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innovatorved
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regex_dataset

Dataset card Data Studio Files Community
1
description
stringlengths
0
8.24k
regex
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1
26.3k
text
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0
2.47M
โŒ€
title
stringlengths
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150
created_at
stringlengths
24
24
^(?:\+)?(?=(\d[\(\)\s\-\.]*){7,})([0-9\(\)\s\-\.]{5,})(?:\s*(?:#|x\.?|ext\.?|extension)\s*([0-9\(\)\s\-\.]{2,}))?$
1234567 01822 853560 +44712345678 01234 ext 6666 +(44)234 456789 72823.278282 238293 329923 23992 32939(2323)(283) 23823-23-232
a
2018-03-27T12:48:06.000Z
<slb:ReturnCode>(?<ReturnCode>.*?)<\/slb:ReturnCode>.*?(?:<slb:Message>(?<FailureMessage>.*?)<\/slb:Message>|<slb:SearchResultsCount>(?<Count>\d)<\/slb:SearchResultsCount>).*?<slb:CustomerId>(?<CustomerID>.*?)<\/slb:CustomerId>.*?<slb:AccountId>(?<AccoundId>.*?)<\/slb:AccountId>.*?<slb:LocationId>(?<LocationId>.*?)<\/slb:LocationId>
<?xml version="1.0" encoding="utf-8"?><soapenv:Envelope xmlns:soapenv="http://schemas.xmlsoap.org/soap/envelope/" xmlns:slb="http://www.csgsystems.com/slbos"><soapenv:Header /><soapenv:Body><slb:RetrieveAccountResponse><slb:head><slb:Client>ElnkFive9IOT</slb:Client><slb:RoutingArea>8024</slb:RoutingArea><slb:Region>QAHA</slb:Region><slb:Source>IVR</slb:Source><slb:Destination>CCS</slb:Destination><slb:Version>17.4</slb:Version><slb:TransactionId>783bcf19-153a-11eb-8111-005056b21df3</slb:TransactionId><slb:ServerId>OTPRESLBWCF04</slb:ServerId></slb:head><slb:Response><slb:ReturnCode>0000</slb:ReturnCode></slb:Response><slb:SearchResultsCount>4</slb:SearchResultsCount><slb:SearchResults><slb:Region>QAHA</slb:Region><slb:Business><slb:BusinessUnit>802440000360</slb:BusinessUnit></slb:Business><slb:Customer><slb:CustomerId>1101517595216</slb:CustomerId></slb:Customer><slb:Account><slb:AccountId>8024400360055971</slb:AccountId><slb:Name><slb:First>CIS TEST</slb:First><slb:Last>TRANSFERS6</slb:Last></slb:Name><slb:Phone><slb:Home>9023427416</slb:Home></slb:Phone><slb:LineOfBusinessCount>5</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>2</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>D</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>TELEPHONY</slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Y</slb:Type><slb:TypeDescription>WIRELESS </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Identification><slb:TaxIdentifier>XXXXXXXXX</slb:TaxIdentifier><slb:TaxType>X</slb:TaxType></slb:Identification><slb:Delinquency><slb:Status>A</slb:Status></slb:Delinquency></slb:Account><slb:Location><slb:LocationId>11222010200191</slb:LocationId><slb:Type>AA</slb:Type><slb:TypeDescription>Residence</slb:TypeDescription><slb:Address><slb:Line1>7 REGRESSION TESTING ST</slb:Line1><slb:City>HALIFAX</slb:City><slb:State>NS</slb:State><slb:PostalCode>112220102</slb:PostalCode></slb:Address><slb:LineOfBusinessCount>4</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>VOICE </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Drop><slb:Tag slb:Index="1"><slb:Identifier>MONIQUE</slb:Identifier></slb:Tag></slb:Drop></slb:Location></slb:SearchResults><slb:SearchResults><slb:Region>QAHA</slb:Region><slb:Business><slb:BusinessUnit>802440000360</slb:BusinessUnit></slb:Business><slb:Customer><slb:CustomerId>1101517595216</slb:CustomerId></slb:Customer><slb:Account><slb:AccountId>8024400360060799</slb:AccountId><slb:Name><slb:First>CIS TEST</slb:First><slb:Last>TRANSFERS6</slb:Last></slb:Name><slb:Phone><slb:Home>9023427416</slb:Home></slb:Phone><slb:LineOfBusinessCount>5</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>TELEPHONY</slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Y</slb:Type><slb:TypeDescription>WIRELESS </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Identification><slb:TaxIdentifier>XXXXXXXXX</slb:TaxIdentifier><slb:TaxType>X</slb:TaxType></slb:Identification><slb:Delinquency><slb:Status> </slb:Status></slb:Delinquency></slb:Account><slb:Location><slb:LocationId>11222010200134</slb:LocationId><slb:Type>AA</slb:Type><slb:TypeDescription>Residence</slb:TypeDescription><slb:Address><slb:Line1>1 REGRESSION TESTING ST</slb:Line1><slb:City>HALIFAX</slb:City><slb:State>NS</slb:State><slb:PostalCode>112220102</slb:PostalCode></slb:Address><slb:LineOfBusinessCount>4</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>VOICE </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Drop><slb:Tag slb:Index="1"><slb:Identifier>MONIQUE</slb:Identifier></slb:Tag></slb:Drop></slb:Location></slb:SearchResults><slb:SearchResults><slb:Region>QAHA</slb:Region><slb:Business><slb:BusinessUnit>802440000360</slb:BusinessUnit></slb:Business><slb:Customer><slb:CustomerId>1101517595216</slb:CustomerId></slb:Customer><slb:Account><slb:AccountId>8024400360055989</slb:AccountId><slb:Name><slb:First>CIS TEST</slb:First><slb:Last>TRANSFERS6</slb:Last></slb:Name><slb:Phone><slb:Home>9024842836</slb:Home></slb:Phone><slb:LineOfBusinessCount>5</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>D</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>D</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>TELEPHONY</slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Y</slb:Type><slb:TypeDescription>WIRELESS </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Identification><slb:TaxIdentifier>XXXXXXXXX</slb:TaxIdentifier><slb:TaxType>X</slb:TaxType></slb:Identification><slb:Delinquency><slb:Status>C</slb:Status></slb:Delinquency></slb:Account><slb:Location><slb:LocationId>11222010200209</slb:LocationId><slb:Type>AA</slb:Type><slb:TypeDescription>Residence</slb:TypeDescription><slb:Address><slb:Line1>8 REGRESSION TESTING ST</slb:Line1><slb:City>HALIFAX</slb:City><slb:State>NS</slb:State><slb:PostalCode>112220102</slb:PostalCode></slb:Address><slb:LineOfBusinessCount>4</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>VOICE </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Drop><slb:Tag slb:Index="1"><slb:Identifier>MONIQUE</slb:Identifier></slb:Tag></slb:Drop></slb:Location></slb:SearchResults><slb:SearchResults><slb:Region>QAHA</slb:Region><slb:Business><slb:BusinessUnit>802440000360</slb:BusinessUnit></slb:Business><slb:Customer><slb:CustomerId>1101517595216</slb:CustomerId></slb:Customer><slb:Account><slb:AccountId>8024400360065178</slb:AccountId><slb:Name><slb:First>CIS TEST</slb:First><slb:Last>TRANSFERS6</slb:Last></slb:Name><slb:Phone><slb:Home>9024842836</slb:Home></slb:Phone><slb:LineOfBusinessCount>5</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>TELEPHONY</slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Y</slb:Type><slb:TypeDescription>WIRELESS </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Identification><slb:TaxIdentifier>XXXXXXXXX</slb:TaxIdentifier><slb:TaxType>X</slb:TaxType></slb:Identification><slb:Delinquency><slb:Status>C</slb:Status></slb:Delinquency></slb:Account><slb:Location><slb:LocationId>11222010200191</slb:LocationId><slb:Type>AA</slb:Type><slb:TypeDescription>Residence</slb:TypeDescription><slb:Address><slb:Line1>7 REGRESSION TESTING ST</slb:Line1><slb:City>HALIFAX</slb:City><slb:State>NS</slb:State><slb:PostalCode>112220102</slb:PostalCode></slb:Address><slb:LineOfBusinessCount>4</slb:LineOfBusinessCount><slb:LineOfBusiness><slb:Type>C</slb:Type><slb:TypeDescription>VIDEO </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>I</slb:Type><slb:TypeDescription>HSD </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>T</slb:Type><slb:TypeDescription>VOICE </slb:TypeDescription><slb:Status>A</slb:Status></slb:LineOfBusiness><slb:LineOfBusiness><slb:Type>Z</slb:Type><slb:TypeDescription>SECURITY </slb:TypeDescription><slb:Status>N</slb:Status></slb:LineOfBusiness><slb:Drop><slb:Tag slb:Index="1"><slb:Identifier>MONIQUE</slb:Identifier></slb:Tag></slb:Drop></slb:Location></slb:SearchResults></slb:RetrieveAccountResponse></soapenv:Body></soapenv:Envelope>
Eastlink Account retrieve with locationId
2020-10-23T14:56:27.000Z
.*$
9/9/43 12:00 AM/PM 9/17/88 12:00 AM/PM 11/21/48 12:00 AM/PM
select the time after the date
2017-10-31T22:47:24.000Z
Regex for Bolivian phones (without +)
^((00|0)?591[2467]{1}[0-9]{6,7})$
Bolivian Phones
2023-10-04T09:26:20.000Z
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Validate name or last-name
2021-05-26T14:35:46.000Z
This Regex parse whats-app messages to 4 groups: Group1- Date (dd/mm/yyyy) Group2- Time (hh:mm) Group3- Author/Sender (name or phone number) Group4- Chat (actual chat data)
(\d{2}\/\d{2}\/\d{4}),\s(\d(?:\d)?:\d{2})\s-\s([^:]*):\s(.*?)(?=\s*\d{2}\/|\$)
29/09/2018, 22:29 - ืžื™ืœื”: ื”ืขื‘ื™ืจื• ื‘ืงื‘ื•ืฆื•ืช ืฉืœื›ื ืœื—ื‘ืจื™ื, ื”ื•ื“ืขื” ืžืจื•ืคื *ืžืื™ื›ื™ืœื•ื‘* - ืื ื™ ืžื—ืคืฉ ื’ื‘ืจ ื‘ืขืœ ืกื•ื’ ื“ื AB+ ื‘ืœื‘ื“, ืœืชืจื•ืžืช ื“ื, ื›ื“ื•ืจื™ื•ืช ืœื‘ื ื•ืช, ืœื™ืœื“ ื”ื ืœื—ื ืขืœ ื—ื™ื™ื• - ืœื•ืงืžื™ื”. ื”ื™ืœื“ ืขืœ ื”ืงืฆื” ืžืžืฉ, ืชืคืขื™ืœื• ืืช ืงืฉืจื™ื›ื ื”ื—ื‘ืจืชื™ื™ื, ื‘ื•ืื• ื ื ืกื” ืœืขืฉื•ืช ื˜ื•ื‘. ืชื•ื“ื”. ื“"ืจ ืื™ืœืŸ. +972 54-440-3854 30/09/2018, 07:37 - ื•ืจื“: ื‘ื™ื•ื ืฉืœื™ืฉื™ ื”ืงืจื•ื‘ .ืžืฉืขื” 8-17 ืชื—ืกื ื›ื ื™ืกื” ื’' . ื’ื ื‘ืชื•ืš ื”ื“ื™ืจื•ืช ืืกื•ืจ ื™ื”ื™ื” ืœื”ืฉืืจ. ืชื•ื“ื” ืขืœ ืฉื™ืชื•ืฃ ื”ืคืขื•ืœื” .ื ื ืœื™ื™ื“ืข ืืช ื”ื“ื™ื™ืจื™ื . ื—ื’ ืฉืžื— 26/08/2019, 20:28 - +972 54-477-1234: ืขืจื‘ ื˜ื•ื‘ ืœื›ืœ ืžื™ ืฉื˜ืจื ื”ืขื‘ื™ืจ ืœื•ืขื“ ื”ื‘ื™ืช ืืช ื—ืœืงื• ื‘ืชืฉืœื•ื ืœืขื•ืจืš ื”ื“ื™ืŸ ืื ื ืขืฉื• ื–ืืช ื ื™ืชืŸ ืœื”ืขื‘ื™ืจ ืžื—ืจ . 26/08/2019, 20:32 - ื™ื•ืจื ื›ื”ืŸ(ื›ื ื™ืกื” ื‘'): ื.ื›ืžื” ื”ืชืฉืœื•ื ื”ืจืืฉื•ืŸ . ื‘. ืืคืฉืจ ืžื—ืจ ื‘ืคื’ื™ืฉื” ืœืงื‘ืœ ืžืฆื‘ ื—ืฉื‘ื•ืŸ ืฉืœ ื”ื•ืขื“ 04/09/2019, 12:46 - +972 54-368-7925: ืฉืœื—ืชื™ ืœื›ื ืžื™ื™ืœ ื”ื‘ื•ืงืจ 04/09/2019, 12:46 - +972 54-477-9495: ืžื—ืจ ื”ื”ืชืงื ื” 04/09/2019, 12:47 - +972 54-477-4395: IMG-20190904-WA00353.jpg (file attached) 04/09/2019, 12:48 - +972 53-973-7566's security code changed. Tap for more info. 04/09/2019, 12:49 - ืกื™ื’ืœ: ืชื•ื“ื” 04/09/2019, 13:20 - +972 54-480-9365: ื”ื™ ื–ื” ื›ื•ืœืœ ืžื ืขื•ืœ ืจื‘ ื‘ืจื™ื— ืขื ืžืคืชื—ื•ืช ื—ื“ืฉื™ื?.. 04/09/2019, 13:57 - +972 54-477-8795: ืื ื™ ืžื ื™ื— ืฉื›ืŸ
WhatsappMsgParser
2019-10-09T15:09:51.000Z
match #2
(v?=?)([\w|\-]{11})
get youtube vid ID
2014-12-16T00:49:27.000Z
https://en.wikipedia.org/wiki/List_of_postal_codes_in_Austria
^[1-9]{1}[0-9]{3}$
2034
Austrian zip code
2015-10-15T08:46:32.000Z
Are you pissed off with your regular expression homework? well then. here is the answer. ^([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))\.([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))\.([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))\.([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))$
^([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))\.([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))\.([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))\.([0-9]|[1-9][0-9]|1([0-9][0-9])|2([0-4][0-9]|5[0-5]))$
IP address a.b.c.d form with range from 0 to 255 for each letters
2015-12-29T05:22:04.000Z
A good enough, nonrigorous expression
^[- +()]*[0-9][- +()0-9]*$
Phone number
2016-08-28T23:43:30.000Z
(^[putdn])(_[a-zA-Z]+?[a-zA-Z0-9]*)(\.[a-zA-Z0-9]+)?(.Delta|.Snapshot|.Event)(D|W|M|BM|Q|Y)?(_v\d+.\d+)(_\d{4,8})?(_D\d+)(_[a-zA-Z]+[a-zA-Z0-9]*)
p_SPEC.operation.DeltaD_v13.0_20181110_D1_sourceSystemA.zip p_SPEC.operation.DeltaD_v13.0_20181110_D1_sourceSystemA.zip p_SPEC.operation.DeltaD_v13.0_20181110_D1_sourceSystemA_A_N10_packageName p_SPEC.operation.Delta_v13.0_20181110_D1_sourceSystemA.zip p_SPEC.Delta_v13.0_20181110_D1_sourceSystemA.zip p_SPEC.Delta_v13.0_20181110_D1.zip
DHub filename parsing
2018-12-03T13:05:30.000Z
Regex for MM/DD/YYYY week
^(?P<begin>\d{2}\/\d{2}\/\d{4})\s\-\s(?P<end>\d{2}\/\d{2}\/\d{4})$
08/17/2020 - 08/23/2020
Week Regex
2020-08-09T06:55:36.000Z
u'([^\\,]+)\\t([^\\]*)\\t([\w]+[\d]+)\\t([^\\]*)\\t((Iub)?[^\\]*IubLink=([^\\]*)|)\\t([^\\']*)
[nrun2rtst@scp-1-scripting(HouseStark) ~]$ ./cliV1.py "cmedit get * UtranCell.(UtranCellId,administrativeState,iubLinkRef,operationalState) -t" WARNING:enmscripting.private.session:On scripting VM, URL and credentials parameters will be ignored [u'SubNetwork,SubNetwork,MeContext,ManagedElement,RncFunction,UtranCell', u'NodeId\tRncFunctionId\tUtranCellId\tadministrativeState\tiubLinkRef\toperationalState', u'BTW01R1\t1\tWSO6011\tLOCKED\t\t', u'BTW01R1\t1\tWSO6012\tLOCKED\t\t', u'CAPEVOR1\t1\t6601W21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W23\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W24\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W31\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W32\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W33\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601W34\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR1\t1\t6601X11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X23\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601X24\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR1\t1\t6601Y11\tUNLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tENABLED', u'CAPEVOR1\t1\t6601Y12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR1\t1\t6601Y13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR1\t1\t6601Y14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR1\t1\tCAPTIVE11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR1\t1\tCAPTIVE12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR1\t1\tCAPTIVE21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR1\t1\tCAPTIVE22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR1\t1\tCAPWCDMA11\tUNLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tENABLED', u'CAPEVOR1\t1\tCAPWCDMA12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR1\t1\tCAPWCDMA13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR1\t1\tCAPWCDMA14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR1\t1\tLTEG211\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=LTEG2\tDISABLED', u'CAPEVOR1\t1\tLTEG212\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=LTEG2\tDISABLED', u'CAPEVOR1\t1\tLTEG213\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=LTEG2\tDISABLED', u'CAPEVOR1\t1\tMIXED11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=MIXED\tDISABLED', u'CAPEVOR1\t1\tMIXED12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=MIXED\tDISABLED', u'CAPEVOR1\t1\tMIXED13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=MIXED\tDISABLED', u'CAPEVOR1\t1\tMIXED14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=MIXED\tDISABLED', u'CAPEVOR1\t1\tNode_B_11_S3C1\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_11\tDISABLED', u'CAPEVOR1\t1\tNode_B_11_S3C2\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_11\tDISABLED', u'CAPEVOR1\t1\tNode_B_11_S3C3\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_11\tDISABLED', u'CAPEVOR1\t1\tNode_B_11_S3C4\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_11\tDISABLED', u'CAPEVOR1\t1\tNode_B_12_S2C1\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_12\tDISABLED', u'CAPEVOR1\t1\tNode_B_12_S2C2\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_12\tDISABLED', u'CAPEVOR1\t1\tNode_B_12_S2C3\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_12\tDISABLED', u'CAPEVOR1\t1\tNode_B_12_S3C1\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_12\tDISABLED', u'CAPEVOR1\t1\tNode_B_12_S3C2\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_12\tDISABLED', u'CAPEVOR1\t1\tNode_B_12_S3C3\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Node_B_12\tDISABLED', u'CAPEVOR1\t1\tSWIPS11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_SWIPS\tDISABLED', u'CAPEVOR1\t1\tW320621\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPEVOR1\t1\tW320622\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPEVOR1\t1\tW320631\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPEVOR1\t1\tW320632\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPEVOR1\t1\tW3CAP11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W3CAP\tDISABLED', u'CAPEVOR1\t1\tW3CAP12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W3CAP\tDISABLED', u'CAPEVOR1\t1\tW620211\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_W6202\tDISABLED', u'CAPEVOR1\t1\tWSWCAP71\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_WSWCAP\tDISABLED', u'CAPEVOR1\t1\tWU90010\tUNLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR1,ManagedElement=1,RncFunction=1,IubLink=Iub_WU900\tENABLED', u'CAPEVOR2\t1\t6601W21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W23\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W24\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W31\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W32\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W33\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601W34\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPEVOR2\t1\t6601X11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X23\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601X24\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPEVOR2\t1\t6601Y11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR2\t1\t6601Y12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR2\t1\t6601Y13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR2\t1\t6601Y14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPEVOR2\t1\tCAPTIVE11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR2\t1\tCAPTIVE12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR2\t1\tCAPTIVE21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR2\t1\tCAPTIVE22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPEVOR2\t1\tCAPWCDMA11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR2\t1\tCAPWCDMA12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR2\t1\tCAPWCDMA13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR2\t1\tCAPWCDMA14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPEVOR2\t1\tW3KR611\tUNLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3KR6\tDISABLED', u'CAPEVOR2\t1\tW3KR612\tUNLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPEVOR2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3KR6\tDISABLED', u'CAPW1R2\t1\t6601W21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W23\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W24\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W31\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W32\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W33\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601W34\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601W\tDISABLED', u'CAPW1R2\t1\t6601X11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X23\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601X24\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601X\tDISABLED', u'CAPW1R2\t1\t6601Y11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPW1R2\t1\t6601Y12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPW1R2\t1\t6601Y13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPW1R2\t1\t6601Y14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_6601Y\tDISABLED', u'CAPW1R2\t1\tCAPTIVE11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPW1R2\t1\tCAPTIVE12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPW1R2\t1\tCAPTIVE21\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPW1R2\t1\tCAPTIVE22\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPTIVES\tDISABLED', u'CAPW1R2\t1\tCAPWCDMA11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPW1R2\t1\tCAPWCDMA12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPW1R2\t1\tCAPWCDMA13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPW1R2\t1\tCAPWCDMA14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_CAPWCDMA\tDISABLED', u'CAPW1R2\t1\tLTEG211\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_LTEG2\tDISABLED', u'CAPW1R2\t1\tLTEG212\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_LTEG2\tDISABLED', u'CAPW1R2\t1\tLTEG213\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_LTEG2\tDISABLED', u'CAPW1R2\t1\tLTEG214\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_LTEG2\tDISABLED', u'CAPW1R2\t1\tMIXED11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_MIXED\tDISABLED', u'CAPW1R2\t1\tMIXED12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_MIXED\tDISABLED', u'CAPW1R2\t1\tMIXED13\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_MIXED\tDISABLED', u'CAPW1R2\t1\tMIXED14\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_MIXED\tDISABLED', u'CAPW1R2\t1\tMLTTEST11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_MLTTEST\tDISABLED', u'CAPW1R2\t1\tMLTTEST12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_MLTTEST\tDISABLED', u'CAPW1R2\t1\tNODEB1111\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_NODEB11\tDISABLED', u'CAPW1R2\t1\tNODEB1112\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_NODEB11\tDISABLED', u'CAPW1R2\t1\tNODEB1113\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_NODEB11\tDISABLED', u'CAPW1R2\t1\tNODEB1114\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_NODEB11\tDISABLED', u'CAPW1R2\t1\tW320621\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPW1R2\t1\tW320622\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPW1R2\t1\tW320631\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPW1R2\t1\tW320632\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3206\tDISABLED', u'CAPW1R2\t1\tW3CAP11\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3CAP\tDISABLED', u'CAPW1R2\t1\tW3CAP12\tLOCKED\tSubNetwork=RAN,SubNetwork=RNC,MeContext=CAPW1R2,ManagedElement=1,RncFunction=1,IubLink=Iub_W3CAP\tDISABLED', u'', u'135 instance(s)'] [nrun2rtst@scp-1-scripting(HouseStark) ~]$
Haluk celllist
2019-10-07T05:15:59.000Z
(whore)|(masturbate)|(dildo)|(fuck)|(hooker)|(sex)|(blowjob)|(cock)|(anal\s)|(pussy)|(jizz)|(twat)|(busty)|(slut)
We continue with our 13th series of Evening Talks. Thursday 27th October 2016 Bob House. How you think is more important than what you know. Would you think that an educational approach that does not aim to impart specific content, but rather to develop thinking skills, would be a good approach to 21st century learning? Philosophy for Children (P4C) is just such an approach. It bases teaching and learning on philosophical enquiry and questioning. Bob House, former CEO SAPERE, will explain how it works and what its impact is, especially on children from disadvantaged backgrounds. SAPERE is a charity that trains 4,000 UK teachers a year in adopting P4C. http://www.sapere.org.uk/ Tuesday 29th November 2016 Michael Schluter. Economics, Relationships and Creating a Just Society. Should we organise our family and social relationships to serve the interest of the economy, or organise the economy to serve the interests of just and stable relationships? If the latter, what changes need to be made in the area of business and finance to achieve the relational outcomes we desire? www.relational-analytics.com Wednesday 18th January 2017 Intermission Youth Theatre perform Verona Road. Romeo and Juliet love each other but their familiesโ€™ war over postcodes may tear them apart. Based on Shakespeareโ€™s 'Romeo and Juliet', 'Verona Road' tackles gang culture, postcode rivalry and peer pressure. http://www.intermissionyouththeatre.co.uk/ Tuesday 7th February 2017 Henry Wigan & Alex Pitt. Why Impact Wins. Mustard Seed is an impact venture capital firm that seeks to solve some of the world's biggest social and environmental problems. It has backed the likes of What3Words: a global address system for the 4bn unaddressed, and Winnow Solutions: a technology company that seeks to reduce the 1 trillion dollars of food wasted annually. Mustard Seed believes that by investing in the most innovative impact ventures it can in fact generate higher, rather than lower economic returns for investors. http://mustardseedimpact.com/ Thursday 23rd March 2017 Charles Wookey & Laura Turkington. Is โ€œBusiness Purposeโ€ a fad or the future? Can a focus on purpose help reconnect business and society? Charles Wookey, CEO of Blueprint for Better Business and Laura Turkington from Vodafone will explore some challenges and opportunities. www.blueprintforbusiness.org The talks will be held at 37 Fleet Street. Talks are preceded by drinks from 6pm for a 6.45pm start. The talk and questions take less than an hour, with plenty of opportunity for informal discussion afterwards. If you would like to attend any of the events please contact Petina Trevett on 020 7353 4522 or [email protected] stating which event(s) you would like to come to. www.hoaresbank.co.uk [email protected] You have opted in for event email invitations. You may opt-out from receiving details of events at any time. If you wish to do this, please click here. ________________________________________ C. Hoare & Co. is authorised by the Prudential Regulation Authority (PRA) and regulated by the Financial Conduct Authority (FCA) and the Prudential Regulation Authority with firm reference number 122093. The FCAโ€™s address is 25 The North Colonnade, Canary Wharf, London E14 5HS. C. Hoare & Co. is registered in England no. 240822. Registered office 37 Fleet St, London EC4P 4DQ. This message and attachments are confidential, and are sent for the personal attention of the addressee(s). If you are not the intended recipient, any use, disclosure or copying of this document is unauthorised. Information transmitted by email may be intercepted, lost, destroyed, corrupted or delayed and as a result, C. Hoare & Co. does not accept responsibility for any errors or omissions in the content of this message. If the content of this message is of a personal nature, the email will have been sent in a personal capacity and not on behalf of C. Hoare & Co.. C. Hoare & Co. may monitor all incoming and outgoing emails in line with current legislation. Although emails are screened for viruses, C. Hoare & Co. cannot guarantee that any transmissions will be virus free. ________________________________________
Reg2
2016-09-16T14:10:48.000Z
(\S+)=["']?((?:.(?!["']?\s+(?:\S+)=|[>"']))+.)["']?
input type="hidden" name="transactionId" id="transactionId" value="IS2301066344"
Regular expression for extracting HTML tag attributes
2014-12-07T08:25:17.000Z
^(xn[-]{2,})?(.*)(\..*)$
domain2=@_.com my-domain3?$.com my---domain3?$.com !:domain3?$.com ;,ใฉใ‚‹domain7.com &)ใฉใ‚‹domain6^`.com 5)my$$$domain4.com **my--domain5--.com **my--do--main8--.com **my---do--main8--.com xn-$domain15--.com xn-$do--main11--.com xn$$do--main12--.com ใ‚ใ‚Œใฃใใ™.club xn--domain13--.com xn---domain14--.com xn--ztt861f.xn--rhqv96g xn-----7i8a8a5job0h.xn--1ck2e1b xn-----5i4a8a4job0h.xn--1ck2e1b xn-----3i4a8c4hob1h.xn--1ck2e1b xn-----3i4a8c4hob1h.xo xn--do--main9--.xn--gdfkg5454--4cx54----)ร -รจ)-(ร fglkdfkgldk xn---do--main10--.com xn--domain6`.xn--com
selling ndd
2018-08-07T12:53:32.000Z
\$\{(?!p\.)([^}]*?\.(?:description|input|label))\}
${person.label} ${taco.input} ${person.description} ${p.person.label} ${taco.something} ${test-dash.description} ${test_underscore.input} ${999.label}
Workflow field converter
2016-03-10T22:09:00.000Z
Handle all condition for ipv6 example: 1) FE80::8329 2) FE80::FFFF:8329 3) FE80::B3FF:FFFF:8329 4) FE80::0202:B3FF:FFFF:8329 5) FE80::0000:0202:B3FF:FFFF:8329 6) FE80::0000:0000:0202:B3FF:FFFF:8329 7) FE80:0000:0000:0000:0202:B3FF:FFFF:8329
^((([0-9A-Fa-f]{1,4}:){1,6}:)|(([0-9A-Fa-f]{1,4}:){7}))([0-9A-Fa-f]{1,4})$
FE80:0000:0000:0000:0202:B3FF::8329
ipv6 Validation
2015-09-04T16:46:52.000Z
\[(.+)?\] (.+?) (S\d* )?- (\d+) \[(.+)\]
[HorribleSubs] Fate Kaleid Liner PRISMA ILYA - 01 [720p] [HorribleSubs] Akame ga Kill! - 02 [720p].mkv [HorribleSubs] Aldnoah Zero - 08 [720p] [HorribleSubs] Deadman Wonderland - 02 [720p] [HorribleSubs] Tokyo Ghoul Root A - 01 [720p] [HorribleSubs] Sword Art Online II - 02 [1080p] [HorribleSubs] Yahari Ore no Seishun Love Come wa Machigatteiru Zoku - 07 [720p].mkv [HorribleSubs] Love Live! S2 - 02 [720p] [HorribleSubs] Fairy Tail S2 - 02 [720p].mkv
Extract info from anime filename
2015-05-26T20:40:52.000Z
Remove bold pairs in markdown text
\*\*(?=)
I'm searching for **my 12 funny** words *inside my* unfunny text
Remove bold markdown
2021-04-20T23:33:43.000Z
# Website finder Author: Bryan Hu ## What does this does This can give you very useful information about the sites this regex extracts. It can extract the main domains of a variety of sites, give you useful information such as suffix, main domain name, and slash-extensions (i dunno what they are called). But remember: **all of this in a *single regex*.** ## How can I use this Use this all you want, no credit needed. ### Examples of usage + Finding links and getting information + Extracting all the links on a page + To be copied (Yeah, cuz why not?) ## Can I leave now? There's nothing more to read. You can go!
(([\w\.]+)(\.[^/\n]+)\/?(.*\/?)*)
google.map.com google.com youtube.com/die_bro y0ut_ube.com tmall.com tmall.com/yo/got/mail facebook.com facebook.com baidu.com baidu.com qq.com qq.com sohu.com sohu.com login.tmall.com login.tmall.com taobao.com taobao.com yahoo.com yahoo.com JD.com JD.com JD.com JD.com jd.com jd.com amazon.com amazon.com sina.com sina.com weibo.com weibo.com pages.tmall.com pages.tmall.com live.com live.com reddit.com reddit.com netflix.com netflix.com xinhuanet.com xinhuanet.com Okezone.com Okezone.com Okezone.com Okezone.com okezone.com okezone.com blogspot.com blogspot.com office.com office.com microsoft.com microsoft.com vk.com vk.com csdn.net csdn.net instagram.com instagram.com alipay.com alipay.com bing.com bing.com google.com google.com bongacams.com bongacams.com microsoftonline.com microsoftonline.com livejasmin.com livejasmin.com tribunnews.com tribunnews.com twitter.com twitter.com stackoverflow.com stackoverflow.com naver.com naver.com Amazon.com Amazon.com Amazon.com Amazon.com aliexpress.com aliexpress.com ebay.com ebay.com
Multilingual Website finding, information-extractive, regex. VERY USEFUL. NO CREDIT NEEDED
2020-06-30T01:09:16.000Z
(pozo|construcci[oรณ]n|en obra)
Hermoso departamento 3 ambientes al frente , muy luminoso con vista panoramica . Cocina integrada , baรฑo completo , balcon aterrazado vidriado con cerramientos 3e. Agua caliente central , Abl: $ 276.-A 1 cuadra de Av. Rivadavia al 2600 y a 2 de Av. Pueyrredon , Subte A , Trenes , Ramales de Colectivos. A 2 cuadras del Shopping Spinetto. A pocas cuadras del Congreso de la Naciรณn. .Informaciรณn Adicional: Monto de las expensas: 1900Gas naturalGas naturalCaracterรญsticas y servicios del edificio: Agua corrienteElectricidadGas natural ID: 221464 ultima planta
Pozo
2020-10-13T00:06:55.000Z
Transforms an ISO date (YYY-MM-DD) into a French format date (DD/MM/YYYY). Substituteย : D$3/$2/$1
^D(\d*)-(\d*)-(\d*)$
!Type:Bank D2023-11-20 T-43.51 PCARTE 19/11/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-11-20 T-48.30 PCARTE 19/11/23 Microsoft*Store CB*0906 LMultimedia ร  domicile (TV, internet, tรฉlรฉphonieโ€ฆ) ^ D2023-11-20 T-292.40 PCARTE 17/11/23 DOCTEUR ROUX 4 CB*0906 LMรฉdecins et frais mรฉdicaux ^ D2023-11-17 T7.95 PVIR SEPA MHN P PREST SANTE LRemboursements frais de santรฉ ^ D2023-11-17 T-15.40 PCARTE 16/11/23 JOUR SAS GABEST 4 CB*0906 LTransports longue distance (avions, trainsโ€ฆ) ^ D2023-11-16 T-94.38 PCARTE 12/11/23 NEGOSTOCK CB*0906 LMobilier, รฉlectromรฉnager, dรฉcorationโ€ฆ ^ D2023-11-16 T-10.40 PCARTE 15/11/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-11-15 T14.05 PVIR SEPA CPAM DE L OISE LRemboursements frais de santรฉ ^ D2023-11-15 T-2.22 PCARTE 14/11/23 INTERMARCHE HERM CB*0906 LAlimentation ^ D2023-11-15 T-18.00 PPRLV SEPA KLESIA SA LEpargne financiรจre (retraite, prรฉvoyance, PEA, assurance-vieโ€ฆ) ^ D2023-11-14 T-51.90 PCARTE 13/11/23 INTER VALANGY CB*0906 LAlimentation ^ D2023-11-14 T-2.47 PCARTE 11/11/23 SAS VALANGY CB*0906 LAlimentation ^ D2023-11-13 T-73.64 PCARTE 11/11/23 INTER VALANGY CB*0906 LAlimentation ^ D2023-11-13 T-3.40 PCARTE 11/11/23 HHSD SARL 4 CB*0906 LNon catรฉgorisรฉ ^ D2023-11-13 T-5.90 PCARTE 10/11/23 AQUASPACE 2 CB*0906 LClub / association (sport, hobby, artโ€ฆ) ^ D2023-11-13 T-26.50 PCARTE 10/11/23 DR V DUFOUR CB*0906 LMรฉdecins et frais mรฉdicaux ^ D2023-11-10 T40.45 PVIR SEPA MHN P PREST SANTE LRemboursements frais de santรฉ ^ D2023-11-10 T-10.40 PCARTE 09/11/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-11-08 T-119.00 PCARTE 06/11/23 PAYPAL *GRANULESE CB*0906 LVie quotidienne ^ D2023-11-07 T-6.77 PCARTE 06/11/23 LA POSTE 604390 CB*0906 LVie Quotidienne - Autres ^ D2023-11-07 T-26.55 PCARTE 04/11/23 JARDIN DE L INDE CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-11-06 T-40.45 PCARTE 03/11/23 DR LUCAS-GOURDET CB*0906 LMรฉdecins et frais mรฉdicaux ^ D2023-11-06 T-34.86 PPRLV SEPA EURO-ASSURANCE LAssurances (Auto/Moto) ^ D2023-11-06 T-43.18 PPRLV SEPA MATMUT ROUEN LAssurances (Auto/Moto) ^ D2023-11-03 T-29.70 PCARTE 02/11/23 GIBROCA 9 CB*0906 LBricolage et jardinage ^ D2023-11-03 T-87.48 PCARTE 01/11/23 LE COMPTOIR DU MA CB*0906 LMobilier, รฉlectromรฉnager, dรฉcorationโ€ฆ ^ D2023-11-01 T-2035.88 PVIR SEPA BNP COMMUN LVirements รฉmis ^ D2023-10-31 T-10.90 PCARTE 30/10/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-10-31 T-81.23 PCARTE 28/10/23 SAS LUDIVAN CB*0906 LAlimentation ^ D2023-10-30 T-20.50 PCARTE 28/10/23 GIBROCA 9 CB*0906 LBricolage et jardinage ^ D2023-10-30 T-4.97 PCARTE 26/10/23 SAS VALANGY CB*0906 LAlimentation ^ D2023-10-30 T-75.04 PPRLV SEPA Orange SA LTรฉlรฉphonie (fixe et mobile) ^ D2023-10-30 T-14.99 PPRLV SEPA Orange SA-ORANGE LTรฉlรฉphonie (fixe et mobile) ^ D2023-10-30 T-50.00 PPRLV SEPA BNP PARIBAS SA LFrais Professionnel ^ D2023-10-27 T-6.25 PCARTE 26/10/23 SNCF RESEAU 4 CB*0906 LTransports longue distance (avions, trainsโ€ฆ) ^ D2023-10-27 T3543.35 PVIR SEPA SNCF RESEAU LFrais Professionnel ^ D2023-10-26 T-15.40 PCARTE 25/10/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-10-26 T-1.50 PCARTE 25/10/23 NYA*COMPASS GROUP CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-10-23 T-22940.00 PVIR Virement interne depuis BoursoBank LVirements รฉmis de comptes ร  comptes ^ D2023-10-23 T20000.00 PVIR Virement interne depuis COMPTE S LVirements reรงus de comptes ร  comptes ^ D2023-10-23 T-7.50 PCARTE 21/10/23 GIBROCA 9 CB*0906 LBricolage et jardinage ^ D2023-10-23 T-16.00 PCARTE 20/10/23 SAINT ALGUE CB*0906 LBien-รชtre et soins (coiffeur, parfumsโ€ฆ) ^ D2023-10-20 T-646.02 PCARTE 19/10/23 DARTY MKTPLACE 4 CB*0906 LElectronique et informatique ^ D2023-10-18 T-5.90 PCARTE 17/10/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-10-18 T-10.00 PVIR CREATION COMPTE LVirements รฉmis de comptes ร  comptes ^ D2023-10-17 T-20000.00 PVIR INVESTISSEMENT INITIAL LVirements รฉmis ^ D2023-10-16 T23000.00 PVIR Virement interne depuis COMPTE S LVirements reรงus de comptes ร  comptes ^ D2023-10-16 T-12000.00 PVIR Versement initial LDD LVirements รฉmis de comptes ร  comptes ^ D2023-10-16 T12000.00 PVIR Virement interne depuis COMPTE S LVirements reรงus de comptes ร  comptes ^ D2023-10-16 T-15.80 PCARTE 13/10/23 ANNAUTO CB*0906 LCarburant ^ D2023-10-16 T-26.55 PCARTE 13/10/23 JARDIN DE L INDE CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-10-16 T-88.60 PCARTE 13/10/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-10-13 T-5.60 PCARTE 11/10/23 GRAND FRAIS CB*0906 LAlimentation ^ D2023-10-13 T-18.00 PPRLV SEPA KLESIA SA LEpargne financiรจre (retraite, prรฉvoyance, PEA, assurance-vieโ€ฆ) ^ D2023-10-12 T-7.67 PCARTE 11/10/23 SNCF RESEAU 4 CB*0906 LTransports longue distance (avions, trainsโ€ฆ) ^ D2023-10-11 T-2.93 PCARTE 09/10/23 SAS VALANGY CB*0906 LAlimentation ^ D2023-10-10 T-2.55 PCARTE 07/10/23 SAS VALANGY CB*0906 LAlimentation ^ D2023-10-09 T17.61 PAVOIR 06/10/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-10-09 T-2.90 PCARTE 06/10/23 FEUILLETTE CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-10-09 T-11.80 PCARTE 06/10/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-10-09 T-119.80 PCARTE 06/10/23 GIBROCA 9 CB*0906 LBricolage et jardinage ^ D2023-10-09 T-83.49 PCARTE 06/10/23 Carrefour locat 4 CB*0906 LAlimentation ^ D2023-10-06 T-13.50 PCARTE 05/10/23 SALAI CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-10-06 T-8.00 PCARTE 04/10/23 PHOTOMATON 2 CB*0906 LVie Quotidienne - Autres ^ D2023-10-05 T-4.26 PCARTE 04/10/23 INTERMARCHE 05 CB*0906 LAlimentation ^ D2023-10-05 T-10.40 PCARTE 04/10/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-10-05 T-40.76 PPRLV SEPA EURO-ASSURANCE LAssurances (Auto/Moto) ^ D2023-10-05 T-43.18 PPRLV SEPA MATMUT ROUEN LAssurances (Auto/Moto) ^ D2023-10-04 T-3.72 PCARTE 03/10/23 LA POSTE BOUTIQU CB*0906 LVie Quotidienne - Autres ^ D2023-10-03 T17.16 PAVOIR 02/10/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-10-03 T-61.83 PCARTE 30/09/23 LE COMPTOIR DU MA CB*0906 LMobilier, รฉlectromรฉnager, dรฉcorationโ€ฆ ^ D2023-10-02 T-80.00 PVIR INST BONNELLIER ARTHUR LVirements รฉmis ^ D2023-10-02 T-8.00 PCARTE 30/09/23 Cinema CGR 4 CB*0906 LDivertissement - culture (cinรฉ, thรฉรขtre, concertsโ€ฆ) ^ D2023-10-02 T-6.20 PCARTE 28/09/23 SNC CLACOR CB*0906 LNon catรฉgorisรฉ ^ D2023-10-02 T-2035.88 PVIR SEPA BNP COMMUN LVirements รฉmis ^ D2023-10-02 T-14.99 PPRLV SEPA Orange SA-ORANGE LTรฉlรฉphonie (fixe et mobile) ^ D2023-10-02 T-74.99 PPRLV SEPA Orange SA LTรฉlรฉphonie (fixe et mobile) ^ D2023-09-29 T-10.40 PCARTE 28/09/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-09-28 T-11.40 PCARTE 27/09/23 BOULANGERIE SAIN CB*0906 LAlimentation ^ D2023-09-28 T3504.55 PVIR SEPA SNCF RESEAU LFrais Professionnel ^ D2023-09-27 T-11.10 PCARTE 26/09/23 LA POSTE.FR CB*0906 LVie Quotidienne - Autres ^ D2023-09-26 T-3.30 PCARTE 23/09/23 E LECLERC CB*0906 LAlimentation ^ D2023-09-25 T-109.20 PCARTE 22/09/23 LE MONTE CRISTO CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-09-22 T-3.00 PCARTE 21/09/23 SELECTA SAS CB*0906 LAlimentation ^ D2023-09-22 T-0.68 PCARTE 20/09/23 GRAND FRAIS CB*0906 LAlimentation ^ D2023-09-19 T-96.13 PCARTE 15/09/23 INTER VALANGY CB*0906 LAlimentation ^ D2023-09-18 T40.99 PAVOIR 15/09/23 AMZ*Amazon.fr CB*0906 LLivres, CD/DVD, bijoux, jouetsโ€ฆ ^ D2023-09-15 T-9.90 PCARTE 14/09/23 ADEO*LEROY MERLIN CB*0906 LBricolage et jardinage ^ D2023-09-13 T-20.00 PCARTE 12/09/23 SNCF ARTHUR RIM 4 CB*0906 LTransports longue distance (avions, trainsโ€ฆ) ^ D2023-09-13 T-18.00 PPRLV SEPA KLESIA SA LEpargne financiรจre (retraite, prรฉvoyance, PEA, assurance-vieโ€ฆ) ^ D2023-09-12 T-5.30 PCARTE 10/09/23 SAS VALANGY CB*0906 LAlimentation ^ D2023-09-11 T-2.20 PCARTE 10/09/23 MHDR CB*0906 LNon catรฉgorisรฉ ^ D2023-09-11 T-57.87 PCARTE 08/09/23 LE COMPTOIR DU MA CB*0906 LMobilier, รฉlectromรฉnager, dรฉcorationโ€ฆ ^ D2023-09-07 T-43.50 PCHQ. N.8707465 LChรจques ^ D2023-09-05 T-7.50 PCARTE 02/09/23 LE COQ D OR CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-09-05 T-24.80 PCARTE 02/09/23 PAKOOH CB*0906 LRestaurants, bars, discothรจquesโ€ฆ ^ D2023-09-05 T-37.57 PCHQ. N.8707466 LChรจques ^ D2023-09-05 T-34.55 PPRLV SEPA EURO-ASSURANCE LAssurances (Auto/Moto) ^ D2023-09-05 T-43.18 PPRLV SEPA MATMUT ROUEN LAssurances (Auto/Moto) ^ D2023-09-04 T-242.23 PCARTE 02/09/23 AMZN Mktp FR*1U99 CB*0906 LLivres, CD/DVD, bijoux, jouetsโ€ฆ ^ D2023-09-04 T-40.99 PCARTE 02/09/23 Amazon.fr*1U25U64 CB*0906 LLivres, CD/DVD, bijoux, jouetsโ€ฆ ^ D2023-09-04 T-105.30 PCARTE 01/09/23 SARL LUCET CB*0906 LMรฉdecins et frais mรฉdicaux ^ D2023-09-04 T-87.85 PCARTE 30/08/23 INTER VALANGY CB*0906 LAlimentation ^ D2023-09-01 T-25.00 PCARTE 31/08/23 TIMBRE FISCAL 2 CB*0906 LImpรดts & Taxes - Autres ^ D2023-09-01 T-370.00 PVIR INST PHILIPPE POPULU LVirements รฉmis ^ D2023-09-01 T-2035.88 PVIR SEPA BNP COMMUN LVirements รฉmis ^
QIF date from ISO format to French format
2023-11-20T20:32:43.000Z
(?<=^|\s)(".*")+(?=$|\s)
hello "hello my name is Paul. I from Bobruisk trhjrthiruthurihtyruihyruithy"
Lb4 kavichek
2017-12-21T18:07:13.000Z
Get stuff inside <a> tags, which are between certain words
(?:startString|\G)[^<>]*+\K(?:<a>([^<>]++)</a>)(?=(?:(?!startString).)*?endString)
<a>I don't want this</a> startString test1 <a>I want this1</a> test2 <a>I want this2</a> endString gibberish <a>I don't want this</a> startString test1 <a>I want this3</a> test2 <a>I want this4</a> endString gibberish <a>I don't want this</a>
Get stuff inside <a> tags
2013-09-07T18:19:19.000Z
adf
regex demo
2014-12-31T11:00:18.000Z
^[0-9()\-+ ]+$
77
Simple
2013-10-12T10:33:24.000Z
UK Telephone Number REGEX no () and no spaces
^((^\+44)|^(4{2})|(^0{2}4{2})|(^0)|)([123789])\d{8,9}$
+44123456789 +441234567890 +44123456789 +441234567890 +447921040642 +441234567890 +44123456789 +44123456789 +441234567890 +44123456789 441234567890 44123456789 441234567890 447921040642 441234567890 44123456789 44123456789 441234567890 07921040642 0123456789 01234567890 0123456789 01234567890 01932867083 00441234567 0845121212 0044123456789 00441234567890 0123456789 01234567890 0123456789 01234567890 01932867083 00441234567 0044123456789 00441234567890 0044123456789 00441234567890 08006444454 4451925858 01420383091 112222222 111111111
UK TEL
2015-06-24T16:47:52.000Z
(?P<path>([a-zA-Z0-9_-]+\/)+)(?P<dimensions>[0-9]{1,4}x[0-9]{1,4})\/((?P<mode>[cs])\/)?((?P<quality>[0-9]{1,3})\/)?(?P<name>[a-zA-Z_\.-0-9]+\.[a-z]{3})
dev/earth/resized/100x100/s/70/earth.jpg dev/earth/resized/100x100/70/earth.jpg dev/earth/resized/100x100/s/earth.jpg dev/earth/resized/100x100/earth.jpg
AWS Image Resize
2018-05-30T16:07:49.000Z
Single character Yes Or No Accepts Y|N|y|n
^[nyNY]{1}$
Y or N
2016-06-23T16:08:43.000Z
replace multiple matches of words in brackets with no brackets
(is_granted\()\[(\W.+?)\]
"expr(not is_granted(['SITE_PERMISSION_VIEW_AUDIT_ANSWER_OPTIONS']) and not is_granted(['SITE_PERMISSION_CREATE_AUDITS']) and not is_granted(['SITE_PERMISSION_CREATE_AUDIT_TEMPLATES']))",
replace between brackets 3
2021-04-12T20:13:59.000Z
\b(?<word>\w+)\s+(\k<word>)\b
The the quick brown fox fox jumps over the lazy dog dog.
ไบŒๅ˜่ชž้€ฃ็ถš
2018-09-18T10:39:00.000Z
Remove ANSI Escape Code
\x1B(?:[@-Z\\-_]|\[[0-?]*[ -/]*[@-~])
Remove ANSI Escape Code
2023-11-05T12:19:19.000Z
^(([-+])?(\d+)?n)?\+?(\d+)?$
-2n+6
CSS nth child expressions
2018-06-25T09:54:54.000Z
(ะšะ†|ะšะ|ะŸะ†|ะ•ะบะš)-[0-9]{5}( ั. ั‚.)?
ะšะ†-16007 ะšะ-16007 ะŸะ†-16007 ะ•ะบะš-16007 ั. ั‚.
