data_understanding.ipynb

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    "# Import the os module\n",
    "import os\n",
    "\n",
    "import sys\n",
    "import time\n",
    "import pickle\n",
    "import itertools\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import pylab\n",
    "import warnings\n",
    "import seaborn as sns\n",
    "\n",
    "#import statsmodels.api as sm\n",
    "#import statsmodels.formula.api as smf\n",
    "\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.pyplot import pie\n",
    "#from matplotlib.font_manager import FontProperties\n",
    "import seaborn as sns\n",
    "\n",
    "from IPython.display import display, Image\n",
    "from IPython.core.interactiveshell import InteractiveShell\n",
    "\n",
    "#%matplotlib inline\n",
    "#%matplotlib notebook\n",
    "#matplotlib.rcdefaults()\n",
    "#matplotlib.verbose.set_level('silent')\n",
    "\n",
    "data1 = pd.read_csv(\"h1b_disclosure_data_2015_2019.csv\", index_col=False)"
   ]
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "fatal: destination path 'FGV_Intro_DS' already exists and is not an empty directory.\r\n"
     ]
    }
   ],
   "source": [
    "!git clone https://github.com/rsouza/FGV_Intro_DS.git"
   ]
  },
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     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 857155 entries, 0 to 857212\n",
      "Data columns (total 13 columns):\n",
      " #   Column               Non-Null Count   Dtype  \n",
      "---  ------               --------------   -----  \n",
      " 0   CASE_NUMBER          857155 non-null  object \n",
      " 1   CASE_STATUS          857155 non-null  object \n",
      " 2   EMPLOYER_NAME        857155 non-null  object \n",
      " 3   SOC_NAME             857155 non-null  object \n",
      " 4   SOC_CODE             857155 non-null  object \n",
      " 5   JOB_TITLE            857155 non-null  object \n",
      " 6   FULL_TIME_POSITION   857155 non-null  object \n",
      " 7   PREVAILING_WAGE      857155 non-null  float64\n",
      " 8   WORKSITE_CITY        857155 non-null  object \n",
      " 9   WORKSITE_STATE_ABB   857155 non-null  object \n",
      " 10  YEAR                 857155 non-null  object \n",
      " 11  WORKSITE_STATE_FULL  857155 non-null  object \n",
      " 12  WORKSITE             857155 non-null  object \n",
      "dtypes: float64(1), object(12)\n",
      "memory usage: 123.8+ MB\n"
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   "source": [
    "data1.info()"
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       "                            SOC_CODE                       JOB_TITLE  \\\n",
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       "\n",
       "       WORKSITE_STATE_ABB  YEAR WORKSITE_STATE_FULL  \\\n",
       "0                      PA  2015        PENNSYLVANIA   \n",
       "1                      PA  2015        PENNSYLVANIA   \n",
       "2                      IL  2015            ILLINOIS   \n",
       "3                      NY  2015            NEW YORK   \n",
       "4                      NY  2015            NEW YORK   \n",
       "...                   ...   ...                 ...   \n",
       "857208          MINNESOTA  2019           MINNESOTA   \n",
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       "857210           ILLINOIS  2019            ILLINOIS   \n",
       "857211            NEWYORK  2019            NEW YORK   \n",
       "857212                 WI  2019           WISCONSIN   \n",
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       "                          WORKSITE  \n",
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       "2                CHICAGO, ILLINOIS  \n",
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       "...                            ...  \n",
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       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CASE_NUMBER</th>\n",
       "      <th>CASE_STATUS</th>\n",
       "      <th>EMPLOYER_NAME</th>\n",
       "      <th>SOC_NAME</th>\n",
       "      <th>SOC_CODE</th>\n",
       "      <th>JOB_TITLE</th>\n",
       "      <th>FULL_TIME_POSITION</th>\n",
       "      <th>PREVAILING_WAGE</th>\n",
       "      <th>WORKSITE_CITY</th>\n",
       "      <th>WORKSITE_STATE_ABB</th>\n",
       "      <th>YEAR</th>\n",
       "      <th>WORKSITE_STATE_FULL</th>\n",
       "      <th>WORKSITE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>I-200-09285-514415</td>\n",
       "      <td>CERTIFIED</td>\n",
       "      <td>IT CATS LLC</td>\n",
       "      <td>COMPUTER SYSTEMS ANALYSTS</td>\n",
       "      <td>15-1121</td>\n",
       "      <td>SENIOR BUSINESS ANALYST</td>\n",
       "      <td>Y</td>\n",
       "      <td>109116.8</td>\n",
       "      <td>NORTH WALES,</td>\n",
       "      <td>PA</td>\n",
       "      <td>2015</td>\n",
       "      <td>PENNSYLVANIA</td>\n",
       "      <td>NORTH WALES, PENNSYLVANIA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>I-200-09341-564186</td>\n",
       "      <td>CERTIFIED-WITHDRAWN</td>\n",
       "      <td>XPERT TECHNOLOGIES, INC.</td>\n",
       "      <td>COMPUTER OCCUPATIONS, ALL OTHER*</td>\n",
       "      <td>15-1799</td>\n",
       "      <td>QUALITY ASSURANCE ANALYST</td>\n",
       "      <td>Y</td>\n",
       "      <td>58282.0</td>\n",
       "      <td>CAMP HILL</td>\n",
       "      <td>PA</td>\n",
       "      <td>2015</td>\n",
       "      <td>PENNSYLVANIA</td>\n",
       "      <td>CAMP HILL, PENNSYLVANIA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>I-200-09342-274341</td>\n",
       "      <td>CERTIFIED</td>\n",
       "      <td>ISR INFO WAY, INC.</td>\n",
       "      <td>SOFTWARE DEVELOPERS, APPLICATIONS</td>\n",
       "      <td>15-1132</td>\n",
       "      <td>SR. SOFTWARE DEVELOPER</td>\n",
       "      <td>Y</td>\n",
       "      <td>84906.0</td>\n",
       "      <td>CHICAGO</td>\n",
       "      <td>IL</td>\n",
       "      <td>2015</td>\n",
       "      <td>ILLINOIS</td>\n",
       "      <td>CHICAGO, ILLINOIS</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>I-200-09364-425868</td>\n",
       "      <td>CERTIFIED</td>\n",
       "      <td>MAGIC CIRCLE FILMS INTERNATIONAL LLC</td>\n",
       "      <td>FILM AND VIDEO EDITORS</td>\n",
       "      <td>27-4032</td>\n",
       "      <td>VIDEO EDITOR</td>\n",
       "      <td>Y</td>\n",
       "      <td>39333.0</td>\n",
       "      <td>AUBURN</td>\n",
       "      <td>NY</td>\n",
       "      <td>2015</td>\n",
       "      <td>NEW YORK</td>\n",
       "      <td>AUBURN, NEW YORK</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>I-200-10006-413683</td>\n",
       "      <td>WITHDRAWN</td>\n",
       "      <td>SAPHIRE SOLUTIONS INC</td>\n",
       "      <td>NETWORK AND COMPUTER SYSTEMS ADMINISTRATORS</td>\n",
       "      <td>15-1142</td>\n",
       "      <td>SYSTEMS ADMINISTRATOR</td>\n",
       "      <td>Y</td>\n",
       "      <td>68638.0</td>\n",
       "      <td>BETHPAGE</td>\n",
       "      <td>NY</td>\n",
       "      <td>2015</td>\n",
       "      <td>NEW YORK</td>\n",
       "      <td>BETHPAGE, NEW YORK</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          CASE_NUMBER          CASE_STATUS  \\\n",
       "0  I-200-09285-514415            CERTIFIED   \n",
       "1  I-200-09341-564186  CERTIFIED-WITHDRAWN   \n",
       "2  I-200-09342-274341            CERTIFIED   \n",
       "3  I-200-09364-425868            CERTIFIED   \n",
       "4  I-200-10006-413683            WITHDRAWN   \n",
       "\n",
       "                          EMPLOYER_NAME  \\\n",
       "0                           IT CATS LLC   \n",
       "1              XPERT TECHNOLOGIES, INC.   \n",
       "2                    ISR INFO WAY, INC.   \n",
       "3  MAGIC CIRCLE FILMS INTERNATIONAL LLC   \n",
       "4                 SAPHIRE SOLUTIONS INC   \n",
       "\n",
       "                                      SOC_NAME SOC_CODE  \\\n",
       "0                    COMPUTER SYSTEMS ANALYSTS  15-1121   \n",
       "1             COMPUTER OCCUPATIONS, ALL OTHER*  15-1799   \n",
       "2            SOFTWARE DEVELOPERS, APPLICATIONS  15-1132   \n",
       "3                       FILM AND VIDEO EDITORS  27-4032   \n",
       "4  NETWORK AND COMPUTER SYSTEMS ADMINISTRATORS  15-1142   \n",
       "\n",
       "                   JOB_TITLE FULL_TIME_POSITION  PREVAILING_WAGE  \\\n",
       "0    SENIOR BUSINESS ANALYST                  Y         109116.8   \n",
       "1  QUALITY ASSURANCE ANALYST                  Y          58282.0   \n",
       "2     SR. SOFTWARE DEVELOPER                  Y          84906.0   \n",
       "3               VIDEO EDITOR                  Y          39333.0   \n",
       "4      SYSTEMS ADMINISTRATOR                  Y          68638.0   \n",
       "\n",
       "  WORKSITE_CITY WORKSITE_STATE_ABB  YEAR WORKSITE_STATE_FULL  \\\n",
       "0  NORTH WALES,                 PA  2015        PENNSYLVANIA   \n",
       "1     CAMP HILL                 PA  2015        PENNSYLVANIA   \n",
       "2       CHICAGO                 IL  2015            ILLINOIS   \n",
       "3        AUBURN                 NY  2015            NEW YORK   \n",
       "4      BETHPAGE                 NY  2015            NEW YORK   \n",
       "\n",
       "                    WORKSITE  \n",
       "0  NORTH WALES, PENNSYLVANIA  \n",
       "1    CAMP HILL, PENNSYLVANIA  \n",
       "2          CHICAGO, ILLINOIS  \n",
       "3           AUBURN, NEW YORK  \n",
       "4         BETHPAGE, NEW YORK  "
      ]
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       "      <th>PREVAILING_WAGE</th>\n",
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       "      <td>8.572120e+05</td>\n",
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       "    <tr>\n",
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       "       PREVAILING_WAGE           YEAR\n",
       "count     8.572120e+05  857216.000000\n",
       "mean      9.540074e+04    2016.997778\n",
       "std       1.755489e+06       1.404460\n",
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       "75%       8.636200e+04    2018.000000\n",
       "max       2.977853e+08    2019.000000"
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     "data": {
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       "{'WRITERS AND AUTHORS',\n",
       " nan,\n",
       " 'LIFE, PHYSICAL, AND SOCIAL SCIENCE TECHNICIANS, AL',\n",
       " 'COST ESTIMATORS',\n",
       " 'STATISTICIAN',\n",
       " 'SECRETARIES AND ADMINISTRATIVE ASSISTANTS, EXCEPT',\n",
       " 'EDUCATION, TRAINING, AND LIBRARY WORKERS, ALL OTHER',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS, NONR&D',\n",
       " 'HEALTH AND SAFETY ENGINEERS, EXCEPT MINING SAFETY ENGINEERS AND INSPECTORS',\n",
       " 'PHYSICAL THERAPIST ASSISTANTS',\n",
       " 'COMPUTER SOFTWARE ENGINEERS, APPLICATIONS NON R&D',\n",
       " 'ATHLETES AND SPORTS COMPETITORS',\n",
       " 'ELECTRONICS ENGINEERS EXCEPT COMPUTER',\n",
       " 'SOUND ENGINEERING TECHNICIANS',\n",
       " 'ARCHITECTURAL DRAFTERS',\n",
       " 'BUSINESS INTELLIGENCE ANALYSTS',\n",
       " 'OPERATIONS RESEARCH ANALYSTS',\n",
       " 'DETECTIVES AND CRIMINAL INVESTIGATORS',\n",
       " 'MOLECULAR AND CELLULAR BIOLOGIST',\n",
       " 'SOIL AND PLANT SCIENTISTS',\n",
       " 'SOFTWARE DEVELOPERS,APPLICAITONS',\n",
       " 'ENVIRONMENTAL SCIENCE AND PROTECTION TECHNICIANS, INCLUDING HEALTH',\n",
       " 'ENGLISH LANGUAGE &  LIT TEACHERS, POST SECONDARY',\n",
       " 'COMPUTER SYSTEM ANALYST',\n",
       " 'SOFTWARE DEVELOPER, SYSTEM SOFTWARE',\n",
       " 'FIRST-LINE SUPERVISORS OF FOOD PREPARATION AND',\n",
       " 'AGENTS AND BUSINESS MANAGERS OF ARTISTS, PERFORMER',\n",
       " 'PURCHASING AGENTS, EXCEPT WHOLESALE, RETAIL, AND',\n",
       " 'ELECTRICAL AND ELECTRONICS REPAIRERS, COMMERCIAL',\n",
       " 'HUMAN RESOURCES ASSISTANTS, EXCEPT PAYROLL AND TIMEKEEPING',\n",
       " 'MUSEUM TECHNICIANS AND CONSERVATORS',\n",
       " 'LANDSCAPE ARCHITECTS',\n",
       " 'PUBLIC RELATIONS MANAGERS',\n",
       " 'BIOMEDICAL ENGINEER',\n",
       " 'DIRECTORS, RELIGIOUS ACTIVITIES AND EDUCATION',\n",
       " 'COMPUTER SYSTEMS ANALYSTS, NON R&D',\n",
       " 'ANTHROPOLOGY AND ARCHEOLOGY TEACHERS,',\n",
       " 'SUBSTANCE ABUSE AND BEHAVIORAL DISORDER COUNSELORS',\n",
       " 'PEDIATRICIAN, GENERAL',\n",
       " 'REAL ESTATE BROKERS',\n",
       " 'CONCIERGES',\n",
       " 'PRODUCT SAFETY ENGINEERS',\n",
       " 'CLINICAL DATA MANAGER',\n",
       " 'HUMAN RESCOUCES SPECIALISTS',\n",
       " 'COMMUNICATIONS TEACHERS, POSTSECONDARY',\n",
       " 'COMPUTER SYSTEMS ANALYSTS',\n",
       " 'INTERPRETERS AND TRANSLATORS',\n",
       " 'FOOD SCIENTIST AND TECHNOLOGISTS',\n",
       " 'FORESTERS',\n",
       " 'SOFTWARE QUALITY ASSURANCE ENGINEERS AND TESTER',\n",
       " 'ELECTRICAL ENGINEERS, NON-R&D',\n",
       " 'MARKET RESEARCH ANALYSTS AND MARKETING SPECIALISTS',\n",
       " 'SECURITIES, COMMODITIES, FINANCIAL SERVICES AGENTS',\n",
       " 'DIRECTORS- STAGE, MOTION PICTURES, TELEVISION, AND',\n",
       " 'SALES REPRESENTATIVES OF SERVICES, EXCEPT',\n",
       " 'SOFTWARE DEVELOPERS,SYSTEMS SOFTWARE',\n",
       " 'FOUNDRY MOLD AND COREMAKERS',\n",
       " 'SECURITIES, COMMODITIES, FINANCIAL SRVS SALES AGTS',\n",
       " 'MECHNICAL ENGINEERS',\n",
       " 'SALES REPRESENTATIVES, WHOLESALE AND MANUFACTURING, TECHNICAL AND SCIENTIFIC PRODUCTS',\n",
       " 'SEPARATING, FILTERING, CLARIFYING, PRECIPITATING, AND STILL MACHINE SETTERS, OPERATORS, AND TENDERS',\n",
       " 'MANUFACTUTURING ENGINEER',\n",
       " 'AIRCRAFT STRUCTURE, SURFACES, RIGGING, AND SYSTEMS',\n",
       " 'DESIGNERS, ALL OTHERS',\n",
       " 'COMPYTER SYSTEMS ANALYSTS',\n",
       " 'SPEECH LANGUAGE PATHOLOGISTS',\n",
       " 'REGULATORY AFFAIRS SPECIALISTS',\n",
       " 'WHOLESALE AND RETAIL BUYERS, EXCEPT FARM PRODUCTS',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEMS',\n",
       " 'ANESTHESIOLOGISTS',\n",
       " 'OPTOMETRISTS',\n",
       " 'AREA, ETHNIC, AND CULTURAL STUDIES TEACHERS, POSTSECONDARY',\n",
       " 'TEACHER ASSISTANTS',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTER, NON-R&D',\n",
       " 'DOOR-TO-DOOR SALES WORKERS, NEWS AND STREET',\n",
       " 'COMPUTER USER SUPPORT SPECIALISTS',\n",
       " 'MEDICAL RECORDS AND HEALTH INFORMATION TECHNICIANS',\n",
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       " 'COMPENSATION, BENEFITS, AND JOB ANALYSIS',\n",
       " 'CAMERA OPERATORS, TELEVISION, VIDEO, AND MOTION',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTER, NON',\n",
       " 'SURVEYORS',\n",
       " 'COMPUTER HARDWARE ENGINEERS, NON-R&D',\n",
       " 'CHIEF EXECUTIVES',\n",
       " 'SURVEYING AND MAPPING TECHNICIANS',\n",
       " 'COMMERCIAL AND INSDISTRIAL DESIGNERS',\n",
       " 'COMPLIANCE OFFICERS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS, NONR&AMP;D',\n",
       " 'MEDICAL AND HEALTH SERVICES MANAGER',\n",
       " 'GEOGRAPHERS',\n",
       " 'MODELS',\n",
       " 'ORDER CLERKS',\n",
       " 'HEALTHCARE SOCIAL WORKERS',\n",
       " 'FIRST-LINE SUPERVISORS OF HELPERS, LABORERS, AND',\n",
       " 'CLINICAL DATA MANAGERS',\n",
       " 'BUSINESS TEACHERS, POSTSECONDARY',\n",
       " 'CARGO AND FREIGHT AGENTS',\n",
       " 'PROOFREADERS AND COPY MARKERS',\n",
       " 'SOFTWARE DEVELOPER/ APPLICATIONS',\n",
       " 'DRAFTERS, ALL OTHER',\n",
       " 'NETWORK ADMINISTRATOR',\n",
       " 'INDUSTRIAL SAFETY AND HEALTH ENGINEERS',\n",
       " 'PURCHASING AGENTS, EXCEPT WHOLESALE, RETAIL & FARM',\n",
       " 'MECHANICAL ENGINEERS',\n",
       " 'COMPUTER SYSTEMS ENGINEER/ARCHITECT',\n",
       " 'PSYCHOLOGY TEACHERS, POSTSECONDARY',\n",
       " 'ART DIRECTORS',\n",
       " 'PAINTERS, CONSTRUCTION AND MAINTENANCE',\n",
       " 'COMPUTER SYSTEMS ENGINEERS / ARCHITECTS',\n",
       " 'COMPUTER OCUPATIONS, ALL OTHER',\n",
       " 'SOFTWARE DEVELOPERS - APPLICATIONS',\n",
       " 'MARKET RESEARCH ANALYSTS & MARKETING SPECIALISTS',\n",
       " 'INSURANCE UNDERWRITERS',\n",
       " 'BIOCHEMISTS OR BIOPHYSICISTS',\n",
       " 'COMPUTER OCCUPATONS, ALL OTHER',\n",
       " 'AGRICULTURAL SCIENCES TEACHERS, POSTSECONDARY',\n",
       " 'MATHEMATICAL SCIENCE TEACHERS, POSTSECONDARY',\n",
       " 'INSTRUCTIONAL DESIGNERS AND TECHNOLOGISTS',\n",
       " 'PHARMACY TECHNICIANS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATION',\n",
       " 'SALES ENGINEER',\n",
       " 'EDUCATION ADMIN., CHILDCARE CENTER/PROGRAM',\n",
       " 'BIOLOGISTS',\n",
       " 'ENVIRONMENTAL AND SCIENTISTS SPECIALISTS',\n",
       " 'INDUSTRIAL PRODUCTION MANAGERS',\n",
       " 'AIRCRAFT MECHANICS AND SERVICE TECHNICIANS',\n",
       " 'BIOCHEMISTS & BIOPHYSICISTS',\n",
       " 'DEMONSTRATORS AND PRODUCT PROMOTERS',\n",
       " 'CARPENTERS',\n",
       " 'HOME HEALTH AIDES',\n",
       " 'FREIGHT AND CARGO INSPECTORS',\n",
       " 'FORESTRY AND CONSERVATION SCIENCE TEACHERS,',\n",
       " 'PETROLEUM ENGINEERS',\n",
       " 'NETWORK AND COMPUTER SYSTEMS ADMINISTRATOR',\n",
       " 'ROBOTICS ENGINEER',\n",
       " 'COMPUTER AND INFORMATION SYSTEMS MANAGERS',\n",
       " 'EDUCATIONAL, GUIDANCE, SCHOOL, AND VOCATIONAL COUNSELORS',\n",
       " 'REGISTERED NURSES',\n",
       " 'ELECTRICAL ENGINEERS, NON R&D',\n",
       " 'AUDIOLOGISTS',\n",
       " 'ACCOUNTANTS AND AUDOTORS',\n",
       " 'COMPUTER SYSTEMS ANALSYT',\n",
       " 'COMMERCIAL AND INDUSTRIAL ENGINEERS',\n",
       " 'RADIO AND TELEVISION ANNOUNCERS',\n",
       " 'ELEMENTARY SCHOOL TEACHERS, EXCEPT SPECIAL',\n",
       " 'TUTORS',\n",
       " 'VETERINARY TECHNOLOGISTS AND TECHNICIANS',\n",
       " 'REPORTERS AND CORRESPONDENTS',\n",
       " 'FOOD PREPARATION WORKERS',\n",
       " 'GENETICIST',\n",
       " 'ENGINEERING TEACHERS',\n",
       " 'TELECOMMUNICATIONS EQUIPMENT INSTALLERS AND REPAIRERS, EXCEPT LINE INSTALLERS',\n",
       " 'MATHEMATICAL SCIENCE OCCUPATIONS, ALL OTHER',\n",
       " 'COMPUTER HARDWARE ENGINEERS, R&AMP;D',\n",
       " 'ENVIRONMENTAL ECONOMISTS',\n",
       " 'SALES REPRESENTATIVES, WHOLESALE AND MANUFACTURING, EXCEPT TECHNICAL AND SCIENTIFIC PRODUCTS',\n",
       " 'RECEPTIONISTS AND INFORMATION CLERKS',\n",
       " 'SECURITIES, COMMODITIES, & FINAN SRVS SALES AGENTS',\n",
       " 'STATISTICAL ASSISTANTS',\n",
       " 'COMPUTER SYSTEMS ENGINEER/ARCHITECTS',\n",
       " 'EDUCATION ADMINISTRATORS, ELEMENTARY AND SECONDARY',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTER,',\n",
       " 'SOCIAL AND COMMUNITY SERVICE MANAGERS',\n",
       " 'FUEL CELL ENGINEERS',\n",
       " 'HISTORIANS',\n",
       " 'CRAFT ARTISTS',\n",
       " 'SOFTWARE DEVELOPER APPLICATIONS',\n",
       " 'LANDSCAPING AND GROUNDSKEEPING WORKERS',\n",
       " 'EDUCATION ADMINISTATORS, POSTSECONDARY',\n",
       " 'OFFICE AND ADMINISTRATIVE SUPPORT WORKERS, ALL',\n",
       " 'COMPUTER SUPPORT SPECIALIST',\n",
       " 'PHOTONICS ENGINEERS',\n",
       " 'COMPUTER NETWORK ARCHITECTS, NON R&D',\n",
       " 'HOTEL, MOTEL, AND RESORT DESK CLERKS',\n",
       " 'COMPUTER SOFTWARE ENGINEERS, APPLICATIONS, R&D',\n",
       " 'PURCHASING MANAGERS',\n",
       " 'WATER/WASTEWATER ENGINEERS',\n",
       " 'POST-SECONDARY TEACHERS, ALL OTHER',\n",
       " 'FIRST-LINE SUPERVISORS OF FARMING, FISHING, AND',\n",
       " 'MANAGERS, ALL OTHER',\n",
       " 'GENERAL AND OPERATIONS MANAGER',\n",
       " 'KINDERGARTEN TEACHERS, EXCEPT SPECIAL EDUCATION',\n",
       " 'HYDROLOGISTS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS, NON R & D',\n",
       " 'COMPUTER NETWORK ARCHITECTS, R&D',\n",
       " 'MOLECULAR AND CELLULAR BIOLOGISTS',\n",
       " 'DENTISTS, ALL OTHER SPECIALISTS',\n",
       " 'FINANCIAL MANAGER',\n",
       " 'WIND ENERGY ENGINEERS',\n",
       " 'MANUFACTURING ENGINEERING TECHNOLOGISTS',\n",
       " 'RESPIRATORY THERAPISTS',\n",
       " 'COACHES AND SCOUTS',\n",
       " 'SPEECH-LANGUAGE PATHOLOGISTS',\n",
       " 'BIOINFORMATICS TECHNICIANS',\n",
       " 'COMPENSATION, BENEFITS, & JOB ANALYSIS SPECIALISTS',\n",
       " 'TITLE EXAMINERS, ABSTRACTORS, AND SEARCHERS',\n",
       " 'SOIL AND PLANT SCIENTIST',\n",
       " 'SALES MANAGERS',\n",
       " 'ORAL AND MAXILLOFACIAL SURGEONS',\n",
       " 'MIDDLE SCHOOL TEACHERS, EXCEPT SPECIAL AND CAREER/',\n",
       " 'HUMAN RESOURCES, TRAINING, AND LABOR RELATIONS',\n",
       " 'LICENSED PRACTICAL AND LICENSED VOCATIONAL NURSES',\n",
       " 'PERSONAL FINANCIAL ADVISORS',\n",
       " 'DESKTOP PUBLISHERS',\n",
       " 'FITNESS TRAINERS AND AEROBICS INSTRUCTORS',\n",
       " 'LOAN INTERVIEWERS AND CLERKS',\n",
       " 'NETWORK COMPUTER SYSTEMS ADMINISTRATORS',\n",
       " 'MEDIA AND COMMUNICATION EQUIPMENT WORKERS, ALL',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SERVICES',\n",
       " 'TRAINING AND DEVELOPMENT SPECIALIST',\n",
       " 'AIRLINE PILOTS, CO PILOTS AND FLIGHT ENGINEERS',\n",
       " 'CHEMIST',\n",
       " 'COMPENSATION AND BENEFITS MANAGERS',\n",
       " 'SPECIAL EDUCATION TEACHERS, KINDERGARTEN AND ELEMENTARY SCHOOL',\n",
       " 'MECHANICAL ENGINEERS, NON-R&AMP;D',\n",
       " 'SYSTEMS ANALYST',\n",
       " 'ENVIRONMENTAL SCIENCE AND PROTECTION TECHNICIANS,',\n",
       " 'SENIOR SOFTWARE DEVELOPER',\n",
       " 'NETWORK AND COMPUTER SYSTEMS ADMINISTRATORS',\n",
       " 'ENGINEERING TECHNICIANS,EXCEPT DRAFTERS, ALL OTHER',\n",
       " 'RELIGIOUS WORKERS, ALL OTHER',\n",
       " 'OPERATIONS SYSTEMS ANALYST',\n",
       " 'PURCHASING AGENTS, EXCEPT WHOLESALE, RETAIL, AND FARM PRODUCTS',\n",
       " 'SENIOR SOFTWARE ENGINEER',\n",
       " 'TAILORS, DRESSMAKERS, AND CUSTOM SEWERS',\n",
       " 'ORTHOTISTS AND PROSTHETISTS',\n",
       " 'ANTHROPOLOGY AND ARCHEOLOGY TEACHERS, POSTSECONDARY',\n",
       " 'ELECTRICIANS',\n",
       " 'PHYSICAL THERAPIST',\n",
       " 'LOGISTICS MANAGER',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS R&D',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEM SOFTWARE',\n",
       " 'COMPUTER OCCUPATIONS,ALL OTHERS',\n",
       " 'ENGINEERING TEACHERS - POSTSECONDARY',\n",
       " 'MICROBIOLOGISTS',\n",
       " 'BIOLOGICAL SCIENTISTS, ALL OTHER',\n",
       " 'DOCUMENT MANAGEMENT SPECIALISTS',\n",
       " 'COMPUTER NUMERICALLY CONTROLLED MACHINE TOOL',\n",
       " 'STATISTICIANS',\n",
       " 'MATHEMATICAL SCIENCE TEACHERS POSTSECONDARY',\n",
       " 'FIANACIAL ANALYSTS',\n",
       " 'COMPUTER SYTSEM ANALYST',\n",
       " 'SALES REPRESENTATIVE',\n",
       " 'SOFWARE DEVELOPERS, APPLICATIONS',\n",
       " 'GEOSCIENTISTS, EXCEPT HYDROLOGISTS AND GEOGRAPHERS',\n",
       " 'COMPUTER OCCUPATIONS,ALL OTHER',\n",
       " 'INSTRUCTIONAL COORDINATORS',\n",
       " 'FOREIGN LANG &  LITERATURE TEACHERS, POSTSECONDARY',\n",
       " 'ELECTRICAL ENGINEERS, R&AMP;D',\n",
       " 'MAIL CLERKS AND MAIL MACHINE OPERATORS, EXCEPT POSTAL SERVICE',\n",
       " 'COMPUTER NETWORK ARCHITECTS',\n",
       " 'FASHION DESIGNERS',\n",
       " 'SECONDARY SCHOOL TEACHERS, EXCEPT SPECIAL AND CARE',\n",
       " 'VALIDATION ENGINEERS',\n",
       " 'MARKET RESEARCH ANALYTICS AND MARKETING SPECIALIST',\n",
       " 'DATABASE ADMINISRATORS',\n",
       " 'LAW TEACHERS, POSTSECONDARY',\n",
       " 'BIOCHEMISTS AND BIOPHYSICIST',\n",
       " 'MARKET RESEACH ANALYSTS AND MARKETING SPECIALISTS',\n",
       " 'MECHATRONICS ENGINEERS',\n",
       " 'TREASURER / CONTROLLER',\n",
       " 'PROBATION OFFICERS AND CORRECTIONAL TREATMENT',\n",
       " 'MTERIALS SCIENTISTS',\n",
       " 'SPECIAL EDUCATION TEACHERS, SECONDARY SCHOOL',\n",
       " 'AUDIO AND VIDEO EQUIPMENT TECHNICIANS',\n",
       " 'SOFTWARE DEVELOPERS APPLICATIONS',\n",
       " 'COMMERCIAL INDUSTRIAL DESIGNERS',\n",
       " 'SALESREPRESENTATIVES,WHOLESALEMANUFACTURING,TECHNI',\n",
       " 'EDUCATION, TRAINING, AND LIBRARY WORKERS, ALL OTHE',\n",
       " 'COMMUNITY AND SOCIAL SERVICE SPECIALISTS, ALL OTHER',\n",
