<html><head><meta name="color-scheme" content="light dark"></head><body><pre style="word-wrap: break-word; white-space: pre-wrap;">import requests
from bs4 import BeautifulSoup
import requests
import base64
import urllib.parse
import concurrent.futures
import pandas as pd
import traceback
global datar
from configparser import ConfigParser
from pathlib import Path
from parse_data import parse_data
from datetime import datetime
from sqlalchemy import create_engine
from pangres import upsert
config = ConfigParser()
config.read(Path.cwd() / "config.ini")\

def generate_update_table(main_table,crawled_table,index,columns_to_update,keep,set_index):

    
    update_table=pd.concat([main_table,crawled_table])
    update_table=update_table.dropna(subset=index+columns_to_update)
    update_table=update_table.drop_duplicates(subset=index+columns_to_update,keep=keep)
    if set_index:
        update_table=update_table.set_index(index)
    return update_table
def generate_update_table2(key,main_table,crawled_table,index,columns_to_update,keep,set_index):

    crawled=list(crawled_table[key])
    main_table=main_table[main_table[key].isin(crawled)]
    main_copy=main_table
    update_table=pd.concat([main_table,crawled_table])

    update_table=update_table.drop_duplicates(subset=index,keep=keep)
    main_table.set_index(index,inplace=True)
    check=crawled_table[index+columns_to_update]
    #print(check['last_traded_price_rm'])
    check.set_index(index,inplace=True)
    
    main_table.update(check,overwrite=True)
    #print(main_table['last_traded_price_rm'])
    main_table.reset_index(inplace=True)
    
    update_table=pd.concat([main_copy,main_table])
    update_table=update_table.drop_duplicates(subset=index+columns_to_update,keep=False)
    update_table=update_table.drop_duplicates(subset=index,keep='last')
    if set_index:
        update_table=update_table.set_index(index)
    return update_table

engine = create_engine(f"mysql+pymysql://{config['database']['user']}:{urllib.parse.quote_plus(config['database']['password'])}@{config['database']['host']}/{config['database']['db']}")

bond_data_drop_columns=['update_user','record_end_date']
table_bond_data=pd.read_sql(config['DEFAULT']['table_name'],con=engine)
table_bond_data.drop(bond_data_drop_columns, axis=1, inplace=True)


rating_data_drop_columns=['user','record_end_date']
table_rating_data=pd.read_sql('v3_algocred_monitor_bonds_my_bix_rating_history',con=engine)
table_rating_data.drop(bond_data_drop_columns, axis=1, inplace=True)



total_pages=[1000]
links=[]
current_page=1
data_arr=[]
data_ratings=[]
ss=requests.Session()
def get_data(current_page):
    while current_page &lt;=total_pages[0]:
        #print(current_page,total_pages[0])
        headers = {
            'authority': 'www.bixmalaysia.com',
            'cache-control': 'no-cache',
            'x-requested-with': 'XMLHttpRequest',
            'x-microsoftajax': 'Delta=true',
            'user-agent': 'Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/89.0.4389.90 Safari/537.36',
            'content-type': 'application/x-www-form-urlencoded; charset=UTF-8',
            'accept': '*/*',
            'sec-gpc': '1',
            'origin': 'https://www.bixmalaysia.com',
            'sec-fetch-site': 'same-origin',
            'sec-fetch-mode': 'cors',
            'sec-fetch-dest': 'empty',
            'referer': 'https://www.bixmalaysia.com/Investor-Tools/BIX-Search',
            'accept-language': 'en-US,en;q=0.9',
        }