Group
2019-03-18T15:27:28.000Z
using recursion, atomic group http://stackoverflow.com/questions/26385984/recursive-pattern-in-regex
{([^{}]*+(?:(?R)[^{}]*)*+)}
matches: a plain string a string containing (matched parens) [matched brackets] and {matched braces} nested (parens (within) parens) nested [parens (within) brackets] ()()[({({[]})[({})]})] non-matches: (unbalanced parens ([balanced but misordered)]
balanced braces
2015-08-28T23:31:16.000Z
foo
<script>alert\(("\** [\p{L}]* \** [^)]*)\);<\/script>
Regex to replace alert
2015-02-10T05:08:26.000Z
(?#1st alternative : )a(?>bc|b)c|(?#2nd alternative : )\b(?>integer|insert|in)\b|(?#3rd alternative : )\b(integer|insert|in)\b|(?#4th alternative : )(?>ta|tala|talala)\b
Nom : Atomic Group Description : 1st Alternative (1er regex) : Test successivement les valeurs comprises dans la liste "Atomic Group" si a est trouvรฉ, on passe au groupe atomique, si bc est trouvรฉ, on passe ร  c, si c est trouvรฉ, l'expression match (Exemple 1 voir en bas de page). Sinon, si a est trouvรฉ, et que bc est trouvรฉ, on cherche donc c, c n'est pas trouvรฉ, l'expression ne match pas (Exemple 2). 2nd Alternative (2nd regex) : Pour notre seconde expressions on ร  d'abbord un classique \b indiquant qu'on ne veux pas de lettre en premiรจre position, puis si integer match, on passe directement ร  la fin du groupe atomic, sinon, le moteur de regex abandonne la recherche et retourne un รฉchec sans regarder les autres expressions du groupe raison pour laquelle l'exemple 3 ne matche rien bien qu'elle contienne l'expression 'in' contrairement ร  l'exemple 4 3rd Alternative : Enfin, notre troisiรจme expression va mettre en avant le principe de backtracking, gourmand en ressource et chronophage puisqu'il va d'abbord regarder s'il n'y ร  pas une lettre en premiรจre position, puis si integer match, il va regarder si l'on ร  pas une lettre en derniรจre position, si l'on ร  un lettre en derniรจre position alors le moteur de regex revient (backtrack) dans le groupe de capture (Capturing Group) pour regarder la seconde alternative, et ainsi de suite il va analyser toutes les alternatives jusqu'ร  en trouver une qui matche 4th Alternative : Le moteur de regex matche ta (Exemple 5) donc il sort du groupe et regarde ce qui est indiquรฉ ensuite : \b il ne doit pas y avoir de lettre ensuite ors, il y en ร  une, le 'l', l'expression rรฉguliรจre ne matche pas la chaรฎne rechercher, le moteur de template renvoi un รฉchec De maniรจre plus consise, le group atomic, s'arrรชte dรจs lors que la premiรจre expression du groupe ne match pas, c'est pourquoi il faut faire attention ร  l'ordre dans lequel on saisie les รฉlรฉments du group atomic en mettant d'abbord les chaรฎnes les plus longues (voir 2nd Alternative) et non pas les chaรฎnes les plus courtes (4th Alternative) Atomic group --> aprรจs avoir matchรฉ l'un des รฉlรฉments du groupe, on sort et on ne revient plus en arriรจre Capturing group --> On test toutes les alternatives avec autant de retour en arriรจre (backtracking) que nรฉcessaire jusqu'ร  matcher l'expression ou jusqu'ร  l'รฉchec Exemple 1 : abcc Exemple 2 : abc Exemple 3 : integers Exemple 4 : insert Exemple 5 : tala
ร‰tude - Atomic Grouping
2018-04-13T18:56:00.000Z
# **Regex validaรงรฃo nรบmero celular e fixo** - Somente nรบmeros nacionais - Com ou sem DDI 55 _(com ou sem + e/ou 00)_ - DDD obrigatรณrio _(com ou sem parรชnteses)_ - Com ou sem Dรญgito 9 - Com ou sem espaรงos vazios, hรญfens ou pontos entre os capture groups - Substitui pelos capture groups mantendo somente os nรบmeros no padrรฃo abaixo DDI+DDD+DรGITO+NรšMERO = 552198887777
^((?#DDI)(\+|00|\+00)?[\s\-\.]?(\(?[5]{2}\)?)?)?[\s\-\.]?((?#DDD)\(?0?([1-9]{2})\)?)[\s\-\.]?((?#Dรญgito)9)?[\s\-\.]?((?#Nรบmero)((?#Primeira Parte)[1-9][0-9]{3})[\s\-\.]?((?#Segunda Parte)[0-9]{4}))\s?$
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Regex de validaรงรฃo de nรบmero celular e fixo | PHP (PCRE2)
2022-07-18T06:26:57.000Z
Separation of bank statement description``
^(?:ach\sdebit\s|point\sof\ssale\sdebit\s)?(?:l\d{3}\s)?(?:TIME\s\d\d:\d\d\s[A|P]M\s*)?(?:DATE\s\d\d-\d\d\s)?([a-z-*'\s]+)(?:[\d\s]{15,}|\d{3}-?\d{3}-?\d{4}|#\w+)?
ACH Debit 5/3 MORTGAGE LN PAYMENT 017136000924355 Point of Sale Debit L340 TIME 08:37 AM DATE 04-26 JR GENERAL STORE CHARLOTTE NC Point of Sale Debit L343 TIME 07:02 PM DATE 04-25 AUTOZONE 4982 35CONCORD NC Point of Sale Debit L343 TIME 07:00 PM DATE 04-25 AUTOZONE 4982 35CONCORD NC Point of Sale Debit L340 DATE 04-25 ASF*ATA KARATE OF 800-5258967 ACH Debit GS Home Imp Fin 8669360602 017116001434401 Point of Sale Debit L343 TIME 07:56 AM DATE 04-27 AUTOZONE 4982 35CONCORD NC Point of Sale Debit L340 DATE 04-25 CHICK-FIL-A #01118CONCORD Point of Sale Debit L340 DATE 04-26 ANGELAS CONCORD Point of Sale Debit L340 DATE 04-25 ATA KARATE CONCORDCONCORD Check INCLEARING CHECK Point of Sale Debit L341 TIME 03:52 PM DATE 04-27 HARRIS TE 358 GEOCONCORD NC Point of Sale Debit L341 TIME 08:57 AM DATE 04-28 WALGREENS STORE 1CHARLOTTE NC Point of Sale Debit L340 DATE 04-26 CHICK-FIL-A #01118CONCORD Point of Sale Debit L340 DATE 04-27 HT EXPRESS LANE #6CONCORD
Separation of bank statement description
2017-08-01T19:45:34.000Z
(LEFT|RIGHT|CROSS)\s{0,}(INNER|OUTER){0,}\s{0,}JOIN.{0,}$|FROM.{0,}$
-------------------------------------------------------- -- INSERT PLACEHOLDER RECORDS (fill in query later) -------------------------------------------------------- INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('OPERATING STATION', 'ITGIS', 'COMP_OP_STN', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('CROSSING', 'ENGXING', 'CI_LOCATIONANDCLASSIFICATION', 'ASSET_PK', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('MILEPOST', 'EGIS', 'ENG_MPMARK', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('SWITCH', 'EGIS', 'ENG_SWITCH', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('TOWER', 'EGIS', 'ENG_TOWER', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('AEI SCANNER', 'ITGIS', 'COMP_AEI_SCNR', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('NSPD LOCATION', 'ITGIS', 'NSPD_LOCATIONS', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('NSPD POI', 'NSPD', 'NSPD_POI', 'ID', 'SHAPE', 'POINT', 'OK ', 'Y'); INSERT INTO ITGIS.GLOBALSEARCHMASTER (DISPLAYTYPE, XSCHEMA, XTABLE, XUIDCOLUMN, XSHAPECOLUMN, XSHAPETYPE, QUERYTEXT, ENABLED) VALUES ('MILEPOST 100S', 'ITGIS', 'ITGIS_MP100S', 'OBJECTID', 'SHAPE', 'POINT', 'OK ', 'Y'); -------------------------------------------------------- -- UPDATE ACTUAL QUERIES -------------------------------------------------------- /* ITGIS.COMP_OP_STN */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT cos.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM ITGIS.COMP_OP_STN cos CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( cos.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT cos.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM ITGIS.COMP_OP_STN cos CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( cos.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT cos.OBJECTID, usc.STATE, usc.COUNTY FROM ITGIS.COMP_OP_STN cos CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, cos.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT cos.OBJECTID, uscb.NAME CITY FROM ITGIS.COMP_OP_STN cos CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, cos.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID cos.OBJECTID, --XUID UPPER(cos.TCNTRL_STN_NAME), --SEARCHTEXT UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(cos.PREFIX), TRIM(cos.SUFFIX), cos.MP, nfsac.DISTRICT, nfsac.BRANCH)), --DISPLAYTEXT SDO_CS.MAKE_2D ( cos.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( cos.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( cos.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT UPPER(cos.POSTAL_CD), --ZIPCODE UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(COALESCE(CAST(cos.ST_ABBR AS NVARCHAR2(2)),CAST(countyMatches.STATE AS NVARCHAR2(2)))), --STATE UPPER(COALESCE(nd.DIVNAME,nsd.DIVNAME)), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(TRIM(cos.PREFIX),TRIM(cos.SUFFIX),cos.MP)), --MILEPOST UPPER(TRIM(cos.PREFIX)), --MP_PREFIX cos.MP, --MP_NUMBER UPPER(TRIM(cos.SUFFIX)), --MP_SUFFIX UPPER(cos.TCNTRL_STN_NAME), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM ITGIS.COMP_OP_STN cos LEFT JOIN nsdMatches nsd ON cos.OBJECTID = nsd.OBJECTID LEFT JOIN nrzMatches nrz ON cos.OBJECTID = nrz.OBJECTID LEFT JOIN cityBoundaryMatches ON cos.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON cos.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON cos.DIVCODE = nd.DIVCODE LEFT JOIN NFSAPP.CONTROL nfsac ON(ITGIS.MAKE_LINEID(cos.DIVCODE, cos.PREFIX, cos.SUFFIX) = nfsac.LINE_ID AND cos.MP BETWEEN nfsac.LMP AND nfsac.HMP) CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, cos.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'ITGIS' AND XTABLE = 'COMP_OP_STN' AND 1 = 1; /* ENGXING.DOTLIST */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = TO_CLOB(q'[ WITH nsdMatches AS ( SELECT cils.CROSSINGID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM ENGXING.CI_LOCATIONANDCLASSIFICATION cils CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE(cils.SHAPE, nsd.SHAPE, 'mask = anyinteract') = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT cils.CROSSINGID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM ENGXING.CI_LOCATIONANDCLASSIFICATION cils CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE(cils.SHAPE, nrz.SHAPE, 'mask = anyinteract') = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT cils.CROSSINGID, usc.STATE, usc.COUNTY FROM ENGXING.CI_LOCATIONANDCLASSIFICATION cils CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE(usc.SHAPE, cils.SHAPE, 'mask = anyinteract') = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT cils.CROSSINGID, uscb.NAME CITY FROM ENGXING.CI_LOCATIONANDCLASSIFICATION cils CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE(uscb.SHAPE, cils.SHAPE, 'mask = anyinteract') = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID cils.ASSET_PK, CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(cior.PRFXMILEPOST,TRIM(cior.SFXMILEPOST),TRIM(cior.MILEPOST)) || ' ' || cior.RRSUBDIV || ' ' || cils.STREET || ' (' || cils.HIGHWAY || ')') ELSE UPPER( ITGIS.MAKE_NSPD_MILEPOST_SHORT(cior.PRFXMILEPOST,TRIM(cior.SFXMILEPOST),TRIM(cior.MILEPOST)) || ' ' || ec.STREETNAME) END, --SEARCHTEXT CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(cior.PRFXMILEPOST,TRIM(cior.SFXMILEPOST),TRIM(cior.MILEPOST)) || ' ' || cior.RRSUBDIV) ELSE UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(ec.PREFIX), TRIM(ec.SUFFIX), ec.MP, nfsac.DISTRICT, nfsac.BRANCH)) END, --DISPLAYTEXT CASE WHEN q.INVDATE IS NOT NULL THEN SDO_CS.MAKE_2D ( cils.SHAPE, 4326) ELSE SDO_CS.MAKE_2D ( ec.SHAPE, 4326) END, --POINT/LINE/POLYGON CASE WHEN q.INVDATE IS NOT NULL THEN ROUND(cils.SHAPE.SDO_POINT.y, 6) ELSE ROUND(ec.SHAPE.SDO_POINT.y, 6) END, --LATITUDE CASE WHEN q.INVDATE IS NOT NULL THEN ROUND(cils.SHAPE.SDO_POINT.x, 6) ELSE ROUND(ec.SHAPE.SDO_POINT.x, 6) END, --LONGITUDE nrz.BEAT_ID, --BEAT NULL, --ZIPCODE CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(CAST(cils.CITYNAME AS NVARCHAR2(100))) ELSE UPPER(COALESCE(cityBoundaryMatches.CITY, c.NAME)) END, --CITY CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(CAST(cils.COUNTYNAME AS NVARCHAR2(50))) ELSE UPPER(countyMatches.COUNTY) END, --COUNTY CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(CAST(cils.STATENAME AS NVARCHAR2(2))) ELSE UPPER(CAST(countyMatches.STATE AS NVARCHAR2(2))) END, --STATE CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(CAST(cior.RRDIV AS NVARCHAR2(50))) ELSE UPPER(COALESCE(nd.DIVNAME, nsd.DIVNAME)) END, --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA]') || TO_CLOB(q'[ NULL, --JURISDICTION NULL, --MUNICIPALITY CASE WHEN q.INVDATE IS NOT NULL THEN CASE cils.POSXING WHEN '1' THEN 'AG' WHEN '2' THEN 'UG' WHEN '3' THEN 'OG' ELSE '' END ELSE CASE CAST(ec.GRADETYPE AS VARCHAR2 ( 50)) WHEN 'ATGRADE' THEN 'AG' WHEN 'RRUNDER' THEN 'UG' WHEN 'RROVER' THEN 'OG' ELSE '' END END, --LOCATION_ID CASE WHEN q.INVDATE IS NOT NULL THEN ITGIS.MAKE_NSPD_MILEPOST_SHORT ( TRIM(cior.PRFXMILEPOST), TRIM(cior.SFXMILEPOST), cior.MILEPOST) ELSE ITGIS.MAKE_NSPD_MILEPOST_SHORT ( TRIM(ec.PREFIX), TRIM(ec.SUFFIX), CAST ( CASE WHEN REGEXP_LIKE(TRIM(ec.MPLOCATION),'^\d+(\.\d+)?$','') THEN ec.MPLOCATION ELSE NULL END AS NUMBER )) END, --MILEPOST CASE WHEN q.INVDATE IS NOT NULL THEN TRIM(cior.PRFXMILEPOST) ELSE TRIM(ec.PREFIX) END, --MP_PREFIX CASE WHEN q.INVDATE IS NOT NULL THEN cior.MILEPOST ELSE CAST ( CASE WHEN REGEXP_LIKE(TRIM(ec.MPLOCATION),'^\d+(\.\d+)?$','') THEN ec.MPLOCATION ELSE NULL END AS NUMBER ) END, --MP_NUMBER CASE WHEN q.INVDATE IS NOT NULL THEN TRIM(cior.SFXMILEPOST) ELSE TRIM(ec.SUFFIX) END, --MP_SUFFIX CASE WHEN q.INVDATE IS NOT NULL THEN UPPER(cils.STREET || ' (' || cils.HIGHWAY || ')') ELSE UPPER(ec.STREETNAME) END, --NAME UPPER(dl.DOTNUM), --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM ENGXING.DOTLIST dl INNER JOIN ENGXING.CI_LOCATIONANDCLASSIFICATION cils ON dl.DOTNUM = cils.CROSSINGID LEFT JOIN ENGXING.INVENTORY_QUE q ON dl.DOTNUM = q.DOTNUM LEFT JOIN nsdMatches nsd ON dl.DOTNUM = nsd.CROSSINGID LEFT JOIN ENGXING.CI_OPERATINGRAILROAD cior ON dl.DOTNUM = cior.CROSSINGID LEFT JOIN nrzMatches nrz ON cils.CROSSINGID = nrz.CROSSINGID LEFT JOIN cityBoundaryMatches ON cils.CROSSINGID = cityBoundaryMatches.CROSSINGID LEFT JOIN countyMatches ON cils.CROSSINGID = countyMatches.CROSSINGID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON cior.DIVCODE = nd.DIVCODE LEFT JOIN ENG.ENG_CROSSING ec ON(dl.DOTNUM = ec.DOTNUM AND ec.SUBLOC = 'C') LEFT JOIN NFSAPP.CONTROL nfsac ON(ITGIS.MAKE_LINEID(ec.DIVCODE, ec.PREFIX, ec.SUFFIX) = nfsac.LINE_ID AND ec.MP BETWEEN nfsac.LMP AND nfsac.HMP) CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN(c.SHAPE, cils.SHAPE, 'sdo_num_res = 1', 1) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]') WHERE 1 = 1 AND XSCHEMA = 'ENGXING' AND XTABLE = 'CI_LOCATIONANDCLASSIFICATION' AND 1 = 1; /* EGIS.ENG_MPMARK */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT mp.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM EGIS.ENG_MPMARK mp CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( mp.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT mp.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM EGIS.ENG_MPMARK mp CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( mp.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT mp.OBJECTID, usc.STATE, usc.COUNTY FROM EGIS.ENG_MPMARK mp CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, mp.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT mp.OBJECTID, uscb.NAME CITY FROM EGIS.ENG_MPMARK mp CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, mp.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID mp.OBJECTID, --XUID UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(mp.PREFIX), TRIM(mp.SUFFIX), mp.MPMARKER, nfsac.DISTRICT, nfsac.BRANCH)), --SEARCHTEXT UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(mp.PREFIX), TRIM(mp.SUFFIX), mp.MPMARKER, nfsac.DISTRICT, nfsac.BRANCH)), --DISPLAYTEXT SDO_CS.MAKE_2D ( mp.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( mp.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( mp.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT NULL, --ZIPCODE UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(countyMatches.STATE), --STATE UPPER(COALESCE(nd.DIVNAME,nsd.DIVNAME)), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA UPPER(nl.OFFICEDESCRIPTION), --JURISDICTION UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --MUNICIPALITY NULL, --LOCATION_ID UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT ( TRIM(mp.PREFIX), TRIM(mp.SUFFIX), mp.MPMARKER )), --MILEPOST UPPER(TRIM(mp.PREFIX)), --MP_PREFIX mp.MPMARKER, --MP_NUMBER UPPER(TRIM(mp.SUFFIX)), --MP_SUFFIX UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(mp.PREFIX), TRIM(mp.SUFFIX), mp.MPMARKER, nfsac.DISTRICT, nfsac.BRANCH)), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM EGIS.ENG_MPMARK mp LEFT JOIN nrzMatches nrz ON mp.OBJECTID = nrz.OBJECTID LEFT JOIN nsdMatches nsd ON mp.OBJECTID = nsd.OBJECTID LEFT JOIN cityBoundaryMatches ON mp.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON mp.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON mp.DIVCODE = nd.DIVCODE LEFT JOIN NFSAPP.CONTROL nfsac ON(ITGIS.MAKE_LINEID(mp.DIVCODE, mp.PREFIX, mp.SUFFIX) = nfsac.LINE_ID AND mp.MPMARKER BETWEEN nfsac.LMP AND nfsac.HMP) CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, mp.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'EGIS' AND XTABLE = 'ENG_MPMARK' AND 1 = 1; /* EGIS.ENG_SWITCH */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT s.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM EGIS.ENG_SWITCH s CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( s.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT s.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM EGIS.ENG_SWITCH s CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( s.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT s.OBJECTID, usc.STATE, usc.COUNTY FROM EGIS.ENG_SWITCH s CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, s.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT s.OBJECTID, uscb.NAME CITY FROM EGIS.ENG_SWITCH s CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, s.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID s.OBJECTID, --XUID UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(s.PREFIX), TRIM(s.SUFFIX), s.MP, nfsac.DISTRICT, nfsac.BRANCH)), --SEARCHTEXT UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(s.PREFIX), TRIM(s.SUFFIX), s.MP, nfsac.DISTRICT, nfsac.BRANCH)), --DISPLAYTEXT SDO_CS.MAKE_2D ( s.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( s.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( s.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT NULL, --ZIPCODE UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(countyMatches.STATE), --STATE UPPER(COALESCE(nd.DIVNAME,nsd.DIVNAME)), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(TRIM(s.PREFIX), TRIM(s.SUFFIX), s.MP)), --MILEPOST UPPER(TRIM(s.PREFIX)), --MP_PREFIX s.MP, --MP_NUMBER UPPER(TRIM(s.SUFFIX)), --MP_SUFFIX UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(s.PREFIX), TRIM(s.SUFFIX), s.MP, nfsac.DISTRICT, nfsac.BRANCH)), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM EGIS.ENG_SWITCH s LEFT JOIN nsdMatches nsd ON s.OBJECTID = nsd.OBJECTID LEFT JOIN nrzMatches nrz ON s.OBJECTID = nrz.OBJECTID LEFT JOIN cityBoundaryMatches ON s.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON s.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON s.DIVCODE = nd.DIVCODE LEFT JOIN NFSAPP.CONTROL nfsac ON(ITGIS.MAKE_LINEID(s.DIVCODE, s.PREFIX, s.SUFFIX) = nfsac.LINE_ID AND s.MP BETWEEN nfsac.LMP AND nfsac.HMP) CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, s.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'EGIS' AND XTABLE = 'ENG_SWITCH' AND 1 = 1; -- /* EGIS.ENG_TOWER */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT t.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM EGIS.ENG_TOWER t CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( t.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT t.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM EGIS.ENG_TOWER t CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( t.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT t.OBJECTID, usc.STATE, usc.COUNTY FROM EGIS.ENG_TOWER t CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, t.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT t.OBJECTID, uscb.NAME CITY FROM EGIS.ENG_TOWER t CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, t.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID t.OBJECTID, --XUID UPPER(t.SITENAME || ' ' || ITGIS.MAKE_NSPD_MP_DB_LINEID(t.LINEID, REGEXP_SUBSTR(t.MILEPOSTCONCAT, '\d{1,}\.{0,}\d{0,}'))), --SEARCHTEXT UPPER(ITGIS.MAKE_NSPD_MP_DB_LINEID(t.LINEID, REGEXP_SUBSTR(t.MILEPOSTCONCAT, '\d{1,}\.{0,}\d{0,}'))), --DISPLAYTEXT SDO_CS.MAKE_2D ( t.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( t.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( t.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT NULL, --ZIPCODE UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(countyMatches.STATE), --STATE UPPER(COALESCE(nd.DIVNAME,nsd.DIVNAME)), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(ITGIS.MAKE_PREFIX_LINEID(t.LINEID),ITGIS.MAKE_SUFFIX_LINEID(t.LINEID),REGEXP_SUBSTR(t.MILEPOSTCONCAT, '\d{1,}\.{0,}\d{0,}'))), --MILEPOST UPPER(ITGIS.MAKE_PREFIX_LINEID(t.LINEID)), --MP_PREFIX REGEXP_SUBSTR(t.MILEPOSTCONCAT, '\d{1,}\.{0,}\d{0,}'), --MP_NUMBER UPPER(ITGIS.MAKE_SUFFIX_LINEID(t.LINEID)), --MP_SUFFIX UPPER(t.SITENAME), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM EGIS.ENG_TOWER t LEFT JOIN nsdMatches nsd ON t.OBJECTID = nsd.OBJECTID LEFT JOIN nrzMatches nrz ON t.OBJECTID = nrz.OBJECTID LEFT JOIN cityBoundaryMatches ON t.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON t.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON SUBSTR ( t.LINEID, 0, 2 ) = nd.DIVCODE CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, t.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'EGIS' AND XTABLE = 'ENG_TOWER' AND 1 = 1; /* ITGIS.COMP_AEI_SCNR */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT s.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM ITGIS.COMP_AEI_SCNR s CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( s.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT s.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM ITGIS.COMP_AEI_SCNR s CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( s.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT s.OBJECTID, usc.STATE, usc.COUNTY FROM ITGIS.COMP_AEI_SCNR s CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, s.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT s.OBJECTID, uscb.NAME CITY FROM ITGIS.COMP_AEI_SCNR s CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, s.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID s.OBJECTID, --XUID UPPER(s.NAME || ' ' || ITGIS.MAKE_NSPD_MILEPOST_SHORT(TRIM(s.PREFIX),TRIM(s.SUFFIX),s.MP)), --SEARCHTEXT UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS_MANUAL(TRIM(s.PREFIX), TRIM(s.SUFFIX), s.MP, nfsac.DISTRICT, nfsac.BRANCH)), --DISPLAYTEXT SDO_CS.MAKE_2D ( s.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( s.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( s.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT UPPER(s.POSTAL_CD), --ZIPCODE UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(countyMatches.STATE), --STATE UPPER(COALESCE(nd.DIVNAME,nsd.DIVNAME)), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(TRIM(s.PREFIX),TRIM(s.SUFFIX),s.MP)), --MILEPOST UPPER(TRIM(s.PREFIX)), --MP_PREFIX s.MP, --MP_NUMBER UPPER(TRIM(s.SUFFIX)), --MP_SUFFIX UPPER(s.NAME), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM ITGIS.COMP_AEI_SCNR s LEFT JOIN nsdMatches nsd ON s.OBJECTID = nsd.OBJECTID LEFT JOIN nrzMatches nrz ON s.OBJECTID = nrz.OBJECTID LEFT JOIN cityBoundaryMatches ON s.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON s.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON s.DIVCODE = nd.DIVCODE LEFT JOIN NFSAPP.CONTROL nfsac ON(ITGIS.MAKE_LINEID(s.DIVCODE, s.PREFIX, s.SUFFIX) = nfsac.LINE_ID AND s.MP BETWEEN nfsac.LMP AND nfsac.HMP) CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, s.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'ITGIS' AND XTABLE = 'COMP_AEI_SCNR' AND 1 = 1; /* ITGIS.NSPD_LOCATIONS*/ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT l.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM ITGIS.NSPD_LOCATIONS l CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( l.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT l.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM ITGIS.NSPD_LOCATIONS l CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( l.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT l.OBJECTID, usc.STATE, usc.COUNTY FROM ITGIS.NSPD_LOCATIONS l CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, l.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT l.OBJECTID, uscb.NAME CITY FROM ITGIS.NSPD_LOCATIONS l CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, l.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID l.OBJECTID, --XUID UPPER(l.OFFICEDESCRIPTION), --SEARCHTEXT UPPER(l.ADDRESS), --DISPLAYTEXT SDO_CS.MAKE_2D ( l.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( l.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( l.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT UPPER(l.POSTALCODE), --ZIPCODE UPPER(COALESCE(l.CITY,cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(COALESCE(l.STATE,countyMatches.STATE)), --STATE UPPER(nsd.DIVNAME), --DIVISION UPPER(l.OFFICEDESCRIPTION), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID NULL, --MILEPOST NULL, --MP_PREFIX NULL, --MP_NUMBER NULL, --MP_SUFFIX UPPER(l.OFFICEDESCRIPTION), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM ITGIS.NSPD_LOCATIONS l LEFT JOIN nsdMatches nsd ON l.OBJECTID = nsd.OBJECTID LEFT JOIN nrzMatches nrz ON l.OBJECTID = nrz.OBJECTID LEFT JOIN cityBoundaryMatches ON l.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON l.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT --NO DIVCODE FIELD TO JOIN TO CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, l.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'ITGIS' AND XTABLE = 'NSPD_LOCATIONS' AND 1 = 1; /* NSPD.NSPD_POI */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT poi.ID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM NSPD.NSPD_POI poi CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( poi.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT poi.ID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM NSPD.NSPD_POI poi CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( poi.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT poi.ID, usc.STATE, usc.COUNTY FROM NSPD.NSPD_POI poi CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, poi.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT poi.ID, uscb.NAME CITY FROM NSPD.NSPD_POI poi CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, poi.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID poi.ID, --XUID UPPER( poi.NAME), --SEARCHTEXT UPPER( poi.ADDRESS), --DISPLAYTEXT SDO_CS.MAKE_2D ( poi.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( poi.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( poi.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT NULL, --ZIPCODE UPPER(COALESCE(CAST(poi.CITY AS NVARCHAR2(100)),cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(COALESCE(CAST(poi.COUNTY AS NVARCHAR2(100)),countyMatches.COUNTY)), --COUNTY UPPER(COALESCE(CAST(poi.STATE AS NVARCHAR2(100)),countyMatches.STATE)), --STATE UPPER(nsd.DIVNAME), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID NULL, --MILEPOST NULL, --MP_PREFIX NULL, --MP_NUMBER NULL, --MP_SUFFIX UPPER( poi.NAME), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM NSPD.NSPD_POI poi LEFT JOIN nsdMatches nsd ON poi.ID = nsd.ID LEFT JOIN nrzMatches nrz ON poi.ID = nrz.ID LEFT JOIN cityBoundaryMatches ON poi.ID = cityBoundaryMatches.ID LEFT JOIN countyMatches ON poi.ID = countyMatches.ID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT --NO DIVCODE FIELD TO JOIN TO CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, poi.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'NSPD' AND XTABLE = 'NSPD_POI' AND 1 = 1; /* ITGIS.ITGIS_MP100S */ UPDATE ITGIS.GLOBALSEARCHMASTER SET QUERYTEXT = q'[ WITH nsdMatches AS ( SELECT mp.OBJECTID, nsd.DIVCODE, nsd.DIVDESCR, nsd.DIVABBR, nsd.DIVNAME FROM ITGIS.ITGIS_MP100S mp CROSS JOIN ITGIS.NS_DIVISIONS nsd WHERE 1 = 1 AND MDSYS.SDO_RELATE ( mp.SHAPE, nsd.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), nrzMatches AS ( SELECT mp.OBJECTID, nrz.BEAT_ID, nrz.AREA_ID, nrz.FIELD_OFF, nrz.COMMON_NAME NSPD_RESP_ZONE FROM ITGIS.ITGIS_MP100S mp CROSS JOIN ITGIS.NSPD_RESP_ZONE nrz WHERE 1 = 1 AND MDSYS.SDO_RELATE ( mp.SHAPE, nrz.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), countyMatches AS ( SELECT mp.OBJECTID, usc.STATE, usc.COUNTY FROM ITGIS.ITGIS_MP100S mp CROSS JOIN PUBDATA.US_COUNTIES usc WHERE 1 = 1 AND MDSYS.SDO_RELATE ( usc.SHAPE, mp.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ), cityBoundaryMatches AS ( SELECT mp.OBJECTID, uscb.NAME CITY FROM ITGIS.ITGIS_MP100S mp CROSS JOIN PUBDATA.US_CITIES_BOUNDARIES uscb WHERE 1 = 1 AND MDSYS.SDO_RELATE ( uscb.SHAPE, mp.SHAPE, 'mask = anyinteract' ) = 'TRUE' AND 1 = 1 ) SELECT ***MASTERID***, --MASTERID mp.OBJECTID, --XUID UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS(mp.DIVCODE,TRIM(mp.PREFIX),TRIM(mp.SUFFIX),TRIM(mp.MP))), --SEARCHTEXT UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS(mp.DIVCODE,TRIM(mp.PREFIX),TRIM(mp.SUFFIX),TRIM(mp.MP))), --DISPLAYTEXT SDO_CS.MAKE_2D ( mp.SHAPE, 4326 ), --POINT/LINE/POLYGON ROUND ( mp.SHAPE.SDO_POINT.y, 6 ), --LATITUDE ROUND ( mp.SHAPE.SDO_POINT.x, 6 ), --LONGITUDE nrz.BEAT_ID, --BEAT NULL, --ZIPCODE UPPER(COALESCE(cityBoundaryMatches.CITY,c.NAME)), --CITY UPPER(countyMatches.COUNTY), --COUNTY UPPER(countyMatches.STATE), --STATE UPPER(COALESCE(nd.DIVNAME,nsd.DIVNAME)), --DIVISION UPPER(nrz.FIELD_OFF), --FIELD_OFFICE nrz.AREA_ID, --AREA NULL, --JURISDICTION NULL, --MUNICIPALITY NULL, --LOCATION_ID UPPER(ITGIS.MAKE_NSPD_MILEPOST_SHORT(TRIM(mp.PREFIX),TRIM(mp.SUFFIX),mp.MP)), --MILEPOST UPPER(TRIM(mp.PREFIX)), --MP_PREFIX mp.MP, --MP_NUMBER UPPER(TRIM(mp.SUFFIX)), --MP_SUFFIX UPPER(ITGIS.MAKE_NSPD_MP_DB_PARTS(mp.DIVCODE,TRIM(mp.PREFIX),TRIM(mp.SUFFIX),TRIM(mp.MP))), --NAME NULL, --CROSSING_DOT_NUM NULL, --CROSSING_FULL_NAME NULL --TRACK_SEGMENT_RANGE FROM ITGIS.ITGIS_MP100S mp LEFT JOIN NFSAPP.CONTROL nfsac ON ( ITGIS.MAKE_LINEID ( mp.DIVCODE, TRIM ( mp.PREFIX ), TRIM ( mp.SUFFIX ) ) = nfsac.LINE_ID AND mp.MP BETWEEN nfsac.LMP AND nfsac.HMP ) LEFT JOIN nrzMatches nrz ON mp.OBJECTID = nrz.OBJECTID LEFT JOIN nsdMatches nsd ON mp.OBJECTID = nsd.OBJECTID LEFT JOIN cityBoundaryMatches ON mp.OBJECTID = cityBoundaryMatches.OBJECTID LEFT JOIN countyMatches ON mp.OBJECTID = countyMatches.OBJECTID LEFT JOIN ITGIS.NSPD_LOCATIONS nl ON nrz.BEAT_ID = nl.BEAT LEFT JOIN ITGIS.NS_DIVISIONS nd ON mp.DIVCODE = nd.DIVCODE CROSS JOIN PUBDATA.US_CITIES c WHERE 1 = 1 AND MDSYS.SDO_NN ( c.SHAPE, mp.SHAPE, 'sdo_num_res = 1', 1 ) = 'TRUE' --AND ROWNUM = 1 AND 1 = 1 ]' WHERE 1 = 1 AND XSCHEMA = 'ITGIS' AND XTABLE = 'ITGIS_MP100S' AND 1 = 1; -- /* template for any additional data */ -- UPDATE ITGIS.GLOBALSEARCHMASTER -- SET QUERYTEXT = -- q'[ -- ]' -- WHERE 1 = 1 -- AND XSCHEMA = '' -- AND XTABLE = '' -- AND 1 = 1; -------------------------------------------------------- -- CONTROLS WHICH TABLE GETS USED IN INSERT/SELECT -------------------------------------------------------- INSERT INTO ITGIS.GLOBALSEARCHSWITCH ( TABLESWITCH, PROCEDUREENABLED ) VALUES ( -1, 'Y' ) ; INSERT INTO ITGIS.GLOBALSEARCHTABLE ( TABLESWITCH, GLOBALSEARCHTABLE ) VALUES ( -1, 'GLOBALSEARCHDATA_A' ) ; INSERT INTO ITGIS.GLOBALSEARCHTABLE ( TABLESWITCH, GLOBALSEARCHTABLE ) VALUES ( 1, 'GLOBALSEARCHDATA_B' ) ; -------------------------------------------------------- -- COMMIT -------------------------------------------------------- COMMIT; -------------------------------------------------------- -- EXECUTE PROCEDURE TO GENERATE DATA -------------------------------------------------------- --EXECUTE NSPD.FILLGLOBALSEARCHTABLE_PR;
Find all tables used in these queries (assumes formatted)
2018-05-25T14:51:01.000Z
URL validation with http/https
^(http|https?:\/\/(?:www\.|(?!www))[^\s\.]+\.[^\s]{2,3}|www\.[^\s]+\.[^\s]{2,3})$
http://www.abc.com
URL validation with http/https
2015-07-13T09:58:55.000Z
f=<([\w\-.]+@[\w\-.]+)> t=<([\w\-.]+@[\w\-.]+)>
catch out a filed repeate more times
2016-03-09T21:28:05.000Z
mail.google.com google.it www.mega.co/ http://www.google.it mail.google.uk/login/auth.html ftp://docs.python.org:54/login/ google.com:65535
([a-zA-Z]+\://)?([a-zA-Z0-9\-\.]*\.+[a-zA-Z]*)(:(6553[0-5]|655[0-2]\d|65[0-4]\d{2}|6[0-4]\d{3}|5\d{4}|[0-9]\d{0,3}))?(/([a-zA-Z0-9\-\._\?\,\'/\\\+&amp;%\$#\=~]*)[^\.\,\)\(\s]?)?
mail.google.com google.it www.mega.co/ http://www.google.it mail.google.uk/login/auth.html ftp://docs.python.org:54/login/ google.com:65535 python.info:65536
URL parser also with shorthand syntax
2015-07-01T23:26:12.000Z
First Name required by IRS for ACA Transmission
([Aโ€Zaโ€z\โ€] ?)*[Aโ€Zaโ€z\โ€]
john
ACA IRS First Name
2016-07-05T18:50:50.000Z
[0-9+]\-(.+)
1570-Some text a15s70-Some_text 1570 -Some text 1570_Some text
check if a string starts with an integer, then hyphen, then anything
2015-05-14T08:47:58.000Z
(?:x?[a-h][18]=(?!K)[KNBQR]|O-O(?:-O)?|(?:[a-h]?x)?[a-h](?![18])[1-8]|[KNBQR][a-h]?[1-8]?x?[a-h][1-8])[+#]?[\?\!]{0,2}(?:[\s]\{.*\})?
Nb3b2 {dfdfgdfg
FEN
2016-02-21T09:29:16.000Z
**these are my common regexp**
(1|2|3)(4|5|6)
124456
common
2018-04-06T11:26:32.000Z
[Rr]e['-]?[Ii]mage
reimage re-image Re-image re-image
Reimage
2018-11-23T21:37:57.000Z
How do I extract then some text A, some text B and some text C if they are in the format some text A ( some text B ( some text C)) Please mind that in some cases may be only some text A ( some text B) https://stackoverflow.com/questions/69047224/how-to-fetch-text-strings-in-regex-in-the-format-abc
(\b[^()]+\b)\s*\(\s*(\b[^()]+\b)\s*\)
textA ( text B )
Fetch "text A (text B)" or "text A (text B (text C))"
2021-09-28T12:40:23.000Z
^.{0,1}(ๅฐไธ‡.{0,1}|ๅฐๅ†ฐ.{0,1})?(ๆˆ‘)?(ๆƒณ)?(่ฆไฝ |่ฎฉไฝ )?(็ป™ๆˆ‘)?ไฝ ?ๅฐฑ?(ไผš)?(ๅฟซ)?(็ป™ๆˆ‘)?ๅ”ฑ(ไป€ไนˆ|ๅ•ฅ)?(ไธ€|ไธค|ๅ‡ |็‚น)?(ไธช|้ฆ–|ๆฎต|ๆ”ฏ|ไธ‹|ๅ”ฑ|ๅช)?(ๅฅฝๅฌ็š„)?(ๆญŒ|ๆญŒๆ›ฒ|ๆ›ฒๅญ|้Ÿณไน|ๅ“ฅ|ๆญŒๅ„ฟ)็ป™?ๆˆ‘?ๅฌ?(ๅ•Š|ๅ‘€|ๅง|ๅ‘ข)?(ๅฅฝไธๅฅฝ)?.{0,1}$
ๅ”ฑไธชๆญŒ ๅ”ฑๆ”ฏๆญŒ ๅ”ฑ้ฆ–ๆญŒๅง ๅ”ฑ้ฆ–ๆญŒๅฅฝไธๅฅฝ ๆƒณ่ฎฉไฝ ๅ”ฑ ไฝ ๅ”ฑๆญŒ ไฝ ็ป™ๆˆ‘ๅ”ฑไธชๆญŒๅง ไฝ ็ป™ๆˆ‘ๅ”ฑๆญŒ ๆƒณ่ฆไฝ ๅ”ฑๆญŒ ๅ”ฑๆญŒ ไฝ ็ป™ๆˆ‘ๅ”ฑไธชๆญŒๅ„ฟ ไฝ ็ป™ๆˆ‘ๅ”ฑๆญŒ ไฝ ๅ”ฑไธชๆญŒๅ„ฟ ๅ”ฑไธ€ๅชๅฅฝๅฌ็š„ๆญŒ ๅ”ฑๅ”ฑๆญŒๅ„ฟ ๅ”ฑ้ฆ–้Ÿณไนๅ•Š ๅฐๅ†ฐไฝ ๅ”ฑๆญŒ ็ป™ๆˆ‘ๅ”ฑ#ๆญŒ ไฝ ๅ”ฑไธช#ๅง ๅ”ฑไธช# ็ป™ๆˆ‘ๅ”ฑๆญŒๆ›ฒ# ็ป™ๆˆ‘ๅ”ฑ้ฆ–# ไฝ ๅ”ฑ# ๆˆ‘่ฎฉไฝ ๅ”ฑๆ”ฏ# ไฝ ็ป™ๆˆ‘ๅ”ฑไธ‹# ๅ”ฑไธช#็š„ๆญŒๅง ไฝ ็ป™ๆˆ‘ๅ”ฑไธช#็š„ๆญŒ ไฝ ๅ”ฑไธช#็š„ๆญŒๅฅฝไธๅฅฝ ไฝ ็ป™ๆˆ‘ๅ”ฑไธช#็š„ๅฅฝไธๅฅฝ ๅฐไธ‡ไฝ ๅ”ฑไธช#็š„# ๅ”ฑ้ฆ–#็š„# ้‚ฃไฝ ๅ”ฑไธช#็š„#ๅง ้‚ฃๅฐฑๅ”ฑไธช#็š„#ๅง ไฝ ็ป™ๆˆ‘ๅ”ฑไธช#็š„# ๆˆ‘ๆƒณ่ฎฉไฝ ๅ”ฑ#็š„# ๅฐๅ†ฐๅ•Šไฝ ๅ”ฑไธชๆญŒ ไฝ ไผšๅ”ฑๆญŒๅ˜› ไฝ ไธๆ˜ฏไผšๅ”ฑๆญŒๅ˜› ไฝ ไธไผšๅ”ฑๆญŒๅ˜› ไฝ ไผšไธไผšๅ”ฑๆญŒๅ•Š ไฝ ่ƒฝไธ่ƒฝๅ”ฑๆญŒๅ‘€ ๅฐๅ†ฐไฝ ่ƒฝๅ”ฑๆญŒไธ
ๅ”ฑๆญŒ
2019-07-02T12:02:40.000Z
See this GitHub Issue: https://github.com/vuejs/vue-devtools/issues/125
^function (\w+)\(
function Date(Y, M, D, h, m, s, ms) { // 1397 var length = arguments.length; // 1398 var date; // 1399 if (this instanceof NativeDate) { // 1400 var seconds = s; // 1401 var millis = ms; // 1402 if (hasSafariSignedIntBug && length >= 7 && ms > maxSafeUnsigned32Bit) { // 1403 // work around a Safari 8/9 bug where it treats the seconds as signed // 1404 var msToShift = Math.floor(ms / maxSafeUnsigned32Bit) * maxSafeUnsigned32Bit; // 1405 var sToShift = Math.floor(msToShift / 1e3); // 1406 seconds += sToShift; // 1407 millis -= sToShift * 1e3; // 1408 } // 1409 date = length === 1 && $String(Y) === Y ? // isString(Y) // 1410 // We explicitly pass it through parse: // 1411 new NativeDate(DateShim.parse(Y)) : // 1412 // We have to manually make calls depending on argument // 1413 // length here // 1414 length >= 7 ? new NativeDate(Y, M, D, h, m, seconds, millis) : // 1415 length >= 6 ? new NativeDate(Y, M, D, h, m, seconds) : // 1416 length >= 5 ? new NativeDate(Y, M, D, h, m) : // 1417 length >= 4 ? new NativeDate(Y, M, D, h) : // 1418 length >= 3 ? new NativeDate(Y, M, D) : // 1419 length >= 2 ? new NativeDate(Y, M) : // 1420 length >= 1 ? new NativeDate(Y instanceof NativeDate ? +Y : Y) : // 1421 new NativeDate(); // 1422 } else { // 1423 date = NativeDate.apply(this, arguments); // 1424 } // 1425 if (!isPrimitive(date)) { // 1426 // Prevent mixups with unfixed Date object // 1427 defineProperties(date, { constructor: DateShim }, true); // 1428 } // 1429 return date; // 1430 }
Vue Devtools - Prop type constructor name
2016-07-19T10:01:59.000Z
^(((((0[1-9])|(1\d)|(2[0-8]))\/((0[1-9])|(1[0-2])))|((31\/((0[13578])|(1[02])))|((29|30)\/((0[1,3-9])|(1[0-2])))))\/(\d{4}))|((29\/02\/(\d{2})(([02468][048])|([13579][26]))))$
29/02/2016
Biessextile OK
2015-10-14T14:22:00.000Z
^(([01]\d|2[0123])):([0-5][0-9])$
00:00 00:01 01:00 03:33 09:09 10:10 19:45 20:43 23:59 213:56 23:60 23:99 24:00 29:00 99:00 99:99
Exercicio_horario_simplificado
2016-02-20T18:04:17.000Z
Grabs the ID and optionally version number for the regex101.com permalink. Improved fork of 'https://regex101.com/r/wY0rM7/1' which matches also this kind of links 'https://regex101.com/r/' ...
^http(?:s?):\/\/regex101\.com\/r\/([a-zA-Z0-9]{1,6})(?:\/([0-9]+))?$
# ID with optional version number: http://regex101.com/r/mH1fN5/123 http://regex101.com/r/fW0vZ2/456 # ID only http://regex101.com/r/yL6jU3
regex101.com ID and version number grabber
2016-01-19T15:36:57.000Z
1b
(a|b)*c(a|b)*|c(a|b)*|(a|b)*c
formais
2015-09-13T20:04:06.000Z
Awesome explanation of nested lookbacks
# Keys are pretty much "any text before the '=' symbol" (?P<key>[^=]+) # Match the '=' symbol = (?P<value> # Lazy match .*? # Look-ahead (don't move the "regex cursor", just "peek forward") (?= # Match a '_' that has no other '_' between it and the '=' character, or... _(?=[^_=\n]+=) | # ... or the end of the line $ ) ) # Actually "consume" the '_' character if it exists (or just match the end-of-line) (?:_|$)
str=string_number=12345_device=phone_color=blue color=aqua_marine_name=matt_number=123_456_879_lastname=blahblah
Between two strings
2015-10-27T19:18:24.000Z
MDS\s*\d+\s+([^\r\n\s]+)[^\r\n]*\s+Chassis
1469481745 1 Host/Cisco/show_ver=Cisco Nexus Operating System (NX-OS) Software\r\nTAC support: http://www.cisco.com/tac\r\nCopyright (C) 2002-2015, Cisco and/or its affiliates.\r\nAll rights reserved.\r\nThe copyrights to certain works contained in this software are\r\nowned by other third parties and used and distributed under their own\r\nlicenses, such as open source. This software is provided "as is," and unless\r\notherwise stated, there is no warranty, express or implied, including but not\r\nlimited to warranties of merchantability and fitness for a particular purpose.\r\nCertain components of this software are licensed under\r\nthe GNU General Public License (GPL) version 2.0 or \r\nGNU General Public License (GPL) version 3.0 or the GNU\r\nLesser General Public License (LGPL) Version 2.1 or \r\nLesser General Public License (LGPL) Version 2.0. \r\nA copy of each such license is available at\r\nhttp://www.opensource.org/licenses/gpl-2.0.php and\r\nhttp://opensource.org/licenses/gpl-3.0.html and\r\nhttp://www.opensource.org/licenses/lgpl-2.1.php and\r\nhttp://www.gnu.org/licenses/old-licenses/library.txt.\r\n\r\nSoftware\r\n BIOS: version 07.34\r\n NXOS: version 7.0(3)I2(2a)\r\n--More--\r BIOS compile time: 08/11/2015\r\n NXOS image file is: bootflash:///nxos.7.0.3.I2.2a.bin\r\n NXOS compile time: 12/14/2015 4:00:00 [12/14/2015 12:23:53]\r\n\r\n\r\nHardware\r\n cisco Nexus9000 C9332PQ chassis \r\n Intel(R) Core(TM) i3- CPU @ 2.50GHz with 16401956 kB of memory.\r\n Processor Board ID SAL183606N7\r\n\r\n Device name: ITC-GCC01-SP01\r\n bootflash: 7906304 kB\r\nKernel uptime is 0 day(s), 2 hour(s), 51 minute(s), 10 second(s)\r\n\r\nLast reset \r\n Reason: Unknown\r\n System version: 7.0(3)I2(2a)\r\n Service: \r\n\r\nplugin\r\n Core Plugin, Ethernet Plugin\r\n\r\nActive Package(s):\r\n--More--\r nxos.CSCuy36553_TOR-1.0.0-7.0.3.I2.2a.lib32_n9000\r\n\r
MDS Testing - first regex
2016-07-26T19:35:54.000Z
Windows Linux and Web OS Paths checked Regex
(\w:(?:\\|\/)[\s\S]+?(?:$|\n))|(\/[\s\S]+?(?:$|\n))|(^(?:https?:)?\/\/(?:www\.)?[-\w@:%.\+~#=]{1,256}\.[\w()]{1,6}\b(?:[-\w()@:%\+.~#?&\/\/=]*)(?:$|\n))
P:/MDReal/domain/JSParser/JSParser/temp/index.avyinhcrvtwyujyo.js /home/user/Documents/foo.log https://media.socialnservices.com/developers/main.js
OS Paths
2019-11-04T12:32:02.000Z
Full name validation with latin caracters
^[a-zA-Z\u00C0-\u00ff]{2,}(?: [a-zA-Z\u00C0-\u00ff]+){2,20}$
asd asd asd asd asd asd asd asd asd2 asd asd2 asd asd asd asd asd2 asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd asd joao da silva josรฉ da silva josรฉ joรฃo da silva josรฉ joรฃo josรฉ
Full name validation
2023-11-14T13:31:01.000Z
(?:<iepigraph(?U).*>(?-U)(?:\s)*)+(?U)(.*)(?-U)(?:<\/iepigraph>)+
<p class="p">Del podio del รบltimo Balรณn de Oro sรณlo sigue รฉl en el Mundial y demostrando que es un crack absoluto.</p> <p> <b> <span class="p"> <iepigraph class="epitit"> <iepigraph class="epitit">2. REGATE</iepigraph> </iepigraph> </span> </b> <span class="p"/>
iepigraphs
2018-07-16T14:58:47.000Z
Splunk - Masking Data Uses defensive logic to account for data changes & supports[ **Splunk Schema on Fly**](https://www.google.com/webhp?sourceid=chrome-instant&ion=1&espv=2&ie=UTF-8#q=splunk+schema+on+the+fly)!
