commit ad4c2b26b4f4a5cfbef81360cd2f640ad38f6eed parent ef1c70c8947c3a77368fbc5b2a20fd3b84d3faf0 Author: Christian Grothoff <christian@grothoff.org> Date: Sat, 18 Jun 2022 11:54:06 +0200 netpol Diffstat:
132 files changed, 41220 insertions(+), 0 deletions(-)
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{2016}, + editor = {Claude Carlet and M. Anwar Hasan and Vishal Saraswat}, + number = {10076}, + series = {LNCS}, + pages = {251-270}, + month = {Dec}, + publisher = {Springer}, +} +@InProceedings{10.1007/3-540-48910-X_16, +author="Paillier, Pascal", +editor="Stern, Jacques", +title="Public-Key Cryptosystems Based on Composite Degree Residuosity Classes", +booktitle="Advances in Cryptology --- EUROCRYPT '99", +year="1999", +publisher="Springer Berlin Heidelberg", +address="Berlin, Heidelberg", +pages="223--238", +abstract="This paper investigates a novel computational problem, namely the Composite Residuosity Class Problem, and its applications to public-key cryptography. We propose a new trapdoor mechanism and derive from this technique three encryption schemes: a trapdoor permutation and two homomorphic probabilistic encryption schemes computationally comparable to RSA. Our cryptosystems, based on usual modular arithmetics, are provably secure under appropriate assumptions in the standard model.", +isbn="978-3-540-48910-8" +} + +@TechReport{smcgeo, + author = {Mikhail J. Atallah and Wenliang Du}, + title = {Secure Multi-Party Computational Geometry}, + institution = {Purdue University}, + year = {2001}, + number = {2001-48}, + address = {West Lafayette, IN 47907}, +} + +@inproceedings{IoannidisGA02, + author = {Ioannis Ioannidis and + Ananth Grama and + Mikhail J. Atallah}, + title = {A Secure Protocol for Computing Dot-Products in Clustered and Distributed + Environments}, + booktitle = {31st International Conference on Parallel Processing {(ICPP} 2002), + 20-23 August 2002, Vancouver, BC, Canada}, + pages = {379--384}, + publisher = {{IEEE} Computer Society}, + year = {2002}, + url = {https://doi.org/10.1109/ICPP.2002.1040894}, + doi = {10.1109/ICPP.2002.1040894}, + timestamp = {Wed, 16 Oct 2019 14:14:54 +0200}, + biburl = {https://dblp.org/rec/conf/icpp/IoannidisGA02.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org} +} + +@INPROCEEDINGS{Amirbekyan_anew, + author = {Artak Amirbekyan and Vladimir Estivill-castro}, + title = {A new efficient privacypreserving scalar product protocol}, + booktitle = {in Proc. of AusDM ’07}, + year = {}, + pages = {209--214} +} + +@Inbook{Chaum1984, +author="Chaum, David", +title="Blind Signature System", +bookTitle="Advances in Cryptology: Proceedings of Crypto 83", +year="1984", +publisher="Springer US", +address="Boston, MA", +pages="153--153", +abstract="An untraceable payments system based on an extension of public key cryptography, called blind signatures, has been presented previously by the author. The existence of such blind signature systems was not demonstrated. An actual set of implementable functions is presented in the present work which have the blind signature property, and for which the blindness of the signature is proved without any assumptions about computational infeasibility. In terms of the simple payments system previously presented, this means that even a conspiracy between the bank and payee can learn nothing from their participation in the payments protocol about the identity of the payer.", +isbn="978-1-4684-4730-9", +doi="10.1007/978-1-4684-4730-9_14", +url="https://doi.org/10.1007/978-1-4684-4730-9_14" +} diff --git a/presentations/2022-netpol/figs/Makefile b/presentations/2022-netpol/figs/Makefile @@ -0,0 +1,15 @@ + +plantuml = plantuml + +%.svg : %.pml + $(plantuml) -tsvg $< + +%.pdf : %.pml + $(plantuml) -tpdf $< + +files = taler-pay.pml taler-withdraw.pml \ +cc3ds.pml contract.pml paypal.pml \ +bitcoin.pml + +all : $(files:.pml=.pdf) $(files:.pml=.svg) + diff --git a/presentations/2022-netpol/figs/bank0a.png b/presentations/2022-netpol/figs/bank0a.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank1.png b/presentations/2022-netpol/figs/bank1.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank1a.png b/presentations/2022-netpol/figs/bank1a.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank1b.png b/presentations/2022-netpol/figs/bank1b.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank2.png b/presentations/2022-netpol/figs/bank2.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank2a.png b/presentations/2022-netpol/figs/bank2a.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank2b.png b/presentations/2022-netpol/figs/bank2b.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank3.png b/presentations/2022-netpol/figs/bank3.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank3a.png b/presentations/2022-netpol/figs/bank3a.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank3b.png b/presentations/2022-netpol/figs/bank3b.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank4.png b/presentations/2022-netpol/figs/bank4.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank4a.png b/presentations/2022-netpol/figs/bank4a.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bank4b.png b/presentations/2022-netpol/figs/bank4b.png Binary files differ. diff --git a/presentations/2022-netpol/figs/bitcoin.pml b/presentations/2022-netpol/figs/bitcoin.pml @@ -0,0 +1,37 @@ +# FROM: https://github.com/w3c/webpayments/tree/gh-pages/PaymentFlows + +@startuml +!includeurl https://raw.githubusercontent.com/w3c/webpayments/gh-pages/PaymentFlows/skin.ipml + +Database "Invoice Database" as DB +Participant "Payee Website" as Website +Database "Bitcoin Network" as Bitcoin +Participant "Payer Wallet" as Wallet +Actor "Payer (Browser)" as Payer + +title Bitcoin Payment Protocol (BIP70) + +Payer->Website: Request checkout with Bitcoin +Website->Website: Generate Bitcoin address +Website->DB: Store invoice details +Website->Payer: Basket Page with bitcoin: pay link +Payer->Payer: Click bitcoin: link +Payer->Wallet: Wallet handles bitcoin: URL and extracts invoice URL +Wallet->Website: Request invoice +Website->DB: Get invoice details +Website->Website: Create PaymentDetails (Amount, Memo, Ref#, Pay URL) +Website->Website: Create PaymentRequest (Signed PaymentDetails) +Website->Wallet: PaymentRequest containing PaymentDetails +Wallet->Payer: Confirm payment details? +Payer->Wallet: Accept payment +Wallet->Wallet: Generate and sign payment +Wallet->Website: Signed payment +Website->Bitcoin: Submit payment +Website->Wallet: Payment ACK +Wallet->Payer: Confirm payment is complete +loop until payment is confirmed + Bitcoin->Website: Latest confirmed transactions +end + + +@enduml +\ No newline at end of file diff --git a/presentations/2022-netpol/figs/bitcoin.svg b/presentations/2022-netpol/figs/bitcoin.svg @@ -0,0 +1 @@ +<?xml version="1.0" encoding="UTF-8" standalone="yes"?><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" height="858px" style="width:1232px;height:858px;" version="1.1" viewBox="0 0 1232 858" width="1232px"><defs/><g><text fill="#000000" font-family="Lucida Sans" font-size="14" font-weight="bold" lengthAdjust="spacingAndGlyphs" textLength="258" x="491.75" y="22.9951">Bitcoin Payment Protocol (BIP70)</text><rect fill="#FFFFFF" height="46.2656" style="stroke: #000000; 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Card on File) +end + +Payee-\MPSP: Authorise + + +== 3DS part of flow == + +' Note over MPSP, Payee: At this point, the Merchant or Merchant's PSP can decide if it wishes to invoke 3DS. This might be based on transaction value (i.e. low value -> low risk) or other factors, e.g. if the Shopper is a repeat purchaser. + + MPSP –> CSD: BIN to URL lookup (VAReq message) + CSD -> CSD: Lookup URL from BIN + CSD –> CPSPW : “PING” + 'note right: verify URL validity + CPSPW –> CSD: “PING” response + CSD –> MPSP: URL + + MPSP-/Payee: 3DS redirect (PAReq message) + Payee->Payer: 3DS redirect (PAReq message) + Payer->CPSPW: 3DS invoke + CPSPW-\Payer: 3DS challenge + Payer-/CPSPW: 3DS response (PARes message) + CPSPW->Payer: 3DS response (PARes message) + Payer->Payee: 3DS response (PARes message) + Payee-\MPSP: 3DS response (PARes message) + + MPSP->MPSP: Verification of PARes signature + +== End of 3DS == + + +MPSP-\CPSP: Authorisation Request +CPSP-/MPSP: Authorisation Response + +MPSP-/Payee: Authorisation Response + +== Notification == + +Payee->Payer: Result Page + +== Request for Settlement process (could be immediate, batch (e.g. daily) or after some days) == + +Alt + Payee 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y="1474.3013">Fulfilment</text><polygon fill="#A80036" points="729.5,1508.3672,739.5,1512.3672,729.5,1516.3672,733.5,1512.3672" style="stroke: #A80036; stroke-width: 1.0;"/><line style="stroke: #A80036; stroke-width: 1.0;" x1="460.5" x2="735.5" y1="1512.3672" y2="1512.3672"/><text fill="#000000" font-family="sans-serif" font-size="13" lengthAdjust="spacingAndGlyphs" textLength="180" x="467.5" y="1507.4341">Provide products or services</text></g></svg> +\ No newline at end of file diff --git a/presentations/2022-netpol/figs/contract.pdf b/presentations/2022-netpol/figs/contract.pdf Binary files differ. diff --git a/presentations/2022-netpol/figs/contract.pml b/presentations/2022-netpol/figs/contract.pml @@ -0,0 +1,31 @@ + +@startuml + +hide footbox + +box "User" + Participant "Wallet" as W + Participant "Browser" as U +end box + +box "Merchant" + Participant "Storefront" as S + Participant "Backend" as B +end box + +autonumber + +S -> B : proposed contract +B -> S : signed contract + +S -> U : custom (HTTP(S)) + +U -> W : signed contract +W -> U : signed coins + +U -> S : custom (HTTP(S)) + +S -> B : signed coins (HTTP(S)) +B -> S : confirmation (HTTP(S)) + +@enduml diff --git a/presentations/2022-netpol/figs/fulfillment.png b/presentations/2022-netpol/figs/fulfillment.png Binary files differ. diff --git a/presentations/2022-netpol/figs/pay.png b/presentations/2022-netpol/figs/pay.png Binary files differ. diff --git a/presentations/2022-netpol/figs/paypal.pdf b/presentations/2022-netpol/figs/paypal.pdf Binary files differ. diff --git a/presentations/2022-netpol/figs/paypal.pml b/presentations/2022-netpol/figs/paypal.pml @@ -0,0 +1,64 @@ +# FROM: https://github.com/w3c/webpayments/tree/gh-pages/PaymentFlows + +@startuml +autonumber + +Participant "Payee (Merchant) Site" as Payee +Actor "Payer (Shopper) Browser" as Payer +participant "Payer (Shopper) PSP (PayPal)" as CPSP + +note over MPSP, CPSP: HTTPS + +title PayPal Payment (REST API) (Current) + +Payee->Payer: Present Checkout Page with Pay Button + +Payer->Payer: Select PayPal Payment Method + +Payer-\Payee: Payment Page Request + +Payee<->CPSP: Create Payment + +Payee-/Payer: HTTP Redirect + +Note right: HTTP Direct now send the shopper to the PayPal site + +Payer-\CPSP: Payment Initiation + +CPSP-/Payer: Authentication Page + +Payer-\CPSP: Authenticate +note right: Typically a username & password + +CPSP-/Payer: Payment Page + +opt + Payer<->CPSP: Instrument Choice + note right: Payer can change from default payment instrument +end + +Payer->Payer: Approval + +Payer-\CPSP: Payment Approval + +CPSP-/Payer: Payment Response Redirect + +Payer-\Payee: Payment Response + +Payee<->CPSP: Execute Payment + +Payee-/Payer: Result Page + + +... asynchronous notification ... + +CPSP->Payer: Payment Notification (email) + +Opt + Payee->Payer: Payment Notification (email) +End + +Note right: Provides out of band confirmation to protect against failure/modification at browser + + +@enduml diff --git 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without the Taler extension --> + You do not seem to have Taler installed, here are other + payment options ... +</html> diff --git a/presentations/2022-netpol/figs/taler-contract.html b/presentations/2022-netpol/figs/taler-contract.html @@ -0,0 +1,6 @@ +<script src="taler-wallet-lib.js"></script> +<script> + taler.offerContractFrom("https://shop/generate-contract/42", (err) => { + alert("Error while offering contract"); + }); +</script> diff --git a/presentations/2022-netpol/figs/taler-contract.json b/presentations/2022-netpol/figs/taler-contract.json @@ -0,0 +1,20 @@ +{ + "H_wire":"YTH0C4QBCQ10VDNTJN0DCTTV2Z6JHT5NF43F0RQHZ8JYB5NG4W4G...", + "amount":{"currency":"EUR","fraction":0,"value":1}, + "max_fee":{"currency":"EUR","fraction":100000,"value":0}, + "auditors":[{"auditor_pub":"42V6TH91Q83FB846DK1GW3JQ5E8DS273W4..."}], + "exchanges":[{"master_pub":"1T5FA8VQHMMKBHDMYPRZA2ZFK2S63AKF0Y...", + "url":"https://exchange/"}], + "fulfillment_url": "https://shop/article/42?tid=249&time=14714744", + "merchant":{"address":"Mailbox 4242","jurisdiction":"Jersey", + "name":"Shop Inc."}, + "merchant_pub":"Y1ZAR5346J3ZTEXJCHQY9NJN78EZ2HSKZK8M0MYTNRJG5N...", + "products":[{ + "description":"Essay: The GNU Project", + "price":{"currency":"EUR","fraction":0,"value":1}, + "product_id":42,"quantity":1}], + "pay_deadline":"/Date(1480119270)/", + "refund_deadline":"/Date(1471522470)/", + "timestamp":"/Date(1471479270)/", + "transaction_id":249960194066269 +} diff --git a/presentations/2022-netpol/figs/taler-pay.pdf b/presentations/2022-netpol/figs/taler-pay.pdf Binary files differ. diff --git a/presentations/2022-netpol/figs/taler-pay.pml b/presentations/2022-netpol/figs/taler-pay.pml @@ -0,0 +1,47 @@ +@startuml +autonumber + +Actor "Payer (Shopper) Browser" as Payer +Participant "Payee (Merchant) Site" as Payee +Participant "Taler Exchange" as Exchange + +note over Payer, Payee: Tor/HTTPS +note over Payee, Exchange: HTTP/HTTPS + +title Taler (Payment) + +== Request Offer == + +Payer->Payee: Choose goods by navigating to offer URL + +Payee->Payer: Send signed digital contract proposal + +opt +Payer->Payer: Select Taler payment method (skippable with auto-detection) +end + +== Execute Payment == + +opt +Payer->Payer: Affirm contract +end + +Payer->Payee: Navigate to fulfillment URL + +Payee->Payer: Send hash of digital contract and payment information + +Payer->Payee: Send payment + +Payee->Exchange: Forward payment + +Exchange->Payee: Confirm payment + +Payee->Payer: Confirm payment + +== Fulfilment == + +Payer->Payee: Reload fulfillment URL for delivery + +Payee->Payer: Provide product resource + +@enduml diff --git a/presentations/2022-netpol/figs/taler-pay.svg b/presentations/2022-netpol/figs/taler-pay.svg @@ -0,0 +1 @@ +<?xml version="1.0" encoding="UTF-8" standalone="yes"?