4RXUQYfm/tw6drO/QXszGWVhI4uDuFv2ynJu0iCq2G26+sb1mj12Gj/v1+NP307A3P78Vn+vLCM30B0PR/BJ+PLuO/sAZNz3vRjZiO/6J65H9bGUMUsVdkYa/KxVF2harHfWhY8y4AS48V4fVBNucMHuj6PYjGw4dxqZFYFo5lar8oADy9utG+02KUSk+alj2H8cASRliPMDfVwE8nbaQvnk79nDFY03e1np9OF402rj+6QY9hS9Cx3zOD172gumoPLs1qhKpy6nIW0t92ljvc1De8RjelK1dig/g20AVDcyY+P3VheMku5C5gNeagVgdwPKEDPwx3IaBPKfawxZj/7hWxi0wgXCWn2ubA6mwZk3jMaKWnTsneCE+meGqwIjCprInLFjuHTXY+D3AhJ9abklgvxripGFqkp1+hHrsoohQEeruoaHI42a+v5VjFAZ4sb8YiJZOSSCSSPyX19EluaX8/k7dhzigCXrofQehM1TEXMgtDOOyIpVf5EnqFGTEFeeB3x0PUbW1C//2TlGW9SkWWC7aCM9RGp1K751fce43B1ceMvPtQWLeH7K9W4RIZjLmsmouvf8mAXYuwG4w3PJcwby0leiuio2X82OgJ3+NwtkQbipAk5N6hOJqqcTbXgVKLQ18JNnPL/rD2NP380m/jAB2/vb788aFU6gxWfvxhFJ+ODOPLmcu5qOuAxfYUdrHl/7KwiAcIj3iQspJV1KStwZK2hrzUX/k2biRFZ9ohc96J5cpva1Oo1YH0GJ9Bevdmmvctxn3zB7QLkZNjVTD71D0El0+kpvgnKu3NhCpkGJzXR02CIKf3sBLmOCq47UIXABbVNeMW7EqaRsnuPZ0ICBpDlOcFkrYZaSiqYN+GM9fUscNgI8dqJ1opRyYI6B1ORAS+bTDT7BTZbbBxyWKnyiHya3MDANsNNrppFKTqlPTRKvmmoZkxVydw/C2vqItM4JM6EwdM0hQOiUQiuVlScmbJX4rLHe/RZUY3sjNSsBmVCHKRDp33sqf73fhPeR5L8HhQqGk/0kRNVQh15S40719Fx+d7YzWK1Nf4YjEqMOo11L6RgqPyt7F/glxOzCPjqNiTRnNO0TXtPjKmH4tH+jC/y+0s2X6R86/Ou/bEBAFB7Yqg88D/vUt4Zxm4PC+kdbff13WIViNN77XDYbJgbzb+rRjNX46hptlCblUzAxL8eU0/iAPqblRqgqk+sY3Gbx9GoXDH06sLNdV7cHNvT1jEA0z5wIMJ0Tl889M9bNqym+qq7QQEjkLnEs3ptAm0HbKaynE9aVr7Fqad83GVCaiA9/x1fFNv5vxNTH7o2n0zFnM5D5W/wGQPNYm59VQ5rv0z8Lm/jie8NNQ5RFIKGqi0i/z9Ea/6aPnQ3wWAPKuDSruTnoV65IAxwYdyu5PInGtf7QMcifCgp05JVE4dRTYnCwNdeMxLi1MUkQkCjQ4nHll115WTSCQSiZScWfIXJ6hdcRn+HBZKsZlUIIDoFDh/uj/yDmOpOZiG7cpHyHwj0dyzgtjwKszNTva//AaBC7aRdcKb+nJXvHzLcYvWYgwJpLkyB0Emo+fKjxEUMurPZl4X8AHkd3mOixxk54V29MvfwPOdgnhW6Iyx+DKO6jwQRURzEwqfAASFkz69r1DzsytV1S1ryTavfh1BcDIq71easgrZ0fluAEQRIl7Zht0pMm1YHAviZ3PIox3Go7/g2q4/mm4T6Bdwns2z5rfOyo2IeozIqMdZMv0hakY+yZXseKJjEwkf8TBCsRy5UY1cruPi9tthe8v5xyhlxCllqGQynvTS4hThlaYAOnddSeaVt6iq3HbDe552fBQAsgAX5ICLSs7jCX6syqgmAZjsoWZxvZnnfHQEyeCuuAd5ybaeOofIuJJG8mxOZteaWNxgRiMIlP7dZAsH8JPeQtUNJmBMdFPRVi0ny2Kn1u5kkpuK+zw05FvtRKla/mzlWOyMcFXya7PtuvISiUQiuZ4U9En+MmQ+YQDknnAFlQi0JOgVnQpcR76CIjAWw+6vcBn8JGd2gz9rqWrsgmLIW5x55iOMfRaDw4R7sIyQuGryRFBEpqCK7kTQbb0RZALBw3uT+dmP2A0tkxrkWjVubaIw91Ryn+UBcr/fxlRTEav2raJXtgunz0QhOp1Yz2ykcfFDjDr1HW5c5JW6PexxV2Py8qHbknc5P2M+1YfPUrY1hqi8LNY80483/N+mKG0nNZtnA/DG+suElHyC7OEluCUPwuHiS7+QDPxqq665D5mX38RqqSUu8Tu2C2a8PURcywswPtyEqFVzMmEoVms18a4q9vYK540r1cx10eCBgw/a3EmyRwIl2+aj1UXi4dkJT6+uvxv0/c0zlQaeqTTwSodA7pkxiqGdYhh+zxdom820U8mpQ8tLUYfpaDyIvnAdsSoZubHeRGbXUuUQeaJ7KFpBQJdZw1PeWuQCvFdj5JHy5hu210Ylx1Muw1MuI1mtYFmIGzJBIEje8rq71u4gRadiBgK/Nuv/5WdKIpFI/pdIQZ/kL8NRnolhx3xchj2LXV+JoHFHrtYCYC+5iNw7FE2X8QCITid52