        data = [
          #('manScript', 'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$upSBSearch|p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$gvSearchResult'),
          #('__CMSCsrfToken', 'e5yydYt5KfJ+cK82pbRxpTuwRvvGOgPZ/9sQBeJCHr1zNEvb3x0q7BtAn9GO0ST/a6cZoWMHv9bCZz80w+zWxXVrkTPEZG4miQTDde5iZ30='),
          ('lng', 'en-GB'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldVariable', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldBound2', '9'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldRSTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldRSTBound2', '3'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldRLTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldRLTBound2', '9'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldMSTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldMSTBound2', '4'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldMLTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldMLTBound2', '9'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldTBound2', '13'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldYBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldYBound2', '11'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldALTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldALTBound2', '9'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldASTBound1', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldASTBound2', '3'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldDateFrom', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldDateTo', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldIssueDateFrom', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldIssueDateTo', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldMaturityDateFrom', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldMaturityDateTo', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldScrollToAnchor', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$rbBond', 'on'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$rbSukuk', 'on'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlCategory', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlRating', '5'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlSubCategory', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlIndustry', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$rbGrpRating', 'rbLongTermRating'),
          ('range', 'AAA;&lt; BB and below'),
          ('range', 'MARC-01;&lt; MARC-04'),
          ('range', 'AAA;&lt; BB and below'),
          ('range', 'P1;NP'),
          ('range', 'AAA;&lt; BB and below'),
          ('range', 'P1/MARC-1;&lt; P3/MARC-3'),
          ('range', '0;&gt;30'),
          ('range', '&lt;10;&gt;1,000'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtMARCLT', '["AAA","AA+","AA","AA-","A+","A","A-","BBB","BB","&lt; BB and below"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtMARCST', '["MARC-01","MARC-02","MARC-03","MARC-04","&lt; MARC-04"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtRAMLT', '["AAA","AA+","AA","AA-","A+","A","A-","BBB","BB","&lt; BB and below"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtRAMST', '["P1","P2","P3","NP"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtAllRatedLT', '["AAA","AA+","AA","AA-","A+","A","A-","BBB","BB","&lt; BB and below"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtAllRatedST', '["P1/MARC-1","P2/MARC-2","P3/MARC-3","&lt; P3/MARC-3"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtYTM', '["0","1","2","3","4","5","6","7","8","9","10","&gt;10"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtLowerBand', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtUpperBand', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtTenure', '["0","1","2","3","4","5","6","7","8","9","10","20","30","&gt;30"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtLowerTenure', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtHigherTenure', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtIssueSize', '["&lt;10","10","50","100","200","300","400","500","1,000","&gt;1,000"]'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtLowerIssue', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtHigherIssue', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtIssuer', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlLastTradedDate', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtLowerCouponProfit', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtHigherCouponProfit', ''),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlIslamicConcept', '0'),
          ('p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlRecord', '50'),
          ('p$lt$ctl03$On_lineForm$viewBiz$Email$txtText', ''),
          ('p$lt$ctl03$On_lineForm$viewBiz$Email$exWatermark_ClientState', ''),
          ('p$lt$ctl03$On_lineForm$viewBiz$Captcha$txtSecurityCode', ''),
          ('__EVENTTARGET', 'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$gvSearchResult'),
          ('__EVENTARGUMENT', f'Page${str(current_page)}'),
          ('__VIEWSTATE', '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'),
          #('__VIEWSTATEGENERATOR', 'A5343185'),
          ('__SCROLLPOSITIONX', '0'),
          ('__SCROLLPOSITIONY', '0'),
          ('__ASYNCPOST', 'true')
        ]
        
        response = ss.post('https://www.bixmalaysia.com/Investor-Tools/BIX-Search', headers=headers, data=data)


        soup=BeautifulSoup(response.content,'lxml')

        links.extend(((['https://www.bixmalaysia.com'+j for j in [i.get('href') for i in soup.select('table.accordion-table tr td:nth-child(1) a')] if ('/Security-Info-') in j])))
        
        print(soup.select('td.paging'))
        total_pages[0]=round(int(soup.select('td.paging')[0].getText().replace(')','').split('of ')[-1])/50+0.5)
        current_page=current_page+1

get_data(1)
print(len(links))