><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" height="866px" style="width:753px;height:866px;" version="1.1" 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b/presentations/2022-netpol/figs/taler-withdraw.pml @@ -0,0 +1,37 @@ +@startuml +autonumber + +Actor "Customer Browser" as Customer +Participant "Bank Site" as Bank +Participant "Taler Exchange" as Exchange + +note over Customer, Bank: HTTPS +note over Customer, Exchange: HTTPS +note over Bank, Exchange: wire transfer + +title Taler (Withdraw coins) + +Customer->Bank: user authentication +Bank->Customer: send account portal + +Customer->Customer: initiate withdrawal (specify amount and exchange) + +Customer->Exchange: request coin denomination keys and wire transfer data +Exchange->Customer: send coin denomination keys and wire transfer data + +Customer->Bank: execute withdrawal + +opt +Bank->Customer: request transaction authorization +Customer->Bank: transaction authorization +end + +Bank->Customer: withdrawal confirmation +Bank->Exchange: execute wire transfer + + +Customer->Exchange: withdraw request +Customer<-Exchange: signed blinded coins +Customer->Customer: unblind coins + +@enduml diff --git a/presentations/2022-netpol/figs/taler-withdraw.png b/presentations/2022-netpol/figs/taler-withdraw.png Binary files differ. diff --git a/presentations/2022-netpol/figs/taler-withdraw.svg b/presentations/2022-netpol/figs/taler-withdraw.svg @@ -0,0 +1 @@ +<?xml version="1.0" encoding="UTF-8" standalone="yes"?><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" height="774px" style="width:652px;height:774px;" version="1.1" viewBox="0 0 652 774" width="652px"><defs><filter height="300%" id="f1" width="300%" x="-1" y="-1"><feGaussianBlur result="blurOut" stdDeviation="2.0"/><feColorMatrix in="blurOut" result="blurOut2" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 .4 0"/><feOffset dx="4.0" dy="4.0" in="blurOut2" result="blurOut3"/><feBlend in="SourceGraphic" in2="blurOut3" mode="normal"/></filter></defs><g><text fill="#000000" font-family="sans-serif" font-size="14" font-weight="bold" lengthAdjust="spacingAndGlyphs" 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b/presentations/2022-netpol/illustrations/bank1.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank1a.png b/presentations/2022-netpol/illustrations/bank1a.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank1b.png b/presentations/2022-netpol/illustrations/bank1b.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank2.png b/presentations/2022-netpol/illustrations/bank2.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank2a.png b/presentations/2022-netpol/illustrations/bank2a.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank2b.png b/presentations/2022-netpol/illustrations/bank2b.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank3.png b/presentations/2022-netpol/illustrations/bank3.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank3a.png b/presentations/2022-netpol/illustrations/bank3a.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank3b.png b/presentations/2022-netpol/illustrations/bank3b.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank4.png b/presentations/2022-netpol/illustrations/bank4.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank4a.png b/presentations/2022-netpol/illustrations/bank4a.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bank4b.png b/presentations/2022-netpol/illustrations/bank4b.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bitcoin.pdf b/presentations/2022-netpol/illustrations/bitcoin.pdf Binary files differ. diff --git a/presentations/2022-netpol/illustrations/bitcoin.pml b/presentations/2022-netpol/illustrations/bitcoin.pml @@ -0,0 +1,37 @@ +# FROM: https://github.com/w3c/webpayments/tree/gh-pages/PaymentFlows + +@startuml +!includeurl https://raw.githubusercontent.com/w3c/webpayments/gh-pages/PaymentFlows/skin.ipml + +Database "Invoice Database" as DB +Participant "Payee Website" as Website +Database "Bitcoin Network" as Bitcoin +Participant "Payer Wallet" as Wallet +Actor "Payer (Browser)" as Payer + +title Bitcoin Payment Protocol (BIP70) + +Payer->Website: Request checkout with Bitcoin +Website->Website: Generate Bitcoin address +Website->DB: Store invoice details +Website->Payer: Basket Page with bitcoin: pay link +Payer->Payer: Click bitcoin: link +Payer->Wallet: Wallet handles bitcoin: URL and extracts invoice URL +Wallet->Website: Request invoice +Website->DB: Get invoice details +Website->Website: Create PaymentDetails (Amount, Memo, Ref#, Pay URL) +Website->Website: Create PaymentRequest (Signed PaymentDetails) +Website->Wallet: PaymentRequest containing PaymentDetails +Wallet->Payer: Confirm payment details? +Payer->Wallet: Accept payment +Wallet->Wallet: Generate and sign payment +Wallet->Website: Signed payment +Website->Bitcoin: Submit payment +Website->Wallet: Payment ACK +Wallet->Payer: Confirm payment is complete +loop until payment is confirmed + Bitcoin->Website: Latest confirmed transactions +end + + +@enduml +\ No newline at end of file diff --git a/presentations/2022-netpol/illustrations/bitcoin.svg b/presentations/2022-netpol/illustrations/bitcoin.svg @@ -0,0 +1 @@ +<?xml version="1.0" encoding="UTF-8" standalone="yes"?><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" height="858px" style="width:1232px;height:858px;" version="1.1" viewBox="0 0 1232 858" width="1232px"><defs/><g><text fill="#000000" font-family="Lucida Sans" font-size="14" font-weight="bold" lengthAdjust="spacingAndGlyphs" textLength="258" x="491.75" y="22.9951">Bitcoin Payment Protocol (BIP70)</text><rect fill="#FFFFFF" height="46.2656" style="stroke: #000000; stroke-width: 2.0;" width="522" x="168" y="718.9844"/><line style="stroke: #A80036; stroke-width: 1.0; 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font-size="13" lengthAdjust="spacingAndGlyphs" textLength="191" x="275" y="752.1841">Latest confirmed transactions</text></g></svg> +\ No newline at end of file diff --git a/presentations/2022-netpol/illustrations/cart.png b/presentations/2022-netpol/illustrations/cart.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/cc3ds.pdf b/presentations/2022-netpol/illustrations/cc3ds.pdf Binary files differ. diff --git a/presentations/2022-netpol/illustrations/cc3ds.pml b/presentations/2022-netpol/illustrations/cc3ds.pml @@ -0,0 +1,95 @@ +# FROM: https://github.com/w3c/webpayments/tree/gh-pages/PaymentFlows + +@startuml + +Participant "Payee (Merchant) PSP [Acquirer]" as MPSP +Participant "Payee (Merchant) [Acceptor] Site " as Payee +Actor "Payer (Shopper) [Cardholder] Browser" as Payer +participant "Browser Form Filler" as UA +participant "Card Scheme Directory" as CSD +participant "Issuing Bank [Issuer] Website" as CPSPW +participant "Issuing Bank [Issuer]" as CPSP + +note over Payee, Payer: HTTPS + +title +<b>Legacy Merchant Hosted Card Payment with Acquirer Supported 3DS (Current)</b> + +<i>3DS is used to add confidence that the payer is who they say they are and importantly in the event of a dispute liability shift to the Issuer.</i> +end title + +== Establish Payment Obligation == + +Payee->Payer: Present Check-out page with Pay Button +Payer->Payer: Select Card Payment Method + +alt + UA->Payer: Form Fill +' Note right: fields are PAN & Expiry Date with optional CVV, & Address, Also Card Valid Date and Issue Number are required for some Schemes +else + Payer->Payer: User Fills Form +End + +== Card Payment Initiation == + +Payer->Payee: Payment Initiation +' Note right: Custom code on merchant webpage can encrypt payload to reduce PCI burden from SAQ D to SAQ A-EP + +opt + Payee->Payee: Store Card +' note right: Merchant can store card details apart from CVV (even if encrypted) for future use (a.k.a. Card on File) +end + +Payee-\MPSP: Authorise + + +== 3DS part of flow == + +' Note over MPSP, Payee: At this point, the Merchant or Merchant's PSP can decide if it wishes to invoke 3DS. This might be based on transaction value (i.e. low value -> low risk) or other factors, e.g. if the Shopper is a repeat purchaser. + + MPSP –> CSD: BIN to URL lookup (VAReq message) + CSD -> CSD: Lookup URL from BIN + CSD –> CPSPW : “PING” + 'note right: verify URL validity + CPSPW –> CSD: “PING” response + CSD –> MPSP: URL + + MPSP-/Payee: 3DS redirect (PAReq message) + Payee->Payer: 3DS redirect (PAReq message) + Payer->CPSPW: 3DS invoke + CPSPW-\Payer: 3DS challenge + Payer-/CPSPW: 3DS response (PARes message) + CPSPW->Payer: 3DS response (PARes message) + Payer->Payee: 3DS response (PARes message) + Payee-\MPSP: 3DS response (PARes message) + + MPSP->MPSP: Verification of PARes signature + +== End of 3DS == + + +MPSP-\CPSP: Authorisation Request +CPSP-/MPSP: Authorisation Response + +MPSP-/Payee: Authorisation Response + +== Notification == + +Payee->Payer: Result Page + +== Request for Settlement process (could be immediate, batch (e.g. daily) or after some days) == + +Alt + Payee 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y="1474.3013">Fulfilment</text><polygon fill="#A80036" points="729.5,1508.3672,739.5,1512.3672,729.5,1516.3672,733.5,1512.3672" style="stroke: #A80036; stroke-width: 1.0;"/><line style="stroke: #A80036; stroke-width: 1.0;" x1="460.5" x2="735.5" y1="1512.3672" y2="1512.3672"/><text fill="#000000" font-family="sans-serif" font-size="13" lengthAdjust="spacingAndGlyphs" textLength="180" x="467.5" y="1507.4341">Provide products or services</text></g></svg> +\ No newline at end of file diff --git a/presentations/2022-netpol/illustrations/contract.pdf b/presentations/2022-netpol/illustrations/contract.pdf Binary files differ. diff --git a/presentations/2022-netpol/illustrations/contract.pml b/presentations/2022-netpol/illustrations/contract.pml @@ -0,0 +1,31 @@ + +@startuml + +hide footbox + +box "User" + Participant "Wallet" as W + Participant "Browser" as U +end box + +box "Merchant" + Participant "Storefront" as S + Participant "Backend" as B +end box + +autonumber + +S -> B : proposed contract +B -> S : signed contract + +S -> U : custom (HTTP(S)) + +U -> W : signed contract +W -> U : signed coins + +U -> S : custom (HTTP(S)) + +S -> B : signed coins (HTTP(S)) +B -> S : confirmation (HTTP(S)) + +@enduml diff --git a/presentations/2022-netpol/illustrations/fulfillment.png b/presentations/2022-netpol/illustrations/fulfillment.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/pay.png b/presentations/2022-netpol/illustrations/pay.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/paypal.pdf b/presentations/2022-netpol/illustrations/paypal.pdf Binary files differ. diff --git a/presentations/2022-netpol/illustrations/paypal.pml b/presentations/2022-netpol/illustrations/paypal.pml @@ -0,0 +1,64 @@ +# FROM: https://github.com/w3c/webpayments/tree/gh-pages/PaymentFlows + +@startuml +autonumber + +Participant "Payee (Merchant) Site" as Payee +Actor "Payer (Shopper) Browser" as Payer +participant "Payer (Shopper) PSP (PayPal)" as CPSP + +note over MPSP, CPSP: HTTPS + +title PayPal Payment (REST API) (Current) + +Payee->Payer: Present Checkout Page with Pay Button + +Payer->Payer: Select PayPal Payment Method + +Payer-\Payee: Payment Page Request + +Payee<->CPSP: Create Payment + +Payee-/Payer: HTTP Redirect + +Note right: HTTP Direct now send the shopper to the PayPal site + +Payer-\CPSP: Payment Initiation + +CPSP-/Payer: Authentication Page + +Payer-\CPSP: Authenticate +note right: Typically a username & password + +CPSP-/Payer: Payment Page + +opt + Payer<->CPSP: Instrument Choice + note right: Payer can change from default payment instrument +end + +Payer->Payer: Approval + +Payer-\CPSP: Payment Approval + +CPSP-/Payer: Payment Response Redirect + +Payer-\Payee: Payment Response + +Payee<->CPSP: Execute Payment + +Payee-/Payer: Result Page + + +... asynchronous notification ... + +CPSP->Payer: Payment Notification (email) + +Opt + Payee->Payer: Payment Notification (email) +End + +Note right: 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taler.offerContractFrom("https://shop/generate-contract/42", (err) => { + alert("Error while offering contract"); + }); +</script> diff --git a/presentations/2022-netpol/illustrations/taler-pay.pdf b/presentations/2022-netpol/illustrations/taler-pay.pdf Binary files differ. diff --git a/presentations/2022-netpol/illustrations/taler-pay.pml b/presentations/2022-netpol/illustrations/taler-pay.pml @@ -0,0 +1,47 @@ +@startuml +autonumber + +Actor "Payer (Shopper) Browser" as Payer +Participant "Payee (Merchant) Site" as Payee +Participant "Taler Exchange" as Exchange + +note over Payer, Payee: Tor/HTTPS +note over Payee, Exchange: HTTP/HTTPS + +title Taler (Payment) + +== Request Offer == + +Payer->Payee: Choose goods by navigating to offer URL + +Payee->Payer: Send signed digital contract proposal + +opt +Payer->Payer: Select Taler payment method (skippable with auto-detection) +end + +== Execute Payment == + +opt +Payer->Payer: Affirm contract +end + +Payer->Payee: Navigate to fulfillment URL + +Payee->Payer: Send hash of digital contract and payment information + +Payer->Payee: Send payment + +Payee->Exchange: Forward payment + +Exchange->Payee: Confirm payment + +Payee->Payer: Confirm payment + +== Fulfilment == + +Payer->Payee: Reload fulfillment URL for delivery + +Payee->Payer: Provide product resource + +@enduml diff --git a/presentations/2022-netpol/illustrations/taler-pay.svg b/presentations/2022-netpol/illustrations/taler-pay.svg @@ -0,0 +1 @@ +<?xml version="1.0" encoding="UTF-8" standalone="yes"?