       " 'HELPERS, CONSTRUCTION TRADES, ALL OTHER',\n",
       " 'SOFTWARE DEVELOPER',\n",
       " 'WEB ADMINISTRATORS',\n",
       " 'BROADCAST TECHNICIANS',\n",
       " 'APPLICATION DEVELOPER',\n",
       " 'EDUCATION ADMINISTRATORS, POSTSECONDARY',\n",
       " 'DATABASE ARCHITECTS',\n",
       " 'OBSTETRICIAN AND GYNECOLOGISTS',\n",
       " 'DATA ENTRY KEYERS',\n",
       " 'HEALTH SPECIALTIES TEACHERS, POSTSECONDARY',\n",
       " 'BUDGET ANALYSTS',\n",
       " 'ELECTRICAL AND ELECTRONICS DRAFTERS',\n",
       " 'INTERNISTS, GENERAL',\n",
       " 'FARMWORKERS, FARM, RANCH, AND AQUACULTURAL ANIMALS',\n",
       " 'ACCOUNTANT',\n",
       " 'NUCLEAR ENGINEERS',\n",
       " 'ACCOUNTANTS & AUDITORS',\n",
       " 'MEDICAL SCIENTISTS, EXCEPT EDIPDEMIOLOGISTS',\n",
       " 'COMPENSATION AND BENEFITS MANAGER',\n",
       " 'MATERIAL ENGINEERS',\n",
       " 'OPTICIANS, DISPENSING',\n",
       " 'SPECIAL EDUCATION TEACHERS, PRESCHOOL',\n",
       " 'SALES REPRESENTATIVES, WHOLESALE AND MANUFACTURING',\n",
       " 'MOLECULAR & CELLULAR BIOLOGISTS',\n",
       " 'SURGICAL TECHNOLOGISTS',\n",
       " 'COMPUTER DEVELOPERS, APPLICATIONS',\n",
       " 'ENGINEERING TEACHER, POSTSECONDARY',\n",
       " 'COMPUTER HARDWARE ENGINEERS',\n",
       " 'TEACHERS AND INSTRUCTORS, ALL OTHER*',\n",
       " 'COMMERICIAL AND INDUSTRIAL DESIGNERS',\n",
       " 'LEGAL SUPPORT WORKERS, ALL OTHER',\n",
       " 'HEALTHCARE PRACTITIONERS AND TECHNICAL WORKER',\n",
       " 'MARKET RESEARCH ANALYST',\n",
       " 'INDUSTRIAL ENGINEERS',\n",
       " 'FINANCIAL EXAMINERS',\n",
       " 'SOFTER DEVELOPERS, APPLICATIONS',\n",
       " 'BIOLOGICAL SCIENCE TEACHERS, POSTSECONDARY',\n",
       " 'COOKS, RESTAURANT',\n",
       " 'SPECIAL EDUCATION TEACHERS, PRESCHOOL,',\n",
       " 'DENTAL LABORATORY TECHNICIANS',\n",
       " 'PROPERTY, REAL ESTATE, AND COMMUNITY ASSOCIATION',\n",
       " 'SOFTWARE DEVELOPERS; APPLICATIONS',\n",
       " 'SECURITIES, AND COMMODITIES TRADERS',\n",
       " 'TREASURERS AND CONTROLLERS',\n",
       " 'WOODWORKING MACHINE SETTERS, OPERATORS, AND TENDERS, EXCEPT SAWING',\n",
       " 'HOSPITALISTS',\n",
       " 'SOFTWARE DEVELOPER APPLICATIONS IN',\n",
       " 'HEALTHCARE PRACTITIONERS AND TECHNICAL',\n",
       " 'ENGLISH LANGUAGE & LITERATURE TEACHERS, POSTSECOND',\n",
       " 'HOSPITALIST',\n",
       " 'SOFTWARE DVELOPERS, APPLICATIONS',\n",
       " 'LIBRARY SCIENCE TEACHERS, POSTSECONDARY',\n",
       " 'HUMAN RESOURCES SPECIALISTS',\n",
       " 'COMPUTER NETWORK ARCHITECT',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SERVICES SALES AGENTS',\n",
       " 'GRAPHIC DESIGNERS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIAONS',\n",
       " 'FOOD SERVICE MANAGERS',\n",
       " 'CAREER/TECHNICAL  EDUCATION TEACHERS, MIDDLE',\n",
       " 'NUCLEAR MEDICINE TECHNOLOGISTS',\n",
       " 'ARCHITECTURAL AND ENGINEERING',\n",
       " 'HEALTH SPECIALTY TEACHERS, POSTSECONDARY',\n",
       " 'MERCHANDISE DISPLAYERS AND WINDOW TRIMMERS',\n",
       " 'CAREER/TECHNICAL EDUCATION TEACHERS, SECONDARY SCHOOL',\n",
       " 'ANIMAL BREEDERS',\n",
       " 'SECURITIES, COMMODITIES, FINANCIAL SERVICES SALES',\n",
       " 'CIVIL ENGINEERS, NON-R&D',\n",
       " 'ELECTRO-MECHANICAL TECHNICIANS',\n",
       " 'BOOKKEEPING, ACCOUNTING, AND AUDITING CLERKS',\n",
       " 'STATISTICAL ASSISTANT',\n",
       " 'HELPERS--PRODUCTION WORKERS',\n",
       " 'CHEMISTS',\n",
       " 'BROKERAGE CLERKS',\n",
       " 'ARCHITECTURE TEACHERS, POSTSECONDARY',\n",
       " 'PHYSICIST',\n",
       " 'ASTRONOMERS',\n",
       " 'MAINTENANCE WORKERS, MACHINERY',\n",
       " 'EPIDEMIOLOGISTS',\n",
       " 'ARCHITECTURAL AND ENGINEERS MANAGERS',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTER, R&AMP;D',\n",
       " 'MANAGERS,ALL OTHERS',\n",
       " 'PHYSICAL THERAPISTS',\n",
       " 'FARMWORKERS AND LABORERS, CROP, NURSERY, AND',\n",
       " 'CHEMICAL TECHNICIANS',\n",
       " 'SOFTWARE QUALITY ASSURANCE ENGINEERS & TESTERS',\n",
       " 'INDUATRIAL ENGINEER',\n",
       " 'FOREIGN LANGUAGE & LIT TEACHERS, POSTSECONDARY',\n",
       " 'FIRST-LINE SUPERVISORS OF OFFICE AND ADMINISTRATIV',\n",
       " 'COMPUTER SYSTEMS ANALYSTS, R&D',\n",
       " 'COMPUTER SYSTEMS ENGINEER',\n",
       " 'HEALTHCARE PRACTITIONERS AND TECHNICAL WORKERS',\n",
       " 'ENVIRONMENTAL SCIENTISTS AND SPECIALISTS, INCLUDIN',\n",
       " 'SHAMPOOERS',\n",
       " 'JEWELERS AND PRECIOUS STONE AND METAL WORKERS',\n",
       " 'MARKETING MANAGERS',\n",
       " 'HEALTH SPECIALITY TEACHERS, POSTSECONDARY',\n",
       " 'SECONDARY SCHOOL TEACHERS, EXCEPT SPECIAL AND CAR',\n",
       " 'BIOININFORMATICS SCIENTISTS',\n",
       " 'ARBITRATORS, MEDIATORS, AND CONCILIATORS',\n",
       " 'FINE ARTISTS, INCLUDING PAINTERS, SCULPTORS, AND',\n",
       " 'FOREIGN LANGUAGE AND LITERATURE TEACHERS,',\n",
       " 'TELECOMMUNICATIONS EQUIPMENT INSTALLERS AND REPAIR',\n",
       " 'ATMOSPHERIC, EARTH, MARINE, & SPACE SCIENCES TEACH',\n",
       " 'MARKET RESEARCH ANALYSTS AND MARKETING SPECIALIST',\n",
       " '27-3031',\n",
       " 'SALES AGENTS, FINANCIAL SERVICES',\n",
       " 'ELEMENTARY SCHOOL TEACHERS, EXCEPT SPECIAL ED.',\n",
       " 'COMPUTER OCCUPATIONS - ALL OTHER',\n",
       " 'NURSE PRACTITIONERS',\n",
       " 'POLITICAL SCIENTISTS',\n",
       " 'CUSTOMER SERVICE REPRESENTATIVES',\n",
       " 'HUMAN RESOURCE SPECIALISTS',\n",
       " '27-1024',\n",
       " 'COMPUTER PROGRAMMERS R & D',\n",
       " 'OPERATIONS RESEARCH ANALYST',\n",
       " 'FIRST-LINE SUPERVISORS OF CONSTRUCTION TRADES AND',\n",
       " 'SOFTWARE DEVELOPERS,  APPLICATION',\n",
       " 'SOLAR ENERGY SYSTEMS ENGINEERS',\n",
       " 'MECHANICAL ENGINEERS, R&AMP;D',\n",
       " 'BUSINESS TEACHERS POSTSECONDARY',\n",
       " 'ELEMENTARY SCHOOL TEACHERS, EXCEPT SPECIAL EDU',\n",
       " 'CLINICAL, COUNSELING, AND SCHOOL PSYCHOLOGISTS',\n",
       " 'TESTING ENGINEERING SPECIALIST',\n",
       " 'INTERVIEWERS, EXCEPT ELIGIBILITY AND LOAN',\n",
       " 'SOFTWARE DEVELOPER, APPLICATIONS',\n",
       " 'BIOCHEMISTS AND BIOPHYSICISTS',\n",
       " 'COMPUTER SYSTEMS ADMINISTRATORS',\n",
       " 'JUDICIAL LAW CLERKS',\n",
       " 'LIFE, PHYSICAL, AND SOCIAL SCIENCE TECHNICIANS, ALL OTHER',\n",
       " 'SELF-ENRICHMENT EDUCATION TEACHERS',\n",
       " 'INSURANCE CLAIMS AND POLICY PROCESSING CLERKS',\n",
       " 'ACTORS',\n",
       " 'HUMAN RESOURCES MANAGERS',\n",
       " 'COMPUTER SYSTEMS ANALYSTS, NON R&D COMPUTER SYSTEM',\n",
       " 'ECONOMICS TEACHERS, POSTSECONDARY',\n",
       " 'ADMINISTRATIVE SERVICES MANAGERS',\n",
       " 'COMPUTER OCCUPATION, ALL OTHERS',\n",
       " '15-1132',\n",
       " 'FIRST-LINE SUPERVISORS OF OFFICE AND',\n",
       " 'TRANSPORTATION ENGINEERS',\n",
       " 'SOFTWARE QUALITY ASSURANCE',\n",
       " 'ADULT BASIC AND SECONDARY EDUCATION AND LITERACY TEACHERS AND INSTRUCTORS',\n",
       " 'SPEC ED.TEACHERS PRESCHOOL/KINDERGA/ELEMENTARY',\n",
       " 'ELECTRONICS ENGINEER EXCEPT COMPUTERS',\n",
       " 'PODIATRISTS',\n",
       " 'NANOTECHNOLOGY ENGINEERING TECHNOLOGISTS',\n",
       " 'MECHANICAL ENGINEERS, R& D',\n",
       " 'INDUSTRIAL-ORGANIZATIONAL PSYCHOLOGISTS',\n",
       " 'REHABILITATION SPECIALIST',\n",
       " 'REGULATORY AFFAIRS SPECIALIST',\n",
       " 'COMPUTER PROGRAMMERS NON R & D',\n",
       " 'BUSINESS SYSTEMS ANALYSTS',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTER, R&D',\n",
       " 'COMMERICAL AND INDUSTRIAL ENGINEERS',\n",
       " 'MICROSYSTEMS ENGINEERS',\n",
       " 'PHYSICS TEACHERS, POSTSECONDARY',\n",
       " 'SOFTWARE DEVELOPERS, APPLLICATIONS',\n",
       " 'DATA WAREHOUSING SPECIALISTS',\n",
       " 'RADIOLOGIC TECHNOLOGISTS',\n",
       " 'ENVIRONMENTAL ENGINEERS',\n",
       " 'MIDDLE SCHOOL TEACHERS, EXCEPT SPECIAL AND',\n",
       " 'ENVIRONMENTAL SCIENTISTS AND SPECIALISTS',\n",
       " 'AUTOMOTIVE SERVICE TECHNICIANS AND MECHANICS',\n",
       " 'FINANCIAL MANAGERS',\n",
       " 'HEALTH AND SAFETY ENGS., EXCEPT MINING SAFETY ENGS',\n",
       " 'ELECTRONICS ENGINEERS; EXCEPT COMPUTER',\n",
       " 'ANTHROPOLOGISTS AND ARCHEOLOGISTS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICTIONS',\n",
       " 'AGRICULTURAL AND FOOD SCIENCE TECHNICIANS',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SERVICES S',\n",
       " 'DATABASE ADMINISTRATORS',\n",
       " 'BIOINFORMATICS SCIENTISTS',\n",
       " 'MANUFACTURING ENGINEER',\n",
       " 'MINING AND GEOLOGICAL ENGINEERS, INCLUDING MINING',\n",
       " 'MULTIMEDIA ARTISTS AND ANIMAORS',\n",
       " 'REGISTERED NURSES*',\n",
       " 'AEROSPACE ENGINEERS',\n",
       " 'COMPUTER SYSTEMS ENGINEERS/ARCHITECTS',\n",
       " 'PRODUCTION, PLANNING, AND EXPEDITING CLERKS',\n",
       " 'PRIVATE DETECTIVES AND INVESTIGATORS',\n",
       " 'LIBRARY TECHNICIANS',\n",
       " 'CHIEF EXECUTIVE OFFICER',\n",
       " 'ENGINEERING TECHNICIANS, EXCEPT DRAFTERS, ALL OTHER',\n",
       " 'AGENTS AND BUSINESS MANAGERS OF ARTISTS,',\n",
       " 'HEALTH AND SAFETY ENGINEERS, EXCEPT MINING SAFETY',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SER',\n",
       " 'COMPUTER AND INFORMATION RESEARCH SCIENTISTS',\n",
       " 'CHILD, FAMILY, AND SCHOOL SOCIAL WORKERS',\n",
       " 'SOFTWARE QUALITY ASSURANCE ENGINEERS AND TESTERS',\n",
       " 'INSURANCE SALES AGENTS',\n",
       " 'NEUROPSYCHOLOGISTS AND CLINICAL NEUROPSYCHOLOGISTS',\n",
       " 'GINEERS, ALL OTHER',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEMS SOFTWARE, NON R&AMP;D',\n",
       " 'TAX PREPARERS',\n",
       " 'DATABASE ADMINITRATORS',\n",
       " 'TECHNICAL WRITERS',\n",
       " 'COMMERCIAL & INDUSTRIAL DESIGNER',\n",
       " 'NETWORK AND SYSTEMS ADMINISTRATORS',\n",
       " 'TEACHERS AND INSTRUCTORS, ALL OTHER',\n",
       " 'CONSERVATION SCIENTISTS',\n",
       " 'FINE ARTISTS',\n",
       " 'PROBATION OFFICERS AND CORRECTIONAL TREATMENT SPECIALISTS',\n",
       " 'SHIPPING, RECEIVING, AND TRAFFIC CLERKS',\n",
       " 'ELECTONICS ENGINEERS, EXCEPT COMPUTER',\n",
       " 'MATHEMATICIANS',\n",
       " 'SEPARATING, FILTERING, CLARIFYING, PRECIPITATING,',\n",
       " 'DENTISTS, ALL OTHER',\n",
       " 'EDUCATIONAL COUNSELORS',\n",
       " 'TRANSPORTATION PLANNERS',\n",
       " 'SECONDARY SCHOOL TEACHERS, EXCEPT SPECIAL AND CAREER/TECHNICAL EDUCATION',\n",
       " 'COMPUTER HARDWARE ENGINEERS, R & D',\n",
       " 'ELEMENTARY SCHOOL TEACHERS, EXCEPT SPECIAL ED',\n",
       " 'ELECTROMECHANICAL EQUIPMENT ASSEMBLERS',\n",
       " 'PROPERTY,REAL ESTATE,COMMUNITY ASSOCIATION MANAGER',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEMS SOFTWARE, R&AMP;D',\n",
       " 'COMMERCIAL PILOTS',\n",
       " 'PROSTHODONTISTS',\n",
       " 'SOFTWARE DEVLOPERS, APPPLICATIONS, NON R&D',\n",
       " 'ELECTRICAL AND ELECTRONICS ENGINEERING TECHNICIANS',\n",
       " 'SECURITIES,COMMODITIESFINANCIALSRVCES SALES AGENTS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS,  NON R&D',\n",
       " 'HEALTHCARE PRACTITIONERS AND TECHNICAL WORKERS, ALL OTHER',\n",
       " 'FOREIGN LANGUAGE AND LITERATURE TEACHERS, POSTSECO',\n",
       " 'PHYSICIAN ASSISTANTS',\n",
       " 'VOCATIONAL EDUCATION TEACHERS, POSTSECONDARY',\n",
       " 'SOCIAL SCIENTISTS AND RELATED WORKERS, ALL OTHERS',\n",
       " 'MENTAL HEALTH AND SUBSTANCE ABUSE SOCIAL WORKERS',\n",
       " 'COMPUTER PROGRAMMERS, NON R&D',\n",
       " 'MODEL MAKERS, METAL AND PLASTIC',\n",
       " 'NURSING ASSISTANTS',\n",
       " 'SECONDARY SCHOOL TEACHERS',\n",
       " 'INFORMATION SECURITY ANALYSTS',\n",
       " 'COMPUTER SYSTEMS ANLYSTS',\n",
       " 'CIVIL ENGINEERS, NON R&D',\n",
       " 'FILM AND VIDEO EDITORS',\n",
       " 'EDUCATION ADMINISTRATORS, ALL OTHER',\n",
       " 'REGULATORY AFFAIRS MANAGERS',\n",
       " 'EDUCATION ADMINISTRATORS, ELEMENTARY AND SECONDARY SCHOOL',\n",
       " 'FOREIGN LANGUAGE AND LITERATURE TEACHERS, POSTSECONDARY',\n",
       " 'MECHANICAL ENGINEERS, NON R&D',\n",
       " 'SALES ENGINEERS',\n",
       " 'SALES REPRESENTATIVES, TECHNICAL PRODUCTS',\n",
       " 'ARCHITECTURAL & ENGINEERING MANGERS',\n",
       " 'INSPECTORS, TESTERS, SORTERS, SAMPLERS, AND',\n",
       " 'RECREATION AND FITNESS STUDIES TEACHERS, POSTSECON',\n",
       " 'COMMUNITY AND SOCIAL SERVICE SPECIALISTS, ALL',\n",
       " 'BIOSTATISTICIAN',\n",
       " 'PEDIATRICIAN',\n",
       " 'FIRST-LINE SUPERVISORS OF OFFICE AND ADMINISTRATIVE SUPPORT WORKERS',\n",
       " 'SALES REPRESENTATIVES, WHOLESALE AND MANUFACT',\n",
       " 'FIRST-LINE SUPERVISORS OF PRODUCTION AND OPERATING',\n",
       " 'SOCIAL AND HUMAN SERVICE ASSISTANTS',\n",
       " 'ART DIRECTOR',\n",
       " 'OCCUPATIONAL THERAPISTS',\n",
       " 'ELETRICAL ENGINEERS',\n",
       " 'SOCIAL SCIENCE RESEARCH ASSISTANTS',\n",
       " 'PRINTING PRESS OPERATORS',\n",
       " 'DIETETIC TECHNICIANS',\n",
       " 'COOKS, FAST FOOD',\n",
       " 'IT PROJECT MANAGERS',\n",
       " 'DATABASE ADMINISTRATOR',\n",
       " 'PHILOSOPHY AND RELIGION TEACHERS, POSTSECONDARY',\n",
       " 'SEC, COMMODIT, AND FINANCIAL SERVICES SALES AGENTS',\n",
       " 'TEXTILE, APPAREL, AND FURNISHINGS WORKERS, ALL',\n",
       " 'CONSTRUCTION AND BUILDING INSPECTORS',\n",
       " 'CIVIL ENGINEER',\n",
       " 'BIOCHEMIST & BIOPHYSICIST',\n",
       " 'PROPERTY, REAL ESTATE, AND COMMUNITY ASSOCIATION M',\n",
       " 'CAREER/TECHNICAL EDUCATION TEACHERS, SECONDARY',\n",
       " 'INVESTMENT FUND MANAGERS',\n",
       " 'CRIMINAL JUSTICE AND LAW ENFORCEMENT TEACHERS, POSTSECONDARY',\n",
       " 'AUDIO-VISUAL AND MULTIMEDIA COLLECTIONS',\n",
       " 'SOFTWARE QUALITY ASSURANACE ENGINEERS AND TESTERS',\n",
       " 'LEGAL SECRETARIES',\n",
       " 'FABRIC AND APPAREL PATTERNMAKERS',\n",
       " 'MECHANICAL ENGINEERS, NON R&AMP;D',\n",
       " 'COMPUTER NETWORK SUPPORT SPECIALISTS',\n",
       " 'PRODUCTION WORKERS, ALL OTHER',\n",
       " 'POSTSECONDARY TEACHERS, ALL OTHER',\n",
       " 'HEAVY AND TRACTOR-TRAILER TRUCK DRIVERS',\n",
       " 'FOOD BATCHMAKERS',\n",
       " 'SOFTWARE QUALITY ASSURANCE ENGIENERS AND TESTERS',\n",
       " 'SECURITIES COMMODITIES FINANCIAL SERV SALES AGENTS',\n",
       " 'MEETING, CONVENTION, AND EVENT PLANNERS',\n",
       " 'SECONDARY SCHOOL TEACHERS, EXCEPT SPECIAL AND',\n",
       " 'ATMOSPHERIC AND SPACE SCIENTISTS',\n",
       " 'DESIGNERS, ALL OTHER',\n",
       " 'FIRST-LINE SUPERVISORS OF TRANSPORTATION AND',\n",
       " 'PURCHASING AGENTS EXCEPT WHOLESALE RETAIL & FARM P',\n",
       " 'SKINCARE SPECIALISTS',\n",
       " 'PURCHASING AGENTS, EXCEPT WHOLESALE',\n",
       " 'MATERIALS ENGINEER',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS: 15-1132',\n",
       " 'FARM AND HOME MANAGEMENT ADVISORS',\n",
       " 'COMPUTER SYSTEMS ENGINEERS/ ARCHITECTS',\n",
       " 'TELECOMMUNICATIONS EQUIPMENT INSTALLERS AND',\n",
       " 'MATERIAL SCIENTISTS',\n",
       " 'FINANCIAL CLERKS, ALL OTHER',\n",
       " 'MUSIC DIRECTORS AND COMPOSERS',\n",
       " 'BILLING AND POSTING CLERKS',\n",
       " 'OFFICE CLERKS, GENERAL',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS, NON R&AMP;D',\n",
       " 'COMPUTER PROGRAMMER',\n",
       " 'ORTHODONTISTS',\n",
       " 'QUALITY CONTROL SYSTEMS MANAGERS',\n",
       " 'ENGINEERS, ALL OTHER',\n",
       " 'MARKET RESEARCH ANALYST AND MARKETING SPECIALISTS',\n",
       " 'PARALEGALS AND LEGAL ASSISTANTS*',\n",
       " 'COMMERICAL AND INDUSTRIAL DESIGNERS',\n",
       " 'INDUSTRIAL PRODUCTIONS MANAGERS',\n",
       " 'FRAUD EXAMINERS, INVESTIGATORS AND ANALYSTS',\n",
       " 'COMPUTER SOFTWARE ENGINEERS, SYSTEMS SOFTWARE',\n",
       " 'CLAIMS ADJUSTERS, EXAMINERS, AND INVESTIGATORS',\n",
       " 'MANAGMENT ANALYSTS',\n",
       " 'MANAGEMENT ANALYTST',\n",
       " 'MUSICIANS AND SINGERS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS.',\n",
       " 'TRAINING AND DEVELOPMENT SPECIALISTS',\n",
       " 'FINANCIAL MANAGERS 11-3031.01',\n",
       " 'FIRST-LINE SUPERVISORS OF MECHANICS, INSTALLERS, AND REPAIRERS',\n",
       " 'CONSTRUCTION AND RELATED WORKERS, ALL OTHER',\n",
       " 'SPEECH AND LANGUAGE PATHOLOGISTS',\n",
       " 'NETWORK AND COMPUTER SYSTEMS ADMINISTRATORS*',\n",
       " 'COSTUME ATTENDANTS',\n",
       " 'HOSTS AND HOSTESSES, RESTAURANT, LOUNGE, AND COFFEE SHOP',\n",
       " 'ANTHROPOLOGY AND ARCHEOLOGY TEACHERS, POSTSECONDAR',\n",
       " 'WOODWORKING MACHINE SETTERS, OPERATORS, AND',\n",
       " 'COMPUTER SYSTEMS ANLAYSTS',\n",
       " 'HELPERS--INSTALLATION, MAINTENANCE, AND REPAIR WORKERS',\n",
       " 'ELECTRONICS ENGINEERS,  EXCEPT COMPUTER',\n",
       " 'RISK MANAGEMENT SPECIALIST',\n",
       " 'CREDIT COUNSELORS',\n",
       " 'ENTERTAINERS AND PERFORMERS, SPORTS AND RELATED WO',\n",
       " 'NATURAL SCIENCES MANAGERS',\n",
       " 'GRAPHIC DESIGNER',\n",
       " 'COMPUTER SUPPORT SPECIALISTS',\n",
       " 'AREA, ETHNIC, AND CULTURAL STUDIES TEACHERS,',\n",
       " 'MEDICAL SCIENTISTS, EXCEPT EPIDEMIOLOGISTS',\n",
       " 'MECHANICAL ENGINEERS, R&D',\n",
       " 'ATMOSPHERIC, EARTH, MARINE, SPACE SCIENCES TEACHER',\n",
       " 'COMPUTERS SYSTEMS ENGINEERS/ARCHITECTS',\n",
       " 'GEOSCIENTISTS, EXCEPT HYDROLOGISTS & GEOGRAPHERS',\n",
       " 'TRAVEL AGENTS',\n",
       " 'MEDIA AND COMMUNICATION WORKERS, ALL OTHER',\n",
       " 'PHYSICIANS AND SURGEONS, ALL OTHER',\n",
       " 'COMPENSATION, BENEFITS, AND JOB ANALYSIS SPECIALIS',\n",
       " 'FIRST LINE SUPERVISORS OF FARMING, FISHING, AND FO',\n",
       " 'MATERIALS SCIENTIST',\n",
       " 'FOREIGN LANGUAGE & LITERATURE TEACHERS, POSTSECON',\n",
       " 'HEALTH DIAGNOSING AND TREATING PRACTITIONERS, ALL',\n",
       " 'AUDIO-VISUAL AND MULTIMEDIA COLLECTIONS SPECIALISTS',\n",
       " 'FINE ARTISTS, INCLUDING PAINTERS, SCULPTORS, AND ILLUSTRATORS',\n",
       " 'EXECUTIVE SECRETARIES AND EXECUTIVE ADMINISTRATIVE ASSISTANTS',\n",
       " 'FARMERS, RANCHERS, AND OTHER AGRICULTURAL MANAGERS',\n",
       " 'PROCUREMENT CLERKS',\n",
       " 'AREA, ETHNIC AND CULTURAL STUDIES TEACHERS, POSTSE',\n",
       " 'SECRETARIES AND ADMINISTRATIVE ASSISTANTS, EXCEPT LEGAL, MEDICAL, AND EXECUTIVE',\n",
       " 'MULTIMEDIA ARTISTS AND ANIMATORS',\n",
       " 'THERAPISTS, ALL OTHER',\n",
       " 'ECONOMISTS',\n",
       " 'CAREER/TECHNICAL EDUCATION TEACHERS, MIDDLE SCHOOL',\n",
       " 'COMPUTER NETWORK SUPPORTS SPECIALIST',\n",
       " 'CHEMISTRY TEACHERS, POSTSECONDARY',\n",
       " 'HAIRDRESSERS, HAIRSTYLISTS, AND COSMETOLOGISTS',\n",
       " 'SECURITIES,COMMODITIES,FINANCIALSERVICESSALESAGENT',\n",
       " 'COMMERCIAL AND INDUSTRIAL DEISGNERS',\n",
       " 'MATHEMATICAL TECHNICIANS',\n",
       " 'COMPUTER SYSTEMS ANALYS',\n",
       " 'SOFTWARE DEVELOPERS, APPPLICATIONS',\n",
       " 'MINING AND GEOLOGICAL ENGINEERS, INCLUDING MINING SAFETY ENGINEERS',\n",
       " 'LODGING MANAGERS',\n",
       " 'EDUCATION, TRAINING, AND LIBRARY WORKERS, ALL',\n",
       " 'COMPUTER AND INFORMATION SYSTEM MANAGERS',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEMS SOFTWARE, R&D',\n",
       " 'BUYERS AND PURCHASING AGENTS, FARM PRODUCTS',\n",
       " 'MANAGEMENT ANALYST',\n",
       " 'PRODUCERS AND DIRECTORS',\n",
       " 'HUMAN RESOURCES ASSISTANTS, EXCEPT PAYROLL AND',\n",
       " 'AREA, ETHNIC, & CULTURAL TEACHERS, POSTSECONDARY',\n",
       " 'ELECTRONICS ENGINEERS, EXPERT COMPUTER',\n",
       " 'FOREIGN LANGUAGE &  LITERATURE TEACHERS, POSTSECON',\n",
       " 'MECHANICAL ENGINEER',\n",
       " 'INFORMATION SECURITY ANALYSTS, WEB DEVELOPERS, AND',\n",
       " 'MARKET RESEARCH ANALYSTS',\n",
       " 'COMPUTER PROGRAMMERS / ANALYST',\n",
       " 'SOFTWARE DEVELOPERS',\n",
       " 'FOREIGN LANGUATE & LITERATURE TEACHERS, POSTSECOND',\n",
       " 'HISTORY TEACHERS, POSTSECONDARY',\n",
       " 'COMMUNITY AND SOCIAL SERVICE SPECIALISTS, ALL OTHE',\n",
       " 'FOREST AND CONSERVATION WORKERS',\n",
       " 'RISK MANAGEMENT SPECIALISTS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICTAIONS',\n",
       " 'ENVIRONMENTAL SCIENTISTS AND SPECIALISTS, INCLUDING HEALTH',\n",
       " 'DENTIST, GENERAL',\n",
       " 'MEDICAL SCIENTIST, EXCEPT EPIDEMIOLOGISTS',\n",
       " 'PUBLIC RELATIONS SPECIALIST',\n",
       " 'OPERATIONS REASEARCH ANALYST',\n",
       " 'HEALTHCARE SUPPORT WORKERS, ALL OTHER',\n",
       " 'PARALEGALS AND LEGAL ASSISTANTS',\n",
       " 'ACTUARIES',\n",
       " 'SOFTWARE DEVELOPERS,APPLICATIONS',\n",
       " 'OCCUPATIONAL HEALTH AND SAFETY TECHNICIANS',\n",
       " 'CONSTRUCTION MANAGER',\n",
       " 'FUNDRAISERS',\n",
       " 'NURSE MIDWIVES',\n",
       " 'ARCHITECTS',\n",
       " 'HEALTHCARE PRACTITIONERS AND TECHNICAL WORKERS, AL',\n",
       " 'SURVEY RESEARCHERS',\n",
       " 'PHOTOGRAPHIC PROCESS WORKERS AND PROCESSING',\n",
       " 'WATCH REPAIRERS',\n",
       " 'ROBOTICS ENGINEERS',\n",
       " 'COMPUTER SYSTEMS ENGINEERS, ARCHITECTS',\n",
       " 'PUBLIC RELATIONS AND FUNDRAISING MANAGERS',\n",
       " 'CIVIL ENGINEERS, R&D',\n",
       " 'COMMUNICATIONS STUDIES TEACHERS, POSTSECONDARY',\n",
       " 'NUCLEAR TECHNICIANS',\n",
       " 'FINANCIAL ANALYST',\n",
       " 'COMPUTER AND INFORMATION SYSTEMS',\n",
       " 'AREA, ETHNIC, AND CULTURAL STUDIES TEACHERS, POSTS',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SERVICE SAL',\n",
       " 'COMPUTER PROGRAMMERS, NON R&AMP;D',\n",
       " 'EDUCATION, TRAINING, & LIBRARY WORKERS, ALL OTHER',\n",
       " 'HEALTH SPECIALITY TEACHER',\n",
       " 'ENGLISH LANGUAGE & LIT TEACHERS, POSTSECONDARY',\n",
       " 'INTERIOR DESIGNERS',\n",
       " 'COMPUTER SOFTWARE ENGINEERS, APPLICATIONS',\n",
       " 'HEALTHCARE PRACTITIONERS AND TECHNICAL WORKERS,',\n",
       " 'POSTSECONDARY TEACHERS, ALL OTHERS',\n",
       " 'ENGLISH LANGUAGE AND LITERATURE TEACHERS,',\n",
       " 'FOOD SCIENTISTS AND TECHNOLOGISTS',\n",
       " 'DENTAL ASSISTANTS',\n",
       " 'MILLWRIGHTS',\n",
       " 'COMMERCIAL & INDUSTRIAL DESIGNERS',\n",
       " 'SYSTEMS ENGINEERS/ARCHITECTS',\n",
       " 'AGRICULTURAL WORKERS, ALL OTHER',\n",
       " 'PURCHASING AGNT,EXCEPT WHOLESALE,RETAIL&FARM PRODT',\n",
       " 'SECURITIES,COMMODITIES,FINANCIAL SVS SALES AGENT',\n",
       " 'AGRICULTURAL INSPECTORS',\n",
       " 'SOFTWARE DEVELOERS, APPLICATIONS',\n",
       " 'SUPERVISORS OF CONSTRUCTION AND EXTRACTION WORKERS',\n",
       " 'CHEMICAL ENGINEERING',\n",
       " 'FOREIGN LANG & LITERATURE TEACHERS, POSTSECONDARY',\n",
       " 'CLAIMS EXAMINERS, PROPERTY AND CASUALTY INSURANCE',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS',\n",
       " 'COMMODITIES, AND FINANCIAL SERVICES SALES AGENTS',\n",
       " 'MEDICAL SCIENTISTS, EXCEPT EPIDEMIOLOGIST',\n",
       " 'MEDICAL SECRETARIES',\n",
       " 'MECHANICAL ENGINEERING TECHNICIANS',\n",
       " 'AUTOMOTIVE ENGINEER',\n",
       " 'COUNTER ATTENDANTS, CAFETERIA, FOOD CONCESSION,',\n",
       " 'FOREST AND CONSERVATION TECHNICIANS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS, NON R&D',\n",
       " 'ATMOSPHERIC, EARTH, MARINE, AND SPACE SCIENCES',\n",
       " 'SECURITY GUARDS',\n",
       " 'SOCIOLOGISTS',\n",
       " 'RESIDENTIAL ADVISORS',\n",
       " 'SECURITIES COMMODITIES FIN SERVICES SALES AGENTS',\n",
       " 'SYSTEMS ADMINISTRATOR',\n",
       " 'COMPUTER PROGRAMERS',\n",
       " 'RESERVATION AND TRANSPORTATION TICKET AGENTS AND TRAVEL CLERKS',\n",
       " 'HEALTH DIAGNOSING & TREATING PRACTITIONERS, ALL OT',\n",
       " 'EARTH DRILLERS, EXCEPT OIL AND GAS',\n",
       " 'MEDICAL SCIENTIST, EXCEPT EPIDEMIOLOGIST',\n",
       " 'GEOGRAPHY TEACHERS, POSTSECONDARY',\n",
       " 'SOCIAL SCIENCES TEACHERS, POSTSECONDARY',\n",
       " 'ELECTRICAL ENGINEER',\n",
       " 'MANUFACTURING ENGINEERS',\n",
       " 'ENGLISH LANGUAGE & LITERATURE TEACHERS',\n",
       " 'MARKETING SPECIALISTS',\n",
       " 'PSYCHIATRIC TECHNICIANS',\n",
       " 'SECURITIES,COMMODITIES&FINANCIAL SRVS SALES AGENTS',\n",
       " 'COMPUTER OCCUPATIONS, ALL OTHER',\n",