(?m)^.*SIM ICC Id .*:*\w+(\w{6}.*)$
1,"Ready information for interface Mobile Broadband Connection: ------------------------------------- State : Ready to power up and register Emergency mode : Off Subscriber Id : 123450026373881 SIM ICC Id : 00000000000000124610 Number of telephone numbers : 1 2,"Ready information for interface Mobile Broadband Connection: ------------------------------------- State : Ready to power up and register Emergency mode : Off Subscriber Id : 123450026373881 SIM ICC Id : longer0000000000012342xxx10 Number of telephone numbers : 1 3,"Ready information for interface Mobile Broadband Connection: ------------------------------------- State : Ready to power up and register Emergency mode : Off Subscriber Id : 123450026373881 SIM ICC Id : shorter00012342xxx10 Number of telephone numbers : 1
Splunk - Masking data (SIM Card Example)
2017-02-13T00:15:37.000Z
(?<!\{)\{([^\s}]+)\}(?!\})
<?php return [ 'server'=> [ 'host'=> 'smtp.saluddigital.net', //'helo'=> url('domain'), 'username'=> '[email protected]', 'password'=> 'x5~JkKU+X(NY4R$C', 'port'=> '25', 'charset'=> '{\web.charset}', ], 'mails'=> [ // Para especificar varias direcciones, separarlas por comas // Para especificar un nombre para una direcciรณn, usamos el formato // estรกndard nombre <email>, <email>. // Ejemplos: // '[email protected]' // 'Andrรฉs Pozo <[email protected]>, [email protected]' // // Usar {domain} para sustituirlo por el dominio actual 'default'=> [ 'asunto'=> '{\web.titulo}', 'from'=> '{\web.titulo} <info@[url domain]>', 'replyto'=> '', // Poner siempre en copia 'cc'=> '', // Poner siempre en copia oculta 'cco'=> '', // Direcciones para enviar la copia de administraciรณn 'admin'=> '[email protected]', // Activar/Desactivar la copia de administraciรณn 'adminsend'=> true, // Enviar una copia si estรก activado el flag de debug 'debug'=> '[email protected]', // Activar/Desactivar la copia de debug 'debugsend'=> true, // Modificar alguna de las opciones anteriores si cumple el filtro 'filtros'=> [ 'paises'=> [ 'filtro'=> [ 'Pais'=>'Espaรฑa', ], 'opciones'=> [ 'asunto'=>'Hola desde Espaรฑa', ], ], ], ], // Formulario de contacto 'contacto'=> [ 'asunto'=> 'Contacto desde {\web.titulo}', 'from'=> '{\web.titulo} <contacto@[url domain]>', // Campos a incluir en el [repetir datos] // Si estรก vacรญo, se incluyen todos 'campos'=> ['Nombre', 'Apellidos', 'Telefono', 'EMail', 'Pais', 'Curso', 'Comentario'], 'campoTo' => 'Nombre <EMail>', //template=> 'contacto', ], ], 'templates'=> [ 'base'=>'General', ], ]; //-------------------------------------------------------------------- //-------------------------------------------------------------------- // Ejemplos //-------------------------------------------------------------------- //-------------------------------------------------------------------- return [ 'server'=> [ 'host'=> 'smtp.saluddigital.net', 'helo'=> url('domain'), 'username'=> '[email protected]', 'password'=> 'x5~JkKU+X(NY4R$C', 'port'=> '25', 'charset'=> '{\web.charset}', ], // Para especificar varias direcciones, separarlas por comas // Para especificar un nombre para una direcciรณn, usamos el formato // nombre=>email. // Ejemplos: // '[email protected]' // 'Andrรฉs Pozo=>[email protected], [email protected]' 'default'=> [ 'asunto'=> '{\web.titulo}', 'from'=> '{\web.titulo}=>info@[url domain]', 'replyto'=> '', // Poner siempre en copia 'cc'=> '', // Poner siempre en copia oculta 'cco'=> '', // Direcciones para enviar la copia de administraciรณn 'admin'=> '[email protected]', // Activar/Desactivar la copia de administraciรณn 'adminsend'=> true, // Enviar una copia si estรก activado el flag de debug 'debug'=> '[email protected]', // Activar/Desactivar la copia de debug 'debugsend'=> true, // Modificar alguna de las opciones anteriores si cumple el filtro 'filtros'=> [ 'paises'=> [ 'filtro'=> [ 'Pais'=>'Espaรฑa', ], 'opciones'=> [ 'asunto'=>'Hola desde Espaรฑa', ], ], 'cursos' => [ 'filtro'=> [ 'Curso'=>'Consulta General', ], 'opciones'=> [ 'cco'=>'[email protected]', ], ] ], ], // Formulario de contacto 'contacto'=> [ 'asunto'=> 'Contacto desde {\web.titulo}', 'from'=> '{\web.titulo} <contacto@[url domain]>', 'filtros'=> [ 'paises'=> [ 'filtro'=> [ 'Pais'=>'Costa Rica, Francia, Perรบ', ], 'opciones'=> [ 'asunto'=>'Hola desde Costa Rica', 'from'=> '{\web.titulo } <costarica@[url domain]>', ], 'activo'=> false, ], 'casos'=> [ 'filtro'=> [ 'NumCaso'=>'1, 8, 10', ], 'opciones'=> [ '{{asunto}}'=>'Consulta sobre un caso', 'cc'=> '[email protected]', ], ], 'cursos'=> [ 'activo'=> false, ] ], ], ];
Single curly braces, but not doubles
2017-07-26T23:39:29.000Z
This regex captures Cisco-style FastEthernet ports 13-24
^fa0\/(1[3-9]|2[0-4])$
fa0/24
Cisco FastEthernet Ports 13-24
2015-07-07T04:14:03.000Z
((?:\d,)+?)\1+$|((?:\d,)+)((?:\d,)*?)\2+|((?:\d,)+)
1,2,3,4,1,2,3,4,5,6,5,6,5,6, 2,3,1,2,3,1,1,2,3,4, 2,3,1,1,2,3,4,2,3,1, 1,2,3,1,2,3,1,2,3,1,2,3, 6,6,6,6,6,6,6,6,1,2,3,4
Non-recursive
2016-08-26T18:06:20.000Z
(c\.)\d+[\+,\-]\d+
c.288+105G>A c.414_415delCT
c extract
2016-08-03T14:04:57.000Z
lookahead
.* \w+ (?=\()|(\(\d{4}_\d{2}_\d{2}\s\d{2}_\d{2}_\d{2}\s\w{3}\))
Acacia tree 2 (2014_10_06 13_06_05 UTC) (2015_12_03 14_18_17 UTC).jpg Acacia tree 2 (2015_12_03 14_18_17 UTC).jpg JOURNEY TO ARABIA (2014_10_06 13_06_05 UTC) (2015_12_03 14_18_17 UTC).png Acacia Tree 4 (2014_10_15 02_10_34 UTC) (2015_12_03 14_18_17 UTC).jpg
date format slicing
2015-12-09T06:30:49.000Z
Glad this helps for some
[5-9]\d{2,}|\d{4,}
500 100 499 1000 400 1000000 23 5000
Detect any integer larger than 499
2021-09-04T03:55:56.000Z
Matches port numbers (or simply numbers between 0 - 65535)
^((6553[0-5])|(655[0-2][0-9])|(65[0-4][0-9][0-9])|(6[0-4][0-9][0-9][0-9])|([1-5][0-9][0-9][0-9][0-9])|(\d{1,4}))$
Port Number
2016-09-01T14:56:37.000Z
Nickname validation. Only: letters - _ One line. Tested with RoR
\A^[A-Za-z\d_-]+$\z
Nickname
2015-07-23T12:07:50.000Z
Extract the options from a rule in the js_htparser framework ``` {{ request: key option1:value1 option2:value2 }} ``` When executing the regex the matches will be: group1 = option key ( 1. iteration: option1, 2. iteration: option2 ) group2 = option value ( 1. iteration: value1, 2. iteration: value2 )
\s*(\w+)\s*:\s*(\w+)\s*
option1:value1 option2: value2 option3 :value3 option4 : value4
js_htparser_extract_options
2018-06-17T01:45:26.000Z
finds any 3 letter words in a text
(?<=[\s\.\,\!\?\"\;\:]|^)(?=[A-Za-z']*?[bcdfghj-np-tvwxyzBCDFGHJ-NP-TVWXYZ])(?=[A-Za-z']*?[aeiouyAEIOUY'])(?:[A-Za-z](?:'?[A-Za-z]){2}|(?:'?[A-Za-z]){2}[A-Za-z])\b'?(?=[\s\.\,\!\?\"\;\:]|$)
This regex matches any three letter string that has at least one vowel and at least one consonant. As you can see, it's very effective and it only matches 3 letter words. The word "I'll" should count as a 3 letter word. Words like "isn't," "you'dn't've," and "let's" shouldn't. Jo's dog is smart. The quick brown dog jumped over the lazy fox. The qis' house. "qis'" is just a made up word to test stuff like "kids'" but for 3 letters. asd 'asd a'sd as'd asd'
3 letter word finder
2023-06-05T21:59:42.000Z
Password validator (subjulio)
^(?=.*[a-z])(?=.*[A-Z])(?=.*\d)(?=.*[!$%&?@#\._-]).{8,10}$
Password Validator
2018-08-24T15:19:17.000Z
([0-2][0-9]|3[0-1])\-(0[1-9]|1[0-2])\-\d{4}
31-12-1999 31-13-1999
5
2015-10-30T17:14:52.000Z
Looks through the log and extracts all the dispense amounts in the given text
(?:\d*\.)?\d+$
22/09/2015 11:05:41 | Dispense complete for COTTON, final dispense weight was 0.0262 22/09/2015 11:08:02 | Dispense complete for COTTON, final dispense weight was 0.0264 22/09/2015 11:10:08 | Dispense complete for COTTON, final dispense weight was 0.0229 22/09/2015 11:12:03 | Dispense complete for COTTON, final dispense weight was 0.0188 22/09/2015 11:14:22 | Dispense complete for COTTON, final dispense weight was 0.0292 22/09/2015 11:16:48 | Dispense complete for COTTON, final dispense weight was 0.0245 22/09/2015 11:18:37 | Dispense complete for COTTON, final dispense weight was 0.0243 22/09/2015 11:20:56 | Dispense complete for COTTON, final dispense weight was 0.0261 22/09/2015 11:22:53 | Dispense complete for COTTON, final dispense weight was 0.0228 22/09/2015 11:24:43 | Dispense complete for COTTON, final dispense weight was 0.0204 22/09/2015 11:26:38 | Dispense complete for COTTON, final dispense weight was 0.0223 22/09/2015 11:28:29 | Dispense complete for COTTON, final dispense weight was 0.0257 22/09/2015 11:30:20 | Dispense complete for COTTON, final dispense weight was 0.0371 22/09/2015 11:32:14 | Dispense complete for COTTON, final dispense weight was 0.0376 22/09/2015 11:36:18 | Dispense complete for COTTON, final dispense weight was 0.0222 22/09/2015 11:39:28 | Dispense complete for COTTON, final dispense weight was 0.0234 22/09/2015 11:41:23 | Dispense complete for COTTON, final dispense weight was 0.0255 22/09/2015 11:43:24 | Dispense complete for COTTON, final dispense weight was 0.0242 22/09/2015 11:46:30 | Dispense complete for COTTON, final dispense weight was 0.0354 22/09/2015 11:50:04 | Dispense complete for COTTON, final dispense weight was 0.0294
DOWP Log File Dispense amount parser
2015-09-22T12:11:04.000Z
[ะฐ-ัะ-ะฏ]{3,4}[0-9]{9}
1c document numbers
2015-07-08T14:58:31.000Z
^(10|11|12|[0]{1}[1-9]{1})\/[0][1-9]|[10-31]?
09/10
date
2016-08-01T19:31:52.000Z
\s+ \w+\s+={37}\s+Table tablespaces do not match\. Destination : SUM_DEMO_(\w+) Source : SFDEV_(\1)
ADM_RPT_COL ===================================== Table tablespaces do not match. Destination : SUM_DEMO_STARS_DAT Source : SFDEV_STARS_DAT ADM_RPT_HDR ===================================== Table tablespaces do not match. Destination : SUM_DEMO_STARS_DAT Source : SFDEV_STARS_DAT ADM_USER_PREF ===================================== Table tablespaces do not match. Destination : SUM_DEMO_STARS_DAT Source : SFDEV_INFMT_DAT
tablespace_Skipper
2016-01-27T16:37:43.000Z
\[(\/?\w+\:?\w+)\]
[shake2][wave]ๆœใ‹ใ‚‰็งใฎๅคงๅฅฝใใช[scream][big]ๆญป[/scream][/big]ใฎใซใŠใ„ใŒใ™ใ‚‹ใช...[/wave][/shake2] [shake2]ใŠๅ‰ใ‚’ๆฎบใ™ใซใฏ้ชจใŒใŠใ‚Œใ‚‹ใŒใ€ใ—ใ‹ใ—ๅˆฉ็›Šใฏๅคงใใ„ใ€‚ใƒใƒƒใƒใƒƒใƒ๏ผ[/shake2] [shake2]ใŠใ‚„ใ€ๅฟƒใŒใŠใ‚Œใใ†ใ ใฃใฆ๏ผŸใ‚‚ใ†ๅ…จใฆใ‚’ๆ”พใ‚Šๅ‡บใ—ใฆใ‚ใใ‚‰ใ‚ใŸใ‚‰ใฉใ†ใ ใ€‚ใ‚ญใƒƒใƒ‰[/shake2] [shake2]ใใ‚“ใชใซๆญปใ‚“ใงใ—ใพใ†ใฎใŒๅฅฝใใชใ‚‰ใ€ๆญปใจใƒใƒฅใƒผใ—ใกใ‚ƒใˆใฐใ„ใ„ใฎใซ๏ผ[/shake2] ไฝ•ใ‹็„กใใชใฃใŸๆฐ—ใŒใ™ใ‚‹ใ ใฃใฆ๏ผŸใ‚‚ใ—ใ€ใŠๅ‰ใŒ[icon:camerabadge]ใ‚ซใƒกใƒฉใƒใƒƒใ‚ธใ‚’ๆŒใฃใฆใ„ใ‚‹ใชใ‚‰ใ€ๆ’ฎๅฝฑใƒใƒผใ‚บไธญใซ่ฆ‹ๅ›žใ—ใฆใ€ใใฎ[name]ไฝ•ใ‹[/name]ใ‚’ๆŽขใ—ใฆใฟใ‚Œใฐใ„ใ„... \[(\w+)\](.*)\[\/\1\]
ใ‚ฟใ‚ฐๅ‰Š้™ค
2018-10-14T06:12:38.000Z
validacion de regex
chip="(?<value>[^"]+)|chip_name="(?<text>[^"]+)
node_hwmon_chip_names{chip="0000:d7:00_0_0000:d8:00_0",chip_name="enp216s0f0np0"} 1 node_hwmon_chip_names{chip="0000:d7:00_0_0000:d8:00_1",chip_name="enp216s0f0np1"} 1 node_hwmon_chip_names{chip="0000:d7:00_0_0000:d8:00_2",chip_name="enp216s0f0np2"} 1 node_hwmon_chip_names{chip="0000:d7:00_0_0000:d8:00_3",chip_name="enp216s0f0np3"} 1
Regex ejemplo grafana01
2023-10-31T20:48:55.000Z
Case error when use a email address not valid. When use next character is: 1. / ! โ€œ # $ % & โ€˜ ( ) = ~ | \ ^ : ; * + ? < > , ` [ ] { } 2. Case use character out of Alphabet english. 3. Use [.(dot) or __(underscore)] twice times. 4. First character or character before @ is special character.
^[a-zA-Z0-9]+([\-]?)+([\._]?[a-zA-Z0-9\-])+([\._]?)*([a-zA-Z0-9])@[a-zA-Z0-9\-]([\._]?[a-zA-Z0-9\-])*(\.\w{2,3})+$
Check email
2017-04-24T02:42:53.000Z
(https\:\\\/\\\/cm\.phncdn\.com\\\/videos\\\/[0-9]+\\\/[0-9]+\\\/[0-9]+\\\/[a-zA-Z0-9]+\_[a-zA-Z0-9]+\_[0-9]+\.mp4\?)+[a-zA-Z0-9=&]+(?=\"\})
{"type":"inventory","detail":"searchResults","listingId":744625385,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2017,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":27465,"certified":false,"privateSeller":false,"price":30614,"mileage":21817,"vin":"1FTEW1E82HFC04557","priceBadge":""},{"type":"inventory","detail":"searchResults","listingId":742824859,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2016,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":151506,"certified":false,"privateSeller":false,"price":33587,"mileage":21300,"vin":"1FTFW1EG5GFB58894","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":742812409,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197067,"certified":false,"privateSeller":false,"price":33733,"mileage":35629,"vin":"1FTEW1EF5FFA98486","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":742064728,"stockType":"New","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2018,"trim":"XL","bodyStyle":"Crew Cab Pickup","customerId":8810,"certified":false,"privateSeller":false,"price":34420,"mileage":7,"vin":"1FTEW1E59JFD37344","priceBadge":""},{"type":"inventory","detail":"searchResults","listingId":744494469,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":172815,"certified":false,"privateSeller":false,"price":30998,"mileage":49128,"vin":"1FTEW1EG9FFA97172","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":717395539,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197467,"certified":false,"privateSeller":false,"price":34999,"mileage":25054,"vin":"1FTEW1EG9FFC39584","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":721487247,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2016,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197467,"certified":false,"privateSeller":false,"price":33999,"mileage":20475,"vin":"1FTEW1E88GKF27565","priceBadge":"Good Deal | Well-Equipped"}, {"https:\/\/cm.phncdn.com\/videos\/156734\/08\/123456789\/720P_1500K_123456789.mp4?ttl=8769876987698&ri=87676767698&rs=87656758765876&hashhjgk65786tguhgi67t86yg76786tguhg76553445edytrf87798huh67764e45dytrfuytgv"}Pickup","customerId":197467,"certified":false,"privateSeller":false,"price":34999,"mileage":25054,"vin":"1FTEW1EG9FFC39584","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":721487247,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2016,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197467,"certified":false,"privateSeller":false,"price":33999,"mileage":20475,"vin":"1FTEW1E88GKF27565","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":736138058,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197467,"certified":false,"privateSeller":false,"price":32999,"mileage":33274,"vin":"1FTEW1E80FFB14904","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":718253529,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2016,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197467,"certified":false,"privateSeller":false,"price":31999,"mileage":29317,"vin":"1FTEW1E83GFC20927","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":713735936,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab {"https:\/\/cm.phncdn.com\/videos\/667185\/08\/987654321\/480P_600K_987654321.mp4?87656758765876&hashhjgk65786tguhgi67t86yg76786tguhg76553445edytrf87798huh67764e45dytrfuytgv"}{"type":"inventory","detail":"searchResults","listingId":742824859,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2016,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":151506,"certified":false,"privateSeller":false,"price":33587,"mileage":21300,"vin":"1FTFW1EG5GFB58894","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":742812409,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab Pickup","customerId":197067,"certified":false,"privateSeller":false,"price":33733,"mileage":35629,"vin":"1FTEW1EF5FFA98486","priceBadge":"Good Deal | Well-Equipped"},{"type":"inventory","detail":"searchResults","listingId":742064728,"stockType":"New","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2018,"trim":"XL","bodyStyle":"Crew Cab Pickup","customerId":8810,"certified":false,"privateSeller":false,"price":34420,"mileage":7,"vin":"1FTEW1E59JFD37344","priceBadge":""},{"type":"inventory","detail":"searchResults","listingId":744494469,"stockType":"Used","make":"Ford","makeId":20015,"model":"F-150","modelId":21095,"year":2015,"trim":"XLT","bodyStyle":"Crew Cab
PH_Try1
2018-08-10T09:31:02.000Z
\(([\d\w]+)\)
subjectFeatures: (70666X1X1)
match
2016-08-17T20:03:44.000Z
Used to find individual posts by id
(\/post\/find\/)\d*\/{0}
/post/find/45 /post/find/4/abb /post/find/044 /post/find/ab/45 /post/find/34/44
words.com /post/find/id
2018-08-12T20:17:43.000Z
Find and extract email domain. Ex: [email protected] -> extract 'example.pt'
.*@(\S+)
From: <[email protected]> FROM name fails Closed (fixed) Project: SMTP Authentication Support Version: 6.x-1.0-beta5 Component: Code Priority: Normal Category: Bug report Assigned: Josรฉ San Martin Reporter: goose2000 Created: July 8, 2008 - 12:54 Updated: October 5, 2012 - 19:01 Log in or register to update this issue Jump to: Most recent attachment Hi, my development site is running on IIS with SMTP server. Mail is working fine when creating new users or getting a password reset. I have built a webform and upon submitting I'll get this error: * warning: mail() [function.mail]: SMTP server response: 501 5.5.4 Invalid Address in C:\Inetpub\wwwroot\BHI_dev\includes\mail.inc on line 193. * Unable to send e-mail. Please contact the site admin, if the problem persists. The address I use in my testing are in fact completely valid. Seems like webform is not playing nice with the core somehow. Further ideas? Using Drupal 6.2. Thanks. Files: Comment File Size Author #25 smtp_279836.patch 694 bytes scttnlsn #13 smtp_module_name_patch_279836_01.patch 724 bytes franz #6 smtp_module_name_patch_279836_01.patch 724 bytes rfay Comments goose2000โ€™s picture Comment #1goose2000 CreditAttribution: goose2000 commented 8 years ago Priority: Critical ยป Minor This seems to be an IIS SMTP issue only. See here: http://drupal.org/node/33967 Easy work around is to have no 'name' text , just the email address when you configure webform. Think it may still be fixable at the code? I set it to 'minor' now. Working great, one of the best modules around. Log in or register to post comments quicksketchโ€™s picture Comment #2quicksketch CreditAttribution: quicksketch commented 7 years ago Title: Email Invalid Address ยป "Name" <[email protected]> FROM name fails Project: Webform ยป SMTP Authentication Support Version: 6.x-2.1.1 ยป 6.x-1.0-beta3 Moving to the SMTP module. To summarize, Webform users have not been able to send e-mails when using the SMTP module and the FROM e-mail addresses are formatted as "First Last" <[email protected]>. The name is properly mime_header_encoded when necessary. Any users experiencing this issue, please update with the version of SMTP module you're using.
Find and extract email domain
2016-04-03T17:03:23.000Z
This regex can be used to find all of the packages (.mum) files in the WINDIR%\servicing\Packages directory. I used it to remove the update packages from Winodws 7 pkgmgr /up:"filename" /norestart /quiet
(.*(Microsoft-Windows-InternetExplorer-).*(11\.).*(\.mum))$
Microsoft-Windows-InternetExplorer-Package-TopLevel~31bf3856ad364e35~x86~~11.2.9600.16428.mum
Find all Internet Explorer 11.x pkgmgr packages
2015-08-12T13:55:05.000Z
Get the file extension from a path regardless of dots in folder names leading to the file
^.*?((?:\.\w+)+)$
.dotfiles/init.d/mysql.tar.gz
File Extension
2016-07-17T09:27:10.000Z
(.+)
s01e01 s01e02 s01e03 s01e05 s01e06 s01e07 s01e08 s01e10 s01e11 s01e12 s01e14 s01e15 s02e02 s02e03 s02e04 s02e05 s02e07 s03e01 s03e05 s04e01 s04e02 s04e04 s04e05 s04e06
renaming movies
2016-09-22T08:50:02.000Z
Removes style="" from tags within an HTML document
(<[^>]+) style=".*?"
<p style="cheese">Cheese</p>
Remove styles
2016-02-23T01:20:55.000Z
^([a-zA-Z]{1,}\s?){1,6}$
apellidos hasta 6 palabras
2019-02-12T08:26:04.000Z
okok
(<img(?!.*?alt=(['"]).*?\2)[^>]*)(>)
find img without alt
2021-07-08T07:20:06.000Z
```js var FONTFACE_PATTERN = /(?:^|)(?:(?<=(?:font-family[:] ?))['"](.+?)['"]|(?<=(?:font-weight[:])) ?(.+?)|(?<=(?:font-style[:])) ?(.+?)|(?<=src: ?url[(])(?:['"]?data:(.+?)[;,](base64)[,])(.+?)(?:['"]?[)])(?:[\n\s ]?format[(]['"](\S+)['"][)])?)(?:[;][\n])(?:|$)/mdg ``` Rudimentary pattern for matching base64-embedded webfonts in CSS stylesheets, including: - `font-family` - `font-style` - `font-weight` Also matches the various parts of the `datauri` sequence: - `mime-type` - `charset` - `format(...)` - and the base64 string itself Includes the multi-line and global modifier flags to match multiple `@font-face` rules in a single document. --- MIT ยฉ [**Nicholas Berlette**](https://berlette.com)
(?:^|)(?:(?<=(?:font-family[:] ?))['"](.+?)['"]|(?<=(?:font-weight[:])) ?(.+?)|(?<=(?:font-style[:])) ?(.+?)|(?<=src: ?url[(])(?:['"]?data:(.+?)[;,](base64)[,])(.+?)(?:['"]?[)])(?:[\n\s ]?format[(]['"](\S+)['"][)])?)(?:[;][\n])(?:|$)
@font-face { font-family: "29 LT Bukra Regular"; src: 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") 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Gs+R89QJdr12lNDRQ8rrTbjj/Ragpf1YnSQUo2Ag7QAIqsyHPTPi/LZVMbnFMIsQmvpLsjJIQkwEgUl0q55HYvGmyLNw/1PRoSId82ZOeP4ejb+5WxNFbHFITnO7PPOmn3/FlOyxaMMcYIIR7iYUTwn5lTu5+qWWyhLWf+FgNffDLIa0L2bKHB9/r//rvzeD7asbWtlBIRZYklIqKm/4aoPOciS8FQsVygh5tQ34UgGl1ndaFhvI3+jk3yIze/DNPjKG9A/j+cDLW0UewIQ2e0/+0cGjWs42BwwXcPGf7fOKrX71SY+bEwG609y3gFOPQ/l0aDO82nYQwDQChiVFhgwBl3WvEPnYTrY6DhYsSbKsUiS6XLsNEOhxQ57pzr7irz0jufNGjyJ4ZSNFNDvPqSdNZdH5lyjDbFbAstsbKRplKkzZmv5TI1akfXTc8rqe/viIiSWIYQg5iFFOd4JTDs8CJIYtJTkLLUbHxTU8ww13xbXmbIqDED0+auF6MIOKcKaoYlGhozeFKNHtQMSeHLjSwBPNWKJ1G6wJAEkCMyLDApU4cT66Vl5xVWNqtRN7hhs/Co2JTsonabRcSlFLSt7hASER/MKsu5o8XEUkwjk1z5kHM84Sdc4Bp3eMQbfg3H0XlSJf+bMs2roFrZXHO4EHQv3eCsEeXdGROUIB/dCtDqwxsgbJHSQgGxiyi2lLIrrLzaFoH41OzW1R0gCDxDoq+OTnyQtOdn/LBwCSTJVKzOEkmgcURynXMsXax1F0073mTDGyACuZl3XCSmZsIBZKbEEQ7QeVLb0NIovaiyhS5WkyxtlnyxTOlqvH1K5MP+bNULpgOSYJTRxRgrM/gLM1+idFk2IUhWYoXecxTIEuppikYZbxrzFNbZ44TrM3sPGjl2ypVzIqlq+3r9aidbGy2UoRvIihwQJDBYdJlCoGCTMwaBAqLjcqKLx0wiND1wYr0S1Rp1yBkxrdpy6JaYgqaBg4JH31poK7vzqpOkz5u/VFKneSexWaWZg04ylEal1AL1I7VQn6h/pXAKUhaVU1eFL7DEpaTB9IW27ff2qK233XbZXv3i4tWbdt79mZvv2rzjC4trZ+bog36jJVqhbTqjl1xQp5mKkVuZGgadTBwu4ulyR6rv2/6QmTIRM7eH/WSa/Wz2eRfdr1ZYY8TUpfs9SAhAAQFY4K9R8Tf8nL/FS5QsZZogsEi49MjHe4Y6qujbY+NLVawJBfI1rnSIbBHQhbCLkYx0FKICLStTpc6fadWl31+YsuS/+99SdlUNHYYIxBgPMMEBbvqrfpKmn2Xv7wr0T6Ur145LLqpIODEqqxxwgvPcos8cHpuIAgQek4SWEzgKCcfS5pqHPOsNGyJispqm7ksrahjZeC2jou+4YzE67Xe6S910Xo1GGjpOwciU/Ir6LlHB/Pq/Pj8bc3KuzsN1NXVdI6OMP8Uchx5j4pmZa0M38yof8/MbbDx69vLxppxhMLT0mIE56+0fxDILQ8ETSmEDUxgcNvBQ4iREFhKNjL8solHkxYFIxESsrTsWU9QwdiVDsSqNOvQaMW1LTlnP0v8q+ZaSIgVSXbt5XGpOecwk6YNQoXLRKQUN6okmESEFERg0YQIHUBgccubQmGTsweDRiRh6aMcIDT22cWZN2KmspoEbcVllPXOP4opaptpUt0H0owqNaJFPzMKKLSNR4haB+MySum4jEzJL++/+3LLjmCe8n3vKeddMbrz9DtZ5LbeQgvTlEpbRfrC8m9TEzRg06IVqhyJR+gqZwZdXzJa2yApWs65NbXtwmsjXepOb81Txqn+7foplK51ZQxoxNjWdTGUhGzlKM0iWYaPGS84UAMQgJGcPAoWIQUQJKUi0GDHLOnuc0gIFQ8IjZVdSQc3Q1N4bWSUNfYtgmx3jinte2Xcuq2LgJjw2Lb9NbTexabnlYnijifTIhHgkJfMGxmi21CGWzJPqXVAkjv7Q3WuOVu/FKtNH2XJ3+qo4eqy44AbAqAnzWou2bLFLgDAxkmU6gUlEzQIgIUkIgkBh802FCnrjOx/5im/5mWA8cbKUaUYzhTKtizaBwpYo/ad7x3pWVyiFHn2aIBMkVWhlhiXz5I5QJIEpMNA65SRIisGqG9o8KjGjpHVofKv8zsHKT/3l8no+tbix/2ZsYfP45qs7dzcPzjfYDwMgnPAOVgHhEC7BFyJgISRBDoShDH3YAQp0yBFuXEDEMc7DKEzCHAxjGfu4gxTqmDNsswWGbMzmsSiWxHJYmJVZn+0wiuksJ7RpgZDGNI9CKZYyaANFKE81GtKGTogllQLq88Pv/MEX+NZwi46f4rf8G094yf/x/5zGY7xbtiv6Uq71qA3P17PhhOvKybRd7zmNwLvEpu0dp/lnLZZGXQpe3mUNTgkt3idTjv1sOOG9pb7/X9Rae01s7WtK7WunwNdxdv3pzHb7zde22i28n9HkCyB66VJ7G1Iybhddt8nbgHd+x2lElvVt64FvwpTvXAj9ji997/qH7L4d3dbI+dDUGOdtAuKUeneXfvvd6kRHtlELj7jzwr466A//Yyz8lT36qfr+HhOylMKPbUPdKKKjcaPRBg4hlhIb85104xFf+v7vTZrUn0B/GnjgQ1THk0k7fuDOD0fjE54KNP9DFhhcPFLWdr/R2HSW6TPbFn/bs52Q/HsmdW6qizXukpYChqRAstVAa3k4WvpfyweEhkpDaBK2OhIjFoKMnviagrLqQzsi9R4DK6WgVIjV/G0YJbOZ7GZlKoeHb+VjwVlvRQc0t6vsB2St8KkLxUApgFG2n+oH+c+qAkFvgvNaskp/LZpR771SXaYlpFmaoNWGVfZrXQn4a9xrR9Ir7N0R46/aoPP7l2Y3B0eNSP9+rzcXTX3ICbVAH3nSzpvEuQJoZxqBM+tWW60cY/6/cox/6dvjunCNiP4cPrva5+xXLv+8eO6c/jl2bfsFexP7wh8RiRRtpXHymEhoz4AZzbIQHLjOqwTZns+fU7Xo4vFq/y7kZv9Hfk38SNQCQ1PpLbtIR+xinWgGmg26mU2d2KJ6U6Ybu1R3/dw8zbLrZCk/Dr15+/uUm6UGvZeBcg9dSFRug3DkMRlEbO5H9+t8mpS8B5/kw8gAJEl37KJKnLQBYF9fzaFXzuGLGiNi+IllTqDnbqXbE7tV26apbqxpafnqDfXKWcRAIVPSQTCYtjF1YXhdU42bMzTivl8gtfXnDT640prF2EI0aEQBGECthlPsuViOZqbNjwy4kmGro/uIdEoP8G79TGAZiD6u9DaTmQyPGQBhYFsmLflaWdxN6WRo1Ahj9YTiAC+qpWVERLE2WUCbbasxtcUs5hASLkGZWWhAZgu7lt54NkDQfnwvgq1SGmy7NPUhm9DEy71fAQlu95qaYM3STC5yovn5IjUr9yeOXskZhoti1/k3YaEMqLLLKQMxhSFdoy7/+Pn8p7/a7vLfv77/9rufd1opkhUTleQFHRkDptD76ix9GYxAhkaNFVJyUU0Q2FhJHtBRh+W0U3lJ7SYHVW2bA5Y8TIw5xKmSkhAW+azKqKjc7P4cuoNOwTg765F4y1jUwTk/zGVF9DMlL41CpAYOCGsSyN7FvDJHeASgXcAsknE0emDG+T+u3Y6rRF9b1L3AfS6wccbuxjHWStWGbklCDX0h56+dFSYXBO6dA5WJV/oFK6ZGjXrFGqedC96zW26DqlyQ6+/nDsRB/