def fetch_data(link):
    try:
        #print(xyz)
        print(link)
        headers = {
            'User-Agent': 'Mozilla/5.0 (Windows NT 10.0; Win64; x64; rv:81.0) Gecko/20100101 Firefox/81.0',
            'Accept': 'text/html,application/xhtml+xml,application/xml;q=0.9,image/webp,*/*;q=0.8',
            'Accept-Language': 'en-US,en;q=0.5',
            'Referer': 'https://www.bixmalaysia.com/PortalSearchResult.aspx?searchtext=MYBVH1900967&amp;searchmode=anyword',
            'DNT': '1',
            'Connection': 'keep-alive',
            'Upgrade-Insecure-Requests': '1',
            'Pragma': 'no-cache',
            'Cache-Control': 'no-cache',
            'TE': 'Trailers',
        }



        response = ss.get(link, headers=headers)

        soup=BeautifulSoup(response.content,'lxml')
        name=soup.select('.bond-title h1 span')[0].getText().strip()
        #keys=soup
        issuer_name=soup.select('.issuer-name a')[0].getText().strip()
        keys=[link,name,issuer_name]+[i.getText().strip() for i in soup.select('#security-information-tab .inner-tab .field span')]
        #print(keys)
        values=['Link','Bond/Sukuk Name','Issuer Name']+[i.getText().strip() for i in soup.select('#security-information-tab .inner-tab .subject')]
        #data_temp=pd.DataFrame(dict(zip(values,keys)),index=[0])
        dictt=dict(zip(values,keys))
        data_arr.append(dictt)

        rating_soup=soup.select('table.ratingmovement')[0]
        
        if 'No result found' not in str(rating_soup):
            if rating_soup.select('td.paging'):
                vs=soup.select('input[name="__VIEWSTATE"]')[0].get('value')
                
                total_r=round(int(rating_soup.select('td.paging')[0].getText().replace(')','').split('of ')[-1])/10+0.5)
                rating_soup.select('tr.pagination-ys')[0].decompose()
                rating_movement=pd.read_html(str(rating_soup))[0]
                issuer_id=dictt['Link'].split('=')[-1]
                print(total_r+1,issuer_id)
                for rating_page in range(2,total_r+1):

                    cookies = {
                        '__cfduid': 'dbd09b5734ebfb2406f96893b3c6b98541616756230',
                        'CMSPreferredCulture': 'en-GB',
                        'CMSCsrfCookie': 'y3fj6ivqVumdl8f4R0776iT5oc82/LcJQKGUxS9/',
                        'ASP.NET_SessionId': 'njnaqfjbaodgwamhpbmpa1ig',
                        'CMSCurrentTheme': 'CustomCss',
                    }

                    headers = {
                        'authority': 'www.bixmalaysia.com',
                        'pragma': 'no-cache',
                        'cache-control': 'no-cache',
                        'user-agent': 'Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/89.0.4389.105 Safari/537.36',
                        'accept': 'image/avif,image/webp,image/apng,image/svg+xml,image/*,*/*;q=0.8',
                        'sec-gpc': '1',
                        'sec-fetch-site': 'same-origin',
                        'sec-fetch-mode': 'no-cors',
                        'sec-fetch-dest': 'image',
                        'referer': 'https://www.bixmalaysia.com/Security-Info-Page.aspx?SBID=2764',
                        'accept-language': 'en-US,en;q=0.9',
                        'x-requested-with': 'XMLHttpRequest',
                        'x-microsoftajax': 'Delta=true',
                        'content-type': 'application/x-www-form-urlencoded; charset=UTF-8',
                        'origin': 'https://www.bixmalaysia.com',
                    }