       " 'ENGINEERING TECHNICIANS, EXCEPT DRAFTERS, ALL',\n",
       " 'ATMOSPHERIC, EARTH, MARINE, AND SPACE SCIENCES TEACHERS, POSTSECONDARY',\n",
       " 'COMPUTER SYSTEMS ANALYSTS, NON R&AMP;D (ACWIA',\n",
       " 'FORESTRY AND CONSERVATION SCIENCE TEACHERS, POSTSECONDARY',\n",
       " 'MENTAL HEALTH COUNSELORS',\n",
       " 'MATERIALS SCIENTISTS',\n",
       " 'PHARMACY AIDES',\n",
       " 'MPUTER OCCUPATIONS, ALL OTHER',\n",
       " 'AIRCRAFT STRUCTURE, SURFACES, RIGGING, AND SYSTEMS ASSEMBLERS',\n",
       " 'CHEMICAL ENGINEERS',\n",
       " 'COMPLIANCE MANAGERS',\n",
       " 'UROLOGISTS',\n",
       " 'INFORMATION TECHNOLOGY PROJECT MANAGER',\n",
       " 'ZOOLOGISTS AND WILDLIFE BIOLOGISTS',\n",
       " 'CHOREOGRAPHERS',\n",
       " 'ELECTRICAL ENGINEERS, R&D',\n",
       " 'EXERCISE PHYSIOLOGISTS',\n",
       " 'COMPUTER APPLICATIONS, ALL OTHERS',\n",
       " 'BIOLOGICAL SCIENTISTS',\n",
       " 'INDUSTRIAL PRODUCTION MANAGER',\n",
       " 'PHYSICIAN AND SURGEONS, ALL OTHER',\n",
       " 'SOFTWARE DEVELOPERS, SOFTWARE SYSTEMS',\n",
       " 'AUTOMOTIVE BODY AND RELATED REPAIRERS',\n",
       " 'NURSING INSTRUCTORS AND TEACHERS, POSTSECONDARY',\n",
       " 'ARCHITECTURAL AND ENGINEERING MANAGERS',\n",
       " 'COMPUTER SYSTEMS ANALYST',\n",
       " 'ENVIRONMENTAL SCIENCE TEACHERS, POSTSECONDARY',\n",
       " 'OBSTETRICIANS AND GYNECOLOGISTS',\n",
       " 'EDUCATIONAL, GUIDANCE, SCHOOL, AND VOCATIONAL',\n",
       " 'LOGISTICS ENGINEERS',\n",
       " 'APPRAISERS AND ASSESSORS OF REAL ESTATE',\n",
       " 'AIRCRAFT CARGO HANDLING SUPERVISSORS',\n",
       " 'PLUMBERS, PIPEFITTERS, AND STEAMFITTERS',\n",
       " 'NETWORK SECURITY ANALYSTS',\n",
       " 'INDUSTRIAL ENGINEER',\n",
       " 'SPECIAL EDUCATION TEACHERS, KINDERGARTEN AND ELEME',\n",
       " 'STRUCTURAL METAL FABRICATORS AND FITTERS',\n",
       " 'PRESCHOOL TEACHERS, EXCEPT SPECIAL EDUCATION',\n",
       " 'RECREATION WORKERS',\n",
       " 'PERSONAL CARE AND SERVICE WORKERS, ALL OTHER',\n",
       " 'COMPUTER OCCUPATIONS, ALL OTHERS',\n",
       " 'ADVERTISING AND PROMOTIONS MANAGERS',\n",
       " 'AEROSPACE ENGINEERING AND OPERATIONS TECHNICIANS',\n",
       " 'SQA ENGINEERS AND TESTERS',\n",
       " 'WAITERS AND WAITRESSES',\n",
       " 'FINANCIAL QUANTITATIVE ANALYSTS',\n",
       " 'LOGISTICIANS',\n",
       " 'SOCIAL WORK TEACHERS, POSTSECONDARY',\n",
       " '15-2031',\n",
       " 'ENGINEERING TEACHERS, POSTSECONDARY',\n",
       " 'COMPUTER & INFORMATION SYSTEMS MANAGERS',\n",
       " 'SPECIAL EDUCATION TEACHERS, PRESCHOOL, KINDERGARTE',\n",
       " 'TOUR GUIDES AND ESCORTS',\n",
       " 'MARKET RESEARCH ANALYSTS AND MARKETING',\n",
       " 'REGULATORY AFFAIRS SPECALISTS',\n",
       " 'FINANCIAL MANAGERS, BRANCH OR DEPARTMENT',\n",
       " 'HUMAN RESOURCES SPECIALIST',\n",
       " 'COMPUTER SYTSEMS ANALYSTS',\n",
       " 'INTERNIST',\n",
       " 'FIRST-LINE SUPERVISORS OF NON-RETAIL SALES WORKERS',\n",
       " 'LOSS PREVENTION MANAGERS',\n",
       " 'MDL SCHL TEACHERS, EXCPT SPEC CAR/TECH EDUCATION',\n",
       " 'SALES AND RELATED WORKERS, ALL OTHER',\n",
       " 'INTERIOR DESIGNER',\n",
       " 'COOKS, ALL OTHER',\n",
       " 'GENETICISTS',\n",
       " 'FIRST-LINE SUPERVISORS OF RETAIL SALES WORKERS',\n",
       " 'ARTISTS AND RELATED WORKERS, ALL OTHER',\n",
       " 'COMMERCIAL AND INDUSTRIAL DESIGNERS',\n",
       " 'PURCHASING AGENTS, EXCEPT WHOLESALE, RETAIL, AND F',\n",
       " 'EDUCATION ADMINISTRATORS, PRESCHOOL AND CHILDCARE',\n",
       " 'AIRFIELD OPERATIONS SPECIALISTS',\n",
       " 'PHYSICISTS',\n",
       " 'COMPUTER OCCUPATIONS, ALL OTHER*',\n",
       " 'SOFTWARE DEVELOPERS, APPLICANTIONS',\n",
       " 'COMP, BENEFITS, AND JOB ANALYSIS SPECIALISTS',\n",
       " 'MEDICAL EQUIPMENT REPAIRERS',\n",
       " 'RESERVATION AND TRANSPORTATION TICKET AGENTS AND',\n",
       " 'COMMUNITY HEALTH WORKERS',\n",
       " 'SECURITIES, COMMODITIES, FIN. SERV. SALES AGENTS',\n",
       " 'SECONDARY SCHOOL TEACHERS, EXCEPT SPECIAL',\n",
       " 'COPYWRITERS',\n",
       " 'FORENSIC SCIENCE TECHNICIANS',\n",
       " 'PUBLIC RELATIONS SPECIALISTS',\n",
       " 'PHARMACISTS',\n",
       " 'SALES ENGINNERS',\n",
       " 'SEARCH MARKETING STRATEGISTS',\n",
       " 'SECUR, COMMOD, FIN SERVS, SALES AGENTS',\n",
       " 'AGENTS AND BUSINESS MANAGERS OF ARTISTS, PERFORMERS, AND ATHLETES',\n",
       " 'ARCHITECTURAL AND CIVIL DRAFTERS',\n",
       " 'FAMILY AND GENERAL PRACTIONERS',\n",
       " 'SECURITIES COMMODITIES FINANCIAL SERVS SALES AGENT',\n",
       " 'MECHANICAL ENGINEERS, NON-R&D',\n",
       " 'BUSINESS OPERATIONS SPECIALISTS, ALL OTHER',\n",
       " 'FOREIGN LANGUAGE & LITERATURE TEACHERS, POSTSECOND',\n",
       " 'PHYSICAL THERAPIST AIDES',\n",
       " 'PHOTONICS ENGINEER',\n",
       " 'LOCKSMITHS AND SAFE REPAIRERS',\n",
       " 'SALES REPRESENTATIVES OF SERVICES, EXCEPT ADVERTISING, INSURANCE, TRAVEL, AND FINANCIAL SERVICES',\n",
       " 'PYSCHOLOGISTS, ALL OTHER',\n",
       " 'INFORMATION TECHNOLOGY PROJECT MANAGERS',\n",
       " 'MECHANCIAL ENGINEERS',\n",
       " 'ADULT BASIC AND SECONDARY EDUCATION AND LITERACY',\n",
       " 'CONSTRUCTIONS MANAGERS',\n",
       " 'CHEFS AND HEAD COOKS',\n",
       " 'SECURITIES, COMMODITIES AND SALES AGENTS',\n",
       " 'OCCUPATIONAL HEALTH AND SAFETY SPECIALISTS',\n",
       " 'ELECTRONIC ENGINEERS, EXCEPT COMPUTER, R&D',\n",
       " 'AGRICULTURAL ENGINEERS',\n",
       " 'SUPPLY CHAIN MANAGERS',\n",
       " 'ENVIRONMENTAL ENGINEERING TECHNICIANS',\n",
       " 'MECHANICAL DRAFTERS',\n",
       " 'SET AND EXHIBIT DESIGNERS',\n",
       " 'TRAINING AND DEVELOPMENT MANAGERS',\n",
       " 'GENETIC COUNSELORS',\n",
       " 'TRANSPORTATION MANAGERS',\n",
       " 'ENVIRONMENTAL SCIENTISTS AND SPECIALISTS,',\n",
       " 'COMPUTER AND INFORMATION SYSTEMS MANAGER',\n",
       " 'LODGING MANAGER',\n",
       " 'AREA, ETHNIC, AND CULTURAL STUDIES TEACHERS',\n",
       " 'COMPUTER HARDWARE ENGINEERS, R&D',\n",
       " 'EDUCATIONAL, GUIDANCE, SCHOOL, AND VOCATIONAL COUN',\n",
       " 'COMPUTER APPLICATIONS, ALL OTHER',\n",
       " 'CLINICAL RESEARCH COORDINATOR',\n",
       " 'MUSICAL INSTRUMENT REPAIRERS AND TUNERS',\n",
       " 'CREDIT ANALYST',\n",
       " 'FIRST-LINE SUPERVISORS OF LANDSCAPING, LAWN',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEMS SOFTWARE',\n",
       " 'BUSINESS INTELLIGENCE ANALYST',\n",
       " 'COMPUTER SYTEMS ANALYSTS',\n",
       " 'FLORAL DESIGNERS',\n",
       " 'MEDICAL AND HEALTH SERVICE MANAGERS',\n",
       " 'TELEMARKETERS',\n",
       " 'SOLAR PHOTOVOLTAIC INSTALLERS',\n",
       " 'ELEMENTARY SCHOOL TEACHER',\n",
       " 'INFORMATION AND RECORD CLERKS, ALL OTHER',\n",
       " 'SOCIAL WORKERS, ALL OTHER',\n",
       " 'PSYCHIATRISTS',\n",
       " 'COMPUTER SYSTEMS ANALYSTS, NON R&AMP;D',\n",
       " 'LAWYERS',\n",
       " 'HARDWARD ENGINEERS',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTERS',\n",
       " 'GRADUATE TEACHING ASSISTANTS',\n",
       " 'CIVIL ENGINEERING TECHNICIANS',\n",
       " 'HEATING, AIR CONDITIONING, AND REFRIGERATION',\n",
       " 'COPY WRITERS',\n",
       " 'NURSE ANESTHETISTS',\n",
       " 'REAL ESTATE SALES AGENTS',\n",
       " 'QUALITY CONTROL ANALYSTS',\n",
       " 'REHABILITATION COUNSELORS',\n",
       " 'INTERNIST, GENERAL',\n",
       " 'COMPUTER SYSTEMS ENGINEERS',\n",
       " 'ARCHITECTS, EXCEPT LANDSCAPE AND NAVAL',\n",
       " 'SOFTWARE DEVELPERS,APPLICATIONS',\n",
       " 'SURGEONS',\n",
       " 'ENERGY ENGINEERS',\n",
       " 'CIVIL ENGINEERS, R&AMP;D',\n",
       " 'INDUSTRIAL ENGINEERING TECHNICIANS',\n",
       " 'FIANCIAL ANALYST',\n",
       " 'DIETITIANS AND NUTRITIONISTS',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SERVICES SA',\n",
       " 'RECREATIONAL THERAPISTS',\n",
       " 'ENGLISH LANGUAGE AND LITERATURE TEACHERS, POSTSECO',\n",
       " 'BIOMEDIAL ENGINEERS',\n",
       " 'LOGISTICS ANALYSTS',\n",
       " 'COMPUTER PROGRAMMERS',\n",
       " 'FINANCIAL SPECIALISTS, ALL OTHER',\n",
       " '15-1121',\n",
       " 'BIOSTATISTICIANS',\n",
       " 'COMPUTER & INFORMATION RESEARCH SCIENTISTS',\n",
       " 'MARKETING MANAGER',\n",
       " 'EMERGENCY MANAGEMENT DIRECTORS',\n",
       " 'PEDIATRICIANS, GENERAL',\n",
       " 'COMMERCIAL AND INDUSTRIAL DESIGNER',\n",
       " 'CLINCAL RESEARCH COORDINATORS',\n",
       " 'RETAIL SALESPERSONS',\n",
       " 'FINANCIAL ANALYSTS',\n",
       " 'MIDDLE SCHOOL TEACHERS, EXCEPT SPECIAL AND CAREER/TECHNICAL EDUCATION',\n",
       " 'LIFE, PHYSICAL, AND SOCIAL SCIENCE TECHNICIANS,',\n",
       " 'LOGISTICIAN',\n",
       " 'FIRST-LINE SUPERVISORS OF PRODUCTION AND OPERATING WORKERS',\n",
       " 'CHIROPRACTORS',\n",
       " 'REMOTE SENSING SCIENTISTS AND TECHNOLOGISTS',\n",
       " 'EDITORS',\n",
       " 'ARCHIVISTS',\n",
       " 'LABOR RELATIONS SPECIALISTS',\n",
       " 'URBAN AND REGIONAL PLANNERS',\n",
       " 'HOME ECONOMICS TEACHERS, POSTSECONDARY',\n",
       " 'NEUROLOGISTS',\n",
       " 'MARRIAGE AND FAMILY THERAPISTS',\n",
       " 'ATMOSPHERIC, EARTH, MARINE, AND SPACE SCIENCES TEA',\n",
       " 'ELECTRIAL ENGINEERS',\n",
       " 'NANOSYSTEMS ENGINEERS',\n",
       " 'SOCIAL SCIENCES TEACHERS, POSTSECONDARY, ALL OTHER',\n",
       " 'PHOTOGRAPHERS',\n",
       " 'MEDICAL SCIENTISTS EXCEPT EPIDEMIOLOGISTS',\n",
       " 'RADIATION THERAPISTS',\n",
       " 'ACCOUNTANTS',\n",
       " 'COMPUTER OCCUPTATIONS, ALL OTHER',\n",
       " 'BIOLOGICAL TECHNCIANS',\n",
       " 'SOCIAL SCIENCE TEACHERS, POSTSECONDARY, ALL OTHER',\n",
       " 'ENGINEERING TECHNICIANS, EXCEPT DRAFTERS,ALL OTHER',\n",
       " '17-2141',\n",
       " 'VETERINARIANS',\n",
       " 'BUSINESS OPERATIONS SPECIALISTS, ALL OTHER*',\n",
       " 'SOFTWARE DEVELOPERS, SYSTEMS SOFTWARE, NON R&D',\n",
       " 'FOOD PROCESSING WORKERS, ALL OTHER',\n",
       " 'AIRLINE PILOTS, COPILOTS, AND FLIGHT ENGINEERS',\n",
       " 'CREDIT ANALYSTS',\n",
       " 'SOFTWARE DEVELOPERS, APPLICATIONS, R&AMP;D',\n",
       " 'FIRST-LINE SUPERVISORS OF PERSONAL SERVICE WORKERS',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL',\n",
       " 'COMPUTER SCIENCE TEACHERS, POSTSECONDARY',\n",
       " 'COUNSELORS, ALL OTHER',\n",
       " 'FOREIGN LANGUAGE AND LITERATURE TEACHERS',\n",
       " 'LEGAL SUPPORT WORKERS',\n",
       " 'SECURITIES, COMMODITIES, AND FINANCIAL SA',\n",
       " 'ELEMENTARY SCHOOL TEACHERS, EXCEPT SPECIAL EDUCATI',\n",
       " 'LIFE SCIENTISTS, ALL OTHER',\n",
       " 'SPECIAL EDUCATION TEACHERS, MIDDLE SCHOOL',\n",
       " 'CIVIL ENGINEERS',\n",
       " 'ELECTRICAL AND ELECTRONIC ENGINEERING TECHNICIANS',\n",
       " 'MATERIALS ENGINEERS',\n",
       " 'ENGINEERS,ALL OTHER',\n",
       " 'ARCHITECTS, EXCEPT LANDSCAPE AND NAVAL.',\n",
       " 'AUTOMOTIVE ENGINEERS',\n",
       " 'COMPUTER AND INFORMATION SCIENTISTS, RESEARCH',\n",
       " 'ELEMENTARY SCHOOL TEACHERS',\n",
       " 'ELECTRICAL ENGINEERS',\n",
       " 'DENTISTS, GENERAL',\n",
       " 'WEB DEVELOPERS',\n",
       " 'THERAPISTS, ALL OTHER*',\n",
       " 'BIOMEDICAL ENGINEERS',\n",
       " 'CAMERA OPERATORS, TELEVISION, VIDEO, AND MOTION PICTURE',\n",
       " 'MATHEMATICIAN',\n",
       " 'ADVERTISING SALES AGENTS',\n",
       " 'COMPUTER OCCUPATION, ALL OTHER',\n",
       " 'ELECTRONICS ENGINEERS, EXCEPT COMPUTER',\n",
       " 'ELEMENTARY SCHOOL TEACHERS, EXCEPT SPECIAL EDUCATION',\n",
       " 'MARKETING  MANAGERS',\n",
       " 'FAMILY AND GENERAL PRACTITIONERS',\n",
       " 'SOCIOLOGY TEACHERS, POSTSECONDARY',\n",
       " 'MARINE ENGINEERS AND NAVAL ARCHITECTS',\n",
       " 'SOFTWARE DEVELOPERS, APLICATIONS',\n",
       " 'SECURITIES,COMMODITIES,FINANCIALSRVICESSALESAGENTS',\n",
       " 'BIOCHEMICAL ENGINEERS',\n",
       " 'FIRST-LINE SUPERVISORS OF FOOD PREPARATION AND SER',\n",
       " 'SOFTWARE DEVELOPERS, APPLICAIONS',\n",
       " 'HEALTH TECHNOLOGISTS AND TECHNICIANS, ALL OTHER',\n",
       " 'SPECIAL EDUCATION TEACHERS, KINDERGARTEN AND',\n",
       " 'TRANSPORTATION, STORAGE, AND DISTRIBUTION MANAGERS',\n",
       " 'PATHOLOGISTS',\n",
       " 'APPLICATION PROGRAMMER',\n",
       " 'BARTENDERS',\n",
       " 'FITNESS AND WELLNESS COORDINATORS',\n",
       " 'ENGINEERING TECHNICIANS, EXCEPT DRAFTERS, ALL OTHE',\n",
       " 'TRAVEL GUIDES',\n",
       " ...}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "set(data1[\"SOC_NAME\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "cell_id": "00005-139b7337-bb56-4e98-92a8-f88f8069cade",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 729,
    "execution_start": 1630431521389,
    "source_hash": "5f34b8fb",
    "tags": []
   },
   "outputs": [],
   "source": [
    "data1.dropna(inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "cell_id": "00006-966fd2b6-66aa-4a0c-a3d1-d831bd76f13f",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 567,
    "execution_start": 1630431522121,
    "source_hash": "c953ae0a",
    "tags": []
   },
   "outputs": [],
   "source": [
    "data1['SOC_NAME'] = data1['SOC_NAME'].str.replace('  ',' ')\n",
    "#data1['SOC_NAME'] = data1['SOC_NAME'].str.replace('WORKERS,','WORKERS')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "cell_id": "00008-2f9e599b-6bf4-46ab-814e-4227742446cf",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 11,
    "execution_start": 1630431523482,
    "source_hash": "1dfc8502",
    "tags": []
   },
   "outputs": [],
   "source": [
    "data1.YEAR = data1.YEAR.astype(str)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "cell_id": "00007-2be2bb46-dd39-4ee4-940c-a984cc2db479",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 122,
    "execution_start": 1630431523545,
    "source_hash": "b41fb7c9",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 265,
       "width": 450
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "#print(females[\"Survived\"].value_counts())\n",
    "\n",
    "#sns.kdeplot(females['Age'], label = 'all females', shade = False, alpha = 0.8)\n",
    "#sns.kdeplot(survived_females['Age'], label = 'survived females', shade = False, alpha = 0.8)\n",
    "\n",
    "# label the plot\n",
    "#plt.xlabel('City', size = 20)\n",
    "#plt.ylabel('Density', size = 20)\n",
    "#plt.title('Density Plot of Female Titanic Passengers by Age', size = 20)\n",
    "\n",
    "\n",
    "#print(data1['SOC_NAME'][\"PREVAILING_WAGE\"].value_counts())\n",
    "\n",
    "plt.bar('SOC_NAME','PREVAILING_WAGE')\n",
    "plt.title('Salário por cargo')\n",
    "#plt.xlabel('SOC_NAME')\n",
    "#plt.ylabel('PREVAILING_WAGE')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "cell_id": "00008-0eac45d1-d17c-4ae9-865f-05b72ddb4b1e",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 2,
    "execution_start": 1630431523664,
    "source_hash": "62685020",
    "tags": []
   },
   "outputs": [],
   "source": [
    "#library(tidyverse)\n",
    "#library(data.table)\n",
    "#library(ggplot2)\n",
    "#library(janitor)\n",
    "#library(dplyr)\n",
    "#library(repr) ;\n",
    "#options(repr.plot.width=10, repr.plot.height = 10)\n",
    "#options(scipen=999)\n",
    "\n",
    "#ggplot(data=h1b,aes(x=CASE_STATUS)) +\n",
    " # geom_bar(fill=\"#C3D9B5\") +\n",
    "  #labs(title=\"Approval/Denial of H-1B Visa's\", caption=\"Data collected by Kaggle user Abeyer\",\n",
    "   #    x=\"Case status\",\n",
    "    #   y=\"Count\") +\n",
    " # theme(plot.title = element_text(hjust = 0.5)) +\n",
    " # theme(plot.title = element_text(size=19),\n",
    "  #      axis.text.x = element_text(size= 13, color = 'black'),\n",
    "   #     axis.text.y = element_text(size = 13, color = 'black'),\n",
    "    #   axis.title.y = element_text(size = 14, color = 'black'))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00011-3f6f59de-ac66-4d9c-8051-25eec898df5c",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Porcentagem de vistos por classificação:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "cell_id": "00009-b562cfde-2214-416b-a035-b5ba9a2e2553",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 623,
    "execution_start": 1630431523670,
    "source_hash": "ff519b1c",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 436,
       "width": 524
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(7,7))\n",
    "\n",
    "fig.patch.set_facecolor('#F1FBFF')\n",
    "fig.patch.set_alpha(1.0)\n",
    "\n",
    "sums = data1.CASE_NUMBER.groupby(data1.CASE_STATUS).count()\n",
    "pie(sums, labels=sums.index, autopct='%.1f%%', textprops={'fontsize': 12})\n",
    "\n",
    "ax1 = plt.title('Case Status of H-1B Visa',\n",
    "          fontsize = 16,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00012-67b085b2-46f7-4f41-be7a-d90f706cfd34",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Porcentagem de vistos por estado:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "cell_id": "00011-3b5d3b3d-6fc7-43cc-981b-e358a48d5c2c",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 397,
    "execution_start": 1630431524361,
    "source_hash": "929389c6",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 436,
       "width": 465
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(7,7))\n",
    "\n",
    "fig.patch.set_facecolor('#F1FBFF')\n",
    "fig.patch.set_alpha(1.0)\n",
    "\n",
    "sums = data1.CASE_NUMBER.groupby(data1.WORKSITE_STATE_FULL).count()\n",
    "pie(sums, labels=sums.index, autopct='%.1f%%', textprops={'fontsize': 12})\n",
    "\n",
    "ax1 = plt.title('Percentage of H-1B Visa per State',\n",
    "          fontsize = 16,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00013-cc8117e0-a2f5-4f35-bfb5-caf1ca233f99",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Classificação de casos por ano:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "cell_id": "00012-97fbd5b9-f73d-432f-9fee-68d37164926e",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 466,
    "execution_start": 1630431524801,
    "source_hash": "76c68fea",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'H1Bs by year'}, xlabel='YEAR'>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 604,
       "width": 1175
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.rcParams[\"figure.figsize\"] = (20,10)\n",
    "\n",
    "pd.crosstab(data1.YEAR,data1.CASE_STATUS).plot(title='H1Bs by year')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00015-3ea3ea58-adc2-45af-aa48-b130f7911fae",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Classificação de casos por ano (Desconsiderando casos certificados):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "cell_id": "00013-8158498f-6db9-4224-b138-790ea4cf1377",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 418,
    "execution_start": 1630431525544,
    "source_hash": "62353529",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'H1Bs by year'}, xlabel='YEAR'>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 604,
       "width": 1168
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data1_minus_certified=data1[data1.CASE_STATUS!='CERTIFIED']\n",
    "pd.crosstab(data1_minus_certified.YEAR,data1_minus_certified.CASE_STATUS).plot(title='H1Bs by year')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00015-4938d8d0-e9a5-4c95-bcb4-cefb24207a42",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Quantidade de casos classificados por ano:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "cell_id": "00010-2a7e5c5e-d0ba-4f41-a82d-2b3efea8c203",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 1410,
    "execution_start": 1630431525983,
    "source_hash": "601003d7",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 4 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 737,
       "width": 742
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,12))\n",
    "\n",
    "fig.patch.set_facecolor('#F1FBFF')\n",
    "fig.patch.set_alpha(1.0)\n",
    "\n",
    "fig.tight_layout() \n",
    "fig.subplots_adjust(hspace=.4)\n",
    "\n",
    "ax1 = plt.subplot(2,2,1)\n",
    "\n",
    "ax1 = sns.countplot(x=\"YEAR\", data=data1[data1['CASE_STATUS']==\"CERTIFIED\"], palette= \"Blues\")\n",
    "ax1.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax1 = plt.gca().spines['right'].set_visible(False)\n",
    "ax1 = plt.gca().spines['top'].set_visible(False)\n",
    "ax1 = plt.gca().spines['left'].set_visible(True)\n",
    "ax1 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Certified Cases of H-1B Visa',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n",
    "\n",
    "ax2 = plt.subplot(2,2,2)\n",
    "\n",
    "ax2 = sns.countplot(x=\"YEAR\", data=data1[data1['CASE_STATUS']==\"CERTIFIED-WITHDRAWN\"], palette= \"Blues\")\n",
    "ax2.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax2 = plt.gca().spines['right'].set_visible(False)\n",
    "ax2 = plt.gca().spines['top'].set_visible(False)\n",
    "ax2 = plt.gca().spines['left'].set_visible(True)\n",
    "ax2 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Certified-Withdrawn of H-1B Visa',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n",
    "\n",
    "ax3 = plt.subplot(2,2,3)\n",
    "\n",
    "ax3 = sns.countplot(x=\"YEAR\", data=data1[data1['CASE_STATUS']==\"WITHDRAWN\"], palette= \"Blues\")\n",
    "ax3.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax3 = plt.gca().spines['right'].set_visible(False)\n",
    "ax3 = plt.gca().spines['top'].set_visible(False)\n",
    "ax3 = plt.gca().spines['left'].set_visible(True)\n",
    "ax3 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Withdrawn Cases of H-1B Visa',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n",
    "\n",
    "ax4 = plt.subplot(2,2,4)\n",
    "\n",
    "ax4 = sns.countplot(x=\"YEAR\", data=data1[data1['CASE_STATUS']==\"DENIED\"], palette= \"Blues\")\n",
    "ax4.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax4 = plt.gca().spines['right'].set_visible(False)\n",
    "ax4 = plt.gca().spines['top'].set_visible(False)\n",
    "ax4 = plt.gca().spines['left'].set_visible(True)\n",
    "ax4 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Denied Cases of H-1B Visa',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00016-34c16789-f29f-4d4c-a470-5f614e426d8e",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Casos certificados por estado (2015-2019):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "cell_id": "00011-cc582a04-5f4a-4417-b373-2c042cdbee9e",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 758,
    "execution_start": 1630431527457,
    "source_hash": "2a8e4fe",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 521,
       "width": 742
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,8))\n",
    "\n",
    "fig.patch.set_facecolor('#F1FBFF')\n",
    "fig.patch.set_alpha(1.0)\n",
    "\n",
    "fig.tight_layout() \n",
    "fig.subplots_adjust(hspace=.4)\n",
    "\n",
    "ax1 = sns.countplot(x=\"WORKSITE_STATE_FULL\", data=data1[data1['CASE_STATUS']==\"CERTIFIED\"], palette= \"Blues\")\n",
    "ax1.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax1 = plt.gca().spines['right'].set_visible(False)\n",
    "ax1 = plt.gca().spines['top'].set_visible(False)\n",
    "ax1 = plt.gca().spines['left'].set_visible(True)\n",
    "ax1 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title('2015-2019', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Certified Cases of H-1B Visa per State',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00017-2b58c136-8a50-49ab-b736-c72c1051db33",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Quantidade de casos aprovados em cada estado por ano:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "cell_id": "00012-cb53b224-50d5-4e25-856a-e8bd90227878",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 1609,
    "execution_start": 1630431528212,
    "source_hash": "d122e2b3",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 4 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 737,
       "width": 736
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,12))\n",
    "\n",