/JxHXEHun4Pcp+3ihj/NUw/2YXMJRe4XJGN4exhfD8vQObqzZXFCwkfmsDJqe+0BnwAKXOnE3X/KGyNBtSXT3F+1QweC/alV7OJ4lJ3BJkcBBnqLnegq8jGfhHshmAGvpxBmXsPfEMa8e7ctjX339FJ0xk3oR13DI1jvSinLDQZaEnKPCDBj8KT2xmz712+iBxKfk0R654bhcN87RhDm62espJf8EyeRGVcMOVBFVSndWfvOylMagKzoQRlfC9kwRFkhyoQxUaeDejM1IpjHEsaTXVkb/xVvclenMru7RGYzWV/eu9l3qGoO9zOgMIN5HsEYwv0wqbVMDO3lnf8dKhEI4vzu6HEzlGnE51MQa7FTl6sNyfNdpK7h6MSQFn727W85qPjnRoTj3iokQnwzd+trFF59RWyKIocjvTgotnOykYLD3iqiZfLsItwb4kejUyGTgCjNPBEIpFI/pQ0pk/yl6OM74WjOh9B64H7/V+A2gXzwR9wu+cTmtfNRBnTFZlGi8zFB3loMqLdyqTQc1xpDuJicxi2gnOYjy7DdOgH/L6swGmoR64WQe1P1VMBYP0t6AsY3J245x/i7LurMJza0/I+FkChxnPaVlQxXXDoq5B7+ANgXP0umoP7cLzwKcroVGpf64Baa8ZYXNFaVqOU0ev+lzmpakfj1/ejCGvHxgm+3J7gQddZ+yh64RxOjQfVUz3/9F64PrAQ67mtjM/bQbMT9hqsEBCL63stEypEuw2ZXI4oyBAddsx7l9BGNwnr5X1cSLsfeUAsjtpiNgWqcJPJGFB0414z13vnoOv/CONXPo5PbFcmZq8nTxfKuM3L+TZAx8PeOkRRRLg62UIQBL6qMzLBXY1ThDIR9lod3KYQ2NhkZairimS1ggsygWSniABoM3/LR+giwMVoL6JUvy3H9nxFM6NclQxybZlpXGK1E6pS8EODmQd/p8dQIpFI/kfdcEyfFPRJ/pJc7/4E3cCp2OvLMG2fh7O5Go9Hl2A+vRG1uZJXJ4ciq7jE20cSUCcNxmk1ItO4Y805iiqmGwCNS5/G49HvaN7yMUnT78JqceH8wKjr2vL9LBeZux9VU73A2TL5QRHdBe8Zv618IYpO5GIjMb7ryFnwM3XFChTRXTDtnP+3A258ISot/gsqiaw7TduND7D0WCGy4LYIchX2onN/eA/kflH4fHAeW/4p6j8YCEBdvDfVooLOnachuHjhbKpmoS2fPN94lrebRE1NEfUze7dcQ2QK3q/vx3RkGScOvoaXXEZQ9j9OjBBIaj+XBmc+lkdeBAGUr8RTnzqR7lUXed2US1u1nCCFDJsIKlnLK/d6uxOvq9vkQktuqO8bTMypM3Mx2osiq53wq2Pz9Co5x+qMfFRrZr/xt/F5gQqBpz01vOyj45TZxtiSJs5EeRL6D+vy/lBv4sEKwx/eK4lEIvkfI03k+Kvq3zeGsSOTeP2d7RiM1v/26dwS7CWXcBr1KLyCcRn7BnUze2KvzEbTeQzg5KN8Gb62JOxFP6JJGY1x3TuY9n5NmLuaRq9Ymu0tSZbNZzZjPbOJjIeWIVPI0d32Ipoe91D/0VBEQ0sA1LTyFQT3ANSp47Cc3QI2M/a8k+i/fQRlREdEuRJdv4dx9ZMRcntPLFU1GOcuw3Z+GSg1+H6SiS3vJKafHsJa9w89aVYTzZs/4kJtIWlHCwFa07rI/WNwGusRm288Q9VRU0DTL9OxF/62YshBo40mp5XmFdNbtzUEuHBPVBvWeCfR+OOLDHVRUm53cqm6AGv6XiznfqVdXsPVEZLXUiq9iIp+ikb9Rc5e2I6g0lJjNsPhHxngq2WwnwuXPKII1ucjimJrShV3ucApk41UrbJ1Ju84VzUhChl1dmdrwFfrrmZPo4WJrmoq7eI1QV+FXeSNGhNv/F3S6K/qzUz1UBOh/u1PV5hSSjcqkUgkN0Pq6bvFXZw+Bv/yala98DDf3Pc6F9Mr/tundEuQ+8fgM+ssTqsJmUqLYcMs/Ov9aRzQE3lkEg59FYatn+J+98c4TU3ov7oH7+KjVDzbg0NFevqtL8J1wvuYDizBXnC6tV63B78msO9Y8l7rj3bgYwgaN2wZB5C5+eF6x7uYjizHdOA77Pl/twqHIMN79kUU3mFoTGepfH8cHbacpKFIQdVTXZE9sw2drwLfBA/ynhlG48UMlO4u9Nk4j6KVO8j5evV116cdNQO30TOwFV+ifmZPAJ4fmsD2pFcpOH0Q88El/9T98nh2Dep2Q7G+34d6XSm5VgexudenSbkRd48OWC3V1439UwCpE9+mn7cXsw+8z6c1RpLUcrpplXgrZJidIg4EdDLg6itfoPX173mTlYHFTdQ5RHpqFVy0OGi6Qb7Av+muVfCaj5ZklZyoq0GfKIpYRXDNrEXK2CeRSCStpJ6+vxqVUo6bzI7KbsNkFKWA7+84jfXYii5gL72CtsckdKNnYJDJcMmrxiSKiDYTlrObECd9iL34IraMA9TLBTZn17KroB5ldCra3vch2iw0Xw363pg+iMjIPQzsWsgrkwdxIP4RfEMbSXUGsO6x5zF6h6Eb8AiKiA7UfzgYt8mfYzm5DnvJJez5Z1qCPnk5i76exBclMhrqvRgyJJHVb6Sg+vgwZdmROL3ao4j3RWXNw7d7e0zlNRTuKUXmFYIl7Wrwp9LhNnoGTnMz5sNLAfDuPQm/CaOoYzSukQP/6aCv6cdnMIW2w15fxvS2I8i4cgy4uaCvUX/+htvtwPFV71KjUdHRW8WiBjMhSjn7I9QUWu1sabKCIBCllHH736/4IQg0iCpuL6mj7uqEjaM3SLIcqpAxzFXJ0gYLdmC0q4pRbmomljRyp5uSiR5aBEFALUCCWs6lm8g7KJFIJP/LpKDvFmazO9gaqMau9GZ670f+26dzSxGb66j/cBDI5KgS+iL3CgKnE2OQBpkgIPcMQuEdgaMyB9vVXjmrQ2T0mvSrNZTRvO5dLKfWt9aZm/I6Mvd6cnK3U3/xJGrVUmLH9WS4sRz6ebF8z1f/X3t3HlZVtT5w/LvPAId5RhFUTMkxEiecyJw1NeeB6udQeTW1tJsN1yzzNtp1yCy9TjlmVg5XyzmzQERURMEBFMEZEZnHA5yzf3+QR4lBLMnK9/M8+3k866y99lrrcORlDXtjaDsMFAXnKZux8gukU5dmmP1ssGlczKkNP9Ew2A+HC+dYo13G6mNxLNxxBEWnJfndgVg/2gu7If/B1s6F7G+ns6VuL4rSs3CZeRSthy8pMbtKnutbmEf6R90x56ZjunYGrXdTdKOWspxcbPJTuLrw2bvuL3NGEoUZSVi36E9I0FuMs36PY8kJXLoHT7SILygk+GrJsoNzRWZmXM9lpqcdwU4aXHUa3kjOobVBh4deiwrEWTfHq+g8zzlZ81WWkch6zrx3I4//pBWUKnemhy3POhu4UmRmZ24R79zIY1N2IUcKitmeU8iWnGL62umJNBZLwCeEEFUg07viL0nj7ovbB8coituPVaPHMGVcw5R2GauHWmHKSkXr6IYp7Qppb7dGNZbs7FTsXHGZuo388K8oOhOG65v7MB7bRubnwaBo8FiYDKYiUt9qjd3AGdi0Gw4odIl9mT0rvqKw33+w6fh/QMm0oos2k7aNL1AQYI1qVsn7ZDFH/xdO2oVkilPTQW9F/6t7yDydSMq1OlxLbYEKqIUFZC0dQ+Hx7QDo6weibxiE1rsxOWsmoxbc2olqeGwMtr1fQXfiKLWK/Yn9+VkKrh39dXeU9AmAgzs2PaeQ/9NSzDdK1gi6ahW213ZkWXoBy7IKmffEHKbol/J6bAEfxybe889GB7zoauBogQkd8JqbDT3srRh0KZPAQS1oP2sI/hPW8NOhRF5LySPmIWe+zTLyzNXSO3D9rDQMdLDm07R8CuR/HiGEuBvlTu/KCmjx11SYh/nGRVRTEea8TIouHENX+xEAtI5uqGYzWldvnF78xnKKYrBH59MUfe1HKL58gtzdn5G3az66+m3QuNQid/scFGt7xs+eQTtNCIWx+zGlXebbL0NIV9wpvhIL3FqT5mWbR9fEL0hYuoHiV99mwYAavPdsU3ydNMyc3oOGD7ky9sI+evpAoyfssHMpQFEUzFnJloAPoOhcBNaBw7FpMxSbHi+BlQ2KtT2PBw/m6/caU9vbEVf1IXyMzbA3e5bpCmeNwgw/V7KGNSO0njN2PV/CEDjM8r6HVkOgjZ5OdnpQVT6O+JaJFxuxLiO1TFm/Rz97K5L8XAkw6JiXVsDPeUWMczHQw96KOal5fJ9TxK6MAtSiYmySM+jvaE1CoYn4QhNPOxmooS29leRsoZmPUyXgE0KIe0VG+sRfmv3wj7DpOh61MA+Ntb0lXVVVis4coODIJgp+Worj88vQ1mpM/o9LsO0+iaKkWHSeD6Fx9EDrVJOiS9Gkf9iN2o/3Z/dcP34MOc/UjXbkh6zEcfRCrAL6oGitMKVfIW/7bHSJ+/nwjfbs/P4wO3bHETy0Oe++3QsVKC4yo9drSE3L5fyFdJwaNWVLWisOZ9txPuIUVld3kLQ7ClPqRTCV7FbVN+qEy/DXqd3WhsuXm1Kcmcn4ZnE8VzuMF6MHcSjzIZpuTMHWxped21wwm27taH3NzYZZY9tAfTf2Lj9MH1MbCmN2oxZkW/LU0CqkmlSKAWuNwtvLRxLU5xHGdJ5Dt4EBPPFUG8Y8Poe067fOuVtjnKz5opYDZ43FKIpCo3PptLfREexkzdTkXIwqvO5mQ1GQH//o3pjQFQcIPXudL2o58FlaPi8my21XhBDiHpGNHOLvpyg+HI2rD4YWT1rSzAV5aAy26Go3o2B2bwA0Lt5o3epg22syuhoN0NVqiGo2oeZnkfvDQorjw6GogEt7vqZLdwcK+8/DIXgYphsXMQQOxZSZjApo3WpjPLyJgoJs/vmJBxrHh9nzfSdc3R2AktvxaX65hYibqx3jX9xI0wld2am0YVjNw7QeUEBKwGsc/N9DpG1bS87aKSXtiP0Z37rdsPUdgld2Al5ddaw98CjfJTXhcnIBpis/knTlDA4OjTGbSq9921Dohd/eYuIOHWPeocuYzJfK9FOyScXxhTVYNWjHqdAhnPJ0BqDfk/6otlboXexxqelUJujr7mFHHVs9yy9k3PGzWJFppLednqFOBpJ/eZ5uaH4xob+sG2xipeV9TzuMp6/wv+OXWJCUhY9Ow41iM2szjZUVLYQQ4h6QoE/8pdkP+witqzdmYx4aa9uSxF9mCc1Zt55ZmzG3HzbdJqBxq4vWtQ5oNChaHbl7/0vedx/+cp6CYmVL0rVsdDs+Q3/mMIUn93Dj9aYl6+zMxSjWdpYRNMexX6B19SEt/UXq1XXFBJjMClZaFVUFRYHnRrfjnXfW0Xh4PIMaKby3KIRLnkfJ0gym+GpsqbacXBmDnWky4EXSTyqqSUs+oBrjyFwwlIqeMOvebAFbavQkZF9rTJXc8kTfoD0aRw92WTfEZg8EOFziTV87Aj45SLuX+zLiw2G832duqXMWN69JPTsrvr6SRc4vgVxFbBXwtdKyN6eQEZmFmBWl1E2pTxWa+D7bSG97K4YbtFx2tKaRlRZ3nYbxztZEXJObrgghRHWSoE/8Zdl0n4Ti4A6AqtxaD6axtkVVzRREbS157Vobt/ePoej0qKZicnfMwb7v66jFhVg17kTe9v/w/vRuNH88kOfjX+LGfwbg8uo2CiK3kL9vMVZ5SRQUlAQkt0+ZZq14AYdnPuH5S4/zpcthmtR1QqstCXIUBcxmMzGn/WnTZhpu1ksJXpbJ9c2n0NhfxfnVaTgGf4whcCgZH3bFx8GaHnkR7FXzyMcG/bUE0vavQ3GsQf7u+QBogabWWqJ/tVM19tR0bqT8QHZWdKX9lTGnD3q/DnS8+gPeOg3TLjUk58YVkuKT+X7+bo7tirHk9XisJR7tH2XokvXU1GvuGPABuGo1tLbRk6DC7rVj2XzEyOzXPiffdCvwm5Kcy/L0AnKBA3lFDHGwoqe9FX0drHBPyeOGSVaQCCFEdZE1feIvy+Wt/ejr+FteF105hd67CYDlyRAp/3DC0OEZHEZ9hqJoMBdkc+NFb3S+LXAavwatW21S/92Rr5YPo5lnLt33jKDIuR6mGxcpjAula93rzB1WwIARK4mOSQJA4+iJof1T5Ietxe29o5iuJ2L+rCdHw6agKAomM2g1sPyIB/893IDOyRp0wzz5MaMRALUapuLvdJZRry3ki2bBJJ/rxb8cR9DFO5eNtkF8df4aG5cvx/aJqdgPfJusFS9QcOhb/uWk5QNPO4ZezmJDdtkns9gPnwUaDTlfvVppv810t6WGTmF8JY8u6/LTctwDH2F700HkJFyuMJ9GY83XLd1p5GBF832JdLPVsbOOM8n+flijxWjK4InkAmL3x9PbXs8XtV1wVM2WNhgUyGrohl5RaJWYQWSBjPYJIcQ9IGv6xN+DodOzmLOukzGnL4qjJ84Tv0Lr4k32msm4vrHnVkZVBY0GjXs9FEWDKSeV1NcaA6B18Uaxc0E1m7Fq1o2XLkzCuHoJ2aGjcXphLdlfvswjkz5ibtAGiovN1GrYkOjYdCgqwNDhGewHvYM5P5u8XQsoSjxMjVb9MJtVrlzN40pyEA/XP8zi60+g1Ldhd8I86od7U6RJQd8wiOuJztSod51/dXuX8851cbfVsPvSqxx3Oskcl2BqGS7wbocoPtRZkX/wa2y6jsd+xMfsnebHDzmFHK0gMDK0GwEa7R2Dvhk38u7YxxFj3saxUb1KAz4fz+78x68TqiaOmtYH0QC7cosZcSWLhAwbpjXIwf6ldnzSqSGRHztxI86XL0Ye47mPPuVMYcmNoQtU8DyTSg2thriiO48mCiGE+O1kpE/8teis8VyUgikjidRXG5akafWg1WP35L+w6znZkrVkB+9+rBoGkX94E1qXWiVPg5jdB89FNyy3XimI3ELe9tkla+yKb20o8Apoy6ZP21PD1Zp5iV1Z9d0VshaPQrFzxdB6EObiQpxGfYYpPQmtixdFe+fTubAOheansbc7w9cbWmPb5zXser9sKTN3z+fYdZ8IgK0xmzydAVQtikblwy2TmBs4gRbKDfJzs/i5QX8yPhmIdeBw6js4cGrB0xSaKw6MFAcPvH2CqeXci8hDQzGZqnc3bA9Pf3a5XWWb0YV+CWcp7z8H/8B6DHr1FaK3D6QwrQY+037k2KplHPz8m3JyCyGEuEdkpE/8DRQbSZ/TFzXvtm0NpiIwFZG/53PM6VcwdJ2I3qMuiqKgrdmw5F5+N86j86iHtkZ9UFWMx3dg/WhvjCf3kr1yQqm1ejclRR2kXdBB6jeqQ2qv1hijvgNAzU1DPbYec82WqKZi8g99g22H/yPvYiy7jq+kY6fHiEnci2rMJf+npWhcfcBUhE1BJNr4SHJVFbsek8i1sgMUFEVBBf4RexaD0wGyO40iZfUU1MiDFMaF0iT+J6IecmFFDVueTfrlBsZWNtj1fgVj5P8ovnyipF7ZKXg5dsGzRg/q+00l6epGsrNOVKlb9VqFrZPaExafynvbYivNa6XALE87tmafZki+wsH8tHIDPoDoiETsPmmCm3sNYvcHkd7pMAfvwVNAhBBC/Aaqqlb5gJIHCsghx5/6UDSq8/QQ1WNxumrd/hnVY3GGajfwbRWNVkVnpQKqxtFTNQSNtryu6HBztVV3bnleHf1MK0vasOEd1GH5h9SBy6epgGo39H