><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" height="866px" style="width:753px;height:866px;" version="1.1" viewBox="0 0 753 866" width="753px"><defs><filter height="300%" id="f1" width="300%" x="-1" y="-1"><feGaussianBlur result="blurOut" stdDeviation="2.0"/><feColorMatrix in="blurOut" result="blurOut2" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 .4 0"/><feOffset dx="4.0" dy="4.0" in="blurOut2" 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resource</text></g></svg> +\ No newline at end of file diff --git a/presentations/2022-netpol/illustrations/taler-presence-js.html b/presentations/2022-netpol/illustrations/taler-presence-js.html @@ -0,0 +1,9 @@ +<script src="taler-wallet-lib.js"></script> +<script> + taler.onPresent(() => { + alert("Taler wallet is installed"); + }); + taler.onAbsent(() => { + alert("Taler wallet is not installed"); + }); +</script> diff --git a/presentations/2022-netpol/illustrations/taler-withdraw.pdf b/presentations/2022-netpol/illustrations/taler-withdraw.pdf Binary files differ. diff --git a/presentations/2022-netpol/illustrations/taler-withdraw.pml b/presentations/2022-netpol/illustrations/taler-withdraw.pml @@ -0,0 +1,37 @@ +@startuml +autonumber + +Actor "Customer Browser" as Customer +Participant "Bank Site" as Bank +Participant "Taler Exchange" as Exchange + +note over Customer, Bank: HTTPS +note over Customer, Exchange: HTTPS +note over Bank, Exchange: wire transfer + +title Taler (Withdraw coins) + +Customer->Bank: user authentication +Bank->Customer: send account portal + +Customer->Customer: initiate withdrawal (specify amount and exchange) + +Customer->Exchange: request coin denomination keys and wire transfer data +Exchange->Customer: send coin denomination keys and wire transfer data + +Customer->Bank: execute withdrawal + +opt +Bank->Customer: request transaction authorization +Customer->Bank: transaction authorization +end + +Bank->Customer: withdrawal confirmation +Bank->Exchange: execute wire transfer + + +Customer->Exchange: withdraw request +Customer<-Exchange: signed blinded coins +Customer->Customer: unblind coins + +@enduml diff --git a/presentations/2022-netpol/illustrations/taler-withdraw.png b/presentations/2022-netpol/illustrations/taler-withdraw.png Binary files differ. diff --git a/presentations/2022-netpol/illustrations/taler-withdraw.svg b/presentations/2022-netpol/illustrations/taler-withdraw.svg @@ -0,0 +1 @@ +<?xml version="1.0" encoding="UTF-8" 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+\usepackage{listings} +\usepackage{multicol} + + +\lstdefinelanguage{CSS}{ + basicstyle=\ttfamily\scriptsize, + keywords={color,background-image:,margin,padding,font,weight,display,position,top,left,right,bottom,list,style,border,size,white,space,min,width, transition:, transform:, transition-property, transition-duration, transition-timing-function}, + sensitive=true, + morecomment=[l]{//}, + morecomment=[s]{/*}{*/}, + morestring=[b]', + morestring=[b]", + alsoletter={:}, + alsodigit={-} +} + +% JavaScript +\lstdefinelanguage{JavaScript}{ + basicstyle=\ttfamily\scriptsize, + morekeywords={typeof, new, true, false, catch, function, return, null, catch, switch, var, if, in, while, do, else, case, break}, + morecomment=[s]{/*}{*/}, + morecomment=[l]//, + morestring=[b]", + morestring=[b]' +} + +\lstdefinelanguage{HTML5}{ + basicstyle=\ttfamily\scriptsize, + language=html, + sensitive=true, + alsoletter={<>=-}, + morecomment=[s]{<!-}{-->}, + tag=[s], + otherkeywords={ + % General + >, + % Standard tags + <!DOCTYPE, + </html, <html, <head, <title, </title, <style, </style, <link, </head, <meta, />, + % body + </body, <body, + % Divs + </div, <div, </div>, + % Paragraphs + </p, <p, </p>, + % scripts + </script, <script, + % More tags... + <canvas, /canvas>, <svg, <rect, <animateTransform, </rect>, </svg>, <video, <source, <iframe, </iframe>, </video>, <image, </image> + }, + ndkeywords={ + % General + =, + % HTML attributes + charset=, src=, id=, width=, height=, style=, type=, rel=, href=, + % SVG attributes + fill=, attributeName=, begin=, dur=, from=, to=, poster=, controls=, x=, y=, repeatCount=, xlink:href=, + % CSS properties + margin:, padding:, background-image:, border:, top:, left:, position:, width:, height:, + % CSS3 properties + transform:, -moz-transform:, -webkit-transform:, + animation:, -webkit-animation:, + transition:, transition-duration:, transition-property:, transition-timing-function:, + } +} + +\lstdefinelanguage{JavaScript}{ + basicstyle=\ttfamily\scriptsize, + keywords={typeof, new, true, false, catch, function, return, null, catch, switch, var, if, in, while, do, else, case, break, for}, + keywordstyle=\color{blue}\bfseries, + ndkeywords={class, export, boolean, throw, implements, import, this}, + ndkeywordstyle=\color{darkgray}\bfseries, + identifierstyle=\color{black}, + sensitive=false, + comment=[l]{//}, + morecomment=[s]{/*}{*/}, + commentstyle=\color{purple}\ttfamily, + stringstyle=\color{red}\ttfamily, + morestring=[b]', + morestring=[b]" +} + + +\title{GNU Taler} + +\author[C. Grothoff]{Christian Grothoff} +\date{21.6.2022} +\institute{Berner Fachhochschule \\ The GNU Project \\ Taler Systems SA} + +\newcolumntype{R}[2]{% + >{\adjustbox{angle=#1,lap=\width-(#2)}\bgroup}% + l% + <{\egroup}% +} +\newcommand*\rot{\multicolumn{1}{R{45}{1em}}}% no optional argument here, please! + + +\begin{document} + + +\justifying +\begin{frame}[fragile,plain] +\titlepage +\end{frame} + + +\section{Mass surveillance} +\begin{frame} + \vfill + \begin{center} + {\bf + What domain of digital communication should we be most concerned about? +} + \end{center} + \vfill +\end{frame} + + +\begin{frame}{Surveilance concerns} +Everybody knows about Internet surveilance. But is it {\bf that} bad?\pause +\begin{itemize} + \item You can choose when and where to use the Internet + \item You can anonymously access the Web using Tor + \item You can find open access points that do not require authentication + \item IP packets do not include your precise location or name + \item ISPs typically store this meta data for days, weeks or months +\end{itemize} +\end{frame} + + +\begin{frame}{Where is it worse?} + This was a question posed to RAND researchers in 1971: + +\begin{quote} + ``Suppose you were an advisor to the head of the KGB, the Soviet Secret Police. Suppose you are given the assignment of designing a system for the surveillance of all citizens and visitors within the boundaries of the USSR. The system is not to be too obtrusive or obvious. What would be your decision?'' +\end{quote} +%The result: an electronic funds transfer system that looks +%strikingly similar today's debit card system. +\pause + \begin{center} + \includegraphics[height=2cm]{pics/nsa_spy.jpg} + \end{center} +\vfill + \begin{center} +``I think one of the big things that we need to do, is we need +to get a way from true-name payments on the Internet. The credit +card payment system is {\bf one of the worst things} that happened for the +user, in terms of being able to divorce their access from their +identity.'' \hfill --Edward Snowden, IETF 93 (2015) +\end{center} +\end{frame} + + +\begin{frame}{What is worse?} + \begin{itemize} + \item When you pay by CC, the information includes your name + \item When you pay in person with CC, your location is also known + \item You often have no alternative payment methods available + \item You hardly ever can use someone else's CC + \item Anonymous prepaid cards are difficult to get and expensive + \item Payment information is typically stored for at least 6 years + \end{itemize} +\end{frame} + + +%\section{The Bank's Problem} +\begin{frame}{Banks have Problems, too!} + + 3D secure (``verified by visa'') is a nightmare: + + \begin{minipage}{5cm} + \begin{itemize} + \item Complicated process + \item Shifts liability to consumer + \item Significant latency + \item Can refuse valid requests + \item Legal vendors excluded + \item No privacy for buyers + \end{itemize} + \end{minipage} + \begin{minipage}{5cm} + \includegraphics[width=\textwidth]{illustrations/cc3ds.pdf} + \end{minipage} + \vfill + Online credit card payments will be replaced, but with what? +\end{frame} + + +\begin{frame}{The Bank's Problem} +\vfill + \begin{textblock*}{12cm}(0.5cm,1cm) % {block width} (coords) + \begin{itemize} + \item Global tech companies push oligopolies + \item Privacy and federated finance are at risk +% \item 30\% fees are conceivable + \item Economic sovereingity is in danger + \end{itemize} +\end{textblock*} +\begin{textblock*}{4cm}(3.5cm,5.2cm) % {block width} (coords) + {\includegraphics[width=\textwidth]{competitor-logos/amazon.png}} +\end{textblock*} +\begin{textblock*}{2cm}(7cm,3cm) % {block width} (coords) + {\includegraphics[width=\textwidth]{competitor-logos/alipay.jpeg}} +\end{textblock*} +\begin{textblock*}{2cm}(3cm,3.5cm) % {block width} (coords) + {\includegraphics[width=\textwidth]{competitor-logos/paypal.jpeg}} +\end{textblock*} +\begin{textblock*}{2cm}(9cm,5cm) % {block width} (coords) + {\includegraphics[width=\textwidth]{competitor-logos/applepay.jpeg}} +\end{textblock*} +\begin{textblock*}{2cm}(7.5cm,5.9cm) % {block width} (coords) + {\includegraphics[width=\textwidth]{competitor-logos/samsungpay.jpeg}} +\end{textblock*} +\begin{textblock*}{1cm}(9.5cm,6.3cm) % {block width} (coords) + {\includegraphics[width=\textwidth]{competitor-logos/android_pay.png}} +\end{textblock*} +\vfill +\end{frame} + + +\begin{frame}{Predicting the Future} + \begin{itemize} + \item Google and Apple will be your bank and run your payment system + \item They can target advertising based on your purchase history, location and + your ability to pay + \item They will provide more usable, faster and broadly available + payment solutions; our federated banking system will be history +% just like SMTP is now Gmail. + \item After they dominate the payment sector, they will start to charge fees + befitting their oligopoly size + \item Competitors and vendors not aligning with their corporate ``values'' + will be excluded by policy and go bankrupt + \item The imperium will have another major tool for its financial warfare + \end{itemize} +\end{frame} + + +\begin{frame} + \vfill +\begin{center} +{\bf Do you want to live under total surveillance?} +\end{center} + \vfill \pause +\begin{center} +{\bf You think it's not total because there is cash?} +\end{center} +\vfill +\end{frame} + + +\begin{frame}{Central Bank Digital Currency (CBDC)} + Over 80 central banks have started initiatives to introduce a CBDC: + + \begin{itemize} + \item ECB: Report on a Digital Euro / Eurosystem report on the public consultation on a Digital Euro + \item Bank of England: Just initiated a task force + \end{itemize} + China is leading with the most widely deployed solution today. +\begin{center} + \includegraphics[width=0.8\textwidth]{cbdc-news.png} +\end{center} +So what are their plans? +\end{frame} + + +\begin{frame}{The Bank of International Settlements} + \begin{center} + \movie[%scale=0.6, + autostart, + poster] + { + \includegraphics[height=0.6\textwidth,width=0.8\textwidth]{white.png} + } + {bis-cbdc.mp4} + \end{center} +\end{frame} + + +\begin{frame} + \vfill +\begin{center} +{\bf But CFT is good! No more financial crime supporting terrorism!} +\end{center} + \vfill +\end{frame} + + + +\begin{frame}{The Emergency Act of Canada\footnote{Speech by Premier Kenney, Alberta, February 2022}} + \begin{center} + \movie[%scale=0.6, + autostart, + poster] + { + \includegraphics[height=0.6\textwidth,width=0.8\textwidth]{ca.png} + } + {emergencyact.mp4} + + {\tiny \url{https://www.youtube.com/watch?v=NehMAj492SA} (2'2022)} + \end{center} +\end{frame} + + +\begin{frame} + \vfill + \begin{center} + {\bf Let's stop preaching to the choir. $<$/motivation$>$} + \end{center} + \vfill +\end{frame} + + +\section{Introduction to GNU Taler} +\begin{frame}{GNU Taler} + \vfill + \begin{center} + {\huge {\bf Digital} cash, made \textbf{socially responsible}.} + \end{center} + \vfill + \begin{center} + \includegraphics[scale=1.5]{taler-logo-2018.pdf} + \end{center} + \vfill + \begin{center} + Privacy-Preserving, Practical, Taxable, Free Software, Efficient + \end{center} + \vfill + \vfill +\ % +\end{frame} + + +\begin{frame}{What is Taler?} + \framesubtitle{\url{https://taler.net/en/features.html}} + \noindent +Taler is + \vfill + \begin{itemize} + \item a Free/Libre software \emph{payment system} infrastructure project + \item ... with a surrounding software ecosystem + \item ... and a company (Taler Systems S.A.) and community that wants to deploy it + as widely as possible. + \end{itemize} + \vfill +\noindent +However, Taler is + \begin{itemize} + \item \emph{not} a currency + \item \emph{not} a long-term store of value + \item \emph{not} a network or instance of a system + \item \emph{not} decentralized + \item \emph{not} based on proof-of-work or proof-of-stake + \item \emph{not} a speculative asset / ``get-rich-quick scheme'' + \end{itemize} + \vfill +\end{frame} + + +\begin{frame}{Design goals for the GNU Taler Payment System} + GNU Taler must ... +\begin{enumerate} + \item {... be implemented as {\bf free software}.} + \item {... protect the {\bf privacy of buyers}.} + \item {... must enable the state to {\bf tax income} and crack down on + illegal business activities.} + \item {... prevent payment fraud.} + \item {... only {\bf disclose the minimal amount of information + necessary}.} + \item {... be usable.} + \item {... be efficient.} + \item {... avoid single points of failure.} + \item {... foster {\bf competition}.