From 86f1c7ecabf31f7f7b1df8208de81272915ec1d7 Mon Sep 17 00:00:00 2001 From: Tom French <15848336+TomAFrench@users.noreply.github.com> Date: Mon, 21 Aug 2023 20:57:28 +0100 Subject: [PATCH 1/7] chore(ci): automatically delete cache entries associated with closed PRs (#2342) --- .github/workflows/cache-cleanup.yml | 35 +++++++++++++++++++++++++++++ 1 file changed, 35 insertions(+) create mode 100644 .github/workflows/cache-cleanup.yml diff --git a/.github/workflows/cache-cleanup.yml b/.github/workflows/cache-cleanup.yml new file mode 100644 index 00000000000..cf2b0ec413e --- /dev/null +++ b/.github/workflows/cache-cleanup.yml @@ -0,0 +1,35 @@ +# This workflow cleans up any cache entries associated with a pull request once it has been closed. +# This prevents us from having many refs/pull/PR_NUMBER/merge cache entries which will never be used. +# +# Note that this will affect both PRs being closed with and without being merged. + +name: Cleanup closed PR cache entries + +on: + pull_request: + types: + - closed + +jobs: + cleanup: + runs-on: ubuntu-latest + steps: + - name: Cleanup + run: | + gh extension install actions/gh-actions-cache + + echo "Fetching list of cache key" + cacheKeysForPR=$(gh actions-cache list -R $REPO -B $BRANCH -L 100 | cut -f 1 ) + + ## Setting this to not fail the workflow while deleting cache keys. + set +e + echo "Deleting caches..." + for cacheKey in $cacheKeysForPR + do + gh actions-cache delete $cacheKey -R $REPO -B $BRANCH --confirm + done + echo "Done" + env: + GH_TOKEN: ${{ secrets.GITHUB_TOKEN }} + REPO: ${{ github.repository }} + BRANCH: refs/pull/${{ github.event.pull_request.number }}/merge From 5d72d4d5a7c52b6f98e91f3fa640612520462f6c Mon Sep 17 00:00:00 2001 From: kek kek kek Date: Mon, 21 Aug 2023 13:59:10 -0700 Subject: [PATCH 2/7] chore: allow parenthesizing in two type locations (#2388) --- crates/noirc_frontend/src/parser/parser.rs | 7 ++++++- 1 file changed, 6 insertions(+), 1 deletion(-) diff --git a/crates/noirc_frontend/src/parser/parser.rs b/crates/noirc_frontend/src/parser/parser.rs index e94f1b0b9bd..931ddfd35fc 100644 --- a/crates/noirc_frontend/src/parser/parser.rs +++ b/crates/noirc_frontend/src/parser/parser.rs @@ -941,8 +941,8 @@ fn type_expression() -> impl NoirParser { recursive(|expr| { expression_with_precedence( Precedence::lowest_type_precedence(), - nothing(), expr, + nothing(), true, false, ) @@ -1645,6 +1645,11 @@ mod test { ); } + #[test] + fn parse_type_expression() { + parse_all(type_expression(), vec!["(123)", "123", "(1 + 1)", "(1 + (1))"]); + } + #[test] fn parse_array_sugar() { let valid = vec!["[0;7]", "[(1, 2); 4]", "[0;Four]", "[2;1+3-a]"]; From d173a4e56678001659a876338471adf4aaca8946 Mon Sep 17 00:00:00 2001 From: Blaine Bublitz Date: Mon, 21 Aug 2023 14:57:07 -0700 Subject: [PATCH 3/7] chore: Remove `serde` from `noirc_frontend` (#2390) --- Cargo.lock | 1 - crates/noirc_frontend/Cargo.toml | 1 - crates/noirc_frontend/src/ast/expression.rs | 3 +-- 3 files changed, 1 insertion(+), 4 deletions(-) diff --git a/Cargo.lock b/Cargo.lock index be1270f4fa2..3b68b5004d8 100644 --- a/Cargo.lock +++ b/Cargo.lock @@ -2417,7 +2417,6 @@ dependencies = [ "noirc_errors", "regex", "rustc-hash", - "serde", "serde_json", "small-ord-set", "smol_str", diff --git a/crates/noirc_frontend/Cargo.toml b/crates/noirc_frontend/Cargo.toml index 1f902d2d399..c2d6e579c2c 100644 --- a/crates/noirc_frontend/Cargo.toml +++ b/crates/noirc_frontend/Cargo.toml @@ -16,7 +16,6 @@ iter-extended.workspace = true chumsky.workspace = true thiserror.workspace = true smol_str.workspace = true -serde.workspace = true serde_json.workspace = true rustc-hash = "1.1.0" small-ord-set = "0.1.3" diff --git a/crates/noirc_frontend/src/ast/expression.rs b/crates/noirc_frontend/src/ast/expression.rs index b1ef26a7cd8..8b15f6e3b9d 100644 --- a/crates/noirc_frontend/src/ast/expression.rs +++ b/crates/noirc_frontend/src/ast/expression.rs @@ -382,8 +382,7 @@ pub enum FunctionReturnType { /// Describes the types of smart contract functions that are allowed. /// - All Noir programs in the non-contract context can be seen as `Secret`. -#[derive(serde::Serialize, serde::Deserialize, Debug, Copy, Clone, PartialEq, Eq)] -#[serde(rename_all = "snake_case")] +#[derive(Debug, Copy, Clone, PartialEq, Eq)] pub enum ContractFunctionType { /// This function will be executed in a private /// context. From 179611b646ce59a26cea6a4f3a61fc84f3ae9be3 Mon Sep 17 00:00:00 2001 From: Maddiaa <47148561+Maddiaa0@users.noreply.github.com> Date: Tue, 22 Aug 2023 17:59:54 +0100 Subject: [PATCH 4/7] feat(attributes): enable custom attributes (#2395) --- crates/noirc_evaluator/src/ssa/ssa_gen/mod.rs | 5 ++++- crates/noirc_frontend/src/ast/function.rs | 1 + crates/noirc_frontend/src/lexer/lexer.rs | 12 ++++++++++++ crates/noirc_frontend/src/lexer/token.rs | 8 ++++++-- 4 files changed, 23 insertions(+), 3 deletions(-) diff --git a/crates/noirc_evaluator/src/ssa/ssa_gen/mod.rs b/crates/noirc_evaluator/src/ssa/ssa_gen/mod.rs index cc3a7c02a75..1367b1753af 100644 --- a/crates/noirc_evaluator/src/ssa/ssa_gen/mod.rs +++ b/crates/noirc_evaluator/src/ssa/ssa_gen/mod.rs @@ -130,7 +130,10 @@ impl<'a> FunctionContext<'a> { let slice_contents = self.codegen_array(elements, typ[1].clone()); Tree::Branch(vec![slice_length.into(), slice_contents]) } - _ => unreachable!("ICE: array literal type must be an array or a slice, but got {}", array.typ), + _ => unreachable!( + "ICE: array literal type must be an array or a slice, but got {}", + array.typ + ), } } ast::Literal::Integer(value, typ) => { diff --git a/crates/noirc_frontend/src/ast/function.rs b/crates/noirc_frontend/src/ast/function.rs index 2c418dbefd7..377e6aa77ad 100644 --- a/crates/noirc_frontend/src/ast/function.rs +++ b/crates/noirc_frontend/src/ast/function.rs @@ -86,6 +86,7 @@ impl From for NoirFunction { Some(Attribute::Test) => FunctionKind::Normal, Some(Attribute::Oracle(_)) => FunctionKind::Oracle, Some(Attribute::Deprecated(_)) | None => FunctionKind::Normal, + Some(Attribute::Custom(_)) => FunctionKind::Normal, }; NoirFunction { def: fd, kind } diff --git a/crates/noirc_frontend/src/lexer/lexer.rs b/crates/noirc_frontend/src/lexer/lexer.rs index 8a98d5bfa3c..d0fa475426a 100644 --- a/crates/noirc_frontend/src/lexer/lexer.rs +++ b/crates/noirc_frontend/src/lexer/lexer.rs @@ -453,6 +453,18 @@ fn deprecated_attribute_with_note() { assert_eq!(token.token(), &Token::Attribute(Attribute::Deprecated("hello".to_string().into()))); } +#[test] +fn custom_attribute() { + let input = r#"#[custom(hello)]"#; + let mut lexer = Lexer::new(input); + + let token = lexer.next().unwrap().unwrap(); + assert_eq!( + token.token(), + &Token::Attribute(Attribute::Custom("custom(hello)".to_string().into())) + ); +} + #[test] fn test_custom_gate_syntax() { let input = "#[foreign(sha256)]#[foreign(blake2s)]#[builtin(sum)]"; diff --git a/crates/noirc_frontend/src/lexer/token.rs b/crates/noirc_frontend/src/lexer/token.rs index 3ef1d2a5dde..6291ac4de12 100644 --- a/crates/noirc_frontend/src/lexer/token.rs +++ b/crates/noirc_frontend/src/lexer/token.rs @@ -326,6 +326,7 @@ pub enum Attribute { Oracle(String), Deprecated(Option), Test, + Custom(String), } impl fmt::Display for Attribute { @@ -337,6 +338,7 @@ impl fmt::Display for Attribute { Attribute::Test => write!(f, "#[test]"), Attribute::Deprecated(None) => write!(f, "#[deprecated]"), Attribute::Deprecated(Some(ref note)) => write!(f, r#"#[deprecated("{note}")]"#), + Attribute::Custom(ref k) => write!(f, "#[{k}]"), } } } @@ -390,8 +392,9 @@ impl Attribute { Attribute::Deprecated(name.trim_matches('"').to_string().into()) } ["test"] => Attribute::Test, - _ => { - return Err(LexerErrorKind::MalformedFuncAttribute { span, found: word.to_owned() }) + tokens => { + tokens.iter().try_for_each(|token| validate(token))?; + Attribute::Custom(word.to_owned()) } }; @@ -429,6 +432,7 @@ impl AsRef for Attribute { Attribute::Oracle(string) => string, Attribute::Deprecated(Some(string)) => string, Attribute::Test | Attribute::Deprecated(None) => "", + Attribute::Custom(string) => string, } } } From 2fbcb45d8c8817ff8ae2d9721f007977354d797b Mon Sep 17 00:00:00 2001 From: kek kek kek Date: Tue, 22 Aug 2023 10:16:20 -0700 Subject: [PATCH 5/7] chore: fix body expr span (#2402) --- crates/noirc_frontend/src/parser/parser.rs | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/crates/noirc_frontend/src/parser/parser.rs b/crates/noirc_frontend/src/parser/parser.rs index 931ddfd35fc..f3b58617e45 100644 --- a/crates/noirc_frontend/src/parser/parser.rs +++ b/crates/noirc_frontend/src/parser/parser.rs @@ -168,12 +168,12 @@ fn function_definition(allow_self: bool) -> impl NoirParser { .then(parenthesized(function_parameters(allow_self))) .then(function_return_type()) .then(where_clause()) - .then(block(expression())) - .validate(|(((args, ret), where_clause), body), span, emit| { + .then(spanned(block(expression()))) + .validate(|(((args, ret), where_clause), (body, body_span)), span, emit| { let ((((attribute, modifiers), name), generics), parameters) = args; validate_where_clause(&generics, &where_clause, span, emit); FunctionDefinition { - span: name.0.span(), + span: body_span, name, attribute, // XXX: Currently we only have one attribute defined. If more attributes are needed per function, we can make this a vector and make attribute definition more expressive is_unconstrained: modifiers.0, From ec5b0216ee3889c5e926d0d1ddcb74ef983269f6 Mon Sep 17 00:00:00 2001 From: Tom French <15848336+TomAFrench@users.noreply.github.com> Date: Tue, 22 Aug 2023 19:15:06 +0100 Subject: [PATCH 6/7] feat: Use equivalence information from equality assertions to simplify circuit (#2378) --- .../target/9_conditional.bytecode | 2 +- .../9_conditional/target/witness.tr | Bin 31575 -> 31573 bytes .../modulus/target/modulus.bytecode | 2 +- .../src/ssa/acir_gen/acir_ir/acir_variable.rs | 62 ++++++++++++++++++ 4 files changed, 64 insertions(+), 2 deletions(-) diff --git a/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.bytecode b/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.bytecode index 296fa60a458..1fe5a46f983 100644 --- a/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.bytecode +++ b/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.bytecode @@ -1 +1 @@ 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/FO71eB+JnKveIVgSwV8ppxQyG7ce3HhbAHdqIQ4B3gC0JdDXSsp+qWD7ITloY0RORJCYP7UkZiQ4dlkEzzXZDcetBzeWC+DOQcKxm4C2BPpa5bCQYz+LcHDs55bFDNp+XwDtB7zLpY6RDAggc24zSc596WLGmJjZAo4ZiYGFxRF8TZPb8FpuRXyNDwRw5yHRla1AWwJ9rZD2Yx0iAt5MyBJ3NLd5P79K+Ju7o4lZM5Q7mtsiyXc0tSOjvu9E39EE3FHKvKO5LYIj3rNIBOIroC+QQ0RnCQoE+q4myxAR0NdZQnC+9n5+k/A3JziYNUMRnK8jyYKjHRn1fSdacBKTKKjgfB3BEfnZJILzDdAXyCGiAiHZLxbsgA4RAWNGFSASbJYhImCuZAnB3u793JHwNyfYmDVDEeztkWTB1o6M+r4TTZiJSRRUsLdHcIJzHolg7wD6AjlUUpBEsJFDJcCYUQWJBFvfqkG2Jejb6vqWNVqwgbmSJQR7p/dzV8LfnGBj1gxFsHdGkgVbOzLqMyTqOzOSHH2vrrDh9yjPREZBcRchEcgdEVyBthNovwtICrRdQF8k5krQ8ypKEn/APFHAmFFFQ+p3jAU71C5gLO8GrBX2UNdu3FpJQ13fJvzuhroCrrnbMyh63T0RXPBL4d6D95HIueoCcEMEXwiVNLwA1IM0nwrgjpIUMN8BbQn0tYqGJMCBX8EJXGtvRE5EkJi/tyxm0PbbB7Qf8AJbFbEw534gybn9lsSMRF3zRQSv7xcZjlsP0nwpgLsMCcf+CLQl0NeqjIUceyDCwbE/uZgxJmZ+BseMxADJ+gieXy81XFf0sN1WAdxlSXTlF6Atgb5WZQU7CliGuoA3Y7JEB8BB7+evCX9zHQCYNUPpADgYSe4A0I6M+r4TfUcOcEcp847wwQiOeC8jEYhfgb5ADnVdJigQ6LuaLENdQF9nCcE55P38LeFvTnAwa4YiOIciyYKjHRn1fSdacBKTKKjgHIrgiLwiieD8BvQFcqjrcguHuoAxoy4nEmyWoS5grmQJwT7s/fw94W9OsDFrhiLYhyPJgq0dGfV9J5owE5MoqGAfjuAER5EI9u9AXyCHuipZONQFjBlViUiwWYa6gLmSJQT7iPfzj4S/OcHGrBmKYB+JJAu2dmTU951owkxMoqCCfSSCE5yqJIL9B9AXyCGfahYO+QBjRlULqa8iFuxQfwBj+ShgrbCHfI7i1koa8vkz4Xc35BNwzaOeQdHrHovggl8K9zG8j0TOdU98je8i+OadKw1vWtKDFd8L4K5JUsD8BbQl0NeqZkgCHPgd3sC1/o7IiQgS8z+WxIwEx+6L4LnmasNx60Ga/QK4a5Nw7L9AWwJ9rWpbyLH/RTg49rglMSPBsT9G8FxzreG49SDNTwK465Jw7AmgLYG+VnUt5FgdhCj7ScZMSoqLGVNiJhUcMxIDJHsieH6tb7iu6GG7XwRwNyDRlWzAuAT6WjUwPG40N/wlEDeNDcet93D+EcDdhCRf0oD5AvS1akKiqa8B18pOUoflAJ7n98AOsH3nm8+x/0bwXHO94Ryr93COC+BuTsKxOYH5AvS1am4hx+Yi4djcwPP8EcixBwg49kQEzzU3Gs6xekG9P4LG3ZKEY/MA8wXoa9XSQo7NS8Kx+YDn+QuQYw8azrG6ifFYBM81NxvOsXrPM5sAx7Ym4dizgPkC9LVqbSHH5ifh2LOB5/klkGO3GM6x+rkpTSN4rimQYl+unGP4vSopX5+bwqEr51nCEQy5UtDwXNF58opArpxPkiuFgP75E5grxyzMlcIEuTJTIFeKkOTKBUD/2PhyBmSuFCXIlVkRfK5cSJIrxYD+sXGuCJkrxUmu7UsAz/MTYC2ygaQWSQGuVRLni0phDYMDzzlpGDya8MENgwdcUzspmoJft1QKLvilcJdKgfvofx4HlQY+by1Ef4DXA24aKr0ZB9yYUlosSwj4KXKaI+DaoT9iqrRnl4sS7OMeMYVZM5RHTJVOSX7ElHZk1GdI1HdmEAf6CugWw+/qZhAcGnc7w3FnEDEad3vDcWcIBhp3B7Pv4mc+9q00sPC6CLhWR5JHoAH5TLUDPkKuE4n9gPygOgDt15nEfsA8UcCYUUj7ST8zV2s+8q6zvmt6vsBF8kUpMjEZwZxn6Bc0ZTwDX+wuaDgvaMr4LmguFr6gOU+g0OtpeIF7JjIKirsXiUACitLMYrkMsMC9jaTN92KgMPYEFmi9SeIPmCcKGDOqN1mBhmw31+3SZwsUaMBcyRIF2iWegS91BRpngXaJr0C7VLhAO0ugULnD8ALtTGQUFHd/EoG8GFigXQIs0O4kKdAuBQrjHcACbQBJ/AHzRAFjRg0gK9CQ/bW6P/RCgQINmCtZokAr6xm4nCvQOAu0sr4CrZxwgXaBQKEy2PAC7UxkFBT3EBKBvBRYoJUFFmj3kBRo5YDCOBhYoA0liT9gnihgzCgp+6GLs3LAnCsPWCvst4yVBxZ9ied7WcIH11gecE3tpMsEKv4KwOCXwl0hBe4jsd7INIFC6EHDC0D9JNYcAriHkRQwFYEFDNDXalhIAhzUfkgOujxFTkSQmK+wJGYkODanANc8bDhu/STW3AK4HyHh2BgwX4C+Vo9YyLGKhGMrWRIzEhybR4BrHjMct34Saz4B3I+TcGxlYL4Afa0et5Bjq5BwbFUXM8bETDWSmKku1JERC3YgOx1C6SiQeNAAWlOBN3eyREdBDc/AVybsabqOAsyaoXQU1PB1FFyZ0FHgNx7quwF3qDLvMNcACs4TJIXtlUCiRA4hj7ZwCBkYM2o0mWAzDNFe6QQ7SbBrega+ygk2p2DX9An2VSEI9pVAwa4JFOynSAT7KiBRIocqx1o4VAmMGTWWTLAZhiqvcoKdJNi1PANf7QSbU7Br+QT76hAE+yqgYNcCCvYzJIJ9tdCWbtDzGm/hkB0wZtR4IsHWt1KQtzD1LbiqAoJ9tRPsJMGu7Rn4GifYnIJd2yfY16TIDdllJDm6R2OC4b0pZyKjoLgnkgjk1cACrTawQHuepEC7BiiME4AF2iSS+APmiQLGjJoUUp9LLNihrgHmXB3AWmEP2dUBFn2J53ttwgc3ZBdwTe2kawUq/rrA4JfCXTcF7iORc9UFYEWBQmiq4QWgHmy6QgD3NJIC5jpgAQP0tZoWkgAHtR+Sg+qlyIkIEnN9S2JGgmNjAlzzsuG49Y5GJQHcM0g4tgEwX4C+VjMs5NiGJBzbyLKYQduvsdDGTCzYoSZamHNNSHKuqYsZY2KmGThm0DWNnh2oIFDTzDK8ltPDcNUFcM8m0ZXrgXEJ9LWaTdRRwDJkB7y5kyU6Cpp7Br4hYU/TdRRg1gylo6C5r6PghoSOAr/xUN8NuEOVeYe5ObDAeI1EcG4AEiVyyG6uhUN2wJhRc8kEm2HI7gYn2EmC3cIz8I1OsDkFu4VPsG8MQbBvAAp2C6BgzyMR7BuBRIkcsptv4ZAdMGbUfDLBZhiyu9EJdpJgt/QMfJMTbE7BbukT7JtCEOwbgYLdEijYC0kE+yYgUSKH7BZZOGQHjBm1iEiwWYbsbnKCnSTYrTwD3+wEm1OwW/kE++YQBPsmoGC3Agr2EhLBvlmoTyPoeS21cOgKGDNqaUh9LrFgh7oZmHOtAWuFPXTVGlgEJJ5vm4QPbugq4JraSW0EKsC2wOCXwt02Be4jkXPVDXPXpeCbqd4xvIlMD7rUF8C9nKSAuQVYwAB9rZaHJMBB7YfkoHYpciKCxNzekpiR4NgGAlzzvuG49aBLIwHcK0g4tgMwX4C+Viss5NiOJBzbyZKYkeDYxgJc86HhuPVgU1MB3KtIOLYzMF+AvlarLOTYLiQc29XFjDEx0w0cM2h+1bMDdQX4dY3huqKHH68XwL2WRFduBcYl0NdqLVFHAcuQHfBmXpboKOjuGbhHwh626yjArBlKR0F3X0dBjxA6CgB3JDM7CroDC4xPSASnB5AokUN26y0csgPGjFpPJtgMQ3Y9nGAnCXa6Z+CeTrA5BTvdJ9g9QxDsHkDBTgcK9qckgt0TSJTIIbtNFg7ZAWNGbSITbIYhu55OsJMEu5dn4NucYHMKdi+fYN8WgmD3BAp2L6Bgf0Ei2LcBiRI5ZLfZwiE7YMyozUSCzTJkd5sT7CTB7u0Z+HYn2JyC3dsn2LeHINi3AQW7N1Cwt5II9u1AokQO2W2zcMgOGDNqW0h9LrFgh7odmHN9AGuFPWTXB1gEJJ5v34QPbsgu4JraSX0FKsB+wOCXwt0vBe4jkXPVDXO3pOCbqb4xvIlMDza1F8C9naSAuQNYwAB9rbaHJMBB7YfkoP4pciKCxHynJTEjwbEdBLhml+G49WBTJwHcu0k4dgAwX4C+Vrst5Ni7SDh2oCUxI8GxnQW45jvDcXeJL9hVAPdeEo69G5gvQF+rvRZy7CASjh3sYsaYmBkCjhk0v+rZgbYC/PqD4bqihx9vFcC9n0RX7gHGJdDXar/hcaO54Q6BuPnJcNx6D+dOAdw/k+TLUGC+AH2tfibR1FJATb2XpA67D3ieDwJjZhgBxw4Q4JpfDcet93AGCuA+RMKx9wPzBehrdchCjn2AhGMfBJ7nw8CYeYSAY+8W4JrfDcet93AGC+A+QsKxw4D5AvS1OmIhxz5EwrHDgef5GDBmHjeca273+qTQXPOn4bj1nuc9AriPkXDsw8B8AfpaHbOQYx8h4dhHged5BzBm+pPk3Aig/doB7dfewpx7jCTnHrcsZtD2Gwm0X0+g/XpZmHOjSHLuCctiBm2/0ZbVCSbn3JOG93boR9QUErgO+8fw68/C8QWLCOD+l4QjxgDjEuhrxWK/p4D2mwC030QLOXYsSV3zNPA8BwNjZghJzo0D2s/GFzYhc+4ZgrqmmIC+j0/hyJVn3WyrMbnyHIk+TQCe5y3AmOlAEjMpwLUm4nxROawHkgDPOemBJM8nfHAPJAm4pnbS8yn4dScBCVMK96QUuI/+55GEaeDz1kKEfNKWXg95I0zfyEHeJNFiOUHAT5HTHAHXDv0xhy94dpmcYB/3mEPMmqE85vCFlOTHHGpHRn2GRH1nBnGgr4BOGL6zm0FwaNyRwmbjziBiNO4Uw3FnCAYad2phGfEBXbVlPnr0BWDhNRm4VraQ7BcLdiggn6lEjghqvzQS+wH5QaUC7ZedxH7APFHAmFFI+0k/t11rPrLTSHfKPCFwkTw5RSYmI5jzDP2CZopn4BfdBQ3nBc0U3wXNi8IXNCMFCr2zDC9wz0RGQXHnJxFIQFGaWSxPARa4Z5t9gZB5ni8ChfEsYIFWgCT+gHmigDGjCpAVaMi2VN1WOUagQAPmSpYo0KZ6Bp7mCjTOAm2qr0CbJlygjRYoVM43vEA7ExkFxV2IRCBfBBZoU4EFWmGSAm0aUBjPBxZoRUjiD5gnChgzqghZgYacSdcz1Y8KFGjAXMkSBdpLnoGnuwKNs0B7yVegTRcu0B4WKFSKG16gnYmMguIuQSKQ04AF2kvAAq0kSYE2HSiMxYEFWpQk/oB5ooAxo6Tshy7OpgNz7mXAWmG/6fJlYNGXeL4zEj64xvKAa2onzRCo+F8BBr8U7ldS4D4S640cKlAIXWx4AaifBn6fAO5LSAqYmcACBuhrdUlIAhzUfkgOmpUiJyJIzLMtiRkJjr1fgGvKGY5bPw38QQHc5Uk49lVgvgB9rcpbyLFzSDj2NUtiRoJjhwlwTUXDceungQ8XwH05CcfOBeYL0Nfqcgs59nUSjn3DxYwxMTOPJGbmC234x4IdyI30UDoKJB40gNZU4M2dLNFR8KZn4AUJe5quowCzZigdBW/6OgoWJHQU+I2H+m7AHarMO8xvAgVHkRS2C5DCCLzDXMnCIWRgzKhKZILNMES7wAl2kmAv9Ay8yAk2p2Av9An2ohAEewFQsBcCBbsqiWAvAhIlcqiymoVDlcCYUdXIBJthqHKRE+wkwX7LM/BiJ9icgv2WT7AXhyDYi4CC/RZQsK8kEezFQKJEDtnVtHDIDhgzqiaZYDMM2S12gp0k2Es8Ay91gs0p2Et8gr00BMFeDBTsJUDBvppEsJcK3YMNel61LRy6AsaMqh1S30Ms2KGWAnPubcBaYQ9dvQ0sAhLPd1nCBzd0FXBN7aRlAhXgO8Dgl8L9TgrcRyLnqhuoZqbgmzavNbxZVQ+6zBbAXZekgFkOLGCAvlZ1SRoPkRz0boqciCAxv2dJzEhw7KsCXFPfcNx60OU1AdwNSDj2fWC+AH2tGljIsStIOPYDS2JGgmPnCnBNY8Nx60GXNwRwNyHh2JXAfAH6WjWxkGM/JOHYVS5mjImZj8Axg+ZXPTvwigC/Xm+4ruhhuPkCuJuT6MpqYFwCfa2ak3UUMAzZAW/mZYmOgjWegdcm7GG7jgLMmqF0FKzxdRSsDaGjAHBHMrOjYA2wwLiRRHDWIgshYEdBSwuH7IAxo1qSCTbDkN1aJ9hJgv2xZ+B1TrA5Bftjn2CvC0Gw1wIF+2OgYN9MItjrgESJHLJrbeGQHTBmVGsywWYYslvnBDtJsD/xDLzeCTanYH/iE+z1IQj2OqBgfwIU7FtIBHs9kCiRQ3btLByyA8aMakcm2AxDduudYCcJ9gbPwBudYHMK9gafYG8MQbDXAwV7A1CwO5II9kYgUSKH7DpZOGQHjBnVKaQ+l1iwQ20E5tyngLXCHrL7FFgEJJ7vpoQPbsgu4JraSZsEKsDPgMEvhfuzFLiPRM5VN8wtT8E3U3U1vIlMDza9J4C7G0kB8zmwgAH6WnULSYCD2g/JQV+kyIkIEvNmS2JGgmPfF+CaHobjXhFf8AMB3OkkHPslMF+AvlbpFnLsFhKO3WpJzEhw7EoBrrnNcNx6sGmVAO7eJBy7DZgvQF+r3hZy7FckHPu1ixljYuYbcMyg+VXPDrwjwK99DdcVPfy4WgB3PxJd2Q6MS6CvVT+yjgKGITvgzbws0VGwwzPwzoQ9bNdRgFkzlI6CHb6Ogp0hdBQA7khmdhTsABYYd5IIzk5kIQTsKBhg4ZAdMGbUADLBZhiy2+kEO0mwd3kG3u0Em1Owd/kEe3cIgr0TKNi7gIJ9N4lg7wYSJXLIbpCFQ3bAmFGDyASbYchutxPsJMH+1jPwHifYnIL9rU+w94Qg2LuBgv0tULDvIRHsPUCiRA7ZDbVwyA4YM2oomWAzDNntcYKdJNjfeQbe6wSbU7C/8wn23hAEew9QsL8DCvb9JIK9F0iUyCG7BywcsgPGjHogpD6XWLBD7QXm3PeAtcIesvseWAQknu++hA9uyC7gmtpJ+wQqwB+AwS+F+4cUuI9EzlU3zH2egm+mesjwJjI92LRZAPdwkgJmP7CAAfpaDQ9JgIPaD8lBP6bIiQgS8wFLYkaCY78U4JpHDcetB5u2CuAeQcKxPwHzBehrNcJCjv2ZhGN/sSRmJDh2mwDXjDQctx5s+loA9ygSjj0IzBegr9UoCzn2VxKOPeRixpiY+Q0cM2h+1bMDnwnw65OG64oeftwugHsMia4cRrauATlijOFxo7lhv0DcPG04br2Hc0AA9ziSfPkdmC9AX6txJJo6CaipR0jqsD+A53kxMGYuIeDYnwS45lnDces9nF8EcD9HwrFHgfkC9LV6zkKO/ZOEY48Bz7McMGbKE3DsQQGued5w3HoP55AA7kkkHPsXMF+AvlaTLOTYv0k49h/geVYExszlhnPNXq9PCs01UwzHrfc8DwvgfpGEY/8F5gvQ1+pFCzn2PxKOPS7UcB8LdiAb2UVz7gTSz0D7pViYc/rkYL4QjJmUVLtiBm2/VKD9zgLaL7+FOZeNJOfSLIsZtP2yA+13PtB+hSzMuRwkOZfTsphB2y8X0H4MtbnJOZcbnHPovQ/9lImnBPY+XjJ8z2dsfMGnBXBPJ+GIPMC4BPpasdgvL9B+jYH2a2Ihx+Yj4NhxAlzziuEc+0x8wfECuGeScMRZwLgE+lqx2C8/0H42vhQPybFnE3DsswJcUyCVI1fOAfrHxucHIHPlXHCuSMXMecDzPFEIt1YqScykANcqiPNFlbAe+gQ856SHPp2feup399CngGtqJ2mDotctlAq8ASuEu1Aq3Ef/89jXNPB5ayFCPs1QrwdtNtCxBBQOLZbnCfgpcpoj4NqhP0q2sPehSMIf3aNkMWuG8ijZwqnJj5LVjoz6DIn6zgziQF8BvWr4LlMGwaFxzzEcdwYRo3G/ZjjuDMFA455r9q5Y5uOdCwMLryLAtV4nedQxkM/UHOCjot8gsR+QH9RcoP3mkdgPmCcKGDMKaT/pd2NozUd2c+puxDSBi+QiqTIxGcGcZ+gXNBd4H4q6CxrOC5oLfBc0RYUvaFIFCr0lhhe4ZyKjoLiXkggkoCjNLJYvABa4b5PcNi8KFMYlwAJtGUn8AfNEAWNGLSMr0JCt/7p1PadAgQbMlSxRoF3ofSjmCjTOAu1CX4FWTLhAyy5QqLxveIF2JjIKinsFiUAWBRZoFwILtA9ICrRiQGF8H1igrSSJP2CeKGDMqJVkBRpyTkzPOeURKNCAuZIlCrTi3ocSrkDjLNCK+wq0EsIFWi6BQmWN4QXamcgoKO61JAJZDFigFQcWaB+TFGglgMK4BligrSOJP2CeKGDMKCn7oYuzEsCcKwlYK+y3CZcEFn2J5xtNKJpcY3nANbWTogIVfylg8EvhLpUK95FYb+TvAr2RnxpeAOo3LvwhgHsTSQFTGljAAH2tNoUkwEHth+Sgi1LlRASJuYwlMSPBsUcFuOYLw3HrNy4cE8C9mYRjLwbmC9DXarOFHHsJCcdeaknMSHDsXwJcs9Vw3PqNC/8I4N5GwrFlgfkC9LXaZiHHliPh2PIuZoyJmcvAMSOhK/8K8Os3huuKfsvEcQHc20l0pQIwLoG+VtvJOkgkHiyBjnXgzbws0UFS0ftwecIfXQcJZs1QOkgqpiZ3kGhHRn3fib6jC7gjmdlRUBFYYOwiEZzLgYKDHDrfbeHQOTBm1G4ywWYYmgbmSpYQ7Cu8DzEn2JyCfYVPsGMhCPblQMG+AijY35EIdgxIlMgh2r0WDtECY0btJRNshiFaYK5kCcHO+FDJCTanYCufYFcKQbBjQMFWQMH+gUSwKwGJEjlUud/CoUpgzKj9ZILNMFQJzJUsIdiVvQ9VnGBzCnZln2BXCUGwKwEFuzJQsH8iEewqQKJEDtn9bOGQHTBm1M8h9bnEgh2qCjDnqgLWCnvIriqwCEg832oJIuqG7AKuqZ1UTaACrA4Mfinc1VPhPhI5V90wVzoV30z1q+FNZHqwqYwA7kMkBUwNYAED9LU6FJIAB7UfkoOuTJUTESTmmpbEjATHXizANb8bjlsPNl0qgPsICcdeBcwXoK/VEQs5thYJx15tScxIcGxZAa7503DcerCpvADuYyQcWxuYL0Bfq2MWcuw1JBxbx8WMMTFzLThmJAZwSgnw6z+G64oefqwggPtfEl2pC4xLoK/Vv2QdBQxDdsCbeVmio+A670O9hD+6jgLMmqF0FFyXmtxRoB0Z9X0n+o4u4I5kZkfBdcAC4wSJ4NQDCg5yyC5ShKOjADlkB4wZhbSfG7I7uS4wV7KEYNf3PjRwgs0p2PV9gt0gBMGuBxTs+kDBzlaEQ7AbAIkSOWSXRiLYyCE7YMyoNDLBZhiyA+ZKlhDsht6HRk6wOQW7oU+wG4Ug2A2Agt0QKNg5SQS7EZAokUN2uUgEGzlkB4wZlYtMsBmG7IC5kiUEu7H3oYkTbE7BbuwT7CYhCHYjoGA3Bgp2XhLBbgIkSuSQXT4SwUYO2QFjRknZDy3WTYA51xSwVthDdk2BRUDi+TZLEFE3ZBdwTe2kZgIV4PXA4JfCfX0q3Eci56ob5mqk4pupzi5iNm492FRTAHcBkgKmObCAAfpaFQhJgIPaD8lBN6TKiQgScwtLYkaCY68S4JrzDMetB5uuFsBdkIRjbwTmC9DXqqCFHNuShGNvsiRmJDi2tgDXFDYc9/8NNgngLkLCsa2A+QL0tSpiIcfeTMKxrV3MGBMzbcAxIzGAU12AXy80XFf08GNdAdzFSHSlLTAugb5Wxcg6ChiG7IA387JER8Et3od2CX90HQWYNUPpKLglNbmjQDsy6vtO9B1dwB3JzI6CW4AFRkkSwWkHFBzkkF3UwiE7YMyoKJlgMwzZAXMlSwh2e+9DByfYnILd3ifYHUIQ7HZAwW4PFOyLSAS7A5AokUN2ZSwcsgPGjCpDJtgMQ3bAXMkSgt3R+9DJCTanYHf0CXanEAS7A1CwOwIF+1ISwe4EJErkkF1ZC4fsgDGjypIJNsOQHTBXsoRgd/Y+dHGCzSnYnX2C3SUEwe4EFOzOQMG+jESwuwCJEjlkV8HCITtgzKgKIfW5xIIdqgsw57oC1gp7yK4rsAhIPN9uCSLqhuwCrqmd1E2gArwVGPxSuG9NhftI5Fx1w1zzVHwz1RWGN5HpwaYWArhjJAVMd2ABA/S1ipE0miI5qEeqnIggMadbEjMSHHujANdUNhy3Hmy6SQB3FRKO7QnMF6CvVRULObYXCcfeZknMSHBsKwGuqW44bj3Y1FoAdw0Sju0NzBegr1UNCzn2dhKO7eNixpiY6QuOGYkBnOsF+PUqw3VFDz+2FcBdi0RX+gHjEuhrVcvwuNHc0F0gbq4xHLfew0kXwF2HJF/uAOYL0NeqDommFgJqan+SOuxO4Hl+CryhvMnwt8xqju0pwDXXGc6xeg/nNgHc9Ug4dgAwX4C+VvUs5Ni7SDh2IPA8vwBy7GYCju0twDUNDedYvYfTRwB3IxKOvRuYL0Bfq0YWcuwgEo4dDDzPrUCO3WY4x3ZJPdknheaapoZzrN7z7CeAuxkJxw4B5gvQ16qZhRx7DwnHDgWe5zdAjt1emCPn7gXabw7Qfq8Vti/n7iPJufstixm0/R4A2m8J0H5LLcy5B0lybphlMYO230NA+70PtN8KC3NuOEnOPWxZzKDt9wjQfmuA9ltrYc49SpJzIyyLGbT9HrPsetjknHscnHPo/Ub9ZJe8AvuNNxi+z5ovjvksAdwtSPZZRwLjEuhrxWK/UUD7/Qnk2GMWcuwTBBybX4BrbjKcY8+OYy4ggLsVCUeMBsYl0NeKxX5PAu1n44sokRw7hoBjzxHgmqdSOXJlLNA/Nj6zA5krT4NzRSpmxgHP81VgDTuXpIZNAa71DM4XVcN60BrwnJMetDY+9dTv7kFrAdfUThqfil/3WSBhSuF+NhXuo/951HIa+Ly1EHVJxa6HbPDRDSrI5g8tluME/BQ5zRFw7dAf3/yc92FCwh/d45sxa4by+ObnUpMf36wdGfUZEvWdGcSBvgJqY/guUwbBoXG3NRx3BhGjcd9iOO4MwUDjbmf2rljmI9WfAxZeE4BrtSd5vDiQz1QiRwR+MRuJ/YD8oNoB7deRxH7APFHAmFFI+0m/j0ZrPrKDWncADxO4SJ6QKhOTEcx5hn5BM9H78Ly7oOG8oJnou6B5XviC5gGBQq+H4QXumcgo8CO6SQQSUJRmFssTgQVuT5Lb5s8DhbEHsEDrRRJ/wDxRwJhRvcgKNOS4jR4XeVigQAPmSpYo0CZ5H15wBRpngTbJV6C9IFygPSRQqPQ1vEA7ExkFfq4siUA+DyzQJgELtDtICrQXgMLYF1ig9SeJP2CeKGDMqP5kBRpyNlPPFo4QKNCAuZIlCrTJ3ocprkDjLNAm+wq0KcIF2iMChcrdhhdoZyKjwA8dJBHIF4AF2mRggTaYpECbAhTGu4EF2hCS+APmiQLGjJKyH7o4mwLMuRcBa4X9Bu8XgUVf4vlOTSiaXGN5wDW1k6YKVPzTgMEvhXtaKtxHYr2RdwgUQvcbXgDqt5zcKYD7AZIC5iVgAQP0tXogJAEOaj8kB01PlRMRJOaXLYkZCY4dIMA1DxmOW7/lZKAA7uEkHDsDmC9AX6vhFnLsKyQcO9OSmJHg2LsFuOZRw3Hrt5wMFsA9goRjZwHzBehrNcJCjp1NwrGvupgxJmbmgGNGQleGCPDrSMN1Rb/ZZagA7lEkuvIaMC6BvlajyDpIJB4sgY514M28LNFBMtf78HrCH10HCWbNUDpI5qYmd5BoR0Z934m+owu4I5nZUTAXWGA8SSI4rwOJEjl0PsbCoXNgzKgxZILNMDQNzJUsIdhveB/mOcHmFOw3fII9LwTBfh0o2G8ABftpEsGeByRK5BDtOAuHaIExo8aRCTbDEC0wV7KEYM/3PrzpBJtTsOf7BPvNEAR7HlCw5wMF+1kSwX4TSJTIocrnLByqBMaMeo5MsBmGKoG5kiUEe4H3YaETbE7BXuAT7IUhCPabQMFeABTs50kEeyGQKJFDdpMsHLIDxoyaFFKfSyzYoRYCc24RYK2wh+wWAYuAxPN9K0FE3ZBdwDW1k94SqAAXA4NfCvfiVLiPRM51Wvw8X0rFN1NNMbyJTA82vSyA+0WSAmYJsIAB+lq9GJIAB7UfkoOWpsqJCBLz25bEjATHzhDgmpcMx60Hm2YK4J5OwrHLgPkC9LWabiHHvkPCscstiRkJjp0lwDWvGI5bDza9KoB7JgnHvgvMF6Cv1UwLOfY9Eo5938WMMTGzAhwzEgM40wT49VXDdUUPP74mgHsOia58AIxLoK/VHLKOAoYhO+DNvCzRUbDS+/Bhwh9dRwFmzVA6ClamJncUaEdGfd+JvqMLuCOZ2VGwElhgvE4iOB8CiRI5ZPeGhUN2wJhRb5AJNsOQHTBXsoRgr/I+fOQEm1OwV/kE+6MQBPtDoGCvAgr2mySC/RGQKJFDdgssHLIDxoxaQCbYDEN2wFzJEoK92vuwxgk2p2Cv9gn2mhAE+yOgYK8GCvZbJIK9BkiUyCG7xRYO2QFjRi0mE2yGITtgrmQJwV7rffjYCTanYK/1CfbHIQj2GqBgrwUK9tskgv0xkCiRQ3bLLByyA8aMWhZSn0ss2KE+BubcOsBaYQ/ZrQMWAYnn+0mCiLohu4Braid9IlABrgcGvxTu9alwH4mcq26YW5KKb6Z61/AmMj3Y9LYA7vdICpgNwAIG6Gv1XkgCHNR+SA7amConIkjMn1oSMxIcu0yAaz4wHLcebFougHslCcduAuYL0NdqpYUc+xkJx35uScxIcOy7AlzzkeG49WDT+wK4V5Nw7BfAfAH6Wq22kGM3k3Dsly5mjImZLeCYkRjAWSzArx8brisr4pg/EMC9jkRXtgLjEuhrtY6so4BhyA54My9LdBRs8z58lfBH11GAWTOUjoJtqckdBdqRUd93ou/oAu5IZnYUbAMWGBtIBOcrIFEih+w2WjhkB4wZtZFMsBmG7IC5kiUE+2vvwzdOsDkF+2ufYH8TgmB/BRTsr4GC/RmJYH8DJErkkN3nFg7ZAWNGfU4m2AxDdsBcyRKCvd37sMMJNqdgb/cJ9o4QBPsboGBvBwr2lySCvQNIlMghuy0WDtkBY0ZtIRNshiE7YK5kCcHe6X3Y5QSbU7B3+gR7VwiCvQMo2DuBgv0ViWDvAhIlcsjuawuH7IAxo74Oqc8lFuxQu4A5txuwVthDdruBRUDi+X6bIKJuyC7gmtpJ3wpUgHuAwS+Fe08q3Eci56ob5jak4pupdhjeRKYHmz4VwL2TpID5DljAAH2tdoYkwEHth+SgvalyIoLE/L0lMSPBsZsEuOZbw3HrwabPBXDvIeHYfcB8Afpa7bGQY38g4dj9lsSMBMd+IcA13xuOWw82fSmAex8Jx/4IzBegr9U+Czn2AAnH/uRixpiY+RkcMxIDOOsF+PVHw3VFDz9uFcB9gERXfgHGJdDX6oDhcaO54TuBuPnFcNx6D+d7AdwHSfLlIDBfgL5WB0k09Vmgpv5KUocdAp7n/cCYeYCAY/cJcM1vhuPWezj7BXAfJuHY34D5AvS1Omwhxx4m4djfgef5EDBmhhNw7I8CXPOH4bj1Hs5PAriPknDsEWC+AH2tjlrIsX+QcOxR4Hk+CoyZEYZzjW5i3CPANX8Zjlvvef4igPtvEo79E5gvQF+rvy3k2GMkHPsX8DxHAmNmFEnO/Q20X1ug/W6xMOf+Icm5fy2LGbT9/gParwfQfukW5txxkpw7YVnMoO2nF0Rh7gu0Xz8Lcy4lG0fOpVoWM2j7ZQPa726g/QZZmHNpJDmX3ZKYQe8d6ad0PCawd/Sf4bgfj2MeKYD7OAnH5gDmC9DX6riFHJuThGNzWRYzaPvlBtqPYc/R5JzLA845CV0eJaBPKReYrctPxDGPFsCdegEHR+QFxiXQ14rFfvmA9nsFyLEzLeTYswg49kkBrsluOMeOiWN+SgB3DhKOyA+MS6CvFYv9zgbaz8aX/SI5tgABx44V4JpzsnHkyrlA/9j4XCRkrpxHss9SEHiebYAx044kZlKAa52P80W1sB5mCTznpIdZFkp4XLh7mGXANbWTtEHR6xbOhgt+KdyFs8F99D+Ps08Dn7cWIuRTmvV6yCZK3QSIbLDTYllQwE+R0xwB1w79EflFPLtckGAf94h8zJqhPCK/SLbkR+RrR0Z9hkR9ZwZxoK+Achu+y5RBcGjceQzHnUHEaNx5DcedIRho3PnM3hXLfG1FEWDhdQFwrbNCsl8s2KGAfKYSOSLwbjGJ/YD8oPIB7Xc2if2AeaKAMaOQ9pN+55fWfOSUip6yOJGK16oLhHaPI5jzDP2CpqgXFBe6CxrOC5qivguaC4UvaP4TKHALG17gnomMguIuQiKQgKI0s1guiiyWSW6bXwi8rVMYWKAVJYk/YJ4oYMyoomQFGnKkUY/kpQrcxbjQFWhJBVoxLyiKuwKNs0Ar5ivQigsXaBGBnbiShhdoZyKjoLijJAJ5IbBAKwYs0EqRFGjFgcJYEliglSaJP2CeKGDMqNJkBRpy/l3Pb2cXKNCKuwItqUAr4QVFSVegcRZoJXwFWknhAi2bQKFyqeEF2pnIKCjusiQCWRxYoJUAFmjlSAq0kkBhvBRYoJUniT9gnihgzCgp+6GLs5LAnIsC1uqRnp7eo3tMhdVYHhVqLC/lGsuxTiolUPGXNryxXOMuLdSwLFEAHhS4lXiF4QWgfpPUIQHcMZIC5iJgAQP0tYqFJMCBd8KAHFSGZBrwYktiRoJjfxPgmsqG49ZvkvpdAHcVEo69BJgvQF+rKhZy7KUkHFvWkpiR4NgjAlxT3XDc+k1SRwVw1yDh2HLAfAH6WtWwkGPLk3DsZS5mjImZCuCYkdCVPwX49SrDdUW/PesvAdy1SHSlIjAugb5Wtcg6SCQeLIGOdeDNvCzRQXK5FxRXuA4Szg6Sy30dJFckdJD4jYf6bsAdycyOgsuBBcY1JIJzBVBwkEPndSwcOgfGjKpDJtgMQ9NXOMFOEuyYFxTKCTanYMd8gq1CEOwrgIIdAwr2dSSCrQwdoq1n4RAtMGZUPTLBZhiiVU6wkwS7khcUlZ1gcwp2JZ9gVw5BsBVQsCsBBbshiWBXNnSospGFQ5XAmFGNyASbYaiyshPsJMGu4gVFVSfYnIJdxSfYVUMQ7MpAwa4CFOymJIJd1dAhu2YWDtkBY0Y1C6nPJRbsUFWBOVeNcMiumtCQXXU3ZId1UnWBCrCG4UN2GncNkiE73TB3kcDTBm4wvIlMDzZdLIC7BUkBcyWwgAH6WrUISYADN6EDOagmSXPyVZbEjATHXiLANTcZjlsPNpUVwN2KhGNrAfMF6GvVykKOvZqEY2tbEjMSHFtOgGvaGI5bDzZdJoC7LQnHXgPMF6CvVVsLObYOCcde62LGmJipC44ZiQGc0gL82t5wXdHDjxUFcHcg0ZXrgHEJ9LXqQNZRwDBkB7yZlyU6Cup5QVHfdRRwdhTU83UU1A+howBwRzKzo6AesMDoTCI49Q0dsuti4ZAdMGZUFzLBZhiyq+8EO0mwG3hB0dAJNqdgN/AJdsMQBLs+ULAbAAX7VhLBbmjokF13C4fsgDGjupMJNsOQXUMn2EmC3cgLisZOsDkFu5FPsBuHINgNgYLdCCjYPUkEu7GhQ3a9LByyA8aM6kUm2AxDdo2dYCcJdhMvKJo6weYU7CY+wW4agmA3Bgp2E6Bg304i2E0NHbLrY+GQHTBmVJ+Q+lxiwQ7VFJhzzQiH7JoBi4DE870+QUTdkF3ANbWTrheoAJsDg18Kd/NscB+JnKtumLtSoJnqDsObyPRg01UCuPuTFDA3AAsYoK9V/5AEOKj9kBzUgqQ5+UZLYkaCY2sJcM1dhuPWg021BXAPJOHYlsB8AfpaDbSQY28i4dhWlsSMBMdeI8A1gw3HrQebrhXAPYSEY28G5gvQ12qIhRzbmoRj27iYMSZm2oJjRmIAp4YAv95ruK7o4cfrBHDfR6IrtwDjEuhrdR9ZRwHDkB3wZl6W6Cho5wVFe9dRwNlR0M7XUdA+hI4CwB3JzI6CdsAC40ESwWlv6JDdMAuH7IAxo4aRCTbDkF17J9hJgt3BC4qOTrA5BbuDT7A7hiDY7YGC3QEo2A+TCHZHQ4fsHrFwyA4YM+oRMsFmGLLr6AQ7SbA7eUHR2Qk2p2B38gl25xAEuyNQsDsBBfsxEsHubOiQ3eMWDtkBY0Y9TibYDEN2nZ1gJwl2Fy8oujrB5hTsLj7B7hqCYHcGCnYXoGA/QSLYXQ0dshtt4ZAdMGbU6JD6XGLBDtUVmHPdCIfsugGLgMTzvTVBRN2QXcA1tZNuFagAuwODXwp392xwH4mcq26Yu0Ggmeopw5vI9GDTjQK4x5IUMD2ABQzQ12psSAIc+HmBQA5KJ2lO7mlJzEhwbEsBrnnGcNx6sKmVAO7xJBzbC5gvQF+r8RZy7G0kHNvbkpiR4NibBbhmguG49WBTGwHcE0k49nZgvgB9rSZayLF9SDi2r4sZY2KmHzhmJAZwmgvw6wuG64oefrxFAPdkEl25AxiXQF+ryYbHjeaGHgJxM9Vw3HoPp6cA7mkk+dIfmC9AX6tpJJpaGKipd5LUYQOA53kFMGZiBBzbS4BrXjYct97D6S2AewYJx94FzBegr9UMCzl2IAnH3g08z8rAmKlCwLG3C3DNLMNx6z2cvgK4Z5Nw7CBgvgB9rWZbyLGDSTh2CPA8qwNjpobhXNPV65NCc81rhuPWe553COCeS8Kx9wDzBehrNddCjh1KwrH3As/zKmDM1CLJufuA9ssDtF9eC3PufpKce8CymEHb70Gg/QoD7VfEwpwbRpJzD1kWM2j7DReapI8FO5AT6jQ59zBJzj1iWcyg7feo0DBsLNiBHDKlybkRJDn3mCUxg9470k/pyCGwdzTPcNw545hzCeCeT8KxjwPzBehrNd9Cjh1JwrGjLIkZCY7NLcA1Cw3HnSeOOa8A7kUkHPsEMF+AvlaLLOTY0SQc+6RlMYO23xjL7uuYnHNPGT6Lo3U5n4A+LTFcl8+KY84vgHspCUeMBcYl0NeKxX5PA+3XBmi/thZy7DgCjj1bgGveMZxjC8QxnyOAezkJRzwDjEugrxWL/cYD7WfjC9WRHPssAceeK8A1z2XjyJUJQP/Y+Ow5ZK5MJNlneR54nrmBMZOPJGZSgGtNwvmiuo6TMB4YDDznpAcGv5Dt1O/ugcEB19ROeiEbft3JQMKUwj05G9xH//PKkDTweWshQj4JX6+HbFTXjdbIJmYtls8L+ClymiPg2qG/hmSKZ5cXE+zjXkOCWTOU15BMyZb8GhLtyKjPkKjvzCAO9BXQ+4bvMmUQHBr3CsNxZxAxGvcHhuPOEAw07pVm74plvhpoCrDwehG41ockr8kB8plaAXzN0CoS+wH5Qa0E2u8jEvsB80QBY0Yh7ee/SEoF21BrPnISUE+yPSRwkfyi0O5xBHOeoV/QTPWCYpq7oOG8oJnqu6CZJnxB86BAobfB8AL3TGQUFPdGEoEEFKWZxfJUYIH7Kclt82lAYdwALNA2kcQfME8UMGbUJrICDTk2rseeHxEo0Ka5Ai2pQHvJC4rprkDjLNBe8hVo04ULtOEChcqXhhdoZyKjoLi3kAjkNGCB9hKwQNtKUqBNBwrjl8ACbRtJ/AHzRAFjRm0jK9CQzxjRz8h4TKBAm+4KtKQC7WUvKGa4Ao2zQHvZV6DNEC7QHhUoVHYYXqCdiYyC4t5JIpDTgQXay8ACbRdJgTYDKIw7gAXabpL4A+aJAsaMkrIfujibAcy5VwBr9UhPT+/RPabCaix/RaixfKZrLMc6aaZAxT/L8MZyjXuWUMOyRAHYX6AQ+t7wAlC/rW+AAO59JAXMbGABA/S12heSAAd+oxSQg17NJiciSMxzLIkZCY69S4BrfjQct35b390CuA+QcOxrwHwB+lodsJBj55Jw7OuWxIwExw4S4JpfDMet39Y3RAD3QRKOfQOYL0Bfq4MWcuw8Eo6d72LGmJh5ExwzErpyjwC//ma4rug3FN4rgPswia4sAMYl0NfqMFkHicSDJdCxDryZlyU6SBZ6QbHIdZBwdpAs9HWQLEroIPEbD/XdgDuSmR0FC4EFxh8kgrMISJTIofOjFg6dA2NGHSUTbIah6UVOsJME+y0vKBY7weYU7Ld8gr04BMFeBBTst4CC/ReJYC8GEiVyiPZvC4dogTGj/iYTbIYh2sVOsJMEe4kXFEudYHMK9hKfYC8NQbAXAwV7CVCw/yMR7KVAokQOVR63cKgSGDPqOJlgMwxVLnWCnSTYb3tBscwJNqdgv+0T7GUhCPZSoGC/DRTslKIcgr0MSJTIIbvUkOwXC3ZAh+yAMaOk7IcW62XAnHsHsFbYQ3bvAIuAxPNdniCibsgu4JraScsFKsB3gcEvhfvdbHAfiZyrbpibLdBMlb2o2bj1YNMcAdw5SAqY94AFDNDXKkdIAhzUfkgOep+kOXmFJTEjwbGvCXBNbsNx68Gm1wVw5yHh2A+A+QL0tcpjIceuJOHYDy2JGQmOfUOAa84yHLcebJovgDs/CceuAuYL0Ncqv4Uc+xEJx652MWNMzKwBx4zEAM4sAX49x3Bd0cOPCwRwn0uiK2uBcQn0tULaL4yOAoYhO+DNvCzRUfCxFxTrXEcBZ0fBx76OgnUhdBQA7khmdhR8DCwwzicRnHVAokQO2RUi6ShADtkBY0YVIhNshiG7dU6wkwT7Ey8o1jvB5hTsT3yCvT4EwV4HFOxPgIJ9AYlgrwcSJXLIriiJYCOH7IAxo4qSCTbDkN16J9hJgr3BC4qNTrA5BXuDT7A3hiDY64GCvQEo2MVJBHsjkCiRQ3YlSAQbOWQHjBlVgkywGYbsNjrBThLsT72g2OQEm1OwP/UJ9qYQBHsjULA/BQp2KRLB3gQkSuSQXWkLh+yAMaNKh9TnEgt2qE3AnPsMsFbYQ3afAYuAxPP9PEFE3ZBdwDW1kz4XqAC/AAa/FO4vssF9JHKuumHuPYFmqosNbyLTg00rBHBfQlLAbAYWMEBfq0tIGk2RHPQlSXPyFktiRoJjPxDgmnKG49aDTR8K4C5PwrFbgfkC9LUqbyHHbiPh2K8siRkJjl0lwDUVDcetB5tWC+C+nIRjvwbmC9DX6nILOfYbEo7d7mLGmJjZAY4ZiQGcdwX4VRmuK3r4ca0A7kokurITGJdAX6tKZB0FDEN2wJt5WaKjYJcXFLtdRwFnR8EuX0fB7hA6CgB3JDM7CnYBC4yqJIKzG0iUyCG7ahYO2QFjRlUjE2yGIbvdTrCTBPtbLyj2OMHmFOxvfYK9JwTB3g0U7G+Bgn0liWDvARIlcsiupoVDdsCYUTXJBJthyG6PE+wkwf7OC4q9TrA5Bfs7n2DvDUGw9wAF+zugYF9NIth7gUSJHLKrbeGQHTBmVG0ywWYYstvrBDtJsL/3gmKfE2xOwf7eJ9j7QhDsvUDB/h4o2NeSCPY+IFEih+zqWjhkB4wZVTekPpdYsEPtA+bcD4C1wh6y+wFYBCSe7/4EEXVDdgHX1E7aL1AB/ggMfincP2aD+0jkXHXD3GaBZqr6hjeR6cGmLQK4G5AUMAeABQzQ16oBSaMpkoN+ImlO/tmSmJHg2K0CXNPYcNx6sOkrAdxNSDj2F2C+AH2tmljIsQdJOPZXS2JGgmO/FuCa6w3HrQebtgvgbk7CsYeA+QL0tWpuIcf+RsKxh13MGBMzv4NjRmIA5wsBfr3RcF3Rw487BXC3JNGVI8C4BPpatTQ8bjQ3HBCIm5sNx633cH4WwN2aJF/+AOYL0NeqNYmmTgZq6lGSOuxP4Hl+D7yhvO8C8zn2FwGuucVwjtV7OL8K4G5HwrHHgPkC9LVqZyHH/kXCsX8Dz/NHIMceIODYQwJc09FwjtV7OIcFcHci4dh/gPkC9LXqZCHH/kvCsf8Bz/MXIMceNJxj93l9Umiu6Wo4x+o9zyMCuLuRcOxxYL4Afa26WcixJ0g4Vnfjos7zNyDHHr6AI+dSgPZbAbTfBxfYl3OpaRw5l82ymEHbLw1ovw1A+220MOeyk+RcDstiBm2/nED7fQm03xYLcy4XSc7ltixm0PbLA7TfDqD9dlqYc3lJci6fJTGD3jvST+l4XGDvqIfhe2Yj45hHCeBOJ9kzOwuYL0Bfq3QL98zyk3Ds2ZbEjATHPiHANbcZjnt0HPOTArh7k3BsAWC+AH2telvIseeQcOy5lsSMBMeOEeCavobjfiqOeawA7n4kHHseMF+Avlb9LOTYgiQce75lMYO2XyHL7p2bnHOFwTknoctPC+jTnYbr8rg45mcEcA8g4YgiwLgE+lqx2O8CoP3OAtovv4V1TVECjh0vwDV3G86xz8YxPyeAexAJR1wIjEugrxWL/YoB7VcOaL/yFnJscQKOnSDANSXSOHKlJNA/Nj7fE5krUZJ9llLA83wfuE+wkmSfIAW4VmmcL2roOAnjoezAc056KPtFaad+dw9lD7imdpI2KHrdMmm44JfCXSYN7qP/eS1TGvi8tRAh3zai10MOA+lhFuSgiBbLUgJ+ipzmCLh26K96utizyyUJ9nGvesKsGcqrni5OS37Vk3Zk1GdI1HdmEAf6Cugew3eZMggOjXuo4bgziBiN+17DcWcIBhr3fWbvimW+fu1iYOF1CXCt+0leRQbkM5XIEUHt9wCJ/YD8oO4D2u9BEvsB80QBY0Yh7ee/SEoF21BrPnLaWk8L5xC4SL5EaPc4gjnP0C9oLvUuZMq6CxrOC5pLfRc0ZYUvaNIECr3HDC9wz0RGQXE/TiKQgKI0s1i+FFjgjiS5bV4WKIyPAQu0USTxB8wTBYwZNYqsQEM+mkM/WiK3QIFW1hVoSQVaOa8wK+8KNM4CrZyvQCsvXKDlFChUnjK8QDsTGQXFPZZEIMsCC7RywALtaZICrTxQGJ8CFmjjSOIPmCcKGDNqHFmBhnyOk34OUT6BAq28K9CSCrTLvMKsgivQOAu0y3wFWgXhAi2PQKEywfAC7UxkFBT3RBKBLA8s0C4DFmjPkxRoFYDCOAFYoE0iiT9gnihgzCgp+6GLswrAnKsIWKtHenp6j+4xFVZjeUWhxvLLXWM51kmXC1T8VxjeWK5xXyHUsCxRAP4h0BM61fACUL8R9U8B3NNICpgYsIAB+lpNC0mAg9oPyUGKZBqwkiUxI8GxxwS45mXDces3ov4tgHsGCcdWBuYL0NdqhoUcW4WEY6taEjMSHPuPANfMMhy3fiPqfwK4Z5NwbDVgvgB9rWZbyLHVSTi2hosZY2LmSsOfGqR15bgAv75muK7ot8BGBG6QzSXRlZrAuAT6Ws0l6yCReLAEOtaBN/OyRAfJVd7edS3XQcLZQXKVr4OkVkIHid94qO8G3JHM7Ci4ClhgzCMRnFpAokQOnc+3cOgcGDNqPplgMwxN13KCnSTYV3tCXdsJNqdgX+0T7NohCHYtoGBfDRTshSSCXdvQIdpFFg7RAmNGLSITbIYh2tpOsJME+xpPqOs4weYU7Gt8gl0nBMGuDRTsa4CCvYREsOsYOlS51MKhSmDMqKVkgs0wVFnHCXaSYF/rCXVdJ9icgn2tT7DrhiDYdYCCfS1QsN8hEey6hg7ZLbdwyA4YM2p5SH0usWCHqgvMuesIh+yuExqyq+eG7LBOqidQAdY3fMhO465PMmSnG+ZiAs1U7xveRKYHmyoJ4F5BUsA0ABYwQF+rFSEJcFD7ITmoIUlzciNLYkaCYysLcM2HhuPWg01VBXCvIuHYxsB8AfparbKQY5uQcGxTS2JGgmOrCXDNGsNx68GmGgK415JwbDNgvgB9rdZayLHXk3BscxczxsTMDYYP2VXwHpiE5tdPDNcVPfxYUwD3ehJdaQGMS6Cv1XqyjgKGITvgzbws0VFwo7d33dJ1FHB2FNzo6yhoGUJHAeCOZGZHwY3AAuNTEsFpaeiQ3SYLh+yAMaM2kQk2w5BdSyfYSYJ9kyfUrZxgcwr2TT7BbhWCYLcECvZNQMH+gkSwWxk6ZLfZwiE7YMyozWSCzTBk18oJdpJg3+wJdWsn2JyCfbNPsFuHINitgIJ9M1Cwt5IIdmtDh+y2WThkB4wZtY1MsBmG7Fo7wU4S7DaeULd1gs0p2G18gt02BMFuDRTsNkDB/oZEsNsaOmS33cIhO2DMqO0h9bnEgh2qLTDnbiEcsrtFaMiunRuywzqpnUAF2N7wITuNuz3JkJ1umGsg0Ey1y/AmMj3Y1EgA926SAqYDsIAB+lrtDkmAg9oPyUEdSZqTO1kSMxIc21iAa74zHLcebGoqgHsvCcd2BuYL0Ndqr4Uc24WEY7taEjMSHNtMgGt+MBy3HmxqLoB7PwnHdgPmC9DXar+FHHsrCcd2dzFjTMz0MHzIrq73wCQ0v/5kuK7o4ccWArh/JtGVdGBcAn2tfibrKGAYsgPezMsSHQU9vb3rXq6jgLOjoKevo6BXCB0FgDuSmR0FPYEFxq8kgtPL0CG7QxYO2QFjRh0iE2yGIbteTrCTBPs2T6h7O8HmFOzbfILdOwTB7gUU7NuAgv07iWD3NnTI7oiFQ3bAmFFHyASbYciutxPsJMG+3RPqPk6wOQX7dp9g9wlBsHsDBft2oGD/SSLYfQwdsjtm4ZAdMGbUMTLBZhiy6+MEO0mw+3pC3c8JNqdg9/UJdr8QBLsPULD7AgX7HxLB7mfokN2/Fg7ZAWNG/RtSn0ss2KH6AXPuDsIhuzuEhuz6uyE7rJP6C1SAdxo+ZKdx30kyZKcb5joINFOdMLyJTA82dRLAHbmQo4AZACxggL5WUvZLBdsPyUF3kTQnD7QkZiQ4trMA12QzHLcebOoqgDuNhGPvBuYL0NcqzUKOHUTCsYMtiRkJju0mwDU5DcetB5u6C+DORcKxQ4D5AvS1ymUhx95DwrFDXcwYEzP3Gj5k19Z7YBKaX/Marit6+DFdAHc+El25D3knHMgR+QyPG80NAwTi5mzDces9nIECuAuQ5Mv9wHwB+loVINHUMkBNfYCkDnsQeJ5TgfuJ0wy/d6E59m4BrjnPcI7VeziDBXAXJOHYYcB8AfpaFbSQYx8i4djhwPN8GcixMwg4dogA1xQ2nGP1Hs5QAdxFSDj2YWC+AH2tiljIsY+QcOyjwPOcBeTY2YZzbD+vTwrNNRcazrF6z/M+AdzFSDh2BDBfgL5WxSzk2MdIOPZx4Hm+BuTYuSQDCyOFnuETC3Ygn41Dk3OjSHLuCctiBm2/0UKP4YgFO5CPt6DJuSdJcm6MZTGDtt9TQpP0sWAHckKdJufGkuTc05bFDNp+44SGYWPBDuSQKU3OPUOSc+MtiRn03pF+SsdZAntHJQ3fM8sfx3y2AO4oyZ7Zs8B8AfpaRS3cM3uOhGMnWBIzEhxbQIBrLjIc9zlxzOcK4C5DwrETgfkC9LUqYyHHPk/CsZMsiRkJjj1PgGsuNRx3wTjm8wVwlyXh2BeA+QL0tSprIcdOJuHYKZbEjATHFhLgmssMx104jrmIAO4KJBz7IjBfgL5WFSzk2KkkHDvNsphB2+8ly/qTTM656YbPlGtdvkBAn64wXJeLxjFfKIA7RsIRLwPjEuhrxWK/GUD7rQFy7FoLOfYVAo4tJsA1lQ3n2OJxzCUEcFch4YiZwLgE+lqx2G8W0H7fATl2r4UcO5uAY0sKcM2raRy5Msc9Q9mYXHmNZJ9lLvA87wHGzH0k/JoCXOt1nC+uDOvFF8BzTnrxxRtpp35P8/kuEnEvvvj/WlM76Y00/LrzgIQphXteGtxH//PquzTweWshQr7RSa+HHLjUA4PIYTwtlnMF/BQ5zRFw7dBfpzffs8ubCfZxr9PDrBnK6/TmpyW/Tk87MuozJOo7M4gDfQVU3fBdpgyCQ+OuYTjuDCJG477ScNwZgoHGXdPsXbHMV1zOBxZebwLXuiok+8WCHQrIZyqRI4LarxaJ/YD8oGoC7Xc1if2AeaKAMaOQ9pN+P7jWfOQTLfQTGcYIXCS/KbR7HMGcZ+gXNAu8C5mF7oKG84Jmge+CZqHwBc1ogUKvvuEF7pnIKCjuBiQCCShKM4vlBcACtyHJbfOFQGGsDyzQGpHEHzBPFDBmVCOyAg35+CP9+J6nBQq0ha5ASyrQFnmF2VuuQOMs0Bb5CrS3hAu0pwQKlesNL9DOREZBcTcnEciFwAJtEbBAu4GkQHsLKIzXAwu0FiTxB8wTBYwZ1YKsQEM+K08/6228QIH2livQkgq0xV5htsQVaJwF2mJfgbZEuEAbJ1Co3Gx4gXYmMgqKuzWJQL4FLNAWAwu0NiQF2hKgMN4MLNDaksQfME8UMGaUlP3QxdkSYM4tBazVIz09vUf3mAqrsXypUGP5266xHOuktwUq/mWGN5Zr3MuEGpYlCsD7BQqhjoYXgPqt0w8K4O5EUsC8AyxggL5WnUIS4KD2Q3LQcpJpwHctiRkJjh0mwDVdDcet3zo9XAB3NxKOfQ+YL0Bfq24Wcuz7JBy7wpKYkeDYhwW4pofhuPVbpx8VwJ1OwrEfAPMF6GuVbiHHriTh2A9dzBgTM6vAMSOhKyME+PU2w3VFv2n7cQHcvUl05SNgXAJ9rXqTdZBIPFgCHevAm3lZooNktbd3vcZ1kHB2kKz2dZCsSegg8RsP9d2AO5KZHQWrgQVGXxLBWQMkSuTQeT8Lh86BMaP6kQk2w9D0GifYSYK91hPqj51gcwr2Wp9gfxyCYK8BCvZaoGDfSSLYHxs6RDvAwiFaYMyoAWSCzTBE+7ET7CTBXucJ9SdOsDkFe51PsD8JQbA/Bgr2OqBg300i2J8YOlQ5yMKhSmDMqEFkgs0wVPmJE+wkwV7vCfUGJ9icgr3eJ9gbQhDsT4CCvR4o2PeQCPYGQ4fshlo4ZAeMGTU0pD6XWLBDbQDm3EbCIbuNQkN2n7ohO6yTPhWoADcZPmSncW8iGbLTDXPvCDRT3W94E5kebHpXAPcDJAXMZ8ACBuhr9UBIAhzUfkgO+pykOfkLS2JGgmPfE+CahwzHrQebVgjgHk7CsZuB+QL0tRpuIcd+ScKxWyyJGQmO/UCAax41HLcebPpQAPcIEo7dCswXoK/VCAs5dhsJx37lYsaYmPna8CG7Jd4Dk9D8OtJwXdHDjx8J4B5FoivfAOMS6Gs1iqyjgGHIDngzL0t0FGz