    "fig.patch.set_facecolor('#F1FBFF')\n",
    "fig.patch.set_alpha(1.0)\n",
    "\n",
    "fig.tight_layout() \n",
    "fig.subplots_adjust(hspace=.4)\n",
    "\n",
    "ax1 = plt.subplot(2,2,1)\n",
    "\n",
    "ax1 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"NEW YORK\"], palette= \"Blues\")\n",
    "ax1.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax1 = plt.gca().spines['right'].set_visible(False)\n",
    "ax1 = plt.gca().spines['top'].set_visible(False)\n",
    "ax1 = plt.gca().spines['left'].set_visible(True)\n",
    "ax1 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in New York',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n",
    "\n",
    "ax2 = plt.subplot(2,2,2)\n",
    "\n",
    "ax2 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"ILLINOIS\"], palette= \"Blues\")\n",
    "ax2.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax2 = plt.gca().spines['right'].set_visible(False)\n",
    "ax2 = plt.gca().spines['top'].set_visible(False)\n",
    "ax2 = plt.gca().spines['left'].set_visible(True)\n",
    "ax2 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Illinois',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n",
    "\n",
    "ax3 = plt.subplot(2,2,3)\n",
    "\n",
    "ax3 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"PENNSYLVANIA\"], palette= \"Blues\")\n",
    "ax3.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax3 = plt.gca().spines['right'].set_visible(False)\n",
    "ax3 = plt.gca().spines['top'].set_visible(False)\n",
    "ax3 = plt.gca().spines['left'].set_visible(True)\n",
    "ax3 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Pennsylvania',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n",
    "\n",
    "ax4 = plt.subplot(2,2,4)\n",
    "\n",
    "ax4 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"MICHIGAN\"], palette= \"Blues\")\n",
    "ax4.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax4 = plt.gca().spines['right'].set_visible(False)\n",
    "ax4 = plt.gca().spines['top'].set_visible(False)\n",
    "ax4 = plt.gca().spines['left'].set_visible(True)\n",
    "ax4 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Michigan',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "cell_id": "00015-316ae1ba-0869-4a4f-8f12-5f96b8985009",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 982,
    "execution_start": 1630431529819,
    "source_hash": "4cf9f9",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x864 with 4 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 737,
       "width": 736
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,12))\n",
    "\n",
    "fig.patch.set_facecolor('#F1FBFF')\n",
    "fig.patch.set_alpha(1.0)\n",
    "\n",
    "fig.tight_layout() \n",
    "fig.subplots_adjust(hspace=.4)\n",
    "\n",
    "ax1 = plt.subplot(2,2,1)\n",
    "\n",
    "ax1 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"OHIO\"], palette= \"Blues\")\n",
    "ax1.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax1 = plt.gca().spines['right'].set_visible(False)\n",
    "ax1 = plt.gca().spines['top'].set_visible(False)\n",
    "ax1 = plt.gca().spines['left'].set_visible(True)\n",
    "ax1 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Ohio',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output \n",
    "\n",
    "\n",
    "ax2 = plt.subplot(2,2,2)\n",
    "\n",
    "ax2 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"MINNESOTA\"], palette= \"Blues\")\n",
    "ax2.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax2 = plt.gca().spines['right'].set_visible(False)\n",
    "ax2 = plt.gca().spines['top'].set_visible(False)\n",
    "ax2 = plt.gca().spines['left'].set_visible(True)\n",
    "ax2 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Minnesota',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output     \n",
    "\n",
    "\n",
    "ax3 = plt.subplot(2,2,3)\n",
    "\n",
    "ax3 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"INDIANA\"], palette= \"Blues\")\n",
    "ax3.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax3 = plt.gca().spines['right'].set_visible(False)\n",
    "ax3 = plt.gca().spines['top'].set_visible(False)\n",
    "ax3 = plt.gca().spines['left'].set_visible(True)\n",
    "ax3 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Indiana',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output \n",
    "\n",
    "\n",
    "ax4 = plt.subplot(2,2,4)\n",
    "\n",
    "ax4 = sns.countplot(x=\"YEAR\", data=data1[data1['WORKSITE_STATE_FULL']==\"WISCONSIN\"], palette= \"Blues\")\n",
    "ax4.patch.set_facecolor('#F1FBFF')\n",
    "\n",
    "ax4 = plt.gca().spines['right'].set_visible(False)\n",
    "ax4 = plt.gca().spines['top'].set_visible(False)\n",
    "ax4 = plt.gca().spines['left'].set_visible(True)\n",
    "ax4 = plt.gca().spines['bottom'].set_visible(True)\n",
    "\n",
    "plt.title(' ', fontsize = 9, fontweight = 'light',loc='right')\n",
    "plt.title('Cases of H-1B Visa in Wisconsin',\n",
    "          fontsize = 13,\n",
    "          fontweight = 'heavy',\n",
    "          loc='center', \n",
    "          pad=30); #semi-colon for hide text before graph output                           "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00019-bad8b1ab-9455-454b-8b27-406df0f1f2cf",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "20 empregos mais preenchidos:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "cell_id": "00016-e3147ab0-9203-4d8e-904e-cc4639cb41bd",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 592,
    "execution_start": 1630431530906,
    "source_hash": "932cae19",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 575,
       "width": 737
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (10,10))\n",
    "data1.JOB_TITLE.value_counts()[:20].plot(kind='barh')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00021-610e91e2-ee93-4446-aa55-f2302f4fd4d4",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "20 empresas que contratam mais:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "cell_id": "00017-95010208-d429-49cb-82d9-af7adb1388f4",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 392,
    "execution_start": 1630431531574,
    "source_hash": "b56d3669",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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bbV/7EBH7AaOBtdvpM6vO2MPSWG8REa8DvwF2TUWjgN0lzaVYeVoH+HADcdbGezUibo+IccAPgX0b6DYuIjYHjgEuyspr2xb3B25MsZY1eh7Lcb4UEVdExOeAB/jP8XfkhylOpXFeBhZI2rQLMZwfEc0R0dynb7/OdjczMzNbrjghs57mCmAnSW/+33Al7Zoe2FFu90FJn8jK+nYw9tnAaElD07jrUKw8/bjcUJKADwKz0/a7XYBNIqIpIpoo7kdraNuipO1r2//Sw0K2AZ5opG9yFrCCpI+lz5OAQSmGetsVAU6hWGHbMM27sqTDO4jzw5L6pvdrAAMp7pfrUEQ8TJHw7lOK4ezaUyElre6nLJqZmdk7jRMy61HSlsC9ga+oeOz9LOBLFA+PqNfuCEl/kXQfcAJwUtZstKSnai+gD3Aw8AtJDwP3AhflDxDhP/eQzUjtf07x4Iw7I+LVrN2NFPeFrZI+35rN9avSYa0P3CxpBjANeIMiyarJ7yG7rM45iXRc30yfFwPXUqzS/V8b5/G2NMfvJc2kuN8uf1x+fg9Zq6SVKVbUWiRNo3iQyAUR8UC98dtwMvDu7PM5FE+ofCAd+90UWzaR9P1SMm1mZmbWK6nxJ3ObmS1fVuk/KPofOqHqMCo1d/yIjhuZmZlZ5SRNjogl/t+0XiEzMzMzMzOriBMyMzMzMzOziqxYdQBmZl01ZEA/Wrxlz8zMzHowr5CZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFVqw6ADOzrpo+bz5Nx95adRiVmjt+RNUhmJmZ2VLwCpmZmZmZmVlFnJCZmZmZmZlVxAmZ9UiSFklqlTRT0lRJ35C0QqobLml+qq+9dk91C+qM1U/SZZIelzQ7ve+X6pokzZD0sWysBZIeSe//mpW/Jml6ej9e0mhJz5fi2KrO/OtKmihpmqT7Ja1ep8062RjPSpqXfV5Z0rsl3SjpsXQMP5W0cuo7WtJZpfEmSWpO71eXdF7qNznV7VjvfOVjSTqxFEerpHeV2jdJmlHneC6RtH+dtgvTOLMknVu7pmZmZma9le8hs55qYUQMBZC0PnAFsCbw3VR/d0Ts3eBYFwIzIuKQNN73gAuAA2oNIuIO4I5UPwk4OiJa8kEkzQV2i4gX0ufRwNUR8eUO5v8icFdEfFfSRsBr5QYR8SJQO94TgQURcVr6LODXwDkR8UlJfYDzgZOBcQ0c/wXAHGBQRCyW9F5gicSxDWfU4ugmsyNiqKQVgTuBfSmOzczMzKxXckJmPV5E/E3SGOCBlKw0TNJmwDBgZFb8feBxSQOBRd0WaNteA5oAIuLpLvT/MPDviLg4jbFI0lhgjqTvttcxHeOOwEERsTj1n0ORoFUmIt6QdC+wWZVxmJmZmS1r3g5kvUJE/AXoA6yfinYpbaUb2EbXrYDWiHgz8UrvW4HB3RDayFIcq9VpMxv4lKQjujjHYGByXhARLwNP0nFCM5jS8ZeslsdPkazmxmb1E7sQe12S+gIfAaZ315hmZmZmyyOvkFlv1Zkti8tSu1sWJQ0AjqNInO6Q9HxEXCdpGrBLRMzvhhiik+W5N7eGwpvbMJuz+u7esjgwJX4B3BgRt5cbpNXQMQB91lyvG6c2MzMze/s5IbNeQdKmFNsL/wa8rxNdZwFDJa1Q27KXHiQxNNUtax8EpkfEi5JGAH+QtAEwtxPJ2Cyg/ICMNYFNgMfTn2uV+qwNvAD8A9hWUp92VsneTrPzBLCeiDif4h45Vuk/qJGk0szMzGy55S2L1uNJWg84FzgrIjr1Az0iHgceBE7Iik8ApqS6ZW0asJukjSLiOWAscDbFQ0oa9Qegr6TaQ0n6AKcDl0TEK8ADwAclbZjqm4FVgL9GxGygBfheejhI7WmH/r8Nm5mZmb0NnJBZT1W7t2km8Hvgt8D3svryPWS1FaS+kp7KXl8HDgM2T499nw1snsq6Q/kesp3yyoh4GDieYrviFODrwIHAKZI2b2SClITuBxwg6THgUeDfwLdS/XPAUcBtaTvgBGBUbUUQOBzYgOJBJjOASyhWGhsxtnR8TXXabFE657WnV56Xld3X4HxmZmZmvYo6uaBgZrbcWKX/oOh/6ISqw6jU3PFezDQzM+sJJE2OiOZyuVfIzMzMzMzMKuKEzMzMzMzMrCJ+yqKZ9VhDBvSjxVv2zMzMrAfzCpmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFVqw6ADOzrpo+bz5Nx95adRjLhbnjR1QdgpmZmXWBV8jMzMzMzMwq4oSsB5C0oJ26CZLmSVohKxst6XlJrZIeljQ2q9tC0qRU95Ck81P5cEnzU3nttXuqC0mnZ2McLenENuLZR9IsSTMkndxGm89nc7wmaXp6Pz7V7ytpWopvuqR9s76TJDVnn5skzahzDNMk/V7S+h2dk1Q/JpU/LOl+STu3EfslkvbPYmnJ6polTWrjfP6+o7kkXZ/aPl7qu1Oa65Gs7NpsvEPS+Z4u6UFJR5djzdrW/S7VK5d0YmmsVyStkdVPSN+NdWtjSBqSxfiSpDm140/XamHpO3ZI6js3xT89fX9OkrRqvVjNzMzMehNvWezBUhK2H/BX4EPAxKz66oj4sqR1gEckXRsRfwXOBM6IiBvTGEOyPndHxN51pnoV+JSkUyLihQ7CmgDsHhFzJL23XoOIuBi4OM0/F9itNq6kbYHTgD2yMX4n6S8RMa2Dud9yDJJOAY4Evpvq6p4TSXsDXwB2jogXJG0P3CBph4h4toP51pe0V0Tc3l4sNR3MtV9qMxw4Ou8rCeCgiGgpjbcX8DXgoxHxtKRVgEM6iLmrHgc+Cfxv+u59GJiXN4iI6cDQFNslwC0RcW363ATMjoihbYy/WzonqwPnA+cBh3b7UZiZmZktR7xC1rMNB2YC5wCj6jWIiBcpfkj3T0X9gaey+ukNzPMGxQ/ksR01BF4D3p3GntNA+7KjgR/W+qY/TwHGdWYQFRnMGsDfy3V1zskxwLhaUhgRU4BLKZK5jpwKHN+J0JZmrnqOo0jenk7jvRoRv+jiWB25ChiZ3g8H/kjx3ehWEbEAOALYV9La3T2+mZmZ2fLECVnPNgq4ErgeGCFppXIDSZsAqwK11aUzgDsl3S5prKR3Zc13KW0nG5jVnQ0cJKlfW8GkVZNZwEVpNaQrBgOTS2UtqbwRu0hqBZ4EdgcuqhNn+ZwszZz3Aa9J2q2tWNKrlrQtzVyXZ+Odmsq2rjNe7tT8mjYwR3seBdaTtBbFd++qLowxsPQd26Veo4h4GZgDDOp6uGZmZmbLPydkPZSklYGPAzekH69/Bj6WNRkpaRrFStDPI+Lf8OZ2wfcBv6JY5fhT2uYGxRa7odlrdm2wNMdlwFfbCesrwFTgi8DNktaT9P/y+526QXRQVjuGjSm2Rf44q6t7TrrBScAJdcrz81n3frpOOigbr9EVw3H5Ne2GGH4NHAjsCNzdhf6zS9+x9sZQ3cLiHrwWSS2LXpnfhRDMzMzMlh9OyHqujwHvAqan+7B25q3bFq+OiG2AnYDxkjasVUTE0xFxUUR8kmLL2dYNzjkBOAz4r3Ziuisifg/8ALiV4h6gzqykzAKGlcqGUWzNBHgRWCurWxto6762m4Bds89tnZOO5mxXRNwJrAa8v4HmSzVXHTPrjLcsXU1xbX8XEYuX1STp4SFNFKtybxER50dEc0Q09+nb5oKtmZmZWY/ghKznGgUcHhFNEdEEvBfYQ1LfvFF6CMQvgaMAJO1Z29qYEpJ1KD2YoS0R8RJwDUVSVs+DwMGSVoiIa4DHgM9SJGaNOg04rrblMf35LaD2lMdJaY7a6smhvPVhJrmdgdnlwvI5oVhF+1F62AeShgKjgZ93Iu6TgG820K475sqdQrEtccM03sqSDu/iWB2KiCco7pnrarwdSg/1+DnF6u8S9wCamZmZ9SZ+ymLP0FfSU9nnnwN7Ujz4AICI+Jeke4B96vT/ETBF0g+BjwI/lVTbrjcuIp6VtCX/uf+q5qTaE/IypwNfbiPOk4GfATMkLQT+j+JJeVdI+nQjKyoR0SrpGIotjysBrwPfjIhaXOcDWwJTJQXF/VfHZUPUjkHAfKCt5OTNcxIRN0kaANybxvwncHBEPNNRvFnct0l6voF2SzPX5em8ArwQEbuneTcAfp+S1KDOfXMNKH/HftLOMZzXhfFrBpa+YxdFxJnp/cR0DCtQ3Bf5g6WYx8zMzKxHUES9W3LMzJZ/q/QfFP0PnVB1GMuFueNHVB2CmZmZtUPS5IhoLpd7y6KZmZmZmVlFnJCZmZmZmZlVxPeQmVmPNWRAP1q8Vc/MzMx6MK+QmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVWTFqgMwM+uq6fPm03TsrVWH0WPMHT+i6hDMzMysxCtkZmZmZmZmFXFCZmZmZmZmVpEOEzJJG0q6StJsSZMl3SZp81Q3WNKdkh6R9Jikb0tS1ndPSfdLelhSq6SrJW2S6i6RNE/SKunzupLmpvdNkmak9yenvrXXo5IWSVo9m+cGSX8qxX2ipFckrZ+VLZC0TjbWsymG2ueVs7Z/TmVPSno+a9Mkaa6k6VnZmVm/o7PjfUDSIal8kqTmrF1+jMMlhaR9svpbJA1P71eWNEHS4+k83yjp3flx1blu/SRdlvrMTu/7ZfWD0hy16zpR0q6SLpf0xazdjpKmSVqpNP7ekh6UNFXSLElfyOrGpHPwcLr+O2d1bzkPqWyupHWzz8NTbJ/PzvFr2TkfL2m0pLM6MWdL9rlZ0qT0vm865umSZki6J/9utXWOy/Nn5Q2NV6dfW9+bjq79otRnhqSbJb0rlTdJWpjqZkk6V9IKqa7Nv7fpuGrf94cljS3FOTR9V/dMn69PbR+XND+7Xjvl17q972OKNSR9JZvnLEmjOzpvZmZmZj1duwlZ+pF2PTApIgZGxDDgOGADSasBNwHjI2ILYFtgJ+BLqe/WwM+AQyNiy4gYClwONGVTLAL+u70YIuL4iBhaewEPAKdExII0z7uAYUA/SZuWur8AfKM03ovZWOcCZ2Tjv5a12zG1+Q5wddZmbmqyW1b21RTLEcAewA6p70eANxPUDjwFHN9G3Q+BNYAtImIQcAPw69qP6DZcCPwlIjaLiIHAHOCCFOeqwK3A+dl1/QqwKfB1YJyk9dIP+LOAL0XE67WBU3J2PrBPRGwLbAdMSnV7A18Ado6ILYEjgCskbdjgeXhTRFycXaun+c85PzZv1+Cc60vaq840RwHPRcSQiNgaOAx4vU67RnV6vA6+Nx1d+4XpnGwNvAQcmQ09O423DbAVsG9Hf2+Tq1O/DwLHS9o4qxsF3JP+JCL2S20PB+7O/k7cWzrMNr+Pyd+Ao5T9o4iZmZnZO0FHK2S7Aa9HxLm1goiYGhF3A58F/hgRv03lrwBfBmo/lo8BfhgRD2V9b4qIu7LxJwBjJTX0cBFJBwObASdmxZ8CbgauAg4sdbkIGClp7UbG7wbfAr4YES8DRMTLEXFpg32nAvMl7ZEXSuoLfB4YGxGL0rgXA68CH643kKTNKJLUH2TF3weaJQ0EDgLui4ibapURMSMiLomI54DTgB9TJDbTIuKe0hRrUDwQ5sXU99WIeCTVHQOMi4gXUt0U4FLemih0t0bmPJX6CW9/YF7tQ0Q8EhGvLkUsXRmv7vemC9f+PmBAuTAi3gDupfi709Hf27zfi8Dj6Zhq/0BzADAa2CMl9h1q4PsI8DzwB+DQRsY0MzMz6y06Ssi2Bia3UTe4XBcRs4HVJa2Z6qd0MP6TFP/a/rmOApXUBIwHDko/MGtGAVem16hStwUUSdlRHY3fBROz7Vlj0zGvERF/aafP5bU+wG116k8GTiiVbQY8WfuxnmmhOMf1bAW01n7EA6T3ralPR9fm3DTGOOCb5cqIeIlileUJSVdKOqi2HY4634sOYu0Ojcx5H/CapN1K7S4CjpF0n6STJA1aylg6NV4H35uGr72kPhQrazeV2taS+o8A0+n4723ebxNgVWBaKtoJmJPaTwIafWRfR9/Hmh8BR6djMTMzM3tHeFse6qH/3Lf1qKSjS9WnUPzwbzOW9APtf4FvR8TjWfkGwCDgnoh4FHg9bZXMnQkcKmmN7jiWTL5l8YwG+xyUbcH7eLmytnqo7P6nt0O6D2iGpF+nOBYD5wG3p1WSJUTE4RQ/8u8HjqZIRLoqGixbWidRSngjopViq+apwNrAA5Le1+B4S8S4lON1xWopwX8W2AD4XVY3MNX9Ebg1Im5vcMyRkqZRrI79PCL+ncpHUaxEk/4s/wPIUklJ6Z8pVvHapOJ+wRZJLYtemd+dIZiZmZm97TpKyGZSbDWqZ1a5Lt3DtSD9i/5MYHv4z31bFPcdveUBBxHxGMW/lH+mnThOAJ5J27VynwHWAuaoeCBIE6UfiRHxD+AKlu2WOdIxL6hzH1tnlVfJZgOb1Ekoh1Gc43pmAUOzVSvS+6Gp7s1rk2Lfj2IbWr61c3F6tSkipqdkdA/g09nc5e9Me7FCsfVxrezz2hT3/zWqoTkj4k5gNeD9pfIFEfHriPgSReK/RLIMLCzd39RmjA2OV2vb3vemkWu/MP3deg/FfWdL3EMWEdtFxImprKO/t1DcQ7YNxYrYeBUP9ulDcY2/k/6u/QzYs8F/6Ojo+5j7IcUW1Dbvj4yI8yOiOSKa+/Tt11YzMzMzsx6ho4TsTmAVSWNqBZK2kbQLxQM6dpa0eypfjWI16sep6Y8pHgiQrw70bWOekylWWZYg6f0UycKYOtWjgD0joikimih+aJbvIwP4CcVDH5b1/wj7FODs2tYvSasrPS2vUenenrUoHsRARPyL4n6on9S2cqUx+1Jcn3pjPA48yFsTuxOAKanuCuCDkj6R1bd1bZaQjmt4VjQUeCK9/zHwI0nrpLZDKa7fz9sZchJp22o6xoOBiY3G08k5TyLbhinpg5LWSu9Xpthe90Sdfv+X4qp91z9TL8ZOjJer+73pzLVP94J9FfhGB/dkdvT3Nh+zBfglxZbfj1DcT7hx+vv2HuA6YL8Ojq2R72Pe9mGKJG0fzMzMzN4B2k1QIiIk7QdMkHQM8G9gLvC1iFgo6ZPAzySdDfSh+PF2Vuo7XdJRwGXph+YLFPeMfbfOPDMlTSFbtcl8j+IH6ES99aGCn6ZYFXjzcfcRMUfFo7d3LI3/gqTrgbc8wnspTZRUuydmWkQcApxDsQL4gKTXKZ6ud3oXxj4ZuDH7fBzFgzYelbQYeBjYLyJqW+b6Snoqa/8Tiqf7/UzS7FR2XyojXbu9KX7oTwCeA/5Jkaw0QsA3JZ0HLAT+RZEAERE3SRoA3Csp0rgHR8QzWf9b0/mpxXU4cI6kqWns31CsLDWkwTlrbW+T9HxWNDDNLYp/oLiVItEoOwo4T9JXU4yXZVtMPwE0R8R32htP0m3A4RHxdGns9r43HV37/NgeTFsNRwF3t3Gu2v17W8ePKO433JDiiau564AvApe10TfX5vexjpMpEjgzMzOzXk91fteZmfUIq/QfFP0PnVB1GD3G3PGNPofFzMzMupukyRHRXC5/Wx7qYWZmZmZmZkta1vdUmZktM0MG9KPFqz5mZmbWg3mFzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCIrVh2AmVlXTZ83n6Zjb606jB5n7vgRVYdgZmZmiVfIzMzMzMzMKuKEzMzMzMzMrCJOyMyWA5I2lHSVpNmSJku6TdLmkoZLuqXU9hJJ+6f3kyQ9KUlZ/Q2SFqT3TZJC0klZ/bqSXpd0Vvp8oqSjs7HnSVolazs3vV9B0pmSZkiaLukBSe+tcyyTJDWn93MlXZfV7S/pkuzzXpJaJM2S9KCk05f+bJqZmZn1HE7IzCqWkqnrgUkRMTAihgHHARs0OMQ/gA+msd4F9C/VzwHym4YOAGa2M94i4L/rlI8ENgK2iYghwH5p7o4Mk7RVuVDS1sBZwMERsRXQDDzewHhmZmZmvYYTMrPq7Qa8HhHn1goiYmpE3N1g/6uAA9P7TwG/LtW/AjxUW7WiSKyuaWe8CcBYSeWH/vQHnomIxSnGpyLi7w3EdzpwfJ3ybwInR8TDabxFEXFOA+OZmZmZ9RpOyMyqtzUweSn6/wHYVVIfisTs6jptrgIOlLQxxQrY0+2M9yRwD/C5Uvk1wD6SWiWdLmm7BuO7Bthe0mal8qU9bjMzM7MezwmZ2fItGihfRJFAHQisFhFz67T/DbAHbSdsZacA48j+GxERTwFbUGynXAz8QdJHGhhrEXBq6rfUJI1J9521LHplfncMaWZmZlYZJ2Rm1ZsJDGuj7kVgrVLZ2sALpbKrgDNpYytiRLxGsRr1DeDajgKKiMeAVuAzpfJXI+L2iBgH/BDYt6Oxkl8CuwIbZ2XtHXd7sZ0fEc0R0dynb7/OdjczMzNbrjghM6vencAqksbUCiRtI2kX4DFgI0nvS+XvAbalSJZyd1Osal3ZzjynA8dExEsNxnUycHQW0/aSNkrvVwC2AZ5oZKCIeB04AxibFZ8KfEvS5rUxJR3RYGxmZmZmvYITMrOKRURQPLFw9/TY+5kUydWzEfEqcDBwsaRWitWtwyNifnmMiDgtIsorZ3mbmRFxaSfimglMyYrWB26WNAOYBrxB8ZTERl0IvPmgkIiYBnwNuFLSQ8AMYFMASZ+Q9P1OjG1mZmbWI6n4LWhm1vOs0n9Q9D90QtVh9Dhzx4/ouJGZmZl1K0mTI6K5XO4VMjMzMzMzs4qU/z9DZmY9xpAB/Wjxao+ZmZn1YF4hMzMzMzMzq4gTMjMzMzMzs4o4ITMzMzMzM6uIEzIzMzMzM7OKOCEzMzMzMzOriBMyMzMzMzOzijghMzMzMzMzq4gTMjMzMzMzs4o4ITMzMzMzM6uIEzIzMzMzM7OKOCEzMzMzMzOriBMyMzMzMzOzijghMzMzMzMzq8iKVQdgZtZV0+fNp+nYW6sOo1ebO35E1SGYmZn1al4hMzMzMzMzq4gTMjMzMzMzs4o4IXuHkrSOpNb0elbSvOxzZO9bJR2b+qwkabykxyRNkXSfpL1S3VxJ62bjD5d0S515h6fxD8/Khqayo7OyFSU9L2l8qf8kSc3Z5yZJM8pzShotabGkbbK2MyQ1ZfFOT69Zkk6StGo25sJ07LMkXSZppY5iq3OsEyTtmn1eV9Lrko4otZsr6e5SWWvpuOaXrsnuqW5Rra2kmyW9q3xe0ucdJN0l6RFJD0q6QFLfrP4GSX8qxbBFOt+tkh6SdH4qHyLpkjaOuTPXYHVJ50maLWlymmvH9s6pmZmZWW/jhOwdKiJejIihETEUOBc4I/v8r9r79KolHj8A+gNbR8T2wL7AGl2YfgbwmezzKGBqqc0ewKPAAZLUhTkAngKOb6d+t4gYAuwAbAqcl9XNTudiCPDuUrwdxiZpHeD9EXFXVnwA8CeK4y1bQ9LGqe/76tTfXbomv0/lC9PnrYGXgCPrxLIB8CvgmIjYIiK2A35DunYpiRsG9JO0adb1TP7zvXgf8DOAiJgOvFvSJvWOvaS9a3BBinlQRAwDPg+s20ZbMzMzs17JCZk1JK2m/A/wlYh4FSAinouIa7ow3BPAqpI2SAnNnsDtpTajgJ8CTwIf6GLYtwCDJW3RXqOIWAAcAewrae1S3SLgfmBAJ2P7NEXSkxsFfAMYIOndpbprgJFZuyvbi7kN95XirDkSuDQi7qsVRMS1EfFc+vgp4GbgKuDArF9/ioSq1md6VndzqW1b6l4DSQOBHYETImJxGn9ORPgJHWZmZvaO4oTM6lmttD1uJLAZ8GREvNxOv4m1PhSrH+25lmLFaCdgCvBqrSJtHdyd4kf/lSy5onR5Ns9t7cyxGPgx8K0OYiEd1xxgUF6eYtmRlFw1EFvNB4HJ2TgbA/0j4n7emnzVXEeRGAHsk8bP7VK6JgNLcfYBPgLcVCeWrfNY6qglgOXjOQO4U9LtksbWtkMmLcAu7YxZ09Y1GAy0poTXzMzM7B3LCZnVs7C0Pe7qBvvtlm17PLyDttdQJGT1VoP2BiZGxEKKRGXflHDUHJTN8/EO5rkCeL+k9zYQf779cGBK+J4DnomIaQ3GVtMfeD77PJLimKFYiSonci8Cf5d0IPAQ8EqpvrxlcXYqXy3F+SywAfC7Bo7zTWk74yDgnoh4FHhd0tYAEXEx8D6K7Y7DgT9JWiV1/RuwUYPTdOYaNBLzGEktkloWvTK/O4Y0MzMzq4wTMmvU48AmktbsjsEi4lngdYr7sf5Qqh4F7C5pLsXKzjrAh7s4zxvA6cAx7bWTtAbQRHFvGPznHrKBwDBJn+hkbAuBVbPPo4DRqd9NwDaSBpX6XA2cTee2Ky5Mcb6HIqFc4h4yYCbFPWL1fAZYC5iTYmsiSxYj4umIuCgiPgm8QbHaBsWxLWwkwDauwUxg2zaS2Y7GOz8imiOiuU/ffp3tbmZmZrZccUJmDYmIV4ALgZ9KWhlA0nqSDliKYb9D8aCJN7etpYRvF2CTiGiKiCaKJKOtrYGNuIRim+F69SolrQ78HLghIv6e10XEC8CxwHGdjO0him2eSNocWD0iBmT9TqnT73qK7X13dPYA0/X5KvANSeX/4ftZwKH5EwwlfSqtjo0C9sziGka6N0zSnkpPl5S0IUXyOS8NsTnFw1lqT3C8rIMQLyG7BmmFrwX4Xu3BKOnJkP6/EJuZmdk7ihMyq6d8D1ntKYsnUGzDm5UeqX4L0N49Ze2KiHsj4oZS8X7AnbUHhyQ3Avtk2+U6O89rFE8MXL9UNTEdx/0UD+j4QhtD3AD0BcZ2IrZbKbb5QZH0XF+qv45SQhYR/4yIH6V4y8r3kO1fbhARDwLT6oz7HEWSdVp67P1DwMcoEqz3UDz5sdZ2DjA/JW8fBWZImkqRJI5LK5sAu6VjBNiEDlbL2rgGh1Nss3w8XYdLKLZCIuk2SY1uiTQzMzPrsRQRVcdg1itJugfYOyL+UXUs3Skln/8H7BwRb0g6Ffhldp/d22aV/oOi/6ET3u5p31HmjveipZmZWXeQNDkimsvl5a1NZtZ9vkGxevSPiuPobpsAx6Z7w4iIcRXHY2ZmZtZjOSEzW0Yi4s9Vx7AsRMRjwGNVx2FmZmbWGzghM7Mea8iAfrR4S52ZmZn1YH6oh5mZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVWTFqgMwM+uq6fPm03TsrVWH0evNHT+i6hDMzMx6La+QmZmZmZmZVcQJmZmZmZmZWUWckPUCkha0Uf4/kh6RNFPSl7LysyW1SpolaWF63ypp/6zN8Vn5ouz9VyWdKGleVtYq6V2p3w6S7krzPijpAkl9JY2WdFYpvkmSmtP7uZKuy+r2l3RJ9nlfSdMkPSRpuqR9s7pL8tiz8jGSHk6v+yXtnNWtKOmHkh7LjuF4SXtIuk+SUrs+6Th2Ko29gaRbJE1N5/G2VN5UOqetkg7JjnF6Oo7/k/QeSR+SdF9p7BUlPSdpo/zYJK0kaXyKeUqKc6/S2LU5z0zl75f051T2kKQT65yn4ZJuqVNevj53l+pbJc3Ix5D0+SyG17KYxqfvwPOlc7NVds4eTDHeL2l0OR4zMzOz3sj3kPVSklYETgY2A/4JbFKri4gjU5sm4JaIGFruHxEnp/5IWpC3ST/qz4iI00pzbgD8CjgwIu5LZfsDazQY9jBJW0XErNK42wKnAXtExBxJ7wV+J+kvETGtjePfG/gCsHNEvCBpe+AGSTtExLPAScCGwJCI+LekNYBvRMTvJB0GHAZcAHwFaImIe0tTfB/4XUT8NM23TVY3u945TXZL8XwPOCHF+G5J74mIJ1Kb3YGZEfF0ygtrfgD0B7aOiFfT+f5QeezSfJcCn4mIqZL6AFu0EVcj1pC0cUT8VdL76jWIiIuBi6FI4vKYUpJ1dUR8Oe+TvoezI2K79HlT4NeSlMYzMzMz67W8Qta7rQisE4UnOmy99I4ELq0lYwARcW1EPNdg/9OB4+uUHw38MCLmpDHnAKcA49oZ6xhgXC0ZiIgpFMnJkZL6Av8DfCUi/p3q/xkRJ6a+Y4HjJA0GvpzGKusPPJUdZ93EsB33AQMiYjFwDXBgVncgcGXeuBTzq2nO5yLimg7mWR94JrVfVE52O+kaYGR6P6ocY3eJiL8AXwe+uizGNzMzM1ueOCHrvVYEplKsCq29DMYfm207m5jKtgYmt9NnZL5dDWgu1V8DbC9ps1L54DrjtqTytrTXZzPgyYj4Z72OEfEMMIEiaTopIl6q0+xs4EJJE9NWx42yuoGlbXm71Om/J3BDen8lKSGTtArwceC6UvtazC/XPdrCxGzOsansDOARSddL+oKkVdvp35HrgE+l9/sAN3dhjJGlc7NaG+2mAFt2JUgzMzOznsRbFnuvU0hbx4CbJH0UGAHsGBFHd8P4S2xZbMBbtqtJmlSqXwScChwH3L504TVO0ueBo4B1gJ0i4q8UCdf4iLikXp+IuCNtrdsT2At4UNLWqbq9LYsTU4K8APh2GqtF0uqStgDeB/y5jSSwI0tsWYyI70u6HPgo8FmKla3hXRgb4EXg75IOBB4CXunCGPW2LNZrV7cwtR8DjAHos+Z6XQjBzMzMbPnhFbLe62PAXRFxGcVKzK+AA4Crl+GcM4FhSznGL4FdgY2zsll1xh2W5mtLe30eBzZJ940RERenBGo+0CeVLQaivUAj4qWIuCIiPgc8kOLuyG7Ae4BW4HtZeW2VbIntikkt5jUbmKMc5+yIOAf4CLCtpHU6O0bmaopkdZlsV8xsR5H0LSEizo+I5oho7tO33zIOw8zMzGzZckLWez0IHJLe/4TiwRr1tvF1p7OAQyXtWCuQ9Kn08ImGRMTrFNvsxmbFp1Hc09WUxmwCvkVxz1lbfgz8qJZ8SBoKjAZ+HhGvABcCZ9W28KUHXqzcaJySPpzu6yIldgOBJxvpGxFvAF8DDsm2k14JHAx8GLixTp9azD+VtHKadz1JB3QQ5wj9ZwlqEMUq5D8aibMN11Oc2zuWYox2pet7GvCzZTWHmZmZ2fLCWxZ7h76Snso+/4TiB/95kmYCCyl+SA+iSHaO6oY5x0o6OPu8b0TMTdvZTpO0PrAYuAv4TSfHvpDiCYQARESrpGOAmyWtBLwOfDMiWrM+50makN7/NSI+IGkAcK+koHjS5MHp/jAoHh7yA2CGpH9SnKNLgacbjHEYRUL3BsU/bFwQEQ+kZGJgukeu5qKIODPvHBHPSLqS4kEoP4iIhyT9C5gcEf9qY84TKJ4OOUvSv4F/Ad/J6idKWpTeT4uIQ4DPAWdIegV4AzgoIhaxpI+UvkN1E710392PoM2thh0Zqex/PwB8ieKcD5T0ILAqxbU6s63tomZmZma9iSLa3ZVlZrbcWqX/oOh/6ISqw+j15o4fUXUIZmZmPZ6kyRFRfqidtyyamZmZmZlVxQmZmZmZmZlZRXwPmZn1WEMG9KPF2+nMzMysB/MKmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVWTFqgMwM+uq6fPm03TsrVWHYcnc8SOqDsHMzKzH8QqZmZmZmZlZRZyQmZmZmZmZVcQJmVmDJC0ofR4t6azs8yGSZkiaLulBSUen8ksk7d/A+PtKCklbZmVNqeykrGxdSa/X5pZ0oqR5klqz17skDZc0P31+WNJpnY091a0o6XlJ4xs8TyeWjn2epFWy2OdmbTeXdJukxyRNkXSNpA0amcfMzMysN3BCZtYNJO0FfA34aEQMAd4PzO/kMKOAe9KfuTlAfnPOAcDMUpszImJo9vpHKr87IoYC2wF7S/pgF2LfA3gUOECSOnlMAIuA/64z76rArcA5ETEoIrYHfg6s14U5zMzMzHokJ2Rm3eM44OiIeBogIl6NiF802lnS6sDOwGHAgaXqV4CHJDWnzyOBazoTXEQsBFqBAV2IfRTwU+BJ4AOdmTeZAIyVVH6I0GeB+yLi5izOSRExowtzmJmZmfVITsjMGrdavi0Q+H5WtzUweSnG/iTwm4h4FHhR0rBS/VXAgZI2plhxerpUPzaLbWJ5cElrAYOAu+rM3WbsaRVrd+Bm4EqWXL1rxJMUK3+fa3ReMzMzs3cKJ2RmjVuYbwsEvtONY4+iSLpIf5YTn99QbB08ELi6Tv98y+JuWfkukqYC84A7IuLZTsa1NzAxrbBdB+wrqU8nxwA4BRhHN/w3R9IYSS2SWha90tldoWZmZmbLFydkZt1jJlBe1WqIpLWBDwMXpAdejAM+k9+vFRGvUawmfQO4thPD3x0R2wKDgcMkDe1k7KOA3VNck4F1UqydEhGPUWyZ/EyD87Y31vkR0RwRzX369utsdzMzM7PlihMys+5xCnCqpA0BJK0s6fAG++4P/DIi3hMRTRGxMcWDPHYptTsdOCYiXupscBExBxgPHNNo7JLWTDFskuJqAo4krd5JOkXSfp0I42Tg6OzzFcBOkt58YImkXSVt3YkxzczMzHo0J2Rm3SAibgPOAn4vaSYwBVgza3KepKfS675S91HA9aWy6yhtW4yImRFxaRsh5PeQtUpqqtPmXGDXcl07se8H3BkRr2bNbwT2SY+xHwI0vAUyImpj1z4vpNgS+ZX02PtZwJeA5yVtJOm2Rsc2MzMz66kUEVXHYGY9kKQ7IuJjVcawSv9B0f/QCVWGYJm540d03MjMzOwdStLkiGgul3uFzMy6pOpkzMzMzKw3cEJmZmZmZmZWkfL/qNXMrMcYMqAfLd4mZ2ZmZj2YV8jMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwqsmLVAZiZddX0efNpOvbWqsOwOuaOH1F1CGZmZj2CV8jMzMzMzMwq4oTMeixJCyQ1SVooqVXSLEnnSlohlYekk7L260p6XdJZWdkYSQ+n1/2Sds7qJkl6RNJUSQ9IGprVrS7pHEmzJU2RNFnS/5Ti+5qkf0vql5UNT3Htk5XdIml4G8d4dIqtNcVwSBZbc9auSdKMUt8JkuZJWiEr2yDNNzWdr9uy/rXzWHsdUiceSTo/9Z0u6QNtXB4krSRpvKTH0jm6T9Jeqa6fpMskPZ7O4WX5eTIzMzN7p3BCZr3B7IgYCmwDbAXsm8rnAPm+qQOAmbUPkvYGvgDsHBFbAkcAV0jaMOtzUERsC/wcODUrvwD4OzAoIrYH9gTWLsU1CngA+FSp/Cng+I4OStIRwB7ADun4PgKoo36p7wrAfsBfgQ9lVd8HfhcR20bEVsCxWd3siBiavS6rM/TOwCBgMLAD8Jd2wvgB0B/YOp2jfYE1Ut2FwF8iYrOIGEhxrS5o5NjMzMzMehMnZNZrRMQbwL3AZqnoFeChbCVpJHBN1uUYYFxEvJD6TwEuBY6sM/x9wAAASQMpkpETImJx6vt8RPyo1ji1WR04gSIxy00F5kvao4ND+hbwxYh4Oc3xckRc2kGfmuEUyec5pfn7UySEpDGnNThezWvABsBKEbEwIp6r10hSX+B/gK9ExKtpruci4hpJmwHDKBK2mu8Dzem8mZmZmb1jOCGzXiMlAR8BpmfFVwEHStoYWAQ8ndUNBiaXhmlJ5WV7Ajdk/abWkrE2HJjmvhvYQtIGpfqTKZK1to5lTWCNiGhvBery2vZC4LZS3SjgSuB6YISklVL52cCFkiZKOl7SRlmfgaUti7vUmfM5ilWuSyS1t1q3GfBkLZks2QpojYhFtYL0vpX6597MzMys13JCZr3BwJSU/BG4NSJuz+p+Q7Ht70Dg6i6MfbmkORRbDM+u1yAlNq2S8mRvFHBVStquo9gu+aaIuCv13ZmuO6i2vRD4eBbPyunzDSkh+jPwsTTvHcCmwC+ALYEHJa2Xupa3LN5dZ85rgV0pVh/PSPOdnbZ/vi3SfX8tkloWvTL/7ZrWzMzMbJlwQma9QS2R2C4iTswrIuI1ilWwb1AkE7lZFFvncsPI7jMDDqJIYC4Ffpb127b2sIyIODklRWsCSBpCcZ/V7yTNpUgGy9sWoZ1VspRILZC0af1DbtfHgHcB09P8O+fzR8RLEXFFRHyO4h63XRsZVNL6wLoRMYfi3rsmSd8F/h8wsdT8cWCTtNJXNgsYWnrYyArA0FTXrog4PyKaI6K5T18/B8TMzMx6Nidk9k5wOnBMRLxUKv8x8CNJ6wCkpyiOpniAx5siIoBvA++XtGVEPE6xtfEkSX1S31X5zwM3RgEnRkRTem0EbCTpPaVxfwusRfEwknpOAc6uJTXpyY5LPPmwjlHA4bX5gfcCe0jqK+nDaWsnktYABgJPNjAmwPNFN+2WthiOAY4CpkTEv0rH9grFgzt+mlbskLSepAPS+XuQtyajJ6RxHm8wFjMzM7NewQmZ9UiSVgRebaRtRMys9zCMiLgJuAi4V9LDFNv4Do6IZ+q0XUiR2I1LRYcD6wCPS2oBfgd8M9UdSHHvVu76VF52MrBxG6GfQ7Hy9EB6pP3dQHv3rdXuo9sTePP/lpySpXuAfShWAFskTaN4UMkFEfFAalq+h+yr+dgpMf00cHLaInoD8GWKRHX/OuGcQJHEzUrx3wLU7ik7DNg8PfJ+NrB5KkPSJyR9v73jNDMzM+stVPzGMutZJG0L/CIidqg6FqvOKv0HRf9DJ1QdhtUxd/yIjhuZmZm9g0iaHBHN5XKvkFmPk/7/XFfSzlMKzczMzMx6ghWrDsCssyLiXODcquMwMzMzM1taTsjMrMcaMqAfLd4aZ2ZmZj2YtyyamZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVZMWqAzAz66rp8+bTdOytVYdhS2Hu+BFVh2BmZlYpr5CZmZmZmZlVxAmZmZmZmZlZRZyQmXWCpAXpzyZJCyW1Spoq6V5JW6S64ZJC0uFZv6Gp7Og2xj1E0gxJ0yU9WGunwgmSHpP0qKSJkgZn/eamPtMk/Z+k92R1i1J8MyT9SlLfVP5uSTemMWdL+qmklbPY56d+D0s6rRTnupJel3RE+nx2ajsrOx+tkvaXdImk/VO7lSVNkPR4mvdGSe/Oxg1Jp2efj5Z0YpcvlJmZmVkP4YTMrOtmR8TQiNgWuBT4VlY3A/hM9nkUMLXeIJL2Ar4GfDQihgDvB+an6iOBnYBtI2Jz4BTgJkmrZkPsFhHbAJOAE7LyhSm+rYHXgCMkCfg1cENEDAI2B1YHTs763R0RQ4HtgL0lfTCrOwD4UzoeIuLI1Pbj2fkYGhHXlg7zh8AawBZp3huAX6d4AF4FPiVp3XrnyMzMzKy3ckJm1j3WBP6efX4CWFXSBinp2BO4vY2+xwFHR8TTABHxakT8ItUdA3w5Il5Jdb8F7gUOqjPOfcCANua4G9gM+DDw74i4OI23CBgL/HdtBa0mIhYCraUxRwHfAAbkK1ztSeN+Hhib5iPN/2qKB+AN4PwUi5mZmdk7hhMys64bmLbnzQa+DvykVH8txYrSTsAUigSknq2ByeVCSWsC/xURfylVtQCDy+0pkr4b6oyzIrAXMD31e8tcEfEy8CRFwpb3WwsYBNyVPm8M9I+I+4FrgJFtHE/ZZsCTaZ72juNs4CBJ/Roc18zMzKzHc0Jm1nW1LXoDKbYcnl+qv4YiIRsFXLkM45goaR5F0pXPs5qkVorE50ngwgbH20XSVGAecEdEPJvKR1IcE8BVpG2L3SUlbJcBX22vnaQxkloktSx6ZX57Tc3MzMyWe07IzLrHTcCueUFKZF4H9gD+0E7fmcCwcmFKUP4ladNS1bDUp2Y34D0U2wu/l5UvzO7p+kpEvAbMKs+VVuI2AR5PRXen++IGA4dJGprKRwGjJc1Nx7uNpEHtHFfNbGATSWt0cBwAE4DDgP9qa7CIOD8imiOiuU9fL6aZmZlZz+aEzKx77EyReJR9Bzimdu9UG04BTpW0Ibz5RMLaExpPBc6UtFqq2z3NdUU+QES8QbFKd4iktduZ6w9AX0mHpPH6AKcDl9TuU8vGnAOMB46RtDmwekQMiIimiGhKcXe4ShYR/6J46MlP0nyk+fsCd5bavkSxCndYR+OamZmZ9QZOyMy6rnYP2VSKpwgeXm4QEfdGxA3tDRIRtwFnAb+XNJPifrM1U/XPgAeA6ZIeAb4NfDI9cKM8zjMUWxaPbGeuAPYDDpD0GPAo8G/e+oTI3LkUK3+jgOtLddfR+LbF49I8j6Z5DwD2S/GUnQ74aYtmZmb2jqD6v4fMzJZ/q/QfFP0PnVB1GLYU5o4fUXUIZmZmbwtJkyOiuVzuFTIzMzMzM7OKrFh1AGZmXTVkQD9avMJiZmZmPZhXyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCqyYtUBmJl11fR582k69taqwzBbZuaOH1F1CGZmtox5hczMzMzMzKwiTsjMzMzMzMwq4oTMlguSFqQ/myQtlNQqaaqkeyVtkeqGSwpJh2f9hqayo+uMeWKtXNIlkuZJWiV9XlfS3NKcD0p6SNL9kkZn44yWdFZp7FZJV7VzPCem+VolzZD0iTrlsySNyvpcIml/Sd+VdEppvKGSHqo3v6TPp8+tkl6TND29H59ifz6rb5W0VVvnv4Pz94qkNbL6Cencr1sbQ9KQbJ6XJM1J739fura11yGp79wU9/R0Xk6StGpb59fMzMyst3BCZsuj2RExNCK2BS4FvpXVzQA+k30eBUxtcNxFwH+3M+d2EfE+4EDga5I+X6+hpPcBfYBdJP1XO/OdERFDgQOAiyStUCr/JHCepJVK/a4ERpbKDkzlS8wfERen8zUUeBrYLX0+NvW9ulafXrPaibk9j6eYScfyYWBe3iAipmex3ASMS593T01ml2K5LOu+W0QMAXYANgXO62KcZmZmZj2GEzJb3q0J/D37/ASwqqQNJAnYE7i9wbEmAGMltfswm4j4C/B14KttNBkF/BL4LSlB6WC8h4A3gHVL5Y8BrwBrlcofBf4uaces+DOkhKyz83ejq/hPojgc+CPFcXWriFgAHAHsK2nt7h7fzMzMbHnihMyWRwPTdrbZFInRT0r111KsOu0ETAFebXDcJ4F7gM810HYKsGUbdSMpkpMrKZKjdqXEajHwfKl8e+CxiPhbnW5XUqyKIen9wEspgev0/MDI0jbB1RroU8+jwHqS1krztrllsx0DS7HsUq9RRLwMzAEGdTFWMzMzsx7Bj7235dHstOUNSSOB8ylWwmquAa6mSJiupEjMGnUKcCPQ0bPSVbdQagZeiIgnJc2j2Iq4dkS8VKf5WEkHA/8ERkZEFIt6jE3bITcH9mlj/quBeyV9g7duV+zM/G+OFRFf7uB4G/XrFM+OwBe60P/Na9uAtq7BGGAMQJ811+tCCGZmZmbLD6+Q2fLuJmDXvCAingVeB/YA/tCZwdIqUytvvQ+tnu2Ah+qUjwK2TA8EmU2xpfLTbYxxRrpPapeIuLtUPjj1u7Dewysi4q8UK0QfSu2u7sL8y8LVwA+A30XE4mU1SXp4SBPFqtxbRMT5EdEcEc19+vZbViGYmZmZvS2ckNnybmeKxKPsO8AxEbGoC2OeDCzxVMYaSU3AacDPSuUrUCRyQyKiKSKaKO7hamTb4BIi4iagBTi0jSZXAmcAf4mIp7p7/q6IiCeA44GfL6s5JK2exr8hIv7eUXszMzOznsxbFm15NFBSK8WWtdeAw8sNIuLerg4eETMlTQG2L835ILAqxRbDMyPiklLXXYB5EfF0VnYXsJWk/hHxTBfC+T5whaRf1Kn7FXAm8JWlnH+kpJ2zz1+qc/76Snoq+1y+b+9NEbE0Tz+sXduaiyLizPR+YnpQywrA9RQrcWZmZma9miKi6hjMzLpklf6Dov+hE6oOw2yZmTt+RNUhmJlZN5E0OSKay+XesmhmZmZmZlYRJ2RmZmZmZmYV8T1kZtZjDRnQjxZv6TIzM7MezCtkZmZmZmZmFXFCZmZmZmZmVhEnZGZmZmZmZhVxQmZmZmZmZlYRJ2RmZmZmZmYVcUJmZmZmZmZWESdkZmZmZmZmFXFCZmZmZmZmVhEnZGZmZmZmZhVxQmZmZmZmZlYRJ2RmZmZmZmYVcUJmZmZmZmZWkRWrDsDMrKumz5tP07G3Vh2GWY8zd/yIqkMwM7PEK2RmZmZmZmYVcUJmZmZmZmZWESdkZm8jSWdI+lr2+Q5JF2SfT5f0dUlNkmaksuGS5ktqlfSQpO/WKX9Y0mmlufaVNC31mS5p3zZiOlHS0XXKF6Q/mySFpJOyunUlvS7prHwMSWeneGZJWpjet0raX9IlkuZkZfemvqMlPS/pQUmPpXOyU9fPspmZmVnP4YTM7O31R2AnAEkrAOsCg7P6nYB76/S7OyKGAs3AwZK2L5VvB+wt6YNp7G2B04BPRsT7gE8Ap0napotxzwHym04OAGaWG0XEkSmejwOzI2Joel2bmozLyvKk6+qI2C4iBgHjgV9Lel8XYzUzMzPrMZyQmb297gU+kN4PBmYA/5S0lqRVgPcBU9rqHBH/AiYDm5XKFwKtwIBUdDTww4iYk+rnAKcA47oY9yvAQ5Ka0+eRwDVdHKtdETEROB8YsyzGNzMzM1ueOCEzextFxNPAG5I2oVgNuw/4M0WS1gxMj4jX2uovaR3g/ZRWpyStBQwC7kpFgykSt1wLb12N66yrgAMlbQwsAp7uwhinZlsWL2+n3RRgy64EaWZmZtaT+LH3Zm+/eymSsZ2An1Csau0EzKfY0ljPLpIeBBYD4yNipqThqXwqRTI2ISKeXYZx/wb4AfAccHUXxxiXbV9sj9qskMaQVs/6rLleF8MwMzMzWz54hczs7Ve7j2wIxZbFP1GskLV1/xgU94ptFxHDIuLcUvm2FCtfh0kamspnAcNKYwyjzn1fjUord5OBbwCNJFVLYzvgoTbiOD8imiOiuU/ffss4DDMzM7NlywmZ2dvvXmBv4KWIWBQRLwHvokjK2krI2pXuERsPHJOKTgOOk9QExZMSgW8Bpy9N4Kn/MSnmZULShyhWwH6xrOYwMzMzW154y6LZ2286xdMVryiVrR4RLyzFuOcCR0tqiohWSccAN0taCXgd+GZEtLbR94T8cfwR8e56jSJiJkuxykZxD9kJ2ecd0p8jJe0M9KV4ouOnI6LuCpmZmZlZb6KIqDoGM7MuWaX/oOh/6ISqwzDrceaOH9FxIzMz61aSJkdEc7ncWxbNzMzMzMwq4oTMzMzMzMysIr6HzMx6rCED+tHirVdmZmbWg3mFzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKrJi1QGYmXXV9HnzaTr21qrDMHvHmjt+RNUhmJn1eF4hMzMzMzMzq4gTMjMzMzMzs4q8oxIySRtKukrSbEmTJd0mafNUN1jSnZIekfSYpG9LUtZ3T0n3S3pYUqukqyVtkuoukTRP0irp87qS5qb3TZJmpPcnp76116OSFklaPZvnBkl/KsV9oqRXJK2flS2QtE421rMphtrnlbO2f05lT0p6PmvTJGmupOlZ2ZlZv6Oz431A0iGpfJKk5qxdfozDJYWkfbL6WyQNT+9XljRB0uPpPN8o6d35cdW5bv0kXZb6zE7v+2X1g9Ictes6UdKuki6X9MWs3Y6SpklaqTT+3pIelDRV0ixJX8jqxqRz8HC6/jtndW85D6lsrqR1s8/DU2yfz87xa9k5Hy9ptKSzOjFnS/a5WdKk9L5vOubpkmZIuif/brV1jvP5JW2R5miV9JCk88v9U7vNVfz9eUzSFEnXSNog1e2s//xdeVjSmKzfidn3dJakUVndJZLmpLopkj5Qb24zMzOz3uQdcw+ZJAHXA5dGxIGpbFtgA0l/BW4CvhgRv5XUF7gO+BJwtqStgZ8Bn4iIh1LfTwBNwJNpikXAfwPntBVDRBwPHJ/FdDlwTUQsSJ/fBQwDFkjaNCL+knV/AfgGcEw23ovA0NT3RGBBRJxWZ94dU5vRQHNEfDmLAWC3iHihdL6OAPYAdoiIlyWtCezX1rGVPJWO8+Y6dT8E1gC2iIhFkj4P/FrSjhERbYx3ITAjImoJ4feAC4ADJK0K3AocHRE3pfqtgWbg68B9kq4FXgTOAr4UEa9nx7kScH46zqdUJNVNqW5v4AvAzhHxgqTtgRsk7RARzzZ4LgCIiIuBi9O4c8nOeboutXgamXN9SXtFxO2laY4CnouIIWmsLYDX6ZwzgTMi4sY0xpByg+ycfz0ibk5lw4H10t+zK4B9I2JKSk7vkDQvImo3e50REadJGgRMlnRtdk3GRcS1kj4KnAds08n4zczMzHqUd9IK2W7A6xFxbq0gIqZGxN3AZ4E/RsRvU/krwJeBY1PTY4Af1pKx1OamiLgrG38CMFZSQ0mupIOBzYATs+JPUSQxVwEHlrpcBIyUtHYj43eDb1EkqC8DRMTLEXFpg32nAvMl7ZEXpkT388DYiFiUxr0YeBX4cL2BJG1GkaT+ICv+PtAsaSBwEHBfLRlLY86IiEsi4jngNODHwBHAtIi4pzTFGhT/MPFi6vtqRDyS6o6hSBBeSHVTgEuBIxs8D13RyJynkiX2mf7AvNqHiHgkIl7t5Pz9KRLq2hjT67T5LMU5vzlrNykiZqQ4L0lxk47jm/zn7xJZn8eAV4C16sxxF8XfDzMzM7Ne7Z2UkG0NTG6jbnC5LiJmA6unlaHBwJQOxn8SuAf4XEeBSGoCxgMHRcQbWdUo4Mr0GlXqtoAiKTuqo/G7YGK2nW5sOuY1Sit0ZZfX+gC31ak/GTihVLYZ8GQtycu0UJzjerYCWmsJHEB635r6dHRtzk1jjKNIDN4iIl6iWB19QtKVkg6SVPt7scT3ooNYu0Mjc94HvCZpt1K7i4BjJN0n6aS0AtVZZwB3Sro9fRfeVadNp/4u0cY5S6t/j0XE3+qMsw9QLxk0MzMz61XeSQlZt9B/7tt6VNLRpepTKH74t3leJfUB/hf4dkQ8npVvAAwC7omIR4HX09a73JnAoZLW6I5jyewWEUPT64wG+xxU6wN8vFxZWz3M7396O0i6Pt0/9esUx2KKrW+3py2eS4iIw4GPAPcDR1MkNl1Vb9tlW1sxl8ZJlBLeiGgFNqVYQVsbeEDS+xocL9IYFwPvA34FDAf+lLZxdqexkmYCf6ZI3HOnpiR/DHBYvc4q7rFrkdSy6JX53RyamZmZ2dvrnZSQzaTY+lbPrHKdpE0p7sl6OfXdHor7tlIScj7wlgcmpC1YrcBn2onjBOCZ9MM39xmKrVtz0j1GTZRWySLiHxT35yzLLXOkY16QzsHSKK+SzQY2qZNQDqM4x/XMAoZmq1ak90NT3ZvXJsW+HzCaIiGpWZxebYqI6SkZ3QP4dDZ3+TvTXqxQbH3Mt+CtTXH/X6MamjMi7gRWA95fKl8QEb+OiC9RJP5LJMvAQmUPfSnHGBFPR8RFEfFJ4A2KFbFcp/4u1Yn/jIgYTHGeL0z3pNWMS4n+HmkL5BIi4vyIaI6I5j59+9VrYmZmZtZjvJMSsjuBVUpPfNtG0i7A5cDOknZP5atRrEb9ODX9MXB8abWhbxvznEyxyrIESe+nSBbG1KkeBewZEU0R0UTxI7Z8HxnATyge+rCsH8hyCsUDTdYEkLS60lMWG5XuyVuL9GCGiPgXxf1QP0krhaQx+1Jcn3pjPA48yFsTuxOAKanuCuCD6SErNW1dmyWk4xqeFQ0Fnkjvfwz8SNI6qe1Qiuv383aGnETatpqO8WBgYqPxdHLOk8i2YUr6oKS10vuVKbZqPlGn3/+luGrf9c/UYlTxNNGV0vsNgXXI7ktLrgB2kvTm/xFWxVMttwbOBkanuEnH8SP+83fpTem+vxbg0LZOhpmZmVlv9455ymJEhKT9gAmSjgH+DcwFvhYRCyV9EviZpLOBPsAvKZ7KR0RMl3QUcFlKUF6guGfsu3XmmSlpCtmqTeZ7FMnCRP3nifpQrBS8B3jzcfcRMUfSfEk7lsZ/QdL1wNiunIc2TJRUu0drWnqa4TkUK4APSHqd4ml9p3dh7JOBG7PPx1E8aONRSYuBh4H9sics9pX0VNb+JxRb134maXYquy+Vka7d3hRJ3gTgOeCfFMlKIwR8U9J5wELgXxQJEBFxk6QBwL2SIo17cEQ8k/W/NZ2fWlyHA+dImprG/g3FSlVDGpyz1vY2Sc9nRQPT3KL4x5ZbKZ4WWnYUcJ6kr6YYL8seUPNR4KeS/p0+jys/UTI75xPSOX8dmAYcFRHPpQfW/CKthAqYkD8ApOT7wBWSftHuiTEzMzPrpRRtPmnczGz5tkr/QdH/0AlVh2H2jjV3/IiOG5mZGQCSJkdEc7n8nbRl0czMzMzMbLnihMzMzMzMzKwi75h7yMys9xkyoB8t3jJlZmZmPZhXyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCrihMzMzMzMzKwiTsjMzMzMzMwq4oTMzMzMzMysIk7IzMzMzMzMKuKEzMzMzMzMrCJOyMzMzMzMzCqyYtUBmJl11fR582k69taqwzCzZWTu+BFVh2Bmtsx5hczMzMzMzKwiTsisx5C0SFJr9jo2lU+S9IikqZIekDQ06zNX0nXZ5/0lXZLebyDpltRvlqTbJA3Jxn9J0pz0/vd14llX0kRJ0yTdL2n1Om0k6R5Je2VlB0j6TXo/RtLD6XW/pJ1Lsa+bfR4u6Zb0frSkxZK2yepnSGpK71eXdI6k2ZKmSJos6X/qxNckaUap7ERJR9dpu8T5Krep02eSpOZS2ZvHUadt7Tr+UdIWHY1vZmZm1tN5y6L1JAsjYmgbdQdFRIukzwOnAntkdcMkbRURs0p9vg/8LiJ+CiBpm4iYDgxNny8BbomIa9uY84vAXRHxXUkbAa+VG0RESDoC+JWkiRR/534I7Clpb+ALwM4R8YKk7YEbJO0QEc92cC4AngKOB0bWqbsA+AswKCIWS1oP+O8GxmzPEudrKcerp3Ydx1Bcx08sgznMzMzMlhteIbPe5j5gQKnsdIrEpaw/RVIDQERM6+RcrwHvTn2fjoglErJUNwO4GTgG+A5wWUTMTp/HRcQLqd0U4FLgyAbnvwUYXF5JkjQQ2AE4ISIWp7Gfj4gfdfL4ypb2fHXGXcBmy3B8MzMzs+WCEzLrSVYrbVmstzK0J3BDqewaYHtJ5R/4ZwMXpm2Hx6dVrs6YDXwqrYB15HvAZ4G9gB+nssHA5FK7llTeiMVprG+VygcDU2vJWDda2vPVGfsA05fh+GZmZmbLBW9ZtJ6kvS2Ll0taGVidtOUws4hi+9txwO21woi4Q9KmFEncXsCDkraOiOc7CkTSgDTeZsAdkp6PiOskTQN2iYj5efuI+Jekq4EFEfFqA8cKEA2UXQEcL+m97cR6PHAAsH5ElJOoenPULV+a89UJl0taCMwFvlKvQdrOOAagz5rrdePUZmZmZm8/r5BZb3EQsCnFlr+f1an/JbArsHFeGBEvRcQVEfE54IHUphEfBKZHxIvACOB7kr4EzC0nY5nF6VUzCxhWajMMmJnevwisldWtDbxQiv8Nii2Zx5TG3VbSCqnNySmRXbNOTOU56s6TzdfV89WogyJiaETsGxF/bSOG8yOiOSKa+/Tt183Tm5mZmb29nJBZrxERAXwbeL+kLUt1rwNnAGNrZZI+LKlver8GMBB4ssHppgG7SdooIp5L455NsWLVqB8DP5K0TophKDAa+HmqnwR8LtX1AQ4GJtYZ5xJgd2A9gIh4nGLr40mpH5JWBVTuGBELgGckfTi1W5tiBeyectulPF9mZmZmVocTMutJyveQjS83iIiFFCtG4+r0v5C3btMdBrSkbYb3ARdExAONBBIRD1M8KOQOSVOArwMHAqdI2rzBMW4CLgLulfQw8Avg4Ih4JjX5AbCZpKnAg8DjwP/WGec14Exg/az4cGAd4HFJLcDvgG+2EcohwLcltQJ3At9LDx1B0hHZPXJtnq/Uty23SnoqvX6Vyj6SlT0l6QPt9DczMzPrtVQsKpiZ9Tyr9B8U/Q+dUHUYZraMzB0/ouoQzMy6jaTJEdFcLvcKmZmZmZmZWUWckJmZmZmZmVXEj703sx5ryIB+tHhLk5mZmfVgXiEzMzMzMzOriBMyMzMzMzOzijghMzMzMzMzq4gTMjMzMzMzs4o4ITMzMzMzM6uIEzIzMzMzM7OKOCEzMzMzMzOriBMyMzMzMzOzijghMzMzMzMzq4gTMjMzMzMzs4o4ITMzMzMzM6uIEzIzMzMzM7OKOCEzMzMzMzOryIpVB2Bm1lXT582n6dhbqw7DzCowd/yIqkMwM+sWXiEzMzMzMzOriBMys7eBpH0lhaQtS+U7SLpL0iOSHpR0gaS+qW4vSS2SZqW601P5iZLmSWrNXu+SNDzNsU82/i2p/PrU7nFJ87N+O0maK2ndrM9wSbek96MlPZ/aPixpbNaubhyl42uSNKPO+bhE0v512i5M48ySdK4k/zfKzMzMejX/2DF7e4wC7kl/AiBpA+BXwDERsUVEbAf8BlhD0tbAWcDBEbEV0Aw8no13RkQMzV7/SOVPAceXJ4+I/SJiKHA4cHfW794GYr869f0gcLykjRuIo6tmp7m2AbYC9l3K8czMzMyWa07IzJYxSasDOwOHAQdmVUcCl0bEfbWCiLg2Ip4DvgmcHBEPp/JFEXFOA9NNBeZL2qPbDuA/sb1IkRT27+6x68z1BnAvsNmynsvMzMysSk7IzJa9TwK/iYhHgRclDUvlWwOT2+jTXh3A2Gyb4MRS3cnACUsVcR2SNgFWBaY1GMfSzNUX+AgwvbvGNDMzM1se+SmLZsveKOCn6f1V6XN7yVYjzoiI0+pVRMRdkpC0c4NjRQdlIyXtCmwJfDki/t1IHF00UFJrmv/GiLi93EDSGGAMQJ811+vGqc3MzMzefk7IzJYhSWsDHwaGSAqgDxCSxgEzgWHAjXW61uqmdnHq2irZGw20fRFYC3ghfV47ew/FPWRfltQM/FbSTRHxbBfj6kjtHrI2RcT5wPkAq/QfVC+ZNDMzM+sxvGXRbNnaH/hlRLwnIpoiYmNgDrALxUM7DpW0Y62xpE+lh32cCnxL0uapfAVJRzQ6aUT8liLJ2qaB5pOAz6V5+gAHA0tsP4yIFuCXwFGNxmFmZmZm7XNCZrZsjQKuL5VdB4xKD+84EDgtPfb+IeBjwD8jYhrwNeDKVD4D2DQbI793q1VSU525TwY2rlNe9gNgM0lTgQcpHtzxv220/RHweUlrdCKOLSQ9lb0OSOXnZWX31elnZmZm1uspwjt+zKxnWqX/oOh/6ISqwzCzCswdP6LqEMzMOkXS5IhoLpd7hczMzMzMzKwiTsjMzMzMzMwq4qcsmlmPNWRAP1q8bcnMzMx6MK+QmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVWTFqgMwM+uq6fPm03TsrVWHYWZmnTR3/IiqQzBbbniFzMzMzMzMrCJOyMzMzMzMzCrihMx6HEkbSrpK0mxJkyXdJmnzrP5rkv4tqV9WNlzSfEmtkh6S9N2sbgdJkyQ9JmmKpFslDUl1J0qal/rVXu9K44Wkw7Nxhqayo9PnSyTtn95PktSStW2WNCmL7ZZ2jndCimGFrGx0mmv3rGzfVJbP+UgW97V1jmmWpFHZGHnMK0kan52X+yTtVed492wn9rmS1k3vQ9LpWd3Rkk7MPh8iaYak6ZIerJ1HMzMzs97MCZn1KJIEXA9MioiBETEMOA7YIGs2CngA+FSp+90RMRRoBg6WtL2kDYBrgG9FxKCI2B44BRiY9TsjIoZmr3+k8hnAZ0rzTm0n/PXzhKbB410B2A/4K/ChUvV04MAO5j8oi3v/rPyMdC4+CZwnaaU60/8A6A9snc7LvsAapfnuSX824lXgU7UELZfOy9eAj0bEEOD9wPwGxzUzMzPrsZyQWU+zG/B6RJxbK4iIqRFxN4CkgcDqwAm0kShExL+AycBmwJeBSyPi3qz+noi4oYFYngBWlbRBShT3BG5vp/2pwPENjJsbDswEzmHJ47kb2CGtZK1OcTytnRk8Ih4DXgHWyssl9QX+B/hKRLya2j4XEdekegEHAKOBPSSt2sB0bwDnA2Pr1B0HHB0RT6e5Xo2IX3TmWMzMzMx6Iidk1tNsTZFMteVA4CqKZGWLtAL2FpLWoViBmQkMBqZ0MOfYbNvfxFLdtRSJyU5pnFfbGec+4DVJu3UwX24UcCXFquCI0kpWAL8HPkax0nVTnf6XZ7GfWq6UtD3wWET8rVS1GfBkRLzcRlw7AXMiYjYwCWj0cVlnAwfl20mTjq6rmZmZWa/khMx6m1HAVRGxGLiOIlmq2UXSg8BvgfERMbPcWdKf0z1mP82K8y2L5WTqmjRHLXHqyEkUq3cdkrQy8HHghpQY/Zki+cpdRZGEHtjG/PmWxXFZ+VhJM9OYJzcST8moNHcthoa2LabjuAz4ahfmBEDSGEktkloWveJdjWZmZtazOSGznmYmMKxeRXoQxyDgd5LmUiQpeaJwd0RsFxHDsi2PM4Htaw0iYkfg20B5BaeuiHgWeB3YA/hDA+3vBFajWKHryMeAdwHT0/HsTCnxiYj7gSHAuhHxaCMxJ2dExGDg08CFdbYcPg5sImnNckdJfVK/76S4fgbsKWmNcts2TAAOA/4rK2vzupZFxPkR0RwRzX36NnSZzMzMzJZbTsisp7kTWEXSmFqBpG0k7UKRrJwYEU3ptRGwkaT3tDPe2cBoSTtlZX07GdN3gGMiYlGD7U8CvtlAu1HA4bXjAd5Lcb9WOb5jgW81GmwuIm4CWoBDS+WvABcCP00rdUhaT9IBwEeAaRGxcYrtPRSrkfs1OOdLFCuLh2XFpwCnStowzbVy/gRLMzMzs97KCZn1KBERFD/8d1fx2PuZFD/mn6VYEbu+1OV63vokwvJ4zwIjgVMkPS7pXmB/4KysWX4PWaukptIY9zb4EJBa+9uA59trk5KuPYFbs37/oniq4T6l8W6PiPK9bTX5PWS/b6PN94Gv54/VT05Icc6SNAO4BXiZIlEsn+fraPxpiwCnA28+bTGdk7OA36drOgVYYnXOzMzMrLdR8fvWzKznWaX/oOh/6ISqwzAzs06aO77RZ0GZ9R6SJkdEc7ncK2RmZmZmZmYVWbHqAMzMumrIgH60+F9ZzczMrAfzCpmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFVqw6ADOzrpo+bz5Nx95adRhmZvYOMXf8iKpDsF7IK2RmZmZmZmYVcUJmZmZmZmZWESdktlyQtEhSq6SZkqZK+oakFVLdcEnzU33ttXuqW1BnrH6SLpP0uKTZ6X2/VNckaYakj2VjLZD0SHr/16z8NUnT0/vxkkZLer4Ux1Z15t9Q0lVp7smSbpO0eaobLOnONN9jkr4tSalutKTFkrbJxpohqSm9/+8Uz7RU/slUPklSc9anSdKM7Nzdkt4PyeJ+SdKc9P73dfqEpH2yMW+RNDy9X1HSD1P8tfGOb+O6zpW0bqlstKSz2mhbO77fStqw3phmZmZmvYkTMlteLIyIoRExGNgD2Av4blZ/d6qvvX7fzlgXAn+JiM0iYiAwB7ggbxARd9TGAlqAg9LnjbPyp4Hd0udjU9erS3HMysdNydX1wKSIGBgRw4DjgA0krQbcBIyPiC2AbYGdgC9lQzwFLJHcSHp3Kt85IrYB3g9Ma+ccLCEipmfHdhMwLn3evU7zunEkJwEbAUPSWLsAK3Umlnbslo6vBfhWN41pZmZmttxyQmbLnYj4GzAG+HJt9ahRkjYDhgE/yIq/DzRLGth9UbZpN+D1iDi3VhARUyPibuCzwB8j4rep/BXgy8CxWf9bgMGStiiNuz7wT2BB6rsgIuYsu8NgKjBf0h55oaS+wP8AX4mIf6dY/hkRJ3bz/HcBm3XzmGZmZmbLHSdktlyKiL8AfSgSEYBdSlsF20qutgJaI2JRNtYioBUY3A2hjSzFsVqpfmtgcht9B5frImI2sLqkNVPRYuDHLLk6NBV4Dpgj6eJ8O+EydDJwQqlsM+DJiPjnMp57b2D6Mp7DzMzMrHJOyKynKG9ZnF1RHOUtiwuXwRxXAO+X9N5aQUoq9wT2Bx4FzpB0Yq26zhj1yjolIu4CkLRzW20kfT67927jpZ0TmCipFVgTOKWNOcdIapHUsuiV+d0wpZmZmVl1nJDZcknSpsAi4G+d7DoLGKr0QJA01grA0FS3rM2k2DJZz6xyXTrOBRHxcq0sIt4ATgeOydtG4f6IOAU4EPh0qnoRWCtrujbwwtIcRKa8SvY4sImkNVJMF6f7yOZTrGgurdo9e4dExD/qNYiI8yOiOSKa+/Tt1w1TmpmZmVXHCZktdyStB5wLnBURnVrpiYjHgQd5axJxAjAl1S1rdwKrSBpTK5C0jaRdgMuBnfWfJ0SuBpxJsUWx7BJgd2C91HYjSdtn9UOBJ9L7ScDB2f12hwITu+Ng0v1uawHbpM+vUDw05SxJq6bY+gArd8d8ZmZmZu80TshsebFa2vo2E/g98Fvge1l9+R6y/VN5X0lPZa+vA4cBm6fHzs8GNk9l3aF8D9lOeWVKIPcDdk/zz6TYevds2t74SeAESY9Q3CP1ALDEI+Aj4jWKZK12D91KwGmSHk5b+kYCR6W68yke+DFV0lRgdeC0bLiPlM7RBzp5zCcD+XbE44FngBmSHgTuBi6leCplPdOyuX+SykaXYnp3J2MyMzMz6xXUyQUIM7Plxir9B0X/QydUHYaZmb1DzB0/ouoQrAeTNDkimsvlXiEzMzMzMzOriBMyMzMzMzOziqxYdQBmZl01ZEA/Wrx9xMzMzHowr5CZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFnJCZmZmZmZlVxAmZmZmZmZlZRZyQmZmZmZmZVcQJmZmZmZmZWUWckJmZmZmZmVXECZmZmZmZmVlFVqw6ADOzrpo+bz5Nx95adRhmZmbWA80dP6LqEACvkJmZmZmZmVXGCZmZmZmZmVlFnJAtxyStI6k1vZ6VNC/7vL6k1yUdkdqencpnSVqYtds/1d8g6U8dzLeXpJY0xoOSTs/qxkh6OL3ul7RzVjdJUkv2uVnSpPS+r6TLJU2XNEPSPZJWl9QkaUZp/hMlHZ3eX5LFfnx2PIuy919N9RPSuVkhG2u0pMWStsnKZkhqSu9Xl3SepNmSJqdj+FA6viFZn3GSzqtzro6XNFPStBTLjtm5eCSL8drs2GrXb5akUan8L5K2KI09QdIxkoZLuqWj61Mau/Z6V1vnvs6xzJW0bqlstKSzsvFD0mZZ/ddSWXM2xgbtfF9XLl27VknHls7ZtHT+z5L0rnKcZmZmZr2R7yFbjkXEi8BQKH4UAwsi4rT0+YvAn4BRwLkRcWQqbwJuiYihtXHSj9thwAJJm0bEX8pzSdoaOAsYEREPS+oDjEl1ewNfAHaOiBckbQ/cIGmHiHg2DbG+pL0i4vbS0EcBz0XEkDTWFsDrnTwPJwMnp/4LSse2ArAf8FfgQ8DErOtTwPHAyDrDXgDMAQZFxGJJ7wW2Ar4G/FzSrsBGwBFAc95R0geAvYHtI+LVlMysnDU5KCJaWNIZEXGapEHA5JSsXQUcCHwvO579gQ8C783mbPP65GOX4jyOpTz3mekpzpPS5wOAmaU2i2rXpvx9TWUL82tXclBEtEhaGTgFuJHiepqZmZn1al4h67lGAd8ABkh6dwdtPwXczH9+/NfzTeDkiHgYICIWRcQ5qe4YYFxEvJDqpgCXAkdm/U+lSH7K+gPzah8i4pGIeLWDeDtjOEVicA7FOcndAgyuswI1ENgROCEiFqe45kTErRHxG+AZ4BDgDODEiPh7adz+wAu144iIFyLi6UYDjojHgFeAtYAreWvCuCvwREQ8UerW3vVpS3ee+xuAT8Kb528+8EIXx2pTRLxGcaybSNq2u8c3MzMzW944IeuBJG0M9I+I+4FrqL8ClBtF8cP/SpZMWmq2Bia3UTe4Tl1LKq+5D3hN0m6ldhcBx0i6T9JJaXWoO9WO7XpghKSVsrrFwI+Bb5X6DAZaI2JRG2N+jWJFbr2I+GWd+t8CG0t6VNLPJZVXci7PtuWdWu6cVhgfi4i/RcR0YHGWfByYjqesvesDMDabs7ZK2J3n/mXgr2ml7kDg6i6MsVppy2Ld7226LlOBLbserpmZmVnP4ISsZxpJkYhBserVVpKFpA2AQcA9EfEo8Hr6Ub0snASckBdERCuwKcUK2trAA5LeB0QbY7RVvoS0ve3jwP9v7/6DPavrOo4/Xyw/gkgUIQYWxmWUbGCgFTahZErIgCQHGkSglKUwMqDUlCBzRkBIEBFTkYQwZOJniMUoYoQ2DaMCi24LCzEuggFtgED8EIKAd3+cz9Lx9r2Xu5d79+yXfT5mvnPP+Xw+55zP5/u557vf9/18zmf/vqoeA24A9p1Q7GJgjzYlcVraaNc36EbdRuU/QTcF9CjgQeCyJEf0ivxOVS1sr+N66e9PsrzV89Re+iXAoUnWBw4E/m66de05q3fNvVo9lzL6vZ+pVSOsB9IFwKvrqV4dF1bVVEFdJs3onmdckmTJc08+OoNqSJIkrT0MyMbTYcARSe4GrgJ2mWL04x10U+PuauUXMDqAW04XZIxy24i83ZjwDFFVfQPYGNhjQvoTVXVlVR0N/C1dEPVQq1ff5qzeNLh9gVcCt7S27cmEtlXVs8CZdNMuV1kO/EJ7Dmsyz7fXSG3K4D9X1UeAY4GDplHfs6pqp1b2/CQ/1dIvpeuntwDLqur+EcdO1T+TmuS9n6mvAO8C/r0FwHOi9cvOwO2j8qvq3KpaVFWL5m2y2VxVQ5IkaY0wIBszSX4O2LSq5lfVgqpaQLcIwmSjZIcB+/XK7sbo58jOAD7Uzk+S9dJWcKSb9nd6kle3vIXAEcDnRpznFLpngFbV901JXtW2N6RbOOOHbZRpZZK9W97mwH7A9dN5H3pte3evbdsDv55kkwnlLqALdrYEqKo76aZcnpQk7foLkkzrfwdM8voJAfBCYOIzX5Oqqqva9Rf36vMj4DRGT1eEqftnsnqOfO+nW88R9X6SLrA99cXKzlSbcvox4J6qWjZX15EkSVpbuMri+DmM/z9d7Et0z/Sc3E9sKy6+hm41RqBbvCLJo0l2r6obeunLkrwPuKQFNEU3IkJVXZVkPvCtJAU8DryzqlZOrFxVXZ3kwV7Sa4FzWuCzHvDVVl/oFs44O8kn2/5JLThZ5fNJPtW276mqX+q1bRO6AO6FoKSqfpzkeuBtE+r0TJJPA3/ZS3433cjZiiRP0QVE/emFU9kU+ExbvfJZYAU/ueLhRe2c0C3+8ZYR5zgZuDjJeW1hkUvoArIrR11wqv5p3p/knb39A5n6vZ9oWZJVI4KXAyODoaq6dJLjp2PjJEt7+9dU1Qlt+6IkTwMbAf9EW0BEkiTp5S5V035kR5LWKhttvUNtvfhTQ1dDkiSNobtPm9bkqFmT5OaqWjQx3SmLkiRJkjQQAzJJkiRJGojPkEkaWzvP34wla3i6gSRJ0mxyhEySJEmSBmJAJkmSJEkDMSCTJEmSpIEYkEmSJEnSQAzIJEmSJGkgBmSSJEmSNBADMkmSJEkaiAGZJEmSJA3EgEySJEmSBmJAJkmSJEkDMSCTJEmSpIEYkEmSJEnSQNYfugKSNFO33PcoC0746tDVkCRJY+ru0/YfugqOkEmSJEnSUAzIJEmSJGkgBmTSLEryRPu5IEkl+aNe3meTHNG2L0hyV5Kl7fXHLX2zJBcmWZHkzra9WctbL8mnk9ya5JYkNyXZPslFSf6wd53dkyxLskGS32tll7XjDhhR5xOTfHAabTmll7dFkv9J8tn+OZKc3dpzW5Kneu17+4g2f6sde0SSB5N8L8n3k3w9yS/PSodIkiSt5XyGTJo7DwDvTfL5qnpmRP5xVXXFhLTzgVur6nCAJCcBfw0cDBwCbAPsUlXPJ9kW+DHwJ8C3k1wBPAR8Fjga2Ar4c2DXqno0yabAljNsy13A/sCH2/7BwPKJharqmFbvBcBXqmrhqrwkvzlJmwEuq6pjW7m9gCuT7FVVt8+wvpIkSWPBETJp7jwIXAcsnk7hJK8DdgM+2ks+GViU5LXA1sDKqnoeoKrurapHqup+4BPAx4H3AMuq6nrgZ4HHgSda+Seq6q4ZtuVJ4PYki9r+IcDlMzzXlKrqm8C5wFFzcX5JkqS1iQGZNLdOBz6YZN6IvDN60/d2BnYEllbVc6sKtO2lwE50AdDbWvkzk7yhd66/ascfB/xpS/tX4H7griR/k+RtL7EtlwKHJtkOeA74jxmco9/mi6Yo913g52dSSUmSpHHilEVpDlXVD5LcAPz2iOyfmL6XZPsXOde9SV4P7N1e1yU5uKqua1MYPw8sqqqHWvnnkuwH/CLwa8BZSXarqhNn2Jxr6Ebv7gcum+E5JpuyOFEmzUiOoo2ezXvFTGdgSpIkrR0cIZPm3l8AxzNFkNHcBixM8sJ92bYXtjyq6umq+lpVHdfOe2Dv+Ofb6wXVubGqPgYcChw000a05+BuBj4ATCeoeineAIx8fqyqzq2qRVW1aN4mm81xNSRJkuaWAZk0x6rq3+gCqimnDFbVCuB7/N/CGbTt71bViiS7JtkGXgjUdgF+ONn5kmyTZNde0sKpyk/TmcDxVfXwSzzPpJL8Kt0I2HlzdQ1JkqS1hVMWpTXjVLpg68UcCXwmyZ1t/9stDbpFOs5LslHbv5FuRcXJbAB8ogVx/023yMh7Jin74STvW7VTVduOKlRVyxmxuuJqOCNJP+B8Y/t5SJI9gU3oVnQ8yBUWJUnSuiBVNXQdJGlGNtp6h9p68aeGroYkSRpTd5+2/xq7VpKbq2rRxHSnLEqSJEnSQAzIJEmSJGkgPkMmaWztPH8zlqzBqQaSJEmzzREySZIkSRqIAZkkSZIkDcSATJIkSZIGYkAmSZIkSQMxIJMkSZKkgRiQSZIkSdJAUlVD10GSZiTJ48AdQ9dDM7IF8KOhK6EZs//Gl3033uy/8faaqtpyYqL/D5mkcXZHVS0auhJafUmW2Hfjy/4bX/bdeLP/Xp6csihJkiRJAzEgkyRJkqSBGJBJGmfnDl0BzZh9N97sv/Fl3403++9lyEU9JEmSJGkgjpBJkiRJ0kAMyCSNnST7JbkjyYokJwxdH3WS3J3kliRLkyxpaZsnuTbJ99vPV7X0JPl068NlSXbtnWdxK//9JIuHas/LXZIvJHkgya29tFnrryS7td+HFe3YrNkWvrxN0n8nJrmv3YNLk7y1l/dnrS/uSLJvL33k52mS7ZPc0NIvS7Lhmmvdy1uS7ZJ8M8ltSZYneW9L9/5bRxmQSRorSeYBZwO/AewIHJZkx2FrpZ69qmphb1nmE4DrqmoH4Lq2D13/7dBeRwHnQPeFBPgIsDvwRuAjq76UaNZdAOw3IW02++sc4Pd7x028ll6aCxj9np7V7sGFVXU1QPuMPBTYqR3zuSTzXuTz9PR2rtcBjwBHzmlr1i3PAh+oqh2BPYBj2vvu/beOMiCTNG7eCKyoqh9U1TPApcABA9dJkzsA+GLb/iJwYC/9wup8B3hlkq2BfYFrq+rhqnoEuBa/SMyJqvoX4OEJybPSXy3vFVX1neoeVr+wdy7Ngkn6bzIHAJdW1dNVdRewgu6zdOTnaRtN2Ru4oh3f/13QS1RVK6vqu237ceB2YD7ef+ssAzJJ42Y+cE9v/96WpuEV8I9Jbk5yVEvbqqpWtu3/BLZq25P1o/07rNnqr/lte2K65t6xbVrbF3qjJavbf68G/quqnp2QrlmWZAHwBuAGvP/WWQZkkqTZsmdV7Uo3veaYJL/Sz2x/qXVp3zFhf42lc4DXAguBlcCZg9ZGU0qyKfAl4H1V9Vg/z/tv3WJAJmnc3Ads19vftqVpYFV1X/v5APBluulQ97fpM7SfD7Tik/Wj/Tus2eqv+9r2xHTNoaq6v6qeq6rngfPo7kFY/f57iG5a3PoT0jVLkmxAF4xdVFVXtmTvv3WUAZmkcXMTsENbAWxDugfVrxq4Tuu8JD+d5GdWbQP7ALfS9c2qlb8WA//Qtq8CDm+rh+0BPNqm6nwd2CfJq9p0q31amtaMWemvlvdYkj3a80iH986lObLqy3zzW3T3IHT9d2iSjZJsT7fIw41M8nnaRme+Cby9Hd//XdBL1O6J84Hbq+qTvSzvv3XU+i9eRJLWHlX1bJJj6f4hmgd8oaqWD1wtdc86fLmtrLw+cHFVXZPkJuDyJEcCPwTe0cpfDbyVbnGBJ4HfBaiqh5N8lO6LIsDJVTXdhQu0GpJcArwZ2CLJvXSrtZ3G7PXX0XQrAW4MfK29NEsm6b83J1lIN9XtbuAPAKpqeZLLgdvoVvg7pqqea+eZ7PP0eODSJKcA36MLIDQ73gS8C7glydKW9iG8/9ZZ6f4IIkmSJEla05yyKEmSJEkDMSCTJEmSpIEYkEmSJEnSQAzIJEmSJGkgBmSSJEmSNBADMkmSJEkaiAGZJEmSJA3EgEySJEmSBvK/QJ14LJNPCugAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 575,
       "width": 868
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (10,10))\n",
    "data1.EMPLOYER_NAME.value_counts()[:20].plot(kind='barh')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00030-00ee396e-04ff-45d5-a274-590e7939c9a0",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "10 principais cargos nas 20 empresas que contratam mais:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "cell_id": "00020-2271acb6-56c8-4f36-90eb-42fc13396b02",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 614,
    "execution_start": 1630431531982,
    "source_hash": "e0158f3b",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'10 most common jobs of top 20 h1b companies'}, ylabel='JOB_TITLE'>"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 590,
       "width": 1310
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "top_20=data1.groupby('EMPLOYER_NAME').CASE_STATUS.count().nlargest(20).index.tolist()\n",
    "top_20_df=data1.loc[data1.EMPLOYER_NAME.isin(top_20)]\n",
    "top_20_df.groupby('JOB_TITLE').EMPLOYER_NAME.count().nlargest(10).plot(kind='barh',title='10 most common jobs of top 20 h1b companies')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00022-762a7dd9-6247-40dd-858a-17406abe7e09",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Maior e menor salários prevalecentes encontrados:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "cell_id": "00018-54b7d0c6-a6e2-4d88-8999-9cd18a60a9dd",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 8,
    "execution_start": 1630431532594,
    "source_hash": "3fc7a5bf",
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "297785280.0\n",
      "0.0\n"
     ]
    }
   ],
   "source": [
    "max_wage = data1['PREVAILING_WAGE'].max()\n",
    "print(max_wage)\n",
    "\n",
    "min_wage = data1['PREVAILING_WAGE'].min()\n",
    "print(min_wage)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00024-b15dba21-7448-43d7-98b0-84ce7a0f57d5",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Comparação entre número de empregos de tempo integral ou meio período à aprovação do visto:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "cell_id": "00023-8ea0993d-4873-40ea-a283-b1a6f154e15b",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 401,
    "execution_start": 1630431532605,
    "source_hash": "2f68d2ba",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:ylabel='CASE_STATUS'>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 575,
       "width": 1270
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "pd.crosstab(data1.CASE_STATUS,data1.FULL_TIME_POSITION).plot(kind='barh')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00025-6869e88f-ce6b-4dad-86ad-7d04d17efcd0",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Comparação entre número de empregos de tempo integral ou meio período em relação ao tempo:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "cell_id": "00024-71a38fc4-4234-4198-b134-50945e660a03",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 538,
    "execution_start": 1630431533003,
    "source_hash": "5de82535",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Full time position over time'}, xlabel='YEAR'>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 604,
       "width": 1175
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "pd.crosstab(data1.YEAR,data1.FULL_TIME_POSITION).plot(title='Full time position over time')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00026-2acd1806-2473-4e97-947c-38234788d217",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Comparação entre o salário prevalecente dos empregados nos serviços de maior salário nas 20 empresas que contratam mais em comparação com os demais:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "cell_id": "00025-e586bbd9-df0c-4b8e-9c02-88355ca5a017",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 1405,
    "execution_start": 1630431533584,