} +\end{enumerate} +\end{frame} + + +\begin{frame} +\frametitle{Taler Overview} +\begin{center} +\begin{tikzpicture} + \tikzstyle{def} = [node distance= 5em and 6.5em, inner sep=1em, outer sep=.3em]; + \node (origin) at (0,0) {}; + \node (exchange) [def,above=of origin,draw]{Exchange}; + \node (customer) [def, draw, below left=of origin] {Customer}; + \node (merchant) [def, draw, below right=of origin] {Merchant}; + \node (auditor) [def, draw, above right=of origin]{Auditor}; + + \tikzstyle{C} = [color=black, line width=1pt] + + \draw [<-, C] (customer) -- (exchange) node [midway, above, sloped] (TextNode) {withdraw coins}; + \draw [<-, C] (exchange) -- (merchant) node [midway, above, sloped] (TextNode) {deposit coins}; + \draw [<-, C] (merchant) -- (customer) node [midway, above, sloped] (TextNode) {spend coins}; + \draw [<-, C] (exchange) -- (auditor) node [midway, above, sloped] (TextNode) {verify}; + +\end{tikzpicture} +\end{center} +\end{frame} + + +\begin{frame}{The Taler Software Ecosystem} + \framesubtitle{\url{https://taler.net/en/docs.html}} + Taler is based on modular components that work together to provide a + complete payment system: + \vfill + \begin{itemize} + \item {\bf Exchange:} Service provider for digital cash + \begin{itemize} + \item Core exchange software (cryptography, database) + \item Air-gapped key management, real-time {\bf auditing} + \item {\bf LibEuFin}: Modular integration with banking systems + \end{itemize} + \item {\bf Merchant:} Integration service for existing businesses + \begin{itemize} + \item Core merchant backend software (cryptography, database) + \item Back-office interface for staff + \item Frontend integration (E-commerce, Point-of-sale) + \end{itemize} + \item {\bf Wallet:} Consumer-controlled applications for e-cash + \begin{itemize} + \item Multi-platform wallet software (for browsers \& mobile phones) + \item Wallet backup storage providers + \item {\bf Anastasis}: Recovery of lost wallets based on secret splitting + \end{itemize} + \end{itemize} +\end{frame} + + +\begin{frame} +\frametitle{Architecture of Taler} +\begin{center} + \includegraphics[width=0.9\textwidth]{operations.png} +\end{center} +\end{frame} + + + +\begin{frame}{Usability of Taler} + \vfill + \begin{center} + \url{https://demo.taler.net/} + \end{center} + \begin{enumerate} + \item Install Web extension. + \item Visit the {\tt bank.demo.taler.net} to withdraw coins. + \item Visit the {\tt shop.demo.taler.net} to spend coins. + \end{enumerate} + \vfill +\end{frame} + + +\begin{frame}[c]{Example: The Taler Snack Machine\footnote{By M. Boss and D. Hofer}} + \framesubtitle{Integration of a MDB/ICP to Taler gateway.\\Implementation of a NFC or QR-Code to Taler wallet interface.} + \vfill + \begin{figure} + \centering + \includegraphics[width=1.0\textwidth]{design} + \end{figure} +\end{frame} + + + +\begin{frame} \frametitle{Performance} \framesubtitle{Legacy Payment Systems} + \centering + \begin{minipage}{0.32\textwidth} + \centering + \visible<1->{Bitcoin}\\\vspace{1em} + \only<1>{? TPS} + \only<2->{4 TPS}\\ + \visible<3->{ + \vspace{2em} + \includegraphics[width=0.2\linewidth]{performance}\hspace{1em} + \includegraphics[width=0.2\linewidth]{mining} + } + \end{minipage} + \begin{minipage}{0.32\textwidth} + \centering + \visible<4->{PayPal\\\vspace{1em}193 TPS}\\ + \visible<5->{ + \vspace{2em} + \includegraphics[width=0.2\linewidth]{privacy} + } + \end{minipage} + \begin{minipage}{0.32\textwidth} + \centering + \visible<6->{Visa\\\vspace{1em}1'667 TPS}\\ + \visible<7->{ + \vspace{2em} + \includegraphics[width=0.2\textwidth]{privacy} + } + \end{minipage} +\end{frame} + +\begin{frame} \frametitle{Performance} \framesubtitle{CBDC Projects} + \centering + \begin{minipage}{0.32\textwidth} + \centering + \visible<1->{e-Krona (Sweden)\\\vspace{1em}100 TPS}\\ + \visible<2->{ + \vspace{2em} + \includegraphics[width=0.2\linewidth]{performance}\hspace{1em} + \includegraphics[width=0.2\linewidth]{privacy} + } + \end{minipage} + \begin{minipage}{0.32\textwidth} + \centering + \visible<3->{e-CNY (China)\\\vspace{1em}10'000 TPS}\\ + \visible<4->{ + \vspace{2em} + \includegraphics[width=0.2\linewidth]{privacy} + } + \end{minipage} + \begin{minipage}{0.32\textwidth} + \centering + \visible<5->{GNU Taler \\\vspace{1em}28'500 TPS}\\ + \visible<6->{ + \includegraphics[width=0.2\linewidth]{performance}\hspace{1em} + \vspace{2em} + } + \end{minipage} +\end{frame} + +\note{ + \href{https://www.cleanpng.com/png-computer-icons-privacy-policy-personally-identifia-956152/}{Privacy} + \href{https://icon-library.com/png/116428.html}{Applicability} + \href{https://www.pinclipart.com/pindetail/ibToJmx_vector-performance-icon-clipart/}{Performance} + \href{https://www.clipartmax.com/middle/m2H7G6G6G6b1b1b1_icon-for-mining-clipart-mining-computer-icons-clip-miner-icon-png/}{Mining} +} + + +\begin{frame}{GNU Taler Capabilities} +Today: +\begin{itemize} +\item Free software +\item Gives change +\item Can provide refunds +\item Integrates nicely with HTTP +\item Handles network failures +\item High performance +\item Formal security proofs +\end{itemize} +Ongoing work for the next release: +\begin{itemize} +\item Wallet-to-wallet payments +\item Payments with zero-knowledge age verification +\item Internationalization $\Rightarrow$ \url{https://weblate.taler.net/} +\end{itemize} +\end{frame} + + +\begin{frame}{Visions} + \begin{itemize} + \item Be paid to read advertising, starting with spam + \item Give welfare without intermediaries taking huge cuts + \item Eliminate corruption by making all income visible + \item Forster regional trade via regional currencies + \item Stop the mining by making crypto-currencies useless for + anything but crime + \end{itemize} +\end{frame} + + +\begin{frame}{Many ideas for future work} +\begin{itemize} +\item Address remaining scalability challenges (get to 100'000 TPS) +\item Porting to more platforms (Web shops, iOS, embedded) +\item Integration of P2P payments (e-mail, SMS, twitter, Signal, etc.) +\item Implement currency conversion service +\item Improve design and usability for illiterate and innumerate users +\item Integration with KYC/AML providers +\item Federated exchange +\end{itemize} +\begin{center} + {\bf ... except not funded yet: \\ + EIC did not fund our ``IP-less'' FLOSS company.} +\end{center} +\end{frame} + + +\begin{frame}{CBDC Initiatives and Taler} + Taler can serve as the foundation for a \emph{bearer-based} \emph{retail} CBDC. + \begin{itemize} + \item Taler replicates physical cash rather than bank deposits + \item Taler has unique design principles and regulatory features that align with CBDC + requirements + \item ECB survey has identified privacy as a primary requirement of end users + \end{itemize} + But privacy is {\bf not} what any of them are implementing today! +\end{frame} + + +\begin{frame}{Taler: Unique Regulatory Features for CBDCs} + \framesubtitle{\url{https://www.snb.ch/en/mmr/papers/id/working_paper_2021_03}} + \begin{itemize} + \item Central bank issues digital coins equivalent to issuing cash \\ + $\Rightarrow$ monetary policy remains under CB control + \item Architecture with consumer accounts at commercial banks \\ + $\Rightarrow$ no competition for commercial banking (S\&L) \\ + $\Rightarrow$ CB does not have to manage KYC, customer support + \item Withdrawal limits and denomination expiration \\ + $\Rightarrow$ protects against bank runs and hoarding + \item Income transparency and possibility to set fees \\ + $\Rightarrow$ additional insights into economy and new policy options + \item Revocation protocols and loss limitations \\ + $\Rightarrow$ exit strategy and handles catastrophic security incidents + \item Privacy by cryptographic design not organizational compliance \\ + $\Rightarrow$ CB cannot be forced to facilitate mass-surveillance + \end{itemize} +\end{frame} + + +\begin{frame}{Requirements: Online vs. Offline CBDC} +\framesubtitle{\url{https://taler.net/papers/euro-bearer-online-2021.pdf}} +\begin{itemize} + \item Offline capabilities are often cited as a requirement for CBDC + \item All implementations must either use restrictive hardware elements and/or introduce + counterparty risk. + \item[$\Rightarrow$] Permanent offline features weaken a CBDC solution (privacy, security) + \item[$\Rightarrow$] Introduces unwarranted competition for physical cash (endangers emergency-preparedness). +\end{itemize} +We recommend a tiered approach: +\begin{enumerate} + \item Online-first, bearer-based CBDC + \item (Optional:) Limited offline mode for network outages + \item Physical cash for emergencies (power outage, catastrophic cyber incidents) +\end{enumerate} +\end{frame} + + +\begin{frame}{Switzerland?} +\begin{itemize} + \item SNB published paper on GNU Taler design: ``How to issue a CBDC''.\pause + \item SNB official line is: ``We do not need a CBDC for Switzerland'' (yet?).\pause + \item BoJ waits for ECB/US Fed to ``make first move''. Same for SNB?\pause +\end{itemize} +\begin{center} + {\bf Digitization is NOT something you just sit out.} +\end{center} +\hfill +\begin{center} + {\bf Early movers will set the standards.} +\end{center} +\hfill +\begin{center} + {\bf For now, that's the Chinese.} +\end{center} +\end{frame} + + +\begin{frame}{What's next?} +What Taler {\bf developer} community will try to do: +\begin{enumerate} + \item Work out kinks in the GNU Taler implementation. (Help appreciated!) + \item Deploy GNU Taler in Switzerland or Lichtenstein as a commercial payment system. + \item Integrate GNU Taler wherever possible. (Help required!) +\end{enumerate} +What {\bf all} of you can do: +\begin{enumerate} + \item Spread the word. + \item Demand to use it, when available! +\end{enumerate} +\hfill + +\pause +Or, simply wait for the Chinese present to be our future: +\hfill +\begin{center} + ``Citizens blocked from attending protest against freezing of their bank accounts + by Covid-apps turning red.'' --\url{https://shorturl.at/jvzAG} (CNN.com) +\end{center} +\end{frame} + + +\section{References} +\nocite{cbdc2021chaum} +\nocite{taler2016space} +\begin{frame}{References} +\bibliographystyle{plain} +\bibliography{extra} +\end{frame} + + +\end{document} diff --git a/presentations/2022-netpol/operations.png b/presentations/2022-netpol/operations.png Binary files differ. diff --git a/presentations/2022-netpol/performance.png b/presentations/2022-netpol/performance.png Binary files differ. diff --git a/presentations/2022-netpol/pi.png b/presentations/2022-netpol/pi.png Binary files differ. diff --git 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Bold';font-variant-ligatures:normal;font-variant-caps:normal;font-variant-numeric:normal;font-feature-settings:normal;text-align:start;writing-mode:lr-tb;text-anchor:start;stroke-width:0.91635287px" + id="path4790" /> + <path + d="m 1682.1591,706.23261 11.1062,-4.50846 -11.1062,-5.05827 v -5.31484 l 18.1071,9.05356 v 3.07895 l -18.1071,8.02725 z" + style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:36.65411377px;font-family:sans-serif;-inkscape-font-specification:'sans-serif, Bold';font-variant-ligatures:normal;font-variant-caps:normal;font-variant-numeric:normal;font-feature-settings:normal;text-align:start;writing-mode:lr-tb;text-anchor:start;fill:#aa3939;fill-opacity:1;stroke-width:0.91635287px" + id="path4792" /> + </g> + </g> + <g + id="g10706"> + <rect + 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eOWNqfLVs23efBgG+J5s2b2z2mbt26LDY2Nv6Yzp07q+67ePFipgREWWCMiUR2d7YTErg9IaT69+/vUOK4ebWieXq0Xbt2qvvWrFnTym9q9uzZJJ6Up/xQtSC3jv6hooWgggjLQV0tgUDwN+DXZWu5owvmbKPzuPSSyS3ZLwcLTElVrlyZXbp0SQy+iGCg3MnWrVvZ06dP4yMXwP/+9z9hemnvnLlz57YSAFiBpkfERUVFxR8zZswY1X0xXYcolBawag/TgO5oMyTSWwKrDt3xOWvXrrX6HK1Ec0xj3rp1K37fQ4cO2T0/kvUt0bRpU8X9ypUrJ8Q0IouYbrSX8O6nHMOZVkd/AcuT6/Ix3SV9VgsEAoFgeDTiPC93bt0k07SePWSUTLlTof46OGTKlIkdPHhQDKKIftgmTGPAxLRQcHBw/GALcdW6dWvN8yJR3DJ5fPPmzbquxTKPB0JOa/9kyZKxTz/91OrabAFjSnvTYc6wWbNmVp9z7tw5t9wfGI2agelMyU7elmWbL1q0SNdnWK7yg5A2m51aEq7xCxYsiBeNiHz9+uuvwqMKAi6AxNRTOUJlb7UexBNKz0RKJg+qbtQFEwgEX0U+yVQ/C53gaklfzsNrnN/5+6CAqBFEEdCkSRO7gzQcwy3x3nvvaYocTLOZgYFXTxTDfD0AVv/p/S4dO3YUguD58+eKggrTWK5sO0yZWQI2Dq6+PxA0lvjnn38094dfliW++uorXZ+DaKQlhgwZoil2YU1hiwwZMgRihAriKIOO/mSiLKiOSqYFKgQCgeAzmC+9TAB9Q+cxwzmf+fsggEHaLIw2bdqk65j8+fNbDZ6IkCBSIan4LEFcmHHjxg1hNGnvM/78889E5R0hj8s2Pws4ffq0EHeuaj9EwiyBfDJX3yOshLSEvRwmmJs6Y8SJWoWWkUDYVWi5p0+YMMHqc+xFDv2cDzl76uhXskovVwavoa6ZQCAYHc0lU0075CnocS9GIWLkTt0JhM4fIsrSasCRxOxffvnFahDdsGGD3RIuAKac9PgXff/991bnr1ChgtPfEyvTzHj27BnLmjWry9rwu+++s7rOefPmJep+INHe1jcLUTRHavmhtqAzIhQC0zLfDPYVWqJ33bp1Vp9TsWJF8fe3335beHZBDJtXVcJAtEGDBoEgqOA/11hHX4MyM6csIlpk6EkgEAwF/Oozl3QZJOlL8oSH1C3OuED5FY0IhDmpG/915Ng33ngjQbRHrSjwgAEDrPYrUKCA3fNjULYEBIukUgZFz1QhDDnNuVKYnnRVG06aNMnqOnE9zp4Lydv3799P8PcOHTpYfYaWvQOS7y3x77//OiSkLJPUkQOltqAAYi8oKMhq+rV69eoiR8xyxaUtAqTeX5zc/+hZ4ddKMq0aRt+Tj7puAoHgbaSQTCZ66MyQD1VQxzEoRLzSVzvtvHnzspYtWwrvJVgLZMmSRfex33zzjUMru2y5d+9eq0FyxowZuorn2hYXlnQ4c6tNOx44cECYSdo7F8woASSk6/Gy0su///7b6jqHDh2aKIsDWDZIKvUEzYJXyzizcePGVteDe+yIkLIswIwcKLUEcjx3EKWWgFhFXhVW/L377rts5syZVtvNqz7t1Qj0MyKtwF46AewRFsj7z5H05VsRCASCy1FcMq2kQXkWvX5QI321g4aZonmVnS0mTpyoy10bNgeOlByR7Cz9P378uOLnQrhYAtYJes6PKIe9mnsrVqzQFWUyG1riO6uVnHGUSq7mmO5y5lxmm4hKlSppOr1DCKJ+oaTTiBP5Vc5+HwgjRC2V9v3ss890TTeWLVvWKkJlaQgaYOyloz96UzKt7MP+TTlfoW6dQCB4AvB2WiV3PqMkU0FRe+gh+XAe1Oeff54gGmALiCy1QVAp4oNB09HrgGiy9HtCbo5aYVxLoNCwvXNnzpzZyrcKDulKK8JmzZoltv/333+a50MOF/DRRx8l2msLiexYrffw4UNVIYuokZJ9gKSSGH/q1CkRDUqVKlWC7bt27Yo/N2wQ1Kbb8Hk7duywsqdwJPozatQo3YnzliIc0IqEosQPcuP0uqZrJbj7OC9zfminb0Iawlfy/js581IXTyAQ3AUkhjeQO5xLOjsc1MQ67sudMRJ2ASzvx+qsokWLigjF4MGDrbyD7C1ftxU3zqyMg6iAaadlcrLawI0pOEsgAiNpJF1DlFlOM0E4lihRIsG+I0eOtBIOJUuWtBIjiD5h+T+AVWaJbX+IAlwXIkNIXA8JCRHtDkFpKfxsPaywWhHTp5iiRIQJ05GolwcrA3uROssyO2qROUnOebO0mkCCtz0xbUl4R1lCLTncNnJ17Ngxu+fWSlqHMIQfl+XqTgD5YhB3rsxpMwh3SKY8Ti2gUPpJicw8CQSCm4AaVnullyteUug4BiVdon29E8agCp8kpagEVt1ZDoaYUnFESKkVB9YSPJYC6eLFi6rTZu3bt7f6LKzkUzvvypUrRdJzr169EphdIh8MtffMflDmPC9EO5CfhIgNeOLECdFOOA/aAQnbeiNE9sQj8obglI4pS+QKwfoBghbtj9WFECCIWOH6hw0bJnKFUGJnz5497OzZs1bmmpYwm6DCo8n8eZMnT7baR0tIIRpoKeb0mJ+aiUidJbRy5tDOen3E7LFnz54iQmkG2gvRPDyLWHCAVZDmqWc/y62Cue8kHf1Wc3n/i5IpfYFAIBASjfZyx3JEsl9cGDkGyDWI8JUOFtEl+P4gVwalUiyFCVauoSaa1vG2tecwMKnti8HJkQiWkpCCODBj//79qvtiWs52Kgz5TYggIeIAbyrkz5jL02C6C0nLtkD059q1ayIah89HaZNVq1YliBph+nPQoEEiydzI9xvfAXYMliIWbWoZjbMEIl+tWrVSTAK3zVlDxEvPNSBqZWmZgM+AhYGkMu1mGUVTm46UdEzfQTBbTt2qCXmUpUEEEKLYkTqPPkLYs9Sy04/hh+IWef+eOn84EggEQgKgTMtZuTNpK0/taQG1sI5JPmJngAECBoiYKoqJiRGRBXjw3Lt3L77uGZKvf/jhB7uDoiUQ/VDLW2rbtq3VvojgOFI7DSLAsqwIzCklHQnfloBowiBpKRzKlCkj9keUB9i5c6dIZkbiNASZ5XQVBmR/y6nB6jlMhSFPDFEqCCT4akEwmu0J0G62K/LM0Rsz4J+l5x7CpNQSWu72eJYsCxzDXsGZ9retHQhXda39ixUrZvd59mGi+PluO30afhTWlPcP4sxJQwKBQHAEneTOZpekz5m8ry91pLb12pRgjjTpMbO0/KWPaS0MxEr7QTRZDooYnOEP5ci1I0/InJ+kZ/8qVaqIaTelSMvq1autavy5YirOX4n7ZGssClsJWFKYp/dwT9TuvfleQLxb5rhh2lTrc22tLH7++WeHr/3LL790ysQUxacBRBr99L6ifExXO30baoOa7Vp+oKGBQCDowT650/hMsr8cuADnY1/qPOFkbTm1VrBgQVaqVCkRfbAF8mv0nBMePnpdx+fMmWO1L3KenLl2+Bc5EslCblH37t1FbhMGb0RhSDi5ZqoQ08HIzzK7lCNpG/5UnTt3Zh9++KFI4LatkwcPKz3tb2u5ocdc1TZiamn6aTnNa6/oMd4PABFbP7+P1yT7yehVZOF1UzIlphMIBEICtOOM4jzE+ZadfRESH2v0DhJTJogYmM0lERHC1B1MHZWW9tvWitMb9cGAiClCS8B3SlJxqLYsCwIgAdjeZ+DaMUADS5YsIRFjUObMmZM1bNhQCCusFET0BxwzZoyIDGG6VY/nGIgImCWQV+Xo9UDIWQL5YLjG3r17CwsI2FhgiljpmjCtbYbRc99cQOR1DrLT7+WwiE71oSGDQCCYkZLzV7lzGKxjf0ShHhg5QoBkassEXQCDB8plwMZA63gUgrXEBx98oOtzv/jiC6vjli1bpunZZBZFZmhN8UBEQTzZOy/Rv2jpsA7AVsLRc9hGwmDsabkdCyzwwwJRJ6wOxApGs6iCPYQZ06ZNC5R2P68jOvW5vO9uuf8kEAgBjMqcVyVTMmVpHfvPlgycTI5l3JZmipZAUVfUMkO0QOscWD1liW3btumagkECMCJYlp48akaOkuw+jhwlS2B6EdOMkkUtOEQx4FWEfCq9oo7om8QCCDyneAaQxwfRb5lPh2loR84H005bqPlLIQcMQg1RL+RxwWLBctXnggULAuleIDI/wk5fmF8yeeSFcbahoYRACDwksfhVtUHH/m9z3jBy54coD6bXli5dKpKA4eljCYgorFbTMiqU5CK08E+yTB63l0ti5qJFi6w+s1GjRnaPQa4TSr08efIkQZ00EAnJP/74IwmNACAiqciJsp0mNpeqQVTVkfPZFqLWO1WNBHe8A2FhYfHHYqoyAO/JCcn+Ypsx8r7jKTpFIAQO4Nh7WH75G+vYH7lQkUbv9BA1sjUQRBkWS6Cch55zIRHYGX8grMqyBOwTHIlGwNcH0Qh4PeHfWFHniD0C0T+I/D1MuSGvyrI0EUrhOHKe6tWrO72wQZLrS8JLDXDEsd3PCCPP7+z0kUU5n8jRfSoxQyD4OerIU3NIKM9kZ9+CFoLLcEQeB3yZ4IekltgNUWJb5Ffv+W2h1+XZsvAv8MsvvwjzS5gc6kkqJxKVBBES1i9fvixynvAs6TnO7Atmxp9//knt6Tw3SaZkczWk5twq70tTfQSCn2KapN8LpYeROzXkMZmXdJvNJNWI0huWNdgwuOj5DPj1aCXpqtH8C95yig75LZiuCdDpEaKLiKgQcuvsTU+r/SDAKj1qx0QRJa+aafSbSJn4VN53NQ05BIL/AI682zifc75nZ9/XOH+TOwLDJZUj2fbXX3+NHxiwws7eMUjedaYsC6bWLKdVsApQz3HwarIEcrWwBJ0GoYSO3aifh2LK8EYqXLiwmNIsW7asyO1ByZ6qVauyatWqC+Lf+FsFvg37oKAyjkG0D+dAjpwzpVP8nSjYnJhC2URFzpS086GwcOc25xXOQjQEEQi+jTcl06qSIM4MdvaFd9QLI3dgSLhF3hOWagMwOrR3DFYuWRaWxb/1fh6mUiyBkimSRo6WZU4KEs8diRz4GvF9QUyxgli1iET9QoUKiWRl2EEgxwd2DfDywspDpSRqi9gdrB/5/eGMBaNVaNoH+5qOUQYc5FFHEPUNIb7xrKAeIFZtougxoju4ZvP1+6s5KRZKYMGEGSjuTELIJbzPmd1On7pZ3rc1DUUEgm+iv/wSj9Wx78++0HmZE68xWCNapDe6ZOmHA/Tt21fXcbZFfLGiSm1f1GGDyINXFbx4/GnQSMsHY0SBkJOGRPxZs2az1avXCIF05vQpdvfObRYRHqYgZ7jYiYtisTGRLDoqnEVFhrLIiBDOYJkhLubL8+KzYvhn4rNZXLQsvGwKMoeFsNu3b7JTp04Ko0rYT8yYMYN9910/UagYETJ/qDOH72QGygWRo71Lp/q+ttO3fiHvO5uGJALBd4CQsznp0d5UXnrOI0aMdmCqRqvDv3Dhghgg9E4j2TpEo0SKnmNRtNXSCgEDLPyh4DqtVVfNlwiBiugZptpQSub9998XKxXhes3irKM+sbGRsiByhxDyPqMiw1hcbJS1HIyJFiveJkyYwFq2ailsCvB8os18pYAz8qPMgKs5iSCXch1nCo1+tpIc7f9HMiWlEwgEAwOeJ/B7wvx8ATv7wvrAcHXyEM1B7tP58+c1l1yPHDlSFFXV++saxpqWgggJ63qOg6OzLTBFBcPNrl27+uyve1g19OvXT9QFPHbsGLsedI29ePEsPpIUxwVTTHQ4FxehfimYHBNXoaItTALLNKX4/NlTdu3aVXb06FFhrIoahuXKlTfs/UZpIktvtUmTJmnuX7p0acrtc4y3OEtq9LfZZSGFPrcsDVUEgjFRU36ht9nZ7xU5HG2ojihjxoxWK95gqqm1f7Vq1fhAdk13RKB9+/ZWYgjGnXqOGzBggNWqPwycvjTAwJ+qWLFirGXLlmzmzJns4sWLVnlJ0VFhLCI82G8jTO5lsGg7TFta4syZ06JoMaaG4QeFPD2jPA9wLzeveIVVx0cffSSuEfl/SN7v2LGjiF7BVb18+fIkkBxnRzv971J5v49oyCIQjIUR8svZSxZKakjK+Z/ROh+IJltnb+Qc2TvOUaNAy6RbwN4AB2dyc6I6Eqex9FxvwVlvEuU9IBSv37jBnjx+zMLDQhXylIjujGBFy/lZYeEh7PHjRywoKEiUWdHjdu9uIgEdBb1RCsYW+KGAbXp904iK/NNOf/2hvN8SGroIBO8D+VBzOGN1/BIqLRmszAuiSkqduXnVVb169TSPxy9ruH/r/TzUrbMEcl7U9v3222/F9CKmv4wsnpB4j2jT+PET2MmTJyyCTdEWCdgkbrwducJ/LRPejxw5zEaPHs2aNWsuVhF68xmC1QeeI1/J9/IRHpVMpsZqwPQe8qb2S/ZXVBMIBDfiDGeEZCqgqYX3ZLFlqDIYERERYgVd8+bNhU+TEpALpXaOFStWsI8//lj3ZyJJ3LIQLHKdMPVl3o5Ea8miCLFRB5bKlSuLJf3h4eEsKiqCM4xymXySpsgV7iGexblz51oVrSb6PMM5K9qZITgv75ePhjMCwbNAUiNqOx2UTCvvtDDFVzoeCCokcdsCpS0sBY+ZcArHknW954cwgoWBLVDQGMWBHRFlnmSlSpXZgAEDRTuEhgbHJ4STEPEvmiNWz549YRs3bhQ5g7CdIEHi8/xRo39OzrlM/qHblIY2AsEzqCG/nBvt7Idltud8rdPB6qKTJ08mEDtRUVEiKdZy3/r164tae46c/6+//rJY1h7Dbty4Ic5jlO+PVYDI+4Lb96xZs+JztBC5ILERWMRKQfMiBxQshu1CABcP9nXu4HxVo78257l+TEMcgeBe9JVfNnvVyItJBsuHcpRINleCpZs5cksA+B/pOad55R7ECc5jpGkURMtgp7Bp0yZ28+aN+DwnSg4n4hngUlo8ElipunbtOrHajsSJz/GspO2G3kreb5b8/6/QkEcguA4ohjlDfsma29m3nmSgPKicOXOK1W5YKeTo8Vh+/fjx4wRiCvlUEE+I3qAgcI0aNeyea82aNWLaEMnjRmkfmDoi4X7dunUvLRZIOBDtJK5HRYTGPy/Lly9n5cqVE/YhJFR8gqhhWk6j/67DGSlP9yWloY9AcB12yS9hCTv7jZYMUGwYAgE5Hnfu3BFJtKiRd/v2bbZy5UqHpyaQIL527doEYgqO46htd+TIEVHXzd55cuXKJWrBGaEzbd26Ndu//wB78OCeiDSYjC9JJBCdmf6LEJHLe/fusl27dok6hyRWfL60DIyVkQN73M50IIFA0AEsiz0kmZzKX9fYLxnnRCN0EvDJ0QKEFQwiHT0vjDGRJ2WL48ePs+nTpxu644R4RNRg7NixLCIiXM55CiNrAqJLI1VmY9AXL56zoUOHiqlrX/A9C2D21+jTU0mmVdn37PT9BAJBA9ktfpUkt7OvIUw2kbRt6QK+c+dOkcxtC5hvItLk6PnfeOMNxak+fI4RO0pMPcIrCNccGREmiyca9Inup8mxPkxEbrHik0SLYblZo19Hv39AMtkj5KIhkUBwDMUlU00mlHtJaScEfNEoURcUA8Y0XocOHRLU7bIuTcJEQVxnPger+n7//Xercz18+NBQBYBbtGjB/li5kvKeiAaxVTBhyZIlwrWcxIvhCFPOLBr9/AJ5v7o0NBII+gAH8ijO5Xb2y8kZZpTOAPlKAEST0naUnLDFzz//7PTnYYWbJZIlS+bV748plOHDh5tsFaIjaQAnGjOnKiZK2H7Ao4oEjKF4X57OU8Noeb93aYgkELRhXv76i5393uGM8eaLD6PAHTt2xOdg7Nu3jy1cuFDzmJo1a8b7Iok8oeho4Zfk7DUg1+rChQviXIgCeaMd3n33XbZ69WoWFRlB0SeiT0WpQkOCxaq/unXrkpAxBlEypoJGv99T3q8HDZUEgjIayi/JWDv7feDtF75WrVrxYmj37t3xBYSrVKli99g//vgjQfJ5YkuxbN++XZTX8NT3T5UqlXBhv3v3Doknoh94VDF25cplIagwdU6CxuusptH/t5D3GURDJoFgjd7yy9HVzn4/evsl//HHH62iSgBclzFdgGRwPee4cuWK1fGTJ09O1DV16dKFi5q7HhFQM2bMkBPoYyl5nOhHyenh4plGnuO4ceNotZ/3vaa66PjRPYGGTgLBhE7yS9Hbzn5TJS8nUZtzgJRsCJ49eyYMOPWcq3jx4kJ4WUJPNEuNOBbThM6Yfuph/vz52YQJE0xm47FRLDKcbAuI/skI/mzDlwqAhcLrr+clYeM9alWwqCDvM5uGUEKgY4j8MtgrVrne2y/1mDFj2Llz50ReEkqz3Lt3z0oIPX36lKVOnVr3+UaMGJFAiCkVJtbDTJkyiXMULVrUpd+5cOHCIvcrJCSYxcZE0EBLDCjGxkSyFy+esW3btrHcuXOTsPEOp2uMC4XlfVbTUEoIVHwvvwRtNPZBaZgNRnihbVfFQTRB/FiiT58+Dp3z77//tjoepVIstzuSBBsREcEaN27sku9aqVIltmb1GnkFHgkoIgkqk33CYlamTBkSN57nPI0xAlY5EZy/0pBKCDQMlfT5gpwz8gveqlWrBFN8JUqU0H28ueiwJVCU9YcffhC+UygxkyZNGl3n2rJlS6KXdBcpUkR8blR0JBULJhIVEtOjoyJFWaa8eWnKz8PcpTFOwIMK9fl20tBKCBSMlF+M2hr7mB1tDf+CL1261EoIXb9+3aF6ep07d1YsJYOpREeuo2/fvqImnzPfAasQN2zYIFsyhFPpFiJRK0IVbbL6gDFuhQoVSOR4jus1xowikslXcCUNsQR/xwAdkai0kqm+ks+84JcvX7YSQVj148jxR48etcq1Qm6So9dQsmRJhxzOUb4lR44cwmGdLAyIRGdosk6A/chrr70m3ikSO24n6u8lVRk7UJs1hHM35ys03BL8EeMk+x4haeQXxade7mrVqiWIKLVu3Vr38YcOHRLHzJ49m2XMmNFpawJAz76Ylli5ciWLjo4U+R80IBKJzhMrWcPDQ0UJmixZspDYcT/3aYwhb8k5U3/QkEvwN/SSX4B3NPZ5jfOON15Mc3Tmyy+/ZAcPHoy3JoBZJlbstG3b1q7AGTx4sJWQ0pPfhM8dNmyY2P+DDz5I1HeAkSBQvnx5zdV9v/zyi2kKjzygiEQ3eFExkePoTFFyosORqTQqY0lWOTK1VjItWCIQfB7D5Ae/lsY+6TlveuOFhKv4pk2bWGxsLNPCkydPhJeSWQApnefUqVNWx+zdu1fzs7/66iv2119/saxZsyb6e0BIQQDaFkw2E3X9Hjy4z+LiomnQIxLdGaHi79idO7dZv379SPC4l6c1xpQC8j6/0RBM8HV0kR/mthr7ZOa86s0pOUShUAQY9fOQeA2Pp9OnTysKKoguTKNJOlfh9erVyyPfBREzoGfPnlZ/b9CgAbt//74pD4qMNIlEzxl7itIzV0RBcxI9buMxSb3Y8ducUZyzaCgm+Cq6yw96C419kFj+0BsvIIr8AlWrVlV1ModnzPPnzxOIIwgvtRISbdq0SbB/o0aN4iNZqM3njrD/zJkzxWd9+umn4v9z5crFzp8/z6KjIsjKgEj0omUCCnofO3ZMTK2T8HELL9rJmbJn7EkgGBKt5Yf3M419ML99yhsvXrly5YToeO+993RFevbv359AHI0cOVJxfwgsCC0zzHX5Tp48Kf47ZcoUliJFCpd+n+7du8d/XtOmTdmoUaMoD4pINAyDhbEtgFqdahFtYqK4W1JfqVdD3ucHGpoJvoJ6kqnoZB+NfRCKfeCtlw4Ffm1dxCU7dfZsXci1ErtR884WwcHB7K233nLp94CT+u3bt60+JzIykkWRgCISDZqQHiZqdTZs2JDEj+t5TmPMqSzv04OGaILRYVb+A+3sd9BbL9vAgQOF4ChUqJDDydzId7DE4sWLVfdftWpV/H5z585ladOmdfl3gQu5JeJiY2iwIhKNPt0n+0/BQLdAgQIkgFzLDRrjzkc6cnYJBK8CqyTg3zFXY59knGe99ZJhSu3mzZssOjpad+kVS+bJk4eFh4fHC5egoCBNk05Eh1q2bOm277Ns2TIrIRUVSZEoItF3BFWIeG8///xzMvN0LXdojEHd5H0q0pBNMBpycb6wI6KArd58wd544w0WGhoq8pZQdNiZc0ydOtVKvNhuz5kzJzt37hzbuXOnWyvG169fn929e0/Ow4olEUUk+ij5G8xOnTwpioWTCHIZF2iMQ+YyZUVo6CYYBek4b3Dul9TNz5AEuNbbLxfKqJhRrFgxp89jCVsn43z58rnV8gBThOZk8ojwEKqLRyT6jaBi7Pvvv6dkdNdxqsa4tUjeJzsN4QQjAAl+xyRtB9nZRnixateuHS+A/ve//zl9nlmzZsWfxx25T2qEH83tW7f4D1gy1SQS/VJM8Xf76tWrifqhR7RiP5UxCePVbs5bcsoJgeA1rOO8L5nKu6gtPR1slJeqcuXKmtEkvWzevHm8tYEnrhtibfLkyVRcmEgMEO8pAOWjXG2VEqDsqjGGnZBJYorgFcyXTDYHGTT2aW+kFwor9cx19ACYWDobGUJJGbifu/ua4bb+4sULUceLBhkiMbBq9z1+/NjltikByqoqY1QmOb93PQ3pBE/jS/nhrKaxT1OjvUyZM2dmjx49sopK1ahRw+Hz1K1bVxyLxHN3XStq9w0fPoKiUERigEen4viPtn7ff09iKPGspDJW5ZFMK84n0tBO8BSqyQ9lY419Xjfqy/Tnn39aCSlElhz1chk8eLA41l2/FDNkyMCuX7/OYqIpCkUkEkN4XxApiqLTVF+iGMaZWmXMqirPsHxBQzzB3SgsP5A/aeyTjzPUqC8TolK2uHHjhrAt0HM8jDmB/v37u+X6UHQ4IjxMlJSgAYRIJJoZFxPJXrx4zjp27ESiyHne08jpNZc2a0ZDPcFdSMr5XE4wVwMezquefjlQwgVLhiFy9BjbffzxxwnEFMo2FC9e3K6IQs28vXv3qhYtTkxC+caNG2kqj0gk2rVJWLJkCdkkOM/9GmPYCDkyVZiGfII7RBQsDrC64VWVfbDq4YgnXwjkEY0ePVpUVkf5FpRM2b17N2vRooXdYydNmqQoppYuXSpq5dnuX6JECXbp0iUhdpInT+7S71G1alV24/oNFhcbRQMFkUi0H52KixbVE+z9+COqcpukvtJ8IecTedwjEFyGaZwhnGk09pkqeXgF3sOHD5ka1q9fb9fj6eeffxblYpSwf/9+NnLkSDZixAh28OBB8bf58+eL41xVzgHn6dixI0WhiESi067ozZo1I2HkHPtrjGfHOU+SmCK4CkM5YzgLaewz1pMvAMzqUOrFHm7fvs0yZcqkeS44ke/bt0/zPJs3b2YFCxZ0S+J7bAxFoYhEYiIS0XkfsmLFChJGzvFrlTENQYMozjkkAQiJRRX5Yeussc87nn74Dxw4IATO0aNHWadOnYSwQu052yK+wIULF3QlkqMu3ieffMLGjx/P5syZw8aOHcs6d+7MXnvtNZdff9GiRdnNmzewZpAGAiKR6JK8qbNnz4gfhiSOHCLEUlmVsa2YvA+t5CM4jXw6wp9lPP3gm93JMXWntL1Ro0bC0sASz58/d2sBYUf44YcfmqbyIkNpACASiS53RK9Xrx4JJMeZU2WM6ypvz0+SgOAMzkumWkRqCXkpOW96+oH/7bff2L179zT3adq0qUgct8T9+/dF0WJvvqyIcpmKDVOhYSKR6K7oVCwbNGgQiSPHeFpjLIRRZ5iG2CIQFPEn5x07+1zx1ENuaTUAz6fFixfbPaZatWoJEsnDwsLckutkjzDRg2UC5UMRiUSPiKnYGBG1T5YsGYkk/dylMta9Io93+0gaEPSih/xQFdPYZ7qnHm64fO/atUskjUOQPHjwgPXu3VvXsaVLl2bPnj1LIKYaNmyo6OPkjusvXLiwWKbMWDR18EQi0YORqRh26tRJlidPHhJJ+jlAZcxLy/mIcxFJBII9mJ3LW2js47FCxLAH2LZtW/wKvOzZs4taeUgC13sO+KyEhIRYiam4uDjWoEEDYbCZMWNGseJlx44dLr/+MmXKsOhoikIRiURvMVS4oVPhY4eoVkO2lrz9fZIKBDVk5nzMOV9jn5Kc0Z56oLGCzhJ3794V03VfffWVQ+d5/fXXRSTLFlevXhXnhL0BzD1dee1ffPEFv9YIkQBKnTmRSPRaEnpUGAsPDxMLXUgk6SI8E99QGQO7yPvkIclAUMJGzgsa21Nx3vfUw9y8eXNVX6cJEyY4fL4cOXKwmzdvJjgXSr4gMuXKKNovv/xCJptEItFwFgnfffcdCSV9PK6x0GqVPBamItlAsMQEWYVnV9mOsjCHPPUQp06dWrz0p0+fjp/aswTMOBFlcvS8WbNmFVODZsCHytXJmJgipILDRCLRkOad0ZFi5TMJJV3copF8Hsw5j6QDwYxy8kPzgcY+P3jyAf79999F+Rbz/yM5XMnJvHr16g6fe/jw4eJYJIC70mwzffr07PDhQ2SySSQSDR+Zwg8+LN4hsWSXHVXGxALy9k9JQhBSyA/DTxr7vGeEB/rNN99UnOYrV66cQ+dBUWMkrrtyOg+CLDTUlItAHTWRSDQ6o6PChR+fK/tBP2ZplbGxv5wznI2kRGADoUv4YyRX2Z5GTkA3xAONlSdwKbdFixYtdLuKw5gzb968Lq37h3NGk4giEok+Nc0Xwa4HBZE9gn0GcSZRGSN/l8dQQoCig/yQZNDY55zRHmr4PT19+jSBmGrTpo3dYz/77DORdO6qa6lUqRIllROJRN+lXFamSJEiJJi0uV5ljMzE+VDSXu1O8FOUlR+O9hr7jDTqQw0/KUSBbNGjRw+PXcMHH3wglhRTZ0wkEn29Rl9ISDCrXbsOCSZtfqUyVpprztYiaRFYOMW5Q2N7SUceMG/Ns58/fz6BmBowYIDVPhUqVHB5WZiWLVuaIlFUM49IJPoBUf+TCh7bZYykXm9voLxPFpIXgYHfJFOx4aQq22GBEKz34YJ9wLFjx9j27duFW7gnH+xUqVKxs2fPJhBT+/btE47mvXr1YjExMaJMi6s+8/vvv2dxcTHU+RKJRL9zQY+JiWZdu3Yl0aTOB5K6f9Q1yeTHSPBz1JUfhvoa+/zuyIO1dOlSKxETHh7OZsyYwerXry98mzzxcEM4qaFJkyYu+5xPP/2UsbhYFhHh+5GouNhI/l0ihV0DanLh/2Oiw0XSvImhIuRvyZfbEhLHguK8/Hzgi+dP2N07N9itm9fYk8f32fWgy2zFb0vZb8t/5X+/SQn6LpmWCWGxMRFym8eKNjX/P7Uv0ZnIFH4otm3blkSTOierjJ0Z5O3dSGr4NyI5h2ts/8ZhYaEC1LODqNq/f79ikWBX899//01wDTVq1HDZ+YcOHSpElD90lhhoZ86YJgpCoxh03Tp12ODBg9ifWzexo0f+ZWfPnmRXLl9gN29cs+KVy+fZpYvn2MULZ9mpU8cEjxz+lx0+9A8Xs7vZ6lUr2YjhQ7l4fUeIaBirYtoXRPTQ0rcmadKk7ObNqzR4JSKvBaI1NOQ5mztnJmvcuBHLkiULS5MmDW/3VGIhxNkzJ6hEEdFpr6mePXuSaFJnU5Ux9AvJZIlQiOSGf2KzpF0CpoA8B6z7YcJgeP36daYHsC1YtmwZ69Chg1siVRi04YtihivD0/369RO/9iP8ICfqNBc/2bNnM0RnVKjQ2yz4xRMauBwUUNeuXWIjRgxjFSqUt++btms7RaaITtAUmfrkk09JNCkzVCMfartkqgRC8DOYq1aXspOA7vADlStXLlFIGIyMjBSRKD34559/xPQfigWjPp0rHu5NmzaJc7dv395lL8zAgQMRX/ObQfiTT4yV/7Bp0zoxJUgDl/5IQeHChXS3b+NGjUTkitqO6Ozz1r17dxJOylynMpbC6PoF52iSHv4DzNtGcfbS2GdSYh4oFOmFgKpYsSKrU6cOGzt2rKI9gRKePXsm6un16dPH6ZItEGKISEVFRYlkcFe9KIMHD5ZLvvjL6rxQLl6NtSpn756dFDFxcFp27ZpVutu3TJnSJKSIiXvmYqPZF198QcJJmd+ojKnt5e0FSIL4PlBccRvnWUndvfxNeU43UQ/UhQsXhCiy/FvZsmXZunXrRKFgrJ7Tg0OHDrFmzZqJ3B1Eq/R+/saNG9mwYcNc9oLgV5i/TOdZJpLWqlnTUB3Rf//+TULKicjiwoXzxY8He+1bqVJFElLERE/zAfDOI+GUgIg8qVkirJbHXoKPo558s/Nq7HPfFQ8UauFhem/RokUJtqVLl46VLFlSJGy/ePFCl6DCfrBVGDJkiGakCmKrf//+ItE2SZIkLrM48JfEcmshFcJq16ql+d2TJ0/O+n7dm7Vr96H8t1ccjA4mYaNGjmD79u5iVatUtrv/yZNHKSHayVWXV69cYCVKFNds3yZNGpOQIrosMtWlSxcSTwl5SmVszSznUv1CUsR3kV6+yX009pnpygcKESE9hYSxogiJ50qlXtTw33//sU6dOrFChQqxjBkzipVgEG8oQIxpQVd9h1atWvmNxYFSJAOru9S+e9WqVXhLR8tkbP/+3bytMziQj9PQZH8gD9yI6OXKnUvzmMuXLtAglYj7+ezpIztlkT4R04HUXsREU1gjxLK6dcm0U4EDVcbYLpxxnHlIkvgmlsnRJjXjzfzueKCQ74RcJSytt7dvcHCwyK2C79SdO3d0CaqIiAj2+PFj9uDBAzFduHfvXpddO4oa+3PtPAy8Xbp0UnWnf/rkQYL9YW2gZzFAyZIlEgzYOB6WClqRwhvXyQIhccnA0ax//36q7Tth/BhK5ie6NM8SqF27NoknayIPOZ3KWPsr51WSJL6HyvLNfVtlO/KlHrnjgcqfP78QOMuXL9ecjjt16pR4IS2nAjH9h8R15EnpwbVr11x23ZUrV+adRIRf5UQpCalvvvla8fvv37dbMXIBNGpk37F+yeKFilNI+Fvp0qVUXfFv3wqiwSmR/PefA6pid+vmjZSDRnR5rmVoaAgVOk7I0yrjLXKoYjQS0wkGRGrJvvHmKHc+UJ07dxYDMJLGJTVzS9kCQWk7IhjIq0LdPK2cKkwRuuJ6UU7GnyNRlkLqs08/SfD9IZSiVfKUEM04eHCf3TZE5EppwMZn3r93S/GYdOnSsnt3b9LglEgiVypt2rSKbQwHecpBI7qjLwFgf0MCyoq9VcbcrvL2pCRRfANIbHsmqdcDetsTDxRW0SH5PHfu3FZ/b9q0abwQKlCggK5zlS9fnk2cONFKRMFV3RXXCXPQBw/uB0wHWK9e3QRtsGb1SruJzYgeabXjo4d3VQdsiLFOnTokOAbGoDiOBqbEEVOy2bIpm6wGwg8EovfE1PXrQbpWjwYQwzkzqoy9uzkPkEQxPnLLN7OEyvZXOR964oHCLxVg7dq18X/LkycPCw0Ndbp8y9SpU+PP6QoTT0S9wsLCAmbqIzTkmfAVsmwDrIi0N9iifZADpdWW9qIeJ08cTXBMwYIF2fNnj2hQSiQhVN/Im1dBqGYnIUV0K6P5s3f//j1R5YJEVDzPqIy/JeXE89YkVYwL5D1d4VyhsU8vTz5QjRo1Eh252STTnPuE5HJnzjdq1Cj28OFDkRjtius7fPhwQOWPvHj+mL311ptWbbBzxza7ycgQSS1bvpcoIYUVfD17fmnjM1aGhYe9MNZ0RVyUcLI3IdYnVrzhmmvUqKaYr2h0IWVeIYp2vhF0RdRyvHPLouwU/26GEAxyYW5TQeiXK1sBtT7EVMCbsX17drKNG9aK58sfczDRLtu3bycBZc02KmPwIM5gkivGxUfyDcyqsj2jNx6oNWvWiKgPpvqAy5cvO3Ue5E1hhd8bb7zhkuvavXs3v5qYgPr1iKXylu331ltviSiVnmP79O6l2Z56r8GyzmKbNq0MIWRxDXfv3GD/HNwvii5/8EFb1rhxQ9apU0e2cMFcMbgHBz8VQvTFc+PVBsSA3bFjwrJIueWosOGiGLy9Q3h7njlzgv/I+k5EqpWeqaJFi/AfTyNEkWwIEG/leuFaIYRWr/qdzZ8/h3377ddsyJBBIrpbqWJFtuOvP1lY6HPxvXCNMdGm52nG9ClWkZr69eqKfEHzfv5WSkZrgVEAMkwyGWIrAQGPRSRZjBmNYhohwySch73xQGH+3AzYFuTIkcOp88AoEiVoXHFN48eN551d4HnrYBqtQP788e0wefIE3ceOG/eLZptigNAzOMyZPTP+mOXLfvXqgIIBD+KoTZvWmqaviIAWKJCf5c+fT0R5jBbFRJRk4MAfElw3TGqNJqTw42XLlo3CA06vgW6KFClY5cqVNPPw3LlCTSm/T2nBCgQV3oPu3T/jz1Nm1XSCDz54Xyyy8LdoeGxMpCjwTiIqnptVxuOm8vYiJF2MhU2cJ+UcKCU08uYDVb16ddGhr1y50usP9xdffBmweSP41VxFdhuvWqWKQ+2wbOkSzXY9fkzfNCnQ//t+rEOH9l6NCEJ8LFu62KlnqHbtWoYaBDG1Mn7cmATXmSpVKkM962qCTy/hmn/k8L8evWZMPVerVtUtfdH2bVv8ziwVaNOmDYkoE1F6rZzKmLyR8yBJF+PAvAqvnMY+Md5+qDZs2CBesnz58nntGhDRiooMbJfn+/dvs3Fjf0lgvmmPf23fqtm2mzau0z0oIKrg7akNTNs5P6C/wlat+t0w0zMQUvPnzTH0qj08G2qRHawIXbd2FXv08B7btGm96gpEECt9EUX05LVfu3pRRJL0PBuvvppEJPnr2/dVvzRLDQ8LY4ULFyYhZeJdlTE5szz99yVJGGPgkmQq9aKGBUZ4oBDGhxv53bt3vbLCAy92THQ0eerIycmOHnPs6CHN9p03d7ZP1HRDAvmAAf1VvwcG9ffea8569Phc5B2pLWzAVKBRvi8G4xW/LTWskMI79++/BxSn8tC+yEEzt2Us/y6IAmktbjhz+rhH32NEHyHe8thYudgyffp0LOjaZXbh/Bnd05ZHDv/jl7YIz58/J4+plxymMjb/LCeepyEZ4118L9+I7CrbsxshGiVZ1NiLjY1ls2bN8ujnYooDLui0XNl5YoDQauPRo0caZoWVFhH5UPsOiIRgwDQP0lGRIezE8aN8sE+huP+0qZMMEVHANaxcqZzoi7wVI0z3VKtWTfH6Zs2ariiKIF6QF6V0TAsudLGy0tPiYO4c7X5r0MAfxL2AKPyhv75cISSl+2spmbNnz4j8NhJSwtcxvcoY/URDaBE8AORDhXD219jnhNEeqoULF4qOtVSpUh77zD179vB+N5oEUSL45PF9zTZGlAdLwo3+PWrWVPcvw/Sl7aCOQbFfv29VjGLLGSLHBaJDTSBiCtebUVgRjTq4X/HaMmXKxIJfqK+C3LNnh8aCkTEe/16IZkqvaIiiuy9d5PEuYPWn1jszYfxYv145jO+2atUqElImrlcZo6tT4rl3MZHzusb2bkZ9qER0KDLSI79WpkyZwmJjo0gMuWBA1Grn3r2+8gkhpTblAkNLtWkwQOkYuPY/e/rQEEJq86YNitcYFHTJ69PZDRvUV7y2tWv+0BSiACw61J45tL0nvxuEVKuWLVRXFto+P/hu3bt/KkohYQoT+6RJk5ply5aV/bHyt4DwsEObDRkyhISUiY1UxupjnDskdbsEgptQSr4xDTT2uWXUB6qKvGJs3rx5bv2cdu3aeXwKwH87RKbZ1l9+0d3QQgoDLqZRVKMDE8epTk3iezVQEAOIqNy6GWQIIbV160bF73Xy+BGvCqnHj+4plhDJlDmT3Rwz3I9ZM6ep3rNOHT278hPTdrNnTVe8FhjdKglxfMdHvA2Q13WC34srly/IXlPhAdN3xMXFsFq1apGQMgkmtRQcbC9D0sazWCeZ7A4kjSQ2Qz9UcDcHPv74Y6tEX+RRuaL8S4kSJUwdmx86CRtRSH36aTfDT1PAfFTt+s+eOckFSajqijN4A0kJPNJSsUsXzxpaSO3bu8trkQ88D0MGD1K8rnp169i9Lvh87d+3W3PVm6cT/tWup1