3Vc2mW6jR5k4reUG45emcHtcf5GLXWyhRV3/hx1enlLarn0izVbW6i6jJtn2oIGlWSz6+d6vjCWlVxcL9VB62i/ljHUR3qcKuu+saPq55Ls1SHZ5eogKr1rK86PL9M1dVsrNao2U/tO6BYbd12a6VtM+g16rrXH1e/DnlFfaxLQ9W0ZKB64I1OFeb3b75EbdH6a/URa62qNnZXd9R2LDefV00Htbl/LctrrdZWtTZ43f+fCznkkEOOB+c4Ul4cJyN94u9HNZPx3mMlW2hVlZTwdaD+Mi1qLtn5as66TkHoygqL0CjQrr4bycUqDzfwoNHDt56EkZmSjl/GDS5n59Hr7E9Ez1zOC3FLsdEUMuuzJBovasPiQb783xdHOHI+HYCijGzilu6k2HcchvZPkfu/dylOOETu7gUoZhOqsWQqtuhsOEVnwy3XMhh0zPygH5/sjWPrtlOW9KLYEDKXjKHozH4ArJp1wyZwGMXxBwm48T05F5/l1JmDlXbTYw+7071DfU438mLu5MfwemY1OcaKR+HcPbui17uwy2ii24VMThaWn3fJgiE0bVKTwE6fknIjF5MpD5PpzusIhRBCVC9Z0ydEOcYG+bJkZAte+uo4Kw9dJifXyK+/Kp49gmDo9yi5Vzkd8jT2aiE+3ffyxIYurAhuyLDFEXx75Iolv2Lniscn5ylKOELx1dNYN++DaipC4+BBxtwn0TjXxHHkArJWv4gxomTNW906LuzbMZ5zCRn07L8Cs7n0jZkttHr0fu3wSDnKlY96cPJKFi3e+5HCSm61sv/1x2hf340LRRB9+hr9PysJNjVaDTorHYX5pXcIa7V2KIqW4uKsSvuuV/eGtGjuzUdz9mGu5L6BQgghqk25a/ok6BOiHA087Zg1uBlvbj5F7LUKHk2mKDg+txStd1MGeKdxKq8u5/UuJE+uh7sB8rtMBY2W3P+9azlF4+KNmp+F/fAPsW7RH8XaDkWrw5ybjmLrBKZisldPoiB8veWc7ZsmseKbD0hJOcVPe9tWWOcnW9dh7sDGaBXwdbfj++NJ9PssvML8e//ZkS6NPZn/w1k+25fArMHN8LLS4mRl4Nw/ehI0Yj4vmlUunCsityiXS4UFpMh99IQQ4q9Agj4hfo9afR8jNSIGjZWeHoe+5NzSTbRKicN/+BA+PfkEpvwckt7vTXFqyWPQ3OdfQtFZkTKxRrnlWbcahNO4lQBk/+89FFTydsxFsXVCzUmz5GtQvwYPN95AwwbXMRnn8emi/WXK0uh1LAv5D2NOhAKQnGPNwlAj/960qdI2fTG6BWM6+LIu4hJPBdYuSfz5HAUd62OtmFES02HLSQAi84vondcOK2s3rlz68q76TgghxB9Kdu8K8Vt5BLWg47ezubB+JzFvf47OxoDWYIXNGy9x0L0WhZM6czU6sdQ5aTPbg0ZTYZnGI5tISYhAa+ti2YHr+NxSDG2Hk/pmAKbr5wDIycljaL/PCGpfj5iT9UsFffoGbbFuPYScTW+zOsOa1UUPc276fJq0PY/eyo3gwAb8fCmApv6fERHel6zMqFJ1mL37LNcyC/h8XwL74lKY2rIWDRt5YtACaDjKo6TV9kTVwPrwrTzabhkGQ02SrnyL2Vz2BtFCCCH+vCToE6IK0iJPEffJWi5u2EPepWQ2ugYBkB15Eu+e7Ug6dRFF0f6yy71kHZ057dIdy1XTrlCcdmvdX+G5CLQ1H8acm25Ja9akJp06PsQXaw4zZ/7Ppc636TYRQ8v+uCcZ+Kn3hFvlXpzCqpktaOrWhyO7m/LfUzWwsnKkla8Lp5Oy2D2lI7tOJfPv72KZtrlkg8iy0PPsOJFM89pOHE5Mx96gJc3oSZ+eh5kZ+G/86i8mttCF6AP/kIBPCCH+gmR6V4jfyd3NluBhASSYv+KMjzMJi9tjuly1++NV1SNNaxJ3JoXCotLP3dU41KT98ET0F6+iXGxLHVdbVh64gPvsBNZ32kSTggt4xF0lNlXLJ98dYtmoFkzbHMt7Axqx93QqPeb9XMEVb1IY3P1zNgz7gZ0XH2NO/Avs29cM07Wz97R9Qggh7qlyp3crnnsSQlRJ395NeHnSY/i3O0lmTbBq/Pg9v0bMyWtlAj4Ac/Y1Itc15sDP7Vk6sgUrxrTE0UaHOTuFcTH/h2fcVRQVxnm8QURCKttjrnH4emue2v0Fk3dUvCnkFpXDR0se69bVO4zHrftIwCeEEH9RMr0rxF1S7F1RC3Kh2IhOq5B84irT50ayd/PnONZtz/Vju//Q+uTnnQdgxJJDeLvYsHlCO+rZvIOdyQ2zovBfqx4EH3uTSTO7E34ulf0ndtKgcA3nL35dpfLH9fPnlIcPvhnXadbYqRpbIoQQojpJ0CdEFdnXr42+hhe60bspvnAcxc6ZkWmr0TZ8jDU8zqDs91kU8wWN9Apx92HJ2+Hz6Rw+n86kzg+BakbnpsWUrcW+URYdmjSjMPIsLV1s+MavJUseeoGCgsvEn5l1x3KXfX8cl1quvB2fzu6th/6AlgghhKgOEvQJcQd2T76JocMztB10DjsfT4zr4ki1z+OMewDHHZ4iucgF9