    "source_hash": "c682f4fa",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "([], [])"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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455xzzjnXS3kw75xzzjnnXC/lwbxzzjnnnHO9lM+Zd84555zrRQ768VLWb96WMn9QwWw21F6dNG9w/xxe+NFRndU11w08mHfOuQxq7UM2lZY+fBP5h7Fzfdv6zdtYffX/pMwfu2h2yvz82Q93VrdcN/Fg3jnnMqi1D9lUWvrwTeQfxs4552J65Zx5ScMkrQiX9yW9F1m3yOMVkmaH2+RIulrSa5Kek/S0pGPDvNWShkfqnyTpofDxmZIaJY2L5L8oKT98PFjSXZJel/RG+HhwmJcv6cUk/d9b0oNhX96Q9HNJO0Xy/0tSTaSvD0saK2l5rM9hua9JeixJ/U32J7IfHyYcm9GR/O9J2hLre+Q4rJf0vKRXJf1R0nFterKCemokTYisx4+LpJ0l3S1pVXhcl0sa2NY2nHPOua5UVVVFYWEhklpcSktLu7urnU5Sk/Vx48a1eExcZvXKYN7MPjKzg83sYGABcH1kfWPscbjEzlv/FNgDKDSzQ4ATgEFpNvkuUJYirxL4h5ntb2b7AW8Cv0hVkYJX8W+AB8zsAOAzwECgPMwfAfwauNzMDgj7+jNgP2A6ME9SXhjwXgV8J819ALgn4di8HMkrAf4GnJSwzZNm9jkzOxD4LnCTpCPa0GZrLgA+MLOxZlYITAXaPkfB7TBiH5DZ2dkMHDgw/uaflZVFdnZ2sw+FYcOGUVVV1d3d3qG198O3tQ90/1B3vVVVVRVlZWX0798fgClTpjTJHzVqFIMHB2NjN910U58I6GPGjRvHqlWrmh2T4cM/GWP0//3M6pXBfFtJ2hmYBpSaWT2AmX1gZr9Os4qHgDGSDkyod39gPMEXhZifABMk7ZeirsOBLWZ2Z9iPBuBC4OywnzOARWb2VGwDM1tuZg+Y2YvAb4FZwA+Bu8zsjTT3IaWwrwOB7xME9UmZ2Ypw/2Z0tM2IPYD3Im28GnuOXN8T+4CsqKjg8MMPZ+PGjQwcOJDbbruNrKwsGhsbARg8eDC77hr8CN7atWuZPn26B/Q9TPQD/cMPP2ySd/HFF8cf+4e6643Ky8uprKzk2Wef5bzzzuPBBx+M502cOJG3336bjz/+OJ52++23d0Mvu0fs/z56TKZMmcKaNWsws27s2Y5rR5wz31/Sisj6z4Ba4G0z+08L21VLaggfDwReieQ1AtcAlwNnRNJHAyvCgBwIgvOw/THAyiTtjAGejSaY2X8kvQ3sH+YvaqGfPwaeA7YCE1ool8wpkooi64ea2WbgG8CvgCeBAyWNMLMPUtTxHHBJG9ttyR3AUkknA08QfJF5LYP1u14k9gFZXFzMEUccwXnnncfXvvY1SktLaWiI/5tx//33U1xcHA8EN2/eTHl5OSUlKb+Lui6W7AM95tprr+Xaa6/1QN71WrW1tRQVFWFm/OxnP2uSd++997Lnnns2Sauvr29+rctj3XftS9LrbjLYn8rKyvjjiy++mFmzZsUHYC6++GKuu+66jLXldsxgfnM43SYuOt+9BcVmtiYsPwm4OCF/MVAmad8M9DFtkv4CfApYamYXmNlGSfcAde0Ywb7HzJKNqpcAJ5pZo6T7gK8BN6XqUhvbBEj2VdwgGO2X9GngKOBI4G+SDjWz2iaNSucA5wCMGDGCmpqadnSjberq6rqkne7Wk/aztraWhoYGampqMDMmT55MQ0MDtbVNXg7xMjHbtm3jpZdr07swtAs+QNt7PNuyXav7muH9bM8+nXXWWU22O+6443jooYfiaSeffDL33ntvh15/Pen16/qOgoICli9fjiQuu+wybrnllnjeySef3OyLam5ubpML3Gtqapg0aVK72+/oRfCJF9t3tD+a03R96tSp8S/y1113HX//+9/jeR7IZ96OGMwn8zqwj6RPtTI6n5KZbZc0l2CKS8zLwMGSssysEUBSFnBwmJfMy8DJ0QRJnwL2Cfv5EnAI8GDY7ufDUevohaeN4dJhksYCBwC/C998diKY958qmP8cwZmOxHoeB0YAz5jZtxOyPwKGRNaHAmtiK2ZWR3AdwW8kNQKTE9sws9uA2wAmTJhgHXnTSVdH39x6i560nwUFBWRnZzNp0iQk8cgjj/C1r32NgoICXnrppXi5WJmYnJwcPvOZz/BiK3eD6Yp9zZ/9cPvaWET62z32cIt3vsn0fmpOG/oWceeddzYZmX/ooYeAT+oqLi5ust4ePen16/qOsrIypk6dyvjx45k/fz7vvRefLcpTTz3FqFGj2GWXXeJp06ZN64Zedo+xY8eyZMkSjj/++HjakiVLGD58uJ+N6yR9Ys68mW0iuFA1ftcYSbtK+lobq1pIMHq8a1jv68DzBHPNY74PPBfmJfMEsLOk08N+ZANzgYVhP28GzpQ0MbLNzm3sZ1uUAFeYWX647AnsKWlUYsHwDMcPwj42YWZHhxfVJgbyADXAN/XJf/EZQHVY5xckDQkf70QwdemtDOyX64ViH5DV1dUcccQRzJ8/nylTpnDBBReQnZ0dL3fiiSey2267xdf79+9PWVmqa9Rdd4h+oK9Zs6ZJ3iWXXOIf6q5XKykpoby8nM2bNwNBsBr11ltvsX79egBmzJhBRUVFl/exK0Xnwq9cuTL+/x8VfR/wufOZtSOOzCfOmX/MzGYTBNlXAi9L2gJsJLiING1mtlXSjcDPI8lTgQpJsQtRnw7TYg6U9G5k/ULgROAWST8g+EL1CMF8fMzsfUmnAHMk7QX8m2AU+ydt6SuwMhzlhuDuOCtpPmf+fIL58pMTtr0/TP8LcJik5wm+UPwb+K6ZPdHGvtwGfBZ4QZIBzwCXhXn7AfPDQD8LeBi4r431ux1EbM57aWkptbW1DBgwgLq6Os4555z4HW0aGxvjH5IAQ4cO5aabbvL58j3MypUrGTduHEuWLInPlY2Jnmb3D3XXW5WUlPj7TgorVya7ZNB1ll4fzJvZFQnr2SnKbQUuDZfEvPyE9RqC0WTMbCHBiHws70bgxsj6OuCbKdpcDeSk6PpXUqRjZn8GvtRC/hWp8sL8/BRZC5OkfTrJ9jMjq4MT89sqPPZJ74BjZncBd3W0Dbfj8A/Inqe9Abd/oDvXeVqaNz+oIHX+4P6pwhLXW/X6YN4555xzri9p/dei2/4r1K738mDeOecyrD13mmhpJC2Rj6w555yL8WDeOecyqPURs1R8JM0551zb9Ym72TjnnHPOObcj8mDeOeecc865XsqDeeecc84553opD+adc84555zrpTyYd84555xzrpfyYN4555xzzrleyoN555xzzjnneim/z7xzzjnnXCc56MdLWb95W/OMx5r/SNyggtlsqL06o+0P7p/DCz86KqN1up7Fg3nnnHPOuU6yfvO2Zj8mV1NTw6RJk5qVHbtodgd+eC659vwitetdfJqNc84555zrUY4++mgkZXwZNmwYVVVVDBs2rFne0UcfTWFhIdnZ2RQWFlJVVcW4ceMoLi6Olxk3blyTflZVVTXbprS0lLy8PCSRl5dHaWlppx4rH5l3zrmIlKfE2yjTp8v9VLlzqUnCzLq7Gy5DLrnkEp555pmM1pmXl8eWLVtYt24dp556ajy9rKyM++67j1deeYWlS5dywgkn8Pzzz7N8+XKOPvpotm3bxsSJE3nwwQeZOnUqS5YsYdy4caxcuZKqqirKysqorKykqKiI5cuXc/zxx7Nx40auvfZapk+fzoIFC5g1axYAFRUVGd2nGA/mnXMuItkp8fbI9OlyP1XunOsrnnnmGYYMGcK6desyUl92dja77747W7Zs4cMPP6ShoQGAuXPnMnPmTK688kpyc3PZunUrjz76KDk5ORQXF7Nt2zYGDRpEeXk5w4cP58EHH+T4449nyZIlAJSXl1NZWUlxcTEAxcXFbNmyhV133ZWZM2cCxP9efvnlHsx3N0llwKlAA9AInAtMAfqZ2aywzCigGjgEKAJ+SjCVKQf4OTAc+FpY5VhgVfj4DmAoMA34MNLsJODgsM5pZvaLsJ2DgeeBS8zsOkn/HdafGy73mNkVKfbjhrAPI82sMUw7M+zDwWa2Mkx7ETjOzFYntHmsmT0Wqa/OzAaGj+8GlpvZ/HD988DtwHjgW8CFgIXHpAw4CvgCsBOwL/BqWO2VZnZvsv4755xzybT6hTfJBad9RVqDAT3s+Kz7+OOM1dXQ0MBbb72FJBobG+Pp06dPjz/eti04I1tfX99k240bNzZZr6ysZNdddwWgtraWoqKiJvnbtm3jgw8+aJI2ffp0Lrrooo7vSAoezKdB0qHAccAhZlYvaThBAHolsELSQjOrJQiofwBsBG4D/svM3pWUC+Sb2atAeVhnnZkdHGnjCuB6M7suoW2AF4GvA78Ik0uAFyLFFgFfN7MXJGUDB6bYjyzgROAd4EsEXxJi3iUIsE9JcRhKgOXh38dSlJkJPC3pXuAj4CbgfGBEWPchZrZe0kBgVzN7MOxXPvBQ9Hi4nqeqqory8nJqa2spKCigrKyMkpKSjLbhp8r7Hn/OXaa0dCYs1QWnXaEnnFVr7Sxhdx6fZDQHhuyyS0ZH5keOHNlsZH7BggXxkfOcnBy2bt1Kbm5uk20HDBjQZH3q1KnxxwUFBSxfvjw+Mh+rZ+jQoU22WbBgQbN6M8kvgE3PHsAaM6sHMLM1ZvZPM9tMMNp8s6TJwCAzuxsYRPBF6aOwfH0YyLfXW0CepBEKovtjgEcj+bsB/wrbajCzl1PUMwl4CZhPEJRHPQSMkdTsi0DY5teAM4EvS8pLVrmZfQBcB1wDTAdWmtnysH8bgLqwXJ2ZvdnKPrseJDYvsKKigi1btlBRUUFZWRlVVVXd3TXnnHM7mAkTJmQskIdgZP7999/n/fffbzIyf9FFF/H973+fgoICtm7dCsCxxx7Ltm3bqK6uJicnhw0bNlBWVsaaNWviU2zGjh0LBPPtp06dSnV1dXybvLw8PvzwQ+bNm8emTZuYN28es2bNYtq0aRnbn0QezKdnKTBS0t8l3SLpS7EMM3sEWEcwOn5+mLYWWAK8JalK0mnhqHhrLpS0IlyqE/LuJQioJwLPAdHzQNcDr0q6X9K5qYJtggC+Crgf+B9JOZG8RoIg/PIk200E3jSzN4AaoKWv+AuA0cAlwKVh2gvAB8Cbku6U9JUWtnc9UHReYGwuYWVlJeXl5d3dNeecczuYa6+9lqOOyuwF/1u2bAFgyJAhLF68OD56Xl5eziuvvALAUUcdxWuvvRa/A82iRYsYO3YsTz31FLvuums8kF+5ciUAJSUllJeXx+9eU1payq233sr555/P5ZdfzoABA7j88suZPn16p82XB59mkxYzq5M0HjgMKAbukTTbzBaGRW4G+kdH383s25LGAkcCFwNfJhjZbkmzaTYRvwbuAT5LEJBPjLT1k3C++lEE8/pLCEbh4yTtBEwGZprZBkl/AY4mGJGPWQyUSdo3oe0S4Ffh418BpwP3JeukmTVKuhWYYGaxMxMNko4B/h9wBHC9pPGp5vUnI+kc4ByAESNGUFNTk+6m7VZXV9cl7XS3dPaztraWhoaGJuUaGhqora3N+DHq9FPSacwLzdQ+deux6WHzX1vSkePUV/5PXct8qtaO5/HHH+/U+tOdJlpSUtLiNKSSkpJmdZWUlHRq8J7Ig/k0mVkDwah0jaRVwBnAwjC7MVwSt1kFrJL0S+BNWg/mW2r/fUnbCL4UXEAkmA/z3wDmS7od+FDSsFgwHToa2CXsD8DOwGYiwbyZbZc0F5gVSwvn4H8VOD68CFjAMEmDzGxDiu42Ox4WvNP+FfirpN8BdwJXtGH/byO4DoEJEyZYV8zt62lzCDtLOvtZUFBAdnZ2k3LV1dUUFBRk/Bhl+gdTotLZ1/zZD2dmnxaR2WPz2MNpH5ve9NrVnI4dp960r8451xk8mE9DOI+80cxeC5MOJpjHnqr8QIKR6Zp0yrfBD4HdwpHuaHv/AzwSBswHENxx5+OEbUuAb5tZVbjNAIJpLzsnlFtIMD1mULh+BMHc96Mj7S0iuJD2rnQ6LWlPYHczey5MOpjMHA/XRWLzAqP30p06dapPs3HOuTQkPauW5OzZoILMn50c3D+n9UKuV/NgPj0DgQpJuwDbgdcJp3ykIODScLrJZoK725yZRjsXSvpmZP2EaKaZPZViu28RTF3ZFPbvtPBMQtCZIGA/huCi1FhdGyUtB5rMXzezrZJuJLgzDwRfAu5PaO8+4DyCYH5nSe9G8uYBaxPK5wDXhUH9FoLbb07H9RqxU4ilpaXxu9mUl5dn/G42zjm3o0l2Ri31GaXOOzPpdlwezKfBzJ4lYVpLQn4NwRSc2PoGgvnpLdU5MGH9CpJPO1kdrTuhfOzxN1ppaxPBfewT00+KrC6MpN8I3BiunpVkuyUEF/hiZqku7I3W9xZweAv9Ww0Upsp3PUOyeYGZ5vNe+x5/zp1zrmP8bjbOOeecc871Uj4y75xzCTIxZzXTc1993qtzzrlkPJh3zrmIzN1Nx+e+Ouec63w+zcY555xzzrleyoN555xzzjnneikP5p1zzjnnnOulPJh3zjnnnHOul/ILYJ1zzjnnepiDfryU9Zu3tWvbQQWz2VB7dds2SvKLtKkM7p/DCz86qo29cp3Fg3nnnHPOuR5m/eZt7b671thFs9u0bepfpE0uk7fddR3n02ycc84555zrpXxk3jnnnHM9jqSU6V/+8pd5/PHHkYSZdXHPXF+Ql5dHfX19p7eTm5vLli1bOlSHj8w755xzrkeJBvIHHnhgk7zp06ezdOlSjj766K7ulusjuiqQB6ivrycvL69DdfjIvHPOOed6JDMjKyuL8847j/nz5wNwyy23ALBgwYLu7JrbgXVVIJ+p9jyYd865dkj3ThPtuqtEG/hdJdyOKhasmxk/+9nPOOigg5g+fToAP/vZz+LBfdoXY7bhbi1doqf1p406/SLYXn58upIH88451w7p3mmirXeVaCu/q4TbUU2fPp1zzz0XSVx22WXx4B3gsssui8+XT+f/q613a+ls6fSnp/9vd+b7Wnc/X5rTbU23S5+YMy+pTNJLklZKWiHp82H6TpJukPS6pNckPShp78h2DWH52HJW5PFWSavCx3MkrZE0JNxuD0kmqShS14eShoWPTwjzPxvJz5e0OazvZUl3ScoJ8yZJWp/QlyOT7OfqSJ9WSLoxTF8o6T1JueH6cEmrI9sdIOkhSW9IelZStaQvhnlnSropfHyFpE2SdotsW9fC8ZodptdIejWSfm+kvvci+1zSgafZOefcDkYSn/nMZ5oE8ueffz7z58/ny1/+cjf2zO3IcnNze1V7O3wwL+lQ4DjgEDMbBxwJvBNmXwUMAg40swOAB4Df6JMrbzab2cGR5c7YY+CfQHG4Pgv4M3BouN1E4PnwL5IOBD4ys4/C/BJgefg36o2w7rHA3sDXI3lPJvTl9yl2uThS5ruR9Abg7CTHJw94GLjNzPYzs/FAKfDpFPWvAS5KkZd4vKJzC06LpJ8cSb8+3OfjgVtjX2Bcx1VVVVFYWEh2djaFhYVUVVV1a39S3ZnC9W3R14WkZotf5Ng3Re9Q8+qrrzbJW7BgAUcddRSPP/54V3fL9RFbtmzpsoDe72aTnj2ANWZWD2Bma8zsn5J2Bs4CLjSzhjDvTqAeOLwd7TxFGLyHf6+naXD/JwBJA4EiYCrwjWQVhf35K7BXO/qRyg3AhZISp1adBjxtZksi7b9oZgtT1HMHcIqkoRnsG2b2GrAJGJLJevuqqqoqysrKqKioYMuWLVRUVFBWVtbtAb1zqUSD+i9+8Yvxx37Xkr7LzJIujY2N8UDeb0vpOsuWLVvir7nq6uqUr8eOLh0N5KFvzJlfCvxQ0t+B3wP3mNkfgP2Bt83sPwnlnwHGAE8A/SWtCNPfNLMTW2jnT8CPwsf/FT6+IFyfSBDsQzAC/ZiZ/V3SR5LGm9mz0YrC0fLPR7YHOCzSF4CvmtkbSfpRLakhfLzIzK4PH79NcDbgW8BvI+XHAM+1sF+J6ggC+gv4ZH9j+if08Wdmdk/4+G5Jm8PHvzOzS6IbSjoEeM3M/t2GvrgUysvLqayspLi4GIDi4mIqKyspLS2lpMRnM7me67zzzovfrSQW4P/ud7/rzi45123aO29+UEE7tm3DBaeD+/tJ9J5khw/mzaxO0njgMKAYuCecy51OALs5nAKSjr8Bn5M0AMgJ2/2HpP0Jgvm5YbkS4Ofh41+F67Fgfr8wGN4XeNjMVkbqf9LMjkujH8VmtiZF3s+ABwmm1SQl6X7gAODvZnZSimI3AiskXZeQ3tLxOs3MnkmSfqGks4DPAF9poV/nAOcAjBgxgpqamlRFM6aurq5L2ukMtbW1NDQ0NOl/Q0MDtbW1zfapK/ezR1zQlcE7JKR73Dr7+CY9rr3oThDR4zN58uT4+ve+9z1uuOEGzCzlMezN/6fOtaRjF5i2bdvuvuDUdcwOH8xDfNpKDVAjaRVwBvB/wD6SBpnZhkjx8cBD7Whjk6TXCOalx74o/BmYDOwGvBpOTTkcGCvJgGzAJMVGqd8ws4MlDQf+JGlKdPpLR5nZa+GXhehc/JeAL0bKnChpApAYqEfr+VjSYuA7GejW9WZ2naQpQKWk/cys2TknM7sNuA1gwoQJ1hVvOr35za2goIDs7Owm/a+urqagoKDZPnXlfnbm3Q/Skcl9zZ/9cHp1LaJzj+9jDzc7rr3ptas5TY/PI488Eh+Zj51ZkpRyf3rTvjrnXGfY4efMSzpQ0gGRpIOBt8xsI7AImCcpOyx7OrAzsKydzT0FfA94Olx/mmA6yp8tmNh3MvBLMxtlZvlmNhJ4k+CsQVw4sj4buKyd/WhJOXBxZH0x8IUwmI7ZOY165gHnkqEvhOGXlmcIvmi5DiorK2Pq1KlUV1ezbds2qqurmTp1KmVlZd3dNedaNH/+fL70pS81mUPvdy1xzrnU+sLI/ECgQtIuwHbgdcLpGgTB8nXA3yU1Aq8AJ1r7r6j5E0HwHgvmnyO4K80vwvUSIPHupfelSH8AuEJSLNBPnDN/pZndm6QP0TnzK83s9Gimmb0k6TngkHB9s6TjCL7U3AB8AGwArmxpR81sTTgl58JIcuKc+cfMbHb4ODpnfo2ZNbu1JvATYLGk282ssaX2Xcti8+JLS0upra2loKCA8vJyny/veiwziwfwf/zjH+PpftcS55xr2Q4fzIcXl05MkVdPcBvG0hT5A1uoNz9J2v8BiqzXA7mR9eIk29wYWS2MpBtwUCRvcKq+tNSnMP3MhPWTEtZfIZgOlGzbhcDC8PEVCXkzgZmR9ewUdUxKkZ5Y37PAgcnKurYrKSnpUcG733XCJRN9XfhrxDnn2m6Hn2bjnHPOOefcjmqHH5l3zrnOks7dedp1i7g28FvEOedc3+bBvHPOtUP6d+bp3jv4OOec27H5NBvnnHPOOed6KQ/mnXPOOeec66V8mo1zzjnnXA920I+Xsn7ztnZvP6hgNhtqr265UAu/Gj24fw4v/OiodrfvOpcH884555xzPdj6zds69AvaYxfNbnH71n5JuTMv4ncd59NsnHPOOdfjDBw4EEnxJSsri+zsbAoLC6mqqgKgqqqKkSNHNik3cuTIeL5zpaWlTV4f7VmKi4s7XEdLy7Bhwzq0jx7MO+ecc65HGThwIBs3biQ/P5+5c+eSlZWFmdG/f38qKiooKyujtLSUCy64gA0bNrD77rtzzTXXsPvuu7NhwwYuuOCCeEAf+2Vh1/eUlpZy0003dXc3WjRmzBjWrl3boYDeg3nnnHPO9SixQP7NN9/kjjvu4Pe//z35+fls3LiR4uJiKisruf322xkwYABDhgxh8eLFXHLJJSxevJghQ4YwYMAAysvLu3s3XDe7/fbbu6SdrKysZuu5ubnNys2dO7dZ2osvvhgP6NvL58w755xzrsf5/e9/D0BtbS1FRUX8/ve/Z//99wegqKiI+vp63nrrLSRRVFQUT3/77bcxsyYj8mc+trHFCzy7RU/rTyu6fN58Bo5PfX19BjrSusbGxmbrydqePn06F110UbP0Rx55hFGjRrW7fQ/mnXPOOdfjHHnkkbz55psUFBSwfPlyzj777Hje8uXLyc3NZY899oivFxcXs3z5cvbZZx8ABgwYEC+/8JgBLV7g2dVau+A0UU+4ALUjF+C2VVuPTyp5N+R2SUCflZXVJKDPysoiJyenWdsLFixIuv3kyZM71n6HtnbOOeecy7ABAwawevVq9t13X84++2yOPPJIVq9ezYABA6iurmbq1KlMmzaNjRs3sm7dOk499VSuvfZaTj31VNatW8fGjRspKyvr7t1w3WzatGld0k66I/PJRuULCwt56aWXGDp0aLvb95F555zrZh29h3SiQQWz2TC7lXtKdzG/T7Vri7q6OgYOHMjq1avjAZAkNm/eTGlpKeXl5ZSUlDBx4kQuvfRS3n33XS699FIA9t57b6655hpKSkq6cxdcD1BRUQHQoy+CjQXyH330Ubvr8GDeOee6WUfvIZ2otXtKd4eeME3A9S51dXWtlikpKWk1aDczampqMtQr19tUVFTEg/r2ytS0n86yQ0yzkVQm6SVJKyWtkPT5MH0nSTdIel3Sa5IelLR3ZLuGsHxsOSvyeKukVeHjOZLWSBoSbreHJJNUFKnrQ0nDwscnhPmfjeTnS9oc1veypLsk5YR5kyStT+jLkUn2c3XYp1VhHVdKyktSf2w5XdKdks5NqOcESY+mOAazw/QaSRMStpOk74fH8u+SqiWNSdK/lZKWSto9IT3Wxo1h+kJJb4ZpL0g6on2vAOecc865vqnXj8xLOhQ4DjjEzOolDQd2CrOvAgYBB5pZg6SzgN9I+ryZGbDZzA5OqPLOsN7VQLGZrQnXxwCHAo8AE4Hnw7/LJR0IfGRmsXMkJcDy8O+PInW/YWYHS8oGfgd8Hbg7zHvSzI5LY5eLzWyNpIHAbcCtwBnR+hOOz/vAZWG5mG8AsV/USHYMUvkOwT4fZGabJB0FLJE0xsy2JPTvKuBy4LvR9CR1XmJm90oqDvfngDT74jKsqqqK8vJyamtrKSgooKysLCOnqSUR/Ls5lz5/3TjXVEfObg0qSGP7Fu4eM7h/Trvbdp2v1wfzwB7AGjOrB4gE3zsDZwH7mllDmHenpLOBw4En2tjOUwSBbCyYvx44KcybCPwpbHcgUAQUA7+laTBP2I8GSX8F9mpjH6J11EmaDrwjqaWrJp4AFknaw8z+JWkAcCRwTjuanQV8ycw2hX1YKukp4DSgMqHsH/kkkE/H03TgeLiOqaqqoqysjMrKSoqKili+fDlTp04F8HmnzjnXzTo+ba7l7Xv6NBLXsh1hms1SYGQ47eMWSV8K0/cH3jaz/ySUfwaITQ3pH5n6cX8r7fyJIGgH+C/gfmBkuD6RINgHOB54zMz+DnwkaXxiReHUmM8Dj0WSD0uY7rJfK/0h3Lc3+WQ0e7+EOg4Lv8jcR3AWAOArQE3kuPRP2OaUZG1J+hQwwMz+kZAVPZ5RxwGrIuvVkTYuTFL+GOCBVnbZdZLy8nIqKyspLi4mJycn/qMs/qMrzjnnXM/W60fmwxHq8cBhBKPh94Tzvp9LY/O2TDH5G/C5cGQ7J2z3H5L2JwjmYz/rVQL8PHz8q3D92XB9P0krgH2Bh81sZaT+dKfZJIr+TnWzaTahKuC6sF/fAH4ZyWvLMUhHtaQGYCXw/Uh6qmk214ZTcvYmmMaUlKRzCM8mjBgxoksuZqqrq+sTF03V1dVRW1tLQ0NDk/1taGigtrY2I8egR1382EN/qCXTr7We+Npt6+sgnX3oK/+nzjmXSq8P5iGYtgLUADWSVhHMIf8/YB9Jg8xsQ6T4eOChdrSxSdJrwNl88kXhz8BkYDfg1XC6y+HAWEkGZAMm6ZKwfGzO/HDgT5KmmNmStvYlRtIgIB/4OzC4haJPAXtIOojgi8c32tqWmf1H0kZJn04YnR8P/CGynipoTyU2Z74UuCOsL1n7txHMqWfChAnWFacD+8ppx5qaGgoKCsjOzm6yv9XV1RQUFGTkGPSUO6v01Oc0f/bDme3XInrefj72cJteB5qT3j701OfUOee6Sq+fZiPpQEnRiyYPBt4ys43AImBeeMEpkk4HdgaWtbO5p4DvEczvJvx7AfDn8ILak4FfmtkoM8s3s5EE02AOi1YSBruzCS5MbZdwbv4twANmtq6lsmHf7iE4Ho9GLlZtq2uBGyX1D/twJMH1AYvbWV/UTUCWpKMzUJdro7KyMqZOnUp1dTXbtm2L/yiL/+iKc84517PtCCPzA4EKSbsA24HX+eTizssIppf8XVIj8ApworX/Fgl/IgjeY8H8cwTTQ34RrpcAcxK2uS9F+gPAFZJigf5h4RScmCvN7N4kfaiWJIIvYvcDP43k7ZdQxx1mdmP4uAq4lOBLRFT/hG0eM7NYmYclxX7J5mmCefdDgFXhVJr3gePNbHOSfibrd0P4eKWZnR7NNDOTdGXYx8fTqM9lUOwi19LS0vjdbGI/yuKcc865nqvXB/Nm9iyfXJiamFcPlIZLsvyBLdSbnyTt/4jMUQ/rz42sFyfZ5sbIamEk3YCDInktTZNJ2adI3mqgfwv5K2g6vz6Wnp2i/KQUVf04XNLuXwvpZyas30fw5cd1g3R+fKU9/PaCrj38deOcc+np9dNsnHPOOeec66t6/ci8c87tCDJ5x5+0fiCmi/mPzjjnXOfwYN4557pZpu/2U1MzgElnTMponc4553omD+adc84553qxg368lPWbt7VYZlDBbDbUXt0sfXD/HH7+pZ06q2uuC3gw75xzzjnXi63fvK3VM3xjF81OWiaYkufBfG/mF8A655xzzgFVVVUUFhaSnZ1NYWEhpaWlzdYHDhyIpA4txcXFBHeZ7r1a6n9r++8yy4N555xzzvV5VVVVlJWVUVFRwZYtWzjhhBNYsGABJ5xwQnz95ptvZuPGjey8884ZaXNHDGzT2acdcb+7kwfzzjnnnOvzysvLqayspLi4mJycHB544AHmzJnDAw88EF83M4YMGcKmTZuYOLHpT9yMGTOmm3reMyX7rQj//YjO4XPmnXPOOdfn1dbWUlRU1GR9+vTpXHLJJfF1gPXr1wNw7733sueee8bLP/LII4waNarN7faE28ie+dhGeCxz/TjttNOard99990Zq9815cG8c8455/q8goICli9fTnFxcXx9wYIFFBQUxNdfeuklBg8ezLp16zj55JObbD958uR2tZuJW9N29AvBwmMGMGnSpDZtozmp8+6++27+93//t8m66zw+zcY555xzfV5ZWRlTp06lurqabdu2ccIJJzBr1ixOOOGE+Lok1q1bx84778xTTz3VZPuXXnqpm3reMyWbF+9z5TuHB/POOeec6/NKSkooLy+ntLSUvLw8HnjgAaZPn84DDzwQX//Od77DgAED2LRpU0ba3BHnkKezTzvifncnn2bjnHPOOUcQ0JeUlLRYpqKiosPt1NTUtHlaS0/TUkDuwXrX8mDeOee6SDq/0phMql9uTDS4fw4v/Oio9nTNOdfLtTZvflBB8jKD++d0VpdcF/Fg3jnnukg6v9KYTKpfbkzUE+6K4Zzreum9r6QuU1NTk7G+uK7X6px5SWWSXpK0UtIKSZ8P02skvRqmrZB0b5h+haRNknaL1FGX4vEYScvCel6T9AOFV0dIOlPSh2Hdr0i6MEX/Rkh6SNILkl6W9IikvHCbsZFyl0i6VVKWpBslvShplaS/SdpX0l/Ctt6OtLtCUr6k1WHZWNqNYZ0Lw30dFGnnBkkmaXhLxy/JfvQL2706Ib1G0jOR9QmSahLK3CDpPUlZkbQzJd0UPt4t3IfdI/k3S7pM0s6S7g7370VJyyWNiuzr+2HdsfWdEtpeHdnX3SX9StIbkp4Nn4vPhHn7SFoqqTZ8nvLD9Nixf13SPYn1O+ecc8651FoM5iUdChwHHGJm44AjgXciRU4zs4PDJXqPpjXARa3U3R9YAlxtZgcCBwETgfMjxe4xs4OBLwBlkkYmqeonwO/M7CAzGw3MNrMtwPeAWxTYC5gOzAZOAfYExpnZWOBE4GMz+3zY1g9j7YbL6rCd4kjadyPtvw4cH+5TFnA48F6axy/qy8Dfga/FvtBE7Cbp2GQbhW2eGNb7pWRlzOzfwNXAdeE2hwCHhesXAB+Y2VgzKwSmAu/H9hVYAFwf2fetKfoh4H6gxsz2M7PxwGXAiLDIXcC1ZlYA/Bfw7zB9Tlj//sC6sH3XyyT+BHpVVVWr+bE0RX7iOysri7y8vA7/VHqqxXVMW4+hPyfOOdf5WhuZ3wNYY2b1AGa2xsz+mUa9dwCnSBraQplTgT+Z2dKw7k3ADIKAuwkz+4ggaN4jRR/fjZRdGf59DPgXcDpwPXCFma0Ly//LzBrDcu+G6e31K4IvCACTgD8B2yN9S/f4lQA/B94GDk3IuxYoS7HdJOAlYH5YRyq3AftJKgZuBmaY2bawj+/FCpnZq7H+tlExsM3MFkTqesHMnpQ0GuhnZr8L0+vMbFP4BeBw4N5wk0XACe1o23WjxJ9Ar6iooKysLB7QJ8u/4IILuOCCC+jfvz8AU6ZMYdSoUey0007U17fn5Zee2P2jXeeLBuqJPyCTqpxzzrm2ay2YXwqMlPR3SbdIShz5vTsy/eLaSHodQUB/QQt1jwGejSaY2RvAQEmfiqZL2gfIA1YmqedmoFJSdTilZc9I3veAcmBXM/tlmPZr4Cthn+dK+lwLfYyqjuxrdMrP34FdJQ0hCKZ/Fclr7fjF9i+PYNT+t0AVzYPyp4GtYSCeqCTc5n7gfyQlvZIl/PJyHnAf8KqZ/THMugOYJelpSVdKOiDlEWhZIQnPZ8RngI8l/UbS85KulZQNDCM4KxL78vMusFc723fdJPEn0IuLi6msrKS8vDxl/oABAxgwYADPPvss5513Hg8++CB33nkn9fX1jBgRnMzJzs5m2bJl5OXlAcTT28qDxe5lZk1+PCaW5ne7cM65zGjxAlgzq5M0nmBKRjFwj6TZZrYwLHKamT2TYvMbgRWSrutA/06R9EXgswQjyVuS9PFxSZ8GjgGOBZ6XVGhmH5rZPyUtAx6KlH9X0oEEI8KHA09I+pqZPdFKX4rNbE2KvN8A3wA+D5wbaau14xdzHFBtZpsl3Qf8QNL3zKwhUuZK4PvArFhCOL98MjDTzDZI+gtwdHR/o8xshaQXgVsS0j4NHEXwheJvkg41s9pWjkdb9CM4Bp8jOPNwD3Am8GC6FUg6BzgHgqCuKy7Wqaur6xMXBXV0P2tra2loaGhSR0NDA7W1tdTU1CTNf/vtt+MB3eTJk6mpqaGhIXi5X3311Zx11lk0NDTQ0NDAli1bmqR3VHdfJNreY53udvH9y+BPs7enHwCTJk1KWj4xrSOvv77yf+qcc6m0ejebMKCsAWokrQLOABamsd3HkhYD30lR5GXgi9GEMKisM7P/hKNp95jZDEkTgKWSlpjZ+0naWgssBhZLeiis974wuzFcouXrgUeBRyV9QDC1o7VgviX3EIxKLzKzxuhIYJrHrwQokrQ6XB9G8EXjd5F6lkm6EvjvyHZHA7sAq8I2dwY2kyKYDyU7HnUEX0h+I6mR4AtCW4P5l4CTU+S9C6wws38ASHog3I87gF0k9QtH5/cmMuUnoY+3EUwVYsKECdYV9+fdEe4DnI6O7mdBQQHZ2dlN6qiurqagoIBJkyYlzd9nn30AeOutt3jkkUe45ZZbqK6uBmD27GCmXXZ2NtnZ2eTl5bFly5Z4ekdl4qfT2yt/9sPtO9aLSG+7xx5m9dX/02mvXc1Jsx+hmpqa+PMalVhHR/raV/5PnXMuldYugD0wYdrFwcBbbah/HsFIdbIvDXcTBLBHhm31JxjNvyaxYDj6/0uSTNuRdLikncPHg4D9CEZ/k5J0SGwqTnjx6Lg27lMzZvYWwZz2W6Lp6Ry/cErRYcA+ZpZvZvkEX4CSzX+/Erg0sl4CfDuy3b7Al2PHIx2SvhBOEYqN9I9O7GOalgG54Qh6rO5xkg4D/kYQtO8aZh0OvGzBefZqPvkScAZtGK13PUPiT6BXV1czdepUysrKUuZv3LiRjRs3Mn78eObPn8/xxx/PWWedRW5uLh988AEQjO4ffvjh8ZH5WHpb+XSO7iWJb37zm83SfPqTc85lRmsj8wOBCkm7EFzU+TrhVIfQ3ZI2h4/XmNmR0Y3NbI2k+4Fmt5UMp5QcH9Z/M5BNELDflKIvc4DnJF1lZhsi6eOBmyRtJ/hy8gsz+1sL+7QbcLuk3HD9ry20GVUtKTbtZaWZnZ6wP7cm2aa14wfBnWiWJVx0+iBwTaSPsTYekfQhQBiwH0Nwl55Y/kZJy4GvhElnSjohUkV0VD9mP2B+eDFqFvAwn5zVSEc/oN7MTNKJwA2SZgFbgNXA98ysQdLFBFOaRHAW4/Zw+1nAr8KzDs8DlW1o2/UAsV9LLC0tpba2loKCAsrLy+PpyfJ//vOfA8Tn1S9ZsgQIgrzc3NxOuwg22Six6xxmFg/Y77777hbLOeeca7/W5sw/S3C7yGR5k1KkX5GwPhOYGVkfGHm8iuBuLMnqWUhkOkp4F5jdk5S7luBuL0mZ2ZkJ648Bj7VQvkm7YVp+OnUnKb+GFMcvUnYRwV1comlrgdgo9qSEvPGR1WZ3CzKzkyKrC5M0mVjfXQS3jUzVvytS5YUj7Yp9uQqfo6+nqOd3BGdBEtP/QXCrSteLtfYT6KnyW/vZ9EzzudUd09bA2wN155zrfP4LsK5dJE0hmBJ1WXf3xTnnnHPpOejHS1m/eVvzjAxfND+oYDYbaq9uvWAqafRncP8cXvjRUe1vYwfhwbxrFzNbQvCjX865NmjP3XQGFaS33eD+Se9M65xzces3b2t2I4DOuJB87KLZ7b7hQLr96e67k/UUHsw751wXaf+ddLrvDjzOOed6ttZ+NMo555xzrlfzX392PVGm7urlwbxzzjnnnHO9lAfzzjnnnHPO9VI+Z94555xzO7wed7Fkhu8e01d12fPag58vD+adc845t8Nr/wXomdcZd49JV4/7UtNBXfG8dtbzpTmZqcen2TjnnHPOOddLeTDvnHPOuR1adXV1d3fBuWYy9SvZHsw755xzzjnXS/mceeecc865PiTpvPkMX+CZ7i9Xp5RGf/xXrwMezDvnnHPO9RHJLhjtnAs8239handeINwbeTDvnNthHfTjpazfvK1pYjtHnwYVzGZD7dUZ6FV6BvfP4YUfHdVl7TnnnOudPJh3zu2w1m/e1mQUqiOjPWMXze7SW9vtaLePc8451zkycgGspDJJL0laKWmFpM+H6TWSXg3TVki6N0y/QtImSbtF6qhL8XiMpGVhPa9J+oEkhXlnSvowrPsVSRem6N8ISQ9JekHSy5IeaUf9KyTdJen+8PHrktZH8n4k6YFIvZdJej2y/hVJSyLrD0j6c0I/r5D0Xljfy5JKInkLJb0Zae+pJPs5KaFPKyQdGeaZpLmRshdLuiKy/s3w+XspPE6/kLRL5HmcED5eLem+yHYnS1qY4nitkDRaUr6kzQnpp0fqWxW2/QdJo5I9h84555xzrrkOj8xLOhQ4DjjEzOolDQd2ihQ5zcyeSbLpGuAiYFYLdfcHlgDnmdlSSTsD9wHnAzeHxe4xsxmShgGvSrrXzN5JqOonwO/M7OdhvePaWn+Svk0CLjaz48L1XYFVkSKHAv+RtJuZ/RuYCDwVlt0FGA/USfq0mf0jst31ZnadpAOAZ8P9ic0TuMTM7k11vEJPxvqUoB44SdLPzGxNwr4cA1wIHGtm70nKBs4ARgAfJ6lrvKTRZvZykrxmx0tSPvCGmR2cos/FZrZG0o+B7wPTUu+e64kkZewWW65v8NeMc85lRiZG5vcA1phZPYCZrTGzf6ax3R3AKZKGtlDmVOBPZrY0rHsTMAOYnVjQzD4CXg/7k6yP70bKrmxr/a0xsw8Jgvf9w6S9CL4YTAzXJwJ/Ch+fBPwW+BXwjRT1vQZsAoa0tS8pbAduIwjaE5URfDF5L2y7wczuMLNXU9Q1N9wm054mOG7OOeeccy4NmQjmlwIjJf1d0i2SvpSQf3dkasW1kfQ6goD+ghbqHgM8G00wszeAgZI+FU2XtA+QB6ykuZuBSknVCqYE7dmG+k+J9P+sFvoKQbA+UdKBwGvAn8P1fsBBwN/CciVAVbiUJKtI0iHAa+Gofsy1kb7cnaIPhyVMZ9kv4TicJmlwwjZjgOda2beoXwOHRL64RJ2S0H7/MH2/hPTDkmx7DPBAG/rhnHPOOdendXiajZnVSRoPHAYUA/dImm1mC8MiqabZANwIrJB0XQe6cIqkLwKfBWaY2ZYkfXxc0qcJgsVjgeclFaZZf9JpNik8RTACn00wyvxX4IfA54BXzGyLpBHAAcByMzNJ2yQVmtmLYR0Xhl8aPgN8JaH+jkyzwcz+I+ku4LvA5mRlJI0FfgkMAi43s3uSFGsArgUuAx5NyEs2zQZanmZTHZ6hqQN+kKJf5wDnAIwYMYKampoUVWVOXV1dl7TT3TK1nz31gs3ovnV0X7v69dDZ92jubpk4nn3l/9Q551LJyN1szKwBqAFqJK0imG+9MI3tPpa0GPhOiiIvA1+MJoRBeV0YmMInc+YnAEslLTGz95O0tRZYDCyW9FBYbzr1t8WfgFKCYP52M9sgKQ+YRDhfHvg6wdSZN8P6P0UwOh+bthKbMz+F4GzCfsm+oHTADQSj8HdG0l4CDgGqzWwVcLCkm4D+zTeP+yVBMP9iC2XSVUwwN/9u4MfAzMQCZnYbwTQhJkyYYF1x/9m+cp/bTO1nV97pJV35sx9usm8d2tdFdO3r4bGH231Me8NrV3Myczx7w74651xn6vA0G0kHhhdrxhwMvNWGKuYB55L8i8XdQJE+uSNLf4LR/GsSC4aj/78kybQdSYeHF7ciaRCwH/B2W+pPUy2wJ1AEPB+mrQCm88l8+RLgGDPLN7N8ggthm82bN7MlwDMEX4wyJvxS82tgaiT5Z8B1kvaOpLUUyBNelHs9yefgt6df24HvAae3ch2Fc84555wLZWJkfiBQEd6hZTvBRajnRPLvlhSb0rHGzI6MbhzexeR+kgSFZrZZ0vFh/TcTjHj/ErgpRV/mAM9JusrMNkTSxwM3SdpO8AXmF2b2N4A21t+icNrMX4DBkTvQPE1wPJ4K7+oyimAufWybNxXcTvLzSar8CcGZhNvD9WslfT+S/19mtjVhm8MkrYisX5lkas5cggt9Y314JLwbz6PhnWw+Jhhxf7yVXa4kuPtM1CmSiiLr5wP/JJwzH0m/w8xujG5oZv+SVEVwpuanrbTtnHPOuQxL+mN7KXTqj+mlmCroP6jXXCbmzD/LJ3dsScyblCL9ioT1mUSmVpjZwMjjVQTTVJLVs5DIdJ7wLjq7Jyl3LcEc72R1pF1/Ql4NwdSixPT/SVhPrKPZ3VrM7JDw4V8S0p8FDgxXz0zWjyR9Sry4NZYXPaYfADsn5C8CFqXYdlLkcX7kcT3BmYjY+kJST69KOtIfrS9cL02xvevB/BaDrq38NeNcz5T4Y3st6awf02tp+lxPvT6rO/kvwDrnnHNuhzJs2DDWrl0bX49dA5ednc327dvbVefYsWNZuTLZDfOc614ezDvndmjNRnHaeZeXQQVdOyI0uH9Ol7Xl3I4kFsiPGTOGadOmcdFFF9HQ0ADQ7kAeYNWqVYwbN84DetchnfGDeR7MO+d2WImnfzt255Oed7ce51xzsUD+xRdfpLCwkN/97nd8+ctfjgf02dnZNDY2tiugWrVqVeuFnOtiHsw755xzbofyyCOPAFBbW0tRUVE8kAd44oknOnQ704ydoetpvwXR0/rTgm6ZN9+Dj48H884555zboUyePJkXX3yRgoICli9fTnZ2djygP+KIIzo01SETF3z2tN9HiPanN1xg2tW/a5LJ50tzMlJNEx7MO+ecc26HMXToUF566SUKCwuZNm1akyk2QJPHbTV27NhMdNG5jOrwj0Y555xzzvUUH330UTyg/973vkdDQwOSkES/fh0bw/SLX11P5MG8c84553YoH330EWYWX5YtW0ZjYyPbtm1rkt7WxbmO6ozXkQfzzjnnnHPO9VI+Z94555xzzsWlexFsp/7+Roq7x/hvcDTnwbxzzjnnnAPaeqeYzrmrTE+7209P59NsnHPOOeec66U8mHfOOeecc66X8mk2zjkXOujHS1m/eVt3d4NBBbPZUHt1xyqJzDcd3D+HF350VAd75ZxzrifyYN4550LrN2/r8l8WTGbsotkd6kfifNPe8IuOzjnn2ietaTaSyiS9JGmlpBWSPh+m10h6NUxbIeneMP0KSZsk7Rapoy7F4zGSloX1vCbpB5IU5p0p6cOw7lckXZiifyMkPSTpBUkvS3qkHfWvkHSXpPvDx69LWh/J+5GkByL1Xibp9cj6VyQtiaw/IOnPCf28QtJ7YX0vSyqJ5C2U9GakvaeS7OeksE/Ph/vzR0nHpag/tuwp6SNJn0qo6wFJpyQ5BiskjZaUL+nFJH3YW9KD4bF8Q9LPJe2U0L8Vkmol/ShJemw5MsxrCNdflPRbSbske46dc84551xzrQbzkg4FjgMOMbNxwJHAO5Eip5nZweFyciR9DXBRK3X3B5YAV5vZgcBBwETg/Eixe8zsYOALQJmkkUmq+gnwOzM7yMxGA7PbWn+4nG5mJ4btfRt4MpYH3AL8d2S7Q4H/RL6wTASeCtvdBRgPDJb06YS+Xh/Wdzxwq6ToPZYuifRlYorD9qSZfS7cn+8CN0k6IrH+yPJP4HHgxFgBSYOBIuC3SY7BwWb2crKGwy9BvwEeMLMDgM8AA4HyhP4dDEwAvinpkGh6ZPl9mL45XC8E1gLfSbHfznVYcXFxd3fBpSEcb3HOOZeGdEbm9wDWmFk9gJmtCQPE1twBnCJpaAtlTgX+ZGZLw7o3ATMIg/EoM/sIeD3sT7I+vhspG/u95bTrb42ZfUgQvO8fJu0F3EcQxBP+/VP4+CSCQPlXwDdS1PcasAkY0ta+ROpYQfBFZkYrRasS+nEi8Hh4PNricGCLmd0Ztt8AXAicLWnnhL5tBJ4F9m9WS2pPExxX55xzzjmXhnSC+aXASEl/l3SLpC8l5N8dmTpxbSS9jiCgv6CFuscQBHxxZvYGMDDJtJB9gDxgJc3dDFRKqlYwJWjPNtR/SqT/Z7XQVwiC9YmSDgReA/4crvcjGPX/W1iuhCCArgofNxOOWL9mZv+OJF8b6cvdrfQl5jngs5H1CyN1VIdpjwOHSBoWrn8j7FtM9BisCM9oJJPseP4HeJuEoD1s67+Bl8KkwxLa2C+hfDZwBMGZFOecc845l4ZWL4A1szpJ44HDgGLgHkmzzWxhWOQ0M3smxeY3AiskXdeBPp4i6YsEAesMM9uSpI+Ph9NZjgGOBZ6XVJhm/feYWWsj2zFPEYzAZxOMIv8V+CHwOeAVM9siaQRwALDczEzSNkmFZhabf35h+KXhM8BXEuq/xMzuTbMvMYnno683sybH28y2hvP5T5Z0X9jfxyNFmh2DDpzmPkzS80AjwfSmlyRNIphmc1yS8v0lrSAYka8FfpesUknnAOcAjBgxgpqamvb2L211dXVd0k536yv7GdPaxaA95Vh0pB/JntPedhFsuvvf116/zqXS2t24Wr1Llt8Bq9dK62424XSKGqBG0irgDGBhGtt9LGkxqedBvwx8MZoQBuV1ZvafMKC8x8xmSJoALJW0xMzeT9LWWmAxsFjSQ2G96dTfFn8CSgmC+dvNbIOkPGAS4Xx54OsEU2feDOv/FMHofFmYf72ZXSdpCsHZhP2SfUFpg88RBMGtqQJ+QBD8P2hm7bn/3stA9LoIwjMc+xBMgfovUgftqWw2s4PDaTqPE7xWbkwsZGa3AbcBTJgwwbril+H6yi/Q9ZX9jGnpLjH5sx/uGcdiER3qR7Pn9LGHe8RdetKlOenvf197/TqXSmt342rpLll+B6zeLZ0LYA+UdEAk6WDgrTa0MQ84l+RfHO4GiiJ3NulPEMhdk1gwHP3/JUmm7Ug6PDZnW9IgYD+CqR9p15+mWmBPgotHnw/TVgDT+WS+fAlwjJnlm1k+wYWwzebNm9kS4BmCL0btImkcQYB+cxrFawjOGHyHplNs2uIJYGdJp4ftZwNzgYXtmH/fRLj9d4GLwmlLzjnnnHOuFenMmR8ILFJwK8WVwGjgikh+dM787xM3NrM1wP1AbpK8zQR3dfm+pFeBVQTzzm9K0Zc5wFlhwB41Hngm7N/TwC/M7G/tqL9FZmbAX4CPIiPbTwOfBp6SlA+MIphLH9vmTWC9wtt5JvgJMFNS7HmIzplfofCWjwkOU3hrSoIg/rtm9kQk/8KEOvLDfjQC9wLDgD8k1Jk4Zz52Ue+Bkt6NLQSj8icCX5P0GvB3YAtwectHLt7vaBsnJxYws+cJrolIep2Bc845V1paSl5eHpLIy8ujtLS01W2eeOIJCgsLyc7OZuTIkQwbNgxJXbK4liU7ZsXFxV32/KSztKU/AwcOTJpeWFhIVVUwllpVVRV/PUbT283MfPGlVy3jx4+3rlBdXd0l7XS3vrKfZq3v66hZD3VNR1pRuLCwQ9sn7mdP2a/OENtX4BnrAe9PmVra+j7X0/6PO6s/M2bMsH79+tncuXNt48aNNnfuXOvXr5/NmDEj5TaLFy+2PfbYw5YtW2Z33XWX7bLLLibJADv88MPjjwHLysqKP87k0hXHp7X/85beV7rrPaMzjnV3LLHXUL9+/eJphxxyiGVnZ9vnPvc5A2zChAm277772owZM2zfffe1ZcuW2datW23ZsmW277772uLFi9M5Xknf59L60SjnnHPOue52++23M2fOHGbOnMnOO+/MzJkzmTNnDrfffnvKbcrLy7nkkksoLi5mzpw57LLLLmRlZTFixAg++OADdtttN7Kzs8nKyqKxsRHw3zro67KymobHAwcObFamX79PZgSbGdnZ2U1eN/X19VxzzTVs3bqV8847j2effZbKykpuv/12KisrKS4uJicnh+LiYiorKykvL2/WRrp8brJzzkX0hAu/BhVkoB8Jd6ZwbkdQX1/P9OnTm6RNnz6diy5K/RuVtbW1jB07Nv4YoLGxkX//+998+OGH8QA+KhgEzZyk/8+Pdf97TUt6wnthd0l8TdTV1TUrs3379ibrDQ0NNDQ0xNdra2uZPn06l1xyCX/605+YP38+RUVF1NfXU1RU1GTboqKi+GuzPTyYd865UM+540vH+uF3eHE7qtzcXBYsWMDMmTPjaQsWLCA3t9lleXEFBQWsWrWKI488koKCAjZu3Mg777zD8OHDGT58OGvWrGHNmjWYWZOR+UwG9InvLZ3xP5rp4Lsr3g81p9ObaJfoWRoIRuYTA/p+/fo1CehjZ3e2bQsuqSwoKGDBggUUFBRw2WWXIYnly5eTm5vL8uXLm/wi+fLlyykoKGh/f9u9pXPOOedcF5o2bRqzZs1i3rx5bNq0iXnz5jFr1iymTZuWcpuysjKuvfZaqqurmTVrFh9//DGNjY188MEHjBgxgn//+980NDTQ2NgYn16R6ZF517u0dWReEg0NDU1eN7m5uVx66aXstNNOzJ8/n/HjxzN16lSmTZvG1KlTqa6uZtu2bVRXVzN16lTKysqatZEuH5l3zjnnXK9QUVEBwOWXX85FF11Ebm4u06dPj6cnU1JSwssvv0xpaSm1tbXsueeeZGVlsXbtWpYtW9akbLIpNx3lXwxSM7Md4vqE2HO8fft2BgwYwMaNG3nuuecAeP754E7mmzdvpry8nJKSEiZOnBh/PRYUFMTT28uDeeecc871GhUVFS0G78kcccQR/PSnP+2kHrmOSPZlp6dNFcx0f0pKSjoUvCfyYN4555xzbgfQ0rz5Vi+s94vmey0P5p1zzjnnernWL1hNnd/TRsJd2/gFsM4555xzzvVSHsw755xzzjnXS3kw75xzzjnnXC/lwbxzzjnnnHO9lAfzzjnnnHPO9VJ+NxvnnOtmB/14Kes3b0uaN6hgNhtqr257pQm3mXvhR0e1t3vOOed6MA/mnXOum63fvC3lbeXGLpqdxi3nmkq8zVyL95Z2zjnXq/XJaTaSyiS9JGmlpBWSPh+m10h6NUxbIeneMP0KSZsk7Rapoy7F4zGSloX1vCbpBwp/q1jSmZI+DOt+RdKFLfTxWEnPSHpZ0vOS5kbyzgm3f0XSXyUVRfJqJD0TWZ8gqSZ8vLOkuyWtkvSipOWSBkrKl/RiQvtXSLo4fLxQ0smRYxc7Pg2Rx98N82+Q9J6krEhdZ0pqlDQukvZi2O5fwu3fjhybFZLyW38mnXPOOef6tj4XzEs6FDgOOMTMxgFHAu9EipxmZgeHy8mR9DXARa3U3R9YAlxtZgcCBwETgfMjxe4xs4OBLwBlkkYmqacQuAn4ppmNBiYAr4d5xwHnAkVm9llgOrBY0u6RKnaTdGySLl4AfGBmY82sEJgKJD+3n4KZlceOD7A5cqxuDAP4EwmO55cSNn0XKEtS3+fDun5IeGzCZXVb+tWXlJaWkpeXhyTy8vIoLS3tknarqqooLCwkOzubwsJCqqqq4mlZWVnk5eWRlZXFyJEjGTlyJNnZ2c0eS+rWpbi4uMm661rDhg1r1/PmnHMutb44zWYPYI2Z1QOY2Zo0t7sDOFPSHDNbm6LMqcCfzGxpWPcmSTOAGuDmaEEz+0jS62F/3kmo51Kg3MxeCcs2APPDvFnAJbF+m9lzkhYB3wF+EJa5liBwfjTJvr8V6cOrQCY/LCcBLwH3ACVAdSTvIeCLkg6MtevarrS0lAULFjBnzhymT5/OggULmDVrFgAVFRWd1m5VVRVlZWVUVlZSVFTE8uXLOeWUUwA455xz2LRpEzNmzOBnP/sZGzZsYOedd+bcc8/lgQcewMw499xzmT9/fiutdD1JmFl3d6NPGDZsGGvXpnrrbJk/T66vaek6mrZo0zU3j7V9Op5fj9Mz9MVgfinwQ0l/B35PMBr8h0j+3ZI2h49/Z2aXhI/rCAL6C4Afpah7DPBsNMHM3ginsnwqmi5pHyAPWJmknkJgbpL0pG0AzwBnRNafBk6UVAxsiKTfASwNp8w8ASwys9dStNMeJUAV8CBwlaQcM4u9GzUC1wCXJ/TVtcHtt9/OnDlzmDlzJkD87+WXX96pwXx5eTmVlZUUFxcDUFxczIABAwB44IEH4nmxPtxxxx0ce+yxPPpo8H3y2GM/OVEkieuuu46KigpWr16dtL0hQ4YAsG7dus7aJdfF2hvIO9cXtXQdTVuke81N4nU26fLrcXqGPhfMm1mdpPHAYUAxcI+k2Wa2MCxympk9k2LzG4EVkq7rQBdOkfRF4LPADDPb0oG6WnIl8H2CkXwAzGyFpE8DRxFML/pbOO1oU4o60h4Kk7QTMBmYaWYbJP0FOJpgRD5mMcHUon3btCdB/ecA5wCMGDGCmpqatlbRZnV1dV3STlvU19czevToJv0aPXo09fX17e5rOvtZW1tLQ0NDk3Jvv/02ZoakeN5bb70VX6+vr6ehoSHeb4CLLrqIuXPnMnr0aN56661kTQHw8ccfd9n0ip7yYdTSc9DW5zbZc9pT9rMt9t57b959910g9THoif+nfUFVVRXl5eXU1tZSUFBAWVkZJSUlHdqmPXU619VKS0u5+eabM3K2MCsri/PPP7/Dg3F9LpiH+LSVGqBG0iqCkeKFaWz3saTFBFNaknkZ+GI0IQye68zsP2Fwco+ZzZA0gWCUfImZvZ9Qz0vAeOCFFG2MB5ZF0saH20T7ukzSlcB/J6TXAb8BfiOpkSAAvxUYktDOUODNFPuZzNHALsCqcD93BjYTCebNbLuCC3lnJaugJWZ2G3AbwIQJE6w9Iwht1d6Ris6Um5vLyy+/HB+RB5g3bx65ubnt7ms6+1lQUEB2dnaTcvvssw8AAwYMiOeNGjUKgOzsbHJzc8nOzo73u76+nrlz5yKJl19+mVGjRqUcmd9ll12ArhmZz8ToV0flz3449XOwiDY/t82e08ce7vb91Jy2bxML5CH1MeiJ/6c7umTT7qZOnQqQMvhubZvW8n2qlesJSktLuemmmwAYOHAg9fX1bNvW/ulQjY2N3HxzMAu7IwF9X7wA9kBJB0SSDiYyjzwN8wguQE32RehuoEjSkWFb/QlG869JLBiO/v+SYNpOomuByyV9JqwnS9L0MO8aYI6kYWHewcCZwC1J6rmSYP49YdkvSBoSPt4JGA28FQb4/5J0eJg3FDgGWJ7yKDRXAnzbzPLNLB/YF/iypJ0Tyi0kOCuwaxvqdqFp06Yxa9Ys5s2bx6ZNm5g3bx6zZs1i2rRpndpuWVkZU6dOpbq6mm3btlFdXc3GjRvZuHEjJ5xwAlOnTmXevHnU1dWxbt06TjvtNM4++2xOO+00Tj31VM4+++x4XWbGRRddlDKQhyCI9yk2O5ahQ4d2dxdchkSn3eXk5FBcXExlZSXl5eXt3qY9dTrX1W6//fb44yVLljQL5LOyWg6rJZGVlcWIESPiadnZ2U3qbY++ODI/EKiQtAuwneAuMedE8qNz5teY2ZHRjc1sjaT7gWa3lTSzzZKOD+u/GcgmCNhvStGXOcBzkq4ysw2RelZK+h5QFQbDRjjCbWZLJO0FPCXJCObEf9PM/pWkP49I+jCStB8wX8HQeRbwMHBfmHc6cLOkeeH6j83sjci2t0q6IXz8jpkdGssI+3gMwZ11Ym1vlLQc+EpCn7ZKuhH4eYpj4loQ++Z++eWXc9FFF5Gbm8v06dM7db48fDLaVlpaGj8F/vOfB09heXk5q1ev5vLLL2fr1q3stddeANx6663sueee8cfRKRM9hY/0dZ2PPvqo3RfB+vPUs9TW1lJUVNQkraioiNra2nZvk06dHZ4q1o4LPDtVT+tPO3XaFL6ednweezg+ZRRo9npNh5lhZnzwwQfxtO3bt7N9+/aO9S1WsS++9JZl/Pjx1hWqq6u7pJ3u1lf206zn7uuoWQ+lzCtcWNjm+hL3s6X6e7vYvgLPWA94f8rU0tb3ua58bY8ZM8aWLVvWJG3ZsmU2ZsyYlP1pbZvW8oNwpf162v9+a/3J1P9suu8f7T0+nfXe0lOfr9zcXCMYYLVly5bFH8eWrKysZmnRRZJlZWXZiBEj4mn9+vWz3NzctPqR6n2uz02zcc4551z7JZt2N3XqVMrKmv2USNrbtKdO57padErrlClTyMnJaZLf2NjY4vZmRmNjY5OR+YaGhg5Ple2L02ycc67HSXWqelBBO09jR05RD+6f00JB59om2bS78vLyFu8809o27anTua4Wm9J60003UVdX1+H6/G42zjm3g2j5TjNtvwuN3+HFdbaSkpI2B9qtbdNSfjDDwLnuV1FR0enXqbWVT7NxzjnnnHOul/KReeecc865HiYTd4lp0zS9dtw9xqfw9QwezDvnnHPO9SCZ+5G39OrxqXm9m0+zcc4555xzrpfyYN4555xzzrleyoN555xzzjnneikP5p1zzjnnnOulPJh3zjnnnHOul/Jg3jnnnHPOuV7Kg3nnnHPOOed6Kb/PvHPOJXHQj5eyfvO2jNQ1qGA2G2qvzkhdEPxQyws/Oipj9TnnnOu9PJh3zrkk1m/elrEfbhm7aHYGfwQmM78M6ZxzbsfgwXwKkhqAVQTHqBY4w8w2JaS/CXzLzD4OtxkDVAB7EUxhugu40sxM0pnABDObIekKYBrwYaTJSWb2saT/Aq4DRgCbgGeB58PyAKOBV4EG4DEzmx3p8ySgGphmZr8I0w4Ot7/EzK4L0/oB/wIqE7avAQaa2YRwfQJwnZlNipS5AfgaMNLMGiPp3wQuBbKB7cDfgIvDfaoB9gA2h8VfN7OTE47DTsBPzawq+TPinHPO9Vzpns2Ln6l7LP0v5X42zrXEg/nUNpvZwQCS7gamA/MS0hcB3wHKJfUHlgDnmdlSSTsD9wHnAzcnqf/6WHAdI2kE8H/AN8zs6TDtZOBJM7s5XF8NFJvZmhT9fhH4OvCLcL0EeCGhzJeBvwNfk3SZmVkkbzdJx5rZo4kVS8oCTgTeAb5E8MUBSccAFwLHmtl7krKBMwi+kHwcbn6amT2T6jhIOgB4VtK9ZpaZuQ2umaqqKsrLy6mtraWgoICysjL22GOPVssAzdJKSkra1LYkmr7UnEvOXyuuN0r3bN7YRbNZeMwAJk2alHbdfjbOtcQvgE3Pk8D+SdKfJhiFBzgV+JOZLQUws03ADGB2ku1S+Q6wKBbIh/Xca2YftKGOt4A8SSMkCTgGSAzMS4CfA28DhybkXQuUpah7EvASMD+sI6aMYBT+vbDPDWZ2h5m9mm6nzew1gjMRQ9LdxrVNVVUVZWVlVFRUsGXLFioqKigrK+OJJ55oscwFF1zABRdc0Gy7qio/ieJcd6uqqqKwsJAjjjiCwsLCHv1/GetrdnZ2yr7GykgiKysLSeTl5SEp5eK6RmlpaYvPQyaX4uLiLmurrf0ZN25ck9fyyJEjGTlyZJPHia/f0tJSqqqq4nmSGDlyZMb+Xz2Yb0U4JeVYgqk10fRs4AiC0XiAMQRTYuLM7A1goKRPJan6QkkrwqU6TCtMrKOd7iWYCjMReA6oj/Q7DzgS+C1QRdOgHIIvKFslFSeptyTc5n7gfyTlhOljwnZacndkf69NzJR0CPCamf27tZ1z7VNeXk5lZSXFxcXk5ORQXFxMZWUl//u//9timQEDBjBgwIBm25WXl3fj3jjnol++H3/88R79RTvVYEK0r7EyBxxwAP369WP69OmMGjWK+vr6Fmp2XaG0tJSbbrqpu7vRbYYPH06/fv3Iz89n1apVnHHGGVRUVLBw4UK2b99OQ0MD5557Ltu3b2ft2rVkZWXFX78nn3wyt9xyC2effTYNDQ0sXbqUpUuXsn37di644IKM/L/6NJvU+ktaET5+EqhMSN+LYC7979pZf7NpNhn0a+Ae4LMEwffESN5xQLWZbZZ0H/ADSd8zs4ZImSuB7wOzYgmSdgImAzPNbIOkvwBHAw9FG5Y0FvglMAi43MzuCbNSTbO5UNJZwGeAr6TaIUnnAOcAjBgxgpqamlYOQcfV1dV1STtdpba2loaGhib71NDQwNtvvx1PS1bmrbfeQlKz7Wpra9t8fHrEqeI2zFPN5POf6ddSq8eyDfvZE6V7vHa0/9O2iH75rqmpYdKkSVRWVlJaWtrmaXCdLdpXID4oEO1rrMyxxx7LnDlzmDlzJtXV1Rx++OHxemLTr3xEvmvdfvvt3d2FbjVw4EAuu+wyLr/8cgYNGsSGDRsoLi6msLCQxYsXA3Dsscfy6KOPcvTRR7Prrrtyyy23UF1dTWlpKbvuuisffPABd999d/x/YPHixZx99tmUl5d3+P/Vg/nU4nPjk6WHc+IfJ5gacyPwMvDFaEFJnwbqzOw/ab7xvASMBx7sSMfN7H1J2wjmxl9A02C+BCgK594DDAMOJ/KlxMyWSboS+O/IdkcDuwCrwn3ZmeCC1ofCfh9C8CVhFXCwpJuA/ml0NzZnfgpQKWk/M9uSZJ9uA24DmDBhgrVlrmF7xT4cdxQFBQVkZ2c32afq6mr22WefeFqyMqNGjQJotl1BQUGbj08m7+jSHm15TvNnP5y5538RmX0tPfZwi8eyt792NSf949Xb97UjamtrKSoqapJWVFREbW1tN/UotXT6GitTX1/P9OnT42WSGT16NC+//DLQhkGCXv4Ft9MHQ1o4Pn397Mjbb7/N9OnTueiii9i27ZPL+qKv6/r6eoqKiti2bRsffBDMjo69xhsbG+PrMUVFRfHBso7yYL6dwjvbfBd4QNItwN3A5ZKONLPfK7gg9kbgmjZUexPwV0kPm9lfACSdRDAXvy3z5gF+COxmZg2xF0o43ecwgjvR1IdpZxEE+IlnGK4EFgD/CNdLgG/H7jYjaQDwZvil5mfAdZKON7N3w/LpBPJxZrZE0lSCC2dvbdOeurSUlZUxdepUKisrKSoqYvny5UydOpVvfvObLZbZuHEjEATw0e18mo1z3augoIDly5fHR/oAli9fTkFBQTf2Krl0+hork5uby4IFC5g5cybLly9PWl8skIf0Bgm64ktfZwfbnTkY0trxybsht08H9Pvssw8LFiwgNzeXnXbaiQ0bNgCfvGYBcnNzWb58OTk5OQwdOhT45DW+Zs0aPvjggyb/A8uXL2fUqFEMGDCgw/3zYL4DzOx5SSuBEjP7paTjgQpJNxPcovGXBAE6BMc6+p9woYLbOcacYGarJX2DIDDeDWgE/gg81o6+PZUk+URgWSyQDz0IXCMpN2H7RyR9CBAG7McQ3NEnlr9R0nLgK2Z2j6RdgUfDawk+JrirzuORKu+WFLs15RozOzJJ/34CLJZ0e/S2ly4zYqfxSktL43elKS8vb3I3m2Rlfv7znyfdrqedxneur4l++W5oaKC6urrHftFONZgQ7WuszLHHHsusWbN4/fXXeeSRR5rU49Nruse0adP69Jz5uro6Zs2axd57783q1avJycmhurqaWbNmceqppyKJs88+m1NPPZWcnBw+/PBDzj//fB555BGKioqoqqoiLy+P0047jUWLFgFw+umn09DQwFVXXdXxDpqZL12wANcD53d3P3aEZfz48dYVqquru6Sd7tZX9tOsbfs6atZDGWu3cGFhxuoya71vffE5BZ6xHvD+lKkl3fe5xYsX25gxYywrK8vGjBljixcvTvfQdapkr8F0+horA5gkAyw3N9eAlEt7+5Np6b5nFC4sbHN/Mvl+lEw6/ZkxY0aLz0NfWcaOHdvktbz33nvb3nvv3eRx4ut3xowZtnjx4ngeYHvvvXeb/19Tvc/5yHwXkPQowY8iXdHNXXHOObcDKSkpoaSkpFdcOxDra0fLuO5RUVFBRUVFl7TV017PyfrTntdpZ722PZjvAmZ2bHf3wTnXdpmaAzuoILPzaQf3z2m9kHOuy6Xzfz6oAM58bGObfwHWuVQ8mHfOuSQye7FZ997FxznX+dJ/z/ifHjfy7Ho3/9Eo55xzzjnneikP5p1zzjnnnOulPJh3zjnnnHOul/Jg3jnnnHPOuV7Kg3nnnHPOOed6KQ/mnXPOOeec66U8mHfOOeecc66X8mDeOeecc865XsqDeeecc84553op/wVY55xzzrkudtCPl7J+87YWywwqmM2G2qvTqm9w/xxe+NFRmeia62U8mHfO7dCafWA+9nCbPiDBPySdc5m3fvM2Vl/9Py2WGbtodqtlYvJnP5yJbrleyIN559wOLfqBWVNTw6RJk9r0AQn+Iemcc67n6vVz5iU1SFoh6UVJ/ydp5yTpv5W0S2SbMZKWSXpV0muSfiBJkfxjJP1V0ithHfdI2ifMWyjpzTD9BUlHJPTne5K2SBocSZskySR9O5J2cJh2caTeTZIGRcrcEJYZnrBPsWV2mF4T7ssLkv4m6eAWjtdwSdskTU9IXy3pvsj6yZIWJpR5QNKfE9KuiOzDGEl/l9Q/kv+wpBJJIyQ9FPbxZUmPSBob2Ze1keP6+1T9d84513uMGzcOSfFl3LhxrW4zcODAJtvElmHDhpGTk4Mk8vLyKC0tBeDoo48mKysr6Taxpbi4uMX8YcOGUVVV1dmHY4eSl5fX4jFNd0lWT+LzNWzYsDbVmZOT092Hp0v1+mAe2GxmB5tZIbAVmJ4kfS3wHYAw0FwCXG1mBwIHAROB88P8QqACOMPMPmtmBwN3A/mRNi8J078HLEjoTwnwN+CkhPQXga8nlHshoczrwPFhP7KAw4H3kuxrbInOEzjNzA4CbgGuTTxIEV8D/hy2n2i8pNHJNlLwZWg8MFjSp5OVMbOXgN8AZeE2JwA5ZlYF/AT4nZkdZGajgdlmtiq2LwTPySXh+pEt9N91g9LS0vgbbk5OTqtv4kCL+QMHDmzywRnbpi9LFcAkW7Kysthnn33iz0NWVhZZWVkUFhY2Oa5VVVUUFhaSnZ3dLC+dfOc6Yty4caxatYopU6bw4YcfMmXKFFatWtViQD9w4EA2btwIQH5+fpO8tWvXMmjQIO644w6uuuoqFixYwD777MPSpUs7HLytXbuWc8891/8H0pSXl0d9fX1G6srKCkLR4cOHN0nv1++TySNr164FYPLkyfTv35/WbN++vU8F9DtCMB/1JLB/kvSngb3Cx6cCfzKzpQBmtgmYAcwO82cBV5lZbWxjM1tiZn9spV4k7QcMBL5P82D5LSAvHKEWcAzwaEKZXwGnhI8nAX8Ctqfa2RSa9CmJEuAiYC9JeyfkzSUMxJM4Cfht2MdvtFD/T4CvKTg7cDXhlyhgD+DdWCEzW9lCHa4HKS0tZcGCBVx11VXceeedZGdnU19fz4gRI5qU23//T/71osH5Xns1fTmec845bNy4kalTp/oHZygawKRj9OjRvPPOOwwZMoT8/HymT59OVlYWBxxwAGVlZTzxxBNUVVVRVlZGRUUFW7ZsoaKigrKysvgxby3fuY6KBfIPPvggw4cP58EHH4wH9KnE/g8mTpzIgAEDWLZsWZOg/r777mPu3LnMnDmTOXPm8M4773DeeeexdevWeJns7Oy0+pc4iLBlyxbKy8vbsId9V6YC+SlTprB582amTJnCRx99FE8fMWIEDQ0NzJ07t0n5hx9+mM2bNzerJ9mA0PbtbQ2feq8dZs68pH7AscBjCenZwBFAZZg0Bng2WsbM3pA0UNKnwvzr0mz2GOCByPo3CILdJ4EDJY0wsw8i+fcSjIw/DzwHJP43/B2YImkIQdD9v+E+xfSXtCKy/jMzu6eVPsVJGgnsYWZ/lfRrgi8O0f+UXwPnS0r2haiEIFD/ALgPuCpZG2a2ScG0mz8C88zstTDrZuAeSTOA3wN3mtk/k9Xhepbbb7+dOXPmMHPmTAoLC2lsbGTKlCksWbIkXmb33XfnnXfeYe7cuVx00UXxdDMjKyuLIUOGsG7dOgBuvfVWsrOzmT9/PuXl5ZSUJDtJ1LckBvJm1uzD6bzzzuO2226joaGB119/nYkTJ/LUU0+xbNkyiouL2X///bn88st59NFHOfvssxkwYACVlZUUFxcDUFxcTGVlJaWlpZSUlFBeXt5ivnOZUFlZ2Wx91113bXW7e++9l7333puioiJ+//vfxwcLioqKqK0NxtqmT5/ORRddxM9+9jPmz58f37ahoSGtvknCzOLr27Zt46WXa3v1NTId6vtjXb/fsddD4uviuuuu41vf+lb8OW7No48+yjHHHNOZXe3RdoRgPhrgPsknQXssfS+gFvhdWyuWNAx4AtgZuM3MYkH+tZKuAvYGDo1sUgKcaGaNCuaffw24KZL/a+Ae4LNAFcH0nkS/IfhS8Hng3IS8zeGUlGTulrQTwZmBVGVOCfsAwZeOO2gazDcQTNG5jMhZA0kjgAOA5WZmCubcF5rZi8kaMbPfSvqYYMpPLO3xcHrOMQRfUJ4P6/gwRV+bkHQOcA4E39hramrS2axD6urquqSd7tbaftbX1zN69Ghqamqora2lsbGRs846Kx7MX3rppVx33XU0NjYyevQns7ROPvlkampqMDPWr1/PSSedxG9+8xtqamqYPHky8+fPp7a2Nt52Z36AxtqI7mtbn9uu+oA/++yzk/Zt8uTJHHDAAcycOZP6+nouvPBCnnrqKRoaGqipqWH06NHU19fT0NDA22+/DRDPi2loaIgf89ra2hbze4u+8n/aW02dOpUHH3ywyXo6Tj75ZAoKCli+fDlnn312PH358uUUFBQAsGBBMMv1sssua7JtdnZ2WgF9NJAHyMnJ4TOf+QwvtuHi+PaqqanhzMfSPxuXrrZc2B8VuzlAujSnXc00E3s9TJ06tcmXq4svvhhJ8ee4Nccee2zrhXZkZtarF6CupXSCQPxJ4Lvh+reBuxLKfhp4J3z8S+CshPyLgSvCxwuBk8PHpcCz4eOxBCPtq8PlnwTTeSCYMvNQ+Pj3wKtANnAFcHG0XmAUsAaYG6avBoa3sq81wARABGcVfpOi3LMEc/BjfdwKHBBtB8gBXgMuBBZG9nN9ZLu1QHmYF9+HhLbi/U7Rl4eAr0bW48e1tWX8+PHWFaqrq7ukne7W2n7m5uba3LlzzcxszJgxlpOTY1OmTDEgvuy+++7xctF0MzNJNmTIkCZp5513ngE2ZswYM7N4emcYNeuh+OPYvhYuLGx3HZ0hesxixyIx7bzzzrPs7GwDLDc31yZOnGiALVu2zMzM5s6da7m5ubZs2TLLz8+3MWPGxPNili1bFj/mreX3FrHnFHjGesBnUqaWtr7P9bT3q+rqahs7dqwBNmXKFPvwww/j7xtjx45Nud2AAQPir/n8/Pxm/wdDhgyxO+64w+bOnWv9+vWzkSNHGmA77bRTs7JtXQYNGmSLFy/usuOTzvtKW96rOvI+1dbXT25uboePd2zp37+/ATZ8+PAm6f369WtWdvLkyfHyrS39+vVr9/Ho6PHpLKne57r9DaujC60E8+HjzxHMWe8H9Af+ARwZ5vUPA8vScH0swYWoBZHtf0jyYF4EU2aOJph2cllCH94kCM4n8UkwPxE4IXx8BQnBfPj4XGC/8PFq0gzmI/vzT+CzCWU+A7yakPZj4IdJ2jkfeJtPgvmngEMj2+0LvJG4Dwl1x+sL1w8Hdg4fDyI4W/L/Ivnx/W9t8WA+s1rbzxkzZli/fv1s7ty5duedd8bfxEeMGNHkjXP//fdP+oa61157NVk/55xz4m/gsQ9O+ngwHw1g0lnGjBljhF+i8vPz44H+CSecYPvuu699//vft8WLF9u+++5ry5Yts61bt9qyZcts3333jR/z1vJ7Cw/mmx6HniLWn1hAH1taCuRjUv0/DB06NB7g5ebm2owZM8zM7KijjjJJHQoohw4d2qWv/d4ezJtlLqBPp56hQ4e2qc5MBvLtPT6dIdX73I4wzaZVZva8pJVAiZn9UtLxQIWkmwlGyH9JOB3GzFZJugC4K5xDv4YgsP1RknpN0pXApQQB7uSEIvcTTJn5S2Sbp9Lo760pshLnzD9mZrOjBcxss6S5wCVA9HxmSdifqPsIpv38JCG9kuAiXiTlE3whid+S0szelLRe0ufDpO9L+l4kP/HCWgjuhHOTpO0EF17/wsz+lmI/XQ9SUVEBwOWXX059fT39+vUjNzeXDz74oEm5119/Pf7Y7JM53++9916TcrfddhsDBgzg9ttv97nZobq6ujZdBPvyyy8zcuRI/v3vf1NfXx8/Ff3aa69RXl7OHnvsET9lXlpaSm1tLQUFBU2uUYj9TZXvXCasXNn2ex3U1dW1qfzjjz/eapm2TiNxrduyZUun1e3PV9v0+mDezAamk25mX4k8XkUwWp6qzoeBpBNkzezMhPX7CILiZGVnRlZrkuRfkareSHp+5HHSS/TNbFLC+twkZX6cJG0lUJCknXpgz0jRZnfHMbNDwod/IRidT9nvcP1aWrhlZqr9dz1DRUVFPKhPVzCIkPmyO6q2BjAtic0hLykpaTE4by3fOde5WrsWZ1BB+tfrDO7fd27F6Jrq9cG8c84551xvk97Fqp1/Ma7r/TyYd87t8JqMbD32cJtGu8BHvJxzzvVcHsw753Zo0dGvT+Zh+miXc865HcOO9guwzjnnnHPO9RkezDvnnHPOOddLeTDvnHPOOedcL+XBvHPOOeecc72UB/POOeecc871Uh7MO+ecc84510t5MO+cc84551wv5feZd84555zLgIN+vJT1m7c1SRtUMJsNtVc3L/xY8x+uG9w/hxd+dFRndc/toDyYd84555zLgPWbtzX5oTqAsYtmN0v75AfsmmrLL1M7F+PTbJxzzjnXbUpLS8nLy0MSeXl5lJaWNsmvqqqisLCQ7OxsCgsLqaqqoqqqipEjRyIJSeTk5JCVlRVfT1yKi4uRRHZ2djftZc/Q0vEZOXIkVVVV5OTkNMnLycmhqqoq/hzFlnHjxqXdbrLn0GWOj8w753qFZKevE6U8nR2V5NR2Ij/V7VzXKC0tZcGCBcyZM4fp06ezYMECZs2aBUBFRQVVVVWUlZVRWVlJUVERy5cv55RTTmHLli0MHDiQyy67jDvvvJP6+nrWrVvXanuNjY1kZ2fT0NDQ2bvWo0hqMT8rK4u1a9dy6qmnAjBkyBD+8Ic/8KUvfYl169bF04877jjOPvtsTj31VFatWsW4ceNYuXJli3Unew6nTp0KQElJSQb2zmFmvvjSq5bx48dbV6iuru6Sdrpbb9nPUbMearVM4cLCFvPT3dd02urJestzmgmxfQWesR7w/pSppa3vcz3tOU+3P7m5uTZ37twmaXPnzrXc3FwzMxszZowtW7asSX5+fr7l5OTYsmXL4vnLli0zwADLycmJP44t5513nmVnZ8fXO0uy945k70upjk9nvfdEj0Vubq6NGDHC8vPzmxyf2HGT1GTbrKwsA2zKlCnxtGXLltnAgQPTOpbJnsPYc5dKb309d7ZU73MZH5mX1ACsAnKA7cBdwPVm1ihpEvAg8GZkk4uBMuBqM3s8Us/3gAOBOUAt8Gpkm3lmdpek1cAEM1sT2W4n4BrgOIIX6cvAd8zs3YT+9QvrPcPMNkXSY35lZldLqgH2ALYAW4FpZrYiyX436Uu4rxeb2XGSRgCVwMjwuKw2s8mS8lvZtw3hPqwDTjezt1pqV5KF218U5l0MDAS2AV8LNxkb2c87gKHANODDSLWTgIP55LnKAx4ys4vDes8ErgXeC8uvNLPTw7wVwCtm9o1IH3OAnwJfDfepHviJmT0a2c/YMMkfzey7ifvpnHNux1NfX8/06dObpE2fPp2LLroIgNraWoqKiprkv/XWW5gZRUVFSfO3bfvkDN4vfvELvv3tbzNlyhTmz58fT+/Jc9M7s2/XX389F154If/+978BuO6667j44oubHJ8gZmyusrIy/rioqIi6urq02kz2HMWeO5chySL8jixAXeTxbsDvgR+H65MIgsLEbc4B7kxI+zPwRSAfeDFFW6uB4Qlp1xEEztnh+lnAXwEl6d/dwMzE9IT6agiC5Vhdv0unL9F9BW4FLojkjQv/prVvwI+B29Mot4Ug+I6tXwxcker5CdevIPjSkVhvtP/9gVeAL4TrZwI3JdmmgOCLwnvAgEj61cAiIDdcHwF8PdVz2NrSG0fmZ8yYYbm5ufFRkRkzZrRYfvHixTZmzBjLysqyMWPG2OLFi1OWkWS5ubkmyfbee2/be++9m2xHwghVa0tP1VdH5hOfk2TPWb9+/eKPs7KyTFLS1020XGy7qNhrKrH+sWPHZnSf0nl9p8tH5pseh57CR+Y/4SPzPjKfKane5zr1Algz+zdBoD5DLU/Yuhf4n3BUnXDEek/gyba0J2lngoD7QjNrCPtwJ8FI8OFJNnkS2L8NTTwN7NWWPoX2AN6NrZhZyxPM2t/uduA24MI21t8iM9sMrEijDyXAL4GlwPEQf06mAaVmVh/W94GZ/TqTfezJYnNCr7rqKjZu3MhVV13FggULml3kFRObX1hRUcGWLVuoqKigrKysyQVDsTInnHAC+fn5XHXVVQwbNoy6ujq2b9/OwoULqaioiM9zzM7OZvDgwSn7OHz48PjjffbZJ0N77jIt+jZ6/fXXxx9v376dSy65hCFDhgDQv39/TjjhhCavm5ycHLZv386QIUNYuXIlQ4YMYfv27eTk5ACfvKY2bdoEwMSJExk5ciSf+9zn4nNjMyGd17frO6ZNm8asWbOYN28emzZtYt68ecyaNYtp06YBUFZWxtSpU6murmbbtm1UV1ezceNG8vLyOO2005gyZQqnnnoqX/3qV+N1RkfmY+bPnx+fJ5+V1bfv/VFfX88HH3zA6tWr42m33npr/L3AzBg6dCirVq1i6NChNDY2ArBkyRK+8pWvcP/99zN58mTq6uoYO3Zsq+0lew6nTp1KWVlZp+xfn5Qswu/IQpIRbuBjgtHYScB6gsAwtuwXlnkIOD58PBu4LnycD2xO2OYwSzKqC4wDnk/S/vXAd6P9I5hm8yBwXrjekNDGKWF6DZ+MzH8PuCrFfif2ZRKfjGwfHR6DaoIpRXu2Zd+AG4BzWmsXqAM+FaYNJv2R+fci7Vcn6f8Q4Flg93D9TIJpObFtzgrTXwX2AY4CftvSc5LQ/1WRui5s7TXW20bmWxt5SpTOKEasTLRsfn6+5efnNylLOOoyZsyY+GhWbJQFsJ122smGDBliubm5NnHixB49Ou8j89bs+Ymd7Yk9x8uWLbO5c+dadnZ2k9dIbNshQ4Y0qXvIkCHx+mLliYzAxbafMmVKxl4X7Rmla4mPzDc9Dj1FW/rT2pnLZGdyFi9ebHvvvXeTs0zhVNNuPfvYk0fmY39TLXvvvbctXrw46Rm8xYsXN3m/oY1n7Np6Nq43v547U6r3ue64m82TZnZckvQq4BsEAfY3gKmRvDfM7OAMtd8/nNcNwch8bBLY5hbauDs8azCQYC55MpYqzcwel/Rp4BjgWOB5SYVhmZb2rVrSUIIg/QcpyjRt0Ow/ku4CvkvwRSEd15vZdUnSD5P0AnAAcIOZvR/Ju8fMZsRWJE0A1pjZ25LeA+4I+56OYotc95CMpHMIzvIwYsQIampq0qy6/erq6jLSTn19PaNHj25S1+jRo6mvr09af21tLQ0NDU3yGhoaqK2tjafFykTLvv3225hZs7KS4nMTGxsbufbaa7nkkksA2Lp1K1u3bgXgwgsv5KmnngJ67nzSdJ6Plsq05TntSccg2udzzz03vl5fXx9Pj70WRo8e3eS1EX0tXHPNNU3quuaaa5g2bRo1NTXx8gBnnXUWNTU18e2vvPJKlixZkpH/h3Re322Rqf9T130qKiqoqKhImV9SUpL0ridtuRNKqvu69xVBHJh6Pnz0+KQ6rh2580yq59BlRqcH82EQ2wD8m2BOdSoPAtdLOgTY2cyebUdzbwD7SBpkZhsi6eMJRv6h5aA9ldMIRqavBSqAk5KU+YhgBDsWlA6NPMbM1gKLgcWSHiK4HqC1fSwmGNG/m2De/Mw0+3sD8BxwZ5rlU3nSggt49wX+LOnXluTi31AJ8NnwglYIzhB8laDv+0j6lJn9p70dMbPbCKYQMWHCBOuKN+VMvfnn5uby8ssvM3PmJ0/fvHnzyM3NTVp/QUEB2dnZTfKqq6spKCiIp8XKRMvGpsfE0mNlzYzRo0ezceNG3nvvvfht3wB22mknBgwYwKZNm5pM20j8gZOeIH/2w60/H4tosUzaz+ljD/eYY6A5Tffp1ltvZcGCBUDw2ooF9LHXwsqVK8nOzuazn/1ss9fCpZdeytq1a+N1nXRS8FY2adKk+PYAd955Jw8++GD8dXfnnXfGy3VUOq/vtujrQZpzznVqMC9pV2ABwcWS1tK0eTOrk1RNcIeVdk2eNLONkhYB8yRNN7MGSacDOwPL2lNnpG6T9APgDUmfNbNXEorUAN8CfigpG/gm8ACApMOBP1tw15xBwH7A22m2uz28s88qSVeGXwpa22atpF8TnN24I60dbLm+NyVdDcwiCNqbkJQFfB0Ya2b/DNOKgR+Y2e2SKoGfSzrXzLaGr4tJZvZ/He1bbxCbEwo0uY9y4h0cYmLzCxPvyVteXt6szKmnnsrUqVOZMWNGfL78qaeeyjXXXEN1dXW8/CuvvMLAgQObzSWNjcwPHz48Pio/cuTITB8Cl2GSuP7665uMzE+ePJmvfvWrrF+/nry8PE444YQmr5t+/fqxbt06hg4d2uT+0f36BR8DsdfUvvvuy5IlS/jCF77AO++8w/Dhw1myZElac2PTkc7r+/+3d//xUVV34v9f70yGJCQICWDABQn9YQ0BscrudlnaEi1gaUXa6rbR3fqDguCSuoICmu6n9tNGBYFaYyXKxh/tx8RutUVURKgkblP221a3IELqrxXQVhAB0cQkhuT9/ePeGe5MZpJJMklmkvfz8biP3Dn3nHPP/TE3Z+4951xjkln4U71h+VGe9EV458XwDH9vFcsMZJHa3vRk4lTb873Abpx22yl6qh12eJv5Sz1p5+M0TTnbE5ZH+3blgfbv+4G/4nQufRtYD6Th3D1/A3gNeBIY78kv2qg14W3m73DDa3DbzLuflwMVEdIPx7nzvht4CWd4zMB234QzROZLwMvA8hi3zdsGvwynchypzfmo8G3D6aPwEV1vM7/LLddMPCMP4Yxo8xd32VV4RrMBvojzY8Wbrw84hNP5NzBc6Ovu9v8emOMpv7fN/M86O8eSrc28qo1mEw/WZv7U5/DJRrOJ3pY0WafB1Ga+L1h5Ombl6ViilCfada7fL1g22dTVKRkr84ksWbZzsFbmuyNZjmk8WGU+dD8kCitPx6w8HbPyRBbtOje4x2cyxhhjjDEmifXHaDbGGNMtnY0wE7VtqleEdqrhrN2qMcaYZGGVeWNMUohtdJmO49jIJ8YYYwYaa2ZjjDHGGGNMkrLKvDHGGGOMMUnKKvPGGGOMMcYkKavMG2OMMcYYk6SsA6wxxhhjTC+b+oNtnGj0vIXbM7LWsPxVfFh3R4fph2f42f392b1VPJPErDJvjDHGGNPLTjS2BEflCh9Za8rDqzodsavTYXfNoGXNbIwxxhhjjElSVpk3xhhjTKeqqqqYPHkyPp+PyZMnU1VV1d9FClFcXEx6ejoigt/vx+/3IyKICIWFhYwcOTL4Odo0cuTI/t6MPldcXExhYWGn+6Yvp0QtT1ZWFuPHjyclJYWUlJTguTZy5MhOvxfh519qamrcvktWmTfGGGNMh6qqqigpKaGsrIympibKysooKSlJmAp9cXEx5eXl3HbbbTzwwAOoKidPnmTSpEls3rwZEeHYsWOkpKTg90d/w/OxY8cGVYW+uLiYe+65p7+LkXBSUkKrxwsXLiQzM5OGhgbeeecdABYvXsyoUaNIS0vjxIkTXHvttVG/FyNHjuTYsWMUFBRw99134/f7aW1tZfjw4XH5Llll3hhjjDEdKi0tpaKigsLCQvx+P4WFhVRUVFBaWtrfRQNg48aNrF69mmXLlrFu3TpaW1uZPn06b7zxBhdffDGqCkBbWxstLS0hafPy8sjOzg5+PnbsWJ+WvT9t3Lixv4sQlc/nC857j8+QIUOC8+GV7o6ISKdxsrKy8Pl8tLW1hYRffvnljB49muzsbFpbWzn99NO59957ycrKYvTo0axZs4YHHngg6vciUJF/+eWXue+++3j22WcpKCjg+PHjcfkuWQdYY8yA027UCK+toZ3IYhlFAmwkCTO41dXVMWPGjJCwGTNmUFdX108lCtXc3MzixYsBgmV67LHHOOOMMzpNe/DgwXaVt0TtbBrvcjU3N8c1v3hqbW0Nzp84cSI47/0xFn7cOhL4QdeR559/nvPPPz/isoMHDwbzOHz4MAAHDhxARFi8eDHLly8Hon8vtmzZApz6Lm3ZsoUJEyZ0mCZWVpk3xgw43lEjvMJHkIDYRpGAxP3nbkxfyM/Pp7a2lsLCwmBYbW0t+fn5/ViqU9LS0igvL2fZsmXk5+ezd+9eLr30UtLS0jpNe+aZZ3LixAmOHz8eDIvlmtBV8biGxLtc6XelJWyF3ufzBSv0w4cPDx4fv9/Pxx9/DDh35mOt0ItIpxX6L37xiyHr9fKeJ7m5uQDBynh5eXnwXIv2vZg7dy4vv/xy8LtUXFwcXNbT75I1s0kyItIqIrtEZK+I7BaR5SKS4i6bKSIn3OWB6UsiUi0ic8Ly+TcR2SAieSLSGJbm226c/SIyKizdEBG5S0ReF5HXROQJERkXoXwvi8gvRWRoWHhgWuWG14jIK+62/FFEzu3lXWiMMaaLSkpKWLBgAdXV1bS0tFBdXc2CBQsoKSnp76IBTpvmlStXsn79epYvX47P52Pnzp188pOf5Mknnww2sYjUZn7//v0hFfmcnJw+LXt/WrhwYX8XISpvhdp7fAIVeYj/nfn6+npaW1vbNd+prKzkyJEjHD9+HJ/Px7vvvst1111HfX09R44cYcWKFVxzzTVRvxc5OTns3buXyZMnc+211zJnzhz27t1LdnZ2fL5LqmpTEk1AvWf+dOA3wA/czzOBpyKkWQQ8GBb2/wFfAPKAl6Osaz8wKixsLVAB+NzPVwN/ACRC+R4BloWHh+VXA0zz5LW9s31w/vnnaywqKyu1oKBAU1JStKCgQCsrK2NKF1BdXd2l+Ilm6dKlmpaWpoCmpaXp0qVLtbKyUjMzMxUITtOmTYuaLjU1VVNTU0PixzIVFBSoc3npHxNWPhUxPNIxnfzQ5B7l2Re6uv+jTeHHPl5Tamqqzp49WwsKClREVERiShcpXle/q4FjCrygCXCNjtcU63UufD/0pq5cU/vj+tnZtSsnJ6fTczInJ6fXyue9hoTvn1iuQ711DVq6dGmvXBcG4pSZmanjxo0Luc6lpqZqTk5Op9+L8PPP5/N1uX4S7TrX7xcsm7o2EVYpBj4BHAWE6JX5HOBdYIj7OQ846KbJI8bKPDDUXddpYfF+C1wYXj5gMXBvpHJ74tRwqjJ/NrCvs30Qyz+5yspKnThxou7YsUM//vhj3bFjh06cOLFblYRktHTpUk1NTdV169ZpQ0ODrlu3TlNSUtTn8ymgixYt0s2bN2tWVpYCOnv27HbpHnjggZB/hn6/X4cMGRLTBW/ixIkKdPkHVLwMtsp8Z5Xn9PT0dnEC50K0f1ix/mM77bTTghWoiRMnqs/n0y996Usx/3MUEc3JyQn+ABw9enSXvqtWmQ/dD4nCytNeolbmVRNj/3hZeSKLdp2zZjZJTlX/F/Dh3KUH+HxYc5ZPquoxnLvnX3bjfAv4T/fEAPhkWJrPR1ndp4CDqvpBWPgLQIE3QERS3fXtcYMywtbxzQj5XwRsim3LO5boIy/0Nu/IDkOHDmXZsmWMHj2a1tZWlixZwn333cfFF1/M5s2bycrKYvv27e3SrVu3jpMnTwbz/PjjjznjjDPajQgwffp0/H5/sA0hwJtvvgkwaPZ3X5o3bx6nvrrO6Auqyo4dO9rFzc7ODo7soarB5gXZ2dkhxzYwUkRWVhbTp0+noaEBODWaRG5ubsjxDSx78sknycnJoa2tjezsbN58803WrFkTHLrNm3c0qsppp53Gyy+/zPTp0zly5Mig+q6awSVv1dPkrXqaq7Y2BOcDbem9nyNNwzOiD6lpBjfrADvw/FZVvxohvAqnEv+E+3eBZ9kbqnpunNafISK7AmXBaZID0NjBOh4RkSFAFhAxjogswmkuRG5uLjU1NR0Woq6ujtbW1pB4ra2t1NXVdZo2oL6+Pua4iaa5uZlJkyaFlD/Q+37u3LnB8NbWVurr6wGnc6g3XXjP+pqampDe/AE33HADl112Ge+++267cuzdV9dvHUcjHbtoxzTW49yfnWC//vWv86tf/Yqrr746pLx33nknS5Ysidhh6/jx40yaNCk4+kOgAr9mzZqQPNasWcPChQupr6/nhhtuYOfOncCpNquBc8ertbWV1tZWDhw4gKry/vvvAzBp0qSQcyeQd0cOHjxITU1NcN1d+a4m8/fUDC7ezqvtO+PHv8OtGUQi3a63KXEnutHMxo2XhdPU5jzgVU94HrE3s8l01zUsLN5/EaGZTUfl9oTXANPc8q8FftXZPojl8XNBQYHu2LEjJGzHjh1aUFDQadqARHms1h1paWm6bt26kLDc3FwFdMmSJcGwHTt2aFZWlopIu3SBZg+BSVU1Ly+vXXON6dOnq9/vD+bvnbqyv+NpIDezmTdvXkhYoKnUjh072u3/7OxsXbdunfr9/mBTqUC4N4/s7OxgXtOnT2/XFCc3N7fd8fX5fLpjxw7Ny8tTv98fzGPdunUh504gvKMpLy9PVTW47q58V62ZTeh+SBRWno5ZeTpm5Yks2nXOmtkkMREZDZQD97gHOSpVrQeqgQdw7tJ3mao2AA8D60XE55bh2zht6ds/4+9a3gr8O/A5ETm7J3lB4o+80Nu8Izt89NFHrF+/niNHjuDz+diwYQPXXnstTz75JPPmzaO+vp5Zs2a1S7d8+XJSU089vBsyZAh//etfCT/Vdu7cSUtLS8jd24kTJwIMmv3dlwJvswyor69HRLjgggvaxT1+/HhwZA8RCd6hP378eMixDYwUUV9fz86dO8nMzARC78yH351vbW3l4osvDr5V8/jx40ycOJEVK1YwduzYdnlHIyJ88MEHTJ48mZ07dzJ69OhB9V01xpiesmY2ySfQjMUPnAR+Dqz3LP+8p5kLwI9U9TF3vgr4NU4zG69PhqV5QFXvdudfEpHA2E//CdyMcwf9VTf8z8DXOvsxQWjzG4CtqrrKG0FVG0VkHXAToc2AuqyoqAhwXlVdV1dHfn4+paWlwfCBrqysDIBbbrmF5cuXk5aWxnXXXcf06dNZuHAh999/P/fffz8A06ZN49lnn22Xrrm5mdTUVFJTUzl58mS7tyZ2ZOjQoQCDZn/3t86+fk1NTQDB15EDEZvlBATidCYQLzU1ldmzZ/OXv/yFtrY2nnvuuZjSB8Z9PnbsWPCtm6effjolJSV27hhjTIysMp9kVNXXwbIaYHgHyzfhNGfxhu0HMqLEz4uSVbE7RUqTFSU8YrlVdWbY53VR1tllRUVFg7pCUFZWFqyce4Xvk/D2xtHSmf7T+W/lUJFejmWMMWZgsmY2xhhjjDHGJCm7M2+MGZCijjyzNTR8WH5so9TYsHDGGGMSkVXmjTEDjncIOK/IzU9sSDhjjDHJy5rZGGOMMcYYk6SsMm+MMcYYY0ySsmY2xhhjjDG9ZOoPtnGiMcLQvu3676ziw7o7upT38Aw/u78/uyfFMwOAVeaNMcYYY3rJicaWdv14IvXfmfLwqqj9faKJpfO+GfismY0xxhhjum3OnDmkpKQgIsHp6quvpqqqWy8bp6qqismTJ+Pz+Zg8eXIwn+LiYtLT0xER0tPTmTNnTvCzd0pJSSElJSUkrek9I0eObHcMejoVFhbGPU8RoaqqqtM4I0eODDlvqqqq+PKXvxz1HCsuLo56vvr9/mCa1NTUXjsvrTJvjDHGmG6ZM2cO27Zt44ILLmDChAnMmzcPgCFDhlBSUtLlSktVVRUlJSWUlZXR1NREWVkZJSUlzJkzh/Lycm677TYaGhq49NJL2bZtG83NzQCkp6fj8znvJlRV0tLS2Lt3b7fKYGI3cuTI4Nubk8Hll18enJ80aVLIsttvv53s7Gzef/99rr32WqqqqqiqquKaa66hqamJrKwsLrvssuCbq4cMGcKnP/1pysvLmT9/frvz9d577+W0005jxYoVZGdn09bWRlZWFvPnz4/7eWmVeWOMMcZ0y/bt21myZAmHDh3iwQcf5IknnmDJkiW8+uqrVFRUUFpa2qX8SktLqaiooLCwEL/fT2FhIRUVFWzfvp3Vq1ezbNkyhg4dyq5du4JpsrOz2bJlC+PHjycjw3mheVNTE0C3ymBil+gVeb/feT9I+Fu0VRURCS4HWLVqFY8//jijR4+mqamJ0tJSSktLgxX5zZs3s2/fPtauXUt2djbNzc0888wzrF69mk2bNrU7X08//XQee+wxnn76aR5//HHWrl1LU1MTmzZtivt5KV19Tbgx/W3atGn6wgsv9Pp6Io9JPvAMlu2EwbOtg2U74dS2isiLqjqtv8sTL129zvXXMRcR3n//fXJycmhqasLv93PixAlGjBjBxx9/THp6Oq2trTHn5/P5gvkEtLS0MGTIEBoaGhg6dGgwXltbW7AMzc3NpKWlISLBcIAzb9zEwXVfZ8KKzXHa4u6Jrc38FPZcuadL+fZ3m/kDq7/ar+uPVaDy7v3sPYcCYYFzDSAlxbnfHYgTOJ8//PBDMjMzg+kaGhoYNmxY8DwP5JGSkkJTUxPp6ek0NTXR0tJCZmZmSHhXvhtA1OucdYA1xhhjTLeICDfffDP5+fnU1tZSWFjIzTffDEBtbS35+fldys+bT0BtbS0iQnl5OcuWLQvG27t3LwAjRoygtraWCRMmcPjwYRobG4NpH5p7GsXP5HPPRZn99gO3tyvcXe00G0l3fwzK6h6vulf5/X5aWiKMJIRzDr366qshy2tra8nNzeXYsWOcddZZAOzdu5esrKzg+VxeXk52djbHjx8nLS2N8vLykPM8cL6efvrpwTS1tbX86U9/wu/3c9ZZZ3Xru9ERa2ZjjDHGmG6ZNWsWGzZsYMyYMVx99dVccsklbNiwgbPOOosFCxZQUlLSpfxKSkpYsGAB1dXVtLS0UF1dzYIFC5g1axYrV65k/fr1fPTRR5x77rnBNMePH2fu3Lm89dZbwYp8eno6QLfKYGKXk5PT30XoUKCi7r0rH/gcuBMfcMcdd/CNb3yDI0eOkJ6eTklJCSUlJaSnp1NfX8+8efOYNGkSN954Y7Ai/+Uvf5mVK1cyf/78dufru+++y6WXXspXvvIVvvGNb3DjjTeSnp7O/Pnz435e2p15Y8yAEHUs5zDDDkzp8ljO0dgYz2awe/bZZ5kzZw7bt29HVTlw4ADgNEm47bbbKCoq6lJ+gfjFxcXU1dWRn59PaWkpRUVFFBcXc8stt7B8+XLS0tKYPXs2zz//PM3NzcE28nCq2Q0QTFtTUxOfDTYhjh49mlSdYCsrK4OdYPft2xeyLPBEKScnh3vuuSfk3L3mmmuor6/nl7/8JeCcYx9//DGvvfYaixcvZtOmTdx+++3tztfy8nLWrFkDOE3D6uvr2bRpUzBOvFhl3hgzIEQayzlcTU0NxQfi81ga+r+9qjGJ4Nlnn20X1pM2/EVFRRErOmVlZZSVlXUrT9N7jh49Gvc8e7MPSHd+YI4dO7bL5enL89Wa2SQoERkjIo+KyBsi8qKIbBGRs0SkQER2iMgrIvKaiPy7uM+PROQqEWkTkXM8+bwsInnu/DUiskdEXnLDL3HDa0RkmidNnoi87M7PFJGn3PkpIrLLnY6JyJvu/G/c5eeKiIrIRWHboiKyzvP5RhG5VURKPPm1eua/22s71hhjjDFmALE78wnIrZz/GnhYVb/lhk0FcoGHgCWquk1EhgKPA9cBP3WTvw2UAN8My3OcG36eqp4QkSxgdFfKpap7gHPd/B4CnlLVxzxRioBa9+9WT3gz8HURuV1V3/PkVwqUuvnVq+q5XSlPvHgfEQcUFBTwta99LSFGBKmqqmLFihW8/fbbAIwbN441a9YE7y5UVVVRWloa7AzmlZmZycaNG7n99tvZs6droyR42ahXya2qqoqFCxfS0NDQ5bTjxo3jyJEjwWYLXlOmTOHmm28Onn+BdqhpaWksXLgweFequLiYjRs3RszDKycnh2PHjkXNx5hkFfEp3tbQsGH5XX/aNzzD33kkM+BZZT4xFQItqloeCFDV3SKyAPidqm5zwz4SkaVADacq808BXxCRz6jqK548Twc+BOrdtPWB+Xhwf4BcBswCfisi6aoaaMR4ErgfuAHnB0XCCLzw5MILL+T1119n6tSpbN68mYyMDCoqKpg0aVJc27V1VVVVFddffz2pqals27YNgG9/+9tcf/31wTglJSWMHDky+FlEOOecc9i9ezcNDQ0hL8kAOPvss/nzn/8c/JySkhIyPBdAamoqfr8/2Jlszpw5ER+lm8TnfelJV2RlZVFfXx/8ERkQGGYNYM+ePVx55ZV85Stf4ZVXXmHhwoU888wz/OM//iPl5cHLF+Xl5YwaNYpDhw5FXNfIkSM5evRosCK/ePFitmzZwowZM4L5WIXeJKtIzfoiNyOJT/M/M/hYM5vENBl4MUJ4QXi4qr4BZInIaW5QG7AGuCUs7W7gMPCmiDwoIhfHt8hMB950y1ND+6vST4ErRGR4nNfbI9FeePLiiy9y00039fvLRkpLS8nMzOSRRx5h1qxZzJo1i8rKSjIzM4MvtKioqODFF53TIjs7m7Vr13Ly5EmWLFkSkldqairr1q2jrq4uJLytrY28vLzgZxFh3Lhx5ObmkpubCzj7ySSnwEtPOhIYVxmcodyWLFlCS0sLBQUFIfHmzZtHY2NjyPnS0tISfHHKvffeywMPPMCuXbtYvXo1GzduZOPGjaxevZpDhw4hIqxbF2xxF8z/2LFjTJ8+HXB+XN577708+OCDIfkYY4yJzO7MD0yVQImITAwEqGqr25b9b4ELgR+LyPmqeisQqQ1FV9tVFAGPuvOPAt/GaQIUWP8HIvIz4LtAY/vkHRORRcAigNzc3LiNTKCqzJ07l/vuu4/W1lZqamqYO3cuGzZsYOLEidTV1fXrKAiBinegbIH5AwcOBIfaam1tDTaDef/995k0aRJ1dXXccccdbNiwIZjXyZMnmTRpUsTtOXjwYHBeVTl48CCqGsxXVZOis2dnx6q+vj6meF2RsPvFfYR/YF9dJxGdkUcCWlpagt+B733veyFPpq6++mpqamr44Q9/yL/8y78Ew5ubm4PnVmtrK3V1dUyaNCnYrCbw2nRVDXmFeiB/VeWGG25g586dwXM9PJ9ox6y+vt5GKjHGDGpWmU9Me4FLI4TvA77gDRCRTwD1bmUZAFU96XY4XemNq07N7A/AH0RkO/AgcCtwFMj2RM0B3iNGIuIDvgFcIiIlgAAjRWSYqn7oiXoX8D/uertEVe/HaarDtGnTNF5t2UWELVu2kJ+fj8/nY+bMmVx33XWICG+++Sb5+fn92m4+Pz+fhoaGYNkAqqurmTBhQvANdD6fL9jGeMSIEezbt4/8/Hy2bNkSkldqair79u0LvnTF68wzz2T//v2As0/OPPNMABobGzl8+DAiErcRYHpL3qqnOz1WNTU1cJT4HdOtTyfkfvE+wp/8VH7E/hReQ4YMCVbo/X4/W7ZsIS0tjR/96Ech8QJPryZOnBgSnpaWFjy3qquryc/PZ9++faSlpQGnhoATkZDh4AL5iwg//vGPAYLneng+0Y7ZYHrbrTHGRBS4+2ZT4kw4leHfA4s8YecAnwf+F/iSG5aB00a+2P18FXCPOz8EeB2naU0ecAZO59dAft/B6cAKsBR4GBD380+A/+POzwzECyvjQ8Cl7vxs4Nmw5Q8D33bn6z3ha4CDwK1h8es72y+B6fzzz9d4mT17tgJ64YUX6oQJE3TevHkK6LRp03Ts2LFaWVkZt3V1R2VlpY4ePVrHjh2r27Zt023btumYMWN09OjRWllZqZWVlTpx4kSdNm2a4jxNURHRqVOnBj+HT2effXbI55SUlHZxUlNTNSMjI/h59uzZ/bofYjFh5VOdxqmurtbJD03u03X2h+rq6uB8ZWWlpqenRz0fok1ZWVkRw8Pz8vv9On/+fE1NTdUlS5ZoXl6eXnHFFZqamqpLly7VpUuXampqqo4ZMybqukaOHBly/i5ZskQnTJgQkk9n2wq8oAlw/Y7X1NXrnPeYJwIrT8esPB2z8kQW7Tpnd+YTkKqqiHwNuEtEVgJNwH7g34BLgDIR+SngA34O3BMhj49F5G6cijmAH1grIme4+R0BFrvL7gfOBnaLiAIvADd7srtQRLy94C4LW10Rzug7Xo8DS4CfhYWvw/nxkBCivfCksbGRBQsW9GvnVzg1Hu6KFSuYPdt5OdG4ceNYv359SNm8bftVld27dwORR7Pxdn4F2nV+BadJzsmTJ4OfrfNr8gqcJ10dzSbQJCl8NBtv+3vvaDYnT56kvLwcVeWdd95h8eLFIZ1WO2r3HhinOjCaTSCfQ4cOtcvHGGNMKKvMJyhV/SvwT1EWz4yS5iGcO+aBz3cDd3uiXBAl3cdEqWCrag3OE4Bw/+2Jc3WEdJuBze58lif8MDA0Qvys8LC+Eq2imijtcKO9QCXW5YE40VgzhYEvlnOkp/l3xF72Y4wxvcdGszHGGGOMMSZJ2Z15Y8yAEcvIMt15MUs09sIWY4wx/c0q88aYASGWUWWcJkXdfxOuMcYYk2isMm+MMcYY0wum/mAbJxpbIi/cGv0J4bD8VXxYd0eP1j08w8/u78/uUR4mOVhl3hhjjDGmF5xobIn41LCzgQemPLyqx++wSNgX2pm4sw6wxhhjjOl3VVVVTJ48GZ/Px+TJk6mqqup2XoGXKJrk4/P5KCwsRER6PPn9fqqqqiguLiY9PT3mdD6fD3DOyfHjxwfLM378+HbnZXi+6enpfb7PrDJvjDHGmH5VVVVFSUkJZWVlNDU1UVZWRklJSY8q9Cb5+Hy+iO8+6a6TJ09y+eWXc++993Lbbbcxbty4kOXhFe/TTjuNrKws2traSElJ4frrr+fkyZPceeedbNu2jdbWVq6//vrgeZmenk5zczO5ubnU1dWRm5tLc3Nzn1forTJvjDHGmH5VWlpKRUUFhYWF+P1+CgsLqaioCHkhnhn42trayMqK32tnApXq0aNHs2zZMt5++22mT58eXN7Y2BicLygo4IMPPuDDDz8kKysLVSUzM5PKykqmTZvGrFmzeOSRR8jMzAyel4GK/KFDhzj77LM5dOhQsELfl6zNvDHGGGP6VV1dHTNmzAgJmzFjBnV1dd3Os12b8Q46nA5UXWo3nyD7J+NrP6T+5zfEJa/AG6sPHz4cDHvsscc444wz2sXdsmULEyZMAOD555/n/PPP58CBA8yYMYPf/e53gHNOHjx4MCRd+Asma2pqyM/Pj0v5Y2WVeWOMMcb0q/z8fGprayksLAyG1dbW9qhS5O1A2l9vuu7vTqixdqJNlDeBy2po/PW/xy2/9PR0mpqayM3NDYZdeumlEePOnTs3OP/FL34RgAkTJlBbWxvsg1FbW8uZZ55JZmZmMO7MmTM5dOhQyOe+Zs1sjDHGGNOvSkpKWLBgAdXV1bS0tFBdXc2CBQsoKSnp76KZPpSSkkJ9fX3c8gvcmT9y5Ajr169n3Lhx7Ny5M7g8IyMjOL93715OO+00hg0bRn19PSJCQ0MDl19+OS+88ALbt2/niiuuoKGhIXhepqWlcfjwYcaMGcOf//xnxowZw+HDh0lLS4vbNsTC7swbY4wxpl8VFRUBUFxcTF1dHfn5+ZSWlgbDzeDQ2toa106wqamp/OxnP2Pnzp3ccsst7dqyByr7AR988AHg/KhobW2lqqqKFStWcNNNNwEwbtw41q1bFzwvm5qaSE9P5/Dhw8GnSGlpae3y7W1WmTfGGGNMvysqKopb5V1V45KP6Xutra1xb/ZTVFREWVlZt9IVFRV1WJ6+rrhHYpV5Y4yJQYdvcuyGeLzhsUNbn7Y3QBqTAKK2m+/wDbA9b28/PMPfo/QmeVhl3hhjYhDtTY7dFY83PEYTuIvU353vjBnson3HO7/z3DvXBjMw9agDrIiMEZFHReQNEXlRRLaIyFnusgIR2SEir4jIayLy7+J2BxaRq0REReRLnrzmu2GXup9r3LS7ReR3IvIZN3y/iIzypJspIk+JyNUissudPhaRPe78He76jniW7xKRSSKSJyKN7ud9IvIzEWn3U1ZEUkTkbhF52c33jyIyUUQeEZElnnh/LyIviYhfRK5x477kprtERH7qWVejpyyXishDIvKmJ2xnF/bVV0XkT+6+2ici13ZwzDaJyP8XFnariHwkIqd7wurD4gTWebYnLE9EXnbnRURqReTLnuWXichWd75ERPa6+2OXu69+7c6/LiInPNs+HWOMMcYY06lu35l3K+a/Bh5W1W+5YVOBXBF5C9gMLFHVbSIyFHgcuA74qZvFHuBbwG/cz0XA7rDVXKGqL4jIIuBOYF608qjqg8CDbjn2A4Wq+p77+SrgF6q6NGwb8oA3VPVcEfEB24F/Ah4Jy/6bwBnAOaraJiLjgAZgGfDfIvIYcBS4x93GXKAEOE9VT4hIFjBaVZ/wrPcpVT3XU5avAjep6mMRNi/qvnJ/fNwP/J2qvi0iaUBepH0kIiOA84F6EfmEqv6vZ/F7wHJgZaS07jpr3b/fD1+oqioii4Ffikg1zrl1G3CRiPwD8FV3fzS7P8aGqOrX3HLNBG5U1a9GWbdJciJibVhNkJ0PxhgTPz25M18ItKhqeSBAVXer6m+By4Hfqeo2N/wjYCmwypP+t8DfuXexs4BPAbuirOu/3OW9RlVbgT8AfxNh8VjgHVVtc+O+rarHVfUwsBZYAywGXlLVWuB04EOg3o1fr6pv9qB4He2rYTgV56PuuppV9ZUo+XwdeBJ4FOfHgdcDwDdFJCc8kbvOGcCCCOmCVPVlN/+VwP8Bfqaqb+Dsv/dUtdmN956q/rWzjTbGGGOMMR3rSWV+MvBilGUF4cvcSl2WiJwWCMK50zwHuATnTn40F+Pcne6Jb4Y1s8nwLhSRdODvga0R0v4ncLGbbp2IfNazrByYBNwErHDDdgOHgTdF5EERuTjGMt7pKZ/36UDUfaWqx9zPB0SkSkSuEJFox7UIqHKn8CED6nEq9NdHSHcJsFVVXwWOisj5HWzDD3B+zH0Z50cOwDZgvIi8KiL3isgXO0hvjDHGGGNi1N8dYB8FvgsMx2nicUvY8kdEpBHYDxS7YZGezcbyvDZSMxuAT4rILmAi8LSqvtQuc6f5ymeAC9zpORG5TFWfc5vd3AdMU9XA3fFWEbkI+FvgQuDHInK+qt7aSRmjNbOBDvaVqn5HRKYAXwJuBGYBV4Vtay7waaDWbRLTIiKT3bvpAXcDu0Rkbdi6i4CfeMpRRJQfcqraICK/AOo9d+Lr3R8An8d5ovMLEVmlqg9F3xWh3KZWiwByc3PbvT65N9TX1/fJevpbX21nwnTG7MEry+O9n3prv3uPacLs9zDx2vbB8j01xphoelKZ3wtEficu7AO+4A0QkU/gVPA+cCvRqOof3EroR6r6aiDc4wpVfSEs7CiQjdPGGyDHM98dgTbzo4Dficg8VW33lMCtmD4DPCMih4H5wHPu4jZ38sZXnGY7fxCR7Tjt+W/tbiE721equgfYIyI/B94krDKP0xcgG+dpAcBpOJXyEk8e74tIJfCvgTC32c0FwBQRUcAHqIjc1EFxI+2PVqAGqBGRPcCVwEOxbLub/n6cvgFMmzZN++J1yYnyeuve1lfb2Vsjt3RFT7Y1b9XT8d1PD/fea7+D27n16YTY7+Fkdfy2fbB8T40xJpqeNLPZAaS5d0wBEJFzROTzOB1IZ4g7AovbpOVuTjW78FpF+zvyHakB/sXN1wf8M1DdnQ3wcjvLrgJuDl8mIueJyBnufApwDnAgWl4icoaInOcJOrej+F3Qbl+JSJbbgbSzdRUBF6lqnqrm4XSEjdT+fT1wLad+6F0K/FxVJ7hpx+P8WPh8rIUWkc+IyKdjKKMxxhhjjOmCblfm3TvPXwO+JM7QlHuB24FDqtqI0876eyLyCk579z/ijPYSns8zqtqVyvgPgU+JyG7gT8DrwP+LIV14m/lIwx9uAoa6P0i8TgeeFGcYxpeAk5G2xcMPrBWRP7tNeL5J5Lbo4e4MK+MQ78Io+0qAFeIM47kLp836VSERnNFzJgDBISndDrknROTvw9bxHs4oRWluUJH72etxTrW5/4yIvO2ZLouwXVnAw+IMm/kSTh+DW6PtBGOMMcYYE5setZl3RyT5pyjL9gAzoyx7iAhNLFT1Ks98tLQncDpYdlSuvFjW55rsiafA1Aj5bSVyx9iI+avqAZymKdHi7/eu1w27Kkr0kLyjxJ8bbV2e9bUbpUdVA08Pfh8Wvgxn2E1UtTBCurs9HyO9Yu6XYfFfBKKOHa+qNThPXMwAZcMQGi87H4wxJn76uwOsMcYYY8yAMPUH2zjR2BJT3GEHpvBh3R0dxhme4Wf392fHo2hmALPKvDHGxCieI8MMy+/lkWa2Ps3wjEgPzowxveVEY0tMnc5ramooPtD5wACJOhqVSSxWmTfGmBjEf1SY3htlxkZ4McaYwaMno9kYY4wxxvS6c845BxFpN6WkpEQMD0xVVVX9XfSkMnLkyA73Z29PPp8PEaGwsBARwe/3k5KSwuTJk6mqqqKqqorJkyfj8/kYP34848ePJyUlhfT09JB4kYSfQ+ecc05IftHSVlVVcfXVV3cYp79ZZd4YY4wxCeucc85hzx7nJfCf//znGTLk1EBv3s7UQ4cODc4H3sVSUlKSkJWvRDRy5EiOHTvWr2Voa3NeUTNp0qRgJX3UqFHMnz+f66+/nuuvv56ysjIeeughWltb+fDDDxk1ahS33XYbEyZMYP78+RGPeeAcmjdvHkeOHGHevHns2bOHK6+8krKyMpqamigrK2uXtqqqipKSEr773e9GjZMIrDJvjDHGmIQVqMgvWbKEY8eOsXXrVubNmxdcnpKSQm5uLhMnTiQ3Nxc4VcmvqKigtLS07wudhHpSkc/Ozu7RuvPy8oLzubm5vPbaa9x5552MGjWKzMxMNm3aRGZmJpmZmRQWFrJ69WoeeeQRsrOzyczMZNmyZTzwwANs2rQp4jEPVOSfeOIJRo0axRNPPEFWVhYtLS0UFhbi9/spLCxsl7a0tJSKigo++9nPRo2TCKzNvDHGGGMS3u23305OTg4zZsxgypQpjB49GnDu5h4+fJgjR46wd+9e8vPzg2mu2vIBB/fVcdXWBtianJ1Jk6ET7IkTJ3qU/uDBg8H5d999F1Vl8eLF3HjjjcGnLKoanK+rq2PGjBkcPHgw+MNtxowZwfC6urp266ioqAj5XF9f3y5OeNpAfr/73e+ixkkEVpk3xhhjTMK7+eabyc/Pp7a2lrvuuisYnpKSwujRoxk1alS7jt8PzT2N4mfyueeizD7pFN4bFe/4d75vr6amhsLV3U8/fPhwjh8/3u30Z555Jvv37wfg9NNP59ixY5SXlzNhwgQAMjMzaWhoCMYPnAdnnnlmMKy2tjYY7v1BF7BgwQKeeOKJ4OesrKx2FfrwtIH8Aj8iIsVJBNbMxhhjjDEJa8qUKQBs2LCBnJwcLrroIjZv3hxcHrgz/+abb3L48GHgVJv5BQsWUFJS0veFTkI5OTndTtuTijwQrMgDHD58mE9/+tPcdNNNvPfeezQ0NDB//nwaGhpoaGigurqalStXcsUVV3D8+HEaGhpYv34911xzDfPnz494zKdMmcLmzZu55JJLeO+997jkkkuor6/H7/dTXV1NS0sL1dXV7dKWlJSwYMEC/vSnP0WNkwjszrwxxhhjEtZLL70U7MD429/+NmSZiASbWXz00UfBcFWloKCAkpISioqKqKmp6csiJ6WjR4/2eyfYlJQU2tra2LdvHwBNTU00NDSwadMmfvKTnwBQXFxMXV0dZ5xxBsOGDeMvf/kLt9xyCx9//DGbNm2itLSUoqKikHwD59DmzZuDzbOmTJnCzTffHMwvPz+/XdrA/C233MKNN94YMU4isMq8McYYYxLaSy+91N9FGBSOHj3a30UAOn5XRncr0tHOoc7yKyoqYuzYsQn97g6rzBtjjDHGxEms7eZjeQu0vcXZxMIq88YYY4wxcRBrZ1XnzvOeXi6NGSysMm+MSWpTf7CNE40tsSfwDE83LH8VH9bd0WmS4Rl+dn9/dneKZ4wxxvQqq8wbY5LaicaWLt4Nmxn8POXhVTGlTYZxno0xxgxOCTc0pYiMEZFHReQNEXlRRLaIyFnusgIR2SEir4jIayLy7+KOPyUiV4mIisiXPHnNd8MudT/XuGl3i8jvROQzbvh+ERnlSTdTRJ4SkatFZJc7fSwie9z5O9z1HfEs3yUik0QkT0Qa3c/7RORnItKu0VuEeOUiktJZehGZISJ/EJE/u9OisHz/WUReEpG97nb+h4iMiLD9fxSRc8PS3iUifxGRFE9YrPv1YOBYuGGbRKQ+wrYGpm979v0et8zPi8iE2M8WY4wxxpjBLaEq825l8NdAjap+UlXPB24GckUkA9gM3KGqnwGmAtOB6zxZ7AG+5flcBOwOW80VqjoVeBi4s6PyqOqDqnquqp4L/BUodD+vcqP8IrDcnfa54W+4aaYA44B/irKKQLxzgEnA/I7Si8gYoBJYrKpnAzOAa0XkK+7yi4AbgC+ragFwHrATyI2w/fd6t9+twH8NeAv4Ylg5Y9mv7wP/6OY1AhgbaVs90888ywpV9RygBvgeJu6qqqqYPHkyPp+P8ePHM378eEQEEaGwsDA47/P5gvORpqysrP7elEHP85s5Ic2ZM6fdOVNVVdVhmuLiYtLT0xER0tPTKS4u7qPSGmNM8kuoyjxQCLSoankgQFV3q+pvgcuB36nqNjf8I2ApsMqT/rfA34mIX0SygE8Bu6Ks67/c5b1GVVuBPwB/00m8kziV7k+FhYen/1fgIVX9H3f5e8AKTu2DEuBGVf1LIL2qPqCqr0RY7X+HlWsmsBfYgFNZ94plvz7KqQr/14FfdbTNUYSXycRBVVUVJSUllJWV8dBDD9Ha2srbb78dEifwspC2trYO82poaLAKvYlqzpw5bNu2jWHDhrF582YWLVpEQ0MDCxYsiFqhLy4upry8nNtuu42GhgZuu+02ysvLrUJvjDExSrTK/GTgxSjLCsKXqeobQJaInBYIAn4DzAEuwbmTH83FOHece+KbYU1HMrwLRSQd+Htga0eZiMhQ4MLw8kRI324fAC+44YHl/xNj2S8CNnk+FwFVOE9GvhLWNCiW/foc8AUR8eFU6n8RtvyTYfvq8zGUycRBaWkpFRUVFBYWsnr1ah555JHgsqysLJYsWcLYsWND7vgG5rOzs0Py8vl8Ia/UNsZr+/btZGdn88QTT3DxxRdz3333sWTJEhobGyktLY2YZuPGjaxevZply5YxdOhQli1bxurVq9m4cWMfl94YY5LTQOwA+yjwXWA4sBy4JWz5IyLSCOwHArd+NEI+kcLC/UJVl3oD3ErQJ0VkFzAReFpVo73tIhBPgSdU9RkRyetC+qhEZArwc2AYcIuqBirXj4jIECALONeNOwSYCyxT1Q9F5Pc4FfenPFl2tl9bgVqcinyGqu4Paw4QaDoUSbWI5AD1wL9H2Z5FwCKA3NzcPnmbX319/YB4a2BdXR2tra3U1NQE5wPq6+u54IILuO+++4JvUQSC82vWrGHhwoXB8EDaROsQGutxinRMY02bSNvcWZn769xVVU6cOBE83wDmzp3Lhg0bqKuri1im5uZmJk2aFLJs0qRJNDc3x7QNA+V7aowx3ZVolfm9wKVRlu0DvuANEJFPAPWq+kGg4qiqf3Arsh+p6qsR2pdeoaovhIUdBbKB99zPOZ757nhDVc8Vp1Pt70RknqpGupsdrYIbLf0+4HzgCU/c83H2G+7f84BqVd0DnCsi9wDeJwZX4NzdvxMow2kSMwcYAexx99dQoBFPZT6G/QpOhf/XwK2Rd0tUhTht7h8BfgAsC4+gqvcD9wNMmzZN++JNbB29gS6Z5Ofn4/P5mDlzZnA+ICsrix07dpCfn8++ffuClXhxX5G+YsWKkLx8Ph+tra0xjx7TF/JWPR3zcWp3TB8mtrRbn06YbZbVnZe5v85dEWH48OHB8w3guuucbk35+fkRy5SWlsa+fftYtuzU1379+vWkpaXFtA0D5XtqjDHdlWjNbHYAad4RWkTkHLdJxiPAjMCoKm6TlruBNRHyWUX7O8cdqQH+xc3XB/wzUN2dDfBy27SvwunEG4/0PwWuCoxCIyIjgdWc2ge3A2tFZJwnm5CmP26+inMH/HMicjZOE5vvqGqequbhPBGY5Tb/8epsv/7WLUPHvd0icPsN/BvwbfcuvYmTkpISFixYQHV1NStXruSKK64ILquvr2fDhg288847Ee/MHz9+PCSv1tZWMjMz+6bgJunMmjWL48ePc8kll/Dkk09y7bXXsmHDBjIyMigpKYmYZuHChaxcuZL169fz0UcfsX79elauXBnyRMgYY0x0CXVnXlVVRL4G3CUiK4EmnOYw/6aqjSJyCVAmIj8FfDjNSO6JkM8zXVz1D4ENIrIbEJw26v8vhnTfFJEZns/X4Yx647UJuFVEPu925O2qkPQi8s/ARhEZ5pb1LlV9EkBVt4jIaOAZ90fJ+8DLwLPhmbr7cx2wEqet+mLPsgYRqcXpV+BN0+F+dX8krI2yONB0KOABVb07LP07IlKF09H3hx2ty8SuqMjpz1xcXExdXR1nnHEG48aNC+kEe+zYMQBSUlI67ASbmZlJfX197xbYJK1nn3022Al23rx5gHPObNy4MXgehisrKwPglltuYfny5aSlpbF48eJguDHJKKaX2W0NbboX60vsusJeeDc4JFRlHkBV/0qUoRzdpiMzoyx7CHgoQvhVnvloaU/gjJbTUbnyYlmfa7InnuIMoxme335vvGjh4elV9b+Av+2gnA/jDLsZadnMsM/rOsjn656PD0VYflW0fD3hWe7f/UR4QuAuywv7bENY9IKioqKolSlrppBcvE9QEtGzz7a7d9CpsrIyq7ybAaWzl9lFuu7G+hK7rkikvj6m9yRaMxtjjDHGDCDe91yMHDkSv99v7xQwMSsuLu7w/Sddmfx+PykpKTHHP/PMM9u9j8U7RcrL7/cH35vhnXw+H5MnT+70vRvdkXB35o0xpqu6dPfJ82h7WH5saYdntHuJszEmBoH3XFRUVPDLX/6S++67jxEjRrBu3TqOHTvGypUrAUKezAQ64BtTXFzMPfe0a03dbSdPnuxS/Lfeeis4P3LkSI4ePRqyPHCepqen09LSgs/n4+OPP+bkyZPk5uayfPlyVq5ciari9/spKytjwYIFAFGflneHVeaNMUmtK4+l2z/aTowRaowZqLzvufjyl7/MnXfeyWc/+1mKi4t5+eWXAae/hDWzMpH09vsmAiO0dRa2ZMkSysvLmTdvHps3b24Xr7GxkfXr13PLLafGCDl06BCTJ0/mueeeo6ioiMOHD1NYWEhFRQXFxcVWmTfGGGNM4qurq2PGDGeciObmZhYvXozf76eurg6AxYsXs3z58nbpeqWt99bB2X485n2ZaPtn69M0Nzf36irCK+3RwubNm8eGDRuoqKggNzeXtra2dvEincuB87+mpob8/HwAZsyYETz/48Uq88YYY4zpFfn5+dTW1lJYWEhaWhrl5eV89rOfDVZsysvLSUtLa5cu3h1B+7qjfyJ1PI1lXybaQAiB8qTfldarFfpY78xv3rwZEWHBggXBEd/C4wXOZW95A+e/9y58bW1t8PyPF6vMG2OMMaZXBN5zUVFRwTXXXMNNN90UbDMfeKfA4sWLO8/IDEoLFy6Ma5v5cLHemd+wYQMjR44MNrEJj5eRkRFsMx8wZswYli9fzoUXXoiqkpaWRnV1NQsWLKC0tDSu22GVeWOMMcb0ivD3XIwYMYIPPviAq6++2t4pYDoVODfiVaFPTU2ltbU15g7W48ePD3aCDe/8Cqc6azc1NQFOBT81NRWfz8fhw4dD3qLe0tJCcXExpaWlcW0vD1aZN8YYY0wv6ug9F5HYSDbGKxHeQ5FozZDC2TjzxhhjjDHGJCm7M2+MMcYYE2eddoINGz0m1vdedIW9I2NwsMq8McYYY0wcdTaCTORmG/beC9M91szGGGOMMcaYJGWVeWOMMcYYY5KUNbMxxgx4U3+wjRONLc6HHr7lcFj+Kj6suyMOpYpueIaf3d+f3avrMMYYMzBYZd4YM+CdaGxh/x1ficvwYlMeXhX3t1OGS6S3RxpjjEls1swmChFpFZFdIrJbRP5HRKa74TNF5KmwuA+JyKXu/FdF5E9uun0icq0bfquI3OiJ/xcRSXM/jxKR/e58nog0uusOTN92l10jIntE5CUReVlELnHDPyciv3fj1onIrR1s113uulM8YVeJSJuInOMJe1lE8jyfzxURFZGLwvKr98w/IiJLPJ//3i2rP1LZReSnbpn3hW3zpTEeJmOMMcaYQc3uzEfXqKrnAojIHOB24IsdJRARP3A/8Heq+rZbWc+LEr0VuAbYEGHZG4F1e/IeB5QA56nqCRHJAka7ix8G/klVd4uID/hMlPKlAF8D3nK3pdqz+G03/29GKW8RUOv+3RolzjLgv0XkMeAocA9wHZAbqeyq+oRbrjzgqfBtNl0zZ84ctm/fjqoiIsyaNYtnn302YtzAW+uMSSR2XhpjTNfZnfnYnAYcjyHeMJwfSEcBVLVZVV+JEvcu4AYRifUH1enAh0C9m3e9qr7pWfaOG96qqvui5DET2IvzAyL8dXxPAQUi0u6HgIgIcBlwFTBLRNIjZa6qh4G1wBpgMfCSqtZ2UnYTB3PmzGHbtm0sXryY999/n8WLF7Nt2zbmzJnT30UzxhhjTC+yO/PRZYjILiAdGAtc0FkCVT0mIpuBAyLyHE4FuUpV2yJEP4hzp/tfgCfDln3SXXdAMbATOAy86eb9K1UNpPsx8IqI1ODcNX9YVZsirLMIqAKeAG4TEb+qur0CacOphN8CXBmWbjrwpqq+4a7jK8DjUXZDuZt+JjDNDdvdQdlNHGzfvp0lS5Zw7733AgT/lpeX92exjDHGGNPLrDIfnbeZzT8APxORyUC0Z8AKoKrfEZEpwJeAG4FZOHe0I7kdp2Id3tutXTMbtxwXAX8LXAj8WETOV9VbVfX/isgjwGzgcpxK+8ywtEOAucAyVf1QRH4PzMH5wRFQCZSIyMSwVRcBj7rzjwLfJkplXlXbROQ+YJqqBp5QtEYre+Td0p6ILAIWAeTm5lJTUxNr0m6rr6/vk/XEg6oyd+7ckPLOnTuXDRs2RN2GkE6WPRzhJRnU1NTE7Zj2xXnR406wSXpMu7pvk+l7akw8hYzSFQ9xvGbEZdSvrU/byF4xssp8DFT1v0VkFE4b9aNAdliUHOA9T/w9wB4R+TnwJlEq86r6mnsH/p9iLIcCfwD+ICLbgQeBW91lbwAbRGQjcERERgYq0645wAi3XABDgUY8lXlVPSki64CVgTC3Df43gEtEpAQQYKSIDFPVD6MUtc2dYip7jNt+P05/BKZNm6Y9HZEkFvEY+aSviAhbtmwJ3pEHuO666xCRqNsQGJElmbazu/JWPc3MmTPjs60P0/v7a+vTPRoxJ1mPqazu+r5N1m01pqcCo3TFQ7y/Rz0d9StQHhvZKzbWZj4GInI24MOpyL8GnCEi+e6yCcBUYJeIZInITE/Sc4EDnWRfinMHv7MynCEi50XKW0S+4rZrB/g0Tufa98OyKAK+o6p5qpoHTMRp/z40LN5DOE8VAp1rL8Rp+z7eTTsB56781zorcyxlN/Exa9YsNmzYwHXXXceJEye47rrr2LBhA7NmzervohljjDGmF9md+egCbebBuRt9paq2Aq0i8s/Ag25H0BacSvIJERkGrHCbmTQCDURvYgOAqu4Vkf8BvJXd8DbzD+A0x1krImcATcARnE6m4LS7/7GIfAScBK5wy+oU3qmwX+SJj6o2iEgtcHFYeT4WkbuBn7hBRcCvw4r9OLAE+BkwVETe9ixbDxwLi+/voOwmDp599lnmzJlDeXk5GzZsQESYPXt21NFsjDEmUdgoRmawite5b5X5KFTV18Gy3wGfixD+IU679EhpbvXMXxW27Oue+f1ARpRVR+yEq6rfilZWd/lHOE2BwsO/7vn4kCf8buBu9+PVEdJtBja789Ge7njzOxCt7O7y/cDkaMtNbLpScbd/nCYR2XlpjDFdZ81sjDHGGGOMSVJ2Z94YMygEO1L1cMSGYflxGGmmE8Mz/L2avzGJpk86OibaCE+JVp4ElTCdYBP4eFll3hgz4MV35J74jB5hjDklXqOyRJNoox7FozwJU8ntZb19bsSit84fWR2ffKyZjTHGGGOMMUnKKvPGGGOMMcYkKavMG2OMMabf2ChGZrCK17lvbeaNMcYYY5JQXNvNx7GDZ1wGCtj6tA0GECOrzBtjjDHGJJl4dgyNfwfPnpUt0TosJzprZmOMMcYYY0ySssq8McYYY4wxScoq88YYY4wxxiQpq8wbY4wxxhiTpKwyb4wxxhhjTJKy0WyMMSZBTP3BNk40tsQnszgOM9eRYfmr+LDujm6nH57hZ/f3Z8exRMYYM7hYZd4YYxLEicaWuAw315fDuk15eFWPyhzXcbKNMWYQsmY2A4CIzBcRFZGz3c8pInK3iLwsIntE5I8iMtFddo0b9pK7/BI3XETkeyLymoi8KiLVIlLgWUeWiNwnIm+IyIsiUiMif+8uqw8rz7+JSJOIDBeRkSKyy50OichfPJ+HiEir5/MuEVnVd3vOGGOMMSa52Z35gaEIqHX/fh/4JnAGcI6qtonIOKDB/VsCnKeqJ0QkCxjt5vGvwHRgqqp+JCKzgc0iUqCqTcB/AG8Cn3bznAhM6qA8fwS+rqoPAucCiMitQL2qrg1EFJFGVT03XjvCJAcRsVe4m3bsvDDGmK6zynyScyvkM4BC4EmcyvxY4B1VbQNQ1bfduBOBD4F6N7w+MA+sBL6oqh+5y7aJyE7gChGpAf4euMKT55s4lfvw8nwSyAKuw/nh8GD8t9oYY4yJj+72Velpf5Hu9GuxPiYmEqvMJ79LgK2q+qqIHBWR84H/BGpF5PPAc8D/U9U/AbuBw8CbIvIc8CtVfVJETgMyVfV/w/J+ASgAjgC7VLU1hvJ8C3gU+C3wGRHJVdXDHcTPEJFdns+3q+ovYliPMcYY02Pd7avSk/4i3e3XYn1MTCRWmU9+RcBP3PlHgSJVvVFEPgNc4E7PichlqvqciFwE/C1wIfBjt/K/Ps7l+ZrbFOdx4DLgng7ix9TMRkQWAYsAcnNzqampiUNRO1ZfX98n6+lv/bWd/fZPqY9GeemueByLvj6mPV2X91zoal6D5XtqzGBWVVXFwoULaWho6O+ixCQzM5PGxkb8fj/Nzc1R4y1dupSysrIer88q80lMRHJwKutTREQBH6AicpOqNgPPAM+IyGFgPvCcOg1S/wD8QUS2Aw+q6q0i0iAinwi7O38+8DywF5gqIr6O7s6LyBTg08B2EQEYgtMUp6PKfExU9X7gfoBp06ZpX4zU0ZcjgvSn/trOeIza0lWJfkzzVj0dl/L16XY+TM/WtfXp4Lkgq7ueV6If08HC+juY3lJVVcWCBQtobGzs76J06txzz2X37t00NDSQmZkZ8ceHz+ejtdWpSt1zj1M96mmF3kazSW6XAj9X1Qmqmqeq43Eqz58XkTPAGdkGOAc4ICJniMh5nvTnAgfc+TuBu0Ukw033JZy2+JWq+gZOk5sfiFtLF5E8EQmvjRUBt7plyVPVM4AzRGRCL2y7McYYYwa40tLSdhX57OxssrOz45J/d/JJSWlfffb5fOzevZu1a9eSnZ1NQ0MD8+bNC4lTUFBAa2trSPjGjRu7Xugwdmc+uRUBq8PCHgceBo6JSJob9gecu+O5wFq3ot+E0xZ+sRunDMgG9ohIK3AIuERVA9+g7wDrgNdFpBF4D7gpbN3fAuaGhf3aDQ8vZ0B4m/mtqmrDUxpjTJJp13Qu0Zq0JVp5uqnXmigm2v5xy3NgX127Rc8//zxTp06Ny2ref//9Lqdpa2trFxa427548WKWL18OQEVFBaNHjw7G2bJlCxMmTAgJ76gZTqysMp/EVLUwQtjdwN1RkhzAaZYTKS8FfuBOkZZ/ACyMsizL/fuJCMuWeeZvjbDcF6WsZgCzx/EmEjsvkpu36VyiNX/qqDzJ1qm0N5ooJvLxmvxUPnv37g1Z/sUvfpERI0Zw/PjxHq+rO/mkpKS0q9D7fD7a2tooLy8nOzub48ePs2DBgpA4c+c69zu94WlpafSUNbMxxhhjjDEJqaSkhIyMjJCw48ePx6UiH8irq6LdmZ86dSo33ngjx48fJzMzk82bN4fE2bt3Lz6fLyR84cKI90m7xO7MG2NMAonbXcI+emQ+LL9nZR6e4Y9jaYwxA01RURFAUoxms2vXLuDUaDZpaWntmtEEmuOAjWZjjDEDTrwen/ftI/O+H5XIJB5rImV6U1FRUbBS3x8SrRlSOGtmY4wxxhhjTJKyO/PGGGOMGdS601Ssp03MutMUzpqlmUisMm+MMcaYQav7zdu638Qs0ZttmORizWyMMcYYY4xJUlaZN8YYY4wxJklZZd4YY4wxxpgkZZV5Y4wxxhhjkpRV5o0xxhhjjElSVpk3xhhjjDEmSVll3hhjjDHGmCRl48wbYwa0qT/YxonGllMB3XhRC8Cw/FV8WHdHj8szPMPP7u/P7nE+xhhjDFhl3hgzwJ1obAm+FKYnL2qZ8vCqHrxc5pQevTHSGGOMCWOV+UFGROYDvwbyVfXPIpIHvAl8V1XL3Dj3AC+o6kPu51TgHaBCVVd58qoBblTVF0RkIfAlVf2mu+w04E/ALOB04CdAmjv9AjgAXO9mNQl4BWgFtnrXYYwxxgxk7Z4ehunOU0F7Aji4WGV+8CkCat2/33fD3gWuF5H7VPXjCGlmAa8Cl4nIzaqqEeL8B3C1iHxJVX8D/F/gAVX9XxF5BvgnVd0tIj7gM6q6D3gQQET2A4Wq+l4ctzNmVVVVlJaWUldXR35+PiUlJRQVFSXF+rx5tbW1tVteUFDABx98wFtvvRUxvYgAMGnSpJByiAiRD7MxjvBzpLi4mPLyck6ePBkMy8zMpLm5mZMnT5KamhqyLNyUKVN46aWXerXMxiQi79PDSLrzVNCeAA4u1gF2EBGRLGAGsAD4lmfREeA54MooSYtw7qwfBP4hUgS3gr8YuEtEpgEXAne6i0/HubOPqra6FfmEUFVVRUlJCWVlZTQ1NVFWVkZJSQlVVVUJvz5vXt6KfHp6enB+7969USvyAKpKamoq8+fP79XtNgNbcXEx9957L2lpaeTm5rJo0SIAGhoaSEtLY9GiRSEVee85CnDeeeexZ88ezjnnnD4tt4mfqqoqJk+ejM/nY/LkyTz33HM9zqOj61FVVRVZWVmISExTYWFhp3FSUqxK1FNnnnlmzMekq8crNTW1S3n4fD5EBL/fHwwbP348xcXFjB8/Pmq68ePHd3juFRcXh+QZPo0cObIP97hLVW0aJBNwBU5TGYCdwPlAHvAy8Amcpi4+4B7gKjdeOvBXIANYBJR58qsBpoWtYx1wApjpCfs/wHGc5j3XAulhafYDo2LdjvPPP1/jpaCgQHfs2BEStmPHDi0oKNDq6uq4rSeW9fUkL0ABzcvL07y8vJAw75Sdna3Tp08P+QwE8wqUw7k0DAwTVj4VnO/JMZ380OQ4lCa0PL2lN87dcN5zJC0tTXNzczUvLy94TqampmpKSorm5eVpWlpa8Jzz+/0KhJyHBQUFOm/evG6dd4FtxWka2O/X2XhNXb3O9cUxj6ayslInTpyoO3bs0I8//lh37NihY8eO1crKyh7lMXHixIh5VFZWanp6esRrXE8nEYnnronKe7w6uyZ059rT1etMPM6f8ePHB/dhvI7HkCFDupUuOzs7WI7MzEwdM2aMrlq1SkeMGKEiokOHDtURI0ZoZmZmME1mZqYOHz5chw8frqNHjw459wL7Z+nSpZqSkqI5OTkdrj8nJ6fH+zOSaNc5a2YzuATusAM86n6+B0Cd5jC/By4PS/NVoFpVG0XkceDfReTfVLU1yjp+CnxZVWsCAar6f0XkEWC2m38RMLMrBReRRTg/JsjNzaWmpqbjBDGqq6ujtbU1JL/W1lbq6uqor6+P23piWV9X1xWe14oVK1i7di2qSk1NDStWrGDNmjUhad5//31uuOEGdu7cCcDx48dD8vKWYyA9pg1sU0+PabzOhz7Zt90ctacrAvujubmZw4cPk5KSEjwnA3fiDxw4EPjRjojQ0uK0Dfaeh3V1dfzoRz9i8+bNXd7HvfE9NV1TWlpKRUUFhYWFABQWFnLTTTdRWloacxPCSHlUVFRQXFzcLo/S0lKampqCn30+H62t0f4ldW7MmDEcOnSI9PT0kHxN17z11ltkZGTQ2NjY7Tyys7OD/5fy8vKA0GtIYHleXh779++Pms/jjz9OUVERhw8fZvTo0TzwwAMUFxczYsQI6uvraWlp4fTTTwdg2LBhqCoZGRkheUQ6fzdu3Mjpp59OZWUlF1xwAeDUSY4dO8ZZZ53F3r17ATh27Fi390F3WGV+kBCRHOACYIr7a9WH8wvyp55otwGPAc97woqAGW67doCRbj7bo6yqzZ1CqOobwAYR2QgcEZGRqno01vKr6v3A/QDTpk3T7o5IEi4/Px+fzxcywkl1dTX5+flkZWV1e+ST7qyvq+sKz2vNmjXBi9/MmTOD/xS9RowYwY9//OPg58CFMZCXtxzxGLklEeStejq4TT0ZzYaHic/5sPXpXt+3PdrOGMnqU/sjLS2NESNGkJGRETwnU1NTaWtr48wzz+Sdd96hubkZVcXv99PS0hJyHubn5/Pggw8CXd/HfbGtpmN1dXXMmDEjJGzKlCnU1dX1KI8ZM2ZEzCM8rLsV+ccee4xLL72Ud999F4Csb/yIpkdu7LsbGb38g7vL2xGH8vSkIg+nbjBNnTqVPXv2eJ/ghyz/zW9+w6c+9al26deuXcuNN97IjBkzgsf14MGDwXPJm9+BAwcA5yZDW1tbsJkMOK1WAvNezc3NvPvuuyHnak1NDfn5+dTV1fEf//EffOc73+nRPuiWSLfrbRp4E85d7fvCwp4HvgC87An7T5y28VcBp+F0jk3zLL8ap2MrRG5mk+fNzw37CiDufD7wHuDzLN9PPzWz6ejRbm88tu7Ko+Su5IXn8V5XHz/7/X4tKSkJKQfWzKYda2YTynuOBB49Z2Zmam5uri5atCjk0bX3c6Rz9LzzzlNAp0yZ0uVyWDOb0P3QHyI1H1y/fn2Xmg92pQliQUFByPnj8/l61JRjzJgxIedlXxiIzWwAzcjI6NGxCDT9hFPNRr3NdgLL8/LyOsxnx44dmpubG4wbOJfy8vI0NTVV/X5/MP8xY8YEmwl6J++5F9g/aWlpOmbMmJD/u7m5uer3+9udl70h2nWu3y9YNvXNBFQDF4WFfRd4JqwyPxXnzvpVOB1iHw1Lk4PTYTbNrcwfBt52p19Gqcw/ijMazi7gBWBO2PJ+q8yrOpXigoICTUlJ0YKCgmCFtrf+OUZbX0/zinRBKygoCLZjjDSJiIpIu3JYZb49q8yHCj9Hli5dqqmpqSHnV2ZmZjAsfFn41J2KvKpV5sP3Q3+wNvNdNxAr89Zm/tTU123m+/2CZZNNXZ3iXZmPpj//Ofalgb6dVpkf2KwyH7of+kv4TYrvfe97Pc6jox8DlZWVIRWxZKrIqw7MyryqdnjzqKdTV5/ABG5yeW8kjBs3TpcuXarjxo2Lmm7cuHHtzj3v/ol046IvKvKq0a9z1mbeGGOMMT1SVFQU0lmwO52Sw/OIV9xAeaxvRe87ePBgXPLp7eNVVlbWo7Q9Sd8brDJvjBnwQjqCdbOT17D8+IxCMzzD3+M8jDEDS0fXlu5ce+w6M7hYZd4YM6B5R47p2d2egTG6jzEmsXQ+upVde0zH7HVnxhhjjDHGJCmrzBtjjDHGGJOkrDJvjDHGGGNMkrLKvDHGGGOMMUkq8FZOY5KGiBwBDvTBqkbhvK12oBss2wmDZ1sHy3bCqW2doKqj+7sw8dKN61yiHXMrT8esPB2z8kQW8TpnlXljohCRF1R1Wn+Xo7cNlu2EwbOtg2U7YXBta0cSbT9YeTpm5emYladrrJmNMcYYY4wxScoq88YYY4wxxiQpq8wbE939/V2APjJYthMGz7YOlu2EwbWtHUm0/WDl6ZiVp2NWni6wNvPGGGOMMcYkKbszb4wxxhhjTJKyyrwZ0ERkvIhUi8g+EdkrIte74Tkisl1EXnP/ZrvhIiJ3i8jrIvKSiJznyetKN/5rInKlJ/x8EdnjprlbRKTvtzRYFp+I/ElEnnI/TxSR37tl+4WIDHHD09zPr7vL8zx53OyGvyIiczzhF7lhr4vIqj7fOA8RGSEij4nIn0WkTkT+YSAeUxG5wT1vXxaRKhFJHyjHVEQeEJF3ReRlT1ivH8No60hWvXkMJUGvn5JA1zlJsGuR9PM1QxLsex2lPHe6x+slEfm1iIzo7nZ3Z9/2ClW1yaYBOwFjgfPc+WHAq8AkYA2wyg1fBax25+cCzwACfA74vRueA/yv+zfbnc92l/3BjStu2i/34/YuAyqBp9zP/wl8y50vB5a489cB5e78t4BfuPOTgN1AGjAReAPwudMbwCeAIW6cSf24nQ8D33HnhwAjBtoxBf4GeBPI8BzLqwbKMQW+AJwHvOwJ6/VjGG0dyTj19jEkQa+fJNB1jgS6FpEA1wwS7HsdpTyzgVR3frUnbpe3u6v7tteuBX110bHJpkSYgCeAWcArwFg3bCzwijt/H1Dkif+Ku7wIuM8Tfp8bNhb4syc8JF4fb9s44DngAuAp92L3nuei9Q/As+78s8A/uPOpbjwBbgZu9uT5rJsumNYND4nXx9s5HOcfloSFD6hjivOP+S2cf2ip7jGdM5COKZBH6D/ZXj+G0daRjFNfH0MS4PpJAl3nSLBrEQlyzSDBvtfh5Qkr69eARyJtT2fb3Z1zr7e+m9bMxgwa7mOuzwK/B3JV9R130SEg150PXAwD3nbDOgp/O0J4f7gLWAG0uZ9HAu+r6kn3s7dswe1xl59w43d1+/vDROAI8KA4j9r/Q0QyGWDHVFX/AqwFDgLv4ByjFxmYxzSgL45htHUkoz47hgl0/byLxLnOJdS1KIGvGYn8vb4G5w5/d8rTnXOvV1hl3gwKIpIFPA78m6p+4F2mzk9n7ZeCxYmIfBV4V1Vf7O+y9IFUnMemG1T1s0ADzmPVoAFyTLOBS3AqDGcAmcBF/VqoPtQXx3AgnCd9IVGunwl4nUuoa1EyXDMS6XstIiXASeCR3ixPX7DKvBnwRMSP84/oEVX9lRt8WETGusvHAu+64X8BxnuSj3PDOgofFyG8r/0jME9E9gOP4jyC/gkwQkRSI5QtuD3u8uHAUbq+/f3hbeBtVf29+/kxnH+oA+2Yfgl4U1WPqGoL8Cuc4zwQj2lAXxzDaOtIRr1+DBPs+plo17lEuxYl6jUj4b7XInIV8FXgCrfy353yHKXr+7ZXWGXeDGhuT/cKoE5V13sWbQaudOevxGkLGgj/ttvL/nPACffR3bPAbBHJdu9+zMZpG/cO8IGIfM5d17c9efUZVb1ZVcepah5OZ5sdqnoFUA1c6kYL387A9l/qxlc3/FtuT/yJwKdxOhz9Efi023N/iLuOzX2wae2o6iHgLRH5jBt0IbCPAXZMcR6Vf05EhrrlCGzngDumHn1xDKOtIxn16jFMtOtnol3nEvBalKjXjIT6XovIRThNteap6kdh5Yx5u9191dV92zt6qzG+TTYlwgTMwHnc9hKwy53m4rRdew54DfgNkOPGF+CnOD3X9wDTPHldA7zuTld7wqcBL7tp7qEXO7nEuM0zOTXKwydwLkavA78E0tzwdPfz6+7yT3jSl7jb8gqekRPc/faqu6ykn7fxXOAF97huwhnxYMAdU+AHwJ/dsvwcZ5SFAXFMgSqcdr0tOHc4F/TFMYy2jmSdevMYksDXTxLkOkeCXYvo52sGCfa9jlKe13Has+9yp/Lubnd39m1vTPYGWGOMMcYYY5KUNbMxxhhjjDEmSVll3hhjjDHGmCRllXljjDHGGGOSlFXmjTHGGGOMSVJWmTfGGGOMMSZJWWXeGGOMMcaYJJXaeRRjjOk+EalX1SwRKQDKgL/BuZHwM+BHqqru2/juxHlrnh+oA76toS/0CORXAlzmfpyCMz4xwANADlCP8zrzfwSGuPOvuHF+hPPWv6dU9TFPnnnuOgPxANar6s96tPHGmEHBrnOmP1ll3hjT60QkA+eNeEtUdZuIDMV5Rfx1OC8NAfiFqi5141cC3wQeDM9LVUuBUjdevaqe61nPrW6cf3U/5+H8Q/PG+WqUYr7hjWeMMV1h1znTX6yZjTGmL1wO/E5VtwG4d6KWAqvCI4pIKpAJHO/TEhpjTM/Ydc70C6vMG2P6QgHwojdAVd8AskTkNDfomyKyC+cRdA7wZJ+WED4pIrs80+f7eP3GmORm1znTL6wyb4xJFL9wH/+OwWkfelMfr/8NVT3XM/22j9dvjBn47Dpn4s4q88aYvrAPON8bICKfAOpV9QNvuKoqzt2qL/Rd8YwxpsfsOmf6hVXmjTF94RFghoh8CYIdxe4G1kSJPwN4o4/KZowx8WDXOdMvrDJvjOk1bievZlVtBC4Bvicir+A8Xv4jcI8n+jfdNpwvAZ8FftiLRbtPRN52p/92w8Lbkn63F9dvjBkg7Dpn+ps4T3qMMSb+RGQqsFFV/66/y2KMMb3BrnOmv9mdeWNMrxCRxUAV8L3+LosxxvQGu86ZRGB35o0xCSvsLYgBv3RfqGKMMUnPrnOmp6wyb4wxxhhjTJKyZjbGGGOMMcYkKavMG2OMMcYYk6SsMm+MMcYYY0ySssq8McYYY4wxScoq88YYY4wxxiSp/x+SXpRhGt0EwAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 720x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 524,
       "width": 755
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "common_jobs=data1.groupby('JOB_TITLE').EMPLOYER_NAME.count().sort_values(ascending=False).index[0:20]\n",
    "fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(10, 8))\n",
    "\n",
    "\n",
    "top_20_df_common_jobs=top_20_df[top_20_df.JOB_TITLE.isin(common_jobs)]\n",
    "top_20_df_common_jobs=top_20_df_common_jobs[top_20_df_common_jobs.PREVAILING_WAGE<=top_20_df_common_jobs.PREVAILING_WAGE.quantile(0.99)]\n",
    "top_20_df_common_jobs.boxplot(column='PREVAILING_WAGE',by='JOB_TITLE',vert=False,ax=axes[0])\n",
    "data1_common_jobs=data1[data1.JOB_TITLE.isin(common_jobs)]\n",
    "data1_common_jobs=data1_common_jobs[data1_common_jobs.PREVAILING_WAGE<=data1_common_jobs.PREVAILING_WAGE.quantile(0.99)]\n",
    "\n",
    "data1_common_jobs.boxplot(column='PREVAILING_WAGE',by='JOB_TITLE',vert=False,ax=axes[1])\n",
    "plt.yticks([])\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_id": "00028-03dc1d7d-ee74-4ae7-85e5-f82ba43f746f",
    "deepnote_cell_type": "markdown",
    "tags": []
   },
   "source": [
    "Comparação entre o salário prevalecente dos empregados nos serviços de maior salário nas 20 empresas que contratam mais em relação ao tempo:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "cell_id": "00026-560c7cb7-aeb4-4a91-9737-c080232c9129",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 359,
    "execution_start": 1630431534998,
    "source_hash": "52f20433",
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:title={'center':'Prevailing wage of the Top 20 x Other companies'}, xlabel='YEAR'>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 604,
       "width": 1169
      },
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "one=data1.groupby('YEAR').PREVAILING_WAGE.median()\n",
    "two=top_20_df.groupby('YEAR').PREVAILING_WAGE.median()\n",
    "one=pd.DataFrame(one)\n",
    "one['PREVAILING_WAGE_TOP20']=two\n",
    "\n",
    "one.plot(title='Prevailing wage of the Top 20 x Other companies')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "cell_id": "00027-a14e39f1-47c4-4f8c-bd3b-fbd3289ac201",
    "deepnote_cell_type": "code",
    "deepnote_to_be_reexecuted": false,
    "execution_millis": 1,
    "execution_start": 1630431535352,
    "source_hash": "b623e53d",
    "tags": []
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "deepnote": {
   "is_reactive": false
  },
  "deepnote_execution_queue": [],
  "deepnote_notebook_id": "16ae336a-2029-4fcb-980b-f6d190ac08a4",
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.9.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}