                    data = {
                      #'manScript': 'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ctl02|p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$gvRatingMovement',
                      #'__CMSCsrfToken': 'U4bwL++HC0qM+smbBaDhPiSWySujIj8FDpjM2erw/5ydX3aX6nyrM3FbS7bN1/BehoshW8iWaHbBztrJVAbaWI09d/rBr2PIjvJHYVQsTng=',
                      '__EVENTTARGET': 'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$gvRatingMovement',
                      '__EVENTARGUMENT': f'Page${str(rating_page)}',
                      #'__VIEWSTATE': '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',
                      '__VIEWSTATE':vs,
                      'lng': 'en-GB',
                      '__VIEWSTATEGENERATOR': 'A5343185',
                      '__SCROLLPOSITIONX': '0',
                      '__SCROLLPOSITIONY': '0',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldTab': '',
                      #'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnfldIssuerID': f'{issuer_id}',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$rbBond': 'on',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$rbSukuk': 'on',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$ddlCategory': '0',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$txtIssuer': '',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnChart': '[{"x":"01/13/2021","y":2.26},{"x":"03/08/2021","y":2.445},{"x":"03/25/2021","y":2.49}]',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnChartCompare': '',
                      'p$lt$ctl01$pageplaceholder$p$lt$ctl00$UserControl$userControlElem$hdnCompareSBDesc': '',
                      'p$lt$ctl03$On_lineForm$viewBiz$Email$txtText': '',
                      'p$lt$ctl03$On_lineForm$viewBiz$Email$exWatermark_ClientState': '',
                      'p$lt$ctl03$On_lineForm$viewBiz$Captcha$txtSecurityCode': '',
                      '__ASYNCPOST': 'true'
                    }
                    print(link)
                    response = ss.post(link, headers=headers,data=data)

                    soup_1=BeautifulSoup(response.content,'lxml')
                    rating_soup=soup_1.select('table.ratingmovement')[0]
                    
                    rating_soup.select('tr.pagination-ys')[0].decompose()
                    
                    
                    rating_movement=rating_movement.append(pd.read_html(str(rating_soup))[0],ignore_index=True)

            else:
                
                rating_movement=pd.read_html(str(rating_soup))[0]
        
            for i in rating_movement.to_dict('records'):
                i['link']=link
                i['isin_code']=dictt['ISIN Code']
                data_ratings.append(i)
        
    except:
        print(traceback.format_exc())

links=list(set(links))
with concurrent.futures.ThreadPoolExecutor(max_workers=2) as executor:
    for link in links:
        executor.submit(fetch_data, link)

time_now=datetime.utcnow()
#table_bond_data.to_excel('table_data.xlsx',index=False)
bond_data=pd.DataFrame(data_arr)
bond_data=bond_data.drop_duplicates(subset=['ISIN Code'])
bond_data=parse_data(bond_data)
bond_data['record_start_date']=[time_now for i in range(len(bond_data['isin_code']))]
bond_data.to_excel('temp1.xlsx',index=False)

#temp=generate_update_table2('isin_code',table_bond_data,bond_data,['isin_code'],['last_traded_yield_pct','last_traded_price_rm','last_traded_amount_rm_mil','last_traded_date','ratings'],'first',True)
bond_data.set_index(keys=['isin_code'],inplace=True)
temp=bond_data
temp.to_excel('rating_data.xlsx',index=False)
engine = create_engine(f"mysql+pymysql://{config['database']['user']}:{urllib.parse.quote_plus(config['database']['password'])}@{config['database']['host']}/{config['database']['db']}")
upsert(engine=engine,df=temp,table_name=config['DEFAULT']['table_name'],if_row_exists='ignore')

rating_data=pd.DataFrame(data_ratings)
rating_data=parse_data(rating_data)
rating_data['record_start_date']=[time_now for i in range(len(rating_data['isin_code']))]
rating_data=rating_data.dropna(subset=['isin_code','rating','effective_date','rating_agency'])
rating_data=rating_data.drop_duplicates(subset=['isin_code','rating','effective_date','rating_agency'])



temp=pd.concat([table_rating_data,rating_data]).drop_duplicates(subset=['isin_code','rating','effective_date','rating_agency'],keep=False).dropna(subset=['isin_code','rating','effective_date','rating_agency'])
#temp.to_excel('ratings.xlsx',index=False)
temp.set_index(['isin_code','rating','effective_date','rating_agency'],inplace=True)

#upsert(engine=engine,df=temp,table_name='v3_algocred_monitor_bonds_my_bix_rating_history',if_row_exists='ignore')

</pre></body></html>