TJkvSjzU7/4SozZR9ne5UxezTnI5I2nkNp+YZkUtleiDPW6A8UxNKFCxeEW/n8+fNZy5Yt2dmzZ4UTuiuE1M2bN6gDc3FHmCTJq6rt3aVzJ8MLKUQCChZMWCg7TZo0mlN0EFKfffpJguOw+vT0qeOGFlIbN671mpCCb5na89K6VUu71wWRtGjRfM2VwHduX/fodzp27JBiAe8iRQpTXUM7yecnT54kISVJkZJy9ZFs8nayQ/AAMIcKX4oZGvss9pWH6vPPP2eWuHHjhkvOu3PHzoAr/+IJIQV3ebU2h1uzL7S5kkM7Vodh0NeKrNSuVVPxex898p8xcqQ2r1e8vqW/LhaRHW9c16RJ41Wfl3LlyqpOpULwQkTBiT+3xhJ6CKmbN6569DudO3tKrAJ2JMeO+LIPWbZsGYkpSRqlMnb3k1fxEdyM1vKNyKkRjfKZBwoDsxmox5ffonyJs/zkk0/4wBFJHZeHhdR77zUTiaXG/x7RrEuXTlbX/veBvXYjI2rfG/X5jLxqb8b0qV7Lx6lZo7r2atrdO6ySzfHvuNgIdvtWEJs8aQLLmDGjXW86lFrx5HeC5xUimLbXkjZtWhJSep5V3je3aNGCxJQkpVYZw69xjiWp41484PxBww7hoq89UDExMaIDQnQqseeqWrUqdWZeElKNGzX0CSGF2mkQRjNnTmMjR45gx48d0vS/wuDesqV6x4/6at5eFQchtV5FSI0a9bPHhRTaA3Xx9LyzPXt+yaZMnsgGDRrASpUq6XB6gFYk0T1C6qxYeScZ2EXe+MnnsaxQoUKBLqT2qYzjHeXteUjuuAeDZSGlVk8PK/jifOlhMhc0nj17dqLPlSFDBnb3zh3qqNwopNSMKUHUI/OnZFsILgiUb/p+rfncIRLk7WXswtl8hfKUyffff+dxrysIU4gjd/cfOXPm9Lh4waKEVKlSqgipWOor9Br8BgUpruYMIKIOX3mVsfwh5ziSPK4HEstD5DlUNdz0tYepV69eomyMUs6Bo9y4cSOLjaUpPXcKKa1FACVLlvDpX+QQI9evX2FjxoxiHdp/JLyPihUtYve5+2PlCq/lIFle++8rlJ3Ne3T/zPNCikWzgRpleFxF5H95+rsdPvSPWC0oKbrIR1Bfobf2YmyUWGQU4FGpv1XG8uLy9qwkfVyLnpwRGtv7+eKDhLyC3HbqV+nhN99+S2F1L9sfIL/N1+4BpqAQTXrw4A77c+smp56935Yv9bonED5/8eKFitf3/vttRd6Rp6caT508qjuSjNI8WbNmFYRZZY4c2VmbNq3Y7VvX5QzKODGlNmHCWNakyTusdOlSXpmyxPf6fYV6sjT1QY73KR06dAh0MdVSYTxPwrlHJsFFSCk3eF2V7enklXwB+SBmyZKFhYeHUcfkZSGVKWNGnxpIgIsXzrJ33mnMB/AsCVeVlS0jpqcG/zhQ83v/uuR/XhdSiIQM/lHZr6lOndpeKa4MkVqxYgXNtoNwunXzmjDtfMjFLIjcqpDgp+KaLXPPzCaW+DumDr3R5kAtldWb6dOnJyHlBJ89e+qSGQkf5kV5jLdFDXn7mySBXIP5nJc5U6hs/8xTN/3NN9/kHXMd8SuiadOmrGTJksJLx1sPoVj+fPNmQLkEezOh2d698IWBBAPxqZPHWOvWrRSTlytUKM927tgmvgsECqwPMOWXKZPyCrL//W+BIYSUWqK2mHL1UjHp4cN+0nxmDv130KfeXUBtWg+ikQw5nXl2I9nRo0cDPSqlVjpmJ+cakkCJRzo5Ka2dnWiVW1msWDF2+fJlFh4ebuX7FBUVJYRM3rx5vfIAjhs3nkSUQYoWQ4REGbx2GKIa48f9orr6cO6cWWIVmO0qPPz//HlzFI+ZP3+O13NjEMVBZFbp+goUyM+vzzvvyMYNazUiya8lKlKGe+L5osWMlS1bVjUXLY5yNJ0UU1FswIABgSykwlXG9zfk7RVICiUOY+XQnxqmufsm//zzz0wLp0+fVi0E606WK1eOQuke5JXL5+0KKRgoGtk/avbsGarX//77bTSfp717dyo+51OnTkowgCJ650lxBd8lNc+l119/3eMWAS+fmQuq7V2mTGmnfgShbe/euckmTZog8qQ8HfmbPHmC4veZM2em120wfNtfKsolPoI+zP4K4/srclTqgJw3RXACOeQGrqmyHVN9T9x5cydPniwGl+vXr7OuXbuKYsPdunUTpVzMcEWyuKNMly6diI6h7AB1Qp7hwb/32RVSd25dN+z1o5SL2qpDTE8j4qZ1/F/bt7IkCsePHj2SsThrIXX8+GG2YcNajw2suPZsWbOqWowgF8xoeXXVqlZxSkjhu2bMmCH+mVuz+g+PRjTXrvlD8dlH9I36icS0bRh78uSJV1NFvMyrnMkUxvkC8vbcJImcwyzZ0iCpyvYJ7ryxqH0HQEApbYf306JFi+yewx3XhoLHePGoA/Ic/1j5m10hhfIZRp3SGz78J83oCAoaax0/buwvisd++01fEe0yRyy2bN4Qv+3M6RMey/vCSjal64ML9+VL57wmpJq+28RlEalYvr9tiR8sCPDk96lfv55i8eRdO7dTP5HoPMwINnTo0ECOSnVTGeuXc+4lSeQ4kkumwsNNVLbndvdNPXfuHBs0aJDqkmXgrbfe0jzH6NGjVc/hLGvUqEFTel7gqFEj7N6b/ft2GzbBXG1AB7Fyz960IKbIlI7t2LF9vBEj/pshQ3rxd6xEunD+tMe+X6dOysvIkb8YHvbCa0nwiBiprdhz1JYB57MV7wcO7PGYGN++favid4GQ2rd3F/UTLhKrWNQUwGJKKSpVRN5WnaSRY5jMeUpj+zh33sxSpUqxO3fuqG4fM2YM/2U4zu55cuXKxW7duuWy64KAe3D/PnU4XojotGv3od378+uv/zNm5xwXxapVrap63c2avqtxbCTr3v0z1WMrVaoYL+yPHTtktRz+6ZMHHvt+KNGjdH158uQWdgLeavsH9+8Ivzila0OdPL3Tn4heffSR9TNYXqPwsauJNiyqYtCK3DlM/VJf4Zq+JijoeiC7nn+nMub/w7lBzpsi6EA2uUFbq2xHiZhQd97MhQsXsmnTpiluS5EiBbt//76u8yRLlkzU0lPrSB3l2LFjxXJZ6nDcb3WAlV6IACCBHInmasv/rZaAVygf7/eDc5h9f2w9gbwhpOo3qKd63VUqV1aM2uC6kfuitZgiZcqU8UJq7pyZ8X+vXLmSsE7wxPeD/1KmTJlU31fUE/RW+6Nda9eupTIt+nX8tKi95/H4scOirS2Pv3P7hke+F96D1atXaj77/fv385rNhD+6nn/77beBKqSuq4z7b8nbM5NE0ofBslBSU54z3X0zkVzev79yiYe9e/eqblMKeV+6dMkluVKNG79DU3oeCKvjvxvWr2G9en0l8m7y5MmTYADTIn61L/t1MduyeSMbMuRHVrVKZVa+XDl27uxJrzp/9/zqC03BD1NIy0EZA/z48WN1rUj9+++9ou0aNKgf/7fNm9Z7xJoD3kVVeBtrR4Zzes0CAW164vgR1UR4WDfYE1EXL5zhP8bSWB3bu1dPj4lD5M9plUcyE98zOopyN13VF5UpUyZQxdRXKmP/enkVH0EHIKLaqmzL7okbGRoaKhK6EyaIlhG18fSeB0Lq1KlTrHv37om6Hvj+QNxFhlMH4y6hgfymCuXLue2Zql2rplcHGTiQa13fa69lZpu4+MFg+Oefm1nTpu/q+l4YYBH1qVGjevzfMmfO5HbRj+jHpYvnWPHixXRdZ4P69bw4KMYKUa10XQN++F6IQUT/EPkBhXs5i2F379xg8+bNkX2/XgqZHDlyaC4OcDX11g3EauLTp46Rn5SrCkSfPatqgOrnRDm4VArjfy15exGSSdpAzbxbGtv7euJGIor09OnTBH/fvXs3K1++vO7zYCkrztOqVatEXc+QIYNZXFw0dS5u/PWHQcCdz1TSpK96dYC5bMcHyyyKEJ2yjT78/PNwtuOvbXYjPy/FQX+3i8Y1q1c67N+2fNkSr5qHqiX816heTay+W7Z0CVuyZBEb+tNg4RSeIkVy5R9VQZc9Fo3C1GTpUqUcK6DuQesL/+6XYtjHH38cqFEpNRPuO3IONUEFaeRo1A8a+zz3xE1ENApYsmRJ/N/effdddv78eYc6b7NpJpZgJybxnab03B+R2rtnp+4pvLx5X3f4Pr7xRl6vDuJA5UoVHbpmCKrp06YIAYg2Anbu3CaiV1rHnTp1zI1TZSHs8aP7Tr1LeA+9+S4BY8eMTjBN5winT5/iUZESGvJcuLA7co0ovPzi+WPqW1z0zHircoaXeUlFA1SWt79KkkkZzeQGSq2yfaCnbmKhQoXiDTeHDx8ufgUiwbyqxsonJT58+JD9+++/Tl8HBjLkZEVRh+IRBl27LJalq92PggULiHwVCKIDB/ayFi3eE+IL4XcIbBNfEfcNxP/jv3Xr1mH3793yegL9+fOnHRB+b7Ab168q5vzcvnVdtcwMVgCa7RDcxYjwYP4jpWx8u+vJ3zFF1obpSu72RPL2L7+MFAIF38Hy+dG6friZezqhG23duVNHcY2IsNter/n/k8rbUfPwzJkT1J+4MMdu48aNup9xP6PagjOs6J9EkkkZ5zmHqWxLy/nAkzcRuU1mwFNq69atDh0/f/58cez777/v9DV8+OGHFI3ysNhAx7Xy9+Wsc+eOrGHDBqxNm1Zs5Mjh7J+D+4VAME9ZmSI0MWJgRi4LCgH/zcXVrh3b2fZtW0Th3yOH/xXJxDjOCFMduPbdu/4SIkTpecPq0m5du7Btf24WA3Z0VKh6AvWJI2ze3NlCEIwdM4pNmzZZ1ON79vSRh36px7EH92+Lwr/r1q0WKwaHDR3CvvqyB793nVi7Dz9gHTu0Z31692KzZ81gR4786/WagLY5XqbvcEcYuWJV3t69u8Q0qu0KUYjWBfPnei3HDs85PK8QZYJlA0rfnDp5VFzz2TMn2dWrF8W9MN8XSjh3/bNeq1atQBRSV1R8pb6U86hoBZ8NassNl0plewOtBm/WrBl7/vw5q1atmkMrrLTYsWPHBHX1tm3bxvLly6f5GdmzZ2f79+8X+yfGQwq1w0hEedfEEiLJJCjC/C73Ysf2rcJks2iRwqxPn97sv3//Fs+bo2LDG8VztW0rIuItJ8xTkr4m5iG8IcbhRr9s6eJ4gU/vZeBGpaKjo0X+YoAJqRjOcioWSFp5VAEJ2BwclZc2qlkeXNRq8IMHD8aLnWvXrrmskvbixYsVCxVfvHiRrVq1in311VesadOm7L333mMDBw5kBw4cYMHBwWKfqKgoIaqc/ewpU6bwc9AvO6L78sLEoM2FIqINFEUwopdZhM8JQaK7ihqHsyFDhgRiVGqTiiboLSeeE2Tkkxusgsr2RtrLtl8TxR5tERYWxnr06OG0mDHPSWNKz1HAhDMxK/VQCJmiUUQikUiM//ETE+321cUGZUEFXZCCM47zHZJQJozn/E9lWxLOA1qN/M4772iKmpCQELZixQqnw6JIqOzTp49uEQUPqmLFiiXqwbl69Sr/BUIRAiKRSCSaFylEsiNHjgSikFqvog9Wy4nnAV82JrncUNVUtueQk8pUG/nQoUNidRym4Xbs2CGiQWqArUHZsmWdtiHAdB5ysZQAw0xMxyXG6gBs3ry5qAJOHQeRSCQSXzKYjw2RgZh4/oQzvYI+KClvzx/oQmoo5z15VZ4SJmv7+eQVIubtt9+On47LnDkz+/3331XFVGxsLDt8+LBqNXt7031Y6luyZEnWq1cv9uOPP7IuXboIp2FXOdA+eICixJRYSiQSicSEieenT58OxKjUFyoa4V/OcYEsopLJyxvHq2xPb69xx48fL1bSKW3Lnz8/Gz16tJhqUwMiWK1btzbMw4KixJQbRSQSiUQtk87evXsHYtkYJdSQtycPVCFlruYsOWvAifwltarvlhw2bJjIlVID6uc1bNjQq8tLkRT/5MljFhkeTJ0FkUgkElVNUmEQDYucABNTnRV0QjrO+7JeCEjs55ynsf2kK28CBFeHDh1ELpMaYGswePBgrzwkiK4hmZA6CiKRSCTaSzz/5ptvAk1I7VJJLJ/KeU7FvNOvUUBumIoq2wu584a0a9eOBQUFiXwpNfTs2ZNlyZLFIw8IynHQlB6RSCQSHZniQzWCABNTGRX0Qmp5W95AE1IjOZ9qLFs85O4bgmk8FBXetWuXqpiCP9Vvv/2mOX1YoEABkXzu7HVgenLz5s1kiEgkEolEB0x1I9iyZcsCTUgtVNEMKzjXBpqQuik7k2rlTnmMlStXZtu3bxdu5GqYOXOmoj/UmTNnWL169Zz+bKw8jCK7AyKRSCQ6yJDgFx6bOTEQMyjohprytiyBIqLKJjbJ3B2EtUGGDBniiw0rAfWOsPS0evXq4pi5c+eKRPXEVOaGwRp+WVCnQCQSiURHGBcbxVavXh1oQqqbgm5IyRnG2S9QhNR/GuE54LK3bxQ8piZMmCCMPu0BBprOfk6DBg0oN4pIJBKJicqVKl26dCAJqT0q2mGcvEjN7wEHUtTHaaSyvbKRbhgiTVgZoYZz584l6vzbtm332+W5RCKRaGT6k0nnypUrAy0qlVlBP7wSKNN7cCcN19h+xIg3LWXKlOzjjz8WK/0s0a1bN6fPWbx4cb+LRqFS/crffxOFpLNlzWZiNtcwuzPMrsTsRCIxwIkFRJs3bRB9ln9EpWJFhY0AElIrVTTEFs7f/V1IndQwznpDFlmGvoE7d+4UAgiJ6YlZegpRFu0nL7GlkFqyeFEgli8gEok+xjWr/2CxMf6Rnwpfqb///juQ7h/yoTIp6IiPNBLS/QJvyF8wlcr2zp66CUgqr127NmvSpIkoRuzo8UC/fv2c/vw6deqwmJhoUYSShBSRSCSSkEpsQeO4uFhWtmzZQLl/ailCaeXtrfxVSC3l3KfhHXXMnQ2fLl069v7777MrV64o5juh0DF8pfQUH0a5mcRcy8aNG/3U14SEFJFIJCHlrVypBQsWBNI9XK2iJTC1t8YfRRTCbM85e3rDO6pw4cLs5s2bdlfgwen88OHDLHny5KrnmjZtmvCUcvZaihQp4rcr9UhIEYlEElLeXcGnp/6sHzGpgp7IbcdiyWdRVf5i6VW2/+quhq5RowZzFMh/guBROl+VKlWEPYKz1wOhFuNnuVEkpIhEIgkpY/hKbdq0KZDu41CV1XtXOb/1NyE1h3ODyjZUb77tjkZOnTq1MMy0BITMjBkz2JQpU+ITx5Xw6NEjl18PxFlYWKgflywgIUUkEklIedXtPOQFy5cvf6DcR/hOKhUrnsJ5x9+EFL5wOZVtJeXEMZc3MgSTmEaLjGR9+/YVSeZK+9WqVYvNmzcvgZjasmWLS69n6tSpfhuNIiFFJBJJSBmjHx4wYECg3McISblYcXl5+5v+IqI6cD6RI09KmOmOBk6fPr0QQ3Fxcbr9NVKlSsWOHj1qNcVXtGhRl0XH/N3FnIQUkUgkIWWMXKkAupd9VLTFU85P/UVIYaXeFjvRKtVI0bfffisMMR1t3A8//FA8TE2bNnX42FGjRsWLqa+//tolN3vhwoVc1EX7vZBaTEKKSCSSkPKykIoT41iA3MsnKtqihzz15/PIyBnC2UJl+0daDfTPP//ECxpMvb355pu6RdXQoUPZs2fPnBJh4PLly8Xn7t692yW+VXfv3mGR4cEkpIhEIpGElNvLdF0PChIzIQFyP6so6IvX5G25/WW1nqSSWb9JrWFSpEihmAR++fJlUVDYnqv4xIkT2f79+52+MRkzZhSfBzGW2Jvctk1b/gPBv6NRJKSIRCIJKQNFpfiYU7169UC5nwsVNAaS0C9wTvV1IbWOc5bKtpScd9Uapnnz5nZtCtavXy8cyiF6bI8fMmRIopeBmpPVE3uT7927y6Iiw0hIEYlEIgkpjzA6KoydOH48UO7nec7kCjpjIucVlW0+gSTyF6yksr2sVsNMnz5dt+/TixcvRPVrFLc1H9+yZUthfZCYm1OiRIlECylch78nmZOQIhKJJKSMmXRerVq1QLmnWRV0RkF5W3ZfFVLtOUM5s6hsX6PWIK+88opYPYeyLeZpvnbt2rG1a9eysLAwTVF14MAB1q1bN1awYEFRyiVPnjxO35g0adKw0NBQp4/H9/jzzz8DQkS9FFILqZMmEokkpAxSNmbFihViLAqAezpCRWvAT6qTrwop1MH5T2VbUq0GQb07NQGDB+Kzzz4TIkkLsD2Ijo5mvXv3dvrGZM6cmf33339OHw8BGBkRTkKKSCQSSUh5hY8fP2TJkiULhHsapaI3+nKe80UR9SrnA852KttbaTVIkiRJdCXJofwLksqREK6Fs2fPiqWgqLnnyI1p1aoVGzNmjNM39ueff0YFPxJSRCKRSELKa9N7n3zSLVDua2UFvVHEV6f37BUNnOvqBoTouXbtmnAx18KJEyeEPxXMN+2dc9euXaxBgwZOXQ/EYKDkRpGQIhKJJKSMO70XERERKPdVaXovLedjzq99TUhN4tyqsf2iuxqyUKFCYjrvzp07moLq9u3bYu64atWqiudBjhWA6T1nruOjjz7iL2k0CSkikUgkIeXlqFQse+eddwLhvu5X0RxwEPhLMtku+QwiOT9W2ZbFU41ap04dtnfvXvbkyRNNUYVIVocOHdjrr78uSstg9d+ePXsSZZ+wYcMG/gAHk5AiEolEElJe5//+979AubevKuiOevLit6S+IqLKyF+mhMr2XzzdsFmzZhVTf+fOndMUVEhwv3v3Lnv69GmiolFIlg+0aT0SUkQikYSUkd3OwwLl3qqt0MO2or4ipJAhH6yx/Zk3G7lMmTJCmQcFBWmKqj/++MPpz0CCeiAKKRjAbftzM6tTpzarV6+uQ6zvEOsps75zbGDF+upsQARxv/x9FVDNmjVYw4YN6H77KdFH7d+3W/z4C5T+GejRo0cgCKmTKtpjFec8XxFSWzUuFtnzsUZobNTgq1SpkvCdUkKVKlWcOi8GmJCQ0IATUbZ1ngKW+P429Lf7++zpQ6ejtb7Cq1cviiTdQH6Pif6XdP748eNAEFLQGNkU9EcHO4vgDAVcaDGVbR2N2PAFChRggwcPZsePHxciauPGjU6fC5YMUVHh9OIS/ZbPnj4iIUUk+qSYChezMn4upOI431HQH8Xk7WWNLqIqyonmalhi9Jvw9ttvixwnZ4+fPHkydcBEElIkpIhEt0X8g188EcS/HRNSYWzgwIGBEJUapaJBIjj7GF1IQShtMmp+lCcYHhZGLzuRhBQJKSLRLSLq6ZMH7HrQZUH821Exdfv2rUAQUqc0NMoGowupcM5vVbYVdWfDoXRMxowZWc6cOVmuXLnESr3UqVPrymmqWbOmyJlK7DW8//77AZlkTiQhRUKKSHQ/Q0OesTu3r7Pjxw8L4t/4m6NJ55UrVw4EMZVMQYdUknWKYVFInpuspLJ9irsaLEuWLOyvv/4SiXRmwMkV/lAoGowixkmTJlUVUnAwv3r1KkuXLl2irgOFlrFyjV54IgkpElJEoqsZHvaCPbh/m50/d0oQ/8bfHDlHbEwk27ZtWyAIqR4aedxvGVVItbSTEX/HXTlN4eHhTA8OHTokln8WLVqUZciQweo8KE68Y8cOp68je/bs7OmTJwFnwkkkIUVCikj0HEOCn7LHj+4J4t/OTA8+fPhQzOD4uZA6rKJF9nKOM6qQmqkx95hH9pZyaUOhnp1eEWWJ6Oho8SDB+gDlZBo3bswePHggtumZDlRi/fr1hdKnF51IQoqEFJHoCYsZpz3/YiJY2bJl/V1IPeXMoKBHhnM+MKqQusvZTGVbVXnaz6UNNXHixHhxdOrUKTZgwADhYP7555+zX3/9ld24ccNhkeWs0eD69etoWo9IQoqEFJHoE1UoZsyY4e9CKoqzuIIeacwZw5nLaCIqrXzhqVW2D3J1I0HwnD9/XoifpUuXqkaJtm7dyrp06cKuXLliV0QhQuVsojslmRMDhc+f+b+QunbtIv0wIvq903kA5El9pKBH0svb6hhNSH3KeV0lSx444eoGSpUqlXgQUBcPc70QM7b7FCxYUORFSRY199q0acOmTp3Kzpw5YyWiLly4IFb8OXMtiICRkLLm2TMnWL9+37J+3xH9jX2/7uP0FLivsE/vXnSv/Yj9v+/Hbt28Rn2zjZBq1qyZvwupVSqa5BLn90YTUn/J/lGvaGTJu5Svv/66eBD27dunuZoPq/HUtu/fv58dPnyYFStWLFHXsmfPHnoxbbh503pFcUv0DybGtNYXmNgVvERjEau2jx87TH2zVW3UcLZ27dpAKBejhIGce4wkolLKiVv9VLa/5y7LA2DcuHGq+7z22mssJCREdXvDhg1F4nmOHDmcvo60adOyO3du04tJQiqwhFQSPxdS/L2m+0xCyr8ZzK5euSJmd/z8/hdV0CV5JYPV3csrJ5KXVtm+yB2NAwNNeEUtXrxYdR/kcdibBwa++OILp6+jSJEiNK1HQioAhVQSElJEElI+zrjYaGFg7ef3f5CCLkkhJ6OXM4qQqqih7JJKJqt2lzcOrA8wpRYUFMSSJ0+uKaQgdrSElGUelaOcM2cOfxij6KUkIUVCyo+YloQUCamAyJOKDoTaewcUtMmrnMc5RxpFSA3h3KmyLaM87eeWBqpdu7YQQk2bNlXcjiR0YMmSJYrbkVwO3Lx50+lrAGiZNAmpQGMSElJEElI+z6ioMOGh6Of3/xpnGgV9spjztFGEFFRdd5VtedzdSCj/AtStW1exM3z06BGLi4tTVN1IVAdQXsaZz65WrRpN65GQCjjivpKQIpKQ8p/Ve4UKFfLn+x/GmV1Bn3SVTKad6Y0gpLTq1nT0REMhxwmeUmnSpLH6O6b8LG0Onj17xv744w+2atUqK0f0rl27OvW5I0eOZNHR4fQykpAiIUVCikhCyicZGxvFvvnmG39/BpRqAOeXt+U3Qn4UErayqmxf7e0GhHurFuBDlS1bNqfOjWLH9CKSkKKpPRJSRBJSvsx169b5+zMwWiMQVN3bQgrZ8NflDHglRHu7AeGAfvr0aUURFRkZyWrUqOH0uYNfPKeXkIQUCSl/FFJpSEiRkAoc3rx1w9+fgfMqGmUz58/eFlLbOHdp2CIY5iXCdB48pcLCwsR/jxw5IpzOnT1n5cqVKT+KhBQJKb8VUmnoPpOQCqg8qQCwQVDC55zHvCmikksmm/UBKtvbuaMxEEGqU6eOU8dmyJCB5c+f3+mpPEtiJSCLi6aXkIQUCSkSUkQSUj4upGLZiBEj/P05UJrCKyR52ZgTme6RnOVVtk92R2MsX75cJHl7+6bAEZ1eQHXu2b2DFStWlBUtUoToZyxcuLCYMvfnTrdkyZLCf47ut3+wRIni7NzZU9Q3q5aLCWP37t3zdyH1rYJOySaZDMWLe0tIZddQcq/I034ub4zHjx+zCRMmJPo8bdu2FT5TzhxbtGgxFhcXQy+gBiPCg1l42AuiH/LpkwfC7NafO90rVy6I55jut/+Q+mX703u5c+f25/f6NwWtkprzDmdPbwmptpyXVbbB0fyiqxsCwicqKipRTuQgKtcnxjujffsOouAjvXzEQOSzp4/8XkhdvXqRjHaJAcWY6EjWrFkzf36v/5VMjua2OKwisjyCBZzzNfKnIl3dEKVKlWIxMTFCBDVp0sTp8wwZMkRMzTlbwR6WCvTiEUlIkZAiEv2HoWzYsGH+/F7f40ymoFemygnnr3pDSOGiOqlse8sdDQG1DJdyAIaaziSN9+3bVxwPSwRnr+PkyRP00hFJSJGQIhL9ijt37vT3PCmlUjGtOR/K03weRRL5oiqrbO/jjkb44YcfREQqNDRUCKrNmzfrdmIuWLAgO3fuXLyH1OjRoxNVX49eOiIJKRJSRKJ/MdzfhVQjBb3ymrwtk6eFVGk5072gyvYt7miElStXsooVK4p/t2jRQgia6dOnax6DGnxwILcF6uQ5GxUjIUUkIUVCikj0x4RzrFj143d7vIbDeSFPCylM6YVI6sX+Ij3RKH369BE3vnHjxgkiUG+++aaigDLD2c9ctmwZ+UcRSUiRkCIS/VJIjRo1yp/f7ZMqmuU/zu6eFlJj5SWDSsjkyYYZOHCguPlIRMf/lyhRgv3zzz/xSelKCAoKcvrzHjx4QC8ckYQUCSki0S/9pC5fvhyIDueTOH/3tJBay7lKZVslTzYKok9btmxhd+/eZatXr1YVT/CfOnnypMit2rp1q1OflTNnThYcDD+SYHrpiCSkSEgRif7F8GD24sVzUQXEj9/vfAq65SPOB54WUqfkhHJJ5YJc/uXbtGnDKlSokODvqVKlYtu2bWNa6N+/f7z5Jqb7pk2b5tQ1lC9fnkVEUOdKJCFFQopI9E+GhYWyokWL+vP7XU9Bt1TxdKkYuJaHcpZR2T7YHV8edgWWtYCQdD5v3jxV8XTr1i1RSiZlypRW53n33XdFAroz19CuXTsy4iSSkCIhRST68fReeIK8Yz/j5xqWTcU8KaS0lNsSV39xiCFM3SE/CYlwly5diveTUoKzESd7nD17NnWuRBJSJKSIRL9lVFQY++mnn/z5/R6roFsyc4ZxtvKUkIJiC9fYfsDVXzxXrlzs+fPnmtN3Z8+eFRGjoUOHstjYWFa6dGmX34Bz/DOocyWSkCIhRST6rZDiz/3OnTv8+f1Wy+9+yvmDp4QUwmJHNLbfdfUXx0o8pVV4iEohifz999+32h+1+J4+feryCvXkH0UkkpAiEv1/ei/Kn9/vYyraBTX3FnpKSC2Wp+8kDWMrl7JVq1YJRNS9e/fYBx98IAoQ2+4PAXXx4kV24cIFxe3OEInuJKSIRBJSRGIg+EnlzJnDX9/v5yraBTX3dnpKSJ3n/FFl29vu+OJTp06NF1D3799n3333nd1jsOoAU3xLly6N/1utWrWcHgC+//57ElJEIgkpIjEghFT79u0DzUuqM+clTwkplIbpoLKtgzu+9KlTp8SNXbBgAcuUKZPu46pUqSKOO3LkCBvw//auA0qKYos2S845LjkqCEiQIEgOJpIIGBABQREQEQQFVJJEUZKiIiZERAQUiV8kiSAZiZIzS1ji5jRbv15NzTK7O92TemZnuu895x5xqzpMT1fVnapX940eLf5dtGhRj+7hf//7H3bsgSCEFAgaX0glJ4pd8QZu43Ud6JfqMitLJl+LqMIaPgyE2b740IQ5c+Z4dOyMGTNSmXKS75S758icOTM7ceIki4uFEScIQkiBoPF58OBBs1kg2EKTQnwtpB5y4rWwwxeB5lFRUSmGmp5w165dQkiRs7knAejk8nrlyhU4moMghBQImoCR7Nz5c7rFGAcgF6hoGAtnRV8LqTbyJoqolN/T+wOTgeaiRYu8OkeVKlVYfHw8W7t2rUgp4+7xoaGhLCLiLhoXCEJIgaApeDP8hsehMEHA/Soa5iRnV18LqZ4yRsoRckh/qYB7aNmyZRNO59OmTfPo+GrVqrFkSyIaFwhCSIGgKRgXG8MqVKhg1DYepaJj1nF+6Gsh9Q5nmEpZqAzUCriHFhISIpbmOnXq5NHxZLOQnJyAxgWCEFIgaJqA8yZNmhi1jdOkT24HOuYzztW+FlKfScXmCDU5EwPxoVGAOaWXKVHCM1+MWbNmMUtSHBoXCEJIgaApmGyJZ8OHDzdqG6dJnzIOdMwIzvO+FlKrOGeolDWTgVoB87Bofbds2bLi3w888IDH5/n7779hfQCCEFIgaBomJcaxJUt+Mmobp0mfWg50zEtOcgnrgoOcfVTKOgXaw2rZsqXYrbds2TKPbA9sjI+LQ6cKghBSIGgaUvLiM2fOGLWNW+TkT1o8Lsvz+lJI3eZsoJGDL+AeWI4cOYR/1IoVKzw6nuwS4GgOghBSIGhGh3MDt/NODnTMI7Ksgi+FFF0gv0rZRF994Hz58om12v3797PExETx5UZGRrL//vuPbdiwgX377bds4sSJ7LXXXmNdu3ZlrVu3ZvXr12c1atRgdevWFUKKkDt3bo98rCCkQBBCCgTNKKSKFStm1Hbez4GOqSjL6vtaSKnhW1982DJlyrCEhATmDijHXlJSkiD92wbyk3L3+t27d4eQAkEIKRA0pZCiHLUGbefjHeiYgrKsva9EVFkNDynCBr0/KLmq0m47PZCcnOzRPYwZM4YfnIRGBYIQUiBoOiHVr18/s7mbU9nzvhJSzTnDNcqP6v1BP/rooxQhRLNL4eHhbM2aNSKB8