Aonr19lc5aRy+VMw/6Rus3dj7WNnm2xM6mbdIMRcYe5lJbPwOURqFezWOzzKIb8eHKy48o938VWz6j2dVl14ALpeUUk3shjwgfb/uBWCCGEuNck6BPiDhQXLzRONYhbvY4mda1YmhXO3JBzPNeoIXVtvCk6doN3anQkNOQrQs33N+C7yZhfxMLBn7NhXCAK8LCdjhWjW2Kt0+KEyvXPOnAtKbXcc0d3qMvcYf6oqsr8vef+2IoLIYSoNhL0CVGJbnUakNygB2lFOrLqvMpM9R08HQx4tOnDaJ/zXDUb2XjBl/g1/7Q81/fP4mB8KjtjrhF3LYuXuj+Mp6PB8l4tF5sKz1t14CKqCqvDL/4R1RRCCPEHkd27QlRAB+yyzWLoO7Vps0mPqpp5hVFM4B8Yi13Yf+YGzppcNh5fT0rxnyvgA7iaUcATnx5g16kUVI3CNS9XYvWOjOg0kp/dfSs8Ly23kE9+iCc9r+iPq6wQQohqJyN9QlSgGBh3NROD1S7CnuqCOTOF4/HH6XP5R1LDv6ZbppGHa9gTcyXrfle1UmHxqZxq9TAZXm6Yzuej1q6FY8N6JG0v+zg3IYQQf19yc2YhqsCqeR/UnFSK4g/e76rctWZtfFn4/SQAfCMTOB0eT89//7G3lRFCCPGHkmfvCvFbFR776+5ePR+XTH5SOjV0CjVSUjmY/OcemRRCCFE9JOgT4m8uJzOfRj9H42NjhQYVk/rnW38ohBCi+slGDiEeAF5WWjSUrM5wMujvc22EEELcDxL0CfEAOH4p0/Lvj3eduY81EUIIcb9I0CfEA6DjrJ/ZceIaZ5KzOXU1+35XRwghxH0gu3eFEEIIIf5eyt29KyN9QgghhBAPAAn6hBBCCCEeABL0CSGEEEI8ACToE0IIIYR4AEjQJ4QQQgjxAJCgTwghhBDiASBBnxBCCCHEA0CCPiGEEEKIB4AEfUIIIYQQDwAJ+oQQQgghHgAS9AkhhBBCPAAk6BNCCCGEeABI0CeEEEII8QCQoE8IIX6DunXrEhMTUyptxowZvPLKKwCsWLGC3Nxc7O3tLe/PmzcPVVVxc3OzpPXv3x9VVWnYsGGpsvPy8oiKiuLkyZMsWrQIRVGqrS1OTk688MILleYJCwurtuvfbubMmXTt2rXSPLf3c3XZt28fLVu2LJO+bds2nJycqvXad1KVOlRU/1GjRrFgwYLqqlqFXF1d+fHHH8nOzi5z/RYtWhAdHc3Zs2eZP3/+Pbvm0qVLady48e8uJzs7GwAvLy++/fbbCvNV5Xv0a76+vhw8eJCzZ8+yfv169Hp9mTyV9d3dkqBPCCGqSXx8PP379wdAURS6dOnC5cuXS+UJDg4mNDSU4ODgUunnzp0jICAAf39/mjRpwoABA6qtns7OzkyYMKHc97RaLQAdOnSotuvfbsaMGezdu/cPudZv0adPHzIzMx/YOvzWPz4KCgp46623mDp1apn3Fi1axNixY/Hz88PPz49evXr93moCMHbsWE6fPn1PygJISkpi6NChFb5f2feoIrNmzWLevHn4+fmRnp7Oc889VyZPZX13tyToE0KIarJ+/XqGDx8OwOOPP05YWBjFxcWW9+3s7OjYsSPPPfccI0aMKLcMk8nEgQMHaNCgQaXXSkxM5IMPPiAqKorDhw8TEBDAzp07iY+PZ9y4cZZ8U6dO5dChQxw/fpx33nkHgI8++oj69esTFRXFxx9/TKdOnQgJCWHLli2cOnUKuDXaAfDaa68RHR3NsWPH+PDDD6vUF6NGjWLz5s3s3r2bxMREJk6cyMsvv8zRo0cJDw/HxcUFKBkhHTx4sKVN77zzDpGRkURHR5caDb3p+eefZ/v27RgMBl5++WViYmKIiYlh8uTJlva++OKLAMydO9cSUHbu3Jm1a9ei0WhYsWIFMTExREdHM2XKlFLlK4rCihUrePfddy11un2ktqLP4k71vmnGjBksX76cffv2ce7cOUtdAZ5++mkiIiKIioriv//9LxqNpkwdpk+fTmxsLKGhoaxbt67UCOjQoUOJiIggLi6Ojh07WtJr167Nvn37OHPmDG+//bYlvbz+q1u3LrGxsaxatYoTJ05Qu3btSvurInl5eYSFhVFQUFAqvWbNmjg6OhIREQHA6tWr7/gHzowZM1i5ciUhISGcP3+egQMHMmvWLKKjo9mxYwc6nQ4oPdqZnZ3Ne++9x7FjxwgPD8fT07PC8n19fTlw4ADR0dGWz/1mX9wc3W/SpInlszl+/DgNGjQo8z2qii5durBhwwYAVq1aVW7bK+q730KCPiGEqCZnzpzBw8MDZ2dngoODWb9+fan3+/fvz86dOzl79iypqam0aNGiTBk2NjZ07drV8ssmKiqqwutdvHiRgIAAQkNDWblyJUOGDKFt27bMnDkTgO7du+Pn50ebNm1o3rw5LVu2JCgoiDfeeMMysvjaa68BJVNukydPLhOw9OrVi/79+xMYGEjz5s0tv9ymTp1KVFRUmeP26bpmzZoxaNAgWrduzfvvv09eXh4tWrQgPDyckSNHltumGzdu0LJlSxYtWlRmpGPixIn07duXAQMG0KRJE8aMGUNgYCBt27Zl7NixNG/enNDQUIKCggBo1aoV9vb26HQ6goKCCAkJoXnz5nh7e/PII4/g7+/PihUrLOXrdDq+/PJLzp49y1tvvVVhv99tvX+tUaNG9OzZkzZt2jBjxgx0Oh2NGjVi+PDhdOjQgYCAAEwmE08//XSp81q1asXgwYN59NFH6d27N61atSr1vk6nIzAwkClTpjBjxgxLeps2bRg8eDD+/v4MHTqUli1b0qJFi3L7D8DPz4+FCxfSrFkz3N3dy+2vqnz+5fH29i41+n358mW8vb3v2L/169enS5cuPPnkk6xdu5Z9+/bh7+9Pfn4+ffr0KZPf3t6egwcP0rx5c0JCQhg7dmyFZc+fP59Fixbh7+9PUlJSuXnGjx/P/PnzCQgIoFWrVly+fLnM98je3r7cPomKiqJx48a4ubmRkZGByWS6q7b/HrpqLV0IIf6mVFWtUvqmTZsYMWIEgYGBpUbcoGRq9+YvxfXr1xMcHMzRo0cBLCMGqqqyZcsWdu7cCUBAQECFddq6dSsAMTEx2Nvbk5OTQ05ODkajEScnJ3r06EGPHj0sgaO9vT1+fn5cvHixTFmHDh3i/PnzZdK7devGihUryM/PByA9PR2A2bNnM3v27ArrBiUjLzfrlJmZyXfffWepr7+/f7nnbNq0CYDIyEgGDRpkSR85ciSXLl1iwIABFBcX07FjRzZv3kxeXp7lvKCgIBYtWkTLli1xcHDAaDRy9OhRWrVqRVBQEC+99BJJSUk89NBDfPrpp2zbto3du3dbrrF48WK++eYbPvjgg0rbdTf1Ls+2bdsoLCwkNTWV69evU6NGDbp27UrLli05fPgwUBL8X79+vdR5HTp0YMuWLRiNRoxGo6U/y6uDr6+vJX3Pnj2kpaVZ8nTs2BFVVcvtv61bt3LhwgXLSFxCQkK5/VWVz/9e2rFjB8XFxcTExKDVai3fj5iYmFJtvcloNPL9998DJf3RvXv3Csvu0KGDZbR5zZo1zJo1q0ye8PBw3nzzTXx8fNi0aRPx8fFl8uTk5FT6fb3TiHF1kKBPCCF+g9TUVMuU5E2urq4kJiaWSvv666+JjIxk1apVpQJCFxcXunTpwiOPPIKqqmi1WlRV5dVXXwVurem7G0ajEQCz2Wz5983XOp0ORVH48MMPWbJkSanz6tatW6as3Nzcu7r21KlTy4xEAYSEhFimCn9dp9vre3NKrqI2mUymUnliYmJo3rw5Pj4+5QanNxUXF5OYmMjo0aMtU3adO3emQYMGlvVejz76KD179mT8+PEMGzbMsq7qwIEDdO7cmTlz5pSqe1VUVO/K8t6eX1EUVq1axbRp0+7qulWpw6//MKnoD5ibbv9ZyMjIKLe/qvL5l+fKlSv4+PhYXvv4+HDlypXKG8attqmqSlFRkSW9op+l2/NU5TO5U5989dVXRERE0KdPH7Zv3864ceNISEgolcfe3p7Q0NByz3/qqac4ffo0zs7OaLVaTCZTldv+e8j0rhBC/Aa5ubkkJSXRuXNnoCSI69WrF/v37y+V7+LFi7z55pssXLiwVPqQIUNYs2YNvr6+1KtXjzp16pCYmGiZiqwOu3bt4tlnn8XOzg6AWrVq4eHhQXZ2Ng4ODlUqY8+ePYwZMwYbGxsAS+A7e/ZsAgICyhyV/cL/PaKiohg3bhxbt27Fy8uL0NBQBgwYgI2NDba2tgwcONDyCzc0NJSpU6cSEhJCaGgo48ePt4x2urm5odFo2LRpE9OnTy81xb58+XK2b9/ON998Y9nQcrsffviBWrVqVUv79u7dy5AhQ/Dw8ABK+rlOnTql8oSFhdGvXz+sra2xs7Ojb9++VSq7e/fuuLi4YDAYGDBgAGFhYZX23+0q6q/f+vlfu3aNrKwsAgMDgZIR3C1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41.9888412.614665From article <C5owCB.n3p@world.std.com>, by to...4
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" ], "text/plain": [ " x y documents \\\n", "id \n", "0 0.212574 2.324136 I was wondering if anyone out there could enli... \n", "1 -1.212384 -1.934929 A fair number of brave souls who upgraded thei... \n", "2 -0.254687 -1.417804 well folks, my mac plus finally gave up the gh... \n", "3 -0.527214 -1.236323 \\nDo you have Weitek's address/phone number? ... \n", "4 1.988841 2.614665 From article , by to... \n", "\n", " topic_id \n", "id \n", "0 1 \n", "1 8 \n", "2 8 \n", "3 13 \n", "4 4 " ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_df = pd.DataFrame(umap_model.embedding_, columns=['x', 'y'])\n", "data_df['documents'] = model.documents\n", "data_df['topic_id'] = model.doc_top_reduced\n", "# data_df['topics_str'] = df.topics.apply(lambda x: f'{x:02d}')\n", "data_df.index.name = 'id'\n", "# del data_df['topics']\n", "data_df.head()" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "data_df.to_csv(proj_dir/'data'/'data.csv')" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " topic_count topic_0 topic_1 topic_2 topic_3 topic_4 \\\n", "8 2 hardware motherboard processor ram intel \n", "1 1 vehicles vehicle motorcycles honda motorcycle \n", "13 1 modem mhz analog audio electronics \n", "4 1 disk motherboard disks workstation hardware \n", "\n", " topic_5 topic_6 topic_7 topic_8 ... weight_0 weight_1 weight_2 \\\n", "8 mhz cmos vram specs ... 0.585325 0.571596 0.540033 \n", "1 bmw dealers cars car ... 0.577940 0.562160 0.559524 \n", "13 radio signal hardware dsl ... 0.497769 0.442074 0.441286 \n", "4 floppy os drivers drives ... 0.440244 0.401422 0.395387 \n", "\n", " weight_3 weight_4 weight_5 weight_6 weight_7 weight_8 weight_9 \n", "8 0.511710 0.468207 0.467610 0.464198 0.450995 0.440455 0.417700 \n", "1 0.528763 0.510132 0.494557 0.476860 0.474569 0.471685 0.439867 \n", "13 0.437606 0.435566 0.425108 0.415435 0.407329 0.398933 0.396407 \n", "4 0.387878 0.386770 0.369409 0.365550 0.361031 0.354560 0.349896 \n", "\n", "[4 rows x 21 columns]" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_df.head(5).topic_id.value_counts().to_frame().merge(topics_df, left_index=True, right_on='topic_id').drop(['topic_id', 'topic_id_y'], axis=1).rename({'topic_id_x':'topic_count'}, axis=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plot Topics" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "20" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { "text/plain": [ "20" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(model.topic_word_scores_reduced)\n", "len(model.topic_words_reduced)" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "import plotly.graph_objects as go" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "topic_num = 5\n", "fig = go.Figure(go.Bar(\n", " x=model.topic_word_scores_reduced[topic_num][::-1],\n", " y=model.topic_words_reduced[topic_num][::-1],\n", " orientation='h'))\n", "\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.9.13" }, "vscode": { "interpreter": { "hash": "e6f731632130c463987b9a38f3ffd8e0d08db749d703d93593f23dc4932f1386" } } }, "nbformat": 4, "nbformat_minor": 2 }