CkAWhI6BT3KRGnGNwqpMP9//+evP92qSFIsOXtSfougXFLN6Q2axZnizfFY+2pLL64lHZJPJujKVOpkSRsbnQv0sHRmF4AfQLCUt2ep2zpRWaxn4K7MVkUfu6aQEn86gYdBL0jAfgUy33GNcYFnb7Q7DabLfhJcjBPVzyBMBGnFqMSg0wcL1I9+DCWQXPGG7T0EvFHGhAFp/cBJxxwD1ARKC1TexKRQHZTGUP5XGdgU0vGOvzZIN3xPJ/yWKYna9ZiosFpXQnImc+R8CIn9Ldg9hAvsEK9oEhSqwz037IOeC/Syaql6oo1nM26eavavmsrPVl2IVAPRvzCrl6Eltt1FrnjGhayJ2NtZOmAgXq+byJJ4NXhT+tMmHqXzlO+mTugkeMIaPUqNTk2jzOgRbXSCenrsesoD7WkIJUCwnnrd6RxGIoUWoPVLTNDvqMt8lE46YW17ygIqe+m/GtsmhhUTQdViU5zAjqkOidt12h1+94IgQrxgVNq/a5X1nrVQHTTZkJ0lArnXPB+Ste4RelY9+WhzGm1NzPBn7ZZnHWoxQQLrXS6EJ7Lh7Wq5liLW1eI2EK2vyYpAAjiF4KwW3N61g8BOLfyplDnOQzWEk8NsC2Nz77NGcX4Cb9FVTjJV9WSSzwKsW8dNWdbml+QjnwaWxkwEksu7BEUokcVJqpecBy90a7QPbaxbxoWxvgSWL4y3G0/vdrUbjZnC+zK67RUVsds7dvUiBoZ3Ns44znx4lL4YpwEMWfI8K59ksoeunLX1NJkTU8IkbOUdOC7ZsFUrQsQD156mLG4Ze6qipkooSAy0lNDqAOHC18sSOGwv8xJLr+rGzcKqaYIk6Y8pKM7m/tFgG1yGkW2ZkSBm6ZzREo81sBaMKm5XBQWJSawEOj4OzkmvQGT+ZzFa5j8LnVqpLh7GYrcBh2doucLmQMmOwpB7f9Tca75oapcioxcw0HvkF5AQWgJLnXJPtYGEjvrJkjramto6XwFHftUKNsLGESgT+nE5OwoVmy4DVSR0EG/4wATy+qhouvTa5fluQPaaQOFAGUmP8iQ7pxdHqA4aN2RniUA+P7zMpTHZcP/pcvd0NlwHLaN1wCjFmNVUWLN2VgPvnLzaEijWuG+7PyxebOpqS2+UcCYvek231GuZbclkuF2pTuzN7dDb+wsEN3zl8lGJmKpxQYpX+GAba9P67oD+7siz/N6AQ77819p7eWXmsh9MM07AS9BQeLnyQSTxNZALvLuyFdXX06W6iA4UedXHHY2DH1jacx4xc9/mzRW4N54VeK5g5vnU1nAaNS2+RwXPt4IJJphglgS/QerNCy3Sw6hqYFo8rG6gj88WgC5VADNSQsWTYxjr8c0JZ8xtuVAV0WumDhiIWTJ7UAVr9kLRWxE4XbUbysiiTO3fVkEayzDK4Q3T3PDkd0JtwXG7UkNQ6RnFiepckOiF9+AtcMVdqYHYSfE2oCsVDbT1fLNXE2KmXKnu7LzFy95oF8vNZaEmEK8Ra3Kui6v+3UWGWLC+1yhw/2cuWL7nZ7fBbBRG8G3oe7MJomEYL2wuP3ZWoK5lDeu3qd0ijRXy7xF+yvUz86wn2PyoH++lqbYNz2aE9gF9ZmnpxeImmLWCQ/bX1AJrVvqmbREoivNEdtIknJuX2GcnOJPSg91z8xmmu1iakWrnqy/asCvLulZ+gManl/bGbC9xtoX/u4J4FGI10PlFh31HlKhEqSMbaxc5PXI7pqtYHCe0bzmXl/+B4wOjUaZP1oIPH4uxNBkEXe8qeoyp4GP2n/BAqWH1EOibfjZTgAVNC0/YK3yEBY9SyE3rQkSDR2wGSEgFDzS5SIAeGBUtsCEeBR4garGNaq2AgtFghvGlZDBDABoaggeaVISiHuPjgoCIAjNaiHT33KS6A48GG3z8PT3Zs5PohSAOWICezqPAU+1wR0aTL4QmdlU3jD5/ZdCLs+D5rRiVkBeUJ8lqKOkE3SyTCVG5T1CeJJuuo+uvuEnCbhsVxFBP+C9uGHqSxoYYe4/toLW4sIoHyoYgsmVA8QULG1l8SoAjV2bR9t9NHpUUHmSQIJOHh2zp0nELUdz0cpSWwytUXh8UhvguurhXa0nhtXx3JRf/oLWN/Ifkw5/iDspBULTN8JIK110sHaKY9dzWaz8NeIj+cMyjFARzdJho/nLioYZsJ8IcnQ3NpoFYHy1Yvj3zbJyeET9bokbyxJm07kDL7KvYdzT5wrqnqCvHuvUVDd7PcUgpqNqGYFIkmP16Lu1YRAhmSu8DQ4dJnMJEfTQ5eOiRy1HG13kR2FTUG+KI3IeD4CyULFiTzIvpEgwj/Gyg1Suta9FXDeNfIe1CfCNMrmIb1BvfANoG6Q/TKm04Pa+OEtLLtpbuhZjGp8HllyPLSTJ+1hwNHIiXbRr1/MG1lJRigfsvePQ2ixrRrtQlB/du+sJkgcuMtIgxzUXacotBar7CeaTwUSuHaDPOkrh0thAuWZZlNHnDKyj6Ge2I5cDYIM/6ksRSwZ8PcEE1+oxWLI1emyNZK/HXbUja3ZFHk5s/CgIdO49GbxymnOZ/anRn0jrvTzsYmIbJMq37UPGTxMKYdFl20hOXkSpX2xSzo7xb5UVcQFa1+5lZ0Z6Q9skaM4qee5bGYy3NdWxlFR/Q2SFFKumGFPArnIQxTdADFG8Kb8JCl0TQMw8CdoAQdLLlz1+D/oGviM6Wz9qCS4C3lq8YFE6wODT8zEUMuP7D4vpHV+HU18xFJHOBu8vWUUwZSI3nX+mF2dZbTz5MqifptTw/ykUcn3VBZa+cPxNAI200BWtzV3KjOWRYT65n7wISrYZ2CuM6VuLQ8QljJBHsH/ngz6lg6LVxA0Qy8IInv78ncJkGPSQ816qIWawiealxzRrzmPeSEZOYxVxNpeXqNZNKkb24IF20S/okb7WHa+Fh62PoIXlIHsJDeAgP4WHrY+gheUgekofkIXnYSg8RQw+dh2tjUb6txu7hXUShMOKjMxKjLkKiMXKiHKKiF1KiEgKiFbKgCOKhAxIhAR4/PCdt5QagB7axrhraty+tSvr5Ov6HCwMtsA21ETrXiID5znBLoX6NvwYOOyHvTPEDqfndAiyt+0j4NXsEWAHEceRcVm3+N4a2+wB4cVxtMgzUQW+DDTXCFAsttTF3idLVU4819DO08YvembfsK9vzxSOZ8hlB6htIHGFyBHYt+DYqRwhcz9YZc03NyitqrlVSRlZuYWl/sdJ7cSNO7u3j7GgvlEjnDuQz6IFwAO9X4leyBnmotYFKZjIeH/iyvYjyM73rmyV1nZBYktH9stJ6VrZinXi+zXhREYshnW1elVoiTVoZ2QwK3FFZgndsLVFzs4dIZaAdZOBAiLEWLFy0rQKZE0PRghk6Ls68aEu5Pby0HnLCCwIDxlg01NDDl71krVmv39F02lE73HNrb1qTt2ivW64YBrN0M6veV9pFe+5zV+346KYq/U07dERn9HZqRgPq9ZvR0GbzTCzmqQfMEWYw/8UsGZZxwbtBBFKwHTA4ggZO4P+ABSJw30V3CV1WV06fGqmgoeeIK12OIqXuWo0IJuxGQgmIQ/tsywr0qvZHmODb85auUr2pqlzjEteosmYMjk3LHYpX3faid2w5cKxr4cQmbS238vOyuiatZorRksw4mVLROL68bdjU2exyXalbdhfP6DBHPNo5Op4TOcmDH+6AU24zMuZjvl5jvU1H7Mmlho0cP2/JRojEQCFDCIVCOIxLYYHeqRgdFt4IyES6sDQxFRvb9h3J+rzIqBlb8g4yU5KwpEi+lEtNRExuh4lSpMvcNKOgXmbcOaNADorQgC4E2DGDQsVjBxyGlJ4rCDyDs7UxlBYNmEaHjB57OLU5j3ZkvL9viy28dcopbWW4QkIl6tCQVmsOSq3sPO+46ctWb7fWiEmLV07PHZy9xnkWrnKDBzxNKy6POuFOzmU6rTd5xUmuIV2SlDQlyEdmcasmeUUVdX0vq34mnERQp0WNtaVBF+pG6MsZxIRMl5NEansYGqBzLtajZQzMW9tGtli7SGbqnesgrLRGy19uLvRLDKZlkJksZS8n6QTOJFi4KLHip0BExWQHhkxIjkFSNJ05NrE/w6bZAhIOmdy5qr7AgzeEUMfI0lpSG+y65q2ErqGZ6yZh4sYvqe8uLjW/LNFQgAJBhE/mAVnVA+NECiNE2rnCFto6QOF0sbyml2izaII20Ihma5GWa/XqYaw2vDmL58uN7mi2ediIlcdnyqFcAxkzLdi0W6DDEqUS0PBIaZi5+FCi0hA4hiGfytPT/3zR71Kj6WcYAoSKk0mk1hSKIjEENkqtIwSOJVKYPLGecYFuOnXoUunXBpvCMSSmQGzLyBwGMsUKRzgWYAllBMOdTWfnhoVavMzajVpEpuSVN2gaEohNTMsqquxQKyaQnlNUr72y82G83bw5fHoubO1drN1fBjNR64xqGLit7iO9FaBmsqjuadhB7L2vbpMuWim2Hw+2zmVnr9HftFfsJA5xVw0+XB8NM4m7Affop7XLa6Q6D3JA322tRYCt9tKsdWG4wbuD+hqZEuRTa/+FxWl7Yul3SWcDvYxQsrYR553zs/BcgV6MNKKFkSOzRuIbzZz7y9YQDeyhwS+byQrzNUqhkntgi/TLmS2eKW6+Ybakn4ExxqXI9R8ymtZQ4jz8Z9j47Z6Te53XbL5pzHa/gXozbaM18OSgDCn4N7p/GMR/soOJA4XXMt/WFODbbTV/4TfPMFAOf5fwH1cKcxX02Y3S7CTP4vFGf9slgsMvbw5v42nct4ch9fW3PwPY3L2Fyx3fth5vOBy5Uu2Vl9Xj7IQKfAmWTS9pUPhPjvX7ZwYJeEE7y6IYHSQ2rxTGRu2rIYGQeoplNSLAvQtzgFYkIbtppaXhMDnPkQ4QgC4TxBYoaCNqq/kHTMMjjZSNyo6mblWPJqov1OheElaf3Hc+sK6pHedyd9BCH2+wa6fQX0z+qUOfjy2R9eVMKAu5gWCgxvVERBfTWVH3/Vdkh+7y4iqkjxjPHRTFxBZ2XXzns5auxitAcS8YMPt6yis2RBG+GXY/QJCMhm2wRq33XwCEz9CmPEJi0bGRmIGvhcN6Xt1qOfj+877hxfSqWIzya8kYA1X/3vlqvHfMcVfZWe2VdfjbWM4JSUzLybZTyWiqf+Ta0ksS4YBPhllik9w2Lcnez+w0jkYm0Z3+ve9QZDVouWfEM5buxqvzfZaf8L6TN7XaCloE2twb/3hY76Hqzyx7zCniXjOCPjp81faSQwl8yM+Z23l9Hc0wJlT/BoaZkUqF+uUUgW4pzYHzpH0MqrosQr27zvsB6WDioDDrmwkISlKoGT0pkzUVl7jXJaXh4RYZSPP5iVsNBWOBMZx3erB3ABG4n27htO4lgTv0LtmTLsLduAxZgGVa1N7f9lwQD2fISO3Cut9YYDmDYCriALhjUK+aBQnTuXYfMxXQbyS8Qrks5/NOD/RG1BFjfJ3glakNMIRfFgvTCGllTprPW43OKi+e8jCNZY9h2pljQWLawhE4ioR+DudUeRP+FCeESjYKOHiYVQAMnOz7eOS5lqlWsiVaPiCSsef6OO9lTU3GbOe4X1DCbqljIdcg9NPejtTOZ+keXjLWzY+TmshjecDRDIgIcQRqOig4Qi1uGzYUaDc6IJeIJHIdPgHDtIpsPMOK1G1yTSTRjjchmEgq8I+fVaiAzawTasxSmxo7pnFVksRVhwZFT70t5mlbsbC2b2wYKpM3Va194e+QDVJE6Vb18Po1tTDVIXSIC4F16j/eXWXYJ2kT14SrQXhIZLB9gIWHIUpsZBlmILvbN6tlIVrgXjgh0WPV7HuA+fjD5mZv0AUKrKqk/b7UQ6HmKsSb26W2cSKW2sPb55jM8GMlKMCE+i9xOPHKdhRBCcw4xMEmwqBhztyslmJGsiRfa396PnlnpwdZHcnktM5wh2+zoFc8t/Rz5EJv4taehpweqOpo1C1jH4P6NSf3Xfdta69BlivgxSlivVdpMjXj1DhwD1GMZ1MvF15lbAHUc5AhKBzXiLVGEijW5Eclnd9FWfeNEm79GsIyRNZArMFED6Yyyhr624UCOznZtFk+ElzyrwVDJRW5kdaIKqQs7esd+iaUpEdidnK2O5ztyffMBmcDq+vrWJUbbgu3hzSlgzKHQYZibSTqIIX0Of85YuozgYbR4Agq9A+kM8TeOuPJoW8Nz/x6QvifuCKlcMGTFHMIT0bw04YVAUT/zqml/o1zF0sjhU+wojUMPzUSwzYfnYyflZE5EtyaSHkN/4nePFTMfAP5JNCfAd0AadU6zPfT2jnBjaATLdP0oxZsY3RFW1LJvNAomvrvcz/jw1k9R4gBhvI68Bw7OmtNydcHZbX/cx3nBbZ9zIqmQAa6Rb8avXD1mH7AB0zc0D08QT1ST+kt04ZjBkJU6U0arwZBZUGBLrAckgHSRjU4zIEMiYjElGRPZ2J5C9JJWn3IloAhbcoo8O3bb6XIeb/eX918QPKKGL5OVamM7r4vO9OEZJaQV+nd/s1nfUIcXSacs5fZ2b2R2kSX+5PPk5D/tlfA3++uIdhRMoQgx/nUF33Doqr/IIAD9DfC55umRlkfEcHT/D+XDxyqiMhwTEVd2OZS7KSxfrHFWjUyS1baDmkZEYQYQxvUyCc1kClKJYszMygKCLEfMUnL5bmDG9sghLQEDIIDyIxLPQzl6++IYDsDmWmUGqcQH6TDx4Qg5+z/lodlwisfKshnbwU/sX84NjhPtklpiTttNa/AxatXpl0jc317P13MF+5hcmO0gRYk5HgfUZERpnAr/9Go9QHHUO+q/sZEkHSa8W2wZqbgvq7xy8ODHsc0vsRtO6aMNaMBAaHn63LaH8ZXq/OYaym9Di2MjTdXVUuG82qcIQC5AdtZXEJ1QKCD91g+Grw21jNmrBvBtauLcsKefm+pR8HGVHNBAEtfDTRMdaw4LHTofhjoqMpfnWfop9+9Y8O0Q/utvja3dt+bSkpe2YwqzhLhrYlgE+K9jhaS7W9t2l0bDHyXynnzNEdAQU5AhCgS6ILrLlDeVje1dPRBv836GQGS800Bc0BgiXc3OQcrmzLg4zPZWFYQ1/bEvre9G2yr90Wtcow6H8YiDuCoyCZh6XHazQKrhX8I0OqfGUZ56g3VZuJZDauQ+MgQi8gCTD5gMlkr2g8Siuyc3j4PQX6ldMBbYioKYjzPeUapzHhiU5DYbo1BRQUfSz0DAz7fP3DyTxr6sF98KinsPZuFLktv62Ai+iBeU1ARogWYm+00YZfUBSfbOp/dRlDr4sd3nimv6TTRRJ7tnC4UEOpJsB3E1+onXEAq9uEUHdTiqmiJuxkppa+9Bqx0d94DtRmHtn2DtHJVhyszbyJF+5hChHvYvPYXIt95qa7rGo/Y4vZgB15/ItDtRam5iclYaFAftiSxglmf2W3rggubDTPAXmAJ2DjBsrzG+CJkU0DqP0pWZ8YL8ETUeLVGH/Aa8dowZqshHy2gQ/WdVr3RLiJJUSf1L/vYSw3pBqPR3tymiyZMJPcQk2OY8s+hh8aenTnjmGyQCJpBVQ93QMEktstA7fRVwn4gbdJVgO5gQXw0aSREEmHC7LXMBrHh1xzSkcF+88/PKOqcj50QPkBfQT8j0BLodQL9/mjiTgrN9b9g6GnC3CHzysYzhpAVRH1fSNfpCP0MfdWyT1X9Sg00AFUkxCgVgq9mmtKCMj8znfrxcP4soiKiAMXiENJs9n/9z/lt0vsRSGiebpftzoe4yjbnDjIzWoycYdW3OruQ7tEMFdR9nRhpBMYjoBFO6B+BZAiW5uqMKmzKUnCJjyKrsmiZJXFjfmmGCEI4l02L8N7ce52HeTVVdfWPrNkhVNXUd7mf1f4sOeUMBVIf+3aq6mZq+RvqwW6s03NRMMRwAudzhyE2MQ0JHCb3/Om05rPrC0ZQ2On1iFOET47z/3QGgcNqcKFPqsz1WGTIFkbLCUIWFltGqtKzZIXtKPcCaJKCMn8yqAHWTTmtxSIjglQfA4h/hG1qMxNW60wU4MXJG5c6GoLuDXyR2x6l79ehfuNWDA5qabu+vHpDl5zOGrXr4AQJunR5H/c4BaK1uM0qtkuSsV9AXu1VthlMEsovqviRM5An42dktJbYgug1wS4Co/kBMbH4GbYzaPXKmPVT+ys271SGS4hliIEnI2fQUHh3Tf8QfUv+0rcvQbN+t0/OjoyLth8KVbF2IzTmRLBcdH58f8JAyEbaqYXv3NItMnHNolUEY4X5hw7lnytH6CV1NUayCoCUdwO+Dv1P6TroSv0T4Owhke0vrHJyWvO0/09Kghh00PorhPqhLywV6nOq1hjdn3bDpi/09J4UZzk3gvwu9O1SwWlnGsEOhAVT/OHNnfVgx6oi/lMlViqEvsIKGRZBkbBcQT1isYflE6CJBTvDsF9Bv3G2qVwUdNBUJ/UNbUGaQ4wV3K0ZtTUPvCvUx5qB4QmmEo4JT2Wc/2Jt83Q95kFbGDbiGHYOOUo7KYNfPde/48hjgTfr2obXxnFMbcG+iK4POW+D+qdIP5SlWCX5PM8WJK/vksWFTKhWopYZZw6+O/DRA1Do/HT5ub9P8PbRarRY9DASk/9j8OB7JLHGzZ+YBrR+MslU+8sGmxEmZJ4zvKG1t5QQQANlSR2/nClAsgmR1ryxPHskC7GtFRHndgpsGwAaxa1Q6xDTcxlRx5OsSUqX+QQ0CPKl/hoyoKert4vYmxaaEKHl8JMGz4iTKPRJVS6E1vZgsidD/HLkuixoBIBQQe1HpBh3bU92aKoFFbrngxGetTF62kY+j77zV6E/+mvQ4PjgEM+vpYorI1hH6VbmLn9f0iqrNRDFYIPfzyt2xNMklMEXMqc7AJu4QRrlcwtMVlgX5Mv9NehEZUlvBeGf46Hu/jJdikRrG0gHrRNDRyP0GN6ihX2gcB+Y5hOugyxN0YoOT4+f+XXEjzuNrax9hHJfvU+ni9cHejdL11EpT2D5RkWT8MKjqSUsZKD/QS8bYWWEPO8MGKqm6qQja99n6S30tGulkrlvl7HyWlhp9aAWTegrh6773DU2fmLLssoOWZAhGD6jSkGp4kIeplZa9SddmyF5GrUJxThAGXQoCQc6qQGzriu6VcgGI9M0nJ/cgCeL1RMXUFyC320kVql+2w2F2BQ6Xmc36xxWkZygUAq0kLT0+FhqaDJBiouiPdFuQXPGfzttcEW6TYQF0Z43IM/hAGsu88AkKsprT5Nl+WRG3jsdFJRoI1YHDN7QUgS497f/qhIN08rzR/GesjzdCdAPOy5fyimCgtg2V24KHmnPrY/lg74J3MJtOdYaNaEpQeI3W5Kt2XaypKilu63HTYPn8EtkQN9DZV+cvle7TJA+0k+YvEBGR4X7tWQPbcKHARI/HDtzytxhd8i/6t7rOiy3vCQsKgF9FjC34/pkVWaVLLcf5V4KQlvRlWeoBrP8j10gTAXfYi5RXUSj7cB5ZPXgIv1LvTd3s6AwHn+Caig8ff8tYZmOICcGraVI7s6RD+APq3865uOnCJfSDmD1TbbYi5RP8L0bz39G/gdgc7yyOs+aLMyMYO9a6UHSDKqbuTWEGnK2Y7owidCCTiPLVUvdXGo6FMXXUFtJHOU0ijnyVX1LupRLtNDixCNUi4mFpcGAdbk4v81RyecwawZfW1aTikM0jruR4BHqZaVCfYzpTIRQdQjkqzBRwlBTmxBKLTcKFY9MprFkakUMHrGk4tpSzrUf/rhNXZIIuvpFw42HRyavKu+Ke1JVFOsHe9CWmiTpzf02vC7V2K1DMfGxdCXx4fQfpf+Bfhe4gOWtU1uofEnhuAw/4AHN05+6aSjgx8Tpm1lIdSCSEx+OJGXiIS2vDmWzs/1i6Xc668eKFDAUP0yS7ha3FGix65vZ4+ndUytpOIZ9hD6wUkfYt7OitMI187AlaWFjwfudRjUtzn+VHgH9KOWQRHHgixpCkSBz6GlOf+n8cg7s1EfLkSIVFehbF97DsjHwEr3LczeISCSUkYKsSMzJ4PCMoEzy6aLR3gz6rHGbikxDkwyl64o9gT6wqU94dU1RD5oYkC3q5xjFI0ec8WWrZ69ztIx9AurXkBQG+0oNIBKO4QG91/1Jo8gTuJCNK20Jt+CsFteoa7zY5DJzJngkEyxkEJgexCq5sEwWAWaR/do4p3y2nHkLoESBSoJOoEQg0wtEjG4s+jeuXJRqh8H4EvvWvrGZfkOCv6IQUksaCpcuCPHHMCFkvRTYlI7mSw1TMA673sUnkl8DQ4yjU9jTkFWAumj1CnlcaF9CQm7Pj9y3eZ9/c+6LITtdxgqcsXP59e03thtLsyOruWcsYeQM23T5dOdlPsF2JXdK3UwVSIm2fXgzNo9OWLzORZK5uemtimbxVvONhfd1ENwwRlByUf/2NW8qKnllhR5mnmyxGi2G0tgYIXkUQf7L+UA60Rs4I1FTcJYOAnQRLVXYNL+CQM4+d5L3wlSiTW/8z/fhQp6rGZy+u+kzli7zRn+TQYMEPF4ohE79Nag9dBGU1/K3R4g68qSqZVgMg4JdtGthBwp5ZubItY0VTFmCIi5BCvTDV5X8IXXiKTUJ27Wo27zMLO9ccq8jAt33IchvSx9snSOqJwj22fjsu52tXucoVrTISMyoOLsM3eVODC3+2MCQmZCbMpOdjy2NHA4K3vWCVZgO3Fcwid7BNhj3y8+sVNoK2LbURjJjkP6wcyKBZ63pxBaqXKC33mNKKWeHobMTb5bc895mlFp6TyLoX+mG4pnuabw9JWlJmem2HD3nBpWUSRYFWIVQy1m++95tXy6U+AgsZOLncDQ/RNwx0UbgkNWS0MemHy8+u23yJhA+ildY3yNxqCrkbJuwEB1FkXrjtJHI0Xc16ywmNQFn7qh3cdis8q6NhI1LB+T6mQ5QKz2WcnF7Cvv9coILVj8Jh8b/aa8ndm+Hx154qbHuyUmFxy6if4SMTg6T/+AHnyKncBKt3byKa2Z0XJRKuhRWBbZAJ1Gz8h0ZIRrdtO297+NkxQA6fCyGD0mxfsgWxylq65aaVxGKfVfNKIxIUVPfIkKHiiLSNuRTjvkbTMMUCiE6mELDVRn5G6PCJnOVGm613RJcLgKbOco0/poC1PdTSSisHqTLhAPccWoFa2AwVYsEbUnhAqbTvHcQpXcCInzxiq0qvUBW2C7nXgRNyrjoSFxF1o5a7vkLemRECf1g2azbjswQNNsotal8g4PuysMNLqu109XhJHksraPMs39hab62duyH9DObzMd5zZSvKEZXjPpYYCtZg0qwlHIzJO1D+c7UhBMvP2lRkwJ0M9zoWfEEko/Vzx5oMkvT7WYbTKuzzlmxaF+q3WsOgSRPgpjwJdhdl89a0iAWAC8rnrOQ05OUx1G27kpis/wjA5WEl2gT1x6fpCV/UcsSTGWWEajiHr4XRK40Q1XKQnkKBaAYjLJ9JJ5DvZlKmEkG/70G4TUSJZnmiBkN8d35edvEdTVfV3em4E45lZzkSnHHsrqhfHKoOzhC/RAZTYPHFkRtHCcYL0U2KH5bbBdVHHq8b3xAsh48DOKJCxLhIcBbUBPFQMmdRCDV/9PS50WCcGfwg5bvavz0lYcyffQ2eFyIibhyDy3GdvWuc852d7eb85KkCkuyKyMAAe5emAMMilZR/8Ws3HTwvUxNa6QWeDMsUglfv+07KaB7/HLiP1e5x10D91taun1ZnL01+uoRyvS7IEP9rWv9wOJ6nTO/A41nF/ILV3lESshfrIhdNpMjma0/HH/Z5pV8/ov0xyzH+pnN9sjyDPzywI4JnTelVpu5PT72LjnwFnO1rWt6HjW0Nz2XWqiTBYK5pDwfmBxNAzI+OjLIc38IZvfVrJQxIPRz74DqhZqcjpngHNUkmXIrLSf4h11FO5CSbLEb+HygCPWppZ1beG/pZuFEA8Rp16mqQ7JjhlkT+A5XjRRqac3CwS+mwaD6+ylah3u/SBT+nPRZ5Scvyuo7RbvnETAvIkQ8348W44YECJlnEjkLQcAl/zT1P9R/wo3uNTD5f5ZeAZ2pE5AKEvOJfluC60Zv/TkcgP4YMn3Nd9FDjlm9wXcuIBhbvH96BV561waQIU0rpzQOXT52VMfY+vYZM87DZiDd3puh4mQh5h+buz7T0r+2kldfvGhQSwhIDCuZAvweKdSKOAeN/DfC0at3wmyBhJIa4C4eQAb1t29twmtmy722Hs69huu5HaGqqB4NmLX1c2HN4hUF2XhY0SOXsQSSymWN/8JfOuN7dpm/IlgqSi7r333Lm3IsGH+G8331jtJlpzRR1YDAh4sFhbfLnreAX9OJ79MZPpwfQSpQC8CXoPJKE2kvyzW0DMookzXDNbgmYa/cp+BpRHoAMCKGGKmrFmfCeWB1bl9hzrvis6FUCh7VzrQA19096Z0tWFaYCYxg/zwGdtis4sx5M1g4yruhut3S+JZ+Neriv+vDttnqJ7488W8R3r974J53wXuXqlBEXEedn5xiKyrjA1mEqcK+eIfC6qDRwOeQsFVHMTnNOWprCOuARMyySL53qGdgaBLDYRAJ3Bh1Lrg1ITvihKSWM7E3nvl+fv4roMwn8I+fHy9hA1/tkT+343VLvkvleXjta8X8b03bvhlTt0wv7+R5WPI6EXUwCkQoupUMaD6btHAKRwqmW8/A1IBbsdl9bD+iSS6FxyZTZz+Fjmeljm9uwV64anGpr4zQSeLKZE12hWyZYZJDm5yVCJKcIOzj4CKMNmP7VKaJa8gZTI5NwAxhGRnjYeeCMwPV8Uf7weU7l6K3fvGERn8qMYS2c8NLX7tqPFLbqFe+p8S5emZobeTUIdTfAyiH2bCA4RvjPWv3evmD2czviWVZ5NqF0DyGIRA8780cdaFBiJVdu6Xj3W4h6CQeAs4h1Hdj162W6Po8/HLfo72UInXmofOnP7KW+TFpj6RtZ4LiPFAiWASyq2Ge4YfjDhRDg1KOLaduAG3nv7Eo3WJsh1EDHd+8b+zcAie6VncjJJpNLnRZLQhu5WYdNZlMzX8agJZEIGFrLcdQVrU2Aj8vmGfKNxEXyN1EUKnumKN5EpEBLkHaxNHFoTmj7MJjA+MLIs/hBTmplU0CyVbk8hDj3awMhPUBgsuwDtcYjrzSl/Sek3d3pD8435fIzJA9Fias+6Dj65a226mSLZPMqqMSVz2Cav+RENVYCVtPOKs2QHcxLIkTJz62P76DAsMp1jkmaPg1ONiNlHneu5Blb3tJr2KchEvQpDPxyJrBDCjriwYsl411c4A1lxH2jBFrJCCGLKaNc2rHyMH3Hx+zVIqrivuEy9EUCEhAosSdabhTZn1GT9ZOl2GpTpXsSdpOKZods3CDx56h5MdKRreOEFzCqwE0ie92nu5+tRnX0mav3OyyqWYqiy2qNUh2ZUEtmUnwNfS9KvUl4iYpb+Pw2lxOCb38+r7d9W53h8+ZJap0iOItnSok5HEEamSHirvugbPgEvxjmXVd8/NFoMFCnKan1wjpyQ5wd7nGgj04CpLiABkZ3R/vONYE3JV3F81VF/EqwyXjZuOUU6XnNzQw4G7Ll4SlTF+GcovJnuikmd1PExOxqKO5itkXVj18ASnrPRQiHL9as2FLREJ9l9q2rjHx5gPHTQtZvyP9sJyqkLTCMnE6+CBg6dOlekrSTP0MvAD9du7bmmXaMjtBg4zdF3zvoNxR9HECXnf+ax7lDWVCVITq2bDJ4KHf8Ke3YeWl/XJWZzKVVZqRFAQlJeNZco7O8Ir9yR2W9FUg4yhIxG0iGAui2KcR4HeYFB54RWkE5tsjlEJV0Fk6o7AoNgVeajVlM6D2BUIkQDjH8guJSuAyFV+liOLsXAYXvKOyQB79aBXUBAk8FG8haz2gA/sM0yu7tS4AUxEEu+kZjj6RkpbO5TKZXDZjNayEzUjKEPE3kHCtnfVLSx8S9mjzpIceUn2D5QJbcepVErKqIc3vxIpmJGYkwHBdvjv8iWb4hcrvKCuv7TR1aF0XJxohRrQK/Uf5DFFL8p9HxEFs3vk9Hu0xa0C2JWeJ8NNg3bJMEQQ4FMVgNWRISF9EMc6xpiMxJrfClvOb3r0CKrabQ/5PxuZrvBriSe9DgXfbevY5PgBJW4BY/bIQaQr6XIE8P7S0syNfqq9TKkSiRcUuOfpEYupooTD6sdfSsSJUSsDqPNM/fUynP+VypuiK/XQSC4O66xG6+DmYDbSaYCzUSmlh3vmDBdjtSKclKVk4AJwjCPDRGS/gZIFhcc6s1RdD9k09TExa2GQanVB2UVAY3PBb8/Q29yf4HQWP+SJrAvlRwFiNeoGEcOQABRgtxz4/ZoHivdfbH1Q1dMGL0GdcFP04al70+6tLj8gPXENXupxhzz1giNlfdCg2fwudLSeyihxOso7I5AmrbCVIIMfTq3gu4RLk8/yEVmzQ+zGU0jffAEaEp+4Dasjm0q+SVq48SpyoQso2gAELz7JsAjvwdb/skcAfdWKOftdNLtkhWCh86lIRHjNb3qzC5cmbahnqK25zMYJugkIqLyobR3JZC/8eqcmj9iwB1dIFJ4C++VQN8A7eO333Li4VySVFCPMdhp04PfTPmP21SzD7Ck6EPztxqJP9I0J09Bi/rog8UYOdUzWTgyB7irLGcGx+hoiz3vVdFqHZhwYwJ7SNu1yKr80gyryhv3FiybXcV5/nWcjdW3Iq4xLfRKjOOGleR/OLk5npO/yXbH5CVBc3CWKPKrrESKSntbnUPkHh2fDwIKw+PqYD3EIebPL+zUdwM8QIFZb91KX5tOcQLwPTJMPCE6RN4+GfT+FYCUBzgQoaQcRJby0uITZkJFRSqmybSS6iu1a/JwcF+74oZ9UEgwOBshK+GXjA3e3v5vcAjPUWgPX2XSFX2BYpRX3OES2rgdfP5GmG5eGbAMN0D9ippAbUidWmWROfQb2dhKs5Kj1ieiuDf1Eh8QYJXkXbkQWomHbGTHjAuQ2KWLTTxHiyRnQVMG14ZBpcbV9pv5YzLK2muvksvx+8C2IujnTsQqs0hdZhAzh5cTb2+mf38mBvG0lhy48dqXDJeVaPmP+e0SvOr3ARH0nnoFPVfmyJ7gsa9vRkFtlaHNi1G+eEBxtk0IkKA58LuP1FT8cMVqZbrDC97tgQYwgNLL8aw6Ega8ASGR8daksGbB4CzsMeHXBA8YQTZ48+ghtPcV8qMoTFPGZ1zGMxPGTq9Z2JeaxikNCC61Sy30kUqngjwSpoi0zxBIRco9tEkzbPrlLvzQHzqTo7VTKr/FkPE5giZqnDgJvro54A5N7IhW++0/wF38DEuIRk7mWWmw6Bq5kA3k2rySDU4dJL0xC5e5I27cXgkAt3sLAtFqEoHkq45DbPBJbfZsEiik3vMjEKi8MBrDdrPF+7ZuOYAf0LPJy38vjE6hUz/clQXRU80bMnEMuLTYLMYptPjsBfNqGt1RmpE8iN9s/kVckXPl186JObdCC1Wqonrf0bjOAxfASUqlBUa8FTpVHjsiEfVg3htxZPTI1HhZbeaYCrf2dZKoywx0pY8cfBJ1C3JUxRSNMLVcBlCi8iYvrj7S64jrS159tvPOTjEbz/IyqLJHk1AMnyILFhkKtiBuwbgz66eUymZVLU0UtzdHeZYE4n+KNxL1byw4ejHxzoiSXA7AstwSYRgRz8vow4R2Weprmc0aRBSkiw5NV8Prr6i59I0M4rjSn/Knsxr7e0rgg4U373md9fPfvj3y8980f3oUOzbu9W/U4oy8/tjbcB0JGjfvYwquSx5sAz4RoxPZeiwj3Ug5ncYr8Gwzckw0QQF6LguA2Cy6eN4foKQZ5MmJEOC8E6uYmNNKA8RR86UQtFBWqUYyFQNPSo4G/yBOwZ/VEXOdiZjo8jFJ3whbwo5ail3RCPpXpuyHhdL9RDcELwCE1sgYX7PZTofIsDHQGlNoAJx1VoKYFTjPz6in5F7E0bbRzBaOCKM8OB9KjqWdTT6z0gxS45GiTsuaHIEcPzbw3wbYSmVVea8aHqyfEFHMGmxLnUCpheZuu3Y0i+AH4I0bKh6s74QARQq9FpARkbx7juCy/8MOiCmiHVREvpVswCPNC1g6oh3k2ZrkzEfsdTyCr4GOZlgyFq66focgK3jy9ET0aNglyrPbjkpnZ4QIUIMH7UFY7pILtpPFMMXJsCOO4DZFlWNAyPj1uHTSabI0+QdowTOFT2LD0DjVSSL2Sx5M/YZA5cwVx8h1NGHg2Oi6zwMJweT8lRNw1LTdAbwqnEXzbGbjmwPchln0hLMACaZQu3MEhusGeBLCRgMK2g3XI3HZrZwjLNJUnKZLXVAhWAwsnveB0FBimAYZ2IqMIckKOoch3YqptDolJsg1Hnhy7YzyF/AiuRvtP7BoEz5xGKP/+ThuO7gMvweDoyr8hOTstRkSyKyNJ5Njw4XUWtGmeB0jxM5Odwz+9O9w+j6nOOc0sEU/aKn/QJT4wrDUXu4CXQlG3OmvNEs06ZBrspHHxA85RVTJQQnTj6/sD1YdEeWka2LfNUbMTf06UySUiaAkR9jD6yIsnDyPYWwWQgdx6bybj7FIuIPb2BRUSU1wAstuy+j01X/vKkveUWpqqBXvMpAo5gFSSUQWJkuAzM75f/NnLUy7ytmFmEVH7LKAeaxxVLvEa3APwTcm3itLjmOktmI5o0OKswofqozAh24ti9EUAW76aVbcmlGTvoGN6jP8JKOkwEdIU37mDGYiiSpZkJOjGmOD6V3Tz9Fp9hq7qTs4uwqYFieItogmOjNK524sY8RE87gwvwBnDPnkyOIlpSlPKaA/+8y6Krgy1rPUR4bnhiBGy7ZhmkN347rHr/0N8yMhS1HnA6X/6IUpQB8soZOV1z3MLbLCxXLm76TZJkpHd4WxFMR9z/ESj/GWeovR68LSLbjICAIh3fVsSHXyJonbNbFfQGcKJROuMCwG4FyDDWVyDqbgC3s2JEkEUus6c/JjicD4eb6gAEewvXhqRw7iqDQ8Ne2wo4NDRNV0ET0JugMnXECByQ3vrkRUYKW0FlH8hh1Cb+O2j60yvD3dtXvJ/h5USvxxSahfdZXy7qZmhvS46yntTqBtxVNBJIY5jBvxdihO8VwlYLubLh3UEwbeSzPr6dJinO9WPgSsZy+VcTTRFMg0qOqEsLH3/Ac14JNFpLT5QpqTHHX8QEulOB/dS+C9/d9vyArzS4T4SdImrYunmSQVo7l/EXRmExVgaJbh/o56hFgg1TmN/uH4hLiXRSyBw5Nk8zvBsiklw2Scnc7CUgWXkl09mhCp+AV/mDefBHVyEU5D72dn/vJSwSCNunMrgRVoRjdEaGZ/U3ME/AZsdOLRfgWCqHaUonTLM03beCoLGalN/trz9lhSMuWb9HIUPKdvtigiYRTAuKSlT8lYWMz4q3x0x9+lKi8TRxoemyyQWlY04ND+yVAG0ywA//QiiLBiQ7wRo9dUh4EjMOQWBQc/dwBVw22RSHr+mJuIwqhHSm6t+QaKUMvAQc8mvyRZm2OcQq+nNn6fpAG7o99hNwYGIQ0GIbdQ49Uo1PycilLqev5V1DRKmevvktICPhaj8nZDAdGZbUjvV2WlHd0XYlxh5zpIoB0Y7ZAi71tqIbZ4XYguIE3lCfhmil6DYQ9KAbMNj2l510oCTpuYFlAEcFC4pmmI967nuTOcWpfZFvtK+/uK8oWqWwy3UJY9JamhOp4mQoOjycqCDe3OqhHd8OanAMZo94uD2cPbbtF1HVn8pK91Hso2nW4H3dtZunINX+vV0iOXpNa+RUwT3kIRe1XxuM9vdfi6g/s9f67Rj61XvmoENyz0/lyZd2wdlfI5cKojEuaoM4V8ZEUpHilJJMmpsV2Vwp5J4v8yg4XHTErk2kd0ymVStMg1nHvDSHbS0sWO50+z1TrEwXmDFb5HTJWGsbZ7SxtgeJzeF0xvbE3L8vV3vky+1ujeLs/0PwPWTt/lhk1SMWqA8fRjetnlq7GMdi2zYv8GTC1tUMSdGpNMP69A07kzpFLpd3sK9vBo7ulEuCGEqVWtWJ57DbaboMWq5K3G0ran+oDXqzkVs+cS88bTJfLnxRoDnlwdEh3tvTY13zCfDo1Jf2guRfsCos3v8fuybYhcSLC4x/k6eRAS1DRk4RA31wPcqpN6JylYbhTXQxyFpVgvS2IdGG+uSW6juRYbXUvJTbKRUL5YO9yv7R4fGJeDu0kO7kbdI57dWa9Xa/2xoNhuPlbDKdr7iseaDz5M4LgzdfPvwE8BckEEswphBsocJw8ISLFoUrUoRdxTLxZCKVzhUL5Xy2XqpUa83WoNNod4ejXn8yns0//fDWZweHx0eXJ6dnkfOLRDQWxJPpVCZbyOWrYaVYLrXrtcZVq9np9nvD68FkPLq9mc7mi9V2vVnud3dr9+4/fLC+uRGJbUXj24mdTDZZSKVz+dJusRyElWq90WzVOt12rz8YDceT6fF0Plyut1budVm3BANcETQIxN82LBhw4CFAggwVIswbodMU4BBkMd/tCKIk9/qD4WiiqGOi6VPDtFzb95wwiLI4T5OinMPl6TTmmdarcGn1Zuqx9fPYf//jrz///uffZ89fvHz15vXbD+/ef/z0+cv3r99+WqLVqvd/EvuuF0ZJnKX5k6fPxsPBZDSdYfMlskBJgBMUzbAcL4hQklVF1wxzZVuO661DP4ijZLNNs7woq7ptun53WKvv7x00G0gLxdodAicpmmE5ge/KEhChomq6YTqebbl+GERx2mXjMs3rthdRq+Tmw0TUzMLU3NLK2sbW3kFxNCzPtF3HD6IwTtIsL8q6b7q2GsZp3i/r7rCdjufL9XG7P1/vz790bwUEqrV2o1Vvdrq9/gBCYWQ4Gk+w5Wy6mOMESdEMy0kCL8qK6lqOoWueaftRGMRpkuVPnzwbjgbjyWw6XywRFCNwkuFFQAkczUrQl7WVaii66dqW4wXhOoqTzTYr0rxsm6ruu+fY//cO27X9g3qjiaAdnCAZmhJ4lpNAV5QVqGq6aVi24wa+F0Zxkg7jtMwy17b2JM0qVRhbTCFFtwkIGAmRlIycEkXKVLTRGACCQawuTgdPIJLIBnr6hkYUE2MqQjOlMxksHoctXkMufwQS0Uxl8q12t2awNO/eoZkqYHhJU2PsorbWuA06kHXW64MNQFBDYxMzI5i5haklEo5BIfA4LJpIIZCpJCaNQWdxOTw+WyjYkXvlVX7kKT3lBxCJJfKHiiePbAbPRuPpZD5bUPgSQxGGBgQpQIXleE3SZVF1Td9a2YbjBWG0jtNkU5fbrMirprWeThkFNgz+Re4Z281x6Kz/umBy503tHBkMtVCSe4n0XjS8K0Z2VUiXtW2e8t4Kk9g1S3MvzDTTTTRDe2ImdcvMFsR2R1y3USb0IDomNjEhvm4gKTmYkpqWnpmVnZORV1SYX5BLxBQx9nvK721wZ6OvpcYYj99aY0WR3wa78yd782db8zd2/WlP2Cdl20Y1zWo25f8JwihZ3IoXgubiBqyLwpfwYPnFkz/+xPA1pb+0jJc1KvxttkaDbr/XGY4ns+V0MV+td+fDfrO9nI7Xp8f7u9vDy7NMbkF+Ll4eDgFdOD6d73h9f/v5/vz6A+4t1yrgax+t1pud7qDfavdQGBoi48loOl/OFhiBkxTNsBwviJKsaKqhW6bn2o4fRGGcZOnW42dPB8PReDZZTJH5EiVwDJAUzbA8J0BRklVN0VeWYdrOS5kugZFmkXX2M+1xu73u49pnPP1se1bP1dk8t569XaD6ZeeX1qirGcNDjnBmlZ7ntimuuMf6cmX1BVq0vmLta51pXWE9YZV5hsdfoIirWw//xsIfXIBS5fpT/9GkMyeM441q1I4Bif9zoP2xcw5wKay4YGbLLS6bQoXRO/0abo9O+AjeOA5vxMfx+1/+7R+ev1zzy6XkLdvoFGxkjIavkfrhDp3+yWNvbc5dVNNd7jpDWdRa9ekK5ehmzcipdOyP+tN6Wmi/v+UHEAhRIT5k4Y0a/8Xv2DorroHX+yVeT1z9+wbYex/fhc9LP29//r+bLZpo9MEz9Lni7c/u434av+rv+/fzLsCtf/l353W8xdf9z/9XnbTzzDnqbjqPn69tv7Nhm3FVOEHCPjJwFp4TVXG9cw/VO2mjR2mlVYpf1OsVMpXnKpzheGohg7rBV489rVqY9u/MZXtyP72F27Hnw3EX3aN31Qt6tq+8zeH7O3tf+k5b1W5f9n3y/fTA5kR+0PiKa3yg87yxv+qaTz6U0blTtOncZ+773GB+fR5me/pf6Z5PzTvz/eKqq2l+dRxQZpjbX9QvZSdZWUbkd/l8caZ4K74qn19WlunqTtWX6np9p/prbWuem/vttXa/HejOu/dO30k66Miu2Vf7ov/U1/dUPwnXwl1ICFmhNBiCOaQDEaxQxCCOxZV4EeNiXkRxHMukJiXtpMAUmSqSK7lTNPXTxEGk+eQYnhNV4lZFc13K9u5olSrTVb9lKXvCR8blp3P5O97m4tyZ7/ewSovddVKbhMlbEZ/uZHBjtqZh+ldGKbGD8CuVFw/R2le17mvjpc9NXDfl7fmDSnlWPi0vABeBQ6ANmEAM7AIO4AtgAnYD98En8H5wBkwr3SprlY/Ko5UPK0W1T3WtelyFq/OqVC2qDdW+6tjBZJbz/i03MBfm75feS7b3JF9zjE8/p/mnq9U11bf+qr86r+8r9Zt+/2q5uqyNK7G+S1f/WP8RaRbvgLfl+9JWRYG3utbGCroT9FRHzZSi6UFz+lsbzMxhNjWsJdvXt063qODDCEAsFEG/0EeQC74LfAd/j+wix4iARMg+soDE6DIqovvoFQqhFMqg96Nn0IlL5thnf1/G6b//71BVVH3YUsPuv67h/PBd78uq1vzcKd0Jl6rcqtqzdisvg1dt070PNv47Ip5mrf6uL+oPREpSpc0XY2SaFkA0i4qMasaj5RYZk4CYksZB8SWeRSdEN084zfw3n8JgFvwwP8ZP8kv8GX/JP2BtDMVYbMX3+b/WbOKugjt+IvAEvWCufkRUWORRZBozEjOJuSU3oz5GbUbxqNNYr9iG2FJsP/aVLCkn+jj6Mo4Tx4tLiRPGNcbl4/7pzZjlmIOYLr46PhFfjm/FH9IhPbMcnJolGFhmTGabsTEU01iqS7ZsY/lPyCGLuP11gRO4jHuLm6zVrbOO1gWe5l3+lDfwXr61juXknsiawAivCHXxPi4c5ONG8X3x83n7eVn6Wj4oG2VPflY2yRY5Vcb19rpFmSoPK4S6FqZqUW/Xs9oDWld1DftCuiFJ3eir+kyP9a/0ek8+zWf4Sf1UGxNDN/YMszG2+9nd5k9Gm2ih5TbztUd2zRetjSWwrBZp5Vx2z2dxJvTIY7/9rO2zK8EFDC2KMf9d+8GhDGPMHMghHMM5ONp12p1Z96S70U3dt9wvvbt6R17iPeBNejc82z/p2/5/8GSwGTwHanAaVAadgSV4O6yEwq3wM7TD10IxmhtJ0fvRxWgU/yMW44X4KIbiVdwbvx3D2I2z+I9EJGyyl9wms0RKNsmZ5HIynWNTklm+Hr82eJM66VFGZS1l7Wc1Fb0V5xnI/GyYX+iDNmlCKVRCW6hFOzQzv0aZUfPA2zzH73idD/iWmcxiHkfyHn7noX1Ysq4V2Cr7yJT3/n5g67s/WPN5/L/xr/bn+of8Px9ZBhiBhkBvIBxYDjwY/eMYjuNWcJFcGzfMbXO/HX8b/wguC4YFueBi8IdTrW5mt6w73f37mWFPZI+2p6/nh3OP3obeYO/dBb6vMvSBpZBlKDbUGxoLLYRuLp8gSmHXcELYGR4Mp8JT4WvIc+Q9shH5U8Q74o8MReYi17Hy/mT/dP929ER0eZQUdY2mR+1v7S9hI9Hp6HJ0LXoDv4d/xNc3qgRNRBwlnoaPCYe4ImwwDwaLYBd8jxwBGshgBQKQgR58HWjABA7wQEl2yFdRPEpFxagS1aJvk3sSIVVyHcOlLlBnqc8Un4qh4qgEKolKoc7sTO/Sv+gddEX/j8mZ/2r2Iug48w/mbzZgH7Asdjv7HdbgbnC3ud3cD/jn87v5n/JTIRBuCJ6CvxAkBAsZQr2ACbcCJuBCAC/DXXgKnoE/4E7YwwM8gC3YhgSkIQt52IVAvCB+EnvF70qrUtIbqUray/P5kNxJrpZ/UHyM0qBcFafqh/pQR9Tfle+p/bQfVO6tf/V7mSN3hMtnKZDtcuYW3cU9uT93XXd0qrlapUFNq+hC13qltHKqaqr/OLCxhk0cwYUHmEhAPsTwQqD7CeZY4RgQMYCN7Gvb2mm7bffsoX2yRfaA8+FVCIuQT3tyXrSX7DV7nGd5mVd6jdd7h8Zho9lAG1gDb1ANtvkwf+N7+tU+6a/81C/82u/8ffOg2WjC5sKkhNAMJkEYJEEeVABAFRrQgg70gQQbtoNpsAi64DbgAj2wAje8R+iEfhiFaViEBzASYzAey7CHwiCswy786rrqdr3JHbg/WP8uuld0s+fvE3z4vt4jb5S3ILbjnxg/n0hJnvzOdNN/7i/Y/Bd96AvLK/CCVE7b9CsW3jJ+Sce/7WPLEcGNQKwSG0Q6MZL9kWzJjrwmteS5PM77/PMj0kgwuv6H2qMSqZYiub0W/UVZa1QXTcS+XP5CzBn7v+lfxgfjm3F65mvmdxONiZ3EzZUnLX9Ifsc6lPw4+SAlTWXTR9MfT+1c9a3+YfqvNb+qeSWzd/7M9bzH2jbI+vGN23P35x5ejEvFwm80NGQN2Quuj1yfnkdFezb+qPGxxlc2j25Wb7ZtjmyqNrfOi1c+0yTYkm8Ftz7MR6+OKRQhd9dk6Ogf3b6uaNVatj6lE60K5qmMai/bt4qhwqdEnZc7v3HGb/i7P8WdOIFreEKsBpuYICpiPWDBDhuih7AR7xA2uUlOkIG8jlHcJ+tIE/kR6ZElFUytJTSJKUsPUWbqKiVTCV2ho2v6Pss5zI/QnfT7tM+cKg3TMmulW8hilwOmlZljPLZaV/a1mjVny1gb62RT7n3uP7fA+fxKr/ll/qV/y3d4TdgUpoXNgQ5+vNJ9svuvu9G9FS+Ll8Wf4iExE0vxIB6KvjgBF8BJcAbcAgzAA7FACBqABSJQgRsgABuMwES6t3Raui9xpAQpX6qXGMmVKmmhfC8vyIfynfx38j/IH2WX/1umZE8O5Uj+JVyGChM8hH8N/wF+hC/wvyADV/C7yl2UFeVIOShFOSn/o4hKrdwokrqp7lSvNGFmAzMbrp2MzOZ0Bm9jQaWcTTtKQ8mDRfIc8CVj6g1hk7+VK6g+xF46KzOCoZVlgarRoCeAXf4mBjaMalVOOIJlKEA/RTIzowrgAFHqpvsBT8XBGo+fq7wpV/+xEXfMH5ji0V7wt64M2MPG09RUZpZP/Mn2yPxxylyJ4hI+IPs29lwE49Eo1TMqAOaAIuz55t5T0ruw3fhyfFpcrDQeNinWZaNWCl+WS6l3UoNB3nznGNWgwZ+MPVsPlVn3nEXvQUsh2O3i8tHdmDPrWgQgslxQGUIyXaPKpH1HHGpMcS8jBUjfpZsQ3vMGrT1pAJvJORMEMmjawrRWCDjKbUi58lVDS5ZL8pTz8EWjAZRvLCcoWmgZplBkg516E+ktqex9xe0O96rEXrBfmUcwmf+2IgVhDfBrKi6WInrH5Nu1Yv0uHTLiM+udoY3/d/cfllCdYp5LZFEM15/z4Jn6c+MGXo+zvYyIBLp3t07ZxY6O9yC8Db+4mrzLafYawl4x7mVO3urPTbK0qaVMZ2DyOQuOdnMhYQtu/1PjDwuK/K0nYKIvIgjc0SoUOeaUteActDr1D0g9Na1rpXYsOPkc4keUDXgsMIk2qhaDR16E2klhsT2tCdVJsz4VU0s1EzVSHe3J53QecMwGz7rV+JJ0llRwtFcY7LTgmAq43NwQQD3/0ewUgc4SXNhhQZVLTJxzbj0MdtEqY94awgcgwLVG1Y+C70hrgvEIF3FAiApAJHhIAYU8dVCu7ZO+I9b8kKfiFm3R9Gg0QQboFpD/a8Xtjvq85NHTUoClKCPYWfpTU03rYqIYvgV5jfPDyOpOETq/BLy4XVGGU1e0K6V4A62dU2L41QpccmzDpUCx3owij7jmMzEoUP6vBqG48/kQiYZ6skl3vgiUSpHG2JGZZRPLrdlCvH58fv5FGbFNEl0NmHwPT8fGwWtfni9bHmRdZ087dlC9EuZBWRM4LVYNM8KFli/nc8kMypTYlBLFKSker3kueDBp4TyN3nJgj+dk1AvZo50D31JEPmnT3xj5QSHaIN/qIsInrieJ57bXIJLSRgGe4IxeoD2J5rgRu8o5iRGxMX6IUlhKG37kpCV9n/zQ9FIVs9rsrCiy4IxDMMNj2SlyunEMZTVpbRiasbBRgdvKYkhl+4l+U40aisYZlqhNiewtE0eDenuFc0hUz6c8xD4zyF37TYnq35Gh0n9nfRZ12zTI+P0Z3NNZMHuEyNA70muK9NR7RU3wUH9lA/oyYo52IXoxfTfZu46ScnZfDiavJnGH5W6WaiDvovh+agzTW3HWlz6me/G+DafKjMBfHO6dIyeYTYoldjLK+DL9joGlU8w30VG3AHnkASZj2tdjyQ+hwKDy85et5Dn/aXLGEMv8LSI5dlh+dK8oXVVZb4wD/GOU6hQWcyvUEQYdOh67f/jvzcnzhPkD2aGwpveMFqBJ2hXsneKciVnDUt7so4gNoeOwrZ/rxNDhjRnVqOsXHpldfNhHDHFrz5zIkppifZ5SW3Xx1yDa7IVdrYg8SbsdyTjJEmtciXiXl0DRPhYtwvS0mdIzxynAHVj5D3+fFTdSQHePC7109S1h5G6iVpnrrCVRdPXIdplWHqPrLDlBwKlNzsROu2fuxdLGMXfSGXA1s5COWiax1ZCmrcknhmRHtzJiKCk31Eyhd0nTPaIAu2uyrQqSTSYFh8yFvr0in4W1rmZFCB+n2mP35MRR0d+g38KheVgU+cz5htO1insOy3zsrVh0RdMkUlxEHrNmYVnGcSydm5DlUExi0Sg5FRVHCcNJNsgVomMV1wC0OJNgyv9hZIbrYD4Be11i9+hVk5oiROqxuQtK7lMmlcFCMWFTH6Nf4W1NlBl2n7VAvxUCYQnyD8/d9LdvrIj52XpT6bPo/sixbkzEutDqrMBYp6UhT703FtNF4Sxk1R0Ux3XNMMc9/sWP9C/ppGclNSgZa6UblrtGXSSc43syZtA5OOprsmxacVw8VtZ2NBFnbmOwswDTExTBDtlrUJx8K8GINBU0GlHdl9qd84litcxTbwjs0hDaicK0NyfmAceCP1Eo4MJVKS06jhQnHasxDMQEHaHru0hkZEtR/rwVWvVExkleso7f3m+CKqwu+zHWP9TrfGuuPmdp568WB9Ni8ccnMFRxP2vntbv/z3skZaoqeI6zIFHnYmPBXD07UIVLSzINo+H5pz5oH1X3h9gcDiEBZtA3PjyP7J4+uTCr3W7BMSrA3B87a0vOCPg+FM3nZDhKtc5Crbu9E3qC5ea3viDADu4IHZ8csid6ZVg/fGmYPTayWTi98RSsnhSJyGCf5vXPVZeaDUP7mFI9MnP9eMa4cbLpQOptbmwSYp4cpY6iRmG0E+aCvZZlEiA2+IPfX6syVpnf+wKgZ3IBqd3/6BeA4IQzUYVMi/PuTjYKsMsyGOmfEtw6BTCx0NPsxCkrleMLyVEz667oQc1O7BgSqgq0J7kZ2+KyKAeBIZ+YcPtymtxMSZm0Jp8rYc4rJh/47D/0GgZIJ7T0HGCRZAO9M+edqw+svSYKkbznE2rTWL35JGyrjN5Wpt4hqG/fgpIwD1VCpnrNdCmq6QlaEIxCXqtNBopuh7n49HDDDARPM1/UHjnX/nvfUQlb/UOG7W3kPW/cyR6/xj1MYG1TMSvAamkuFI7uA+N2ZwlEO2gqsp1hbxgU9+DbXDLdmaa2vShBnUDTguUO2jsofM64F049Pv1SVdMXckg2rBqSRKSYuhTDeGzrhGYIiAg7Y5yWqlHcyugE5tMmCPAJ9KC/vf/jdw/lcwMCtBYeYdRNGgg037y67xYB/jkBGUuSijGzg+gQN4Bn10EgudvecT0nTX3UDDj/zvQkGc3vjf3mrBwnlWfX9SuZD72f8N6H6VQKyCizmkXGkZH0FeW6C00hB730WpV89kb/+Wo8bJGV4lUquMVI34KUKSbCu7nCAuH7dk2s9JwnQPxByqxZgLUTh3J1Ih1zIebtFcXGYcBZMyIHOdPUGTFv4b+uyEvTeirCP88hw/fh/yf+GO3eGO16uoSiEUsY/vp968TaTW8Qgk0dgyhBcPNakvgUCUIDq6DbX+znvDt2D9rz/gEdZod4FbgjEDnGMZ6B13dsvsj48Njl4zZ1cWGLiPi8g2WtrjddJgh0z49otUvQCK54XDDS0gxZ9+mfEuECkiwvvA/KsptLzvPv04adKNrzBvvk5CvnAdBx/bhMIifpVfEnGrboxU8C2DDQIOR8UWErEPQd51UJr+K+GhoGgNUKdpWv5VFpCpWEln/nv3GwAnY0YNGwAw2lJwiOP2BQ0/ossYp40Bk89uKo3koQHYAPaZd1xuCX9ptzcJae2dEnB5iTC1dxZJZ85ZqkhbcPxwZWlq6k8RHDzLFYr4U8kp0fnKosTk2O7XBqJrF9+dA+xalAlD/zBIz3sd5qwnklI/BU6eF+MZBSqO3yp/qGpea7cFHrckON18SA7Tq5w6AXiRgeCAX2vkvAdGK5hIGvrUBiEntB06RCXUIE+oeNQdTimv8ikcrRYuY/xoJYiA9qHtqYj4yVghYbosC7xyljubksGjSKdn9rwQIS9xLJyLRWNPHvvovv/9trsxwJ6AcM4bN+JQ92qYUNXWKng7YagyblJCVK46GhsFXuTT/bjBWUKblUR6hM4YYrknjsHcdzqQ9IR69Wi3CqdJvOxXap84Fb/kGf0TcfhVevuDTcIxi8lgWVGWfaaZQqDnls6nls0scAJ5ckV/4C/ijqmYmc4I06pPKe1kYttpUtQUOhTO4OS/Xg+IzROaSOLlFRXExTBFI89lIBxjBgKCBnO3DA3yXmw+EnIa1UVwSjXfElqCdO+fLGIKTtp0Y7kzx6FJWjcfRFVwZOsfNOxfPXsneBAzrwd/eTra4IhM9OC4S+/Iy9gsx82eKlzBGjq4viv9+gdGg0cY9/gbDkLb77GnGOPHzRzGaLjUE/4mMQr6n2p+eVrjsFF2DopTu/MdELSSqSJJ8aCUt6xdtEwmYQVoKX3iaKfGxE8G59kHsnIxggZQbx1PxdhacZNvPH4c9I6Nox8ADDC+1zXokd1BSxF8ft/vnFBOopIVxLA431XKPLUx50C6b3ChCUumfS9TabgtowsFYIFBWeQGPgcQNKCk0c8m6xukqCioBE1I5uhYVGCPwMsIvBqUWgTQ7YTgE8sLH17AOUhV7SQjzkXioHlHMH5UkK4JrkYdRv6yxoCcg5WbQTExbCkzCQVr4xbGWMhgDWx/e1smTniSN9nIoYHHJdXzAXQsGDBlEAprRWDAd/edQpV5qnUB8xdAfABFTkCiViKOjEUO8IYMe2yUkFCg9j8cqKX0a6yeQUFv7C7dWr9OTE2MFeUfLI+/bB5+dPe7bgpLntUOXebslbkBa8E9w0DX6n2CBLOepb/X8iGeDyuG1IMSWw4AkAAUse+8VQQQ6mIRBOCMFiZgDMclh1dACHslNMoTryFeVgBRPR/oRJC9vX55NbaPNNtMwK5wcKsCNvhaQWmWSQgZCDWxHtsF1MR23hKvImFh5CbLuN7v7iz0eOqt0VBOREsT6qTryywXvXOwaLJ8Vte8B5bHcMyFnP6/Lnd/M8LfEp0nD7QN4fB5b8kQQQ8II8ny0viUKkTp5tBMyWGHznccIHzLzUKEtobww3q9GB/UZf0DwfiM/ZpRz9IxKKzoukf7Vtuyf2TwKsfpL1h9nDxxWpLrlNHpQqerwyxIe+kChDsl9QcnicxpF2sMFXragqnqb4wMVz+AewcozjzuTU66L9TvchDawPsp81UKNWcH+wJ+KoRQ0/UUP/gdCvdIQgyhHlPo7pwWWuBCml73IY80ymCi3iizYOhsh1t3R0VJY0U0D8oGEdgIFNBWXnhHPXm6QbzPSERL12UoTh3CrlUObOIM+OfaxUTp3p8GgYCkEkHpxidWr9qQtejSqSLgg3OElZZDgWYJ9/ZW24c0pn7Ku2xJS0Vy2pn1Vjm6risdZU5nisiGJ88KhomXufLLzuGmmFaFWeJF51hODQaWHxGR1gakRNV48vfw5M+12TtBLbgbJG+xrKK3laKOaSYqf8WZFyJNP8uJ5xkOCAY8PgXHuQkWT8rb+g3JmsmOjwQbvmSqiBjuvtjy1MHS2fK5EX7I9c6Hf12jsLJi6SNH50wVLrLNa9UxDT0thfmyPhl7uPg2UVh6W6R3892ETik6K9Ypsfc/X+bXv2qtEtbrOi0OaJpkvketRRO9/AEM/xLlEgnyUb57rDjTE8rRCmtaH2I30+Dc2tc9DcRoOX8W0ORl6ruJhVOJhgFhbClIn1HA5Boj4hY9F9eYxvpLXjWvjBqhG3Um5ebTPf4nNOZMyxUsx8XXVbIp4hw9zw+1hkpYW5JbTo35O5DdHjTKxIRce+hXrDfP1klQ4ZYijpx1+euy03h9fPqdSYLnzaITWNhCioUZiqgD+BEj8yHH4ySYyIJEtqBkdQBV54OE0pxEknHUMZA6bHbJlpWv3zhONZFMYQrjLnbjmhJqgyaZiFyuJqrd1zmqwB6YlRR1ijZtzF67iMKZ3uhbN/vRI1xx4Y39sWzNwwPNOWs3158s6GBrbMYvETgxZOaD/tK2TjEhm5PrVNIT2GU3xCWEQI8+vs5FqJfSVJq2cUvZBEYRPTk1MTsuT+mTfiP2yc9r7z9k4NhP/P/QwhAfA6oBucgnWI3PHaNj4kZbq8rYxwdAmQTxEW74rPRombrqKDwYi3FU+2j7YJ4be1b/3+39W615+CrOCHOEWmk7gl3lvfSSfnbZsRWfr058MhgZpKMtdRDr6DW8UDoR+2XfFDvTpE5Wc6k2fd4pT2ZPUb80bVpES3AWkY5NF+RDz5CuEwYS+ia92xs86l8nzEYMc4H3Q1gRVBru44/s6oaHz/qjC6Fq5SdM/se0/grv8F/kGEL0p32PnVhbWTKh2Q/rcQKn06TYJRRR+SIdfGkGtgqOwfza63Qq6loYx/hFwbI4sGVCVazSPCKff1EbsqCa7nYEmNHGcvG2Nju1vV0jnVHJrW0JmJoIq+O0tOVh/82dbewF9ZbyVXH6baSfwcYUOB9zncd076UtwnuCSgQ1Czjdysi7AuVyIy3c/+2N4eD7GQfJp3PeinUDy//qF12aO3BtTQirqaM7d+Cmkgnj38PoKnCqj3o5gR0rnXc3dKE6Xd13WfNamLe+hJ6hgi0wae23Z2WszpAho27tOD9eeTShHqEuF5rp2v0if0Sh4+nQ6MI0U4StRSSktYKeMnv4zdiEoD5GRuw+LWWyG2QUfSHmpl7ElwBR6ndqeKHFwn+lALcF8SB/LEZhFQXABrfwpnO7BJtTwb4Qa3erx1Kzj/Rl3xh6V9/jpzs1M+dhSDntjcN0Kt6QbOeXa+4gE5v23P8ePy5/HQKQoBC3mc1GHx4or58xezbO5jXSf+k3+kHk+hVgS+IwG4nJcCr1G4mudvAlUgZlwO3iK3rJKv1bwxJUyMY3BLDrWO5K1iQ/zrv02zeMpzW33jxiIhYwL1ZHKPVwerI5Xetn4UujVvtNpRqsMeozR8GpDp04Z9lZ9iiWcrBk0Gh9k5oibB9ayYrLj13eLoA7qreiPzK0Ytg+0OiNJ3ojk7k7fHYbfhKbYqdZkQP2/pn99svOFuJTjb0AEIvuxMKYjpk7OZyAdF1ehtIJ8GRHpvnUWS3QWwYwLCh2EU6r302RI1rLBUbgGFpE7uZtOPkBTux2g11KsJWgqpQSWxPfpb4kLEuQXVq4MC4eBt7hp2UvOkrlZ96tPSZxli6g1/4gNn6kJmpukJ6P1znXEflGQEx5wOq0d1dv4ABR4xptxO8wj8kSoqjeyOPh6loTM2dlDelxRg0vZTDs2PxIHyLBUbmPiwySTPuZ8dbUCimzwzS+WL4TotCB/WUY74i084DuDEb/oClRTSvy65Wq8O0hu4u1BxQIdjjMpTNr42gkF8G5xCKksvfd8c+fYgI8enS7FTLpYUIjI2fqvRK4DX1G+pygWa279PfyS18CQ/I4hxnBjWsguQmlxD9gxKn/0s73FTCmuALmCytGuvQ+UjCg7ySW5fPjeiIvfvcygDIP/miPorYYofADNp1fo51L+60lV+RErT+qRkAtZzaIaOIUpfDXCu6cL1g3pmSz8VVaDiLJze7FpWnlCbyx3DBluO5bgH2oySIm4anIOzwMaxzYntvnEYXxyVeMT14Z0t5V2u8EN8CQ/guxY21294tjKwG/hhQOlF76zxA3wR9yt39KHZXB2czV31JuHCWXDO6/sb8PmnseGp3ou/86aaEu/JuoGhiKUsu8LQRFs2KsEB7bqF5uHWwg0aJI2WXQi1zEKotRTC4H+y6RGF05fUpgukdVsOMJ/I0g06zJD+F3ZKhHf6d27jtPEtG4fOSgjlVZzrXF/FNLmRCvWZkn4mgMlQZywQ93wskAD3Pgp5Ifa9IqCqvJv1SeT5Wzcz/3vlimPA6jejBrgTFAN2WgQb1Q1r1QDYWxh5Uj8ZO7ifzIPxUQFNV00ZzFfFBi0XX7Eh6MgEz2Kt+ZTvg3N2b9ORgH1HMXDJUGOg4JJpcrAzJbR3znULJzjbT5Fa3+d7+g+Mto/B1BAjqQAtExb81ENyfM+uMyQ/euZcUUcHNIbgold5rSkl21bdtK3zga6eC1d56qpej875/QQp3aIbLuCOPaUY+dOImqAGrS6R3R44+eY3w9J56fjcaXuHt6if+FxpF37Xx+9cGU2MO9GIg86Y+7rmp898dlZseZTma8sOBXZI9HGqdoRDXl49cjhO2OfR52/ZqOFWxn+dzvQBR3336jdHDmDgVYQ4d8FrrgCpOorR00KZHHW8tJ1AVDFrWTt1dA06kzFnp8AjSsmrZTzeARAEvHcnyFXxTk7EL50Ei0TotRyUXVUbGlrf4W9bMtBVs5xSVhkn9joTha+XEKvsa8eyAZ384R8ibt2kFJ1fHn0T44BpaqwklZ0YPE500BdsurPQLGjT7XZYB8UGBJy+TggPt8nRyHfgVZFJBTOtq/2By+1glF7XHZvgcAnrqJNAI3UgjySWugzqm0VQCwbJ1P9kJlyEe3H3gqZw70E9IxN8AS6A7JQfLWupcSZuwc2e1pBfwK0RtsMXkwUe7sWD+CbYHdquVs0nJ7WIKCxvBgfZkOlsWOC0XKU5XE/m9oxkuOapcFpbmf++BugGD3lY8fRChoAUuSFui+vBPZQp5Voykob4af+AYw13GkXmrCAj3bMVr/TCKzZLkbtmPSGTVPtPXOpKjHQ99VEE+N/tk0tD/ixPDNI7EI/+7PTuHF7a5RAxoC9qgFTvZdl6Kr6y7nKD+UvOyd5Em5A/MnqYu5gWXVcXitbxcniwnHsxET2zluB+MgMtHmrTOXlZen3QQ6LHmeD2jRLm2d5c+iHL7LerCLCaLlOUS6nnltDu+iD/dJvTItXi1bH6NjFU76u5U01i+U6zrq0a7srRNdYqh03VpCeX0XWFOjd0diSB3SkYbjAuTskxpDtmodHvw9XOv4A4hlqI9QcrjEGnaezD+CW8Pl3w7R/N0vl81WGrgWpdVJ/vTMZ+GebtFcVNn7m3CemV7qdZw7YsKktPx4639d4pKuIcaFI0BR2ugJP8ScN7tbIcquZCmg909Pd7om255OL7qaz2CduMTlHAVENGVvZxD6VKVihuA015SBN35jLHqU77VIjTUggpDlcdqAekJNQc/2ezofRm3shFrkMYDed+UARLgHHims/rLCrBAE7ClR5cVLL2aJFaDBE8MNWVGIACp0sNlGz/8CtrDKK4cAz9NooIh4odsvktySWPCkFHsVn5Pmh06FaoZrCfN2e73T/cPndEABkz8u6KSn7TYsymlLJy9n3WHaD5lTL1cGLTnjhdk5Oi53xAHndy1Q7VZFqWIwGnHVX8UDDl652U9/oHnOaWvEPenHetz9sQY5DgkgwDvsLZUafXYWzSh9h2fHAz/M6xUYqx4E0X6v2HA34LPHbGSImULDr14n2lJxrzUtf2vABGdDCKP53KAkD0Qgacss7qEVYEid72lBVT5fzwZktRyb7YRv/9lJqPfLcHmZRwt9CFmbOzuz+qeyIqXNX2Wi1EUcmKA15sjmeNDgd/z7OiiZx2CJuyksJBOeCl5unO8ODhX4zuK9ifwWvxs/IhUZhyiAk4zif0jSB0OaGx31YBITYzaCB0HJIoNhj5Kp9EDQRwYx0eQPqcL5PewH7SC/wDkYlrcDPPsrxf7sdXroBAj0NJJ0Q994B8YseE9xstt9er+MDBZFQ7VO0waodT/lURDP9MDHrWjjxn3QdTdiB8G1X4QnhzRy/aGafw1l0G0YNA6iUiiHXoYvAmPK9sxYcOUVVwQonam7T1JegmVMwHGC/XscrDP0lx8HL2NVgXJW8JFScLcXCuB+/V5ullUyF7zuHbnqsEKVEG17wTBxroSHI1fq9KhhJ9SCQMG5gtTblmdTseiM1zHt9pvkYEVCoVYl6EbBPrKzvyYVLPRXxvY2XU1bLmEqQbYGgFsC+4Hn7B0dGGoLu2vbKeQgMwdxjHCoCMoApvenHgXHXg8Nzb09QIu2JTw/CalXIkDfP2RpqKkWONikDoPWmB/1Wi/olpGvQFE2BPDiDqAI8EpuFEAdSFGOHeAETSdvL7rEGhkjT6wOEQWRrH4KS75iHrFVZMNsJIKTohyaJDn07T0X+iLlr8W/YcdAuHGmaOxrEIsO5OfZAGSeNUEuwanMztO+eBOV1ztuL1x4ip9U73C2JfKrMYvGFe38vRr46aF/6cEzqLT6ubLEKSgSue/RXLzmXQzA8ANrw0pzKSUWls8TH5jLJHIgp50WHv77Sg+vwJrdW2KM8adp8/Z6k5ism6HSlpLXdg3AcYdnOG6LMNVJ9zuaRKAzXy8q7Io65yn+bWwkwIHQ04wvr5vpwXZxozIGqGt1ffkKayTuKOBc+lywcx3DEHPcSM9N7Wks4Y6Y0SpHL3OeDRRqYBeuCN7zphfLqCfmva3H6VCFFF6ZTFpfIQXZMwBtYxn1LCb9btoXUIyvQ20Sv1NMRF9eDG9SgFD3SWKPdxF27tpXtA7unwLLjHznT/1h3Ux5kyMKzcUWuK7N/Jaeu7D8i6h6s7PktI0t6HiTwnEh9OYW1hbdLuh4TSEx9K4xlk26jMVGHLwNPIec7Whys7wQHrNBGaQMznMkVvR1GyQ3vcmWBQigJ/idt3yb0odnrsHMnFQ0kFbvLB17ciAeEyW/YVrm4uOvm+mAemS3TUfRuL/syNIQLX0Z/o4psbfRc7cqYxOxKuDdOdz2zhtkIK5BDrz79wiyOi1w31a0hsLGQz1lY40y2MtBKjb3UuXalmUBzuzUpsn+Ioq5BCvGu8kcOwRzwCjt5JIePbibfEVIy/NsWINrF4S8xH9idPN4qpZ6WENI/dt8T6MxAhvOWhUVA2LivqzahZf2hOJSR0hV3FJRV90M+ZwktzCScd5BLhJb9iikxynrVeqVVYF2h49Eiu5LwEhfOfEwrbJq6rx1KhXemAmBJdOiSc1WxiIPaI7SP7p/OpUFwK0sV2BEydJv64KHzQCcjYrxHvQKV6Kp8CneFR2pWl9OOO3dkiGW4zJoW1hZOsInJ05iiyBAkc08Nbn8JLqNrVZW91LEMu0lEjCJnRylUFyuta8uxC9XmXU6o0kpEtGWm9BRsaV2242ZOrq7SIQbeApNJQPNu1iD1aRfyZ4jktYsjjduj2I+9DMwGq5gkqDTxsVUZGxgXPirzzjgap3PuvYNSdPJyEgyOlK0Ad4dSuOzaX1n9/Pq67c5hO439K75qZpv7wGRd9/Yf8H8yd60J7X46xvlcJ3hWZ1zytplm6CFh5J0kl0Uhni52XPt/r7e+y6eNaa/tBVGk5d8FSfQRTDCK2lTnliY9coAtKs2gvVSasoC0ojDL3R5J0cGO175Lz7hInKQyQ20pCIwTkylL5r8RQPaNFBGh//TeWd6u0vt5W0q8UizXZpXYi39xZQg4yH519tEVCsLzY0xg3GablWhL1u63YYb22y06gR6d8ckKGwhawgOHBsQECzbTaedw9opTVqFIHUOP7LK80o6eFAA7QwS3gs4UhRcB4gEkEHbSeROb2+0HxZ5+rqXhmSvnRyyjYz3XOWF5Nd/siEcfp9yta5A0EisbTlM2OcREng2JXjHDKJTYdxkF5SeJM2QP52EkXuqORVW6T8PWigmnSGfIe42RBfsTfDs3K/3or3kuFtbhtodT9f2BF+tjzddOwCOAe4zG/HNZf2EpIHKTRi6X5Ayzs/WXhm/cB0BHqT9wFqKBPfIPVAzCXMnYTHu0nIL+Vr+Zc1SePxeDl1QO9HT89a/qtDbydMu3julUkzIjmzqzDs6PjRf3YBzU35dHpIzYvZY2p+nRkiAQ7dHaxK0hUuHVTMoQ51hC2u7FhuUmQMRBoyort0jAW2Gd9Q0CUONEupNfGFUPnpLcNN1HBumZ19M1SZIS7vYn4vmPVuOWLkgJ0Xb+2Da5Jr4QmWlxStNSsmbTTM2oyMvFZF/R8iQ6UphYR5ZfgxcAsOI8xrrfkaBrn0jWMPdIzVov4oUNxJPmvGEbp6HG1nR8v4Bu5YN5uSGVR8oXd7RjlhSb2Dk0NGVVzCa8uxvUpEoyPwebkXXhOxz4DZDMDizkZe7qTymB1Pa0wvSCjcBkl7v3ZymgiXaAZZdpnRn2KeGPlbMUJTlmYXouS8MrSlpwTnqvGcCaMEDaZvdJuONWK/cbS2Ur5zMVhh8l/OTzumV2tNh3giD+Dj06virQt+UAMvpYK0kQkuG/YK+182l5gjGXiljGzTLKjmW4kuTg2/dxPM0gzKJCUeneXsv1H+bT9aH/+SeAnh9RdCEtg111Ufoo/wa05v/yEhuGp81+2ODc63/jMAWUsaGcZNiUxNTiC56OMT2yqqxUVcPiPHVH8nP+F8BFqPGyUc+BnvFEsDeXYK/FiZOQQqAMSYvqhmrztszZVNrIec/8srxoDcSV0rke2e15Tzq+0JCvoUgZq1ZZcG+wWA4jsyBgX556KT10KrU3KFytSowSQWbLmchBFEfXQXuQuNW8zj3aR1sJTxB5PlyDwZ10rQAZKfHqWQYrmpxKOpDekjEZbaLTkK2bBnEomds2rTSv1gQt4nuOez2x7dTq08deiggLNKO4MwxSvk8iilChucS6XFFtdSWQ2z/QEQhLO81N1E5KFPFMqkQIk2/1JmHg3JEZCMlko8ldSNk1j8AIpJltiR2v36zTfc7ha4EJcPA4iQkZ1MA9ApJglIVjjZRxUQL0lX94hdwXAEeLx8hT9HoJXaeUCuFtZnu1kIDvUqswQ2JQl81H5eWAkCMolOiMyEc1L6e/jTKGnIfonIXEZo1MEzPEJ965W8OB/alDkS8Fonm/JExeIwAj1XaDU14fBTQAVeJvPsio4iFGQJCK6jME24+159nwBWkaVIlQuRR9tMr9dsKTlxN1bwQo4DC6skpxzdD9gtfRqVduEfbRwMWGn4NW4DOZrxWFybqLz4KDgK5tKlwBLtWtFN8p0jlthwPWNEmGQtDWLUOJLWSoqNqNzuf4MJWYRcOPwsRUvs8/z2a0Jis36Z/A6bcNJspZ6DVZlOrE4Rnsi9BfxP/G+tl5XFidzUAXnnUyoHMDA7ZvaixMlXKm5b4stnboS4c8lSW4S7jYrETtEFHmFtUp0DAdELJBe1q76VQJKrZRsrAaBN1q05RpKdwvJcia0X7KszXF6FRX+OyaLICyOyZTh8j01+q9eiXH+iLkqIAcZOeXy1cok32uLR6DiGw9QmPhd9hou4wGjPHzNlsEaXbvurbqc0v8OG1OOQ96kse2LAuW4gY9iCUPxQqVkkdARgbowUOWK2316ZEuQunepjskq6UfTtAFSK0s1LXCI4ck8DTVQHKg68aYGaPuJkjKUOvhWXUaTlJS1cJA2FwF34oX4xAi+JrObgYic5ZMLiXqfm3l3BSZBhv0rpVPmDFHprVqbGRYMDsIBZ6+/l5O15k4hM4OfgJaQXDjx1lZlq7TXhxYhd15rVK8+2IpnOM51wOC9tyn8EHq4AsTEfrMIsTtwkfwNq6pLe5RVPLZsTFblUtFlULBv7C+gdBT0xfccMp6vYISJnYYqFkh8Lf3E/jzx+v9mcQmZDaU9yJ7ytQnkwaN3yqrzohh7PJ450syEqlIl+gdyd2r92G+1dUPp/M5TjeVN5XWzcyYQ9/WHZDjMf9MyFHV33mk2A1iECCMiY34ukluRvj+J72VKZwj85EEFGEkFR/P4/ckUvMm7ulzgTEA5e5bk4wxkRj2DFbIRFQOeFQGL7ZE5P7QYxfs9gD/R/jMNqiwAYyejaeOwk5HjLclSsh2zifvEUK+9KtdyvPczd5g4Vuc7E//pf5aR5vUM8DkGm64XITJmqQzzRWQAaU8iDk0UcCrLiDj+SvVhEBIAQNE4mn1FUgliedqGzlYBLstVfJG4B/WBid+dtR+g4KwYrJ6K5aCEGkMaSYlICne8bRO3cRou5+lpEp5Rc3MqqSD24l7U1wu5TGYi1Tcj7rI1m2PWe9PfWhWW1nnXIkStA8E3MohY14pTRSKLVJQD533YTsWCdd6EkcghYm3zgtYlg2NTvjpC3QxicQcKhmPm3PGY3EjFJDnpHVCxqA6fRdQjsnjDFfLA13ZM9Wym6XL48KDdsxehMO5lNOiT9tuWOmGqScwmilwoVEcOjFbDD+JpVJgsLImumjVhpQbnPMFuVbJYhYhVJkD3ydmETS8AmhoAh00AzIopNeHuD+Be0kXm1nj+8QxKp/73aJKudMnKl++MOxFP5Ha4qYF36znAaCx6cVFeLS1JjhrmPYRfU+6t15Kxf1zcxQghhv4zcIGTRJdpDpfMGD49dlVTcXheobmuzwBOVHwC26fFaNkWvA2pDnFTMr+yQqThT9fEH1kcRxuuCMXnTDlO47jVq7kfu3tO9C24MdHbPIm6Q1WH/YfTVuSC97frR6B3In5vJCiBZ6kZqZHDSFIbUKSOxh9/hKOMTwcmnJ7hrx4dd+pMEsCZApc627QNFsgf+UtzD+w9ts7WcuDHWjLha6tHx5Oy4DQGcshXVKp6HjrVE3UJOLJWYQV9X6D3S6U0Q6ekf6gYF+2qmzdBeKAJXg39oThPlLV0iUqsYkNP8EjW/xvalJkw1JFPlf6z9rk59CW9FhEa6X70Wum1MZo2ELl8ZRs/eh6CqSqeT1zp3Z1+gMus7M+hW6fpLsGAJm+FjkptTLT+VAy/nzZhIZaL7sRjlk5U1Rv5hfapMy8cBTP/ShUvcclpA3FpDG6kl+hhtuXGPKbRTMrnVe7yhBNLef0I6c6MD0Qdzq/aYmJGWzKcY2gP9CJj47HwaktRYRAQ2c6W8JwY+E3nQWfTeJIfTHlHEbY0Tx3h6I8Aqr8nh+m9bxPbNs8dtLv8tC/Pz4DYE3tsTU5VIw/rK6P5vZ3nhuAtU4Xx7c45zjSY+B/Gppdf5qpBfCUtBRR6FgFoI2+YTR24wxvZlWrLYCirY3+7/YikFPAqyETNW3NSNvuR/7pNWCyN1wzE32Nw7BFNiciaTDxjFxznbqWXKculO83CBd1EIpzei6QpB3BMUxPPEl6gsgM/8M5eDkQmvrqbJ0McIErxVdcoYn9UKRqai8BD2wpMT6WHkSUuidK2nz2wwE4p2FBHEF53qAl5t25v7kXFu9wz2AiuuUfAfi/vReDnclkhFHwL2zbhdEpkjsiLetHSHEDqHJDvf9HG7RrOjEiNAj3pf5sQX3/EjnPMImtXY4lyqvhO5OCVZcChceArsuVltiVaWCrXQivDwzwD4Z+RsIr1gEsR4P4NoKR52riRaPQpgHlNVdJoEwLdw1/zyl6E8FzRCXwW/5bgonvyiuapajxiUOIKrmxCQKt9iO35qTO9v1ukczDl8lvRFQd8EhOXJPu61SMdxPzLyz8UmMJTqZ00BvuGHgoLPMYPNgSZxryz+mcmO1VvoloOFz8dDfT6uJJOICwePS+nNmi9AIS94Re0RAk5AcFlHCG/h+ZhTwbltRbVYsc7bj+WKV9ArNT8QjXP5r5bYFz8ii9nowqduOPMTLfRuS7nAtQ6/JuodEpZJtDLs2xYlcLpAHn7d5n9IFMaAKdJ9wQAA125vLZTv4mmi5UykUaAWbLFrSUugNHfZITfmwI1bLzKBDTGFrfUM9d9yjrIRprwAuVFl8BC9tdz8fnimhAdEFhQj2XhFtctFYjG8shYNHS7oHotrW6vFqS1Waxu+cdpHWarW2dcqiEQXs20UvDJHcv7cXkW+KhLSiEPQJumy6vDcsnZ+1/tusT6K3L+0/jX8lKsX6SE0ndScYPR/dPS7OXPm1TX4Sa92iAg4xNPm+DKw7HidEkl5K3gY6kcSKeSg1wbV7/pupGU+ZD0lW/6EF3AvlhMbA0g/KHEUCxyhU0855e5VbE/DTdc8spNiOobCHpyVIXK5LIYEV8LdQIca+7mQzHMOLmuG9SpTTw4Qw3WvsVkIHPpG1UJUc0CZLb8CyRkQkJ2olJJezNfSlEFsNUXb24ZuW2EJkl1EuPYbV0+EtwaWOeFNN6bVCXiQJXGffqpbmGDk83HyN3a+pUW1j/BMhTqmRnBGGCEbFvq6dfV5rHp6LqHvUUlLpm2W1BrUF1HfRtl4ecl/mBMo1ZWF14vKvILygVONeX4L/7Gvj4UxOwW+LsnPvMg2tAF5ORLLeqR3GE9ReGRzL+kLBIdU9U8eolWyi713DOkJsvLHGEnti8flO2DlMbRtgcd5VOJA/4Jsg/7mtRwcP1m6vrEw57rKapTX5kyNue+RO9DvyANKV9E3AAXXOlmjwvshr/RtdMIa+T7jfmt2O+3mKK3ROx4zZ73uCcsSiFMrmwsKlZ9uWTAC3MGKM7jOhaw+SW9fejTko8qLp5rck36l/+rWwVVIBVYnlVUEI9MjkwkZ9MCBxcY8zUjopa1bFtYDmUgP9GUSxuDOf3bk60zAeNLYuvqnhJoSeSR/eUPnF/izKY70yn2CVoFkJ2SJsrOQVBie2ZN7b4e2geprw6rthaBu2fis++x0sTrSjth496TV19ySMmnTPfGd19BSlA7XW+vr4KWo0OI3e58v9lcrP92Ez7Zu/j9hyy2muIVZli+Rnua0i5hxL5blzMa2a1Tbur5/IYCLPUW1bCNn6p/v5Zsu1NlVDOq1ZmtAvspCNZuiR0/DbFZgTSIxOT4UYoa0K0ZNdObEtwcqDLCt5pidqpAlDcc8F0gHRZw8W/HYfkFbW6HhxwtUxA1uxh32CKOyyMl55a4NF+TX01mDApliZV8nws46FglJMeXaB+l6XHWWwomKBlb8sj27FVhxRa7n+7vUj8pv+qDYiWLYJVe3F5AW7AMaq9clV2Vb3xMNbQyAq0JDr+5orAg8Atw6Y8+uKHCUu30p1SgZcngfdsK+G5fz2znLRn5V40B7+8rob5ksL5U50BuACi+nfvGPNVqw2B63xW2HbL957KreOhCatOiy89E8XyIpgtqkv76hSkRV/F0W+juKwASySPqEWn4DuJ9Y4d+AqJUnKJLqoo5Yj9cwmyXakHvybeFvoKnYpzQSX2kwNzQirrcbxGWvczaRRnlJqj9WrS2MBggnwUVPGFLpOdwetOsZwt96sf2mjXUpGbAZtEFXBp/qBNv2pxYkc2YiDTUWSsxVolYaoTSB0l6S0uyQN/OyG9AdKmb5+mEbY6zqCTk+GEse3lhbgDAmqfsuQ6OP9iIop6tDJcRczP5ISaMmrCS7hvp30VGNxazPOP28u6/v/2Ye/qCFWvAHmfwzVEm5RDCRpbxnzeNK7jM0JX0lLuxYni5A+1+gxV1lU0VExNWGPx8Eq1NNrWWwaBfxP40mQZNrNmPcS0AyHo1cn7UrdQ79AtVN0Qgcx4bx33PEagutQBhHD25QXEAKNx7gBmfgTBXgp6qZB/Ko6jEWNqThDaEGO4iam7HLdf90VfSPzmAPLNaA63lrDGotjtIjPM3Xe74ewPtlSIrnbiV27d4KeHSC46mycyfhfRO9U31F4wJPjRbYmXDCGo7gsBxDt1u4kZo/joH33qoLahhNGlGc62MzXOpzFYSjfzNBxm3fvhsm72GQhW2bYcwtzQ2D1ferqq0J9GgHKehII82nOehTHfXK9WBqcxnJEyB0jgCg01xj3Tjy0A/VzCgfYCHstz/cEugkOq+nsOCUzrQ+06Ig3WK8qjViOsK70Vs+DU0QIp7XHqTRhT6kCCPYJ1pU8yZl2DqG4iIE0aJUZBNpQcny6Nvp7fn96LWjSci6ertLA7ADiX398QYQ8OPo2yfNcLDli52bc3DoNE6vpSmJKGt0jRo4MvH24625MzghqR/j9AzfG+F68/bfn+T4jhdAm2kqqmohoL9UT4LemtfK0MbD9UPHF+Yt3WE0EAahXLcIoeSWQEDi92wwBEd6/T70ZCfUfS0E4egKoO17aguiE7b3eNwbFjpoCdSNpE7ak278iW0JyZePFtqer/AtUjTo2FBLgw+BIUB7aZtB7nsajtsr/MWF3hkKjyCcjZ9XjZnIZlwwZlnADiv0DdrcaFTK6Jwl7/XV3A0uTX0WyJycnoG5eeHD00NkhPY2xIUZr2dPLgbQ9c0palJAXfvbrXaFRqnnERTvVSs1PKAq7NazE4skG5/rFY04hMrtaxts5IJJdojsMs1cPcekXWeyYqM1G7pntXxktULwQwp6RTzXnaUC7tGnezn5KfrgkBq4vfS1MNbiXaADPOC/cP7BA+QbY7KCzC898TM7AsVcMbsyQ8/dtqukGjPORPvaeibtjJ7MhzyrKQSyPqOp6gCalJ1lRgcBSQ0vg29EIfU+/DLIK/rMXfdlw3bJ8dH7gNOy/MZ+hgTluMQ4ezfk05wk+7r9k2ApkcKTxFsTLRmLg+Ck3L3x/dOnULnTUZnjNdR/OmbfnJ1MYOmJxlyzMpjP9xXX8t5MPTO/qwZ27R1iv1Rwr0PHhA9KwsxhHZnnbdknnSgETZyLvR9iibaWzVWcsp+6Dic5+pJOkr6jU1fdV079/WyT3nWQqckkikUKZFNSCXsYJ1mXMbfA0QNRr5y0H1qVZnQeq+secff7/UXk4JXmpHGyFNWWWOuHEOwx4wyZ4UPfPITy8h1XWWTDwxyDh07yEjLXW1V+Fogwovh5ElW+BD+ax/yMAlBQRzKN5DNiqhh5RzM6ollOhO66sV7Db7myt0evQa8zcFm1VkvC60Lwn/wMZnVkgtPyVeXMHWACqBV/ZyXPw6RNE7u3LMUzlfdf0rWc3kvWIx3z6N+c2Km7QyvpnRTlRSTS0vOfx98g2TO6dQckBtoV51/ds3NDztvI1zJxESV9Uc1+FMfWDeV3msub21xckj7c6waYCOvHAa1u6vJ67r4dVcNqcw9izUFDcp16UOk2ltVWcwAVQJ3lkh6Nn+J/jwyLVoDrFpybHuYqsSbZUgdFt6W2jOh9pmHgb+bC62+8PEgb5Z25yQD34Veg+AmoscvTE3ReIKDIOfLpQW/tD13SplN5QL4vFx1+9PLax5U188kiyXwt39/pisqEXZO8hulyOFWZEwwBUYTTG5VYd1SF9/TIckXKzXy5SgpJZVFKktuytEaKYZi8i7aLkjaMplCB3fV8nr7ivovCV1K0PJmHSscA+ldqr/+fWl9Lf2MqZY2recrAzSCruYM00I8H7vaFjACqjEDh5HQ/aY2eznPAQx8snE27AwLViaMyrxyJ2zPh4LKynRSjdcmTCHozwRv+q2HXNk+qAb29ZDx+AsG5kuGrbWXmXDUp8j4Yih0MpLWS7n/EFep2EF8iGCLQ2Hk6kJdpT5ZqqASwkDbGIjfqADQwH6Id/zVWuAG/yfyqibZeltBnzxXL2RJbInrt/YvrbtfUWSum1DWOihpP4SGHG/U1C4Cb+kDjq9G2em+m015lusC+yG5aettS9EMhdLOZ2rewTMD3rubGrrPQgzn6T7HfPAACvZcdYMWBtfuwWJ7U+JbLb2JkTULls5wpsFZ7mqz/BXJ/6xEGS+yYUn4QL8nYvusLlecOUml3MhYKD6dOqM8ROD1e6rZPjmwr1KKZ78bEiB+SSXrJefYbUi5AEDHVwgJULXkL1oCQ6Z8FKRwX+tjH54p6JBZaSkVsj2d44meYfQpUfvXq1ev8u0g1ePd+BQ0hLeRcgetq6X7gckz41kAKRbyQDl/C3p7VQaZhFUJMWueZgnY6zYpz13FEguKAi0agu6XSNnXHJibfHL6Ua89BZxiZ74AoV5xIaJsAU6R40PyyQWI4o0SF15dEIlqKft7j7/b8NUn6Ul+N3XqTA+XLmCqnOzYUqaIrw4vjNHBL+gI6UIpop175zCFOw24YgardMGTfdIZgl9S7v4ELZyOpNINif3wmp+EmBrHJMB+qlXWAoIeQXI3vs55gPvBmpR6KuPhfyKRje2eQFhwP5EzDuIqIndeeMBIMninkiggmPeB/hD5o8u2QzaQqGy5Ok1JAbPRzNn0MbQxqMdtdCv4649DEdKVQ+aHUtyXxD4OAD6Mp6ZkCI4JLfR7vpB8mVTpIjI+UD/afhxJUaVtTjRN1Yj4plv/u0ytvqIyPk2fCNNcv39unm9GYTQAgnfK67Wn/DPnmpU5Lkms0FCBJyirllTaHKwh5A8G9+n3O8appJxRQlm0nlmojjYG+LPkHf8JH3xf1XDCPVGYnwwJVOjtXoG4pte/49BMKCu334OB5ul0erprW5C7c136O+TbKagx6dEEdestqJMdDNlLuoST5TFsmuFrl4Q1bf8tOVQLoWbZ8wOECAlzoUNRXaEa5i/F5U8ls/4aknnQaguxMAomFSvMvMoK1dAwIXto5iuyDlpSnJ3AEmGTuwiP2x4Qn//MKG3rPV5FisMgE07dHG/nwR/bN5U7bfck1JOL4vj8UIqyIDxabWkwtrhX7qRrCLxKGAwDGad8LZqBigcHzEGhR8j814JOIJ7U6wn4aURgRY8g2abcJXNzQD3wABShknKbNgkVpAY3xQcj0R/xw1DmEC9Dw/IXgrQB6Imkwn3KJvjzi1ByV8RxrO52SCZ9uoSDPP38FyTx6OOhT8vy5vOxBErXqRfSL4RS3y3IxGdRQNbi/24edRLgY1sTsnx+KCZCPxNQ0shT0T45E/D5yqa0+zlYppMKcTmJYDCG1fSpW0u/eqjdqjzcJnl8CWJcqOfdta0TJJvCvYhiMa9tneGjcnb6BeyS/pAZpA4V/7E+QjGQCI0jN3ig7fc+30yEgnj0B7Ayl2wktpebEJ+nH8zb23wxjjgjKGYxIAhU5D5aQZVGAw0joc+2t4Dgub4eVxVDl7AXXJ+gcmsBFoP2hzqYWnl9o2hF/CigqAcfDTdBD+2dyHFhbDInC+MH2WHEJenUELcBH2b47QSyKLS5kO09sOWrI36ieNJiB79i1j9CWhNzyzKlsPuuojhPWYjPonRuoW73wIuJzAZgfbN7kF7LCO3InVoJBscnQ+4v5CAYRnTFl+OJv1epCzzt9ISJIkutP9G1k7JwRaPeWXFQrmvE80eYiv4vhNKCXgdDjpdDd46VPXJCzic/mDNOIcrlZBDiCDd4Cq9HSe4iT/LNhRT8+L4caobWhd9heJLk0WWbfKlADj2o/w0IvQdpSKDH+o49Q7eKlmz2DSpTay+qkx4F7FXW5IrjnOJU7wNT21wcD9A/UEPeVE03njZ3Ta+pOr6yfkin+NI8vzWV0tBI6RLtH4WIYoiRsnLaovV5ue3TY5pvYtyGE8WOyKuJgZB/Sm5H3OXm7sDr2tW6hYOHTo2iDgn8oxhqvPnp3K0Zp7xYNP8ROFKYEBNTxCQNMbkqKJeYyAhw8O6KuWykfEBxSNmWF27gkU79IcmNYncQrKBKl+6l4yWPPfbCkGSj8Ag+ptujJeOFtU/uxAnuSXbgL/fAI937A7u3o7+FS7xzkwguLGIyoUeUloObBKRexQct2hpyRTdlmagoamPKw8hViVh9lP2rCyMpHDsHhVniKj8fdvEXvbgSZe5VaXL8mnlo+zoq2kyAPw5M8dEEb5sruynVibUoZwK8nhyGiYJR861EtlE8FXjmPa1wdX8gDOl7uyHbV+2I7zU2fstGWq5YB3YDHzi6I1bKXtfdZw9DwEQM3SlhnNNZezuRu3O5PgseJmyIzMiuy4tLnxAvfKqC7PhUg1VC73Gkz/oSVwaRg9ZPuEKeTtddL/lIaZxMI/QrAUmJ/6s+CZmo7a96MqA+JV9YueyJNGFo9POk/5WnSHYip1y6jMvdSCyZx+cM3ajTm6AOsWzZu5MeOkZxRBr5xPssqGdQsTL3UVwdkEYfry21z0VxKG5CrH++c3xFrrEH6e7UK63NlA8/7o6rsNQ+v5Wh/6/oKmp5EkNLg4G7n7+k5WPsLzpAY/IeiddoeRAYFPCWebdP6BRIQcFHQZA+pnP7jb7HocDH5PLFSYSMx3DgbkZHF3skh2c17e07aVwPHUZdZob8xuLY/3Ctcd8mK/6eMdufHPtq6NX1uuv+2CTbjlXapZ95ho9yCQ2jsm38LBfvAgSpI3z1ZqR9AdXW61W413icaBwjVJiP9hF/EQIJMRtzlIcFFE46BN8RhLkm8G9nU7QgkWaNOWg6ho+Q4n1KEfUKpxX4GPGU1gZQbJoC3sWOx9JzetIflnUgGy1ZuBDRoqb78+kigKXU0kMwdaMGyHKFUcfc10KpCZCZXIFGNRjIk0xck0fpEGdrU7bxwhPIBuYf+MMyonCLXfirRDD85CK9NN9RUvKK/U8q/wI0BKlmsbFBspYoXO3a+uHM/25wlz1ia7GQo3S8EIAg5bkygDrsmTTi/hd5tlHwsCuA2lb3xjTR0RKkmkQ58vin4a9CWDIco4p3iq+YG5Cq66jDjOSFVb0YStLmZ3FkhcZJOfx8l8iX4FlZzeRTW88myp3uG7VEIMaPAkkvEQjUYA15wpfUGsgVQUCMHQyjmdB3zZf1u5gNU1ipyhdDL+9zoVTXg9UqmuUewe+9u745ItyXEHK5DyTWzNXX3CTPv9CgFoArpmkG9zcsVtLD8BwT9XHW1kV1Ebr/KZbi2EacRoW/9A7i0ndMFmC3Hd5nQI2jYoF3+yjhvdpUlQ9TZ7lkl6O4rhEZNV7zCS2rdW3y51+iQnRaoylEFaOdZtW50PgKf+C4e+CAm3zG6EiH3LEvLFYgmu328sfdnwuah2Z5WpMBj/oBTnphk1odfcTynyVyPa3szIYZd//jIAVqBFQxTz9ETEq8dw12IcxdBPXE4lWsK8o3oBOzIYEYmz+L6xE7foC8BTfyeAnANzgeyawbkqfgXXVs4+ERubc13RcyNWylisEYhG72VRFRAEDk1aa1gxhRfddPbwUg5r3mh5r6EXAKioNMv8wueJ+Ho8sSbF028gYA/102AiGN5N1NpZbFrbw/Oi+ikXAfPAKh3TbI67LUlFQEqpfjc/kLNDhq9yd8GhTADIV5PA5IFl2oHi90QatFUeoMnSY11BMmeeIpssFxs+Hx1VIqISjqxLo4o/tM2xzqISUnEYoIo/TPK4MeJmGWJ56XAToWW/cTpU9rkEk+ZeU8u54IfWqa5oskvtGngFYxPB3lcQ99CiKojsuLjgoDKq/Un0JepXYKuanumNW6sjRGuZ7QR3YZrEghVc2i+M1jFpNHRhs7BUK40jRYkULe0BN9OIdTUTvXrsFkIRq1t/4h1W1R/NbKmoraSp4FiheyF5PImQ78KWZNeEyKbiFSrXW/A385SBE23CHjMYz4zdROiZPLw4cBI6yv6crgGsF1l3Wov6FMaLpXKuZ3+Feedqop42QUM3Ik/5NeLUyfwW0J77HlQy8C5zmVQ/mfDNryu0+Z8TJlwvtT1qvFV8o22VYnb0LidMzBEKkb/PqMiI2LP6CmtTwGhMV1bcmXdYnTktWhinldMpz/2UAe9+0j1Ikn8oHzgtxglZtGvl3m0KIs8Vi5FPnC5GB5A18tMpVw59CnNAT9QksHk7fBG5D+EBehdOrfCLpGwVakzdindDD9MxQrkYFaI/9n/bsLKZDhPZgeDPgz69Zpr5a+Hap4VhHQt5tKx08uWjoA6iJ8pw8BmnA6QYdJncAH3ayPuVCH5RUuDN7fQ/AVxkfhyHOdvvP55qmM93x8qHwVCFmgM4B/U1kFPl0ejvcABkk1WdTck3YSLl4xYytyxU166n/EpTjxQ8SCOypPKwBIbURfP2RDk4OIYl6C4Z4Z38lsd+I78bGfgQQb+V64O8MU3yEXIgrGz2Igt9Es2I5/YwSS+LMhhyTlD6rXlvsgdlWShmhhxyIDMLxxhFjpikFR86xhUK1+61Nxy211n6pVV+FIkRA2KkSFHiHvhcaxVBasAU4JG5cXLwAll8OrfDfVJYbrfbqyCcMIfWj7SzwaaKNTNyPXJSnbjzHjxuURrUPcmMyvqmwn/ZTGahmruMxdRGpHa/sMk4ga0qXbFHGxmzBPM7f5/rOBOor4eF78M043020NIDf2g20lTwBFXZQlvdQ4qmXSSZ8de2ZwMJDP89lPVgK3NIN2YXS8DMP5bYAQ6vMn30BoOm3tEeHfQW6hIJra4/aPcHamhoXUPO0QtIUntiRXX7R7Mq8lgESjHdOD91mWK+waM6hmZL+GZ3/zCbA/7K/EDDrR0mye+TUf9yM01tWL3Wp0lu0HUuS7u4xDNrZfK+IDcFstcE+QEQsvxDK3Pf1jL/YpVlkj9R7csRa4OyjQo73t98c+/aMt3oWGgvevSsUHdv4B9QRvxLxotRhCuSI50/mHqzZZj76POvhvBN3DEnViD7J7jKy9g6aDLJtK8BgOvTzUFqbB6Gj7M1J7OJrU2zzh9LzIatFWM31Ab71AwOG1HqESm7ICpcTw2oaquWBeQj6Ud4Oqhmr7W75iY9ZcGVa7pb21g/oCB9VxnjIW7gT1NdanP7afUBpwGz+TycXdZNxE9lQXYVcc9g4qjoETG0fTGinhl9fu4aMGrBI/XJc0H+HSuNCaANLKsdTd02cXUF7XFI/SXciDRWse5GxatEbiHlpHcjnpu8Hgvvd4DC2UQ8YikGsR5v8VK/ZXOAJxBBzQlOtkvf5uKAtnS15GehxDmO3Y3jjcHvzy9ImYKegzccIxVyMAttXUGOqzQXDonUPvym0y9WWe/5+ADfY4YVYHVqj3C8iqsRSYaVVCf7k12B8JGv5482eMrNZenuzCaOz/kvEb+9tcQS9Or88lsK9dK6e6HqFC8PsfpyBdDN76GL0J6RHUAvSzp/2pVK9/QZYFXsv/J0ix+0Ohv8bk1XnX+cD5/ELGf9Vh8AH3xCmJfEhnEdMzPy+csOKlxAzbq+IiOdU/BXABinBttih2mxOAAKp0K0yXdQE66gFpBurcFVVuj0HY6sfzAJU2Z5nw0iIajziZECdGg3ZT1ykTylbLElTm/GzRhJoGFozPu+gcJB3qUWJa4cYq3qoQ6DZwnuD/f69Ai7cA9bhU1vO/AqAd6kDZTjejFogDvSWE/CCUj5/uonMr8WWcllw4/lGQHI7Glf7HFX06mYcWbT5L+p4ajqZRr4sPE45LXbJggjHxxLTJ1KGm7H98MSv5HxTW8jYhU/05I5cWLaKpz+Okk4aQrB2244Eu9oFOdu2xz+W37X3BIYXRz9PD8gQoSw0fv0A6qfXv7gXpJ3JsPCkDaS2/xrMkOOAl4LTUxfUTsiWiqgPnvaAqIScqSgbhCXOuqiHE+6kgVAnZl1XxV1Iw2TvdnPh2aZHZ/JYYlopFCoq87ZlN4Ze25NDcWCwfxUJuLVb1ubA5SC0iChTiuoS84/n2+SA1B9Zq9iz6fR9l5rp+hqyLiFjkO055z0eRCJxiBYUOpo3U2rdaUuEg6WGyT7gRqS25vyiv63qyyK3w19fFSyRSxXwYvu9HjjyxJCtGXhjoeTD5+ycyQPXpojev6lN/9af+B5+KVe8HP0HSpkmEGEXVw6kQ6j64vEWZl5JqopPffxY4CmKWm25L9mU4vwp0suXRvpymidpmSbywdJUj07VY+Bmo5cjPyJQhPvLEMkSY51/+UC7+Lt3nzV2h5MsfPOO4PvJ3CW+aK+avDP4mOYlEP+89lcD/Mu4e/VKlt8TMtEhLeMfPQleZIlkY6kMa8t2beX4iU/YYWqlTF+FiUEJKOsIn8M/4h5n/1OcfJZwI2tqI3+22BwY90kXSS43bDGzwCOelf+hvgYtdX9whfmTetRtmi+G9DV7OG+v7Pp2LeXISwqj4mUuxMj5d86suM/uo8N/RfknLB+WsXzrl28/d32ru/PjSs+42dI399KkPfn+pK+W9ubaiabWNIi5q0U4Bpxy/dZ2E6FzGiYr35aAnWCe0LaYg4XSnd1z9OTEIx0prMy2MS6EvuWPqn5NVy1aNpBYcL0gvWKbwB1V0wckLppVH3gV/xUsvFYrYdoR7FybK5SJ0Z5SE/CB7CMEi/1iQ8Ed5jMnfKXzeQl+cry30Lc7kDQBnz7T3pYRXN7etL+P6UV+kGbCIdPhlZqGhgZzLPi30Z1+CSFWibFEXy1CywCUhocdUy3GXVhx/6/HgQRydHuyRMCXtwShyf8s9s2V0348STljiyGNPVXLgr04Wq5LnNpiNqtiffYmUowWSI8rqPc2F4Af9DdHQA5mCvRbaE1NjwsL8n66MiAn81qbfwkB8CMu/VnottNBe1dD//Q/uyy9Jk3akdJe/A3jKbu/hnqSl8NFvkkrkg8Zs3/VuIUWlj4L5vO5pHZRdinxP+rtHC+lGlZ5XsdVKEBNWTjxWC1X+TFILfVw/bE97Psg+R57HbhJ+2qfQXR1sK9bwP2aHWyS8hFQyoKLjFejp0CVZ+TC6nRw9tNDK0rzBQO5CFuNi/bC14/vfB8mc/NqvNSEbvYj29UFEjij4iUsezp61o7yUYWsyeBsdZPlSiz5BKPOP6zUWQNVEBqhOkHwZVQn2VmGUNaED4RQxxJLtLiecHqObcC/ZR4qmmLGiTWSD3EGLpAhswiDPIcUJedbGPwoLlbfC9fO0nSHjWTF4p+vRSgliCPGTVEZSHdDuWd8wt93Z8vEwoCYKtT5uDurG1dal8wuOF6YXeLEurLiwhqowgl1WLxzJt+6Fp3MGZFzPgxLxLMI57jkybJ0W9WXz3tqNPkWmEcbGK7Fm2hjbi7AozwXqvq82Mm3/kx/5u8hQjoIZi3dvP7FVzd8M/8G+qTerFOtbPZj0nu6rvIM90hbSNkRuAR1NjURv1y6dZt6qtBGNdZC4BZDjFQftcdGDQOUudCQlORJC4XQrtX1k7RKdyqz3By7jvEhPW6paLdfNsI/02/rtRMa8VG1FXocwbyE/IPrAMdVEoFHY5GjvILT076zNpSL6u0RjwXFRHiMu3YPHvhiodIQBe2LnWqpmTq6bZuPpVioMcZbnRAQGfNA52UToch0dHQQU2oUtnaJfejlUfet/Lmb5vEs9NWVUNX5r2NPwPaibt1lFMoJmMK0tuda2EbxsaJLdpIAgOyxF09fWoXc3CMC3+nqelTyWKpzcojKYBMhhGwA/5nCVPND0Tqv120Lfy5rAmO9rHQoZGJjE6zqMJYZGo/y5BWhtXbT12YiUvVUV9iGPkE9a2/KkNToar82R4Ara9FOVKAlVH4difbCnPO3DQ36WwG6vfRDt2OXxXPV3Q3/p4o63YXCisI1ilFP2J2FrLJRoNtIaFGAPZYSytbMvjDk3rf/exgyHh1kiGLVqRHhAu72yoIa8Z1JvrHJytDE14RX+Fx3FijqayTGCLHnbMe2iZS+uVvWIL7v2rYlIz3tp9A/hNYt6kaG2fY9lfvvvzC1gwM9xXOjpJPXnCXSI286a1JtsBXnOqlbGhvVe09rfqPtsrpIolmV+4fegbx8beDokghynXLDz02Jt7wGrTSgjxPrMl/NBgXsq31QU5wnKu1cRhRyp4361cL7rezkvLXR1UPUWkbqs7vgvhmow9m2veEAE4l+k4qESQsUraHZ3TenM76MJ/H+NUxAPG3BhGtf5xE2jc5XFccVlkwXlJHFTv7jusNJAsgPivFH7vJePm/2K7WYdjMaP70MDvm8pVYtRS5ifyKvaxmD8Rtdtr7Q+bVW+CWxC67vxWZ72KbCTQEL2+/ZB8/mXwPIIhmPzvSFlgBRRPl31Y5oLEOgkuYFSaFWctVWvXZgPu2dKHLmmUSFhdMRoc/4ZRRdVqlYzBV3EanB0TsPINpYPR5pGw+s/qvKp9wjsMP5wzP6Er8j3cZmcg+GVsnw5pw8HGm+SxaZV/aqKLWntsdSXwQWvasDmXBJTjTI/hnlGfZNd7JewS33lXDCbnp7YyO2XLF2IE1k6wZE0ypBUKEZ+PlMDBT+GHJottbIhPgU/37ESTp7leokzq8Sj9/HxFwA5lupGw1RB8i80iTHXuDEJAkH/FzUaPAShI/3r8bwkjIjgIcV+CBG0APCuEW0cO4/wmT2WwE0Q6nbWamRh3CQZ1OLUD5pCm1W3st/v2ApcrP9sp301pP0JWRDyp+EfWQSSASLPIeYP2ITkv8TGp2NHa17GRjlyE0r5amOezQ6CF/wNwIlf9S93hS4UNFBrUecFllhsyePgEPT3lIlPurkIEUrOSh4X7DzNGl9mHIGM7brW4UkCKxop/PAyQNcXBEdrRPY4MODfu1TnwYSsDMEuT6gaqCA2qbIZSwslPAlhhfHL/0hetEPYoVuG+GRIUiLtKz6ynkpg3UiKK3Moh1L5JxyJ1XKET9kutzspDebbOPoS2LGdyV4cAlM5Ui4vdcPTaXmbgL1rCuFHPMrFjjzTQ5hoL3e2hbsMTXe1AolPwNQKWbbuCf5eUT/4ezg1SMJEA+KMMjaOn5BavqZrVbQZtU6Kq5ZJWHhy59MfTM2kh6DcTdc8msRkgQY74zvkpxNygCHLWo68dJi26+XsB32YFz8GGPFHBIvYeMQWNQmJpxgToCGqycj7iC9jkNrFsBbWScwFs4kIZXttPKQnmAtJFHZ/MNtbSa1ArjTZBxb5rAYBYpDMOnkXWldzj50OT8MBLTysocVSz2DmweqFtWaLLgqdPpx9LWt9NxkyflpCcR4p2I2jPInO00mQCDyvr+k+g6t9rXalV9rrx7FqaCl1SBeJsfijqnjFbBlcBTu6Xl/Yn35yXrfxDfLRRv1tFDm/6ZTuTr3durIvoLCvtWySfX/WSGTg7r2XtLyJvSOoobrY0S2qXiIT1gQT22zAW7VtI2+i99acYHxErAc+SOmydLa70A7n8J9phUfO9jSd3aMRjLCuBq/7kk+I1vPdijJEbbR6t9AGGkCHlWYlS9O0Ts/X8NmKWtmwEkt/Hy51b4EmxryVFmWT9FdaVyHNII9GJgkBrW2rUPdFAJwcvvXdaiqjBZHrujacwEZGJI+6sxEhah8qxJ9j7YN0rl4xuYzciALrVE+ZlNrAicmqPuiG2nOMXm/Du0ryFOrHSlBx3czaICr1z6KkjUvMFwaVjT5+RIy6Tu9ADU755tqYsgtu5SjrFTRLfdUShRzbbyDV1BU6BEMtC4PRfXutG+hVO5FS0set69LpM0Od2ZfFt8UL5xEG11LWE5JP+gtUGVkFqF8KzXIJOOGI1vxxU+ldmdBLUvsYG95i6uG6ei5kMGwgR94PDubKsnX0J3cKTK3L8Md8V1NegbP5juuRi2KySxUz3Cgt8T0K364qQmK0SxBLr60dSW5UYSmXIGiYY1mgBq16gzcFqK5UqsqA/iw3hG4g0hfEJYSqDTvIdnC4yoCsagN6P/wLyddvMwsH7n86UP/+T3sYfn+kNLQFYqOrkJUwAiaQnasaDehGNYai0G2HCegXR5CyCMTFMf4YenINaM5bp9eX8w7OU+Fiak0puG6V/NtEZTe4Xo/SNTXqdV/VtVGZ9v3N1TnqDGmfW2jY6KDbnUhH3YE4bBgdF9nXe1RNztKsBnOepfxh6EZ1zCHbH/ayE4xRkJZM0fvXwrIuS0FxYf2/KD1RefnWrapIBAYfOU3bzrdS7rpCk4RhqpP+mrgBCSe29q586bpvISvtfiTvfyeY0vGjz0sTHTVlMy+qAs+3HQ5NwAwpY+lUdQDsqewWfOb9mC8Ae9Pl2l1wJTawm82ImPrVS4DqmtVI2DgRFsvy/LRFHNw+kWY5th/8K1E+c9RJR6npE7R5XXXXyXdQfAOrMkMp33+UGntyJwdlf2OeZxnZhZz8Q3DqYlN2bFrdMwWUdKtQBUI8XANVyX7nuiAC/p33RDVkH+4BeDW/00dDiu/ePVlyvSLv25WvDf3OyaYO2tPMbgWmn8XhHRY0ebwItO5rgJ/cf/hZNELrh8+Jb3jc9wI0qqvyQ14dXg5D6Y9U3LuX+5EYhP7SHq/aVLJ7kAuHYIsWfU8dAsVY8MFfI/SCFyUgGPe8BFXg6I0IF4xlOFR++3ZWLzEKwyN7vjHA0T84K70JdmAUti1F7QRfPRQVyK+ApyBykg+WzT944FpYXHTFQT8sC3i6MThmnRAWp0tEnARw2+8Ong4Yxxh20sgfMyoOmwA0nsjiDMWUQFw9mP9LB9f95/FOMHCJ4XVa5vuMgjO7Bs4kZtI0JSlB8vgqlVs7QXXTTFwYU4ncQx9lm28xKkimd2OmbTgeuiIzRiLC/qkgjahtGjfC9TEVveai0Dbf+ZOabsU7MdkfNodK/8JX6jY1yqCdtzMBGrPedab5YX9kh9de5PuRmtclqsW+72OSd1kVJ+qdLWXSNvWL5whjPvYnZ7jntt2XJesUo7mnTu5gNl8wkpNi8vCVgbWL3ndeS35DHebUSbDfu9j5QEodJTrCFa/X6uoeHy1nm6Am62DtQjTpMfjLwwxB1fC9p0ez18MvJ7+iCCUb24fW1HGiOxauaak9O5ZwWkpRdOSZz2ANBXAj/PD69omLOu/4vrEstNOixH6D9sGEapXo8IabJMqnlgWNdoerlb/siCbtmj69g9+DQukYPpu/xhvf4l16e/nnKp7LrOooutXTS+HZOFHrry16t0L8uHwLd4+F9/4wJ9NAuKr52bVxrRXIq9KBaE+GIORD01++G7z8eBKCCUeTkDwCrCaHdsyUs99XqKPhxfgm77L/Z7q4cOqKdUt1H8x/Qr6Zt+/5fetza+JZP+h5pBvcDOrBmS/eDYk80S67dXkmWphsXbgm4JQj81RoZXaNsMW4TvW2+JPyDTy+goYrBGGeYdC6L/JTmgKdH9xS0Hr7miAB3tMk2QwAV/AicWzZu/wT276SNPTfWdh8+6eOhHJpcb+nNz9gcWN8SEbAjiBOAfGFfPnaKvkNAEf9CfeX4Kdx8D/sEEbv8oLG0uoVhvwRfG+gIf5Aj4TtJYyj0VP5tF2KdsubXIxGldEcZ8A/crd4bRqS0DfIXegS+oVp9DJsBAQawSNmGvr8lK8vG1YqpcX9mt64UneFFe1D0+gVYTMQqz7U9w0RLlk0IGcb2I4zzrYgeIYJtmi2L4sbyKWiLjqL7tLAVQIsdt4vWyL6YyUv89/odZkg+YfufPT1xxs0qArL82lkzhiQtzNKPbeG6BYMemubhWLxK4LhMnc9+kJzWsveBq748KwKoaWuXcmBgXoUC24JNW2nZ4tu0sD1oZjGHZEFiVtrB195/R3xp5bI3YC8cl0tqz1nCMI9yw99C+RorKiBxo3ND1FOOqJXjK/XVYi79Dh9+ib5WJw7Kg0IS7FBzIgvp/Xs+ZoeNAOlO6+eg+oZ/AFU6qqCX+jiXDiGNa+bH+o3IbwoSWH4QMZvjNQRbD3fQUH3FwkhwMN3vvvhOfYV+Un6kE1xyCKr/NnX6mveJKDjhgvEmmmhDE4uJgDSUvkg0BSpnWv1WU3mA+hlwOSmbMjO7ZiBzhn8EfRhd2fesRXSnEP9ZoSXIxZ4JGtGNaLdJ1HfFeUFfpi7jeVGkHPOctiyIJeCWVxwF+4HrjedhOjMR7KWhhHqb5UTBNF0YDVgTP5BIZq5j0/p6ZRsMywXNlMYW8LBlbgo50/wodarsjwycLWQKph0vIzElrYIJgRQGc2G1yhwtUI9ui7s9AxT1tc476qFNnKr7gLC8O4DxUkqfJRTsFW5Bal1CW7jg3Ahs+DCma9/PG/VHFv2n4Nj+t4FlGQf0hgz64ugmid72gn8vMzJ2xSrtmAOFsFcvBX1Ill4EGdhrk7yeLquHySLUXAeU9zkFOxAze29SZmBbNezUdPdPvpJ13v/IlTEyWF5LoMfvrs78zgAvlbn0CJBkLB6UXWDWfnRKxpRjaDHbMrao5cv2ZPnb02+RGtWT+a7HxG5ywnQiengy6vv2A4HCWT5+OVmuH1EHFLkfPTursyoXIC2dxkfm3NogXeTdctrWgYdDqw7emX+yvmbk4fgREDsLoNs3++y013TTIj1+hj8nel6jlQmBRCrnMp4swictzM91Lk+1AruWVq+GslGHK++5sTK5XvT8/URdZ7SSEokGA3M5OY7CoAoJCIvDwh8hWfwGLoMSSnZIfD/TLXVisdZogp+EZBy4EJobrs5Iveo1RgJSVlBHZj6NamWxkMyzqK/iNQ3EglPPRMPZExJXAFzhJnFZhQVZfDXUeav2rfzCnRKxX+1kFiX7RKnsEutug0oA/4MiGsUxTGKdC+9baWeuTmuHPlpBUpN8JHrKFqMx4hrFPmdwvURxVkJcY2i28lePjN0e9nQ7xKk+E/qPaiWToMZuM0LCts6FBLJqFsrTOlymAzTNSInlWCMwzQ4AnVMo4OgE29EM2O5C9cxGM054YCUvNPrtK4tAOqj7m8bUjboFDe1J5mQY0IW+4tIvUnGCp6v06qhcEjpdipbqyrpNt8IGqryUZRz191O9EPjyTvnz7jaw7AR0s2h4fbeKbhvoHBP5j4QbXs4+btRZfKS2GpTl6CeNB9UByvGP1XlsAAtoBQfmGSYg0EnOC2ymPyG3Lpkwagobt2mgwy3M2/F8E5geemOMW+J+it1Hd0zMTT7PBqNycwrqDC/RWnBXWeF7E74qkLSkZBmm31HPuFm65VDQ+0EE7I3n6ADbb16h3jaUy0Uq+axoso6LcBJgzhQE4ldfhSvnIZCbVpRY8UOkZPZaLucDb06qJDonV5ZvKBRWyvNb77Bq8JFxGi9ctmU49Ux36Y7qSHp5KP3ESXWHNZ3t6sMvIRZjc9anY7qJhepo5gA+3GnoTrgPJKrVzKLqQDuIQ7N0YzYRYUVtgFWGUkezTmW4kt0MjatrcjL3TlmMSEjgEwTEISAt/AiP3hc1jgOYSikzEgE/HD2ykfAtjOvyVuloZxQ9bALnnDkI50m8HS62AFySQoiDz12EQbRA9/g+sIsZTPOsacjUngntG3n4vUnNgyG/Z7oFQ+64e9ZxajzxRpmRWWpJ8orD3t3LKbhvgBZnb/5dGN/PTF6QdBL7y+c2GhDeP3typrqN+CkhmIAb3FPKRJkZNalY9+RysApAiZSP2c8R/USdqFSSEY5pz3ebl4I2e6Gh2Dq7JtjGYwSBjCwispFH/0mGC1Qkz5zKqqHuBbua+T6dLoggLz+hAg9zDUIIWIbZGxnHIl95qaQ17DQjw5aNeubnG9yoXzJgdSX57P90fXtAELKgHuLyej3frQ7GXwQXtd1PBG7LyjDDH/AWlsZtPWOe3my51hb3Dn+rNWiDKtZc6mTlIORpLEq/yMZWf+9lxoqbDAO5vAk6uMHdn/j44gOepyFfHTKwJCm3/dCxhjj4UyB1qXztrCEmerls3KWVxd1Z005D2jVYxeGPrlquOiMEC3PNkodzx5eR86pZe0G1D939LbUXAEpb8Ag03VB4fDT0DdnGRd0uwD51Ijg0ckKBZI8/X9FuVP1zDm3GOm7zJpzuOLCEkWmTPB/+OYMbXcqfOcs2+n4vLY/zLHuvrqKy+T/dsCSbImSgK6xDRLEGGqjEV7iiG5IS6qq+sMB2uPgw5rZeUTsc6hrgH4HVb9ifqV6zrlFddQ4TbuP/1PIS+vnTPLIovY8EwsrirrG4vXKvSVH0hCC2PqrLps4L1CJxe6pJSZWDKUG9q3aG3st4dy10vEIMy9lav++om2HRXZ9Dzq8t8Nk1mlMljYNn8TO6r0l62D9TDGS1SxIT04+ieAR9pSnW2AMBYRAm51ST5wZ+5BVlNTMoZDIqr/Snloj67ZbFrK87g/iP14f3SWsOElR5ZnwktxPNHvqToisurpKogp2qF6HeM9OB/gZug9SG+33skqnrJvry2danGley5HwD4Ke1o5FmLTsl/kKN5Y3mwwiMVkW4qv8YED62IioJpX0CCdu6+zNLYmcAOQda1CEcdCk965VI0B4z0ab2ZqMkyuy2ysv4hUBRtV7cNaZow8iUaVxkYxMY7NDZTuWpktSZyJRnTW+iqwbas9FXhxffXmSoj7MmxhbYuhs7pB70iW/+Y3l2caWSrho5uTv3Cj0izkadXypt5xYnDa5FDSaoxHUsFaxmIJFlyR8mJGyyyyT0HoYavVQmt1oyHSYEfCCKh9mnNhlVqvS5sGMUzvh3kwA00V9D/jye+CXlW57B/nzDovZ4Wix1Dfo9a0Y2Fo57wEFeg+cgvY5NjvmmxvqFaojlFW189wEKRWNtNO77dD4028N/Q6LYON/MONiS+kvKzGUfrpj4NT1bMYP/lTO8vz0qq8l+LMFduu5JYA57sTfTxzXb72d4P8zsef9CUYKeD+w398E+Cj9mR5L441UYWFVZSewdw0aGL7jgXWUQaPDK1danzGov71qEtrNaKz9BeOPUUy1YX/aShN18LtcY1Cig5Ju0KQAQtAc3BegnDBoXAAj5ML8lrHmBPaesbkZuvjpkGeMTc0E4mwJWySMAn9DTyGdn0NCJ8zjsKsAUbAsz5DkbCIZStISE26eOwstyA2OHd6DfdASKVWZz4XlEFQeb8b/dg/zrAAWTzts5wqpJTpvCrDTzX7+unae7RVyeDf23p0owaQ+F9ghwB6/GTZpN/PsK4NFNXBzRaslqm++EuZPG7Cp5fj50ghgCzoizYXtYmjvDUDnjtlQ99NZohKWc8X8SFH9xlM6RR9BbPTkhwtotcMthurent2cA3W/lSWwwM4V9WME9mjdIEzpoZDwxcQvjYJ/4tfhl/RhXerlAur9OfeIwQ4toUuLrYD8ydnqLn0nZ3C9cAU1uX4Q1OlhySb/K6bg57STl6bDufg1+mnVPEMHh2FBnDHF8fiORKYARxtyjh/ggyb37K2ahpf2T94OY1rE1z6Wro06OXLcyTUZQwa5bPRbpog+eX75gIjZBd1sdwsRvKzb1BW0Od/U2y9oMsKGXf0XTA465tdy4fH4fm/twp0+BLPiEfMgBtvj6SzM1Ged9wb548GxCbh6IH8roXLzxb+dFkrjEBmVRkjkRyK51DdH1u4hQ3n47eDo4ziKQzS7vjVocF/EvY5v3a4t0Ki2Zt3YmNNl7YBxuX7oKUyeM6ywoRXOE9vPka+Ynh36tt4w4frWqbge4gaSMN+ZmMO56ZMJfRUbXR05FTCcLxsfj0fSqQd615DeLLwf5H8CRw86CqX6oMlda9e5gDM7oV1tH/dgU26X3QCDcuPQOwMtN2zRQSpBf364YjIbva825Fy3JumcDvSm4HhXfBY4WTGeOMEaEAUDsjunLSjxDQudXVPSGXhbC542lE6hXUuer32C2F2hwg704PVHPTiB6jZLmrAMutlU6B590yf40oCHLDi7r4UAm4UG9ugKc/1bRcVjFGs1DTHSUFRIw6T6U7s1xuGgD8viWb4Qj9wsE8PRZIZTfQA4kSN8VtpdGkua4NROWD8QI4wQuFVY/RJ3TfMj+dv2ZyHzpeiUz04ptVpnY562PYcgoTosgI0046puDfiZO9paSuPvqApD7fE5r85Hroa50iqgcUgzqtXy3BTQHld7tT5yDeyIZQXDmlwhgfnuIbe2htblKXmhnzTxgokbc2IUKGNhwSGrk2/jcYDwQRylfytrmqRh4Ad8HxYs62JmdUe2vOgRcdLgbcUIDsthCZgNXyu00kBZJ9iZw3LmahFnvYQCHCYh1qOuWzPgDRDpXCWjTlURTr76Uuo5cojwpKLJEdLHOtKQBoyCj5KSkgB8DEbNSGWAZ6GLGT2izOTkrmS7kTzaCpNnP2Njz/O/uKmHVZKCYcMgb5yQJT/7eJWKoCd3bl69GYIBNW3kQKrQh7QUyfrRsYPETO8aqSHWPdkBaVLqUJkVg9o7ElNDUgylX38XrX4LKeCoEd39JPsiATx1JtBCr0vZnMY1P2YMpVDeEl43sXZRA3RvbZtuJ1EzJ8OOa0e0Gh7w5Dm3KE9UtItX/V1aZyUBGT6xVCXHikQKpV66pVrFGFZPcvjjnPyVs7ubBEK3dpKe1SiwIKUuShcvAORDa+MlXm08eGHeMdTtJ2vyt5XXR2uIH2Z4n5V/SBonrkNOKBb38PDZvjC2UzqtWYIcxtzA2203kyBMg5UyOHeQ6fimKm5L7qn4M68hw9WGuVV1FZyw/5CqkZRbyQ7U7ZIRrJCJ8Yk2p3olC/0LgPovQK35sNKyngM6JOhdOGhcRPEhG0laRSII41+I1IxC/Yog4DVe380ajNSms8uTXZxC3rOJbp1mo5FmQ/tQKc17MPzUPsp9vw97EV7EBRnea80iTOT8ryZQrCqhTkBWm0MpBXQq2uaY39x57pMkgt3+2d6uvy27+9svTmwJr1wQn4GfBU2rvNGREZlKIW03V/9QCphAG5VaWhc6ZjoXyenvI5iUH9te3nyYqMLoDfQrHS8fPLaw0mtlBCR+Jfume89W19tCrbDrxoKxbOplulW7adtQ1X3aykbZDeUdimkX+7YP9+mmz9x/fTM0zFfdSuo6NDjy88AHmSMXu3qyOGLZx58DoWtufww0NKJdSO+ZQJr4n7ouOkfSW9Fl84npgOqT2Qsa2iolOy+cGWuNlavGJbm5TVUdvMwEO6o+N3XLMghjdZdPTmrOVAvo45u2PKkl9buICsKIpfFx4wI+h+NpnotUF1MqHes7ntWsF1SS5vfxLIEIQPGGbX/hkUb45CZPYsLBLwwsdbM+4j7oPcDLA71PEgKgb7n0V+5B3BXNoM86wC9EsyIyC6b3YdPiLZLmn+xanER9vzMq14osDF5ePD5GLDXSg1aujG18tSFJpIzAY3zYrK078hip5AK2RYTHyxNpmof3tH3QeiRo7Rs06UGmp7p14vVFKGjEHs8Ig759yClXVk74MMW/xENLEFSS5kB7MUhpTLHgmJ/yNAAfkwo26PzE3fjQ9rQg+dVEo6HoKSzj52DfM9LiUwm5I0SsugVx7gvL5mnI6VN5Xy94r0qolf9ZSA9dZ6xaWfA+0r2pfbEG6qoj9eofMXtTu6UazQwAP/bB+KT86c2HUsC3aqiPhW2LWrsQIIPwbUzRnclKweAgXgE/Ew0trz0re3a0/IRyTKnk3b81D+xhMnYbo4pDHWVmkVGgGuKHA7zmUOis1aPY6SGnKqON8/PzSsm7yTKEV36ljH/rmXcOtQtlreThfIPO0LbQuD/FrDfqDOw1Q2caLhKk/PjmAx4rzhbtHHSavp5nypZjtkY/u/fhy8YUYQ7XfvD+u5JPhyD46nLXCSGE9zoEcOIlSxL7yfcQ1PU/hEe91kc6TZ9lA2JYosi509b9AeUNBuwZXl2nOp112ToHLrP2AnRaht3RIv9TEGTultpHN+19klWOXFc8bR320fRHXrcmi1JFHzAogUVuYIW21wF4LAByWzGVqvomK6M6o+yREhr1WMh8lO8cCbJr7URJ33KMOfGqB3TTxpxbNLBOAzY/8TaGOewYVjkF/QCIkCK/STIffbH+S21J+IGYJBs3gnfO7MlpzfV9Z+O6zL6S2kcLW2+CyhAo/gtgQ0t7Zz8TN0pSFLPBKd+a3AKLdCkT+oUXszIywnVpqZRXmjwxw9mpe+yB7LHnuio6ZK2FWm9F7HR0f7ISG2z1RbO8puORX36nCn1NMnIy+AaJJT9TpNRXwnFtRwA806rzBEjcm7UZ7k4Q3OM1VjrffLqxTfOulOjF2M7xbo+TV+zyJL2YNuzxbDp/MeWf92z6UYDksc6k8djSkYUyd32BLkPuPk5ACFXefyrIobKtawHcSPm6xLit+MXCwM9+bXvtz8hE39zKQu3K0nbP0tZ8x0XDs7s5NUKyaFDLTY4xI8yAz1hzBrfD5QdU2Jtpd4QzPFux97E0ctVebElzk8HLK/A6zoWjva0esj5/e+2pgePEp0vDXyIBJw0NHgEb771V3yYth4tPlt1pJGtEWOvf7aIyqOFrXq6VpAzVpBeHceuO9awSBLjluIXQHhU5q0wkDtIqTe7yvjqbj2c0OdfM5Om+TCtW3+Xkl8JtuYpKKz60HQO4dfv+GoK4/nYRVdnIKfUCoBH3N+LX6tKnm0sWkhNU9qKGnCBh4d9gM1LFiPgrt8ClkKtRRAjzaat31xLzE1e3ET7dNi5vzdsGuowkXovm41OlsCHaQPy41P9Lcrz2K8u7D0hgkC5eC8Abws6InXHGfmFxw7dhY5KXr6l9foHvl35sffnBp5cu3bu/+exP5Hx41jT/o+vvOR3Xrzv3PrVUlS+SLqAcfZ817TFyybrNhnULK+9trIi1+SKWIFNpjbyvU7jnWKcUA52dXYN8dBCWNC2E9YF8366XgfV1RkC3+Ucvk+77uCVlwviJ1ZEezMb/svaBAovbIwCdKN4e8l08E7rwc7kfbWfLpfK3F/OvFpY2t5svEiilWm5lPOh74APaJiaq7Oxj1ls0vg+NRDp/+5749YHf83P5TeBcvCpqyT4ASZw3dc5sZoO0Mii9wcBd2aA9bAFBK3Z3bu4F54jh9eu5XIbXdMA128pM7mjOe+ZMMORIw6CjrqS5pUVCgOfWqsnGQWZjdql2TQzmJko/e9bBoXxtckaQ0Rbu68Fc1vjbWd/qX2d6G5lTrf7VuVFw/h+74wx8/EVg9QkIYfjWtWsPUf5auRVSCQecl/+u2ouyf7JI//z3P/3luwu8nxojR+Wn7z2Lk9x5JMb8s/GA0ddGnmF7G3/uUgmwEkou/n9BIK9Th0jkr/gzIeonToHArct7wPmv14TSS1n2KQZ2+uYz/OLXFmI8mCP0zjUhxe91PWR+mnZ2h20+PBg6+7n+g+OSQYTRfjh808h8r7WjoD5/XnWjtH6SjecU17HxLC6ufAZjxfMfG8/yc7+qeulPHSSG9hZi+azoy9hGFgZnludURtSjqiu4hKbORsQmwhmeu5fM3qsgN68fTDD4NW117BwPXECuDux6nehU3zIE1XE7fJd2GZo8vc42M9l2Ptl86BCDdj2/LlFN7MzsauOT+df5/HuHMLdj7vpquHNHnY5PzvfJ88+eZX5ocYo9RLZTqTejtkNm86HzWrPCIXEXMO7Tr6ti19bWzIFUOlj6DlnZUFZahcC9S9cX2xERx7IFxlL80xW8Fw7pqB3chqFpHtgbhjy9ro6CpvxZ1bWyiik22pXXsXGs97OYgWX4dxS2046X/rkSJQ820BGHRUs0FeYCd9ZGS7g7PVRw9Jm0AJsbvBeU7l+/815E8Nu5iF0kb5a46x4Zxtov+Z4vwSamNVhjPILkAPkr6zwwrxzGBv5kbT4K1VGas05gFq8CfuB2BLSbDALclOPnSRu99PTHAkTcAVpQDNi62lfxEiXqiTmS+AM0p3jzmp30x+ri5e7mRUlID6opiR8bQn1xRu4Ff+B/cn7CWtY+1tYGfcb7JP3kFOdnLJFdv/ssyM+ris+ZFlFUBpsdLnGVIzg7noTIAeC0OEVg9/1NZ3ve4a9rKvow8IDaKPecybysuCdN7qfAARYO0j7FyE2sepUteYso9vcIV1F9flxVcaKEYPiRm4uQ03if5zF6pyaTow3y3DN+i8w2mz6EXY6JYsfRzur3FSB3TIYrA1dq7YicIcdvTu6+MUQv9gRRe5LPDNDiSiLgY4A8SJBFWvChLpGjZ2ln2toxqK8pZtCoFKjbBFxS74KepRPpvoNBNJDHcuj+H0rPMm0wgMem9FQGzrUl4VwBL3XbYhIl+ZDTspL7Q4xUPjLlbpwGcpK/F244aPvgRD0FmIs7hWtU9m7y1YsnnDoDOOo3KdYBNtzql1tFWIef8pFLTER+pnq35e5d6Rdpub8zmgxkYZdbXx0xS6l3m0+8E6OxzX4L78LFRNxClu5OHAfo9gxcrTjxVz124tXOlJr5wBptkJPN04KhOTNtOlOAxD0URthE8DfrNGI9Ow2Cf/trKbtpb8Zi245sJmYBsTw6iWYhkGtw6wkG2oaYezxtohi8O8IeOc7AI3gydiagzAhEMH/yZDr1BdhtTYK9OlPtM6Oi57BJv94MqxQ3nShSrTRGslExGuu3qaJ6sv0E8Q3uWLNgz7s0qDeRSb7+tNfuO36OpLOiXA4oEf0SGRuAtmInKZEeIqmKDMHYWT86bd8I35Odi8SJa+WaKLNR08xascsWn0GB5Z4VDvT2CwgMoiej+jGIB7GoKWjdOLL1FUqkLaGJSU4uNnwOtsee5ND6iYpmELaZRvq6RBIt059PorYtwVi6b/QkeEslPNzZCkqvjHFqStayjI/mq4scFwyAwgRQYQng3J02yBpkpCZyqBGm+OjyNpev+8LXcv/BgRns7qc0Q88TE+d4f+mnzkN3Loxaf/dHPmJmZhD79mGk+RJx4eLle/fWnT8o546wtXGjt+aXodURO9tnxmLptUHBwWuIrPbUGiBblZi993O5//TMDHZl55BxjbAmjr5yvk5UTWASR43kYkYYr/bY8ybluFrlsLYupAg5F+k2hMlPJ5pry9Gu1EFN8zESwdDRGQ73d6JrALkESZQwuXWRzZUhMhf6OiyoOn9rY22smqAmdWtTPB1NagYCNo24KQsPuMTM2sPcPtK0JimuwdSeesJQu4TVpP+bbelMLEA58AaRFiJN5xJMNvcUjzEgjBtRFveTaCY2O6uFKy5HdTVVE+xgv8oMpoVSU0mV+HwiQPTz9SsDOjkkKTJQ5WvJ7Bj7BJwcBMeac35bdjHypyyQ89c2c7gU+Ndr3936j/9snp3QESeS0H7ncViKvycUg7aFrzdnrM+o8zdvZRVeO35I3NreB2SYeJDckf0YtuDspaTsfOhrVGGk+fm8bTKqOjeDH2P1uRn8WIsvsSggWUDOXlH3dT1lN3kJDQm4jUcDmocELE1oKhNGnOqAJ+XUFi5qTJGprxZu0lJMLTCJCYX2fUZYiMHMIBMFaLx1+UPj59/YXbx8Jc2vbDw4fp7P03I4WLxWKeRzt5VEdQ6Fqqil1fmQvh3GLrFXV3pvkssiF7UhptNBkWSsqSSBLGwkJfBnl193ImtwcGYJ+HM8CpLBIzkIBwa1KfD9o7h0ICRxoAh8rEcGyl5wYnmenBErOCL38gkZZXIZbsvJdBC12C/fJH1XlU7wsAcAo6pogJL5Fl57CWxv5xcf1HautmPmhfAx/NHHi/Tte8b8k0zp2YP/Lfz/VveHBfHz3jkJofhly34vXR8TSHIGfTahMePg6q5M6WG3F/HF6O/v4F1yeXZj04v/T99GiQ8kuePN7AtV9NRX8Ehgzu+ypW8WOygAT6elLjg2FoA3338cqQn+dtwFxzFxTHjkjoR0PATlZCCUi4AH4b8JtDadXoG+YUBs4pQGATdJOfTh1yhJN5cwj/0FDEQP5TdpXhSEaRAjN3jSDFWlPnK93pJCkQFs367n3J3f5eBACSZ3RUhT6oqSqyBf5D37kQPtGFh5q3cGnE5SSosT7xOM/NGLrPLpytc+nrfKFHqU5se2FBhaMwRW0pYN7rKkzXO/s52722kbFBuRbj0nOXKs1b2c8XwLpYBVg8yq4/LH2xyEzRKegE8041HWQdAP+gPSZzAABmo8nqo3GRTcZAo99zUmyeOwokeQDpOS8qImVSRSEb7OiYHybRR8kPOgL38fj0YDojQukwZpm7ia3Bt/4KPy8QFoTf4GEFKa218Zf4sGLpBso+ps8lB180DTMNuFOzdlmbFI2Yy8MPzsVQKzr8Z3AHgZcoZh0UHf+pMNCDOz1FFL19UVfXSu5YdKAoVekQKt2wnY+kESOiMnalglAu6kuxKdQVrydpBHEzyYUeutO0sAreXzUGHvi67nZIOeOqV59DA+JH3Ty2XVE6aAWUWxgitSzNcv0j7huueH7BX27xmL0UlQ0uTZ66Bc3QNj4MItRdnOPafe9cTX647Tvhci7ize5fpeNB/9CwGCqAhvUWrXf9UP6Cer/EMipSdSfwFR5PddTcEPH8kFa8HulbbA+HPP1uqWHb2CsNBHj3z2dTqMULsdARqXw8iyYPS3XJOzL2uSWNzat7VpLCM8PEcrxGsjUT8tKsLVYA0eB1Z7aFgMGsBlZqxUdKCRJuZBJdRKicfATfuwXMLn7KwSgB/ehzgK+/rjKc6rdQKl4falf5+uGKQ55OYASLLKaYMEDWMziphy22lT7RWOcKiZut/2J5XgeCToPBasYv1IEttNMwlEsIaFIWETVyXnxw6888U58BxaN0cReFsmxh8krTuzVsX+jzKkq+v42XLJcv+N+xz7FZ9kvtc5Ren2PSruZL4v/HuC7wiaSLaUWmGqyGKICsfTZFMwUJor29+wodQLX9ANsA0WMTwJ71OfCgqc1ylaRhk4oyNwJqQCAFO7tdYvj3J4izIqUgWVTEHrXfPeuV/NFUlA0ez7Yah8I1gDUk1gtwwG6VB6RUMVyeBKiOspTBIjNt/jrW9g/di7u/3JVrz7AVnGt87gus6BHiWT9aRPEK63nQSAm7RmWUDtuo67Wls4dK66UoextEnfjFEbr8sHkAvMwWIgNTfd9THYZ+NdL/MjAaUgyxfAORgmmR8Isp4Ngp0JwV3jXYnLpH6nU7ZYKxhJOudlIvCBLBczLT8S/v4HByGFqcERxDGlj8El8itwiZ9iV2XlVBu3KrPArTJh5MwWT2oMVhjKjzGlJk6zXIZ1kjoNwk/mG5tqkytwjbM4biid7rwxwZo1cFzT0bvTLwE4xPwdK+1kvse6YoPpXSc+rmB+/BEdpviASTc5U8x4Jw06QoVGeRzbyGKnQgo6aCc37m6jzB850MQn2CKCPfUWgnVZclDYtm7Dpm5ObGw4htMJKCmdk4fVW3ipI8mot073FgGtAwye0HBhMLLVaHiAHrZYPnLDxwoQ0CbGBvbGHJqk/m28oO2FpbAR3WG6IgzXn8aAUbVREWcE6XtZ9ST0UihDTcoEvZSTNzRjIKDFoy6T54mFEUqATNB96tf2PXo+ZS0fK4uZHFAvXC2nGnuXAtUE/USMM6MIKamQS2NBgrtSgpMG2vCfAaGVCqqSBzlsAU7skRXBeGd9UV6+PI12xONUm1bQl2oLroP+47pMOfrRDiMCPkdnK/yQWeWR6U9DljkHaoWhBYyz5cSHKYXCwqB72+JClh2yBBkgzKIhV0ClAmosyZPB1CRzCEK42NUxV1uMtuEp46HLSEuaBO4owUom5AQAcQ4qsJ25cGfgBzTa7CNY76sc3CBE3qd6ABPeZOT+hdm8QnAaQBSCTaxYJlCArV8a4MAPawzzX5lNK/3gpVWFJ6VaeSWmyRVj3gc2oKBAxU44A0IdU5Ur8WTvrikhpxIKKhppyTCB0pWfbawgTlvl2CjxjOtBD6xeucv+sinRv9AK8trEoyvvqXSf2mhtDMbg5XHy5u5H2YEnxGtrJEh5hK/9bad6EsSMIwir84VwS9rLob0bBK5eDSr9V1fyQLo5c+cPgifbtprNzEbnZX7goAkxguoS1/sYdVuYZOZtA/uoYojTkRNGfRBqdLrLJVTHVR4phKci/YDqNMWp/j4RpylIPuDkSXY9mORKhJrTwnVJUpGQ38nl+fEyoPLtYKgnBPXNseu54eKUWHr9bjv+CNCZv8WMqMYoOYThUMqfVdqOrMDXhXRFKofEN1e7Hx8l5H6L2cXGId97qQbgo/tSz0CoD+O+p9e96uIk2Wf95ZYtOy5zBQyyIIsdFWFF9SUYC/lS8pe6SaygfOkqctk6cawAi1WqctrASz3DXcO9ZFoThj0rSp/Z5GAvvMFNmlZrIJVYfIneHYQb5xXU3Dyfh2BL7SHlK3NwI6/piQXaez8GJdAOCxoPUsBYFLkAh8Lx0lpBqmPFc9vNKbN3+ON2fOjnqqG+JCSwRAfmcWcXIxe8CxlqtZQDDA4H9oGZCc+H358B+SZKm9FpH8BwcigUP6qZRVQnQ5pZaoqWhicz9a3XiTGBvHRgYRZxkUEbINh1c7DaZjju2w3HiH3IGJjidyvS0Fnzq5RNKZKuFKTq6NkxNo75dCCDqgCni+LRYJPQ8B2vfgdnQdrowNy85owbflqYlOXFFhjJ22ZSwnTuE675nw5QDQBx6eK2bkji6+JEWOYz5ktm3EMq9jXpO6I55awe0u0Azk3TXIbFftnOHF7J1WVVIM+LUQG1hXY/YamUCfbzrg3fkkhz00stM6gdB4tlZRUiZ0Kcm+MSddIyYAnDo9MVDmr6jESaUR9AqN8z5Og3kCCSbhZ7zov+Xm6j71+LZX7YsmietAfMuCftkJKqVfRzcThU5tmfwAy78d04FQgf6CBMTxoyLIUo9riNFnNI/1fRvshye8u8wmI0a+02My7L3OwH1Lra3GClfDwM9ywsNcTYiXAvc05KOKVjol1wz/d7AhTwqj1MCk4xNLPSONwXETMYM4nwcy/GumuazwmgRW4WYvPTaIqes1NWitmxx42SApMxMGqy/b85xh46skrobh05WbfRRE1hzHO8Zqw0cV20qnwSbgpjwp6w1ReED3RPmM498FnROousgkATPxSgLZ9UKOKHdfszxKdwoaLsPNzMix7wLojbp0NwZnrVXaOP9DvO9RbZ2e7v98oJ6q52uquwmgoU/NNkSTZTGt9vc8P0dJcepxQ7hvJwc2ksnMZxpcyGrG6nC0a3GTax+LxZ3CMWbYUkEd8cgIpfPTWvCyFW+uNT3go0gFq6wQKgMLhSxpsk05zusBCegwDWS3B6L3i3F6bbA9vcDHJ7i6RRmbd/iAjdLYn2pEMDZCqUn7qYiHqbUXip0HP05kpEExUP1TAh6nDWXofX2nla7y/nxNpuEZ5sI2z7FkNR/qrq+hUMbL1/fJnDOaiUlXNu5K0kXy8b2izkqnpCEukvFmE8BqBBzKb+9UtTzO6p1pVxJ74xpP42yAEMmlBaz9T6ZULJf4KKIHQ9e0jsEPKBptQBj2B2HyD20iKiLgM95b3pImts/006ndlDtg46XrVvLiv2nYvK9mElRh1iot2Ib+4LffETGe1+yWXhbmlzUct7fIlnvh7Pheqfkkyl73UBFwVY1tqP+b2t0qhe7NlwfO9KvVU6BKTdfjAvNpXelQP7Ie1d1pvwdZBXagC1R4kVNojK20YUQ0Obg6PB6dauHRq2A7QLGXrqAADNqBbQWlIYHjFlbSx6lvPVq4R66+FYehe0JHDhPCmyXNUv55bDghdFb8nDGB3tf9ZJCCVFziIPO6Jx2iJ3XEq8fzd9UD/h/QDVBKAJ3cIWb0gzBViVJ2PbT6mgZHMc5X9u2XmV3lQ9SABnh42l2Bo/mF6HkYyXvfZHl+4yFqOYqfhWYFdGeD9NZV9NIatXVQN69VA1K1GrubCE5/1ymRUfebQQRbm3feRvRR/5X06yNKVlWKgHgNhjwpuO+ogz1UFnXHNXhXeakqOzxtalzpSjTGidqLTsLRAV0UU3hvJnV+OcqulnXWwQFcwTkcKV2YiTA3q2n6SxhGLXCDxLqGQ9JWe3Jz2vtL3Q6Iw82Y1L7jso2FX4k5viVWAhyQI8W1ha6zaVdf26tK2aewaD/GN+jJIXLLjw8yuyoBx5L6L+j9+yYM3/j8f94Yssdo7FczTY3u7e5D61ZJ6blCqqVphowHCQwpzcF3BcYzW2x6fVJKqpnmR7tHyOxLuDDk4FY2aiIJUsvq2vAtQX2OKs55lDm0sUn9RUI8FCPzSfp0vge/TK61jauLNpR6hj0olWda8lT1N7ttwNmoZEZPWN4op07b8xEdWlxgfR6t/l98VjLtpcOZbdclJqpV+mZWvqVku3X2Pt0Qv++bWgVjz94mtvf/ErweYuMyNmylT7y/1oP552jv3DgvvFfrl/3q/XXmsq8yBBA4IZEnL8K/9DkfN0VSyc+OFLVmeOJrjBsJD0HBLQAKnIRyma89lfW/U//J2ho4BwmMMiHuAQl3g1XYX+MzSnfr83Ch7Jhm2Oc5FPaOTQmMTU7HGd11tdc9c7siqmHimo65h5tiUup+PQUspV2uhp86jUgrZahEcnZZd2jk3NKiqfm1me03NpPs6DAyecZIrp5ytjTDjl6KLbBp1Z4wf8lPf4hF8/eMSEqUu2t9g+9ud6FBRLYSQQYYEWEGPmaDhEPIyDCGlQCLqoOETO6VyLfVEVDbFS1TZ1X6kq9dpM2bAjr2Xm/yUsSZwkS4GUSyv141LKWsdKWaJ6eEph6o7IBMgAQxmaMIA5NXpMWOLzEBU915AUFE9cIGABe/iQUjVyRyCnbeBOWcMpPK2QopZyxBRTl0a0yK/gOEUWW3l70rLbVtV1rhMXzLjyDdxyiiMucJuHPJ+x3zGXXfN8MHt8dv81ckced97FV+bCmpBUpS8T2dUNbRaZkJbTaV5Zdbs6qRU6QSVNaFZRC1rXrk50pwM1QxKoEvsontwZjqHz5JqSsl+NrWET221FTi4L9f6tk4t0pTmarZ9jqULYaOCSkDEhzcznOM2MDIS1yjH/VkqzAkNnw4k2HAouMT0EIiOOTIsJG1zQZsQSBhGbkLUzMWmhqomFN7alFVR1HEgVjdbtOHHONfc8s2lPxImYjJKGrpH7cdlF9Z1C4rPq6YzjdaIQnTgkJJWqniEMjaewBFIrE0sEBuQI1a6xdIGhNtWTxmmyNtJ0zbUV5lWztn2cLjUH8/NMtTOe75+3kvlLxri8+BYpQgoaNaWwYNWWTbbbbZ8gYSLFSpGlAI+cjpmTFyEk7hCGxAFUFj+rMKOzgay4P8NqD7PuKXIQnUCjzFuaR5F1jSTvrJ/FNL9svi5QDT6cu4bAXns8Dy+C8rBbszG+tz3cLlDAci9jB0ntfW0bd9FKsHt07loTpM4l9dKAWNteFwMe49YVZdQG7O5ZrylaMDywZjfk/Dl0bHB0a4ysLvb0ebACXjyzRoR5RXlZTZhw1/ieBi5HrvuQccUxWE5PjRiEH3HpQ9sI6+9h2J14Db0NDNDYMEWxvN23sgvZDdYuwLfHgJRyosKaceinFUcKIfkdE2tAnjHhYIC8dOWoP+KPbCS2+VYOIbmvAjxSO7WOOs7DYENP2CIEfaK1swHzehpT92RPa+F0eBtDUl1FC4GlmwbX7gYWdJor+owuXRnH9DcQYv8GgWuvHvQ2I7VKw3jSOhpFLNHH9lGDDxcmU/JhMYSaQvjXZELnCTnCQEPS7kPkdlJQkVgUNmc16pVtLmpbGaGSN+mPG26PjFKtOTaixi/Otzi+PI38Z8Tbj0iV0AHvYXcapq14g9RRegJ98lwvhhgUk4K5+3RZhBaBQVl2dYrVDLSgeSm6t88nbUyEqi/V/qvk+FPLyosHohNo9wDnPSQ1GXOWu15WzG41AhHkvlRBHXzIG4QS/ZtCdJRDRwPoLxMh9mF80NZDxyD+G/u70hJzrh2qwOFgcGaAOgGLM+ipCdMzvrKNgGbR9YOfVinEEySSFBpjU7qZqtNpnfQREg46Wm21kUUSiicwdXXvS1T5I0GWsG7l4jEV3tgILHFWyyFiYZzEUB14cRa1GPAaeFe0MCMBYhA95yxMJzQASFKBr2Op4sHtXJoNdNWuQNYGcQUpWh+J343RgzxKIG0bk9jKtoLYvHLrHiE6zSErQC4l/6jDeaTMei3+g5S+Sfhzq+CSsZJMAG1NPIwS2lK4hhFMRk7orQnjnsyvI/8WgrqVlGFm4h57sBBVybOY0IHvGCh9mB6ulTyEn2Vr/PdX0NsqWJPrDP6fIKp1KBsMN5COluQDKkoczHgub+tIElPUlw9qQPX1U1++ZDWhF5qCfV9zxjVCpBExWitDkKYhbYJwzm0qsgpSJFHneGVZirgEjkAgXSm2bHgA9iC5LhRXvSg3UG1UiNIZs8knBL01xT2JBb3u2vNZFP+453kspGpEt57EZ10tmLIj5HFi/hm5DTVuPkgjy3xivoGdpLYaEVieIpFn7tqgi5Y1RUSVAjEG1mIXql590DYNvQ20Cv23UwAxjWAvc9F8Em2egxcnR9QXDBRUFFisIATGw1epjxYAa0t9IT8eGi3JHP+POK+ZHMn2AXzg87Hhtm+ufLfhw6jFCvbbl5WQsZsiiGg0eMJ+MNywgyzh3cJ8dCB1egM2WGe+MTbiMq3hVq4sqiFeiTpN8Ts7Yaj5NwurV5KTuwlrWpugf5j6hRn7MtMSvHIXA19i7WVgiR0qMiFwS7DT/GJeGNZvn6m7T+JHjkLTD+z2/vIOCkclBMBCokwNvLPFViFwO4v6OJJaIB5Iw8jpUYKWVSnVFbcR3iaruFE7HhiDUdiOrL1N2katRMbpfR1gQfO0wv64QNinbuV8AGAqrkqt0cSH0uOLB/5sFZxJ9MXRfkOX0WjtbLXYwwM2khvJrKnNBfLIMdCzsa7K1fUREFeH91qXKDnxnNTowOrrGx6LFNBdkNlfjkAnDcfRanYWfAQu1GVX73lTvvVfQl6HUWarKRQFWq2U/b/YR8kqi+8hq58g/pa+SNDNIOiB0NbDALUPCyH5K04jC71AoHKEUlQ+SfwbrrIr8QLL5yNYTbDqOx9Ku2mjMSyyUR3oo37sOasHPUT5jO4dB9AGWBtoDHSkjDWxw9LJrRhoUx32WVOTspJ2gKJvbjccy6AaVMIwzZ5sQbwGIPP5E/cpm54cPvBerExP5+PyrGNajiwkVht9fKyKEL5rZop6VR9uKRDl20Xx5RL9i0LI+IK2gUkZ7a+PmZ8j4CsXqVA/cBNe6IeW8NSWvf85hQvMdwcqmSqSiTMaZiaaZyKXJgNfBB9IgQPgztHd7AHtH+JvlY8bSHkd+AVDdJDD5o4/GBh2uOmF8emVCPuIFVkONTeskP8+BqiSI2DjDh50iVYzAf4FjPxVbP9X9N7+vX38mRf8B4Q5BwXxhJCkn9E8EZbyg8IdWRSE/uf8Ig/ILCQsp0zDu1mSU+wer25lLCeJpv5lZKgcTkZQtHs00PLCl9ghROlj9TYf4hJFj1VkxaZ/qLucooyb3+wTf+vz/oF/C26m+FBQhdLo31bxYQ0oFR1E4nJ5Hn6z/Nl+IJoEOHyB20hPKY2cwCjucPzA0I9Nc//WbfL0Tap2giPQnnmzO8f60gcjVuWu+rf+sPS4o9eK1og8lNX39o1gBV7t3vPSAbsAJK7fPGOH3fqhwzr/k7oGr2H1mxU3et659KWXfuhpNW3575agkor6XEdJQUuuL36swZBXam9nVkXxAkMyWySLYq6k+s9MpqQ+HxpFx1scer3JKtbuKIWanebRI0v/HqAvPsw+Ez4SChLtoQxTdvgJj/W3cDP1oWexeaKt1nATnk2Op3lf2gYCiYaZEfP+PNg2pupRrval7Z9/8Qt73XyWHCVg4xcFAqk/T9Q9JhRdiMKK/bowhBXokhWOmdOT6mXDrQz+Iu4Avx8lDC/01+fv9WXUSHHPnvXS5QZU4EplgQufk/WFG/2ulTfvcwjCmUgM/xFZLhDtQPpAL600UgilKDgUSqX/UT5MqlpSy1GM1L5Fr2Qvi7HyFOuUGWGFrEFg2VfCkasK3aBtI8Iu0SHhYGV2iJ4EO1SNBGcf+NGAnGwS0Rn9DVR4ux2lCU5YKURs+bKQ0TAKGvJ7rJ1oJ5gnxTgZMuYIvq12e4eJyGuT/JKvYjvKvWinA1SY/f3OBvgUykxeguGGoo60Sk1xM6AMayWgyTQUyNEq7O3jGJSPPa9O0ATDOEiiEpTsdQD9UFla0WzayYBlswrlw/YxPtKwof3isDOa4V14KfHVD2aznlYMlW1XkzhYWE5giQYWKmimHh2/cyE69P0CEu10kDBWFvBeuWStOtKkU5xTYp9J7PuMcmeS191swHOY/aQ4mo27g+fdKLcHI8iv+ho+gOow2eNO8LpqZYRfvWHB3d6/bIEK1OhGGrjh1EEKs1/ye2A6STZYhIQKPOvlopR3TMacyjcGUnhrQlpiOrIDdqeUKDQhW4dHvstHsUHJbSqlcWoPR7Jjj4fctIJdQO9HMGEp6CoEWwyAY6E45WxlVmEou8GqRGCrgBv+RkeMQdA+AI2qgFFp/w1SitUPFywYPBPK6wDvxXITMa0J3KD2D6RRM8hHJxDFZez668FSdcgRESUjIvLwomNxDCfW3FDfr8DKazuv7zSU9hgfcuFF2P3tLqm37JWpfbxjjskME/leR51nWb7htI7+7Cq/bOxazpy6CTGWaNzwnzTvNmt704Xz4qYN6fVFdwcTWl0BYLAxqfcf5HxEgQAphYgC9q+PmB9Ix670+h+E6C92EN7oJAe6Z6M18BRx3vShoFpkjvqohVXH8U3dLUu3h/LNx6HUf5F+1n39HPRbw5z+CMBVCef5pd2jbfTfDg2iP7qYwMJCP/PTBiZDrZ01cB/3KUsffcvcxFN3YjsRdZcQ1negT8ftP8TK4AQt0N/DJHmCT3wsnuw3xN7hXT2A7AFrH+OXe6sN+ySPS8P8UBHg5SL5mZM4+9rmaA39neaIjK1CXBauvih6x1ARZCscEJPWWZt++iZzYOi3wUkXs+AitqIMQSH2lQs0wKnoB8N/zgoWZdjscuR1AsJD+PpyctvX20J5SR23O1RVboRYRtzRi47vpk45D7X0t5DGx0RdBOZ2vtX61iig9Vf1Pi2Z69iw4CK+gvtQKXVI8iNg301CsID64QqTlNCTEWFUAs8GI7eOhzVXqJS79x7mL1rmPUkLS0rOlmHOToQkbLdXKc3n/s7U0g4Ugh3ihw2d6V8fr2q+MjkXJ18nWIkMoD9YTji+1oQWJbfUceQ4W1E2kEwhWI9xJan2UBcCPIhtZ7bvP3apdtuRufYrK1Zqq0ICJbpARbZz5XQ9RttBcdBP97NW3d41aQTxylrYnPi9kIGZN5xRADO/kBE8pls1/82aLGQknnGuc72UjXozp3WVXmLlIICGYXpMMoeEPDx4m0XsguHvH3JWSHJGRraeikcSUkTCDPOd38wPWH/OeztupjxGYCzZWJ3YqFVxC1FGiuhHP4djqe9gnACJcN6WY0bAmi+FcOQ9WCBgKkj38dZffvjhAoQMkx0LPFBt4ylllnqjIGDIuEEMcLfvtvW3dFbs/xxvXwyMOP8aVIg3tkt9U2u0/FgJYq3fhmwEIBQcFl/IB18bJlzMwJ54ESx5GaIyQKdj0crfHKAAS4GXl235UWIbzQA2dgeWJu1Wo6h4WS1HTrLV+tRoBnXh1eY9HfDNYrLC/cYlrVdW8lraJZQCOSE8hGdo+mXHZb8JLVeMV4+Yfvd7qu80HdEMYSTJsf18XDknC9dOmHecOPXNFkiUC/wZPLCI7lV2IQfq+3yCi/iVfJlq+j1k+TynZE9ntuh0kXYYrsv/seBmxVoMcVv6R2C+1A+DeMjg2sdzWQCJiyFvBugl5p9AVNSZvNGO+Ox5C3eQprCOKxjUDM3tQcFc9/DbWAp2bLg/Y1ZMhnFrHjhSW61QVVUp5vf3lxcPCNbmebrdKC5n5GoBn5LPAMbdNLwM4VA7rHSSClP+7r49gHL4XuPK9HbmB338rydvWR746d5/l+SsMeieWubVZYGf/Dwc9+ECpZUlRWk4OSUNLqXskoqM4SQKhktbxhlhEqCmO2XLEoyeerBl0g2DrwVemWygAJJxuPRoxFaqw6EbwVRtooxg4BLUKBN5+zWeRXzLbHBW29YbJ7IBqVC/9DEpMmSb5LrQqjdITxL71JLfAUuOY0iiVwfpmn17GFA4WmljjKf+H/CR1um9CIlh7UXeTieCoxk+Es83n70b+w+Hha/jJX9suV83wTkBqKMXzhvD6wdk+fPr80aQ3+mFDD78NIBakq7RUElbUpDRNOVfQafYMwgnMvLeGbPiPOGSU0VjpH/lbn5vWQ5Z3DoZNhuOKdNleGWHwLCTVchCp2rC37a0FqOTB12U8RGieCrjQlzye3oBq3uJLgHSRr4VHKZzLON24HLMyqVascmo2FHKb3J5gnrTUHKUbFb3dKYMQfr5q4AN9C7AH0nDxaGacf/Q39HsTLOu8Y1XyRzu2Z3pASOqMsRHG3l+Nx0TXTWAlDSU2E+yLxL5XemHaLTsPv2V5FBd7xFaV4hZJryO8+AUZJpncd6en99nrB+BNqWIsZjIJTVkculnsdob75O4YcfRdW9ih9BCw1P5FkJ79D7ZHzFc9S5MmWidomH/PG9BCExtbWmCU+fDBJXy/c67Gtg2ISwT6E2Chnr4x4AaW2c60eCWv3yqhU2g3Sv6yl2MyNK7pEUEdDauffBj3Gi8YnyzCOyM5klQt6geAB1PQk0YmwWsz7qfiabc/R9+bm9q1/I5gHL3E/59w9KHHSfhknoWSfnGgNkPCjLDtgiQUhFqPSc/oF3H7+Rc2k6Y2rYuzv9n/mSU0UydREEJkj0J18vGmqkcif3x6RnPMxCmE+QOTQnGlzZvb8NTvSt32ro4z6w1mJ1t8cqYDnl4+T0f0yRd0ZMlBZqA3BcsKyn/7LYe1OdtcTHw+dbfDH4XtE4nCzrCOmi+lrNUwguu5tEDEQh5frG7BZI2iejS0AFJc7xSoYLdR3ycxQmOgRXe3yyC9Bd9irBDTOvTBzYo4dJ4+zuK+ki8FntzWdZLgUsIlsoRFhTw2T+0Ksuy6CPAu42FJjJl6oky5ETpc3J+b/QNKCqM+DEOQ8PBtkIyE7PGXLXUzY/jmkgr607J6b7FjU31YmOjStnYtKDcJJAnOopAOQoop+Pbi/jgJN6Hb6k52V5siQR/gPUTZQaP+hEDzj+QYxhBWk1wa4F9dhguKLDBTPSWroBfLG/RwCTO1zWMIk+ejY7pWyukc3OjBPfIr+NlymBDnlEAmYW39+BXwjczrz/D8mxLbmO9bUUrbW+SNE+aZsi2vjNJ6YnceDKfHUvrVYEeridA1p3wdrsQ/k+V/koEiRyAXOwdpZLlioJgIMirErWrTGfnOIL9eoU4BdNEwdh1RyZUaBKLXY7/tsATIANJUhbTTLTLJqUMb0+4JgHCeywx+++iQd7GAELP2emyqyxh0N8FwEShvlfHMmkL618I04ztynMAliMfIixaE7r9XPx5KGxVsAzJmuB+GUkZFGXww19IeIV8kXtemHZyAgTs7CePQ1z5mWA7oLvwAMVyC3QTdOozfKeTUfwR2lwSNWr912eN6dtvh9XfJj4vyD2NY3NLeV19GOemmgImtDh1aAKM/vjHDKwHt9EOghxzcV4Xa9w3Tem1jaP+scxY7CAuOwrWQJLOqm+FSdWWURcGfiWh5lzkgN+hP2a//aMLhPnZwPwEqTFucZRLM3AyE6A8cXo+Ig++ojmvcoAiZmEHueyT2hDOBZ1Dh9hCFfAUqnplO/gyYDZVBTStlLUKywXOLUnGbj71m01NtsmEAIxtgGi0Bs0kVtSaThymKgXaDFasyjk7DJwdzlIYc97WNBx8MYu51cu679B9IE7NaexunoYEk8f+zYtBGRtkZxgmfFN8mXKVvdGGcdnJaXCakGOLv+QOBjyNQH/QVLlHkU1spvp2rHdMVUhcLsk9OipIo2E4kq2cFRRf6mwHrVmv6Q8aJKwLkpzGkAiGtlBwC+tqjMgCwe+cu6tJnfPALzc61N0kmc6iOZxhcrAZ/NlYgncynfrKqsfjYN4pD4t+qZKls9TfODFhw2xjfhVD10Z0Pf/S99eaacxiNRoK8n4unUeOYmjOYgCxPaUlqkEKMPFX81CdkDVes2EnyqoEUifp1aymoBdlZJaF9S/qW/BVIX6WDpjdMj2EsLiCgoLl4cWK8DhBNWnP5oSGAS+iFkOv5TY/g/qYoBP//7Tz/1c7tdNj+dox7SY0UW1ecaAuCd3c289gflqfS6upuTFJdtLjLh8ftc/VoglLzFQn0yL4jysUXm2qMKu6Z0EvW7Mw/iLLri5JsDy73yhUicaEpjbBdJW2meRCINj36cXbepnGu1sBN3kz8bP0dECok+2vLEyAoQRMRe51ufbP06N8NuYkDLqHuZz/0Ntgb/06wtSIZy3Ie0vd0UFNf6A26hz7ekhTKNGTVWXOUCdWoIsOTO1Csa3GvXkCp1EnxBoBK9KDUjDLlFkFF/LZUI/bPEmucDuPqQckSMG+94JSKCu+BBgzk1kEvK2PCnmN/fbfNobzc7i2Y8rGJ4eDr5peUckdRBxCM2smUrQd8UqYujSZBFvy2gLOQxqISCXNR5DthOJyKHJ2B7QUxWoysh6S05ayBhIjCcBlGI45zUaagk8QdjAZgb7bS3QgJ51OEKYDCFvDJoxVamiszbgSMYLu0Dio+5ffJwXWsmbwd0XY80fpbiK8PXdTFf4tgyCE9l6Rj6/CNTRKI2nc4DdiP52JRFOVFI93Bu0Ikp+hegxFLCIhoBgHngGfVB4unLPf/YqRvJVHvQ2Pyn5J2ueM5Kz0drE6S2pfzvAzIOGEFdyOL/qxgPmiMtQvAQPaz85lMJva0MZewKXBplA/kOGHI1EgyytTKZpKpLXzOGL/uRX6lmMsoaJlXh3lYI1lBPwI/J6MWQM20XtEkiuuhmUL2ghY9pHCY9FmybECV1wwXvka8x068QklLa6YjBospyos7fc0kOQHyO+p9VKHdKqbGXcHydegt9vG04M9cfQV29BtlhGwumGRbngDlBNVzdYRQziTR1JKM4Cu4D/T1S7tjN/n/RjhXNOohjUFwOhIctYAHPQhcZU+K87OYVBjDleFGQTGOC067SXOCeGiGc1WD83HnYQ0KvYFs+YrsYPnCToB8B0Rtu/ffyhte00tLlJUUTjAOcUVI6w9ZxnMPxVvaymo9yQPf2W9zgn8wYC56t/uRbB/rYFJTjDqYwewfN3BNrj6wmU83RYeYwv6WljGlTODLJdD3euxrbDgIod234RluK4HG46cVOH1/5l66STc63Y2wLRPzK+mdlPkt8EK4psLonO/gBrvEkbhLU6YqvZwzOJL7JXVJ2eUyuFvvvl0x9EPDgh1gQYyMTngNpOmyvmJy+pP6rq5OAE542g6QJgEkKe6EHGD9pMnC9Akd7IT9n8L0gQRbjdmdk/hr3HhAyBc4sNCUjXW6fBPlMlFgDJA4VmwqwqKEi99HMtQkeww7mq/dLWogmY9sAl5if3hx14j7PVPAkhu7a1b1d8iykxttSNmNP/F4wGuXECYQKzVgfXHj5HAJjGYcIBlim1+2Qxq1e8tmF/ByQQT5CDdaSNUYASBOrMcm6dpSfayDBTLiKZ8eRCrkne1TXDgMhZ/ouosKkQDQwwRFSlck0XSUpzj1pBYJZcUaiDbj68QbykO4lIycMB3pXBqI0AFbnrQj08mTV8cBbubIrEhkNrcHUilX+EA4rHWxpqlyl3gl6mDU1goy5APSFDDXvIBlWW5SNQFyTgkEZUNpjBtMDWaArRko7Qw2AEV6HqdsWllzhcQfO1IwtaNagEuxBXAle+Rk47kGnDj+0TuoM9EUzcAtxy4EIwGOCWrg6uFOjxjqzK0nBVIWcn2jNP+BlgmsgE6jw5wowFC0kVgf8v0dyewvlWtHTp0jfKyY5hoBT+hDRsaX6cGbi9vbmj8ZF759HMwtAYccJk0q4Xcrv7t+Cp6ionbc0P2jalepMXLbBlL0b2E2Ih02kDBW/g7id9f2wY4KMz4QOiJCgSEq6maeBbAIlNPuD3ISb/c3j68497Wm7h/ZZnJ+h0fOSrmN8BIAhkeGYmqZoHytiHoFmnuZ+ae07PWU0Cl+kiUnOCaWQsVQBWeZhY5beLIEp6koTQemECGcCivlT5xJKCyMc0zgc1n0ZbTnIPAQf+hbCIopPuR8fMdDUVi4KUFlpvYTIAV6b02jJOhV9qNY5sAU60Fw1tl/BMdeQrMe8mnTXprLsl441dAyuNRYGcHhVgbxMEOKWH1cQkhtX9dvwKQeUiyrm9tHZYVDTtaFGTBy0omYDt83uNDSSj52aEEwRqgr4adHlCA7vP4EUGBgx12ZZrhkmBQyGX1zPqAG5FGonbBr/ezAHMSC6l0SJaFZtCw/6D6r4xIuxUe47yDcUFpbFZBIxDqOE3xch6zp2jhJKf2E058ML/zADdwOw8oo4Bu0q11AdN0J8tBSgMdVWkmoflcARjFJLNclwHOFtUfhyTRcF6WyQipMo+hmUWUHJqWXuPPwKnJnHDGrF4tDKaz4UdU7ppLErgQzCpgY5h2plwSVRvFas5y3+LlOyvPFa1O/MfNnUBTWMshJMcmp9rKf166ghdUMXXAohQbCzkSzq3Xc/2gLVK3gGuAS+ox7YP6Dh2sYH3nGZh9e8nS22lCDfld6fe7J+Fv4C2gsmEkD36FcE4faO+XagWWeYoyNmMXsxyWV5MRr7xeUw2S+a3gmlB8WZWsNvHomgzZDuo0CsUtPJCR+cNyCokjDKbyw5w4Axr9+NwsmIzjs4o6uF4+CR5bwdl89pFxlfI7u6/DDqAMfaMrM+0DYPgiHzXPlm+9bvWRWNF7bmAaMSnrjPKARCrQq/oh6Z6TiuKRJGfvplZnQvxSLYPrynZ7ObOIpToUeklkwiZQnKOPN3KqTFA91mMdCFcCAgz+PtyCYAOjGyRcVK4YGZVlc211oA65W/dVVJVPqy+dfY/m6kJ016VuwrzK6sbu+c20rhqQalO1wOpZzWerkXFFqbi6NA36zNAM+i8rCcq7sXDMBseBN2OaerTJeFP5ztkvVoBoT995sxTSpDZi2N9TVrMKbgBmAzcCNwE3A7cAtwK3gdr+mt0JzAHuBrXn9dShd7HyXp8FoArfgMVgVfKm/g0EGMjXMxa62BJnpd14cpufG7cb8w1dMADaFswGf84SKbj6KnuAjnmAKLCi/yUosSYAccfFKcGdpwUD7kixfHocn0NeXir5ems5/68K+T9sFdFg+tc65y0DIbAyiKyBxIaU2VIKO6PKHmocpPnXJo5EeuO20XN46tT4XI2dQGSp02bClkt6b9/mm1iipSpQpc1O+x1z2tX7wW+x3Stfa60XGGV4JijoAvFEfK1EgAIg5LOoq3UNHME9vwgxEqS3ZTIsMeJHW7roZaCRYiSYjiCGjn8QgnCM9dMOffCD2qoQggQ6cjHD6zUMA3CSW2Z38hHeHP8BV0S75CYEb2+3h9zeftxHRMAd75M9O10C7jqH/mpORj9Jplsm21GX3PBaQzqJ+so001K35igb0bhmNqxTONiEJjet6c1qTt+2oPVtamv3S+7G5YH4TjinNNLI5yH+n3uOMPMBUhboD8Jts2miKf3U3I0Ne9LHxpulKCWbmdJQWoJzvPA7MZpyjFWNMnMA8tIM6dfOdOz7KH3QdqqbdNMesOH6m1CeLcUrA2mG9O0mk00Hw2C5hvVnliKSCIA6KHUdS8/Pv5mQp6Xy/jYdOX7Dm3szta2EBLw1D6UPeRhf1HhtD0w4vsPoU39MX/AjNDf3YLI39PcszbwhmCU333Y9svbNNrZLNa6C79uii7dH7rastdQXg89tI9POg/h1eWb9ZmhYEmpR6ucvDxmlrDIztIEdZrf3/HI8X/zIDz61/2IS3/7C///KEVN7ue8m6hwnZMBkUZjwi5gv9kW87iUByeKCoOVPKfcq7iJ//sHA195eyIoKOECjqTbqKneKR0JgvDC9UsnhOiCdyBt2tX37Jy8Lg7Vcy9uNqVUdb7/mtzinaAGBdLlGrAuAfaS+ZI1JEzg+MpTioM+CqiQX3ikRTUXqyUCViiia+QaYnV0IIajgaiKWNvMI7QTaBkORT6qyuwZS5c7serywyaNlIuJbabUwT6uNPj6m4MtOezwyzUyIscjVruSORhkgKxcoMWHl1tUiVCA+TtWdUMDQKsZKX0HV5vdVbX6jojl4aQcMWmaalgqfuP06GMA+mmMoRbVYiVpIla6/LMONNt5Usy1w5FynoqqR1Bmz58lfpGTroRFxSem5xRWutr8dIieaoIMPMSaxCiVOocdbyNf5J+b94hVpKkA7VE41sr10VhHv2H9kd49+3BOfojS95oKFZHKmiRilq6RpOBypWG8Pi830zBUpk7CapqYOhlgPIkOPEy8h4mQoUuGLncAFXmWXfL8Pv+U3/LwpsxYsW4sokOMk0fqf1kA4hnOc4rNkojVGMfZlrEV9fr9qF1fadE7/yOJbe8MaQjUJjI73n2M0DbHegDjwT5CDQz0lgDsAdwLuAtwN7DsduBdwH+B+wAOABwEPAR4GPELKecBjgOcBLwBeBLwEeBnwCuBVwMeAzwCfA54X4j/gP3AJJt9btQnC3zH//28LmRVXdreV5I6kjvGOuzhVK82Utby+GW7HtvJdjY4DXLjEioHdHSWZYzDb/2acoZTGyh4Idg+VPDnGOm7jVKH0kV2EO1C15cIShh8eO3LlGKWUHf6V9xRvHzoO/abY7rNbRt3awNHMhnMlf5SmmXjc8j4aVgdXgjtm4bg3p1yVoojeOZaTNudPqct8JRQygUKgGCihlBK7SHCJ4DLBFYKrBNcIrhNUbeVNVeU5oxs1uYalb6kh3/3Q6Kcmv/z2R7OWEScKMR9nCaEU26NHaspY0lXqQS7y8w+VXfx5Xt5j4ONZ8UguGYFxyUk8O6cumqGhGQyv+iUMkhFDPPesF1h5tLm8SVGGXac+POgUU1MqF6CMSJMv6i4br6d0dfhpOSADMlK4r9zTgKTL08+NyHz8IwZYGJTWv3MKa73nzp0d47a8pkPpZYesRShOV07eN23sak4UlDxtHE1iMrnTHjcx+VGy23Tm93x55o1WWscYcXM6reDMOTsqqso/sSCV6h/j3rlPl4ObFWX12nLdkFWr9slu4ae49RJqBQtFdQEe8UqJXkmawsygfZDTKC9hpBmCw02SBIyQkhhJIQ6aJTWgM2BemLlXhfquokqwvjqUzaRDr5RFtZNmI1NSXFraBSNiYCEes1GsfW8Nq9rTNOfWr5f4wbVJ6fwENEcDgxk7NN9y7rtkAN3RFhLuISDv6aDGE01dKXFmm/5MpXqUG8raijlS5fq+sgDZYCJWHHx26n5HYJJaCjMtigeF9zNds3T9Avi0/XEOZ0AOiAxdTHwSL3gT6kYyDL5MRTGqY6GD7Q23BNfdiMMwn7QKVV1h+UrcoSLgBdTcDNRFmlDSoHQrB417gxZUDNMlmezKQVFiJFqntHirY0/iYs0V7yOM+SKSHsRac5rfZ/fA1tUfZs2LQH4b77Ql3qyCLAqjyiOJlywNJdmYZFgst/KWtoT+noy8+MPA2222vUhU1uz+uaLBDLdlmdIsXgFywOPtFA1zQVZuk1b7Uj99FEPWQiVcKTEY8l5OnBS8K6dUJMCDmkunIBWWOCqidYWwoxWoviQFhrynkhgH7h+n9EiSs8VpFuW18S5X9J9DgKPMMTo3sq/75I9HCXCp1Yvrh5uC8pIWuIWYZFqGppanyOfg5IDUxlAI8FuoNYpVwwc7JLDASodP4v5P6xdjAatUZe0YSObOcm5SkAmKS7MloGINi1UeqhnI4g34g9s+jGQSeoyDVeniOqcGHRj9vpc8csIVSV08lEuXrsuGSz7psbSvD3zLAV8v+FOQJpbSG9R8y/bG425pURqe/jOaHphIEj1UvJEz31qjJ3XMCV4ftTliVsC4N0e6OZD3i8G9F948K+/9gRJKgwKU1kTsvffsOcDd+53VVxsr073MAgopt8Fzkuk20KNEm6ZVyfgJifRWsk/S+XO68MDVWLal9KrT0p6CFCUt6CtTJin3qRKPgb32mVNxo4YPpNOcIFxnMbxijwu3b0eqxVbItMVuuQ477ZJbHnnpdbvGmmquxVY1ljQ1tEyIyzNeN/y7gAWXUu8QI7bMu4qhTFeKUjVfi5V2f4Vk9Fq0EVuBQISKVa4q1amJwBjC0pbdgaz1CTiwxT8+nuFMmwBI+e/WXRkeD0T6vP/fdGmKp/5dgjIV4Yh/r+7b2zf68bCBPCWcBw12wus1AkgQ4IwCS+WnSDbctkR97Zt+vmF9KBA6kXF1QL5iKAyEfgNYSgNXwKi0B8IVfaD8r+Z+nTSXSouE7W3SPmCIj48lLc1lV/rUzfl+hPVKAVvMF0G75bVFUvpHIH6VfMWcQSItHEyQ4w62AoDfXZdqRAILweK1pRlwK/2buW+d1R+AA9v8sU0VcqjSBj6KxRbF0Nrv4+oXrb4DglxrOkKHT8aaIMFUKeZabJk1F62fbZFT95N8h538/6XALuAUgNOBXoHeAs6C9gFwrhtPy9IC8wroa+BitB+Bywx17sAp0F+WNM6bAVcCw7RYCuAaYNR01RAOBCemL/nAdNVMklRd9Bi5mYDtGMgCHPkdHQAZd3shOXcAcvAOQjreT5Ax9zdkyb0ISbu7YJtZtjlkzJQJPXYK4CFbFqFuXTLki/N5U80D7khRJWX1NT+kH24HOd1tSL9OQ+atyT9iR9OQ9X0KudsPIFnDAMluTPh3tiBTOgfZNgRSEh/kSE+DzEgEUgmGMi+vB3kf8tsiPjQCEINJ1n/PECTgqhs8P4bcf4hABuyf2i7fYSeVuuKWB56quOj17KO62khN88uBTKStGhiwlR0W7wYOyEEHzrfECutkt9uQgbrRAAzYp32+m6ZkoBMw4CCqaS5wRHxcgOPGf4ABpzCE4cAp0F+WdGl7AAPO0m8cDAy4wI1MFHUSDpwkmX6N1GyWcEnqgJqvx8DMe88DhImRJFPkJa/SbBW2obZ6eteYT+ZapRuOlfY/n+BQaDgyoBONb0Y1kl0b09hwgwe/SFQkRVbLdgo4lV7QYZQltUNOuV3wfBc5Tl18qezdwpWvBteUOh7WB0MmtVNbWDzZGlU1p+3MAe68iAgYiBYIQeRhutNgeUo5nIdunZgC3js5UGlqh0b61ESyXnTQQz9dIESUhNJpTkORSpUf6ylU/9sWsAscwKFg4Aj4kfPiDLgE4ku7cOSuCAYICTCCUiL8Eoqunt8kBolrdzAhlkv0oEfgiWe0MqRmDTZeqx7Bm7wuAAorRpIMeUqqqkFbPb0z5pM5q3QD7cMJvYaDcgAMxos0S83XmQkbHnxESKtkFhRSNV7AOsgoC3accqc+DreCirycchzLsy64DNRoFnWK+gyZ+BRu6oXXjS34gPzcG4ShnRNBwHNyEJyMleUWjeX0YAUHuEWAmHvkXpsqLVJLgx4T1uDoBWVcDs+uv1VnkBCWRyHpJMj5ZVrkPFRxrdTTDYOtUGY08/F1Blm6Zl+QXWFEAkeAAYKYUR73SgODm4z7QFe8oxBgkpTZw0Af4ffeZAPaolqoAWqG2ohXvZmXU8DCIKZkmoFfklfJNVpte/y9PRsjfOKB9p13BTMb9vnpmzcPw0NpnnonJdt067CLrvV1eNfwmPDY8HgzfERIJZMClb1YTQeMWLDjlFu+PFhasbQIFFfqMzme1wBH1n/Ke3Bw3Xk+bFO9y89OTAGw99pN6+Gspyn6KYMSyDgfIb/BuWQVaZgW5MdqAldJZe0TyIvJ+OFakG87C40C0HeGwY/jD0ApQiXIzjmGuvkIqmxx+PHHUFsAWdoXAfmcmS8ybpzWqnGzGqDzeB3xLhuvS9RrvdbtsQL4lLl1af9CPSl7aoMHTjq3pmH6GCoHoB73NUQBqC6STrp1ObkDiQbIQhCdrv0bQAMK0gRFK1rRbcy1Q3qWtR69OUgSQGINxKr4Gql+89P1QF63czIGWQyWpqZGUL3S3ZovaDiAdjuZmPb1TQ25AdXbFtrmBNQRM2dRgFGBCkfCuFY4tkmOOCI7VtArOdkx57nLHDTZkVwcn93+lk+RvlETeFM6r2qlrgLd5Z6gh7rX3r2jkNuyHtZbra8tmz6SHrr7vWRhfxCUrlUVyPPAOac7l7tQsg7Lj2Ohrpnmrr+DMnIUagNQagHbA7HtWybkCTQuN931W9DI3IWUg1uUA5HDLtKz/NLQ8zx4YOCCnlFWB88qVhllG+VQlW5tE+QcQGfc5qW9HuTGHh3K7iLY7oPH7wWy11Kwk9d3QdsAaFuzt0XkDudbyeuzxYhbNs47bieiDKO9L0JScSTa7IkZyA0e2bhZhG7opop0o14FPe/jRJD7paeIc4FzNp1t7+3NIK8EFuWsL3Ynf4kgozlmg9EZGGVmYn6N0kiNYswK587R63r3ocgxsqD9OHMZUZUcoxMx2vFowymqjspzT6/5gsQeLMhYQXOV4hYeHQb4lIIq8LEsqtKpgups9RFw06PQaVAkrSp4XIce6bEeH05F3IcuCnS6TQ9vl093QbsAfsclPLgDUlCsNrLLwMZ0TCiOIkHFOq1iirYF+bKKP5nuDmSdKkXK0BaKta5wcOqsspeDfBg3Vu0WpSqpXGGe17e/4iye26mml0HuAZ+27w8FA6jRRFCfUEM0z3SJIagMJ3LB45bK0mPEKcfldJzMwCluv9OlbBx17qhxtGKOtZ4znDvTPt9d+Jmdj6DIDSIccupQiAkaiICMho6F4/YiwUzsvsoDJTXNqIe/I/12iKE+zCx92bVHRJn2W+GfYN/DsPlQDje94SpLi3jEb52QbIcoDpwKvyxJJO0OcorOKqlTWzhw0jUA/fLRR2r7+GfwL/+vrN025yMMDFv9ICeCgWEg4bUhyjYUDgp0Fb1nyE3lyl2QsJPUh3lE9+SfR+sNY/a2efVv4x2nDNiExYQlZbr8lLKqyqqske10evmeKBspZnPOZnjAkHEp+RnMcwWb3BexfBJC4VVRDrCMV8WSYqntXmNi4+ETka6UwSr2ZVX+ku4Z4fW1k85oFunm0ocNWsHLERIXF29SP8puAba8NdjmdoK+YfWVyS2nu3CyDts9YPR88CEOOXQWhCMYGaUZnSyAo7cmCOK7lyGHUtTUoAZ6Man1HLflOg+6/gv5YL0oSYJpQq5mouiOr1z9+NZ1j67cgKNo4gM6u6V+3W76kTBgm0RyBxNzCCEQsxTglTPovXEuDMPvXIWU+Ac+Ep74LEMLA8yw4RVv8CKAMGJISkbzLPkqG2ibPb67o/Mc45NjciE8cG6TlW64H3QSHAahMAAMwicSSk3XXWZiC2vB8xIfL5IUyKBQlV5uWyejFhax0wkoauCGD0GJaFwpzapwW2XVoE11tK+hTjTVhda61WH62QgYjP4GppuTCbZnYDKYlum0fB7M8sIJNt8KEGxDTCMr915uJV5tDaq3qWu1A+qyR/0Ohei8cpLopp2zXXTRFal3W+46n/bA/cgfcOZrsHQIX94V1DrSwYFNCSQMwXAHB1o2gRCjgwHKmKBXwfA3okW5Yg534jVDSEnAQ/9HmOc8wRjybIvfoq1pYQw5W/6kDaw73dxhZG6Zs9UrbPbKoW/ZEpZnHIlkxT5VAglDYklCMslDSqlCGmlLe3nXcT79PCv5Tfb0ngqHoahLICueJKW2zfSazLuXndZPEf7hPT/g/wbluRjOJAQZ0aYbjlgtJD6cFAIya4dqI448IOF+M+oqIvOvR68P0mNL0IGqhT01B11CNV7Zg+wZDmgCjGmJ1mcUCTI/D2RdpC0sJ7Zzih0ntVebkDe6cEKrgf5/1RFyOA4NREcsmKjyg3uTOQ0DmVrJv1zt6bniur5HOrsr1Cts6W8g21eYrewnqiE62tSa2xz2xjMNkOxJvXu8ffcY4GTI4e4PkrICkNRdgkzZKai8+Vr5D7T7IWuTQSUtMiCrYXyogFXcdcdWC5U1XwfyCSclLZ3yM6uhLq5kV2/kN6hdmwGyO2webwmSx5wD8WL3ngNJWDsWOwMZflXXYa0bpF0UABkW0Ta0EdsBCfc1cVm2QMn+dLPs7ddgsQh9MR+Sm61ocDjR1+aHnhTlce++p43essftLQWLKUXu7Ye3hrdTrXQ6BHend1Vvqw8zKarSyfyAs9LetTZRAx3h/N4CkmmgX7sXWefUIUvXoXK/Jw3J1cr+/AzjUg25iWVxi5DTe++szBPPFtGPW/fMaqfS/Yu9PTXaMiC0tYkAzYnyJPScH8jVBrJV7dc8gZnoPScHXOpAKYee4oy1vpITjQIeQcTA+ZzL/YhDWiwaYQP0cdBFNerSPtmVaAnRhxN4akGPtoH2ujHEn/tum6nZl0B3cOqPZ5CfVj17uL9ATi3I3OugQ5GfoE8PS+8UxIIuKk56MrR0dayRfcW+u9k/AtBJeXPUsz5IllfLRXqG/MhgNG3Zeqn5bRfqTJNokASciFvdRo+kKaSuc6moYrX3n/sQ9uSVOEv/cHpncNOWr3CFetUNL3oDMTlrXU7dnW/74+IKMvD0uaz1EirAis7dJfNXWlDbBciDUN8Uctyli3dLXEa9VuNsvZO7x/O7Jt9TLR9zzf3MDelZe2rfA22dQo1+x97e3zfb3o9OJKPT+EON+M1Xtl2wepA/qVmzS3KTPxLlERXBwv3PUcRQjXTkERLJ//zsWevF93I0unj0mlENnu1q3aM+2GkKgk3b42q6rZDJazqrs9Wfd6GPRq692nNBghxBT3PH5x/L3/eB8uDK+7JyK+JIymcRE5WwNw839pZQ7lj6EWmiAiY7bEX0ZfJWgp/Te9racQxapXVVZjVUzdOc7ulCUYsh+m2L8H0ft9v+S7cnzvTW1hph2oWR301+8VfbAxhVDTS2CY0yyUVTzWYwW50nWMgSlhtXARz1mDzTvgRGrZUNOPuGs5n3bmxTlj7JTrKHr7Kf/DAcggOnwi9LjsoJ7jenOcc/LsoV1Otw4OQWd/3TD+ThFy5WvITdp+g5fbbcBYqWKl+lZlhcan4FOJdza1dYeMRk1HTMHLxCknLKGlAMyJU71SA2c1/DQ4MJFxFyVGgPHhh9hEmMeYk6Hd75GFdrw1nUBUGqDDkKvfdJjUZtug0YN2PRmm0HTpz75SFwFAZFeuvJlbDlTsQjG/XoxjrO8U4oekguZrhca/ozntmsZ78wRX+PV4rSlauCfVgloN/bGA1rV1z84MY2vYWtb2dHSH1otbudjLSHzfEpWUC8OOt81TWnXXUdUSBpeMnmJVFsourzDSmB8B9ifkhwqjOc43yXUE4VtTTRzjfNIUaYFCjaymywyyE/ueResARgiIkGY7rFNckBrVUrk+x6k18RJZVTVS296wO56o2ORnwDvhGxoI2ZuVngByuttcl2vznoGOfOJdfdARhNweWfPAQOYABCUIMRnOCHJPKooo8lrvgSTiL5VNLOIBN/r62vr9GXeFJIJ5vP/v9DXFmfqqmxtrobaLyZFltrt8POuu7++QBYy3RZKFvlmJyKno1LQFRKUU0bA3L1m5yF6WgsEUvDMrG3WFEfqqq2pr7W02BjTbfQalvtd9xZ190DM9AQHqJAdIgN3UFiZDyhwYgNFz7CJMhSok6Hdz5YsOEoCgfhqDgGjocTKvNJjUZtuvQZNmHWknU7vvvhwo3HIfAAnoin4Zl4Ll4w6R6nnm7mOeZdaMnlVl5j/Y232GbHfFq1iavqWzpjiZQoW7EaCJbGl9lBMaDQCjgWISAZEeShAi0p91mjNl36DJswa8m6HSklfYvgYSJgGRs4wgvJekqTOUfeQsXLVa0Tl1muT0BW7HOOOyCQ6KQcwmOTcYJCJWbqscVldz3hJe/Ydyqtqm/hQlpF162d11JK2qZqMVdvvUOd6VrNkJbxmcVth8VnFNZ0G7OASq3QiLin94Rg5tM0u7D8bVScnvu0Km1f+2la3rp/P9v19StvIPAPA8ZPQKH2gHijwK7U/jpap8EOvxzZ26R3LHaAUceH5H+lio74qY4vcVM59sNnkOWRyTrPoYLx9h/xzE32Rmab6NgoFH4+Xt+jp/i3+HDsVumf97A1U67PbQn1WRjgTk+m0Dm+8+UzWhw3c55nznPH0J8yBV3jhMLqPrpmEXYkXOAI28qX+PM9j8leG4+lWktkNlT1o0wXVit/hL22fn/8sJt9OlMy1m1aHjpLtzPoLY1LPT4lzR5athgafgUdB+M8xql7TkIduu7vald5yIXgNTsZniB+MTLuJwp+tq9Hp8Ub/KR3qKFFVFGZ1FYqlatRrekS36k6jVq0PxVN2HOLiUo8viAV8x4dX5SDRVR524jXm4n8KXtv0PMjwY9L27xnR4Avv+5wWxF3DsLrZ/sogUDUuZC4SprMK0SgILEkJJOLM0QhRCZ2EIuuJwt7SEbK5gYHyKjjemwclXFwglZujXtcqEAdhkEB105+StsED37HtnNbxYAnz36Wc5/zEQ3SkIViT5TQOb/z5XwPt8xw85R+3eoBboDe6i7DPvrOXNwuDKAFm2u+/aQD43JPk9Bl6bkVNk9cDNnCLC1XGRRpxi7SXi/J1D+zZsbBbBTvHQjLC7O9HefnELYOyckdfOuVAf6P6ZQKfuVIqwTwLxuaJcLLD702SqonUOglQxmWX2ilQANs0dXL74lDyKnmBgQga3tChBRSKxXco0aJHo34sP1OwCV9dZr0YGJLYd4clock5tvlhywIoPUhT/cZCFwNCayogA+x6BVXYdUTMnTygdboPzfZB9nMXzjaz1nvz23v+zfLffF5/R3c1zeYPkls77V87J1ecxzC9LctbV09Yu6gbeGAK8dMH2LjQcY4bjqGcU5bLl5HOdcTYPhgHwI0gwenuekhHJl+vthxpFc8joSjPq9bOo4FnZ9+XN7ghN7hHpQ8fuxMmLLoyRo6SXrmI1spWQp5KGbAyFUhZM5KnceH1pw5iMbVzXKhMDH78tjQWQQODbNoFglpHWIufTjkc0CkcWcS9rA+7UhmDkq0acAtchuovS+q1mg/o2dxvUVfLHG2ry254mYrmBB7kNfQIDpsrb6ufFbXXkMOO2uCwHEHudWjTBhbeI1+Mrj4yh0yseiKnQ1ybJmOoWWp2VuWfhRNzUHbYi21SuMizbbA+zkmpy0hUUINymapj7rEb0UXJXiFf5ykWpE88rEqSMff06teFPebfX54mmhwLJ9iO4GH1vA2zLrDbk/4cD8elo3licORcZMS2B0RNyjm7fHwWCLB/kAsGgsy585Bvph0YztzFlzbzJZpl1ay5Js9vWnTbkdnam97bIW68NVGqmlQZcqXjig3obI9PhtLrH0qjCTYFjk4h8pYycDZfIiBPJxFaexk4UwKYqJBs7bsZTk1GrNG1vfOXLnNqbfB7KZ26tYXPgwXavEbMhp/PM8xaMR4rnuKXkXpd1bWlGKfFPlYFrzFCeRgrwqvAcPVeSKlygxGGpHZBx99KtCT4m7nX7SHDTJh5JaP5jwVjvlUFxlrNNVEzBZdn3LHDHkVYbNA2fvQWaSi5FqLKg35l7Wv0TiwkNMn2+E7aHS7bAF9hnIuX3r7Rnx4A9Vv0eemkg4pUN3J+swrSI38DkA8JOTzrtFdICRlePswgwUNbnGOE1yofTNzrCFBzRufYwkNqtzQHHOuIAYwm2MKE6ICY4cPHLjIPe53ngvdQcLLvbypOwsQn37P6yHhAcYl5ZJoNtFpF3dUPh/rsh+3V/E7PIh/qfNC3fbALbB1zKyzJ+CXZfc8ICA0RAMmMbRC1RhMoKVR2dS6xN8ydAcFuoIBWfNQsdWTdzXYO2wFIiDueaI2wGOTJ+wCZoVIKjj1Es5NWC5QgiyIg22ebLhjwlZOgkckCVs6YQhCBGz2+PpICINNH9eytISNHRvj+cv0rc2Xdz0Ck/8Llviti0AsFo29BkgAfrk876r2n9B1F7c9BADwbyeh1TbaPlVsoeXWTqHYSusZdjSnxii2S/ljjQayiaZTO9GezTTZfJF/5FEFa62juY9faKi5yY9jLbU3/gnn5BjFaOJ/TJJPVtWXuj9Gz2qqrivuP0LJgrWXCV59SxaaSgNJ3yKf15YIpj+/IQNg7HuD8iLAyGenJMf4PxP54CbeT0sOuIjzU/EGXObrzfIa/Mz8TbTRwMU98UkoBZzlK2jMmQpLAPt3nsK9fUiwm9HdMkrTqbJOKtkvLs4STeILta2SvJWq+sgk8WQDx1RZgu/x3oR99ZpxJ3hXKcmY2UyeE3hpMB5F3C+xLR11XO81DAnnKa/XRStN0B9x9C/gvUYY7dVTTaVZR1zxxE/05n0WAvM5VuC/o8LFUl5h0d0Jl7Q7zq6jahte+xFiRPMSjV4u9NgykjqwuyQeeHvba0aqMVbZ2ddRavlzhYGjnDR/90bgG9Mxcrwk9vrr+55eWGM4jwANLAj8sJwNw/d/9fbDTmTEwMvPuqwfgadkjgZphVfbAosPYh0DZ9jQa3sI3Dqm2EaANr3YYKDhtq5eYbypZtEbn8+12AqYbA+NtQjluYOOuvaDGJerd1ab0eO8y13vp6Us5zd9EpFalObz2xagdi6vLD23uOjUgnNw2dm9nZefHZ/9nOy0aZqHWW/FRPex0eqpUtyUWzj5nq8uE42aaFwYbsAAmslIg0ajb+mvxzC7oa1mvVNMY3Xq8I6m6g8DvBTaPh8cKNnKKlV2F1BcgRL7QUmFO98V+eTpZKekk5Zctw8/1aVkuzWkkqS1+yKBoBaD6sPiKNuGF4B9NjKuj4ds77RRfmV52w1wk1VO2fOcQ9GXiP5HRkUCs7lL1CX8Ek9gAeikmWFB7vJViBiWki8AVNlMrWigExOJvqc04adGdWwQcC7i0F0QSsAugSvNidQeF1lnm8OKXOJ4yhTU72eYSaYXsxg/r0anwonl1C6oDrN+bKc3v15h9mX6H4A1XsKIvMRc1scD+n79eMoaCnyQSE4NEn9TEko0nL2ON7WH89ODHSNaPsjZbpPfPd3HsPGkKS/PCv36u/WgR7y8un33vYoBd/oPUqTsvgcPMILx/Tr3pfdceO89fU9s4TlXg2apOlKbYritRJKe3a3GnxAbW0ggXpY3HV+crxc3U+5CKb/ZJJNhdnMppFykN5+6Lb8radSENm7Dtj2eFXXoxGxVCvvh1/CS665Kft36DPbkDce7kaagrVqFqjybJx26GleWFAYMR+fJjZg1ZTl6s1KFSmL3Y/GrV1MtmxwmCcUppZYI8uJQ5IS8fzOkecDF49J91qzBLBJ53olo9sEvtNFprrkz75gpmdxjfSjuyw+qElKnkfJ4VauhIT5tvp7aU0+AngQMGQ0XTibJQUscr4JuuvL6yhHZYC4giSVWBr9AXQAXeEiWJl0WGd7I9Y48+YqULl8268tRlaB8GdCgL22Glw4bkio4sePDTcT7ZjdAmBjJmmkh0F93cJS03b14SBRVQaYAlWJ0vJCf5WPo+WOnBBNWPLi00WLgLa6YPw+y7n3Ze3juZNzDKmCQyxKBvGbctJGheQWr8F/yoRp48MWuT7DgsKGMKxgqnxqZUGFRCRxuc14pwnsMmPUeGYqU9oG/eg4w+arZLQExt3imZTjJ9s/38BekW0wmBz+PqNCGka8xsXtKC10ojQTbke075eFQZLTLLQa6wb06rx8eKRHFRZsNb5Z7L0pdQidL44y1rnip1Qt1je/l5lbT4RJrznlK1nA7KiAYswLbcjFsv1oIFwQx1wziItb/uVLWOsTBP1Mlz0Kc7Z/1qif4dHNyp3/siawPL15O8QplqzGZiqe6xpVh9JbkKpS/hE+brV8mPcxoIU1ps2XurVfJVZ0nTSG+IzJpqhTpWnv1U2d4beIv+m13T9Bt94ldr9XJLk8q94deQV1F6SYG8qDjXJ4Eyw1cfaSPGj5A9z4yFJIBXjYtc+As4rvDbG2MqMB+VjP32jbssZyPGZlXsWidyfSnY97UlAV605iq7Xs3bJL6FCc3boQloDAoqKQDHR48B9GlLrXRj2Os4xmX/bvVcY9vgrU5LY57kUY4UNX9RR74dyhYO9oVGFafK1W9Orqxd+W/+rPnvSpQB/0d2NOBFXW3Bz0qFPS+T93jXZe71k3yetbLruxyOtmZzpeNfYpgpw4rY5BQR33j5hrm5q6C5z7c53bDPKW72w6myN6NNvODxF1uHT8J37lWH2+b+A6s7e1F1J/jWEnvLQ9PBcV3X459oCr8O3oDcHxV+l12OX1blTIp6TeqO57V2Zx9JeF3RoRyHHzpdoD+c2o4HPVD3tM8ndMvsf0y7rC3jpM/pVMVbWd4Jmca/sNkCN/lLn51ba75iQnTav/pZTQjfCWXg+MplF+tPZ3Xwlw8lF7/G4nPr83ed7Hq3dfvd19rxdAeUXWsOhSgM18zbussU8cIbwbIAC8ttNWhZJNsebP/UQaKvq0hqx1oEX/3woRifaJHUNaiisngtDFdLu+u0ReRYjZMBBFFtCD3jRaZ7ABMoZBPGUrOumK+PDPSQJCd4QU4UQX18Xv6antxu2AsbZuHOwHyiOXeL2iQ/hfW76/t7cGYMXZp0ffsedC+FoD2bOWtnRACkNkjBPkVN1BJ+1GEmW1bC5OeZ2q698p7w4iC5Runl2lsIDwNGhVH7wpP+vSWUAwsp8yiz9JyBU8+3M5wJzSqiZ6wS3aCsb6uR0BShwCkMLTL9izogFGiae/eEZAqKpkWWSqg/u7cjb49D1YGVzjEui5YQbPaQWjfoJqSdzYiukCgJF3uM9XyDXrp/UPyUuJTJ4eybudXMBncihf3d9iudjkDranPqSA1PhxHa6JI1T9bUnTLHyRnxxA3N/MjZwd0WPZA5vRuqODcDjlJJeM4y00gG8r6M1X7E0z3TEG9kgQmnvzm8wR5K5ONNGOmapg9mBXWIgMmzVnRDW7Rez+lIQdLQRPdXivcYxntxoTGgtvJJYeeNuO1BxM5X9gxMHFSC41RKWOFoYTXFNUIDGUIFwInwM2dwV3bbshk/W2PAnVusVguptjtWi6ouJdT996uraPn87ByPOLG7mydeytAkkZc2uHLB1k4AkefWt1OM3rH5DPkye7Ild2xAouZz6aIYShjuMDp7uEiosB5PNfDSpiO7ZCr6Yuj8V/dhEb853jjc3c6Ulu3ItLOoF9Zhx3U3c3ropbveCumoEDnbpZvqd/Xut0BSfYC8uduY9qnxFjJ8bwR68NbPFJ/HEAvNWhqiCpIaXg4OnXwAqo+axh+obcVpFvnoEDHHoJ6XlrbCa2YWZcymCH0KQU6FxKeYk0TJTQJjLO21uffYbO2FFREHZsVvE/ChwlNIPwT2r37EuhCmu7bICQFxo6vvSGL02wlr8/oH8iqfQzNFDRLSX8mahNQTSsHami1kOna/+rAWkDmzBdk9fyQmDVAndIGnf+pQNKbgiz+2KAu7R+oG2pCK92jEWxpU+vZGiDbhjb3Wwqy6fXj6Gef9hEob9ES3ImVytv8bfzdBVGNXC4XXCXMiNRto24wm9tm8WuTIFNgSYncesup8D1bLh0S3hXotvwnPHD3QpZWCTJ89HTWBsiYVXJ/YMdAE4MGDQ0SkLu+ZEZkqUS1j/WY0I/7gBkZMmiYL2HmcbVgkQfP5x4FqR8bs/TtOvms/wGHJhXUlAiQE7eSsdGr+Y1X6oJ/ZgG0cu8D0y31UM/Y7LnI1U3nv3sklO6ItB2QM/+Zn4DpmgaY2NTA9MxMIlr1V21lRelRlSXy0Yq9fwenLqLuX/+vaihtUcUybn9HQrVRPnq9P8P/SPL3M0HkdKEEWAywDGAlwBrT7fVefBPAVoAd/i93A+yD0UUP/QweAK9j18535IC+b/t1QEYVBz/6/mZ59VUCAUc46XVRpwJnAZwLcAHAxV7z9GgrAa4x77ke4CaAW4VL2wFwN8B9AA8CHgE8biqfAjyLtr4AeBnwGuBNN09c+h3A+4CPAJ8CvgB8DfiO88TJPwJ+AfyOo1rqanR43SlNxjtxXO/Fiad+fxuTyd+O8x+Vgy7imjlr39kyFjRW+/ZTdL/yg3tm3LOnKkvcmDg8UiDLb3WmXjgi3VrftVdrxjTr655Px8cHGSwUVlFhtS3U6POazEZ/MCBiMfIymxFnyOmpUd59QOPANTtq6w0AmwG2Aew0de/xG+8HOARw1D/1CYDTmDFajDiTzZRqoTSrZNpkxy9Lt9fIlFMFifls11arI7s/hcH85DVal/JAwoo2/PwVZOnHBckac2238QZAtncR/qe64NW9GR97+pdpQsBRgJMATgU4A+BsgPMALgS4BOBy856rAK4FuEG4tM0AtwHcCXAPwP0AD6HyUcATaOvTgOcALwJecfPEpV8HvAV4F/AB4GPAZ4AvOU987m8A3wN+wqCyaPESNdFKik7S9TbwjHneJppurkWWW9NY0ynTZs5xFv4Pyo6cx8p1gPQWzKEzazlByzkVxHxZekAOrQyk+zogiSsEmbkCkLATBOJZsBm9PPNHHjWQqGO3nyJ9mKIqhP/3/tGiLAZkxUpBJgjcewKcvuj8HGTUccgw95jNRVepqhyHzDoAkPhxQYz6y1ocG12/CDTPsKpSYJXqNWrXgcojSAKJx2vp8uHMrOyc8r4Ym3LvvpEH4LeWjTZwpLVHfalI+81bhoSFByKjY+Lig4nJKWnprTKzw8ADf1jctryiqrq2DvlOZx/2Tl16NnLc+7Xz07NpWXmVuHYG1ei3BSoQbFCiAzb7eyLBm1Cs6SR8X/9BBvNjqCgBxLw8czsmWCrMZh1r65nHOahAlBKd5LjGKtU4VzXeDU1QrYk+a5LaI5NTOYHJqZ/AlOf5bFMn5zXTJugt0yepnhn+BzP1vf7kXwQRDE+A6WnPREeRfdlAg/U2VIx+k+Koq/ym5iFw0lwDPOeF9sp90V9tGqJSVZfFEP3jsp/yVKMnftJa9/h8ct66sQGx01aypZbFPuxkpWm2/S21hdAFKZXhKqIJgKLYfTQngGbo818+7JHOoNqBdtJEU80010JLrbSWpM3VRTvtpTtAvv9AWbLlGqHAWAsstEiRxZbc5MtYboXieuurapyx4cabaKZqquZayFugUNHipUq3D6JpeDs6NpCcmZ1fiICp2g8/TkZVLWlZK2gAwpHQK2UnHL7g3jmYSixBKhWrzXYfAqbkpDjHCIYDolSu6YbjhTH+pDiazGAnGab9KEYQVf3R+i5MywuiJCua7nB/fSO6tRPHktQRgSQ5CXYHQlICIMkymdNHjuQkZP44ChAEKi5CFTlVUCVVUS2kgyfrFyarGJtQCxQNFg/QL7NiDauUlAHqmrr6aJDyExgSg/+IKvAj8yXEEsBHwweGJqYWljA4E9KRBbLtGM5RbPUOKI6IAjhqwjfyXeAdoyhT6SwOYKOY6FmgGlURFRtjTMykTMnUAVRGryRW+NMb4uiPwRhCMXqyeVQ3MaQ+E4aK6/pqYVFxCQJuzQoKBB49DpB2FUavngzD9tdbhjD0Qje1SAwCOyfqg2F6nuIaggRGt3l/iNI5an0A23adyHHV48Orb36p6mr1TJrVlEWxA7qf2T5vHq2CMc8xLwSXcQXKQtij5KMUzQVLI2FS6OD1aQ9G+CfYxDouQBYKF2WGJRJToiPAI7FNgnfik4hPkplDWic16fglM3kEpiDtQrJlLgM3emySzoGTqLqcPh/2/vPR0fvh+fTY/fj8DqGfwVIS+rnwHhCxwVzZ+W8Lzv9XMycevKp5/dlJ4633/68YUbLKMz+8vY6IICBKTvFNrSJxTHwwKSU9M7r9eMVtCey04+YU+aO2nP+PfqUn042JpxcQTz8ankEoPMM4eMZB8Ewi4FkIf2cp9v2wUoCu+JW/knNkUUMzrVrCr+zjsS3SGGI2HTLaqaisqq4hN0UmQkQWbl6Rb5aIm5Wdk5uXz5SJvFhWPoqFzz/yt8NZheXZYn5U9Of0oTtaxPO5cm/l6XZYnD/aY6I4kdEMaHJBMkkNtZzyyS4yqYkSEp/kBjaUnbxIT8E5V7GpDm2ciCQiWIkR5cIgGL6gKJPJlCqXiuznvRCFU0SFCccXXOKLL41fUCZVEMuS6Tco0xzijCJ7xGHUiH8K5cURsTNI2+LA6F16HrYSHsIIksSU9FF8l53GVvyBfJedJhVPBhtM29WjIqckIsMoICngu3ghPi5YLcxumewn8PiXi2nuO/AneKvARbxIFvGUnF8J9W2GlnVosvkODYIDJSoYaqsC7w0xo0PQs0axYcRwsbw5Vx74q/RTAW/B3j9EKBFttSMmTMnLvL2YjtDi8NQrECGShIGohEHKGEzda8EHSRhmJCmjRJERDSUHLJHbpJyNNZ2CGaqiZKZZVMyWSm2Ohap1/p81YW3WEfkNO2KosFIu1rRTGwj/fJefK4fmSoSEQYg4iSz1gqCgYOAQYA3r7UhzJJIZ06Es724HOXPCIR8mCnWouN9QiV82Lrpe7Qap1k33d70PvCCnXEW2SqmNKtpOiamcGm88vvWJ08TobXzxVK22Pr9kQ0s0AATGmfXnoBkYisB+EKjYRXnUcEayiKrtJci1KB0Sndib0yi4Iyd1DMERjh3HEXGAEioooaKUd8pIokD9Itk1NpcFVXAUx3J/6Q4Y6xxxqCSGSzI9+5wtzjhDe2UbZ67a7p3jACNOeCF8M5AiT35vZLhCPmEbwa65ay3MIRKxlWeriJ5SqbOLIYEUGsrm8lSrrr66BkPCECihgoLqVWRBjXiOh51MfVQtDZFWIdc6BG1AgyHTNkTa0dNedhuH0hn06kz6ExmEALaIgb3hMJph2FnrFJsucSzDsQRrAI8hxf1gOh1VGKHcLbXqFF13e721cZYYYLJ8MlmD0+SyyVx2aTMfNsZYJg1ECsGUUY7jyRNGKQ8BB0K4z0hhDctb5KCJYQNzjBmpdDClVMbxygZZ0UkG6LqYnQCRJEWdFAWRVdTs59hXqWwBg5HM48A1jfDy+vTdzH/65x8eGySDWjvcv4PbAW4nuOFwe8HtBzcS7hC4w+COhjv2C3f6lBC34GC2mrnoBmvHMF1wObgaXAtmgRvAQ2AeWASWgMfAE6EfB7f7uBcP7jW4N+Heh/sQ7jO4L+DWwH0N9z3cj3C/wq2D+wPuzx94CqImpAGeFp4OnhU8e3iO8FzhmeD5hTfq4B57rFSHyLritQ9eJ3hd4IXD6wGvD7x+8CLDenaILA9v+MEbBW8MvGh44+HFwouHlxhWvUNk8/FmHLwUeLPgzYXmQ4uhJVBafBsPsxhac1AGlAVthDZD26Gd0K74gh5mPXTooHyoEDoMHYVOQqdDY4cLFy5cuHDhwoULFy7cYHbG+x68Jni//+I1rwPRCKXAJgD4xAGv8gHmpXq5tA7upb4u604ug/A5wOd0cmp9MLcxUW4TbK8FPt/gC4AvCL5/4AsJL/nB3O5Eub3xvb74egVfH/gi4RsI3xD4RsE3Fr5o+CbAFwtfAnzJ8E0NvwKECxcEQTDwmLgLBMHAs+EvBDHxzj14PFWwM8FKMQ9eAK+A18Bb4B3wnnPsWcIZ0bXH1icNvmfB9zzYXnBjheCrgq/AN4LvQ/B9gl+EaPXwG/jDOfYkgl/+CWwR9CEcFhQXSkElqAa1oA60Au2cY88uzoiuMsTLHP9WgkMo5qC4jElCN2ahH4uwHKuwGlJYj23YjFdwe4b5hAU6MtDoQCeG3HiOyeA0cLqQOBOmgLOE2ZRDMVgF6x2Dq82OYWrXwOodxUFwSDj3Yv3gBFILZlNHpvQUWCpc58oFZeecSu8IYhm1AnyLX4+/G5/Kz6hfhMOsPUZh89BWlNDihJeYSJQB3gtuT6mVsSxanbbey/zhm4Dl0gb0xJfOrgi90Q5ud0W7uQ17uQ0HC+3jXrDANH9ROMZBd8LBlKLdoLAhNPWCkSY2E3UWmArOBxdC98A70oqH/tvdb0prN+m+N6UNIU1T2hrStC//DHJk2POYu9G9bkrFIU1TOh7SNGXGhGYNOBpB95BBs6KsFqkoi1rOy0UaSAc9QAaU7/oXc1nF2TALBFkKTAXng4vBNHAFuEaUtg5mguvBbHCzyLcVbgd3wmb3Wjeb/eup3F1bWDx+YhtzuyS0+/yCxY6e5vsa7b08+KFoN/ij6F08PL6+hfGUe8F8Px6Y/z6GRsU1tGdywWInHpgfH59V383DiQ6RU30vesGAxXGxm