NmzZ8Xf4+LiBGnWiuqQYEoL+vuTTz7p0T18+913LDEhBo0KBCGkQNBcFghJCWzq1GlGbedqVk4xnAN9JaRe5jzhJBBd92TFhDt37rBmzZqlKz9x4oRIIVO8eHFhb9CwYUPWrl071q1bN/bZZ5+lJDuuVauWR9endDLr1/+PIcceCEJIgaDpdu7xNvDLL78YtZ0fUNEyRzjH+UpIjZVJibXip3Rj48aNU4SUmrvq4sWL2ffff696jpkzZ7Jjx455fA+ZM2dm//zzD4QUCEJIgaD5GBvJNm7cKLKDGLCdX9Xwy/zCV0LqGyfW6bp+SErLQtizZ49qnVdffVXk0FP7kinGinbseZr0mHL0HTt2FI0JBCGkQNCEjGR7+RicJUsWo7Z1R5jLudxXQuoPzkUqZaX0/oC23XKzZ89WrVO7dm1hh1CyZEnVpblNmzaxu3fvepTFmjyorly5jMYEghBSIGhKnjx1QkwqmEhIjeTc6ishRcHkn6qU1dP7A5JIIsybN89pHFXbtm1Vy3///XdRp1q1ah7tGoyMuIfGBIIQUiBoSl67GiYmFQza1h05mL8g46R8gpucE1TKOvriQ1KQOS3dadXZt28fO3nypGo5lRHq1Knj9vXz5MlDrlRoTCAIIQWCpmR0dKSYVDBoW6+mkjf4qq+E1F3OYSpl/X3xIVu0aCFEUO/evVXrDBo0SNTZtm0by549e8rf6d87d+5MCVivVKmS29evUKECzDhBEEIKBE3tJZU3b16jtnVH+faqcMb5QkTl4IzkfEWlfLTWzZYuXZqNHDmSDRs2jA0ZMoQNGDBAmHz17duXdenSRdN+gHbmEcjaQO3c8fHxKYKJ0sYcPnxYeEfZQP5TBQoU8DjpMRoTCEJIgaBZhRRNKhi0rT/rQM/kdZLFxWPklyZV3VTKZ2rdbIMGDdKZZFKQOM0iPf30004/7Pz588UxEyZMEOLKvox27NHynhbI2NOTh9ynTx/yREdjAkEIKRA0rZCi/LUGbeuve5AOz2MU44znbKdSvkjrZknshIWFpQgbSj5csWJFtz4wmWp+8MEHwtspbRkZckZERDgUUZ9++qnHD3n8+PHki47GBIIQUiBoUiFlEatHBm3r7/tTSJXmTORsqlK+1tkNz5o1K0XcVK5cWfcHkjt3brFD79y5c+zSpUtiic/bHEELFixgLDkBjQkEIaRA0KRCKom9//77Rm3rMzWEVEG9hVRFTgtnbZXyHa76Qv3xxx8+fTC0TZMC4/RwYl2/fh2zJMWjMYEghBQImlNIJSewL774wqht/TsVTUMTR5X0FlIPyItWVik/5uyGmzZtKoTUc889FzQP+eDBgywpMRaNCQQhpEDQlKTJhFWrVhm1rf+m4VJQX28h9ZC8aCmV8jPObvjRRx8Nuuj/a9euscSEGDQmEISQAkFTMikxju3atcuobX2ziqa5xtlabyFVR160kEr5OVetBILJITU5GTv2QNCxkCoIIQWCJiBNJlDssUHb+m4VTXOBs5PeQuoRedFcDspC5EU1b7h9+/ZCSDnadReohIcUCEJIgaCZSe0gOjrKqG39mIrmOcHZU28h1VheNMRBWVbOi85uuHPnzn4XUpSxevjw4RBSIAghBSEFgl54SRm0rZ9W0TyHOV/TW0g11fBVyM552dkN9+jRw+9CivIDxcbGemynACEFghBSIAghZVghdUZF1+znHKq3kGqmIaRycl5xdsM9e/b0+5fRrFkzj69ZpEgRCCkQhJACQQgpjrRZRQzCsyq6ZhfnO3oLqRYaQio3Z5izG3711VfFl0Eml+Q2/vHHH7OpU6cK9/AxY8awESNGiDx8r7/+unBRJeFF3lOdOnViTz75JGvTpg177LHHhI0C7QBs1KiRSD1Tr149VrduXVa7dm3hfv7www+zxo0bs/feey/FANSTB0w5/CCkQBBCCgQhpIJro5gbPM+ZScUb8wO9hVQrDSGVh/OqsxsePHgw0xu0q85isYgExZS7z0Z7JCQkePSAK1WqBCEFghBSIAghxVGgoCHbPG2Uy+xA12zjnKK3kGrjrZAaNmwYywhERkZ69IAffPBBCCkQhJACQQgpDsppayIhtYVzqt5Cqq2GkMorzas0b9h+qc2fuHXrlkcPuGbNmhBSIOhQSIWzghBSIGgqIVWqVCkzCanN/hZS+TivO7thioWiZbg333yTDR06lL399tts1KhRIhnihAkT2OTJk9n06dPZzJkz2dy5c0Vun6+//pp9//337KeffmJLly5lv/76K1u9ejVbv34927hxI9u6dSvbvn072717N9u/f79IVExu5Pag//fkAdepUwdCCgTVhFRBCCkQNJOQKlu2rBHbOlk3ZXGgazZxfhxwQmratGlimU2PZMKucMqUKeLLv3DhgkfHUxA7hBQIQkiBIIQUYxUrVjTTjBQJqY/8KaRcipGaNWsWu3Pnjt+ElC3A/eLFix4d27BhQwgpEISQAkEIKY7KlSubTUjpvrTndbD5vHnzWHh4uF+FVL58+djx48chpEAQQgpCCgQhpFwVUlt9IaRaOfGRciqkvv32W3b16lW/Cqls2bKxp556CkIKBCGkIKRAEELKkY9UiIr9wUR/GnLmcsWQ88cff/S7kPKGZPYJIQWCEFIgCCHFWKVKhhRS51R0zT+c7+stpB7TEFI5XMm1t3z5cnb79u2gEVLklg4hBYIQUiAIIcVYuXLlzJQiZg/nCL2FVBMNIZWN85KzG96yZYvfkxZ7Q0o1AyEFghBSIAghxViZMmXMlLT4AOcQvYVUI3lRR34LWaQXg+YNX7lyRXwZXbp0CYoHXKNGDQgpEISQAkEIKY4SJUoYsa2fUtE8Rzn76y2k6suL5nFQlkkGbKnebOHChdndu3fFl3Hjxg2WNWvWgH/AVatWhZACQQgpEISQ4qBx3IBt/V8VzXOa8zm9hdTD8qJFVMrPat1s586dU7mNkxN5sWLFWM6cOVmmTJkC8gHTejCEFAhCSIEghBRjefLkMWJb366iaShc6Wm9hdRD8qJlVMpPad3smTNnHObBi4uLC9jpQkrQCCEFghBSIAghxYJiJckDrlPRNDekW4GuqCovWk2lfL/ajaadcSJvJ1K21BGHhoYGbPB5gQIFIKRAEEIKBCGkOAza1peoaJpIztp6C6nynBbOuirlm4z2gEl9Q0iBIIQUCEJIGVZIfaGiaUjvlNVbSIVyJnI2UylfYcSHDCEFgipCqgCEFAiagdQOLJYko7b1KSqahsry6i2kinLGcT6hUj4fQgoEIaQgpEDQWExMiBG77Q3a1t/WEFK6g5RZtMZ2wElGfMiRkZHoTEEQQgoETcukxFh25MgRo7b1l/0ppLLJ4KvXVMqHGvEhnz59WqhxNCYQhJACQTPSkhTHNm7caNS27miVrYivhBThLudIlbIXjfiQ//77b/ESoTGBYFohVQBCCgRNwGRLAlu8eLFR23p9B3qmOmeUr4TUdY3ArJZGfMg///wzf4ni0ZhAEEIKBM25Yy85kX300XSjtvVSDvRMG2nI6RMc0NgqWM2ID/mTTz4RLxEaEwiaTEidgZACQav1gYUNHTrUqG3dEfpKveMT/K5hXpXXiA/5rbfeEi8RGhMIQkiBoDmFVDLr2rWrmYTU+5x/+kpIfc65XqPccA+5S5cu4iVCYwLB1EKqAIQUCJrGjLNu3bpGbOdRGnZOS3wlpN7l3K1RnmC0B12nTh14SYEghBQImlpIFSlSxIjt/JSKltnAOdtXQoo8pM5olF802oNGvj0QhJACQXP7SMWz3LlzG7Gdb1PRMqRzxvhKSDWQFghq2GW0B00vT3w8fKRAEEIKBM3J27dvsZw5cxqxnS/VWF171VdCqqgTkyrD5dujl+dm+A00JhCEkAJBU/LChfMse/bsRmznMx3omMycyZzdFB9CS0jNNtqDppfn7JkzaEwgCCEFgqbk4cOHWNasWY3YzodpTBi18rWQKqlSNsJoDzpLlixs/4H9/GWKRIMCQQgpEDQZI0WGj8yZMxuxnT+n4YlZ25dCKoyzhUrZ80Z70CEhIWzLli0QUiAIIQWCpmNcbBRbs2aNEds4Ld+1d6BjGsvyMr4UUhRQPlilrJ28OUM98BUrVvAXCh0qCEJIgaC5mJgQy+bPn2/ENp4kN9ClRQdZnsOXQuoXaczpCI/ImzPUA//444+ZJQn59kAQQgoEzeYhlcRGjhxpxDZOO/OqqqSHsSg+xsecf6mUVTGiKeeAAa/D3RwEIaRA0JRmnJThw4BtPI6ziEp6mKO+FlJvanhJFZI3Z6gH3rJlS5hygiCEFAiaUkhVr17diG08hjPEgY75xpfpYWzoLm8iRKU81mgPvGTJkhBSIAghBYKmFFIGbeNXVDTMFs53fC2kmsmbKKVSft6IDx1CCgQhpEDQTKT3PzY21qhtfI2KhrmksptPV1SVN1FHpXyZITvVc2dZQgJSxYDgfSGVH0IKBA2+Y2/r1q1GbeMTNLwyi/haSOWRF3pCpXykER/6zz//zJIS49C4QBBCCgRNQUtSnNi1btA23tGBfglxkr1FV5DFwSsqZa2M+NCHDx/Gki2wQABBCCkQNAeTkxNYjx49jNrGizvQLw0573Fm8oeQ2s05WaUstxEfepMmTRhLTkTjAkGbkMoPIQWChhZSlgRWrVo1o7ZxRxjEecRfM1JzOVdolBvOAqF8+QosLhYxUiAIIQWC5mBExF0WGhpqxPZ9XkW7fM+5zl9CihL9HdcoP2a0B1+0aFF2M/wGGhcIQkiBoAkYycKuXGH5jdnON6tol5Oc8/wlpMo4CchaY7QHnzNnTnbu3FmG5MUgCCEFgmYQUidOnGBZsmQxYvte4EC3ZJVm428qfgTdTDaVstlG7FgPHDiAxgWCEFIgaHgmJcayP/74w6jte5QD3VJchiU97i8RRRHttzhbqpS/YcSHP2/e54wxBJyDIIQUCBrf0Xz06NFGbd/dHeiW6rKsvD9npGjn3liVsieM+PC7desGh3MQlEIqP4QUCBpaSDVu3Nio7buuA93ymD89pGygpH6bVMqqGPHhFy5cGEIKBCGkQNAUQsrA7TuvA93ymgw29yvGcYY7iaEyHKMiEWwOghBSIGhc0nt/+vQpo7btaBXN8i3nfH8LqWc4YzgLq5SfNuKXsG7dOnSuIIQUhBQIGlpIffvttz5pV5kzZ2Yvv/wy++mnn9iePXvYrl272PDhw/3ZtleqaJYTnD38LaRsy3cPqJR/ZsTO9d1330XyYhBCCkIKBA1LSlbcu3dv3dtUzZo1WXx8PEuLoUOHqh7TsWNHVq5cOT3vY7DGKlpJJQPAZICWIzxtxM61VevWvHONRWMDIaQgpEDQoIxhDRs21LU99erVi1ksFuYI1atXVz2uTJkyok7FihX1upcKDvRKJVmWPyOEFOWkGWKmnHtVq1Zj0dFoaCCEFIQUCBrTiDMqKoKVLl1at7ZUp04dIaKIN2/eZOvXr2eLFy9mR44cYZGRkaxYsWKax/fv359dvXpVj3uJVfG/fIXzMmfOjBBSH3EuVykjl9AbRutcc+XKxSIiIlhcLILOQQgpCCkQNJ6Qunv3rq5tiQQToVOnTixr1qypxlMSVpQ5ROv43Llzs5iYGDZgwABv74XioLI40Cs/cu6SHpl+RytpzOkImTn3GLGDPXjwEEtMxPIeCCEFIQWCxmKyJYH9/vvvurWjtm3bChH18MMPpyt77rnn2O7du106z8yZM9k///zDMmXK5M39/OFALGWS+YHnKxmEIvLmMquULzViBztq1Cj4SYEQUkYXUmchpEBz+ke98MILurWj//3vf+zPP/90WLZo0SL23nvvubw8mJCQwEJCQry5n9kOdAp5St3k7JlRQioP5z3Odirl7xixgy1btiyEFAghZXQhdZoLqQQIKdB8Qip79uy6tCFaxrt06ZLDHYBkg3D8+HFWq1Ytl84VGhoq7o2O8+KennegU0rKstCMElK01nhYxko5QjOjdrK3b99CowNNLqTyGVxInYCQAk3HU6dO6taG8uTJw+7cueNwWY/insLDw10+V8uWLfUQUuUc6JQ6GZEaJi2Wy7x7asmNDdnJrlq1Co0OhJCCkAJBQ1FPI868efOy27dvs0cffdRhyrWtW7e6fK6vvvqKRUdHe7O0l6SiU8Zw/pnRQmog51Vpd+AIx43YyY4YMQLxEyCEFIQUCBrH0TwhRlgN6NWGaGnv7NmzbOrUqenKnnrqKTZp0iSXzlOgQAExs7V//35vgs1/U9EotCluWEYLKZvDeQmV8qmGNOZs1ZpZkhLQ+EAIKQgpEDQELZZEVq9efV3b0YoVK9itW7dS2R4QFyxYwNq1a+fSOT799FOxrPf11197cy+9NYzF6ykBALqR2ipljYzYyRYsWJB/rclofCCEFIQUCBrD+iA52dsYpHSsX7++ELqgUEUAAE2LSURBVEGnTp1KtUElLCyMVatWTfNYmn2aPHlyigN669atvbmXsg70SV1OC2eZQBBSGzjHqpQVU6zZlg3X0R49epQlwU8KNKuQygchBYJG8o9at26dT9rSypUrhRAio89PPvmEVa5cWeTc0xJtNWrUYHv37k0RUQcOHPDmHsI5CzrQJ8OlcXjOQBBSFCd1VKUsF+c5I3a0gwcPhg0CCCFlaCGFBOWgeWwPnn76aZ+0pfLly7PY2NhU+fXi4uLYF198IWKy2rdvz1q0aCGczz/44AMhmuyRmJgocu55cQ9HVRzNKW5quxIgqOVk++DfRuxoafsmhBQIIWVUIXUcQgo0UaB5vO7LevZs0KAB8xQDBw709vqLVeybTnK+FShCigyt4jlbqpSPMmpne/z4f2iEIISUQYVUIoQUaApGst27dvm8TZEXFMVGuQpKcqzTLsJuDnRJNllWOlCEFKWIuSx36DnCA0btbH/88Uc0QhBCyoA8AyEFmmU2Kj6GffbZZ35pV+QDNWvWLKci6tChQ2JTl07XdZTGrp6cAAoo/My5lTNEpTzeiJ1t7959SDejMYIQUhBSIIj4KMmhQ4c6NOK0kXbwde7cmY0fP54tXLiQLV++XNgbvP3222IZUMd7OaGiSeZw/hpoQqqjTPyXTaX8JyN2tkWLFkWcFAghBSEFgkEtpLwwukzHLFmysJMnT7K2bdsGQluepKJJ7nK+qgQgmMoWQ8KzRu1wDx8+zBJhgwBCSBlLSJ2BkAJNYMKZFMfWrlmja9vJmTOnEGdNmjQJhLbczIEeKS3LGgaikDrIOUClrLpRl/deeuklLO+BEFJGE1KnIKRAM8xGJbNWrVrp2nZ69eolhBQt12VwO45SHCcq7sGZyFkgEIXUBM79KmV5OG8bscOl5IuxMWiQoLmEVD4IKRAMet6+fZO35fy6th1a1rOBfKEysB2T2WYmlfioo0qAoq28+Rwq5TuM2OFmy5aNHT1yRGwhRcMEIaSMIqT+g5ACDc/du3fr6h9VsmRJIaCWLl3KRo4cya5evcp+/vnndLn2/MRvVLTIISUAEhWrgfLVJHG2UynvbdRO9/PPv2AWC5IYgxBSRuFpCCnQ8Mt6FjZ27Fhd283rr7/Ozp07ly5B8bVr1zKiz2ikEc+dWwlgXOX8UMNvypCdbu3atbF7D4SQgpACwaDarVeiRAnd08FUqlQp3d9pdio8PFykgvFTG1bziOoidUpAY4pcwlPDbqN2vNevX2cJ8UhyCkJIQUiBYGCT3u19+/b5tU01btyYJScns1deecUf11uhokE2ci4MdCFVUtHOu/eBUTveESNGMEtSPBopCCFlBCF1GkIKNC6TLQmsZ8+efm9XZcuWZf/99x9btGiRr6/lyCMqp9yt11sJAtDuvMdVylpzJhux461atSqLjcOMFAghZQghdRJCCjQuIyPusXLlymVY+9q4cSPbs2eP8JzywflJY9RxoD8ayvKKwSCkfuT8Q6Usn1E73uzZs4sdCti9B0JIQUiBYCCTAsL1dDPPnTu3SDDszjnfeustFh8fzx566CF/xUcN4QxXggR9OC0aNgg7jbt773PGWBIaKmgCIZUXQgoEgzTI/N13R+naXsjFnODucZ06dRLHPf/883rezwIV7bFdhhcFBcrLD9NYpbyTUTtfylaN3XsghFTw8xSEFGhgIaV3exk9erQ4b7169dKVlSpVirVs2ZINGDCAzZo1i61fv56dOXOGhYWFiZ18FotFHLt48WK97qeyhu1BYSWIQNsLR2iUJxi1A96+fTsaKwghBSEFggHJFT5I3XLgwIEUN/OjR4+y48ePs6ioKOYuKHaKsoV4cS9hKprjZVmWJZiE1FucBzTKNxi1A3755ZdZQjw6YBBCCkIKBAOLCfFxYjlNz7aSJ08epiciIyO9uZ/FKppjL+dyJciQX36oXCrlo4zaAdNOiISEeBYfi6BzEEIqaIUUfKRAwzGSJSYmeDvjk47kju4uyHfx0KFDbMOGDcIK4eOPPxamnX379mWPPfaYN/fjyNqAlvMogfGLwSakyMX8JOdIlfKHjNwJ0wuSlBiHhgsaVkjlNbqQOgEhBRosNio5ka1atUr3tnLx4kUhjpKSklhsbKxY0qPYpx07drBvv/2WjRo1ij3zzDOsRo0a/si55ygGqp4sy6IEIb6SYkoN143aCTds2BBB56CxhVReowupYxBSoOGCzMkQU892UqZMGWFhQLNKDRo0YMWLF9c1CbKbVMuq8rEMJwpKtJYuoqVVyt80ckd89swZNF4QQgpCCgQDgnv37NG9nTz11FPs5MmTgdJu22tsbmurBDHowz2hUlaIM8moHfGkSZNZIoLOQQgpCCkQzGAmJsayt99+W/d20rp1a1alSpVAaLN3OXM70BnN5YRO4WAWUrM416qUZeX816gdMa0HY3kPhJCCkALBQFjWCw0NNXKb3cIZ4kBnLJYOAiHBLKQqyw+ZWaV8ppE744MHDyLoHISQgpACwQxjsiXeJ0HmAcY3HegLSlJ8mfNtJciRh/MG5xsq5VWM/OVS8B1mpUAIKQgpEMy42ahkVrFiRaMLqdwaWVZyKAbASs7dnJlUyv8z6pebJUsW4fCKxgxCSEFIgWBGeEft3btH9510NLbNnj1bJCsOgPa6UkVbzAjm3Xpp0ZQzmTOfSvnzRu6Qp0+fzixJCWjQIIQUhBQI+nk2KkkYXerZNgoVKsQOHz4sVlvOnj3LcuXKldHttamKtrBwdlQMhBjODiplpTgjjdohFy1aFMt7IIQUhBQIZkiQeUhIiG7tIlOmTCLeyh7Xrl3LyLYarrIjj/RGPGeokYTUaM4TKmW05HfUyJ0yubtakuLRsEEIqSDhSQgpMOidzBPYuHHjdF/Si46OTiWkPvvsM5YjR46Maqt/qugK2249Q6GG/NCVVMpfNXKnTO6vCfGxaNwghBSEFAj6hVFREaxIkSK6tgtK8WKP77//PqPbaguVyZl7nF2MJqQox80tzilOzDsNSZpaPXjoEBo3CCEFIQWCvjfg5O/uX9u2+WQDVWRkpBBRP/zwQ0a30zAVLdFMupkbEh/KHXpqu/c+M3LH3KVLF8RKgRBSEFIg6JfYKMr56otJAQo0p+W9UqVKiZipDGynI1W0xF7OT40qpDIp6tmZCU0UA6eMEQGsp06xhPhoNHQQQirQhdRxCCkwOEljzLZtf/msbSxbtkwEmGfLli0j2ygFkj/kQEdUkOWtFAOD0sUsUinLLtc1DT0rlZgAp3MQQirwhdRRCCkwSIVULGvRooXP2sZrr73Gbt++ndG2BxdUdMRQ6RKQ2chC6ln5EPKolE8xcuecP39+duvWLWGShgYPQkhBSIGg3rx+/Ybus0Vr165lEyZMEOctXrw4S05OFpuoMrCN9lLREAc5xykGR375EF5QKc9q5M6Z+P777yNWCoSQCnCegJACgzQ2qmfPnrq2hcKFC7P4+HjruMX/+8svv7CIiAifzno54V0V/VBWMVBKGGcgf4c/NMp/MbqYioi4h0YPBrmQygMhBYIBxvPnz+neFlq3bs0sFgtLC1re69WrlxBafm6fc1S0w69OtIWhUEg+jFwq5V2MLqTefvttlhCPThqEkIKQAkG9LA/iWN++fXVvCzNnzmRaoHCV9evXs0ceecRf7bOJA91QTAag91JMBEpi/LlKGQWJxRm5ky5WrBhLSET+PTCIhVQeCCkQDCTGREf7JIkwzTzFxMSwQ4cOsbCwME1RRXU6deqkagRKQq9Hjx7e3M81Fd3wjCzPYiYhNYQzSsZMOcIoo89KUeAeYqVACKkAFVL/QUiBwRUb5YvZqEaNGolzV6lSRbiaU2xk48aN2e7duzUFFZl2rlixQiQ4VuySHSckJLAGDRp4c09qOXv3ODH8NiTyyofypEo5qcpYo4upmzfD0QmAEFIBKaSOQEiBQcNzZ8/6pB389ttvbMmSJQ7LatWqxb788kt29epVTVG1ZcsWNnXqVHby5El2/vx5b+7nqopeqCzL8ysmBC3tbdQoX2Z0ITVx4kSWlAhfKRBCCkIKBD2jJSmBDR36lu5tgFzLFy5cyKpWreq0bocOHUSslDO0bdvWm3uap6IV1nFu5wwxo5AqLh9OGZXyNkYXUrSeTX4c8XFwOwchpCCkQNB9F/PIyAguekICot089thj7IsvvhBLeGlx4cIFb89f1YFOKCxXr15UTAoKKt8ltyyq4arRxVT//v35K2ZBpwAGlZDKY3AhdRxCCgyS2Kj27dsH7IoLBanbMGPGDG/Ot0VFI3RXrKnlTI3eitXOvZBKeSujCykK4CPvj7hYuJ2DEFIQUiDoKiPZsWPHWObMmQO2HZUoUYJdvHhRCKlKlSp5c64HVTQCmXO+ogCKhbOrShl5TV00upgaNmwYdvCBEFIQUiDo1mzUCy+84PO2kCVLFpYjRw6Pj58zZw7bvn27N/dwVLHm4nXkOZkgPaRMD1KTkRrls40upIgXLpyHSScIIQUhBYIumG/Gsl27dvm0DbRq1Ypt2LCBnT17Vuy2O378OJs8ebLbyYr379/PHnzwQW/u5S2V0KBtnP+DhLKiiGJ1JO2hUp7bDEKKvDkSE+PRSYAQUoEgpI5BSIGBu6SXEB/rrThRZb169djBgwdVd94NHz7crfOR67kXSZTjVHRBMY0AdNNiDec/UmU6wgyjC6mQkBB29OhRzEqBEFIBIaQOQ0iBATsbtX3HDp+893369HGYV8+GpKQkt2ekaGzz4p5eU9EEXzuxTzIlysiHVlqlvKJi8LQxxBo1aiBWCoSQgpACQc3YqBLFi+v+ztepU0ecewcXaRR7Va5cOVaqVCnWrl07Nn/+fFH2yiuvaNr5eCma0jJK2iSlRQlZ3hrSKT3IBuE3jfJ9Zljimzt3LmalQAgpCCkQdDAbFcPGjBnjk4Dy+Ph49u2336qKJFdcySmOSsf7Wq6iBSbL3XpZIJvSo4l8eJVVyquZQUiFhoaypKREFg87BBBCCkIKBO0YFxvLChYs6JMlPUpOTHY8jsq3bdvG3njjDafnoRx8Tz75pF73lVdFC0Rw9oFkUkcY52ca5evMIKbGjx+PJT4QQgpCCgRTLelpLa15Q1rO69q1q8Oyhx9+WCQhduU8ZMK5d+9ePe7pS41d/vcglbTRWj5ErXKLGcTUkSNH0HmAEFIQUiAo+Pe2bT573wlq8U3Lly9nrVu3duk8HTt2FEuEOXPm9OZ+aIx/2MH4n13GTY2AVHKOU5wfapRfNoOQeuqpp/irnYwOBISQgpACTT8blcyaNGnik3c9X758Qkg5KqtQoQK7fPmyy+7pDRo0EDv7KETFi3vaqzL2P8eZrMCA0yX05UyU/lKOUN8MQoq4efNmlmxJQEcCBpaQus2FVG4IKRD0j4hKYgsXLvTZu16yZEkhpAoVKpSu7PDhw24tJ1Lev8TERLHbz4t7Kq4y9h/nnAaJ5BqycUZzvqlRZ6cZhBRNj0ZE3BMGbOhQwEDhHQgpEPQbb1y/xjJlyuTT951AS3j2f3vooYfY6dOn3Y7vjY2NZdmzZ/f0XlaojPlPyPIQSCTX8ZIUU2robpZZqbFjx7Lk5ER0KCCElB/5H4QUGCBLeoMGDfL5+37u3Dkhpjp16pTyt40bN7JGjRq5fZ5NmzZ5cy/NHYz3IXIj2peQRu4jnHO0Rvkls4gpynWUlBCLjgWEkIKQAk1CS1Kcz/Pp2fjJJ58IIUXLcv369WPNmzdnYWFhqnYIjjh9+nRxjlq1anl6HztUxvrmsjwUssh9vKdYkxkXUCl/2CxCqkzZsrxTj0PnAkJIQUiBJmF0dCQrXLiIX953ChJPC1djo2jZcciQIeIYiuv14j6Kqoz1+zlnQRJ5BprOS+LsrVKeiXOPWcTUd999J4IO0cGAgSGkchtbSB2FkAIz1jNq2rRpfn3nFy9enEpIJScnCyPO/v37qyYdbtOmDfvrr79SjiFB5uH118kxPS06yPLCkETexUrFaZR3NouQIt65c4clxEejowEhpHwupA5BSIEZQkoRRuEcGbLJ4vhx1YTFdE9Lly5lX331FVu3bl265MYUz+vFtes5GN8pBcxJzl8ghbxDTs7rnFM16uwwi5Bq3PhR3sjisIsPhJCCkAINmQImkjPGmzgjr0jpZ86cOcPcxaxZs7y57g8qY3tDRTtVDOAGKOD8nsbDrKqYxO2c+Ntvv/HX1oJOB4SQgpACDbik9+WXX/rknc6bN69ITuxK3W+++UbYGDgD5efzcldhrKJusHmBcyIkkH6gTM9DNcp3KiZa4rsaFoZOB4SQ8iGPQUiBGcDDhw757J2eMmUKu3LlCqtSpYpL9YsVKyZmmhyB0sAMGzbM21QwWr5R/WVYTynIH/1gCzjLr1Je2UxCqlWrVnJWCkt8YMYIqdyYkQJB/RgbKTyj6tat67N3unfv3ilCiOwOKDWMq8fWqFGDtWvXTuTcq1ixop73lUdlTD/H+Tmkj76gZIVXOedr1JllJjH1008/YYkPhJCCkAINsqRHM0a+fKePHDmSbmaJkgxnYDtTy17STZYDPsATThRsac4EM4mpY8eOoRMCIaQgpMBgZnwU27lzp8/e5apVq7Jbt26xX375RTiXP/LII2Jm6b333mMDBw7MqDYWpTj2iKTxPZ5zECSP77CNc7lG+admElJNmzYV08HojEAIKb2F1EEIKdBvs1G0dOaL95jMMmNiYli3bt0CrY0NVhnDP1Cs6eFyQ+74Dk3kl9BQo06YmcSUzVEWHRIIIQUhBQafiOrevbvP3uP169ezJUuWuFS3UqVKbOLEieyHH35gEyZMEP/vo/s6oDF+U3knSB3fYxfn/zTKXzaTkCKS+2wCOn0QQkrHXXsQUqBvmZQYy1avXu2zd7ho0aJid93DDz+sWa98+fLSVic9PvroI1VXcy/4uMrY/RPnv5A4/kEeRT1LtA3XzCSkChUqhFkpEEJKRx6FkAJ96l4ezeLi4rhIye6zd/iBBx4Q44JWW507d664Dy1s2LCBhYSE6HVfe1TG7Jqy/ElIHP/hE87bnFlVyqubbVaKLBGSEhPENlp0VCCEFGakwEBlJEtIiGO1a9f26TtcvXp1IYSef/75dGXNmjVTdTAnk83//vtPBKjb8Pjjj+txT5Q7t6DKmP075z+QNv5FPvnF9Nao87PZxJRIOpmMxMYghJT3O2IhpEDfxUWRj5Ov3+HQ0FAWEREhlvfIfZzaLCUV3r9/f7o8eTb069dPLOVlzZqV5ciRg82fP1/8/eLFi3rc0xyVsbqdLC8AaeN/9ORM5MysUl7GbEKKuGfPbgwAIISUt0LqCIQUqD8TE2LZ//73P7+9x4cOHXIpVx75ElKIiKNz/Pjjj6IOCSsv7iVecWxdlENuEPsKkiZjQJmhjyjqFvOK3GJpKiFVrlw5FhmJ5T3Ql0LqBhdSuQwupP6FkAJ15727d0XqFX+9x6VLl9YUUNHR0axFixYuZNJg3t53W5Ux+jlZngWSJuPwuPwSKquU02zVabOJqfbt2yP4HISQgpACA2xJr379+n5/l2k579KlS+lEFDmplyhRwkW/QuZtgHmIRojOs5AyGQ8KUtuuUd7JjEt848aNY4lJcejAQAgpCCkwg2lJSmCDBw/O0He6bdu2Ylzo06ePW8eRt9SyZcu8ufbDKmPzb5z/KdYUcEAGo6SMlXpNo84PZhRT//yzk7HkRHRkIIQUhBSYYTNRyWzFihVB2Q5oBi0pKcmbZb2xKmNyBVleFxImcPAx5y3OXCrlRTgjzSimLly4gM4MhJCCkAIzyC+KkgUHYxto3ry58JiinXwenuOaXL5zhDMIMA9MXNTYXkl424xCyuYlgk4N1FVI5TK4kDoKIQXqExdVqlSpgH3PyeaAUsg8++yzrGzZsqxChQpi6e/w4cMiEN1Lr6sOKmPxSLmLrwRkS+DhUfnl1deos8uMYqpDhw5ijT4OZp0ghJRrQuowhBTorelmPGvUqJFflt9mzJjBTp48mRJITj5RlGevY8eOmseSjcm8efPSBaLv2rWLFS5c2Jv7WqYyBueUImoIJEvg4i8pltRQW8ZTmU5MzZkzh5oXOjgQQgpCCvTDTNSYMe/5/D0lw0w1c00bKFjc2Xlo1ozCQAiJiYmsXr163npGlVcZg7c42RwGBAAo+j+Bc4CTeCpmRpLzebIlAR0dCCEFIQX6iNTH0g9XX72bmTJlYlmyZGFbt24VwoeW5oYNG8aGDh3Kvvvuu1TC6t9//3Xr3H379mV3794V1ghe3KPa+PukLK8DqRL46CO/rLIadY6bUUiRM+2pU6cwQIAQUs6SFkNIgR4wKTFOiBcSOr58P7/88ksWFRUl0sA4ins6ePCgMGb2dHmO4qU8vLdNGuPuJc7PIFGCB0c5V2qUNzPrrFT+/PnZlSuXeaOPRscHQkip8AiEFOjhDj0vU6k4ZefOnYUlgSMRRQwJCWHHjh1jL774okuzWzrfXzWVMfd7uSEMCCLkdbJrgPCVWcUU7eSLjrY2fHSAIIQUZqRAb0VUDLt3766YyfGBOEkhzXQdPXqUjR49WrXOqFGjxBKfs9WJsWPHssyZM+t5f8NUxtr6srwjpEnwYbxi9Y4qplJOuX1OmFVMUTAhbBFACCkVIQUfKdCNHXrJliRWuXJln7+XefPm1UzXQrNVFOOUy4X2Sct/Orqt7+TMpDLWnuf8BpIkeHHByRfYxqxCitinT1+IKdAjIZXL6ELqEIQU6PoOPRIw/ngvKc1LbGysw7I8efKwsLAwlwUdzVrp6LheQ2Nz113OrJAjwYtS8kvurlFnrJnF1KBBgyCmQAipdELqAIQU6JKIeuaZZ/z2XtLuPLUZKTLRHDBggMvn+vDDD4VflA5LkS+ojK1lXRh/gSABKeIoGTeltsR32sxiymbIho4RhJCCkAJdF1ETJkzw63s5fPhwcd3u3bun+vuYMWPY5s2b3TrX5MmT2d69e0Vwuhf3RL6NISpjK4XOLIYEMQ4uOvlCHzSzkCIuX74cHlMghJRt1x6EFKglopKT2KxZszIkSwXh4sWLLGfOnOJv5cqVY7du3XL7XBs2bGB//vmnt/eUX2VMnc15m7Mw5IdxUFV+6S9p1BlidjFFv2jgfg5CSCnsMIQUqDETtWzZsgx5L4sUKZJitrl06VKR4iUmJoa1aNHCrfNQPBUFpb/zzjve3M+zKmNpJVn+NKSH8TCT846ino06s2JSo860OzkwgICYkYKQAtMzMSGObdy4McPey+zZs6fKqUeYNGmS2+chiwSCbVbLA27TGGvvcX4ByWFc0Jf/j0Y5TVPGmVlI0S+cs2fPMktSPDpOEEIK3zeYMhOVxPbt3SucwzPy3Zw2bVoqIXX58mXWo0cPl4/v37+/OO7dd9/19B6uyNhiR5jLGaMRkwwYABU5kzjf0KjzrNlnpYin+K8eDCQghBS+b5BmomLZvn37PEq1Qstub775JnvvvfdYz549hSGytylkbt68mS45McU81a1bV7VtFitWTJhwEs6fPy88qTy8fnOVsbOeLK8HqWF8PO8kSI6wzOxCqkCBAuzunTssMTEWHSkIIQWalhZLPLtw4YJby2Dly5dne/bsEfnw0iIhIYEdP36clSpVyuP3s1q1aiw+Pj7duSl1zNWrV9m6deuE+znZIdDSH4VsREREpNQrWbKkp9f+UGXMJONr2h0/FRLDPFiuWBMoapmEnTS7mKI0AqdPnxK/xtChguYSUvshpMCUJMTuvDsjRoxgrqJNmzYev6NPPPEEu8N/7LqDe/fusQYNGnh6zR1OJh/OyFhjwCSw5eKbqFGnLpb4rEmOY2KiMaiAEFKgyURULLt27ZrLMVFkbLl+/fp0s09aiIuLYwULFvT4PS1atKiIaXUFJAi9CC4nllIZK4fK8nyQFuaDLZHi4xp1+kBMWcXUqVOnxK8zdLCgGYTUIQgpU5M89Q4cOCB2ybkqon7//XchWCj1SvPmzVPFQZHX08iRI0V6l7QgR3Jv39du3bqxVatWpVq+I1y/fp398ssvrEuXLt5eo7XKGFlZlg+EpDAvPpHruiVUyikJ4yqIKeu22/DwcAwuoEl8pCCkzBxYfubMGbfelx9++EGIpEaNGjndFX3p0qV0Yqp+/fq6vbsk4MhvSsf2sEBjDCWz65WQEsBuzr81yrPJlwUzU/nzs5MnTsABHUIKQgo0qMWBhe3evdutJbAFCxaI2KNKlSq5vBx3+/btVELqtddeC9S2oGUX9CNnOGdOyAiA1nXJ92KGRp3Ssg4DFXb06FEEoENIGVtIHYSQMmNg+fbt2916T2i5juKg6tSp49ZxjzzyCEtOTk4RUhSgHoDtgFK8FFQZE9vKOg0hIQAbnpAvRW2NOi9BRN3fzUe/2hhLRgcMIQUhBRoi7cuaNWvc8nciewESUTVr1nT7/cqcOXOqJT4yyQzAdvCYylhYXZb3hXQA0mISp0XRTrI4G0LqPlevXs21VCI6YggpAwqpfRBSJlrOW7jwB7fej86dO6cEipPRpSfv2DfffJMipB599NFAawPDVcZAsjc4wbkZkgFQe0HIO2q7kzpnIaLSdwbokCGkIKTAYJyJmjBhglvvxpNPPpkqvolMNytWrOj2O2bvNxVg77+WX9QazsuQC4AW8nBGc05zUuc6RJR1yy/9d+rUqRBTEFIQUmDQiSiKcXLnvahdu7bwfrKPbyLcunXL7Z13tpx548ePF+d9/PHHWYcOHVjbtm3FucqUKZMR7/4JjbFvgKxTC1IBcIbm8mV5QaNOEwip1Hz++ecRMwUhBSEFBgEjWbIlSQgWd94JSvuihcTERNakSRPX37HDhzXPZxNrJ06cYDNmzBAu6FoxXM888wzbuHGjt+9+VZUxr5ws7w6JALgKm1NreY06L0NAOYobSGYJ8dHorCGkIKTAAPSIimGxsTGsdevWbr0PpUuXFrNOU6ZMEccOGjSI3b17N534sVgsrFevXk7PFxoayqKjo5knIOuEI0eOsK1bt4oA+U2bNon8eoRWrVr5wnSzCGcE55eQBoC7WKxYzTrzatT5HAIqNR944AHewdzBIAQhBSEFBpzR5o0b4UIUufs+0PvesmXLdH8nuwRHIKdxrfP99NNPTG+4O8OWhmM1xrk/Oc9DEgCeIJt8ef50Uu8PCKjUpLV98pqiXFXowCGkIKTAjF7KS0qKZzt2bBdmmHq+JyEhIezLL790KGwmT57s8BiKibKBZpVmzZolZro+/fRTtmLFCqdLfo7Qr18/bz7HfI3xbSHnXUXdTwoAnCI3Z7xitT1wBEohQzv5zkBApfea2rt3L0u2wB4BQgpCCszIvHmJbPPmzUL0+Op9mTlzpkOBM27cuFT1nn76afF3Sm7srA0VLlxY1KegdJr5OnnyJAsLCxMu6hSPZcOYMWO8ufe9nCEq49uzsk5LSAFAr+DzpzXqlIB4cmw6R7+2rDv6ItGpQ0hBSIF+35k3duzYlB3GvuQrr7ziUExR0mAq7969u/j/IUOGeHT+rFmzijRdJUqUEEmQq1Sp4pEZqB3vKOrpXVrJOl0gAQC98Kp8qepp1KmvWA09IaLScPjbb7P4+DhOBKFDSAUHD0JIBTVpw0tMTBTr3bu3X9+bwYMHOxRTa9eu5fcTw+bPnx8o7zilPKugMpYVk+ULMPQDemOpYs09pJWgsSeEk2NSLioCdvRBSAUDD0FIBa+I4t8bLX15YpKpB5s2bSp276XFlStXAukdb6wxjlEi4tUY8gFfgWzx/3Mipt6DcHLM4sWLs3379sG8E0Iq8IXUvxBSwbqUR/FQefPmzdD3h3bQObI3OH36tMcpZXSkVo68dZxXFOtu9UwY8gFfIB/nLc7fndRbB+GkzoULF4pdNOj4IaQgpEC9mJSYIIwrA+Udqlq1qkMxRSllChQokFH39ZnGuDWPM9nJRAEA6IJSijWNzOdO6q2FaFInmdZZndCx1AchFYhCai+EVBDFQ8XFxbLOXboE3HtUoUIFdvbs2XRi6s6dO6x69er+vp/vNMar12WdRzHEA/7CY1K5D9aok4XzEkSTOh988EEWHh7Of0nGYUCAkIKQAj2YhYpjV8LCMiovnUssVKhQivN4WjRs2NBf93FAY6xqKut0xdAO+Bvt5cvXQ6NOfs5zUnRBPDkgbeddunQpLBIgpCCkQNcZGyn6DNoFFwzvYp48eRy6oFNQfBffz6SRiMquMkZVV5w7mwOATzFGvoT1NerQFtMIiCZtjhz5jsiBhcELQioQ+C+EVADPQsWyqMhI4dsUbO/VX3/95XBmauDAgQ4355CxsZfXDJOxvY5QnDOW80cM5UBG40P5wpbSqFNRxlVBNGmQTOauX7/OLAhEh5DKaB8pCKmAdSknh+8A2PnmEbNkycKWLVvmUEzRjmbbEmXXrl1FoHrlypU9vRatgtyWYskRcnFe5NyqWLNzAECGY6VidYktrFGHMmsnQTA553fffW/1nMLAASEFIQXKgHLGLCIfnRHer7lz5zrNn9e/f39vrkGrIDVUxiJa5tvNeRBDNxBooBfzhpM6TSGmXGOLFi2YxZLEO1AMZhBSEFLmFlFksJnA6tata6h37KOPPlIVUS+99JI3547XEFGUV2+zHKsKYNgGAg3kvXGac4+Tet0hlFxjyZIl2apVq2DgCSEFIWVig80ff/xRbEox4nvmaGZq0qRJ3pwzkbOFxvizWLF6IZbEkA0EMmiJ728ndV5UkJfPZfbt25clJMRjdgpCyo9Cag+EVAaSnj1tPunQoYOh3zNyYKccfDbMnj3bm/PRakdbjXFnrmINLq+GYRoIdJSRvwp+dlLvJYgk11m+fHm2bt060dnExcImAUIKQsqYtNoa/PTTT2JG2gx9244dO8RnXr58OcuUKZM353pcY7yZo1gD0GthiAaCBcXkSzvfSb1hEEnucdSoUSwyIkJsgcagAyHlK/4LIZUh5pr37t1lAwYMyPDvn3bWNWnSxOfXCQkJEbvzNm7c6O25XtIYZ4a4ILQAICBRW768Hzup1wsCyT2GhoayzZs3IXYKQgpCykCxUMuWL2dFixYNCIuCS5cuCSsW+rcvr/XBBx+w48ePs6xZs3pznvYa48v7ss5jGJKBYMXD8iUe76TeGAgk9/lKv34s7GoY74KTMBhBSOkrpA5ASPlHQFnY+fPn2bPPPhswaaumT5/OkpOTU7ydvFxu02SjRo28PUd/jXHlBVmnL4ZiINjRTL7MIxAzpT9z5szJFi5ciNkpCCkIqSCchaLgah3cu73mww8/7DC5MIF21gXoe6o1EzVQ1nkaQzBgFLSRL/UoJ/VGQhx5xrZt27JDhw5CUEFIQUgFgYDaufMf1rhx4wz/nvPly8d++OEHduPGDTZ+/HjWtGlTVrVqVdagQQM2ZMiQlJQuPXv2DLR3tLfGONJN1nkDQy9gNDwhX+4BLsRMIcmxh3zjjTeEeR85IWPQgpCCkAosY824uDj2wgsvBMR3TEt2YWFh7M8//9Ss161bN7Z169ZAeTeTnMxEPac4Dz4HgKDG0/IlH+2kXm+IIu+sEr7++mtrmhl4T0FIQUhlsCdUbMoyXqlSpQLi+82dOzc7deoUW716dTC9l+Q9+JQL4SGDMdQCRseTLs5MPa8gnYxXrFmzpghkpW3VmKGCkIKQ8n9+vMSEOPbff/+xsmXL6vK9VK9eXSzDEYYNG+bxed555x1xjgIFCgTLO5kgQ0TU0EPWG4QhFjALHldc283XEst83m9l7tChI7t9+5bYIUSGfxjkIKQgpHxvqnnlymXWuk0b4ZWk1yxSWnTp0sXt82TPnl0cu2jRomB5H6MV6w5wNQyS9XphaAXMhtby5R/rguiKhSjynrNnz2F3795lyZZEDHYQUtpCah+ElGeB5Ins5s1wNnHiRN2/k3bt2qUTUmPGjHH7PO+++644tnv37sHwLt7lrOfCch5mogDToolsBLOd1Ksqf5VgdspLUvLTmTNnIn4KQkpbSO2HkPIkDmrs2LEif5wvvhOa2UqL2rVru32enTt3imPbt28f6O/hTc5QjXFhvKz3FIZSwOyoKxvDAif1HuS8DDGkDx944AH2+++/s2RLErMkxWMwhJBKI6R2Q0i5wGRLAn9O8WzJkiWsTJkyPv9eKEZq5cqVIu9m69at3T4+W7Zs7MSJE0JIDR061Ov7ef31131l2PkfZ1GN8WC4rPcyhlAAsKKybBS/O6lXiPMahJB+LFy4cErSUAyMEFIQUq4yWrSZ9evXszx58vjdtsBT8ULv7blz58S9Hzx40Pvk1vwcPkgjc4Izt8Y4ME+uTjTC0AkAqVGJM5Jzo5N6OTk3QwTpyxYtWogZKgLt8kNQOoQUhFT6IHKavSX8/PPPrGHDhkH3vZKL+unTp1OWBmvUqOHV+e7cucMyZ86s5z0ud9L/f6FYd3O3xZAJAI6Rg/M252nOzE7q/gUBpD9peeLIkaMsISEelgkmFlIHIKTSWxkkJrBdu3eLWdxA/M5o2c+VdDMHDhxIEVK//fabx9d78cUX2dGjR3Xblci5RKO/D5EiK0aGeQAA4GT57hTnOc68TupOh/jxDenX9o+LFskZqngWF4sZKggpc5HeeYslQbSB+fPni3x0gfp90f0RKLOBs7ozZsxIFbD+yiuveLS8ePz4cWH8q9NnGKbRz+fi/JvzugwDAQDARexQrE62FZ3UGwLh4zuWKFGCbd68mUVFRQpBBSFlEiG1z8xCKpoLqHgWGXFPOH8HsmkleUvt3bs3lTCizAZaxxQvXjzd7j93A9ebN28ujmvUqJG3nyGRs6NG/06xUoc5wziLYFgEAPdAS3s/yMb2mJO6rSB6fMvQ0FDhWcNYsiCElMGF1F5z2h8QEhMSRMJeEhyB/B1VqFCBXb16NZ0oOnLkiNidp3Xs559/nuqYBP6ZBw4c6NJ1ixYtKuovW7ZMj5QvtTT69TKcVzl3ubA6AQCAA2SS/50jG10nJ/Uryl8tED4+3jE0btw4dvLkSeGUnpQYCyFlyBmpXaYRUrS5giUnsWNHj7IRI0YExffToUMHIYBoNmrTpk1C2NjDWfoYmmmOiIhIJ8LI7bxq1aqqx9WrV4/dunWLXb9+XcyGefEZTsgwDjXUkULrDwyFAKAPXpSNb5KTetk5D0Dw+Gf3T926ddm///5rOnNPCCmDBJDzz0f466+/RKA2pU4Jlu9n+vTprFq1aik75l577bV0oqhJkyaa56D26wjx8fHs0qVLbMqUKcJNvXHjxqxPnz5CtNkEW8WKFb25/zWKNXhcDe1lvS+d1AMAwEMxNdNJPWp4iyF2/EcKwl3w9dfsxvVrcmkkBkIKQiog7QsSpXi6fPkS++yzz4QYMcp3tkhuDrGBkiU7O4Zy9VksFuYqKMDcSxE1N82KQ1q8LeuNwJAHAL4BpYqh7a9bXfilMgwix/989tlnRXZ6ckyHkIKQCigDzWSLmGkJgtQoHpGMQenz2eOTTz5xyZT37NmzTkXUxx9/7O09vuikz7b9AG6DoQ4AfIvynMc5j8l/a4FyMEVA4Pifjz76qOh4w29ct1ooJMQaxuQTQio4Zp9E7JOcfZo0aZKI7zF6u3v88cfTCaCWLVu6fCzl4dyyZQs7duwY279/P1u+fLmwVKDAdi/ui7JRPKrRT2dTrL6AlJy+DoY4APAPsnD+yxmvOLdHKMV5C+Im49ipUydh3BcdbU3uGuxGnxBSgW2cmcDfseioKCEE2rRpE1TPndKtkN0CxS+RtUChQoXcjt2iHzD2oI0hGfiZyA8wl0b/XJozSrGaMGfC0AYA/scnsrH2c1KPGvIyiJqMJcVW9Hq5F9u9a5fs4pMgpOAjpZNtQbJ4o2g2pUeP51jZsmWD7pnTzNGePXvS7cCjlC6DBg1yK5/ezZs3U52DUtpkwGeaK3/0qqELZwLnj4o19RcAABmE12Wj/VhxHjc1WrHmaYKwyWCWKlWKzZkzh505c4bFxESxZEtC0Oz8M4eQ2hnQQorujd6Z6KhIdurUKTZt2jQxexOsz3vkyJFOY5TIdsTV89FsVlr4cXYujrOXk764j6z7CYYwAAgM1JaN8l8XxBQZwMVAzASOjQLNHgwePDglUJYGyEBOSQMhlVEpW6KE3xPh1KmTrG/fvqx06dJOzScDnbRBw4YJEyYI24KuXbuK2am0IKNQV89Lwsset2/f9sfnIS+/ck764N9kXSQeBoAAQwEppO4o2m65hIKc2yFkAo9kBkj+Nf/8s5PdvXdHDACWpHgIKZMKqWSZ6+7WrXD2999/s7Fjxwblsp09bd5PxCJFiojPt337dpY1a9Z0dT/66KNUYuju3busYMGCLl0nZ86cLCwsLNXxq1atSpdiRsfPtk6xJp5XQ6hi9fmj4PN6GLIAIHDxlWzUfZ3Uo5mrcRAvgTvY0GwVxY2sXbtGDgPJwkQRQsr33J+BQsrm9URYvnyZWKaidyEkJMQQPxSioqJSliHHjx/PkpKSWP78+VWPWbNmTSoxRD803FlCT4tZs2YJq4TRo0ezxMREvYxIKcRCK1j8YcUaD3VIsebPAwAgwPGmbNyzFe1gR0IHznCIl8AXVuSyPGXKVPbXX1tZfHyc1FaJEFLBLKTio8SmAwLt6ty48U82YcJEl7fsBxPtl9qWLFki/nblyhU2YMAAzeNq1qyZTgy5YyQ6ceJEhzFX+/btE+f28nNd4GzspI99V9adjqEJAIILNeUvoCOK1adEC1kVa4ZxiJYg4mOPPcYWL17MYmNj+C/rBLHtHUIqOIQUfVe0Oy0yMpJ98803rH79+oZ9lmR4mdYo0yaGCK6cgzZm2GPr1q0uz9DRkmFauDOrpcENTvpVStm1U9ZtjiEJAIITRTg3KdZdJE+5UB9u6EG8ZNKpU2c2efJktmPHdrshI9m6G1DH4HUIKVeDwyPFs7fBYkniAmALGzduPHv66ae9NXkMqt14NjuC5OTklOcRHR0t8vwpLsY7UcYAe7gjPinQ3JY2hjyqdPhsLzvpS2mW6or8gVoZQxEABD9mKPeTHjtb6ntAse48gUAJcjZo0EAE6544cYIPZOEsMjKCi4M4lpQYK0SCp8agEFKOjTCpvvXZxvFnfY/dDA9nR44cYR9++CGrXbu2Kd/BtWvXilyUakt0CxYscPlc77//fqpj79y549Jx5EFF+fRmz56tl8FmCY3+k+Kkesi6KzD0AICxQCkKEuUvpKJO6ubj/BRixDjMmzcvq1SpEmv86KPszTffZL/99iu7detmqpkrIRzEzFUkhJSqkIoUz4gc6m0mmIRr166xpUuXsoEDBwkBS7NNOu8IMwS7d++eSgxRjjt3jj9//nyq44cPH65aN1OmTOzXX38V19AhFoo4Vi7XaWGtrPsMhhwAMCZotwit2Vs4W7hQ/3nO2xgAjO1j1apVK/bee++x1avXsH//PcjOnTvLxdJNZkmirfcWlpycwP8dlyIsTGF/sH+3COQX5IIpKTGe3bp5kw/KZ9iBAwfYypUr2TvvvMOaNWuWajs/6Px9IxNae9C75+rxtJxnvzxIy31au+4oT54O900z9C2d9JW0K4/ymp5XnKftAgAgyJFZub+rb6EL9fMqVn8UDAQm2R1IMykUIExbx0kovP322yKo/fjx4ykDWG6DCylKVvvjokVs6NChrHHjxqxkyZJiyz49GwgnhRUrVox17NiR9ezZk7Vv396t2be0ruPx8fGsfPnyLh9Pu+3sQR5U9uU1atTQ87MucGEW6iNZ93PFunEHAACTgH5hXec8pVh3+DnDQMxOgYo0MTSCp5HWkhC+5/Rs2LAh+/zzz4XwcQRKVTNixAhWokQJp+eiZVB7zJs3z+X7INGVFtu2bRP3RnFTX3/9tR7fIQWKP+ekTyzPuZEzWrHGRQEAYEKQKeca2XGMcKE+xU4dwKACguYhLePSrA9h0qRJwlk8S5YsYpmOUrakRVxcnFgu1jrngw8+KMww7VG5cmWX72nmzJnprkvxU2XKlNFDRP2hOE8i3F6x7obe78KMFQAAJsBLnMmK1RelnAv1+8lOBAMNCBqYbdu2ZbGxsWzjxo2qqVkoRumHH35IJ2xoU4PWub/44otU9Y8dOyYEmiv3RcuK9gHrL7zwgh6f9xbns076PkoBs1DWH4mhAwAAe9AvsKOcSZytXTzmbynAMOiAoMHYokULIVR27drlUn2yF0gLZ7YPNn8pG1q3bu3StcgPigxNybVch89Km29WutDf1ZN1byrWZT0AAIB0IA+U12XnstrFKWtKMXMHAw8IGitOjOKNyH+pSZMmLh+TNhA8IiJC5LVTO+b1119PVf/WrVtOA9Vphmz+/PmsXLlyenzWy4rzHcyZ7WahJipYygMAwAWUVqxB6NRxtHOhPnU0a+SvNQxEIBjk/O2331LindyJOSpSpEi6WalXX31V85jw8PBU9T/77DPVurRzsmLFinp8Rkqf9b0LfduDinVTzlXORhgaAABwB1ntZqe2Ks6DLwm1FauPCgYjEAxAUgzSiy++KGaC1FKlkJkoLZsR9u7d6/Y1xo4dm0oY/fPPP5r1bTn37qfSsYgUOlRWtGhR9vHHH+v9HPZxVnKhP7PNQs1UrDYwAAAAHuEhzkPyF1wHF4+hlDQRGLhAPUi+TRToTNvea9WqJZI1d+nSRfg7GfHzknjwxXmff/75dLNFlHYlbb0ePXqklK9bt87t65CDPs1k2UNxsiT4559/prs3WsIjUfXJJ5/o9QwotmmUC/1XM857nJc4W2EIAABAr9mpIbIzou2+uV04poicyYIYAD0mJbYlxsTECNJMCQ2uhBUrVhju85YtW1YEYOvt09WuXTuH3k+Olt1oac2GQ4cOeXQ92klnD1u+PTXSrru0oJ2AlNpIp2ewxMVZJZsdDOUlDUHXDwCA3qDp8E2yoxmsWIPTnaEL5xGIAuMwa9aswvl71apVIuh32rRp7N133xXLReR03blzZ7H7inLOkV9Q6dKlWYECBTxyBO/QoYPYgt+vXz92+fLlVAPt6tWrDfdsP/jgA/HZ6Jm5eyzN7DzzzDNs/fr1wq5AUVk6s0e3bt3SnYdmoWwg4erJ5xg2bFiq65CQ06pPs4w2bNq0SQSV6/RMKSVWSxf6KTLUjJR9VXN09QAA+BrktUIJkM9zFnPxmFEQIcba1UWxNlFRUcxd3L59mx09epT98ccf7LvvvmOTJ09mgwcPZl27dhWGimrXpFkNe2zYsMFwz9UmFt3Z1k8ClYwx0xpcUmA2lVGcE83iLVu2TDxnqjtjxgy2ZcsW1rRp03TnW7t2bco5kpKSWPXq1d3+HBRn5eqMFPlQnTx5Usw8UkoiHZ9nXxf6pYKKNZE71f8AXTsAAP5EKc5vlfs5plzZElyG80sIEeOQ8pqlxS+//CKcrSmO6aWXXhIzVaNHj2YfffQRW7BgAfv111/Z1q1b2enTp9MdS4O81vXSpgUx0rOsWrVqSvqV69evO61P8WKLFi1KJ6BsoNkpyhVIwtUdMWS/tEcYOHCgR5/HlRgpck2PjIwUCaDJKV2nZzmNs5AL/dFE5b7VS1V06QAAZBTqc16THRIZeWZ24RjKjn5GgV2CIZg2HmbChAluHU9B42FhYeLYTp06uTw4u2oUGSz89NNPU32+0NDQVLM2tDzapk0bsaRJMVQU3/TNN9+I50dJpleuXJlOaBLq16/v1n1079491XnI/NIbIeUnwUtGwrQppoiTvofCESi3KAWex3I+jy4cAIBAQC7lvlUCxSRUcfE4yld1FWIkuJl2x9Vbb73lUSJkVwb95ORkrwOhA5GPPPJIuhmlvn37sl69eokZvBMnTqT8ff/+/WIHY9pzkNC6e/duqnN4suONfJrSznLRfSgeLu316dPH18+PMjI0daG/KaFY02DRMVMV67IeAABAQKEo51+yo5ruwq9DG96zm9UCg1xIvfLKKx6dh4KcS5UqpVnHtvRFIHFhhOdHy1sXLlxwuDxHMUo040ezTY4CwxUVI013U66k5ebNm1Od5969eyxfvnwuHz9lypQUp/Js2bL56tmRPcEAF3/oDZDH/MtZGV01AACBDpo6v6JYvaTecvGYAoo1CSjESZBx9+7dqQZdWhry5Dwvv/yy06S19sHt586dM8TzoyVKR6AlNVqycyd2iOKm7HHw4EGP7omuaTPltI99c+VYmhmj9DIERzNnOpESp+dxoV/ppliX8WxZGrKgewYAIJhAu2AoDuG44rqxXT7FGsQeBZESnDFSTz75pM+uZb90RXFVgf5s0vpBkSUEwTa7QzM3V69eFTsYKeDaFivmipGlGu3PQWKoZMmSuhl4zps3z+nnXbx4sahLxp46P8/bnHNcFEN1OTfL42ahKwYAIJiRjfML2aHRNuPCLh6Xn/MnCJXAJ+26sofOW9hT8caNGwEtpGg2hny1zp8/L+KMSMiQy/fFixfZjh07Uhy/ba7sNANHS1+2fHZ0rLezex9++GHK8RRTZku34gk7duyYTkzRkmrx4sUdxlZdunRJLANSjJTOz3a2Yl2icwYSWavkMX8orpkHAwAABAUoD99K5b5dQikXj6Okod9BsAQu00Ith5setJ9toZmcQHkGNWvWFAalBAoOp0Bx8mhq0qSJWLKkv7kSR0ZixB4Uq+TuvZC5pc39nUAWCd58NtoAYG/SacNff/0l7Czo/GfOnGEREREiz17OnDn1eq7kVfcpZ1kX+gkKDfhQHrdDQWoXAAAMDJpyt+3UG6tY08+4goLyF2YyxEvgCimaASE/JF9dyz4o+9q1awHx+UkskXAhvyZK8aJWr2HDhikCRysRry2+iECzfe4KE4pvcifXnaukHIDTp08Xs2sU9E/XoKVWip1yZOzpBcnKYBFnDhf7hl5SdFFMZjt0sQAAmAWdFWtAOgWCvu/GcdUVa5wEREwAkJIJpxVSnsbkuEJ7E08yrbQtiXlCSkNCcUBkGkoGouTV5O45KIWNDZSKxVn92rVri7pr1qxRrWOLMbLFONFsl7v3RXnq7EGfU+/vwptnr0GaVaroYl8wULHu3CM/uv5uCC8AAABDgXbqRcqZpqc4c7p4HMVLLJO/QiFqMogPPPBAOiHlbqJZSmXi6qB8/PjxlGtRvJSzXX5pWa5cObEUZZvtoQTBtCRlw9KlSzVnleyZJ08eMStGoNQrrt7Dm2++qTmbRst+9vAkaJs+pz3IeyqA36M7nAtcbPcUA9VQCqgYxRo7BQAAYH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diff --git a/presentations/2022-netpol/taler-logo-2018.svg b/presentations/2022-netpol/taler-logo-2018.svg @@ -0,0 +1,10 @@ +<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 180 40"> + <style> + .ts1 { fill: #aa3939; letter-spacing:0; } + .ts2 { letter-spacing:0; } + </style> + + <text font-family="'Lucida Console', Monaco, monospace" font-weight="bold" font-size="36" color="red" x="0" y="29" letter-spacing="0.20em"> + <tspan class="ts1">❬</tspan><tspan>Tale</tspan><tspan class="ts2">r<tspan class="ts1">❭</tspan></tspan> + </text> +</svg> diff --git a/presentations/2022-netpol/ubs.pdf b/presentations/2022-netpol/ubs.pdf Binary files differ. diff --git a/presentations/2022-netpol/white.png b/presentations/2022-netpol/white.png Binary files differ.