/b32wXng+OB+lS0cx56XbwiLgbxtW04ZRS23Q5Ndzk+Fvw+C/OeBd5y+A43fkL9JvB+DX7r+Mvf4HeBDxhOPwiH9V1ACHRrliTLXFa3tplBUtMFEARJsg8hTJzAgkIICSEpJaOU2tzVPNF9z2NP9vPf8wUXrJGvEN1EGi3OTAudefIRx8EpVz1U6ZOfcTQTp7HkVou6O42nuZALrQmluwHGYGuvbpFsuxU67ZpHqnzWlIAa8ZpIGdVNNGbEubagw4QLM1bOeYrFVtlojyJnXPdYtS9+JUJzCZpq18gRmUDuJ16HUDeE0SHcGcIH/UR5kjSft274044Ig4yT6D//22SvYmfdUKbGV78To1ZtzaQy3fZRrUwEEKaHwaIkmWWJ1Tbbp8Q5Nz3xSq0/SebfmzTXfhzdJtJ57U4g7fU0RLRksy21xhb7HVbqlqdeq9OcFHXqaqED020lZXsQRAe9vruUPVmqNGvr2Gf0iPNue+aNei04CPXqaaljR7ehdF570oaOehtmvCnmSLfONgcddcEdz73VEOBgtJSolU5Mt63kxIu/6KSP4SaYaq5lMmDET3rMRXe98M63dnwFWqmvtc4d3ebSee3N33TW1wgTTTPPcpl2yHXcJfe89N73CCrRWgNJujDdFlOFPvxDF/2MNMl0862QZac8J1x2nyfTtn9EUYU2Gmqja6LbaLqwWhFMV/2NEmuGBVZaL0e+k654oMJHjTFUq6WRttJ0q9f811+v9Ay/4QVEJGQUVDR0DIyv6Ydl7VshQKhY7kgpaVmG63lmFRAWk5SRV1LV0NbL94/xTmrs08rGvk6t4VAAeKSkfl77qq8xsfHwiUjJKKi8pO4zxFsbWdg5ufkERcSlZLPwtYdel9U0dfQNTUwtrG33w5f1oz63QYGQXbtxS+SB0ksavsP+GisHFw+/kKiEtJxiVr6feJm6lq6BkQ8zS192dXwB9iNrDyQMPBKqa0xsPHyilP6E74aMgsoLHSMLOyc3XwZ/4nghIi4lq6Csppmd//O0o29oYmphbctFDnVuIqATNP7dhQRkNHQsHLcExO7JjzKuf1QzDT0TKwcXD7+QaCaiTYFpeWV1bX0jnxa+7M85XdFnkQwDQkRxheEG1x1hSsq1r/bBoyfPtAzMbF698Wbg4eu1YTFJGXklVQ1tPe85/pSw2E9zKxv7OrWDQwHgkZL689//nwDXmNh4+ESkZBRUXqZusQEjCzsnN5+giLiU7CysPwXKapo6+oYmphbWtvvhGcPjzu0R0EAEZDR0LBy3QzASsXtySmoaeiZWDq70vO27vV9IVEJaTlFFXUtX5ncdxBqAALj5dzW44IobJtz32SC2qSPAd4HDBtTiQ7N0Ch6kYE7mHZ+roMUC3bYNYs8KdhQ4A6Qx7puFFawIJQoE5EgQI0KKTMGBFDRk3nDXoMdy0waxZgUnUvAkBTUpeJGCNyn4kIKKFMzItM15/mKyFPOlyZQj11FnXXFHmQpvfdUYYH9Ui1ZbI6100EN/2UYab7p5llvXZMr06EbPEi5Ztk5cMLu4vs0RiJLogo9BLEKJCwjgsKWAAjj8EQxALxCQIEduHXji3WlpkKk1XQf01Ww76cMtA0zQWg/o5suGEQvmKpOEoUrP4SRIijIda2evj2f1ebK9EMVHj5FLT5whoFtLE/1HLXXMd8YSt8uXvxSRHl4YEvAZmTQ+jy+P3kJMdXx/O775r/djwqaNH8dU8fNAPV/f+H1P2fNzOX2dBeHGxddVU74eZHfJXsifvb+7SrJJsQEyDL8vgi92rKkWO/Xux1+tAsLuUXpLgBwNS3aMjdCbl5M1P1cLs7Uov3iYIiC/ub/rTQvoFEfOEHJqEiWEfWevHN1ydx24H2evsffsJQ6hHWao6Rg4MfERUDh3ZGReFuYnZkEyFiZgkSkZ83TFv2KOiEXBvoEA0vdd/j0w+QI0N30vz2D3n+/nPZffzBaAGb+MtXdu3wvYb6ab3gbpeyfXvq/hW9OWAH5m2hZ818JMl3/IS1tfIjdKqZ2xeL+ZW6/lrqVBRo7sZUSZ5JP65ux3pdh3B4LjJlyDy+QCIVlajzzaZw37PpyHFNun8UQiF0dXPj8wSN8hx8pW72V6LaxFVVSLa0ktrWW1vFaQrLA+y0adZba1UIBK8s8ntaaBfbM87kf6xh+VUrBv2OtkdheAWQ7JhOcYfFD3jf2GYlZ57IDqCjsPeYevOgbKgweD3QtASPcLxr/JzsIgarF08zLwoTMb1et830H90JAOQpCDUsEK+mZOfuuS0orqur9A7yurETqm/3CVm1NYUFpSWdFc5WpVa9WstzycqkCNGnYYGhEVm5AELbSZTSs3/17UpqymvkPNWmP6g7OJcpeRjXYqAWpaeuDpaEy/sL1n5eWfwicmp6ZCgw4D0PEfMXEJiV43dqhtZnZufmFxWVOldpukouMFUZIVVRkVqGF9zgmSgvaTs7B+nn4QrbhQQsHR+wF2P/gw7LMb6VgtMBuk+wQ/XfQywDCjTTDFDHPMt3FxQDnVZMjSfO6WWm6lzYiEVAeUakqbC+rzRIx9Hq6JbdouzX15r/252VciGNQLSrfS+DrFtM9YA9J9jLMOeupnqJHGmWy62eaZO0V9Zt3Sla9wiS+js+MU1fNPkIiwdzSjG2NI9xEZfVdLrbWRLHV5Q52bIfKMMck0sxRaqMgSy6ywsv6GkiRtNl2mbDl9W1StdhCmulJWQZmN/s5aWSIQKZETJVFHJeho/yWFHwCWcY9PghKd+KRGlIrUTj71jPMutPhWdzhk7ZFj1508bda8RctSn59Bl6KTOJWBZYVms8ORjIypNFOuWKkGqKjpgHkiGZjVusyhAAqDI7D5InsNbSZfXnDOMRFTMPPRGd38aGpp65/18CdSNY68ClQQAXYfQpASgoASLdY44IpX2YboWXYgtipdiK1LD6J/2YUYWCRIzM9NbiW3k51kN7mTPCBhd50bOuNaEKY5hBgKDBjxIoAQOtmmuZGfSAslpQHloMz2b+5bWMG+JfH2vdilfS93WfnSFuScLQ9DNnYA4ijCkCySkCTegEjaNQhffOO+xZ84082VZp2XVXAZ093b77ZOIlOQuembFl2xKr4lvpSX7uM/L9IubraqnfA5NWHiEW11fmZL3jw0d/5OzFGnMyfX9WdnYeYhgUBAWFpDYrYdCygAAgIGzdwzqcZ/v08C8j/Aj79oS6fZQ5wdB4hz4ghx3h6HuGCFEGvTERLz+EBimSBIHJofkLjBkB7UNcl0RtE8SzzbUsYqCkoqax1ts53DXlpvkx1ebMJI090tlvd0P8p7u5+Yfd0vTPuHN4Mf/VCQldlHa78DdE7ixX/YL1wZ+B1vCIIAgYIEC3eFBNIwEile6vGGV+eclyZdto2KS8X5/vwXuYpKefvnP98/2PL6SHVJfWleyKpS12/Spqvfp1Vnv9cFV/o32F3uX3fb/f5jg+55dOUn5G+QCA98CSIkP6CVzSjA9jDzn21lNQq0Nv9gbNHsu/8A/ss/rICcxEYUVFvkKJQvx8HbgkE4mU1IsuR9CQca/mT+02fI2Hd9n02xv5gOEJEBI9/xPSTUkwFw5cbd814UIORkwFzQ0D3nBf5YQF9DWBkOicUYRAmPEtGWmB6klvhFUqamdW0yZBP2oQqVHKjgtJaCTXGWp8cIKwuWM3fmz1eq13ywvYc6TQfbsiRGHTlEBu6f0UE3vUSe3Yjjyx7ECWUvYmzpRYwrfYiJpR8xqQwgTimDiFOP5Oqc+7p6aKt4Ch+HT8KnoQpdCpfwVvjgOfevFF4Ob4b3X+b+SYCP/ONff8gfivjx9cGf4fjEV8f7yYL/+b///Kv8L7CuGBXeVrkh61EBUWFtlT2Jtaj4qHpRifGg+jyycGx033GoKoTVqpmlNaZ8Dyc6KzUPzL70zNn3I1/cGrbYpD79sQTh6SbAhm13vTH3+CzosNUws43N8fAQyLAFnNl+dU5w2F4gxw5fOogUY6Y0m5x2R5WGtwK+m1CIH/ZwiJ82gwdeFOXRWYePTDl7GL/ZisHP2TfwyzCn9ZN1FOVj7vnAhyWbq3di/787eLlf2fll+mikteXZd+Py+ztuMq8vdXUDb9ugvk4e4A+ZH/BP16b+fuXRrOpbpvYt1vRUVRtUTOkhFEcpdvTEqjApRvQwSqQXC3oSVegcNZZRGXei8QCFwRFI/lb/zKccdUgFqgPwOvpkFkPAk0msqEMn3h5CzOQXLbRTIV6k1GMDE4tgHFeFkmIgz0mhiGIcL6bxOCpKycUsnkpKTedQGpwwZRWftTxOCCQmJ6UE01Iz0rMyc7LzcgvyTeJ/eZkUf1R5YZ0vLtcRWqx0WvCAxIE37y2qnESrJ9MxS0vQ0DZxmfft38ujTNMcURHVgwRdAz02U8hHs+x8VcNAzwhqCrdEYQlkoMp7s+NH+1oQJJzLFgv1fdWKlhYXFjcW1xbPdNPiTrBORmaTVK8AMIQiOEYSNMUyPCcKsoQd+LV3bZEFJ7ht9TmmXZHdCNNpO5dMcAGn+6rEledkepzgZ/2kvhqSba+HDH2/V/H2cYwwyljj86kNN5GsubyFirfxjk8LLVq7sNwGf3ZRKaQarehEL0YxyQypO+uRKczWLSyz+tB1Ro2bODh99vzFy2ofUYnWPKLVjtGiUlrE+JmfVXKm6xzRGhLnBMnMpeAvv6Pg6OcYMqLq1znfZp14lp/1Z7+a9ri+X58YanWGE5znPmIdYixCDT3+4ST6HbBwQcQbm3z62bf4gXxhbo2aNH3hFOyDa6olmjBEKnWQJZrKl1pbIPAUttBW8+HFEYtgzI0plNOXZbBQTMm0kaPF6CZefNrd++Q99ZwuY5bsOXPnK+iDnVehcvVaLT6XElNzi+t3guBS/wkVqmusx4C5u+fY5VtSUmNDHm9i5eDi8Q8fkZD2K7ahrgVF4Eh0vjrnxr+ZdnZ2CAkqdFhwuUOIFBlK1B7qm1uw48Lry47/GuizU6ZGlwEjPlixYc9J9AUoQbL7u6xUmSN+B/WatLJeL/wBY+1GZ9h14KhRCFcuXLtx7zGweBQaBaDwIYYSWug1Gpbd+EMDRxBxpJHlMU9RRxNdTLHEnte4400w4cSSSDrZFFNJI530M8pH5lllm8PCNnwPfI9f8tKWsTfLW/6K937lMZvXBp6jPphtdZCqHcyueuouHWZP/fQxEOYgQw2RBXOkkfLkwow2zhgFUCeabBLUeNNNg5pstllQp5mnEObSRhpqEHNlk0kax8xInrQZzI2pm02FujV9OtSdmTOh7smeDfVArpyYBflabAHzSOGCBTBPlShWNM3uuf6Pebl6B+1j3qkTFopZFhcTjVkRTApgaLcZS6tlfi4qyMf8Zr21foXY6A+Yv2xGte2U/mNBQoAKcrJg53+CqNgp26bdbCtG8juYeb9sDVKW6nHWEusQsfXm1AmD1+LMc8VD9AIWT34rfrxiyOIveCnPmwUZnUiCHycwbSMeCVmmigZpZSRzh6LxBMUjsl7xGeJPRDWYnFJ3THtM2zNZdqS1c2g0Iz8Iqs+/MRv01zjY0+HJDUfGOrFYcnKu6d2emS1n73Nxg/ktbsS5neZ+nscBzyq8bPC2w4cBXyb6db3x+6LVZWVttjE25VRMJYACFYGaQ/BQC06t8IShte7UXt9g6KA39Waxhz7Mqb9AOAzgT/+WyYf/SKddNbWG3TQm4OzwYNiLnxqx1GgYCR0OMR3iyXCE5XAsahiNHU4gDGPJwwTa8KaRzGQqhxmCvMs5uNhiFhgGF1Mm3ZKVcHYx2cvloJB8SXlSuwIk+y8Oh6X2p5ehWsMrkOlNBHJ4C85lOXUiyMYdZk/N+6PhB+FM6TqsNw/By3UWGWMcKKEGrIhJmQzQyxKwCqauPapkA9b+ZHjkLZzLH+31xqxTeuaoR9NR1yajbjo37+Dc5Miuyx31yxq7ft/szTskLyWqmwpHg/IG+QPyN/8Vy+tX029rHB7kp36KGNQy7wouA/mdVpHDenYpAP29UEpbUlT/lJFbWYMRhP0eK4oeN/MbW/iuQ37vDfEnrcLOHoHbkN9/R4Jpu3gQhrUP+ZkHipl1StEjOBEIdjRtvmDTNm1RaWVLQjrYnpJtdGWlk50F6WFPSXbTV5VeBhsywP6W7GO4KxJGBzLC4ZGMcexmdfQ7yJbOUnpc05t0OGW7d3uWWT0fRumcy7+eBEsdNH0NmapLJ5Y2KpxD5+I8DG3WZbrgIACsPQBGhLQko0iIDig4ENMRjUQldMKg0Sk9YrGYjB4TvmlzPXduyRNxBV1YCmTzpYFQsUg9VleWEj0cZ8dihoPu+G4yqwBmcGhIvwaHDp4Z99HBqk+2u67b6dXGKNkhsPkxvH4tWMrI4WwATk6znxPHKOP9HUP0YiK7iy3DAtFxwZB2l+28Qs/CdlVtu/arhzySc4GoGzTYzxUyZBzAl5rMM0qzO0VpS6oG9TsQkpixJlpoJUlbKbrpbbDh8k001UxzLbDIYkstV1yfm2bGmFW52+1WmZpRiekZi7Pts22y5V8iUkpqWnrGsHhUb7TmbeFfqFCRcm1CefxAkMxs3oVint0dt4h/vkM6R2FB29iMQucKrYkgRZCCd/wzsXhqO3WQwTMJVAXWAQQ9OEBZKiCUKN10KpqYJrlJBc4dzq7OawqaoqYYKHceRKRhsdLHoUG/51WqTlHIy00YS4GTa8A5/c7JSVIvD/jOkEHa8nzGWBN9UHcoXGLTWlxM0u1X6m6JY6sZywedi8S4mg9szxtbWyCKBEbaZoiA6OefQTvliTeqx28YFJaU6h1PtI5bE7FbL+hYddtlo5nt3hu5yue5wdiIdiZIYGcQRwJJpJCyVBP55Il48vxwI9uuHaqmwnI3ZMzIigTJOtkm+yTC8t+jY+PrBtJEjXsnD4zyVzZzVrZuZPgX64dxmpc1UKnNZow05BG06WH7fovVBixITSRwmGgWnKJzwiNM25x605OZ/v9B/Fw/8EyqLYhzN/49IBmWsNFICkWIUYlLSg01ecMWF1zMGvLNYSPGWARVtkMW0lyAhjI17l2ldKouLiEqJoh5WERWEtudiRCqrZ4qjMwgRkLeQrAGNpGVo/BBu19ivB/lCn1DY1OzWykKzs7Sy3yT+3QiMQ7m/aVI1T5KYl786gMMMtQwI402zgSTTTHdDLPNMc98GxptsqnkKVKnyRNl0c06xtEg623P1PNbbOqmW6dxLuwtzcIq62xD559RlFsiknes8Yw3053mQwshebS6NohkjXfsiHeG3U3kR4mw9LUAtUcPDaKLUnmEtimquAWY23Dz9VOjBjPK40UdJq96X1QZGVoO8nFCftVuuuutj8GGGC5PvjHWNNRYkqaTpmw2T4v5CxYpNuPbAYlNwEDFTMQgJk3IakZWXkFJmd9tjFlUolY6RVE7+jGMdWwE3Fehxz3e8UlgghKeiEQlWqa9pJQJU5CiiFKeCkH2+cnNTDa5AHszIDjn0Vw/PLjQYosvvb0d7HBNifWxPWKkvvoyYd1Jk6dOU1Wfd+ctXKSmvrwxPwWIlFMNBnt4FijJo6/icEViC2raOiCwNxfnCDSO6NITltB5SzGs8MzI2MwcAnVssznctxapdXb21DX0ylNQKE9Nnnzw+KLkywxJmyswmcBECuTnamrWhTqoHS2y77Q6WgPtO62R1kT7TWumQSP8wpQJSy/I1ISPbVLs0utS69LqUrrhKXJDbYc2HlJBcwPObyZkMaj5aYyINY6705R4sN5hjX6aaghHYxhYPaNqiKjp+uwNAAirnaq3MdTo5+bRjPaBfxBjs/+1WYeWiBRkyzzRNE1tnaCd08iDCJqxcHojomiSlHP/7cWjnVm1rNpZxVPu75Tv260LrKrwSVHxhVLq0A3+ibqg68kiAgQIECBAg7v+BgzAOa1aHXYcn+En4ELegoM4tKaJdT0lU+2pzlQ3qifVh05afoKEVjcgW/xRP8eh6mWZ4uEnfS+ax1TbJu1rkoXQdttB2MIraev1S5x8vTc/Jb7hpfumGWQHjjhpKwJY9inrBrjy3HXzFySf6SIONx7ksOZof3ck8OxbGEXvv5z8fCV5fr3POxSLMRN3iiq7H2yWNRXHh4JPZWwQA3ALAdAvfjkoVXG/1Nty2wv32XCU28Qu3FweVNkiFRcN89VDAxO+yD0cjd1IYmGu05xdKVmBh2MjSLcnx7+eqUzddUU5/ldkRtP73Pgp2zuFn/XrcQsZcEBgUIchrNAJ2MP3TZhEwhg/dt78EmXIUYV2w8d0jf6/5w//9xt2bG/9c5MJU5Zsb/Mth4+aPGfB1ivX7Zc7LreBGyGQU9CsftOYpIy8otaNm4dGRMcnZ2R2F5t8q//CDU+/0gUDIxMLCAKJBSkMNpcvFNkqNHYONGEIDIFEZQrF0lZI4GxdF7H+tTtN8clD7TG0X8pfqmxQXra6XVWmD1gTwHX54TyWt7OfKvttC2KI/ZyyWvXe4yv82/zdzN2KzeTfru9Wu90NT0fb5Gj4OvuV0Ef/6a3MqUfjJi1SdECted91vHa/2FHxG2rDbaTs/PLWN46OS8kqaNWoWcvwyNvozes0qWf/plOvuMlMsLPSeBKN+XkSmUrnoA7VQeGIIJ19Gxm7XNwXttHnLXw+zmX8p0/2EU8+KMAH1rN7cNLxH5yn5bnffvfZpPnb4aCLhz7z5do9fzu7EYBl6JmFbTN5xVLzmv+cF82HhZ0xfj475OfYDK7mW+ge9v7HWYw5Qp/Q6f8V/SEA0RZ0jwDl8NNPvFxxP919ytL/3e9MXM7w1JfflrWv0d4r72T3SZ5f/+U+fb9wvWX573Ve+P2/5w/He6U+3vdf5v3lHGtD7DdxBN/R3a881PMVulP2aF7q+5aBoJt3AczlTmmzz2R1l97bz61xNmfx+SetTtjV6WZi7z4/0VwumISJU/aU5h28RWOmzFmzS1vbDVuawtl1fPYT6iWV/0EGOpqPK144reUOM0zGydFrrtx58xd8IDlJlZmyFavWrF5zpp5uMq7t2c47kZ/UfNbYuXfvAJwLXMqVXLO6qDpGQEJBc42BhY3rFp9QciKdHcRdC+ylu5GjQux4P6TI7tVv7LljKQgm9sOv8n/mz/tfL94FBjVm6LHZEMB5bkZyEkJbOukswmBDDTNKzK4jJzPNNsei5/eP+gTvU+rvZmX+cTTLZtubr8AVRnj1ueiym255oFK1Gm990RCgKKAYlYUEe9UdZ7knRZi73SWWMYtVIh5op7W3ld6s9/e+tZstvSueGaZTqaG3zOM+deyHSGL91zuCwjdI4IhQIEYujzt1woA9DgThix/+WBKurx5n8F+O9n7JREoWJ0GiuYb4bKV0y621whrrZNtrh112O+WIY47b4r6nHnqsXNn7AF5o8s0PjUmgqg2QsorAMjJW07CeBRvp2MScDazYypptnNnHlp0c2cPIfnbkMJHHjVweFHAnnzfFvCjyN+e0oWBi7z3qL84K4LBWnBbMBaFc0o4r2rsmzFUdXNfRDV3c1s1dXd3R3T39PdfTI/08M0iF4V4Z6Y0RXhvt3fFscz7WB2O8N1GdCWqN99V0LdDit3jfTdNssl+m+iMlMMxrH8y3uC/Ckr7M/zHJ0jioyDAAuxTlk0nqLezF+saX8fp7fm0e4AI+iTP5Ix0JOlZHy8rI7GioAzMZLhpR0PUH5iopCkD3IpVFK6Bv728z3Z6M/16UGGatX1oYxTw4f+8Z1H+HIjLtnRmL0jeqBw05feYabtprr7Gn0+YDdWf0wEuR4c5OA4s6T0mXE2fWQOHfAcF/A4HUgUOgk9Y9keTngno1dtASHXWp07nBtX/xb9E6Jv0EZfPJdotT6PiwfDWG2avH6bn6WVqv3mPjisTFl7wKmYlEYNzDrdIZ04sCWR6mmES8FUOiLUXoZaL64hi+ovh9eHaOiapvVFoyiRbbqAUXLbNR8GwSQzeKZ2qXFxK06HeSWYwAEGMgQsGE3CzGo+FdNpJ83efl0uFCorczXKT4SG6WVaIJpXwUqd2X5dralH5RK3fVgRC5AZ7YQJLKQJbAgNCoMxbiAoS0ACssIMoKqMbKcIzQOGkIYAoClmpAoBmQKQajTRELynuUB7gVa6hCjGyrwiCxwGaXQ7rmM8a805/uLYC3T9JTeJp58v8fB83sxwCFjt4rcNDmnx2gP1+ScB/VeSODwdTPfQqvRZ0ortQN/On0pk6zIB5QjleIGp3j7f+5jYDYnRMHqr/fU8XRjqbzqEjQ5ap43VjoSbwMX6FfTxOsItdSRqS/d7sfzDV+mH/o3FEZpbYmsizalenjXueJI7p2XZ7SuZNd88O9UYvo7u5i+zRGAxd3Ez/IwiDoafQBnrskV/Y0fovk3fUOhif2Uc62c5kb4dPtkLB42MMQ7IGXcPCea+b8y67kZBM3fpK5lPIWKBam3X9z0ilBUCB/fjfw/GQchSk1xbURLgB+pTS9v9K8jbCQvdeHJhKlZb7e6bLzVOLuuVHOlz7IjtSuSLA2SbiWPb+EQauHH2A4TtVuCwuDoBeqOYx7XbGQxzUZnlCUV3YUUjIqj7sehtO+E3HPZ+IkYZ9OMp+MWKahZTzLHbrJK4CnsAtNEG2CQyh3hjIeLwEwjlgs3MAuqTg4I6ynFE7BnkLtPbYCgAgEUCBP3/1MCIIbTrfeDxmzzDuHDX18Lj5d8pmYC7ITvUd5viwr0pGx+jsf4sI2po+90WzkvbUYa4O3dId7IElWqeab+/uyGVhSKgPrKBytYti8DoJ9Wq5leR6UJHT4zmEBY/VEX34bEjxXjl3p1ivFNeugHPmIFTE/C33mF9wBzk06y1JwSD9yYN2I+/K6OsHNMa6EjcSijhUzFnO8c4WxuOFtY+9WnYy0lnTRpSXJeKcuDNKLaGDG7s9wziXetjPlwPAip7NPXOkhLdJWEXcG3bfUEryzvqmzEvy9eX9vrrPvIQ5RwpgK9HECHWTbE65UyxKYXjofCSkLeufvvH8nS+ejD4kX302/ZTdI/D4U4BpjHBQzWYUPnezPxctCo9dK1SzVEI1yfssUYqmYm2QxH2crUmh2iDXGtNG7aSghvLRkBz83nexf02GO2763dXtLH9+8dMU8EUPIVgSajhwTnjlxtOUyFtXzyU3GPGIsZPSF2sL39JpfiO3y1NCYAi1spWceXTHFWDrp7dRKbdTCUlGqjPPdX7f7fl9RnnZ53UWjxFB5iVJGr0fRwJnztV8JpTBhrMWa7mTt6N9dWEoxxjKQ5q+iLy/KLIFsmEibtg5JW0Rbem/qNUL19d7l/cddvs8z1mHGRgl9Va+yFHljK+AW0IUtJYnMAr2V0HK5b2ldZTmgGf5YieP3SOT0lL5IX24DvTBYIQesQ/Y3AdecYixq6NLML7CJglDAJe/6sVV0u8zQYXMI3u7CdGVTiMXmRxWNsVFHXx/QL4FsKpHWnHU13zMEBoa5IxsQIXOtZfmIkvD+UaU8tf0vUOTCw6bLEcas0/smA/qijn6JyLz77yWL2+Wpoh7yzzK3X4X7fTjXWngklOfC9Lf3aOjggZWVV7g1AwAZyoQSCiG27yYAWKB0EdtfpUshHt8kYcnkOCRydUxLdDOut7j5A09/42d1K2Gg0oRtVQT1sAqwdgsL1JkYXj6qGg8UDEM9xcz5gTyo3WxgsIcNr/uq3VRc4OXp3vY3naCZyIyhgX+sQ3f7++uMuc3Ps+1Yu/JN/zY9jJxlTjMrmtioAJYCrU4VI2/pxOBQ/6eD5vA/yniiCTLNra3D8EXGtkp/GUupZDWzqXXV3wOeU+AYv9ztSCc9UnFOn04QkT3HZA4e/ef0rJqzTdlz2slGmi01oA6SaimnsG1nxOrcs50T5lxs8egC/nJ3RJC2to+dx0eBtTKcOFXP6Ztzm44jgvM6lrLdy7MVcdYcrl6t3BI6DWmBImEpZ7L0FX1GRiEhS7ydZVSxXUuDmTDojIbQFYGp4aVKDE3GlHD3wHSxP2JMFiUGaKk5rrJ0aGlxEYCmNhtWM13PxmYGwu5wPjKQduEfXFmQ9BbPo9PtOKQ1uSaRhmtJxar6TaDRCXQAuPy0uutPoflEh/ocno0++B/o3Gfr24vt6mPb/MOuc40Fdbe9n+AZOVCd45Pq4iPnXlwFmYtWPmDtIJeIeZmA5Wy0CcBFo2OPEFjMDc628fYAo+c5BgIOfrZ2efJNFlZgvJ+O/cMKnFb5wQsPfbC8po5bXcY19f00gu8XYSTO8Gg+KqAAQWvNT1Ffvgu2fuDpOd6e5JvS49HS9hjsp8enOflW8CfLD6KOGl6sF3h76dhoaxuL+dKJwLHE0XlasGyh8xeaRKMBWgR6f1pdSKJFim9Hg97/80+Fyv9usCiJCBE6Rob/VivOIplZgJR0Y+wPev9O47/A/3/f8hf8/vlflXCSgLc6uHCHJZtG9ermLqZ+RP7TWkvFSw18OUPLY/aicQZYCDCLC85MrWbDw+cDmEFKTcvvZiQ+qYNya+4CBvFntSxPCzCJdCCzTPGZcPlTAO0XwNQAU92S058PF2OGYyoeXRnBMQ+Pkoz4sY5r8Ryqqz7G8LHFl35mPAoHpICjJBwjOQFwYlrxiGaPXr70NRdqB+ejuAA/yjKI0pn2iMBKhP4AjJJzcZCbFQgZUS0Ug0FEh8GCA90HK3omDjb4MXewgwWF2X54DysBtP5vG6YYHICVkMFBaMUNHTw4ZNLpZdanHorVZMFAwSoBYIufZtwGEbvJbg4SlJP9O0gJ+1kyyPCZfNMkJ+pn26CAx+QfDYoY+gsfFOMwRcigBL8psgdlmKYYDsqxXbGE7icPU3I1/K1/9X8q7N3x+v8pjH2D/0PD1H1+/3/63znUz//CsN1+hLloo1977alG0nYieDvWNljOfs7P0Fjwgo++p/i24NwRif9o2klSZJxR2Z6pXGoxaSe0PCyNzMA9e+JC3/W4zkIrxiU3CkxrXSO6/8nOzrDQjbNmsYu1Zpm0o1LN0J0MhNMr8kwHnI2oXM9PXN5reXlPvUIrYAcZOFOs4pQ1jYoWlNiwjFI24pbpLKPT0IgMxkg6HLTpoG4CRaZUaLq0qNEyLFaYZ2eBoSXsXiFWUMCqy06Rd7hvmZ4cRt9JQnPQ9dEAhmav90/fXV/QWUoh7p0xL8tvzogzkJWmvra0C56AA0uWv6b6sLTmI8dUcA6r/TfPKZSGQ71fE1q0BbkucWbDRNJSGVnakWIFZbgcm5g60KpRZ80CqefAII1e3wQpF/na59RBK5/AOJghowc4IKlN0risNvKkHdirzmrPO9INR988K5x+uDvQ0bjp9wPpucF8lc6P7Tuiq7LOaFFIqiHIO5y4nbjydk6vzxKrjqAiVYJDtF1EfTKBUpBicKFu2mGxpQQN7xYSBSRtJ6C5AR+YJKJ2E+SS4Si+tpC3q0fba3teJa3EBhpuT0kjtT+zhsKJC3PNjm6DRBMpbnJi9dhrUSPnAl2gEIaaO71RVyNBgscldv9f8bhiUZ9A83hOTYPwkspwOcECLQOv2cpbhDlDoqnmC4xrc95iSWEfYdwo67kV5coCrEHBJQ8uBWpTU8B/HJwS3J1OaqSxws7iOXelpJRpMar6Wpx1NHato9mIVkJUQ+u8lZVbkdVvcp5MNBOMYg0wOUklJOHc48q1KpyPCRH2uuT947eHu3uDs59XZqU2w59DO7fihE9nFDkJASO3Ja2/Te4ON7SoVQ6Rhglg41MOYuPSXnTd4URt1BlGulDS2ofY13pHkkXECjaQVJJdELBP4GP+iBQUSp03ojA+KnaTxOWg9YKTOiHf6M4kKjn7IE/UtF0KUPVEHdahQCub5D+xmQq2Us3nGyYDB0gqH4FZO24b+bCFE75ek1Zix28OeTKg+VAKX5IvlolA11YOmDCxkM/4/hmn8zMKAQ5AbdIWi7wgk8tnaDFfFEeoh0fnLIm+TakvkHrU0TKM+7aSliVxIJNqwry0kx4jf5lMKlEqoEU+oXOPG/8loQps6Os4nckoghs/KWkDvf7ygmZOz5ejOzCXRlGX8xNYWuXEhfqwrs6cHWWbHI9Quac1BEs7dabhoXk7n5+0hWkhxQZZa6V1MNBQHKJIVDJlOUqwZD8ZGtSZCNKRqLOFpFHY3DUSUGxXgzojZzm4fG6EghSmTdK2VqjjdtQKS6L7M9Li3lIj/QaSQPMw8BhwbDgmwOdGKWkrhCtlA226o+slYGe2PDHRY58RtQ43q8ODMjxMR3qGpF3gVHC7PiphbQ3s2nguoPqQGubwi900FF1MaM60CpTg8YfNG42mjtOrWL4k7jDcBWk9nMGuq2LVcVwvcLKAG4p0//6GZ00n99psAmCRJU26xsAZj73U5CiNi8+BQo/WvGz4NERhdbbM2Bmio4kgU+O/m1EqghYeU6pBZLxotXzaCol7n1xcAyZt1pV+NSzVq6osqVok4cptwW3v+7d2wHwFnx3GXfMBsxN4mm56knyGFt2Jslyu6nwDBMWwqNXmNJhWL364u7lhXW5/d3AbLFCR1B/11ftnqvwidVQ8PrnOR9BJcHbqMKraYp34e5U2I3SyrJWlUeOKHT15AOTIWUJ0wnBVwhmVcFqSHV2b8AD03wPLI3uqil/rZ6Z8EBPJDjti35hyItmyTDPQ3FRDnkh7SNVQ+uQl6cWguwIcNNK7cSkbVc3OQiZvRayg23afbgjnsrGVSdeMLfAwHngJVhD45rkEdq92u9ZbRmSQ23mQNlElonfkc30wCsWkFjPddbQ9tJtbm17/jH+0n5+rv/GQffMbF5eJvbLi5vnD1rEdEbDhn3sJZ6NXahqc2lmxNOhMq6i8UcbDvVRpoAsarb8JE3GQhFMWT4YQbcgFxZmhgVka/sRVsojKYRHSewULr/oChNqfRZEqyeH/KLJmR9eb703ilLFIE0kA1ILLSbEoZ3eXPBpGFl0GXLSzJ+EnG7x7fKS/WrTFZfDUVzHNTbz6y7CyCczPxKXoGRn2PcUJLwnIqJ48VgMoaXOkEXICZvflxI1uIySEVrLCq8o4rrO06XPgjeFCmyGMoSvjgfyjz7GScyKmLAvO40GxpY+wIxM8V+QCG3spTWx8WPH+/mp///Q2XP99ir3T7xDux3zde5A0Z4ytiHv3iY5cYYxlv8PRx1wkRXpB1+0+BLyluB+MQlfoojQ90XmFKpJPw45t92YD4a3qM0gbkBpVnaUA0H93dLIEGmWCN3Xx+T+l3D1OdN2yqeSJPkjLena6X7UhBWD9WBmh1rR2GLtXp28eqL7VPa5IrXs/02XRawthJy3r8FVKFxMNPXwIR+O+SvJwE0QkOEX/McYCTa2qkzYftff155DmjdDy5XCYX5h6L2HM2YCxJpwpjv/1nvnTjs35F9nGQPFY6ovaPg0nEOZ+1I1+tlfo55pTNSW5EBP0ItAol5IhqXUS9wEO0E/Zz5JTH3G8RyglsTQyM0jDLTc6ygmNQiqyOzTJKoOcq7zpk95B7ThSNiKiX1nnE/ESmxcyB+5RjZgVwohNStT/hC62fzw83L473N798PhKV0kRgNVUcjFZchWEWGTtyDA5sc6GglvcA9z06JceBT9W3uAp2aymQVzg5b1Ku+zHi4Mo+hUbVW7t5CTnlcMVJ9iOHsB3yyP/g4T2EEoPVaTLm6gt2qjz6wb3slE3XWWWQN7RNbAslNrJFa1URZMReEa2anBKKxuny3t6SIoYfHYsxN3T3ki5jI3VKIuHyTwChGiWfOZImjmQohSexwsxJWVWlwkKVyrLpRo9gU07rEo4IUuU3ABvKjuNE6Gt3BKGokUsGohy2SKnNl4CfZY1FJizOHe2IUkXpJsADVnqFjiujfyhOBKKj77BS02f6kudP9s4PU8/B51dCYi9soYINkrTOg1VTxBUN0R0w6efiDP38NHtiYwPGx2EdpSGocyM1M6Qct+YxdkddX7CIPHQg9MRqL17eIPlDFT9kg5LuL+ejLizbrQCdxbp4d9AZt+SFEuPFT4XQNywm4YdTYfN5ZlYa6JqBVmEWo5mLcEYwUKrZSh5BULmPVfW8u8oyNwNEqEUHQWaaSOL81Id2X9oBlr0/ung2+YkdtckWhp5FksANHkKIickiuvuShD2NWwoVEi5rmRqh0mu3EexnpAQFfet32HmRv0u0oO0fc4aB6iZMDxcHzyHgotkBGlgM37WUTCl3Qhw5IJjcspSnoBpkVJJjWbV57zAI68fHq5/oO+qV0B79MwWRKFKtAxLby+GTx20UsaCFH7Dh6REA2OerdwqJNQWOZpa5WI2adh+DLHY6PVXX1xQ5s0XgLc/Ju0Y1rbYMksSZEzWL5ke6GhG7nJCZk+CXBxQBPCaZPJh/WcFWDNwacKUB+CapGeu8wBjj0bGuwgXDmJ26ACx0HZyP3NBJyhkaXnqxJGF4+yxMHHU3i94UgOEhhacuqBB69bUCeiNKILMISv5UKxLMoyKn0wCYVfRlsIQ8GL7pPTBXi0wEvQqHQWz3uDLqMFjg9qjyYiGa9EF7mGwX3eORXtApolS+GQbNEZYdWuNICOyYrS0MDoLq01SITn/3s1kUBUSW+rFA2siB19oL+FKwIZeG4UgFE7txyWsJyicmtFp+zlgLfQ0zxUS6EXDFPj0qSXvsWkOVJqFZxpDvb8Kd5/Z2WmgOumxwRslRhm6KDndOk0ZPFW130zifNuAAhkLznwhdVsQ9TA4hI1kWcZxu1J9F2UkFjJWkB5odTh0QDDyLjFRh3YnplXTRhV4mubYBBFSeBczbxSCk5L3tABnpJxvmzkw3sq9TPSN0EIMEyUvmLu2RvUAsWrh5FmKxLZwE0NF3shXllQWA/E6wb0m9ajRzRh6YVss2XZX9bLFL33r2HDE/uH72x9Ep+UrzSy1rlwNhoITFjMBwCbZn4m/9zQhihMJHtUNzapEmFxLtSgaEcDeK4gBWWCMIfHwvOWuXR6ewyn0iDPqFsimvHHDkgFIHPGll3GDzZpkdDF5bg4IyxkIgGnu2akjqGmksrRyOGs2cFpHHl9Yiget1qa7ABC6wPqFxpkZ6t+SSbkOEH/4jkzRmjr7nAShZy5q1o2sUobxBKERKzkZTuB/OtnzUEBw98fyvBmmteoulGcyQbBgowU3AiPMA+iJvIfqI/SBw4GWhZGMUVfBG1AaECeqmYj0mplvdFcoF5QgeIuDoOQusLamXm98VeF1wJ2SEf9kj9zaOZgNSb1IgVuKnLjjhkd03jVwUIhUzt1QZ/FkwGvYaOEK6u3K3bG4cjPTeyC0GIFwsptsZ/tG2h7o9OxAWqDZbMfON3c3hDYRoFjbvJg9htiIyce47nfU8XvwB0s/3x/RtjUiXRgzgqQTMjNIdw4F6gp7wmWjuTH1V3LWEVfS3HT2zFfzSrdFf/KO6jZGHK0CeQWyAJtB2ZrC03N1XIMQwLgdg6vEIDVq/iQLXlF/AtlucR6Q77jyWBn5hDXuAcgOJZ99Y/sfeo/1UXm/xdyZVn6cvkzNMlP0SX80MheqWTTCZcxPqZCy8YTAJ9veyi2OfTn2DBU3XMALNBvHRDb+2r1CN7XmrEQiFkIGWbNFaPuLN12yk9u5Q6l4j7mEvTz6Oy2bCbLCcKm2lwSMqpFrn7RzfxJqclgTn+NM2EHbstqp6vvBe2Ti0d4Dcu3Wu5yLUuL6GtvD77fH8uDVw2sZxaaAuQ7YJEOd7KxgswmVjDUPTSAM3kAchHPDz9bCC5mHHrCHBnYTbl17pmshlYfoJ7Inhu0ovYqymx2jhNUVJUHBsr5JYGdAoqjkntRPcN5YUF+DTobvKLlIuzbjxXXsOoTNHzL5nnzn2oUxlZFek3qE7bkC8VExJBWasvlxeAGKEETrNEjmg0mooOrDJDJTCjhBRtzsCUX6CsNXl1E70mLpwtlDmcTvapISJD/oEVsBGijxCBs3pGN0XJ+qZtqa4TZ8EmnqTEGlXnimp9kyxWFYsb1K/hQYpJJ9AcQAU8wuyMpQLwO8U892DHZCgR2JYCu37gCWR+bcheNE6ay5vLaSVxMgHAs0nCVrbjCq5KA7Yq5ypDR5JyarJaxSGtak7jsWoa4XjSWg75mQhBF1XcWQFROkh6LkWLqeswLgTXa5+sMS7Ux38Y3uj23AkfCNRKDx5fRaUQYnSrJWignnnijowwDhQRrzBkqT6hM7hgvCHBcqDVcChFEmrc1psGFwoKZIDbNUT40WNIiWH7+EXkitYXSIQ7Ir6JjqCyk7fHgaJvJMsCXHKtikqg6d1YOYsEWtaMdwy7jThN6PKhSHC62T4s4FETgNp4PB7IqU7G53ngG8XAbP/rPsvjeJOtNuILPaFVUaNoub7U6DcZyKn8A4DvWSDKC4ldEbMCK8s+Io5snABZdNalVUCcU3sjcBGWaQy39Sd/Rx+fCDO/ecs/lXzCJ5YHkWhnBwNXteEjDP8ISDwODYec6YvoPzzaZ2FStFVHMPAgkchIKV3TzjckgpDKdU2FQXa0tVyCD/l1odJGJx1GDeqlcGGIDgZ7ph9hHslECqZYxZAiCBzYYJ5qS9VSaPMsAZ+zY511EYSQo5ll1iKA3gNinTh7Z6IoDpZ7YIns75E425V2NRqTs4hG7EsbRiy2J7xV/pL8tcwxRwMwZiMeXlxhMDZ+AWz6k4MM1lgBbOoO51MLmRwSzhglLJSByTfMdMfLbIhtjcyH3uXodW1cK92L+iFgCMZxaAn+hLnUhi5qykoULR8VV1gAGYSlm65ujXXUZ+M/F9ygC4DN4QLP7fTx83KMlIDgEEfChAf6IW6J5damdiWBOl5OwToGcmTrwoY2+zxpGPLzXFxoqNXpt0fuAGTpH4Lx8MKgdPjScrRqcYlvqYzcWmcjlSVCjTvq5IZKATRyI2ZfNZHkOaRihsPogup2yjErGNCSt3amqcs7PsCCrFIsGLXYbdqndD6iyNVyooORTyJ5SyzULj0xdEaf1+YGNJwiHYg95vw1rmqUo0DZZC9qbL/Qi4mlcdr7vbMArzhFNqbjdGYQjr1oIVsti9aofG6OdcDHOIf9mxGTiaP8CcQ3fwYnRG+nplT5FLBZiqgBw6Sb+pFY8sKxFxeGleRZx1UWhYZTRmckbQ7UerNzgUIUnp7r0nMIAWroYI28Me8KLIV3QvplqBJlpGWRGRn7FIOgzuTThf34BPhhDO/8YyNJvpjEJDwbLj/2IIb1lcy6RMZxeAmgWstep0nzHveVJ5QVTONFRkuQEU64g1yzVdRsyutMFgx75VbwNBmmfSzpU/+guY4wD2ZHYiRgnCgAnpO1AWl4YdOnBoUpMZPY9N3Aho/a4v7txEs3nqZwcucgS5SpUBxh3d63Pshei7StUkVxR45hMB500l2iCUrENDgJN/Qx6SRGf69PoCqyALMlbjSl2WvXOoe2aenPatmnZrUv6Gm8Ic9E9k6GlIVRkGxsO2IOjrTsXnLCXHDoq4F2kJcnAXqbB4KXXNcqUouDLTpHHh9KYcx/B05vpB8+TZxIsGA1OofOHs52qQ0c3CljxxBm6MYY8OXowzbhKqaz3fGcEP05E6Bu5hngajTMX8BujjfqsMUtbDjNyJMm5jhgFUThIz3gHoqfH+k8sXHlzpTXUVxbTvr2ZAiWwf4M5DGDu4Tq+hjB/nK3lJ4S7QVq6v4ttGRpfkUQpSxVgdljG8BbSCWDBGkgswK6HSrN4qOp4ZjvmdAdQ82YDShszIWHzrFrD2KooLQL8pt6rG/EuvERGqAzj9iQQshgpQSVERAohiJqUm4i07cmNQXi53dJcn8jwfrnke44ycQHh4mT91OegobephTZj59MJSA6OiAFstSw9Z4FyCLwNlZ5010iCMp/VUMkR4N7qpf9mD5Tg4MLVmn8+6dSFpDac/lr/hLhM0KnzY1PIwAAK+GfWBFSUnMlrDJOOtgjThwmGvqXSZ6hm8wW+S1tB9XLvi5617oumAqm/tupZDSd1z1G8gab+kqEqde3TXdSLOj3BzfNyQeEg1bS5IgKlWcXLvDeOb0xHIlKFb72i6bpLnGm/EbyQ+dzfnf2DqLaXFqRGKnngqp2bDUdQ/xaRcFc5tw4L2NW/NtTuPX+1yxXTHyvrFLKrAnd1bE9tqFRDMtD2BbIvl/ZAjbNfaMpFxzYHyjkUaFuhxx7YTM0Rsj2m/wLxNK5GlOQcsor3Cf94u4yRKuDlh+c88b7p5Fn2qG2o8AV4BflzWSyGSnvwLtl8Ajx9mBvD1IWjW3vuD/rhneuwJwGbjAmGar/dq7965k6b5orkainfjDgW2rIvGrnFOGRukqn0gVnimRUKaUydZs3lw8aGviDyP+yM6eiaswjD7Yqwo2w4D1tDpbFEBFtZZybV1LOdw44l4DD3Cm0MzmsSSjMAywJUGLHshhfGkIAyZkq1aq8ullbn26LCl31wdUG7dEVbzx65uciUAWY/Ssl5q6gkFpTUkRA1nSJs9t2dwOe65ej0Pae75BR2OsCoz3ZXpInE4b3UQ4sRC/cGxruEl/03bIB0CVnHqfIlrdjrNDnirRgPImLoZl83e6J5Z2HNNkEJl0jk3MyJIWYmna0Qc9MrZDXDZFLZlWetWuXqEj3Ef8FFWPGFOdyLtXjWVDL1PXUH8QgGn2szAovARiUl1rhmMKXqoP6mXY4RqmRI28naxM2anlgTiObtqNnRrkwrkyl01nmcMNl03au6cRycuQfCfJVjM9bFcLho6Fz4Ad9EAQduwontQ6KZXl0gxFVaclAfXGzEX0lHPSrIKCTQabxI79jtcn14d796aJ88mZ6XwgeQVmRdoGxrBjTtJo07WxmUzVhtlcrdivhMZ69NWknR2aOnniiVQemYsNkugusP7eHBCOG63aK1zK7I0E6EG7oZ9AbKg6WgY7wcz5ZQgPcesM3vdpLBmqe02aRwJDlv72AEW02WGzzO24kV6ZjnXTWrCqSJ6XgQxxxW4aGjOtS2Hj4FWZ9Y0coZHEA3ga2pbPpT94GDvuyh7OvnuJ9e+Q+49uMtH99urefC3ByWufbwwNbi+N/az+p6SyVSrnengANMFmJL1e7UpVOmvNx4FmdlcVcxeRbXZRTpzJ2LVaN5bvx5GNL4r1+BUzkFc4oU5qiO2m4Z4fJU7DzWtjcYmirnYoKLLbWT4ZVx0dRNVBGroOXI7XJuSbcVZUXdBVb5lGgPrrz14cG3yJgunqariqDFdHmW8YnNdqM+ZZKZjg9IAGpvMIlzUmY18Dp41RyQuGOWCG4aFOV3mnsU+cxNj5QMlwbyJS0z3yYBBZrvqRvwN2xI4O9pAneTASZY4J6EaZMwlArHCAXgce3y/Ds/ILdseehBKNQmtoZEq5MBqX3aJUM3r44y68H0ZTh0LFi0RgtY8eFhQzw3QVAQ1gRKUk8lSiGjEbQyrTZ2cdhNVf5woKxlADNtJlr63jJaR/viNcgQ7kFBN6yGZS0ALjQVKYSjjnZBqxHvGF6Y0wqJMGXRKTgTgBQQ6D48HGtO1E8wgl0L3aPoexTwUKkqMjLCFlC3xqo6dyMh0SGUf744cLmd/cW1AG3cr9hIfOLTB3znp4kS6PL5r865KwSLMh3TWE7oqOSaOAnCr3gI49SYBrBY44RBpQZU11TQ0pvR8+zhxpiCMQxP4YhCu8SjNCcvuDZQAxTJr6mZkJd9vNApkdxTuT006xRmUZEukCCV3OXKT0qixkFVz0msuJfdIyFCBSlbxGCggg5RjzsFAovaEQ1tVdiEd6TJDWyGfbCnypxBT2r/TMhgrfE9v47AVsm0FuIiRToFRpCw0yzaOuKSM6UMhNM52zHkPHBbDwtNcxMG0ol5dPpCV4xDEMJMCmmMLfVZK6Dtf4mXEIH3V4JYfw52rBkVQeFBwAFp5Cx3SJeTrRC4YV4N7y/Hlc4+7yXWKMIYUjTJ+tbkLNVdPr5rOGJAI5NdMQXGXPUtopnKqyTKuUuM5cujhmMjU19XDKFcSDJ9Fkp6WDHJjkxXDrkHzuinFY6jf/sarL11kYD4QnN0E9QBrR3ek3sxvvHHhlq6pn3sSJWgaVER2zWee+yKymmrWHR3qc7rPL+Qwa5fXnu2rS6Hzp3P3ioicxBxgDJ+1ZlyCi3357zz8DrukC0tUXpRQIZoyU+B2puK1jE4NChnfy/TaBXInHcDtN3xoh8jOKcahj6JkxbjsN0p2KcdCvJTadA04iCLVGqIQ92XVR5zFLEia5Voy3jmsC9FviChHTXBfyV8ZpjI+1SQnsfcbU7EaMczhWkZcHfEy6ZEEbMzX9NiBGn/eZzjXWHrc1dIpjN18ZOI3uxcSeopJchrP1IOC8lk9ZzbD8CmX7jZMGBSW9zF5HryW5usZAgSnvRkMl5u/coyJexpgBLlmD0P1xiRryCYtR3E5IG8OvGas768jKwuSjP/Lzj4b8PqPoAL9YUK2WUb3xPJWXxJU/QAvDRo7rwa6aHjx4WqjF8fIFVEB8FNX7tzLy2fkSp3ZQv8HMt9q2LcAAAA=") 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") format("woff2"); /* IE9 Compat Modes */ } /*# sourceMappingURL=fonts.css.map */
CSS font-face rules for embedded webfonts (base64-encoded woff/woff2)
2022-06-05T07:41:17.000Z
(?P<host>[^\s]+) (?P<ip>\d+\.\d+.\d+\.\d+)?(?:\s+\[?)(?P<date>.*?)\s+(?P<timezone>.*?)(?:\]?) (?:[^\s]+?) (?:[^\s]+?) \"(?P<method>\S+)\s+(?P<path>.*?)\s+\S+\s+(?P<status>\S+)\s+(?P<length>\S+)(?:\s+\"?)(?P<referrer>.*?)(?:\"?)(?:\s+\"?)(?P<user_agent>[^\"]+)\"
Piwik
2016-12-19T17:34:54.000Z
This is simplified from my last submission.
^(http[s]?:)+\/\/([^:\/\s]+)([^#?\s]+)\?([^#]*)?(#.*)?$
HTtpS://reGexr.com/more/less/path/foo.php?q=bar&same[12]=xxx&same[11]=#sldns13123nfdwdw
Extract Protocol, URL, URL Path, get parameters and hash from URI
2014-05-22T23:34:10.000Z
(?:08[2-9]|09\d|10[0-4])
081 82 082 083 084 085 086 087 088 089 090 091 092 093 094 095 096 097 098 099 100 101 102 103 104 105
3 digit number between 82-104
2015-09-07T16:00:12.000Z
Trying to understand the two digit lookup.
(?i)[A-J],?\s?\d{1,2}'
Place this at A10
Two digit search.
2016-01-10T18:33:34.000Z
(\d{1,3}\.){3}\d{1,3}
95.108.170.149
ipv4 - short version
2015-07-15T08:26:56.000Z
Personal Regex to Find Industrial NOI pdfs
(?i)(?:noi)(?<space>(?:.*-.*))(?:csn\k<space>)?(?<noiNum>(?:txr12\w{3}f)|(?:txr15\d{7}))?(?:\k<space>)?(?<projName>(?:\b[\w\s\-\&]+?\b))(?:\k<space>).*?(?<noiNum2>(?:(?:trx12\w{3}f)|(?:txr15\d{7})))?(?:\.pdf)$
NOI - CSN - Riata Unit 5C - elec. - Fuquay - TXR150022379.pdf
Noi Regex
2015-12-24T02:31:46.000Z
[ \t]*(\+|\-)?[ \t]*(\d*\.?\d+(E[\+|\-|\d]\d*)?)
4.948601281E-4 34.6 12 23E+4 12.45E5 -12.34E-5i 4.948601281E-4-11.34E-4i
double number
2017-01-23T13:06:09.000Z
(["])(?:(?!\1|"").|"".)*\1
Hello Colm "This is a test""\\" "This is also an NL test" 'And this has an escaped quote don\'t in it ' Blue Boy "This has a single quote ' but doesn\' end the quote as it started with double quotes" """line spanning with escaped quote at the end of a line""" """" "Foo Bar" "Another Value" something else
VBA String
2019-08-02T05:29:11.000Z