39q53uI4Czo6C7b6Ogh0hdBQA7khmdhRsBxYYT5IIzg5Dh+zGWDhkB4wZNYZMsBmG7HY4wU4S7J2eUO9ygs0p2Dt9gr0rBMHeARTsnUDBfppEsHcZOmQ3zsIhO2DMqHFkgs0wZLfLCXaSYO/2hPpbJ9icgr3bJ9jfhiDYu4CCvRso2M+SCPa3hg7ZPWfhkB0wZtRzZILNMGT3rRPsJMHe4wn1d06wOQV7j0+wvwtBsL8FCvYeoGA/TyLY3xk6ZDfJwiE7YMyoSSH1ucSCHeo7YM7tJRyy2ys0ZPe9G7LDOul7gQpwn+FDdhr3PpIhO90w95lAM9UUw5vI9GDTFwK4XyQpYH4AFjBAX6sXQxLgoPZDctB+kubkHy2JGQmO3SzANS8ZjlsPNm0RwD2dhGMPAPMF6Gs13UKO/YmEY3+2JGYkOHarANe8YjhuPdj0lQDumSQc+wswX4C+VjMt5NiDJBz7q4sZY2LmkOFDdhu8Byah+fVVw3VFDz9+I4B7Domu/AaMS6Cv1RyyjgKGITvgzbws0VFw2Nu7/t11FHB2FBz2dRT8HkJHAeCOZGZHwWFggfE6ieD8buiQ3RsWDtkBY0a9QSbYDEN2vzvBThLsI55Q/+EEm1Owj/gE+48QBPt3oGAfAQr2mySC/YehQ3YLLByyA8aMWkAm2AxDdn84wU4S7KOeUP/pBJtTsI/6BPvPEAT7D6BgHwUK9lskgv2noUN2iy0csgPGjFpMJtgMQ3Z/OsFOEuxjnlD/5QSbU7CP+QT7rxAE+0+gYB8DCvbbJIL9l6FDdsssHLIDxoxaFlKfSyzYof4C5tzfhEN2fwsN2f3jhuywTvpHoAL81/AhO437X5IhO90w94NAM9W7hjeR6cGmHwVwv0dSwPwHLGCAvlbvhSTAQe2H5KDjJM3JJyyJGQmOPSDANR8YjlsPNv0sgHslCcdGsuNsCfS1Wmkhx6Zk5+DYVEtiRoJjfxHgmo8Mx60Hm34VwL2ahGOzAfMF6Gu12kKOTSPh2OwuZoyJmRzgmJEYwNknwK8fG64revjxNwHc60h0JScwLoG+VusMjxvNDf8JxM0Gw3HrPZwTArg3kuRLLmC+AH2tNpJo6jygpuYmqcPyAM+zIzBmOhFwrN5bQnPNZ4bj1ns4qQK4Pyfh2LzAfAH6Wn1uIcfmI+HYs4Dn2RUYM90IODabANd8aThuvYeTXQD3FhKOzQ/MF6Cv1RYLOfZsEo4tADzPHsCYSTeca/7y+qTQXPOV4bj1nmdOAY79moRjzwHmC9DX6msLOfZcEo49D3ietwFjpjdJzhUE2q8G0H5XWphz55PkXCHLYgZtv8JA+9UH2q+BhTlXhCTnLrAsZtD2Kwq03/VA+zW3MOcuJMm5YpbFDNp+xYH2uxlov9YW5lwJkpwraUnMoPeO9FM6nhXYM9thOO7n4pgnCODeScKxUWC+AH2tdlrIsaVIOLa0JTEjwbETBbjmW8NxPx/HPEkA9x4Sjr0ImC9AX6s9FnJsGRKOvdiSmJHg2BcEuOZ7w3FPjmOeIoB7HwnHXgLMF6Cv1T4LOfZSEo4ta0nMSHDsiwJc86PhuKfGMU8TwH2AhGPLAfMF6Gt1wEKOLU/CsZdZEjMSHPuSANf8Yjju6XHMLwvgPkjCsRWA+QL0tTpoIcdWJOHYyy2LGbT9rrCsB9TknIsZ/twOrcszBPTpN8N1+ZU45pkCuA+TcIQCxiXQ14rFfpWA9nsUaL8RFnJsZQKOnSXANX8YzrGz45hfFcB9lIQjqgDjEuhrxWK/qkD7vQS033QLObYaAcfOEeCa6tk5cqUG0D82PqcemStXkuyz1ASeZ3VgzNQkiZkU4FpX4XzRNayXCwHPOenlQrWyn/rdvVwo4JraSbWy49e9Ojsu+KVwX50d7qP/eb1oGvi8tRAh35qn10MOteuhbOTAsxbLmgJ+ipzmCLh26K8sre3Z5ZoE+7hXlmLWDOWVpbWzJ7+yVDsy6jMk6jsziAN9BfSX4btMGQSHxv234bgziBiN+x/DcWcIBhr3v2bvimW+Rrg2sPC6BrjWfySv1AXymfob+Eri4yT2A/KD+hdovxMk9gPmiQLGjELaz3+RlAq2odZ85FOD9FNvLhC4SL5GaPc4gjnP0C9o6ngXMte6CxrOC5o6vguaa4UvaAoLFHo5i5ld4J6JjAK/eqRYhEIgAUVpZrFcB1jg5g7JfkHP81qgMCbmSuDXmJDEHzBPFDBmFNJ+YRRoyEfM6UekFRMo0K51BVpSgVbXK8yucwUaZ4FW11egXSdcoBUVKFTONrxAOxMZBX4/AolAXgss0OoCC7RzSAq064DCeDawQDuXJP6AeaKAMaPOJSvQkM8j1c/TLClQoF3nCrSkAq2eV5jVdwUaZ4FWz1eg1Rcu0IoLFCqFDS/QzkRGgR+OTyKQ1wELtHrAAu0CkgKtPlAYCwMLtKIk8QfMEwWMGSVlP3RxVh+Ycw0Aa/VIT0/v0T2mwmosbyDUWN7QNZZjndRQoOJvZHhjucbdSKhhWaIAzCVQCJU0vADMHcecRwB3lKSAaQwsYIC+VtGQBDio/ZAc1IRkGrCpJTEjwbF5BbjmIsNx54tjPksAdxkSjm0GzBegr1UZCzn2ehKObW5JzEhwbH4BrrnUcNxnxzEXEMBdloRjbwDmC9DXqqyFHNuChGNvdDFjTMy0NPypQVpXzhHg18sM15Vz45jPE8BdgURXbgLGJdDXqgJZB4nEgyXQsQ68mZclOkhaeXvXN7sOEs4Okla+DpKbEzpI/MZDfTfgjmRmR0ErYIFxBYng3AwkSuTQeYykowA5dA6MGRUjE2yGoembnWAnCXZrT6jbOMHmFOzWPsFuE4Jg3wwU7NZAwa5MIthtDB2irWLhEC0wZlQVMsFmGKJt4wQ7SbDbekJ9ixNsTsFu6xPsW0IQ7DZAwW4LFOzqJIJ9i6FDlTUsHKoExoyqQSbYDEOVtzjBThLsdp5Qt3eCzSnY7XyC3T4Ewb4FKNjtgIJ9FYlgtzd0yK6WhUN2wJhRtULqc4kFO1R7YM51IByy6yA0ZNfRDdlhndRRoALsZPiQncbdiWTITjfMNRZoprrG8CYyPdjUVAB3HZICpjOwgAH6WtUJSYCD2g/JQV1ImpO7WhIzEhzbTIBrrjMctx5sai6Aux4Jx3YD5gvQ16qehRx7KwnHdrckZiQ49gYBrmloOG492HSjAO5GJBzbA5gvQF+rRhZybDoJx/Z0MWNMzPQyfMiuvvfAJDS/NjVcV/Tw400CuJuR6MptwLgE+lo1I+soYBiyA97MyxIdBb29vevbXUcBZ0dBb19Hwe0hdBQA7khmdhT0BhYYN5AIzu2GDtm1sHDIDhgzqgWZYDMM2d3uBDtJsPt4Qt3XCTanYPfxCXbfEAT7dqBg9wEK9k0kgt3X0CG7VhYO2QFjRrUiE2yGIbu+TrCTBLufJ9R3OMHmFOx+PsG+IwTB7gsU7H5AwW5DIth3GDpk19bCITtgzKi2ZILNMGR3hxPsJMHu7wn1nU6wOQW7v0+w7wxBsO8ACnZ/oGC3JxHsOw0dsutg4ZAdMGZUh5D6XGLBDnUnMOcGEA7ZDRAasrvLDdlhnXSXQAU40PAhO417IMmQnW6Y6yzQTNXZ8CYyPdjUVQB3F5IC5m5gAQP0teoSkgAHtR+SgwaRNCcPtiRmJDi2mwDX3Go4bj3Y1F0Ad3cSjh0CzBegr1V3Czn2HhKOHWpJzEhwbA8BrulpOG492NRTAHcvEo69F5gvQF+rXhZy7H0kHHu/ixljYuYBw4fs2nsPTELz6+2G64oefrxNAHcfEl15EBiXQF+rPmQdBQxDdsCbeVmio2CYt3f9kOso4OwoGObrKHgohI4CwB3JzI6CYcAC4w4SwXnI0CG7/hYO2QFjRvUnE2yGIbuHnGAnCfZwT6gfdoLNKdjDfYL9cAiC/RBQsIcDBfsuEsF+2NAhu4EWDtkBY0YNJBNshiG7h51gJwn2I55QP+oEm1OwH/EJ9qMhCPbDQMF+BCjYg0kE+1FDh+yGWDhkB4wZNYRMsBmG7B51gp0k2CM8oX7MCTanYI/wCfZjIQj2o0DBHgEU7HtJBPsxQ4fs7rNwyA4YM+q+kPpcYsEO9Rgw5x4nHLJ7XGjIbqQbssM6aaRABTjK8CE7jXsUyZCdbpi7W6CZ6kHDm8j0YNNgAdzDSAqYJ4AFDNDXalhIAhzUfkgOGk3SnPykJTEjwbFDBLjmYcNx68GmoQK4HyHh2DHAfAH6Wj1iIcc+RcKxYy2JGQmOvVeAax4zHLcebLpfAPfjJBz7NDBfgL5Wj1vIseNIOPYZFzPGxMx4w4fs7vQemITm1ycM1xU9/PigAO7RJLryLDAugb5Wow2PG80NTwjEzVOG49Z7OE8K4B5Lki/PAfMF6Gs1lkRTrwZq6gSSOmwi8DxLAmMmSsCxYwS45hnDces9nLECuMeTcOzzwHwB+lqNt5BjJ5Fw7AvA87wIGDNlCDj2aQGumWA4br2H84wA7okkHDsZmC9AX6uJFnLsFBKOfRF4npcCY6as4VzzmNcnheaaFwzHrfc8nxXAPZmEY6cC8wXoazXZQo6dRsKxLwHP8zJgzFQgybnpQs/wiQU7kM/Gocm5l0lyboZlMYO23ytCj+GIBTuQj7egybmZJDk3y7KYQdtvttAkfSzYgZxQp8m5V0lybo5lMYO232tCw7CxYAdyyJQm5+aS5NzrlsQMeu9IP6UjKrB3NNVw3KXimEsL4J5GwrFvAPMF6Gs1zUKOnUfCsfMtiRkJjr1IgGteNhx3mTjmiwVwzyDh2DeB+QL0tZphIccuIOHYhZbEjATHXiLANbMMx31pHHNZAdyzSTh2ETBfgL5Wsy3k2LdIOHaxJTEjwbHlBLjmNcNxl49jvkwA91wSjl0CzBegr9VcCzl2KQnHvm1JzEhwbAUBrplnOO6KccyXC+CeT8Kxy4D5AvS1mm8hx75DwrHLLYkZCY69QoBrFhqOOxbHrARwLyLh2HeB+QL0tVpkIce+R8Kx71sWM2j7rbCsz97knPvA8GcjaV2uJKBPSwzX5cpxzFUEcC8l4YiVwLgE+lqx2O9DoP0aAu3XyEKOXUXAsVUFuOYdwzm2WhxzdQHcy0k44iNgXAJ9rVjstxpov1uB9utuIceuIeDYGgJcszY7R658DPSPje8CQebKOpJ9lk+A5/kXcDb4X5J58hTgWutxvugW1gvcgOec9AK3DdlP/e5e4BZwTe2kDdnx624EEqYU7o3Z4T76n1c4p4HPWwsR8s2kej3kg0P0gy+QD5XQYvmJgJ8ipzkCrh36a6E/9eyyKcE+7rXQmDVDeS30p9mTXwutHRn1GRL1nRnEgb4Cet/wXaYMgkPjXmE47gwiRuP+wHDcGYKBxr3S7F2xzFe1fwosvDYB1/qQ5LXlQD5TK4CvfV9FYj8gP6iVQPt9RGI/YJ4oYMwopP38F0mpYBtqzUc+mU0/WWyWwEXyJqHd4wjmPEO/oPnMu5D53F3QcF7QfOa7oPlc+ILmFYFCb4PhBe6ZyCgo7o0kAgkoSjOL5c+ABe6nJLfNPwcK4wZggbaJJP6AeaKAMaM2kRVoyMd46sdQzhEo0D53BVpSgfaFV5htdgUaZ4H2ha9A2yxcoM0WKFS+NLxAOxMZBcW9hUQgPwcWaF8AC7StJAXaZqAwfgks0LaRxB8wTxQwZtQ2sgIN+cxn/czi1wUKtM2uQEsq0L70CrMtrkDjLNC+9BVoW4QLtNcECpUdhhdoZyKjoLh3kgjkZmCB9iWwQNtFUqBtAQrjDmCBtpsk/oB5ooAxo6Tshy7OtiAvigBr9UhPT+/RPabCaizfKtRYvs01lmOdtE2g4v/K8MZyjfsroYZliQLwOYFC6HvDC8AJccwTBXDvIylgvgYWMEBfq30hCXBQ+yE56BuSacDtlsSMBMc+L8A1PxqOe1Ic8wsCuA+QcOwOYL4Afa0OWMixO0k4dpclMSPBsZMFuOYXw3FPiWN+UQD3QRKO3Q3MF6Cv1UELOfZbEo7d42LGmJj5DhwzEroyVYBffzNcV6bFMb8kgPswia7sBcYl0NfqMFkHicSDJdCxDryZlyU6SL739q73uQ4Szg6S730dJPsSOkj8xkN9N+COZGZHwffAAuMPEsHZByRK5ND5UQuHzoExo46SCTbD0PQ+J9hJgv2DJ9T7nWBzCvYPPsHeH4Jg7wMK9g9Awf6LRLD3GzpE+7eFQ7TAmFF/kwk2wxDtfifYSYL9oyfUB5xgcwr2jz7BPhCCYO8HCvaPQMH+j0SwDxg6VHncwqFKYMyo42SCzTBUecAJdpJg/+QJ9c9OsDkF+yefYP8cgmAfAAr2T0DBTinOIdg/GzpklxqS/WLBDuiQHTBmlJT90GL9MzDnfiEcsvtFaMjuoBuywzrpoEAF+KvhQ3Ya968kQ3a6Ye5rgWaq7MXNxq0Hm7YL4M5BUsAcAhYwQF+rHCEJcFD7ITnoN5Lm5MOWxIwEx+4Q4JrchuPWg027BHDnIeHY34H5AvS1ymMhxx4h4dg/LIkZCY7dLcA1ZxmOWw827RHAnZ+EY48C8wXoa5XfQo79k4Rjj7mYMSZm/jJ8yG6L98AkNL+eY7iu6OHHvQK4zyXRlb+BcQn0tULazw3ZnVwXeDMvS3QU/OPtXf/rOgo4Owr+8XUU/BtCRwHgjmRmR8E/wALjfBLB+dfQIbtCJB0FyCE7YMyoQmSCzTBk968T7CTB/s8T6uNOsDkF+z+fYB8PQbD/BQr2f0DBvoBEsI8bOmRXlESwkUN2wJhRRckEm2HI7rgT7CTBPpEh1Akq6AQbs2Yogn3CJ9jaOlHfd6IJ8zhQsE8ABbs4iWBrH6F8gRyyK0Ei2MghO2DMqBJkgs0wZAfMlSwh2Cme+qU6weYUbO3ARMFODUGwE5MoqGCn5MAJTikSwU4FCjZyyK60hUN2wJhRpUPqc4kFO1QqMOeyAdYKe8guG7AISDzftARlckN2AdfUTkrLgV83OzD4pXBnzwH3kci56oa5QwLNVBcb3kSmB5sOC+C+hKSAyQEsYIC+VpeQNJoiOShnDjkRQWLOZUnMSHDs7wJcU85w3Hqw6Q8B3OVJODY3MF+AvlblLeTYPCQcm9eSmJHg2KMCXFPRcNx6sOmYAO7LSTg2HzBfgL5Wl1vIsWeRcGx+FzPGxMzZ4JiRGMD5VYBfleG6oocf/xbAXYlEVwoA4xLoa1WJrKOAYcgOeDMvS3QUnOPtXZ/rOgo4OwrO8XUUnBtCRwHgjmRmR8E5wAKjKongnAsUHOSQXTULh+yAMaOqkQk2w5DduU6wkwT7PE/9CjrB5hTs83yCXTAEwT4XKNjnAQX7ShLBLggUbOSQXU0Lh+yAMaNqkgk2w5BdQSfYSYJ9vqd+hZxgcwr2+T7BLhSCYBcECvb5QMG+mkSwCxk6ZFfbwiE7YMyo2mSCzTBkV8gJdpJgF/bUr4gTbE7BLuwT7CIhCHYhoGAXBgr2tSSCXcTQIbu6Fg7ZAWNG1Q2pzyUW7FBFgDl3AeGQ3QVCQ3ZF3ZAd1klFc+DXvdDwITuN+0KSITvdMJcjB76Zqr7hTWR6sCmXAO4GJAVMMWABA/S1akDSaIrkoOIkzcklLIkZCY7NLcA1jQ3HrQeb8grgbkLCsSWB+QL0tWpiIcdGSTi2lCUxI8Gx+QS45nrDcevBpvwCuJuTcGxpYL4Afa2aW8ixF5FwbBkXM8bEzMWGD9mleg9MQvPrjYbrih5+LCCAuyWJrlwCjEugr1VLw+NGc0Mxgbi52XDceg+nhADu1iT5cikwX4C+Vq1JNHUj8NHyZUnqsHLA8/weeEN5XzHzObakANfcYjjH6j2cUgK425FwbHlgvgB9rdpZyLGXkXBsBeB5/gjk2AMEHFtagGs6Gs6xeg+njADuTiQcWxGYL0Bfq04WcuzlJBx7BfA8fwFy7EHDObaI1yeF5pquhnOs3vO8RAB3NxKOjQHzBehr1c1CjlUkHFsJeJ6/ATn2cDGOnKss9AyfWLAD+WwcmpyrQpJzVS2LGbT9qgk9hiMW7EA+3oIm56qT5FwNy2IGbb8rhSbpY8EO5IQ6Tc7VJMm5qyyLGbT9agkNw8aCHcghU5qcu5ok52pbEjPovSP9lI43BB5+3sPwPbN5cczzBXCnk+yZXQPMF6CvVbqFe2Z1SDj2WktiRoJj3xTgmtsMx70gjnmhAO7eJBxbF5gvQF+r3hZy7HUkHFvPkpiR4NhFAlzT13Dcb8UxLxbA3Y+EY+sD8wXoa9XPQo5tQMKxDS2JGQmOXSLANXcajntpHPPbArgHkHBsI2C+AH2tBljIsY1JOLaJJTEjwbHLBLjmbsNxvxPHvFwA9yASjm0KzBegr9UgCzm2GQnHXm9JzEhw7LsCXHOP4bjfi2N+XwD3UBKObQ7MF6Cv1VALOfYGEo5tYUnMSHDsCgGuud9w3B/EMa8UwP0ACcfeCMwXoK/VAxZybEsSjr3JsphB26+VZbNMJufczYY/f07r8ocC+vSQ4bq8Ko75IwHcw0k4ojUwLoG+Viz2awO031lA++W3sK5pS8CxqwW45lHDOXZNHPNaAdwjSDjiFmBcAn2tWOzXDmi/ckD7lbeQY9sTcOzHAlzTIQdHrnR071syJlc6keyzdAae5/vAfYKVJPsEKcC1uuB8cWtYL8kEnnPSSzK7updkYp3UVeAlmd0Mf0mmxt1N4CWZ2SKnAlAfaeDz1kKEfPuzXg/5cCb9cCHkg3u0WHYWepmp/wi4thJcO/M7EonuVs8u3RPsk/HK+9TIKVLM+L91DmXEpo7L0glrpST8TElYo3TCvzndf5NyhnVyJ/wt49/nTzgXoE1iAkQfEyXyFM+4t+Y4ZUz9WTsy6jMk6jsziAN9BTTS8F2mDIJD4x5lOO4MIkbjfsJw3BmCgcY92uxdsUreeapbgYVXd+BaT4Zkv1iwQwH5TCVyRFD7jSGxH5Af1Gig/Z4isR8wTxQwZhTSfv6LpFSwDbXmI59+qZ/eWEPgIrm70O5xBHOeoV/Q9PCuDtLdBQ3nBU0P3wVNuvAFTTWBQm+C4QXumcgoKO6JJAIJKEozi+UewAL3eZLb5ulAYZwALNAmkcQfME8UMGbUJLICDfmoZP2o36sECrR0V6AlFWg9vWqnlyvQOAu0nr4CrZdwgXalQKEy1fAC7UxkFBT3NBKBTAcWaD2BBdpLJAVaL6AwTgUWaNNJ4g+YJwoYM2o6WYGGfK6+fi58bYECrZcr0JIKtNu8aqe3K9A4C7TbfAVab+ECrZZAoTLL9IcNnIGMguKeTSKQvYAF2m3AAu1VkgKtN1AYZwELtDkk8QfMEwWMGSVlP3Rx1huYc7cD1uqRnp7eo3tMhdVYfrtQY3kf11iOdVIfgYq/r+GN5Rp3X6GGZYkC8FKBQmie4QVg2TjmcgK455MUMP2ABQzQ12p+SAIc+C0PQA66g2QasL8lMSPBseUFuGah4bgvi2OuIIB7EQnH3gnMF6Cv1SILOXYACcfeZUnMSHBsRQGuWWI47svjmK8QwL2UhGMHAvMF6Gu11EKOvZuEYwe5mDEmZgaDY0ZCV2IC/PqO4bqi4pgrCeBeTqIrQ4BxCfS1Wk7WQSLxYAl0rANv5mWJDpJ7vL3roa6DhLOD5B5fB8nQhA4Sv/FQ3w24I5nZUXAPsMB4n0RwhgKJEjl0vsLCoXNgzKgVZILNMDQ91Al2kmDf66nffU6wOQX7Xp9g3xeCYA8FCva9QMH+kESw7zN0iHaVhUO0wJhRq8gEm2GI9j4n2EmCfb+nfg84weYU7Pt9gv1ACIJ9H1Cw7wcK9hoSwX7A0KHKtRYOVQJjRq0lE2yGocoHnGAnCfaDnvoNc4LNKdgP+gR7WAiC/QBQsB8ECvYnJII9zNAhu/UWDtkBY0atD6nPJRbsUMOAOfcQ4ZDdQ0JDdsPdkB3WScMFKsCHDR+y07gfJhmy0w1z/QSaqT41vIlMDzb1F8C9iaSAeQRYwAB9rTaFJMBB7YfkoEdJmpNHWBIzEhx7pwDXfGE4bj3YdJcA7s0kHPsYMF+AvlabLeTYx0k4dqQlMSPBsQMFuGar4bj1YNMgAdzbSDh2FDBfgL5W2yzk2CdIOHa0ixljYuZJw4fsensPTELz6zeG64oefhwigHs7ia6MAcYl0NdqO1lHAcOQHfBmXpboKHjK27se6zoKODsKnvJ1FIwNoaMAcEcys6PgKWCBsYtEcMYaOmS328IhO2DMqN1kgs0wZDfWCXaSYD/tqd84J9icgv20T7DHhSDYY4GC/TRQsL8jEexxhg7Z7bVwyA4YM2ovmWAzDNmNc4KdJNjPeOo33gk2p2A/4xPs8SEI9jigYD8DFOwfSAR7vKFDdvstHLIDxozaTybYDEN2451gJwn2s576PecEm1Own/UJ9nMhCPZ4oGA/CxTsn0gE+zlDh+x+tnDIDhgz6ueQ+lxiwQ71HDDnJhAO2U0QGrKb6IbssE6aKFABPm/4kJ3G/TzJkJ1umHtEoJnqV8ObyPRg0wgB3IdICphJwAIG6Gt1KCQBDmo/JAe9QNKcPNmSmJHg2McEuOZ3w3HrwaaRAriPkHDsFGC+AH2tjljIsS+ScOxUS2JGgmNHCXDNn4bj1oNNowVwHyPh2GnAfAH6Wh2zkGNfIuHY6S5mjImZlw0fshvmPTAJza//GK4revhxjADuf0l0ZQYwLoG+Vv+SdRQwDNkBb+ZliY6CV7y965muo4Czo+AVX0fBzBA6CgB3JDM7Cl4BFhgnSARnpqFDdpESHB0FyCE7YMwopP3ckN3JdWc6wU4S7Fme+s12gs0p2LN8gj07BMGeCRTsWUDBzlaCQ7BnGzpkl0Yi2MghO2DMqDQywWYYspvtBDtJsF/11G+OE2xOwX7VJ9hzQhDs2UDBfhUo2DlJBHuOoUN2uUgEGzlkB4wZlYtMsBmG7OY4wU4S7Nc89ZvrBJtTsF/zCfbcEAR7DlCwXwMKdl4SwZ5r6JBdPhLBRg7ZAWNGSdkPLdZzgTn3OuGQ3etCQ3ZvuCE7rJPeEKgA5xk+ZKdxzyMZstMNc5MEmqnOLmE2bj3YNFkAdwGSAmY+sIAB+loVCEmAg9oPyUFvkjQnL7AkZiQ4dooA15xnOG492DRVAHdBEo5dCMwXoK9VQQs5dhEJx75lScxIcOw0Aa4pbDhuPdg0XQB3ERKOXQzMF6CvVRELOXYJCccudTFjTMy8bfiQ3XPeA5PQ/Hqh4bqihx9nCOAuRqIry4BxCfS1KmZ43GhumC8QNyUNx633cBYI4I6S5Ms7wHwB+lpFSTS1G1BTl5PUYe8Cz3Me8IbyfMMH4DXHLhTgmosM51i9h/OWAO4yJBz7HjBfgL5WZSzk2PdJOHYF8DwXAjl2EQHHLhbgmksN51i9h7NUAHdZEo79AJgvQF+rshZy7EoSjv0QeJ5LgBy71HCOnev1SaG55jLDOVbveS4TwF2BhGNXAfMF6GtVwUKO/YiEY1cDz/MdIMcuJ3mGzxqhZ/jEgh3IZ+PQ5Nxakpz72LKYQdtvndBjOGLBDuTjLWhy7hOSnFtvWcyg7bdBaJI+FuxATqjT5NxGkpz71LKYQdtvk9AwbCzYgRwypcm5z0hy7nNLYga9d6Sf0nGNwN7RFYbvmdWJY75WAHeMZM/sC2C+AH2tYhbumW0m4dgvLYkZCY6tK8A1lQ3HfV0ccz0B3FVIOHYLMF+AvlZVLOTYrSQcu82SmJHg2PoCXFPdcNwN4pgbCuCuQcKxXwHzBehrVcNCjv2ahGO/sSRmJDi2kQDXXGU47sZxzE0EcNci4djtwHwB+lrVspBjd5Bw7E5LYkaCY5sKcM01huNuFsd8vQDuOiQcuwuYL0BfqzoWcuxuEo791pKYkeDY5gJcc53huG+IY24hgLseCcfuAeYL0NeqnoUc+x0Jx+61JGYkOPZGAa5paDjulnHMNwngbkTCsd8D8wXoa9XIQo7dR8KxP1gSMxIc20qAa5oajvvmOObWAribkXDsfmC+AH2tmlnIsT+ScOwBy2IGbb+fLJsXNTnnfjb8GZ9al9sI6NMNhuty2zjmWwRwtyDhiF+AcQn0tWKx30Gg/bYCOXabhRz7KwHHthPgmpsM59j2ccwdBHC3IuGIQ8C4BPpasdjvN6D9fgdy7BELOfYwAcd2FOCa33Nw5MoRoH9sfKcdMlf+INlnOQo8z5FAfh1Nwq8pwLX+xPmie1gvIgaec9KLiI/lOPW7exFxwDW1k47lwK/7F5AwpXD/lQPuo1i2yKkA1Eca+Ly1EM3NgV0P+QA8/QA35MPRtFgeFfBT5DRHwLWV4NqZ35FIdH97dvknwT65vZ+pkVOkmPF/6xzKiE0dl6UT1kpJ+JmSsEbphH9zuv8m5Qzr5E74W8a/z59wLkCbxASIPiZK5Cmecf/OccqY+rN2ZNRnSNR3ZhAH+gqojeG7TBkEh8bd1nDcGUSMxn2L4bgzBAONu53Zu2KVvPNUfwMLr3+Aa7UPyX6xYIcC8plK5Iig9utAYj8gP6h2QPt1JLEfME8UMGYU0n7+i6RUsA215iOfMKyfkLte4CL5H6Hd4wjmPEO/oPnXuzr4z13QcF7Q/Ou7oPlP+IJmnUCh18PwAvdMZBQUdzqJQAKK0sxi+V9ggduT5Lb5f0Bh7AEs0HqRxB8wTxQwZlQvsgIN+Th6/Tj1TwUKtP9cgZZUoB33qp0TrkDjLNCO+wq0E8IF2gaBQqWv6bNsZyCjoLj7kQjkf8AC7TiwQLuDpEA7ARTGvsACrT9J/AHzRAFjRvUnK9CQ7y7R7974XKBAO+EKtKQCLZLz5I+UnKf+5Ao0zJqhFGjagYkFmnZk1GdI1HdmJDm6ULnb8ALtTGQUFPcgEoE8ASzQdLyi7DeYpEBLyYnzxd3AAm0ISfwB80QBY0ZJ2Q9dnKUAcy4VsFaP9PT0Ht1jKqzG8lRc/iU1lmdLKJpcY3nANbWTsuXEr5sGDH4p3Gk54T4S6418R6AQut/wAnB5HPO7ArgfIClgsgMLGKCv1QMhCXBQ+yE5KEdOORFBYs5pScxIcOx7AlzzkOG4349jXiGAezgJx+YC5gvQ12q4hRybm4Rj81gSMxIc+4EA1zxqOO6VccwfCuAeQcKxeYH5AvS1GmEhx+Yj4dizXMwYEzP5wTEjoSurBPh1pOG68lEc82oB3KNIdOVsYFwCfa1GkXWQSDxYAh3rwJt5WaKDpIC3d32O6yDh7CAp4OsgOSehg8RvPNh3By8KMjsKCgALjCdJBOccoOAgh87HWDh0DowZNYZMsBmGps9xgp0k2Od6Qn2eE2xOwT7XJ9jnhSDY5wAF+1ygYD9NItjnAQUbOUQ7zsIhWmDMqHFkgs0wRHueE+wkwS7oCfX5TrA5BbugT7DPD0GwzwMKdkGgYD9LItjnAwUbOVT5nIVDlcCYUc+RCTbDUOX5TrCTBLuQJ9SFnWBzCnYhn2AXDkGwzwcKdiGgYD9PItiFDR2ym2ThkB0wZtSkkPpcYsEOVRiYc0UIh+yKCA3ZXeCG7LBOukBgyK6o4UN2GndRkiE73TCXPSe+mWqK4U1kerAppwDuF0kKmAuBBQzQ1+rFkAQ4qP2QHFSMpDm5uCUxI8GxuQS45iXDcevBpjwCuKeTcGwJYL4Afa2mW8ixJUk4NmpJzEhwbF4BrnnFcNx6sOksAdwzSTi2FDBfgL5WMy3k2NIkHHuRixljYqaM4UN2Kd4Dk9D8+qrhuqKHH88WwD2HRFcuBsYl0NdqDllHAcOQHfBmXpboKLjE27u+1HUUcHYUXOLrKLg0hI4CwB3JzI6CS4AFxuskgnOpoUN2b1g4ZAeMGfUGmWAzDNld6gQ7SbDLekJdzgk2p2CX9Ql2uRAE+1KgYJcFCvabJIJdztAhuwUWDtkBY0YtIBNshiG7ck6wkwS7vCfUlznB5hTs8j7BviwEwS4HFOzyQMF+i0SwLzN0yG6xhUN2wJhRi8kEm2HI7jIn2EmCXcET6opOsDkFu4JPsCuGINiXAQW7AlCw3yYR7IqGDtkts3DIDhgzallIfS6xYIeqCMy5ywmH7C4XGrK7wg3ZYZ10hcCQXczwITuNO0YyZKcb5i4UaKZ61/AmMj3YVFwA93skBYwCFjBAX6v3QhLgoPZDclAlkubkypbEjATHlhDgmg8Mx60Hm6ICuFeScGwVYL4Afa1WWsixVUk4tpolMSPBsaUEuOYjw3HrwaaLBHCvJuHY6sB8AfparbaQY2uQcOyVLmaMiZmahg/ZFfYemITm148N1xU9/HixAO51JLpyFTAugb5W68g6ChiG7IA387JER0Etb+/6atdRwNlRUMvXUXB1CB0FgDuSmR0FtYAFxgYSwbna0CG7jRYO2QFjRm0kE2yGIburnWAnCXZtT6ivcYLNKdi1fYJ9TQiCfTVQsGsDBfszEsG+xtAhu88tHLIDxoz6nEywGYbsrnGCnSTYdTyhvtYJNqdg1/EJ9rUhCPY1QMGuAxTsL0kE+1pDh+y2WDhkB4wZtYVMsBmG7K51gp0k2HU9ob7OCTanYNf1CfZ1IQj2tUDBrgsU7K9IBPs6Q4fsvrZwyA4YM+rrkPpcYsEOdR0w5+oRDtnVExqyq++G7LBOqi8wZNfA8CE7jbsByZCdbphTAs1UOwxvItODTZUFcO8kKWAaAgsYoK/VzpAEOKj9kBzUiKQ5ubElMSPBsVUEuOZbw3HrwaZqArj3kHBsE2C+AH2t9ljIsU1JOLaZJTEjwbHVBbjme8Nx68GmKwVw7yPh2OuB+QL0tdpnIcc2J+HYG1zMGBMzLQwfsqvoPTAJza8/Gq4revjxKgHcB0h05UZgXAJ9rQ4YHjeaGxoKxM0vhuPWeziNBXAfJMmXlsB8AfpaHSTR1L9y4Na6iaQOawU8z/uBMfMAAcc2EeCa3wzHrfdwmgngPkzCsTcD8wXoa3XYQo5tTcKxbYDn+RAwZoYTcOz1Alzzh+G49R7ODQK4j5JwbFtgvgB9rY5ayLG3kHBsO+B5PgqMmRGGc811Xp8Ummv+Mhy33vO8UQD33yQc2x6YL0Bfq78t5NgOJBzbEXieI4ExM4ok5zoJPcMnFuxAPhuHJuc6k+RcF8tiBm2/rkKP4YgFO5CPt6DJuW4kOXerZTGDtl93oUn6WLADOaFOk3M9SHIu3bKYQduvp9AwbCzYgRwypcm5XiQ5d5slMYPeO9JP6fgiB37v6D/DcW+OY/5SAPdxEo7tDcwXoK/VcQs59nYSju1jScxIcOwWAa5JKWk27q1xzNsEcKeW5ODYvsB8AfpaSdnPZI7tR8Kxd1gSMxIc+5UA12Q3HPfXcczfCODOQcKx/YH5AvS1ymEhx95JwrEDLIkZCY7dLsA1uQ3HvSOOeacA7jwkHHsXMF+AvlZ5LOTYgSQce7clMSPBsbsEuOYsw3HvjmP+VgB3fhKOHQTMF6CvVX4LOXYwCccOsSRmJDh2jwDXnGM47u/imPcK4D6XhGPvAeYL0NfqXAs5digJx95rScxIcOz3AlxzvuG498Ux/yCAuxAJx94HzBegr1UhCzn2fhKOfcCSmJHg2P0CXHOB4bh/jGM+IIC7KAnHPgjMF6CvVVELOXYYCcc+ZEnMSHDsTwJcU9xw3D/HMf8igLsECccOB+YL0NeqhIUc+zAJxz5iWcyg7feoZTP5JufcCMOfo6x1+aCAPpUyXJd/jWM+JIC7NAlHPAaMS6CvFYv9Hgfa7xUgx860kGNHEnDsbwJcc7HhHHs4jvl3AdyXkHDEKGBcAn2tWOz3BNB+HwA5dqWFHDuagGOPCHDNkzk5cmWMe2+oMbnyFMk+y1jgebYBxkw7kphJAa71NM4XPcJ62TvwnJNe9j7Ovewd66RxAi97f8bwl71r3M/khPsoli1yKgD1kQY+by1E1+XErod8yKh+SCbyAZRaLMcK+ClymiPg2kpw7czvSCS68Z5dnk2wT27vZ2rkFCnm8H7qHMqITR2XpRPWSkn4mZKwRumEf3O6/yblDOvkTvhbxr/Pn3AuQJvEBIg+JkrkKZ5xx+c8ZUz9WTsy6jMk6jsziAN9BVTO8F2mDIJD4y5vOO4MIkbjvsxw3BmCgcZdwexdsUreearxwMLrWeBaFUOyXyzYoYB8phI5Iqj9LiexH5AfVAWg/a4gsR8wTxQwZhTSfv6LpFSwDbXmI5/irp9CfqvARfKzQrvHEcx5hn5B85x3ITPBXdBwXtA857ugmSB8QdNVoNCrbnqr9BnIKCjuGiQCCShKM4vl54AF7pUkt80nAIWxOrBAq0kSf8A8UcCYUTXJCjTkKz/0KyvSBQq0Ca5ASyrQJnqF2fOuQOMs0Cb6CrTnhQu07gKFyjWGF2hnIqOguOuQCOQEYIE2EVigXUtSoD0PFMZrgAVaXZL4A+aJAsaMqktWoCHfD6Xfb3SbQIH2vCvQkgq0SV5h9oIr0DgLtEm+Au0F4QKtp0Ch0tDwAu1MZBQUdyMSgXweWKBNAhZojUkKtBeAwtgQWKA1IYk/YJ4oYMwoKfuhi7MXgDk3GbBWj/T09B7dYyqsxvLJQo3lU1xjOdZJUwQq/hcNbyzXuF8UaliWKABbChRCNxheAN4Ux9xKAHcLkgJmKrCAAfpatQhJgIPaD8lB00imAV+yJGYkOPZmAa65yXDcreOY2wjgbkXCsdOB+QL0tWplIce+TMKxMyyJGQmObSvANW0Mx31LHHM7AdxtSTj2FeQTCoD50tZCjp1JwrGzXMwYEzOzDX9qkNaV9gL82t5wXekQx9xRAHcHEl15FRiXQF+rDmQdJBIPlkDHOvBmXpboIJnj7V2/5jpIODtI5vg6SF5L6CDxGw/13YA7kpkdBXOABUZnEsF5DUiUyKHzLhYOnQNjRnUhE2yGoenXnGAnCfZcT6hfd4LNKdhzfYL9egiC/RpQsOcCBftWEsF+3dAh2u4WDtECY0Z1JxNshiHa151gJwn2G55Qz3OCzSnYb/gEe14Igv06ULDfAAp2TxLBnmfoUGUvC4cqgTGjepEJNsNQ5Twn2EmCPd8T6jedYHMK9nyfYL8ZgmDPAwr2fKBg304i2G8aOmTXx8IhO2DMqD4h9bnEgh3qTWDOLSAcslsgNGS30A3ZYZ20UKACXGT4kJ3GvYhkyE43zE0VaKa6w/AmMj3Y9JIA7v4kBcxbwAIG6GvVPyQBDmo/JActJmlOXmJJzEhw7HQBrrnLcNx6sGmGAO6BJBy7FJgvQF+rgRZy7NskHLvMkpiR4NhXBLhmsOG49WDTLAHcQ0g49h1gvgB9rYZYyLHLSTj2XRczxsTMe4YP2b3gPTAJza/3Gq4revjxVQHc95HoyvvAuAT6Wt1H1lHAMGQHvJmXJToKVnh71x+4jgLOjoIVvo6CD0LoKADckczsKFgBLDAeJBGcDwwdshtm4ZAdMGbUMDLBZhiy+8AJdpJgr/SE+kMn2JyCvdIn2B+GINgfAAV7JVCwHyYR7A8NHbJ7xMIhO2DMqEfIBJthyO5DJ9hJgr3KE+qPnGBzCvYqn2B/FIJgfwgU7FVAwX6MRLA/MnTI7nELh+yAMaMeJxNshiG7j5xgJwn2ak+o1zjB5hTs1T7BXhOCYH8EFOzVQMF+gkSw1xg6ZDfawiE7YMyo0SH1ucSCHWoNMOfWEg7ZrRUasvvYDdlhnfSxQAW4zvAhO417HcmQnW6Ye0ugmeopw5vI9GDTEgHcY0kKmE+ABQzQ12psSAIc1H5IDlpP0py8wZKYkeDYpQJc84zhuPVg0zIB3ONJOHYjMF+AvlbjLeTYT0k4dpMlMSPBse8IcM0Ew3HrwaZ3BXBPJOHYz4D5AvS1mmghx35OwrFfuJgxJmY2Gz5k96b3wCQ0v75guK7o4cf3BXBPJtGVL4FxCfS1mkzWUcAwZAe8mZclOgq2eHvXW11HAWdHwRZfR8HWEDoKAHckMzsKtgALjKkkgrPV0CG7aRYO2QFjRk0jE2yGIbutTrCTBHubJ9RfOcHmFOxtPsH+KgTB3goU7G1AwX6ZRLC/MnTIboaFQ3bAmFEzyASbYcjuKyfYSYL9tSfU3zjB5hTsr32C/U0Igv0VULC/Bgr2LBLB/sbQIbvZFg7ZAWNGzSYTbIYhu2+cYCcJ9nZPqHc4weYU7O0+wd4RgmB/AxTs7UDBfo1EsHcYOmQ318IhO2DMqLkh9bnEgh1qBzDndhIO2e0UGrLb5YbssE7aJVAB7jZ8yE7j3k0yZKcb5j4RaKaaZ3gTmR5s2iCAez5JAfMtsIAB+lrND0mAg9oPyUF7SJqTv7MkZiQ4dqMA1yw0HLcebNokgHsRCcfuBeYL0NdqkYUc+z0Jx+6zJGYkOPYzAa5ZYjhuPdj0hQDupSQc+wMwX4C+Vkst5Nj9JBz7o4sZY2LmgOFDdmu8Byah+fUdw3VFDz9+KYB7OYmu/ASMS6Cv1XLD40Zzw7cCcfO+4bj1Hs53ArhXkOTLz8B8AfparSDR1GeAmvoLSR12EHieNwBjpgUBx+4V4JoPDcet93D2CeBeRcKxvwLzBehrtcpCjj1EwrG/Ac/zJmDMtCLg2B8EuGaN4bj1Hs6PArjXknDsYWC+AH2t1lrIsb+TcOwR4Hm2AcZMW8O5ZofXJ4Xmmk8Mx633PH8SwL2ehGP/AOYL0NdqvYUce5SEY/8Enmd7YMx0IMm5Y0LP8IkFO5DPxqHJub9Icu5vy2IGbb9/hB7DEQt2IB9vQZNz/5Lk3H+WxQzafseFJuljwQ7khDpNzp0gyblILrtiBm2/FKD9GgLt18jCnEvNxZFz2SyJGfTekX5KR2+BvaNPDcd9exxzHwHcm0g4Ng2YL0Bfq00Wcmx2Eo7NYUnMSHBsXwGu+cJw3P3imO8QwL2ZhGNzAvMF6Gu12UKOzUXCsbktiRkJju0vwDVbDcd9ZxzzAAHc20g4Ng8wX4C+Vtss5Ni8JBybz5KYkeDYuwS45hvDcQ+MY75bAPd2Eo49C5gvQF+r7RZybH4Sjj3bkpiR4NhBAlyzy3Dcg+OYhwjg3k3CsQWA+QL0tdptIceeQ8Kx51oSMxIce48A13xnOO6hccz3CuDeS8Kx5wHzBehrtddCji1IwrHnWxIzEhx7nwDX/GA47vvjmB8QwL2fhGMLAfMF6Gu130KOLUzCsUUsiRkJjn1QgGt+Mhz3sDjmhwRw/0zCsRcA8wXoa/WzhRxblIRjL7QkZiQ4drgA1/xqOO6H45gfEcB9iIRjiwHzBehrdchCji1OwrElLIkZCY59VIBrfjcc94g45scEcB8h4diSwHwB+lodsZBjoyQcW8qymEHbrzTQfgzPPTE55y4C55yELj8uoE9/Gq7LI+OYRwngPkbCEWWAcQn0tWKx38VA+w0G2m+IhRx7CQHHPiHANf8YzrGj45ifFMD9LwlHXAqMS6CvFYv9ygLt9wzQfuMt5NhyBBw7RoBryufiyJXLgP6x8d3MyFypQLLPUhF4nuWAMVOBJGZSgGtdjvNFuo6TlMj/HmjOBZ5zLPF8r8h16vc0n+8iCXmQQwBTxPc9fjvmP83fjBZG7SRtUPS6sVy44JfCHcsF91EsW+RUAOojDXzeWoh25MSuh3yQs34QMfIhv1osKwr4KXKaI+DaSnDtzO9IJDrl2aVSgn1yez9TI6dIMYf3U+dQRmzquCydsFZKws+UhDVKJ/yb0/03KWdYJ3fC3zL+ff6EcwHaJCZA9DFRIk/xjKtynTKm/qwdGfUZEvWdGcSBvgI6YfguUwbBoXFrR5mMO4OI0bhTDMedIRho3KlRGfEBXbVV8s5TKWDhVQm4VraQ7BcLdiggn6lEjgj8tE4S+6VEgcUO0H7ZSewHzBMFjBmFtJ//IikVbEOt+cg3Zeg3PfyXE69VlYR2jyOY8wz9gqaydyFTxV3QcF7QVPZd0FQRvqD5R6DAPStqdoF7JjIK/FipaIRCIAFFaWaxXBlY4J4dkv2CnmcV4G2dxFwJ/PgjkvgD5okCxoxC2i+MAg35WiX9WqCIwF2MKq5ASyrQqnqFWTVXoHEWaFV9BVo14QLtuEChcn7U7ALtTGQU+Lkq0QiFQFYBFmhVgQVa4ShHgVYNWKAl5krgZ7SQxB8wTxQwZhTSfmEUaMh38Ol3yGUTKNCquQItqUCr7hVmNVyBxlmgVfcVaDWEC7QUgUKleNTsAu1MZBT44Q/RCIVAVgMWaNWBBVrJKEeBVgMojIm5EniAnyT+gHmigDGjpOyHLs5qAHPuSsBaPdLT03t0j9+6joTTWH6lUGN5TddYjnVSTYGK/yrDG8s17quEGpYlCsCfBXboLo6ajfuXOOaDArgviXIUMLWABQzQ10rKfqlg+yE56GqSacDalsSMBMf+KsA15QzHfSiO+TeJiesoB8deg5yexWFWUvYzmWPrkHDstZbEjATHHhbgmoqG4/49jvmIAO7LoxwcWxeYL0BfKyn7mcyx15FwbD0XM8bETH3DnxqkdeUPAX5VUbN15Wgc858CuCtFOXSlATAugb5WSPuF0UEi8WAJdKwDb+ZliQ6Sht7edSPXQcLZQdLQ10HSKKGDxG881HcD7khmdhQ0BBYYVaMcgtMIWQhFcedVLST7xYId0KFzYMwopP3c0PTJdRs5wU4S7MaeUDdxgs0p2I19gt0kBMFuBBTsxsh2pCiHYDcxdIi2Zkj2iwU7oEO0wJhRSPu5IdqT6zZxgp0k2E09oW7mBJtTsJv6BLtZCILdBCjYTZHtS1EOwW5m6FBl7ZDsFwt2QIcqgTGjkPZzQ5Un123mBDtJsK/3hLq5E2xOwb7eJ9jNQxDsZkDBvh4o2NdGOQS7uaFDdnVDsl8s2AEdsgPGjJKyH1qsmwNz7gbCIbsbhIbsWrghO6yTWghUgDcaPmSncd9IMmSnG+ZqCTxtoH7UbNx6sKm2AO4GUY4CpiWwgAH6WknZLxVsPyQH3UTSnNzKkpiR4NhrBLimseG49WDTtQK4m0Q5OPZmYL4Afa2k7Gcyx7Ym4dg2lsSMBMfWFeCa6w3HrQeb6gngbh7l4Ni2wHwB+lpJ2c9kjr2FhGPbuZgxJmbaGz5kV8N7YBKaX2+Mmq0revixgQDullEOXekAjEugrxXSfm7I7uS6wJt5WaKjoKO3d93JdRRwdhR09HUUdAqhowBwRzKzo6AjsMC4OcohOJ0MHbJrHZL9YsEO6JAdMGYU0n5uyO7kup2cYCcJdmdPqLs4weYU7M4+we4SgmB3Agp2Z+QuUpRDsLsYOmTXLiT7xYId0CE7YMwopP3ckN3Jdbs4wU4S7K6eUHdzgs0p2F19gt0tBMHuAhTsrkDB7hjlEOxuhg7ZdQrJfrFgB3TIDhgzCmk/N2R3ct1uTrCTBPtWT6i7O8HmFOxbfYLdPQTB7gYU7FuBgt01yiHY3Q0dsusWkv1iwQ7okB0wZpSU/dBi3R2Ycz0Ih+x6CA3ZpbshO6yT0gUqwJ6GD9lp3D1Jhux0w1xLgWaqHlGzcevBplYCuNOjHAVML2ABA/S1krJfKth+SA66jaQ5ubclMSPBsTcLcM1thuPWg01tBHD3jnJw7O3AfAH6WknZz2SO7UPCsX0tiRkJjm0rwDV9DcetB5vaCeDuF+Xg2H7AfAH6WknZz2SOvYOEY/u7mDEmZu40fMiuuffAJDS/3hk1W1f08GMHAdwDohy6MgAYl0BfK6T93JDdyXWBN/OyREfBXd7e9UDXUcDZUXCXr6NgYAgdBYA7kpkdBXcBC4y7oxyCM9DQIbtBIdkvFuyADtkBY0Yh7eeG7E6uO9AJdpJg3+0J9SAn2JyCfbdPsAeFINgDgYJ9N1Cw74lyCPYgQ4fshoZkv1iwAzpkB4wZhbSfG7I7ue4gJ9hJgj3YE+ohTrA5BXuwT7CHhCDYg4CCPRgo2PdHOQR7iKFDdg+EZL9YsAM6ZAeMGYW0nxuyO7nuECfYSYJ9jyfUQ51gcwr2PT7BHhqCYA8BCvY9QMF+KMoh2EMNHbIbHpL9YsEO6JAdMGaUlP3QYj0UmHP3Eg7Z3Ss0ZHefG7LDOuk+gQrwfsOH7DTu+0mG7HTDXC+BZqpHo2bj1oNNvQVwj4hyFDAPAAsYoK+VlP1SwfZDctCDJM3JwyyJGQmOvV2Aa0YajlsPNvUVwD0qysGxDwHzBehrJWU/kzl2OAnHPmxJzEhwbD8BrnnScNx6sKm/AO4xUQ6OfQSYL0BfKyn7mcyxj5Jw7AgXM8bEzGOGD9l19x6YhObXp6Nm64oefhwggHtclENXHgfGJdDXCm0/ib3ZBwTi5lnDces9nGECuJ+LcuTLSGC+AH2tpOyH1tQYUFNHkdRhTwDP8+Iobq1LouZz7EMCXPO84bj1Hs7DArgnRTk4djQwX4C+VlL2M5ljnyTh2DHA8ywXxa1VPmo+xz4iwDVTDMet93BGCOB+McrBsU8B8wXoayVlP5M5diwJxz4NPM+KUdxal0fN5pqhXp8UmmteMhy33vN8XAD39CgHx44D5gvQ10rKfiZz7DMkHDseeJ4qilurUpQj554VeoZPLNiBfDYOTc49R5JzEyyLGbT9Jgo9hiMW7EA+3oIm554nyblJlsUM2n4vCE3Sx4IdyAl1mpybTJJzUyyLGbT9XhQaho0FO5BDpjQ5N5Uk56ZZEjPovSP9lI40gb2jVwzHnT2OOYcA7plRDo59CZgvQF8rKfuZzLHTSTj2ZUtiRoJjcwpwzauG484Vx5xbAPecKAfHzgDmC9DXSsp+JnPsKyQcO9OSmJHg2DwCXPO64bjzxjHnE8D9RpSDY2cB8wXoayVlP5M5djYJx75qScxIcOxZAlzzpuG488cxny2Ae0GUg2PnAPMF6GslZT+TOfY1Eo6da0nMSHBsAQGuectw3OfEMZ8rgHtxlINjXwfmC9DXSsp+JnPsGyQcO8+SmJHg2PMEuOZtw3EXjGM+XwD3sigHx84H5gvQ10rKfiZz7JskHLvAkpiR4NhCAlzzruG4C8cxFxHA/V6Ug2MXAvMF6GslZT+TOXYRCce+ZUnMSHDsBQJc84HhuIvGMV8ogHtllINjFwPzBehrJWU/kzl2CQnHLrUkZiQ4tpgA13xkOO7iccwlBHCvjnJw7NvAfAH6WknZz2SOXUbCse9YEjMSHFtSgGs+Nhx3NI65lADudVEOjl0OzBegr5WU/Uzm2HdJOPY9S2JGgmNLC3DNBsNxXxTHXEYA98YoB8e+D8wXoK+VlP1M5tgVJBz7gWUxg7bfSsueLWVyzn0IzjkJXb5YQJ8+i5qty5fEMV8qgPvzKAdHrALGJdDXisV+HwHtdz3Qfs2j9nHsagKOLSvANV9GzebYcnHM5QVwb4lycMQaYFwCfa1Y7LcWaL/bgPbrHbWPYz8m4NjLJPayc3HkyidA/5j8LnOGXFlPss+yAXieJ0ri1kqNcsRMCnCtjTBfqJiOk5TI/x5ozt0I5MbE8/0016nf03y+00dGHuQQwBTxfY/fjvlP8zejhVE76dNc+HU3AQlTCvemXHAf/V9yZTu1bGaAos5bC9HQXNj1kA/L1w97Rz5IXYvlBgE/RU5zBFxbCa6d+R2JRPeZZ5fPE+yT2/uZGjlFijm8nzqHMmJTx2XphLVSEn6mJKxROuHfnO6/STnDOrkT/pbx7/MnnAvQJjEBoo+JEnmKZ9zPcp0ypv6sHRn1GRL1nRnEgb4C+ipq9i5TBsGhcX9tOO4MIkbj/sZw3BmCgca9PSojPqCrtkreearPgIXX58C1doRkv1iwQwH5TCVyRFD77SSxH5Af1Hag/XaR2A+YJwoYMwppP/9FUirYhlrzkW8j0m/TmSRwkfy50O5xBHOeoV/QfOFdyGx2FzScFzRf+C5oNgtf0EwUKPR+iJpd4J6JjILi3h+NUAgkoCjNLJa/ABa4P4Zkv6DnuRkojIm5EvS8DpDEHzBPFDBmFNJ+YRRoyFfX6VevTREo0Da7Ai2pQPvSK8y2uAKNs0D70legbREu0F4QKFR+jZpdoJ2JjILiPhSNUAjkZmCB9iWwQPstylGgbQEKY2KuBD2vwyTxB8wTBYwZhbRfGAUa8j2n+j2d0wQKtC2uQEsq0LZ6hdk2V6BxFmhbfQXaNuEC7UWBQuXPqNkF2pnIKCjuY9EIhUBuARZoW4EF2l9RjgJtG1AYE3Ml6Hn9TRJ/wDxRwJhRUvZDF2fbgDn3FWCtHunp6T26x1RYjeVfCTWWf+0ay7FO+lqg4v/G8MZyjfsboYZliQJwpEAhdCJqNu5RccxPCOCOlOIoYLYjJ7uiQB4qFY4AB+6BRfZFkkwD7rQkZiQ4drQA12QzHPeTccxjBHCnkXDsLmC+AH2t0izk2N0kHPutJTEjwbFPCXBNTsNxj41jfloAdy4Sjt0DzBegr1UuCzn2OxKO3etixpiY+R4cMxK6Mk6AX/MarivPxDGPF8Cdj0RX9gHjEuhrhbRfGB0kEg+WQMc68GZelugg+cHbu97vOkg4O0h+8HWQ7E/oIPEbD/XdgDuSmR0FPwALjLNJBGc/kCiRQ+cFQrJfLNgBHToHxowqQCbYDEPT+51gJwn2j55QH3CCzSnYP/oE+0AIgr0fKNg/AgX7PBLBPmDoEG1BEsFGDtECY0YVJBNshiHaA06wkwT7J0+of3aCzSnYP/kE++cQBPsAULB/Agp2YRLB/tnQocoiJIKNHKoExowqQibYDEOVPzvBThLsXzyhPugEm1Owf/EJ9sEQBPtnoGD/AhTsC0kE+6ChQ3bFSAQbOWQHjBklZT+0WB8E5tyvhEN2vwoN2R1yQ3ZYJx0SqAB/M3zITuP+jWTITjfMbRdopippeBOZHmzaKYA7SlLAHAYWMEBfq2hIAhz4cV1ADvqdpDn5iCUxI8GxuwS45iLDcevBpm8FcJch4dg/gPkC9LUqYyHHHiXh2D8tiRkJjt0jwDWXGo5bDzbtFcBdloRjjwHzBehrVdZCjv2LhGP/djFjTMz8Y/iQ3TbvgUlofr3McF3Rw4/7BHBXINGVf4FxCfS1QtrPDdmdXBd4My9LdBT85+1dH3cdBZwdBf/5OgqOh9BRALgjmdlR8B+wwLiCRHCOGzpkFyPpKEAO2QFjRsXIBJthyO64E+wkwT6RIdQJ6ugEG7NmKIJ9wifY2mpR33eiCfM4ULBPAAW7Molgax+hfIEcsqtCItjIITtgzKgqZILNMGQHzJUsIdgpniqmOsHmFGztwETBTg1BsBOTKKhgp+TGCU51EsFOBQo2csiuBolgI4fsgDGjapAJNsOQXaoT7CTBzuapYpoTbE7BzuYT7LQQBDsVKNjZgIJ9FYlgpwEFGzlkV4tEsJFDdsCYUVL2Q4t1GjDnsgPWCnvILjuwCEg83xwJiuWG7AKuqZ2UIzd+3ZzA4JfCnTM33Eci56ob5g4LNFNdY3gTmR5sOiKAuw5JAZMLWMAAfa3qhCTAgd9wA+Sg3LnlRASJOY8lMSPBsX8IcM11huPWg01/CuCuR8KxeYH5AvS1qmchx+Yj4dizLIkZCY49JsA1DQ3HrQeb/hbA3YiEY/MD8wXoa9XIQo49m4RjC7iYMSZmzgHHDJpfD3oPTELza1PDdUUPP/4rgLsZia6cC4xLoK8V0n5uyO7kusCbeVmio+A8b++6oOso4OwoOM/XUVAwhI4CwB3JzI6C84AFxg0kglMQKDjIIbsWJB0FyCE7YMyoFmSCzTBkV9AJdpJgn++pYiEn2JyCfb5PsAuFINgFgYJ9PlCwbyIR7EKGDtm1IhFs5JAdMGZUKzLBZhiyK+QEO0mwC3uqWMQJNqdgF/YJdpEQBLsQULALAwW7DYlgFzF0yK4tiWAjh+yAMaPakgk2w5BdESfYSYJ9gaeKRZ1gcwr2BT7BLhqCYBcBCvYFQMFuTyLYRQ0dsutAItjIITtgzCgp+6HFuigw5y4kHLK7UGjIrpgbssM6qVhu/LrFDR+y07iLkwzZ6Ya5XLnxzVSdDW8i04NNeQRwdyEpYEoACxigr1WXkAQ4qP2QHFSSpDk5aknMSHBsXgGuudVw3Hqw6SwB3N1JOLYUMF+AvlbdLeTY0iQce5ElMSPBsfkFuKan4bj1YFMBAdy9SDi2DDBfgL5WvSzk2ItJOPYSFzPGxMylhg/ZpXkPTELz6+2G64oefjxXAHcfEl0pC4xLoK9VH8PjRnNDCYG4ucNw3HoPJyqAuz9JvpQD5gvQ16o/iaZuAr4LpjxJHXYZ8DxPRIGYCTi2lADX3GU4br2Hc5EA7oEkHFsBmC9AX6uBFnJsRRKOvRx4ntmAMZNGwLFlBLhmsOG49R7OJQK4h5Bw7BXAfAH6Wg2xkGNjJByrgOeZExgzuQznmqJenxSaa+41HLfe8ywrgPs+Eo6tBMwXoK/VfRZybGUSjq0CPM+8wJjJR5JzVYWe4RMLdiCfjUOTc9VIcq66ZTGDtl8NocdwxIIdyMdb0OTclSQ5V9OymEHb7yqhSfpYsAM5oU6Tc7VIcu5qy2IGbb/aQsOwsWAHcsiUJueuIcm5OpbEDHrvSD+l4yWBh58/aPie2fQ45pcFcA8juX6/FpgvQF+rYRbumdUl4djrLIkZCY6dIcA1DxuO+5U45pkCuB8h4dh6wHwB+lo9YiHH1ifh2AaWxIwEx84S4JrHDMc9O475VQHcj5NwbENgvgB9rR63kGMbkXBsY0tiRoJj5whwzROG434tjnmuAO7RJBzbBJgvQF+r0RZybFMSjm1mScxIcOzrAlzzlOG434hjnieAeywJx14PzBegr9VYCzm2OQnH3mBJzEhw7HwBrnnGcNxvxjEvEMA9noRjWwDzBehrNd5Cjr2RhGNbWhIzEhy7UIBrJhiOe1Ec81sCuCeScOxNwHwB+lpNtJBjW5Fw7M2WxIwExy4W4JoXDMe9JI55qQDuySQc2xqYL0Bfq8kWcmwbEo5ta0nMSHDs2wJcM9Vw3MvimN8RwD2NhGNvAeYL0NdqmoUc246EY9tbEjMSHLtcgGteNhz3u3HM7wngnkHCsR2A+QL0tZphIcd2JOHYTpbEjATHvi/ANbMMx70ijvkDAdyzSTi2MzBfgL5Wsy3k2C4kHNvVkpiR4NiVAlzzmuG4P4xjXiWAey4Jx3YD5gvQ12quhRx7KwnHdrcsZtD262HZ8/tMzrl0w9+5pHX5IwF9mme4Lq+OY14jgHs+CUf0BMYl0NeKxX69gPa7FGi/shZy7G0EHLtWgGsWGs6xH8cxrxPAvYiEI3oD4xLoa8Viv9uB9rsOaL96FnJsHwKO/USAa/rm5siVfkD/dAbmShcLc+UOkn2W/sDz/CqKW2t7lCNmUoBr3QnzhVI6TlIi/3ugOfdOIDcmnu+A3Kd+T/P5Th8ZeZBDAFPE9z1+O+Y/zd+MFkbtpAG58eveBXwxuRTuu3LDfRTLFjkVgPpIA5+3FqKiubHrIV9Iol+ogXxZhRbL/gJ+ipzmCLi2Elw78zsSiW6gZ5e7E+yT8Wtq5BQp5vB+6hzKiE0dl6UT1kpJ+JmSsEbphH9zuv8m5QzrJJxS5r/Pn3AuQJvEBIg+JkrkKZ5xB+Y+ZUz9WTsy6jMk6jsziAN9BbTE8F2mDIJD415qOO4MIkbjfttw3BmCgca9zOxdsUreeaqBwMLrbuBa74Rkv1iwQwH5TCVyRFD7LSexH5Af1DKg/d4lsR8wTxQwZhTSfv6LpFSwDbXmI9/4pt9YVlPgIvluod3jCOY8Q7+gGeRdNQx2FzScFzSDfBc0g4UvaGoIFHofGV7gnomMguJeTSKQgKI0s1geBCxw15DcNh8MFMaPgAXaWpL4A+aJAsaMWktWoCFfD6pfb3m1QIE22BVoSQXaEK8KuscVaJwF2hBfgXaPcIF2lUChssHwAu1MZBQU90YSgRwMLNCGAAu0T0kKtHuAwrgBWKBtIok/YJ4oYMyoTWQFGvJd0v/3LmSBAu0eV6AlFWhDvSroXlegcRZoQ30F2r3CBVptgULlS8MLtDORUVDcW0gE8h5ggTYUWKBtJSnQ7gUK45fAAm0bSfwB80QBY0ZJ2Q9dnN0LzLn7AGv1SE9P79E9Flpj+X1CjeX3u8ZyrJPuF6j4HzC8sVzjfkCoYVmiACwnUAjtMLwALB/HfJkA7p0kBcyDwAIG6Gu1MyQBDmo/JAcNI5kGfMiSmJHg2AoCXPOt4bgrxjFfLoB7DwnHDgfmC9DXao+FHPswCcc+YknMSHDsFQJc873huGNxzEoA9z4Sjn0UmC9AX6t9FnLsCBKOfczFjDEx87jhTw3SulJJgF9/NFxXKscxVxHAfYBEV0YC4xLoa4W0XxgdJBIPlkDHOvBmXpboIBnl7V0/4TpIODtIRvk6SJ5I6CDxGw/13YA7kpkdBaOABcYvJILzBJAokUPnB0k6CpBD58CYUQfJBJthaPoJJ9hJgj3aU8UnnWBzCvZon2A/GYJgPwEU7NFAwf6NRLCfNHSI9jCJYCOHaIExow6TCTbDEO2TTrCTBHuMp4pPOcHmFOwxPsF+KgTBfhIo2GOAgv0HiWA/ZehQ5VESwUYOVQJjRh0lE2yGocqnnGAnCfZYTxWfdoLNKdhjfYL9dAiC/RRQsMcCBfsvEsF+2tAhu79JBBs5ZAeMGSVlP7RYPw3MuXGEQ3bjhIbsnnFDdlgnPSNQAY43fMhO4x5PMmSnG+YeFGim+s/wJjI92PSQAO7jJAXMs8ACBuhrdTwkAQ5qPyQHPUfSnDzBkpiR4NjhAlyTUtps3Hqw6REB3KmlOTh2IjBfgL5WUvYzmWOfJ+HYSZbEjATHPirANdkNx60Hmx4TwJ2DhGNfAOYL0Ncqh4UcO5mEY6e4mDEmZl40fMjuXu+BSWh+zW24rujhx5ECuPOQ6MpUYFwCfa2Q9nNDdifXBd7MyxIdBdO8veuXXEcBZ0fBNF9HwUshdBQA7khmdhRMAxYYZ5EIzkuGDtnlD8l+sWAHdMgOGDMKaT83ZHdy3ZecYCcJ9nRPFV92gs0p2NN9gv1yCIL9ElCwpwMF+xwSwX7Z0CG7c0kEGzlkB4wZhbSfG7I7ue7LTrCTBHuGp4qvOMHmFOwZPsF+JQTBfhko2DOAgn0+iWC/YuiQXSESwUYO2QFjRiHt54bsTq77ihPsJMGe6aniLCfYnII90yfYs0IQ7FeAgj0TKNgXkAj2LEOH7IqSCDZyyA4YM0rKfmixngXMudmEQ3azhYbsXnVDdlgnvSpQAc4xfMhO455DMmSnG+aeFWimKl7abNx6sGmCAO4SJAXMa8ACBuhrVSIkAQ5qPyQHzSVpTn7dkpiR4NiJAlxTynDcerBpkgDu0iQc+wYwX4C+VqUt5Nh5JBw735KYkeDYFwS45mLDcevBpikCuC8h4dg3gfkC9LW6xEKOXUDCsQtdzBgTM4sMH7J72ntgEppfyxmuK3r4caoA7vIkuvIWMC6BvlZI+7khu5PrAm/mZYmOgsXe3vUS11HA2VGw2NdRsCSEjgLAHcnMjoLFwAKjIongLDF0yO7ykOwXC3ZAh+yAMaOQ9nNDdifXXeIEO0mwl3qq+LYTbE7BXuoT7LdDEOwlQMFeChRsRSLYbxs6ZFeJRLCRQ3bAmFFI+7khu5Prvu0EO0mwl3mq+I4TbE7BXuYT7HdCEOy3gYK9DCjYVUkE+x1Dh+yqkQg2csgOGDMKaT83ZHdy3XecYCcJ9nJPFd91gs0p2Mt9gv1uCIL9DlCwlwMF+0oSwX7X0CG7miSCjRyyA8aMkrIfWqzfBebce4RDdu8JDdm974bssE56X6ACXGH4kJ3GvYJkyE43zL0m0Ex1dWmzcevBptcFcNcmKWA+ABYwQF+r2iEJcFD7ITloJUlz8oeWxIwEx74hwDXXGo5bDzbNF8Bdl4RjVwHzBehrVddCjv2IhGNXWxIzEhz7pgDX1Dcctx5sWiiAuwEJx64B5gvQ16qBhRy7loRjP3YxY0zMrDN8yG6W98AkNL82NlxX9PDjWwK4m5DoyifAuAT6WjUxPG40N3wgEDfXG45b7+F8KIC7OUm+rAfmC9DXqjmJpt4F1NQNJHXYRuB57gDeUN5ZynyOXSXANTcazrF6D2e1AO6WJBz7KTBfgL5WLS3k2E0kHPsZ8Dy/BXLsHgKOXSPANTcbzrF6D+djAdytSTj2c2C+AH2tWlvIsV+QcOxm4Hl+D+TYfYZz7LtenxSaa24xnGP1nucnArjbkXDsl8B8AfpatbOQY7eQcOxW4Hn+COTYA6U4cm6b0DN8YsEO5LNxaHLuK5Kc+9qymEHb7xuhx3DEgh3Ix1vQ5Nx2kpzbYVnMoO23U2iSPhbsQE6o0+TcLpKc221ZzKDt963QMGws2IEcMqXJuT0kOfedJTGD3jvST+m4VmDvqKPhe2Z145ivE8DdqTQHx+4F5gvQ10rKfiZz7PckHLvPkpiR4Nh6AlzT1XDc9eOYGwjg7kbCsT8A8wXoa9XNQo7dT8KxP1oSMxIc21CAa3oYjrtRHHNjAdzpJBx7AJgvQF+rdAs59icSjv3ZkpiR4NgmAlxzm+G4m8YxNxPA3ZuEY38B5gvQ16q3hRx7kIRjf7UkZiQ49noBrulrOO7mccw3CODuR8Kxh4D5AvS16mchx/5GwrGHLYkZCY5tIcA1dxqO+8Y45pYCuAeQcOzvwHwB+loNsJBjj5Bw7B+WxIwEx94kwDV3G467VRzzzQK4B5Fw7FFgvgB9rQZZyLF/knDsMUtiRoJjWwtwzT2G424Tx9xWAPdQEo79C5gvQF+roRZy7N8kHPuPJTEjwbG3CHDN/YbjbhfH3F4A9wMkHPsvMF+AvlYPWMix/5Fw7HFLYkaCYzsIcM1DhuPuGMfcSQD3cBKOPQHMF6Cv1XALOTaSh4NjU/LYETMSHNtZgGseNRx3lzjmrgK4R5BwbCowX4C+ViMs5NhsJBybZknMSHBsNwGuGWk47lvjmLsL4B5FwrHZgfkC9LUaZSHH5iDh2JyWxIwEx/YQ4JonDcedHsfcUwD3GBKOzQXMF6Cv1RgLOTY3CcfmsSxm0PbLC7QfwzNSTc65fOCck9DlXgL69LThunxbHHNvAdzjSDjiLGBcAn2tWOyXH2i/7ED75bCwrjmbgGNvF+CaZw3n2D5xzH0FcD9HwhEFgHEJ9LVisd85QPuVAtqvtIUcey4Bx/YT4Jrz8nDkSkGgf64G5kptC3PlfJJ9lkLA81wC3CdYRrJPkAJcqzDMF6qSjpOUyP8eaM4tDOTGxPMtkufU72k+30US8iCHAKaI73v8dsx/mr8ZLYzaSdqg6HUvyIMLfincF+SB+yiWLXIqAPWRBj5vLUTv5sauh3zpk35pEfKFQFosCwn4KXKaI+DaSnDtzO9IJLqinl0uTLBPbu9nauQUKebwfuocyohNHZelE9ZKSfiZkrBG6YR/c7r/JuUM6+RO+FvGv8+fcC5Am8QEiD4mSuQpnnGL5jllTP1ZOzLqMyTqOzOIA30F9Lzhu0wZBIfGPclw3BlEjMb9guG4MwQDjXuy0JUq6Kqtkneeqiiw8LoQuNaUkOwXC3YoIJ+pRI4Iar8XSewH5Ac1GWi/qST2A+aJAsaMQtrPf5GUCrah1nzkWzX1WyF35MZr1YVCu8cRzHmGfkFTzLuQKe4uaDgvaIr5LmiKC1/QfCNQ4M4yvMA9ExkFxT2bRCABRWlmsVwMWOC+avYFQuZ5Fgfe1pkFLNDmkMQfME8UMGYU0n5hFGjIVzDrVwjvFijQirsCLalAK+EVZiVdgcZZoJXwFWglhQu0nQKFyjzDC7QzkVFQ3PNJBLI4sEArASzQ3iQp0EoCC7R5wAJtAUn8AfNEAWNGIe0XRoH2LbBA0++b/06gQCvpCrSkAi3qFWalXIHGWaBFfQVaKeEC7VuBQmWJ4QXamcgoKO6lJAJZEligRYEF2tskBVopZGM0sEBbRhJ/wDxRwJhRUvZDF2elgDlXGrBWj/T09B7dYyqsxvLSQo3lF7nGcqyTLhJoLC9jeGO5xl1GqGFZogBcL1AIvW94AbghjnmjAO4VJAXMxcACBuhrtSIkAQ5qPyQHXUIyDXipJTEjwbGfCnDNh4bj3hTH/JkA7lUkHFsWmC9AX6tVFnJsORKOLW9JzEhw7OcCXLPGcNxfxDFvFsC9loRjLwPmC9DXaq2FHFuBhGMrupgxJmYuN/ypQVpXvhTg108M15UtccxbBXCvJ9GVK4BxCfS1QtovjA4SiQdLoGO9lOsgSeogiXl718p1kHB2kMR8HSQqoYPEbzzUd5cCdhTEgAXGpySCo4CCgxw63xSS/WLBDujQOTBmFNJ+bmj65LrKCXaSYFfyhLqyE2xOwa7kE+zKIQi2Agp2JaBgf0Ei2JUNHaLdTCLYyCFaYMwopP3cEO3JdSs7wU4S7CqeUFd1gs0p2FV8gl01BMGuDBTsKkDB3koi2FUNHarcRiLYyKFKYMwopP3cUOXJdas6wU4S7GqeUFd3gs0p2NV8gl09BMGuChTsakDB/oZEsKsbOmS3nUSwkUN2wJhRUvZDi3V1YM7VIByyqyE0ZHelG7LDOulKgSG7moYP2WncNUmG7HTD3MUCD6TfVdps3Hqw6VIB3LtJCpirgAUM0Ndqd0gCHNR+SA6qRdKcfLUlMSPBsWUFuOY7w3HrwabyArj3knBsbWC+AH2t9lrIsdeQcGwdS2JGgmMvE+CaHwzHrQebKgrg3k/CsdcC8wXoa7XfQo6tS8Kx17mYMSZm6hk+ZFfKe2ASml9/MlxX9PDjFQK4fybRlfrAuAT6WiHt54bsTq4LvJmXJToKGnh71w1dRwFnR0EDX0dBwxA6CgB3JDM7ChoAC4xfSQSnoaFDdodCsl8s2AEdsgPGjELazw3ZnVy3oRPsJMFu5Al1YyfYnILdyCfYjUMQ7IZAwW4EFOzfSQS7saFDdkdIBBs5ZAeMGYW0nxuyO7luYyfYSYLdxBPqpk6wOQW7iU+wm4Yg2I2Bgt0EKNh/kgh2U0OH7I6RCDZyyA4YMwppPzdkd3Ldpk6wkwS7mSfU1zvB5hTsZj7Bvj4EwW4KFOxmQMH+h0Swrzd0yO5fEsFGDtkBY0ZJ2Q8t1tcDc6454ZBdc6EhuxvckB3WSTcIDNm1MHzITuNuQTJkpxvmrhJopjpR2mzcerDpagHckYs4CpgbgQUM0NdKyn6pYPshOaglSXPyTZbEjATH1hbgmmyG4/6/wSYB3GkkHNsKmC9AX6s0Czn2ZhKObW1JzEhw7LUCXJPTcNx6sOk6Ady5SDi2DTBfgL5WuSzk2LYkHHuLixljYqad4UN21b0HJqH5Na/huqKHH+sL4M5HoivtgXEJ9LVC2s8N2Z1cF3gzL0t0FHTw9q47uo4Czo6CDr6Ogo4hdBQA7khmdhR0ABYYZ5MITkdDh+wKhGS/WLADOmQHjBlVgEywGYbsOjrBThLsTp5Qd3aCzSnYnXyC3TkEwe4IFOxOQME+j0SwOxs6ZFeQRLCRQ3bAmFEFyQSbYciusxPsJMHu4gl1VyfYnILdxSfYXUMQ7M5Awe4CFOzCJILd1dAhuyIkgo0csgPGjCpCJtgMQ3ZdnWAnCXY3T6hvdYLNKdjdfIJ9awiC3RUo2N2Agn0hiWDfauiQXTESwUYO2QFjRknZDy3WtwJzrjvhkF13oSG7Hm7IDuukHgJDdumGD9lp3OkkQ3a6Ye5GgWaqkoY3kenBppsEcEdJCpiewAIG6GsVDUmAg9oPyUG9SJqTb7MkZiQ4tpUA11xkOG492NRaAHcZEo7tDcwXoK9VGQs59nYSju1jScxIcGwbAa651HDcerDpFgHcZUk4ti8wX4C+VmUt5Nh+JBx7h4sZY2Kmv+FDdtd7D0xC8+tlhuuKHn5sL4C7Aomu3AmMS6CvVQXD40ZzQ0+BuLnCcNx6D+c2AdwxknwZAMwXoK9VjERTLwBq6l0kddhA4Hm+D7yhvKK0+RzbW4BrKhvOsXoPp48A7iokHHs3MF+AvlZVLOTYQSQcOxh4nh8COXYVAcf2FeCa6oZzrN7DuUMAdw0Sjh0CzBegr1UNCzn2HhKOHQo8zzVAjl1rOMfe6vVJobnmKsM5Vu953imAuxYJx94LzBegr1UtCzn2PhKOvR94np8AOXZ9aY6ce0DoGT6xYAfy2Tg0OfcgSc4Nsyxm0PZ7SOgxHLFgB/LxFjQ5N5wk5x62LGbQ9ntEaJI+FuxATqjT5NyjJDk3wrKYQdvvMaFh2FiwAzlkSpNzj5Pk3EhLYga9d6Sf0rE3N37v6BrD98y+j2PeJ4C7Dsme2ShgvgB9repYuGf2BAnHjrYkZiQ49gcBrrnOcNz745h/FMBdj4RjnwTmC9DXqp6FHDuGhGOfsiRmJDj2gADXNDQc909xzD8L4G5EwrFjgfkC9LVqZCHHPk3CseMsiRkJjv1FgGuaGo77YBzzrwK4m5Fw7DPAfAH6WjWzkGPHk3Dss5bEjATHHhLgmhsMx/1bHPNhAdwtSDj2OWC+AH2tWljIsRNIOHaiJTEjwbG/C3DNTYbjPhLH/IcA7lYkHPs8MF+AvlatLOTYSSQc+4IlMSPBsUcFuKaN4bj/jGM+JoC7LQnHTgbmC9DXqq2FHDuFhGNftCRmJDj2LwGuaW847r/jmP8RwN2BhGOnAvMF6GvVwUKOnUbCsS9ZEjMSHPuvANd0Nhz3f3HMxwVwdyHh2OnAfAH6WnWxkGNfJuHYGZbEjATHnhDgmlsNxx3Rz+wQeG5HdxKOfQWYL0Bfq+4WcuxMEo6dZUnMSHBsqgDX9DQcd7Y45jQB3L1IOHY2MF+Avla9LOTYV0k4do4lMSPBsdkFuOZ2w3HniGPOKYC7DwnHvgbMF6CvVR8LOXYuCce+bknMSHBsLgGuucNw3LnjmPMI4O5PwrFvAPMF6GvV30KOnUfCsfMtiRkJjs0rwDV3GY47XxzzWQK4B5Jw7JvAfAH6Wg20kGMXkHDsQstiBm2/RZY9h9rknHsLnHMSupxfQJ8GG67LZ8cxFxDAPYSEIxYD4xLoa8VivyVA+/0A5Nj9FnLsUgKOPUeAa+41nGPPjWM+TwD3fSQc8TYwLoG+Viz2Wwa0Xzag/dIsvHZ8h4BjCwpwzfI8HLnyLtA/JYG5ErUwV94j2Wd5H3iezwNr2MkkNWwKcK0VMF+oyjpOUiL/e6A5dwWQGxPP94M8p35P8/kukpAHOQQwRXzf47dj/tP8zWhh1E76IA9+3ZVAwpTCvTIP3EexbJFTAaiPNPB5ayG6NQ92PeSL9fSL4ZAvXdNi+b6AnyKnOQKurQTXzvyORKL70LPLqgT75PZ+pkZOkWIO76fOoYzY1HFZOmGtlISfKQlrlE74N6f7b1LOsE7uhL9l/Pv8CecCtElMgOhjokSe4hn3wzynjKk/a0dGfYZEfWcGcaCvgB40fJcpg+DQuIcZjjuDiNG4HzIcd4ZgoHEPN3tXrJJ3nupDYOG1CrjWwyHZLxbsUEA+U4kcEfitkCT2A/KDGg6036Mk9gPmiQLGjELaz3+RlAq2odZ85JuL9Zt3Hxa4SF4ltHscwZxn6Bc0H3kXMqvdBQ3nBc1Hvgua1cIXNA8JFHpPGl7gnomMAr+uikQgAUVpZrH8EbDAfYrktvlqoDA+CSzQxpLEHzBPFDBm1FiyAg35mnv9mvYRAgXaalegJRVoa7zCbK0r0DgLtDW+Am2tcIH2iECh8qzhBdqZyCjw+1pIBHI1sEBbAyzQJpAUaGuBwvgssECbSBJ/wDxRwJhRE8kKtMeAcfh4fK2RAgXaWlegJRVoH3uF2TpXoHEWaB/7CrR1wgXaYwKFyhTDC7QzkVHgl0qQCORaYIH2MbBAm0pSoK0DCuMUYIE2jST+gHmigDGjpOyHLs7WAXPuE8BaPdLT03t0j6mwGss/EWosX+8ay7FOWi9Q8W8wvLFc494g1LAsUQAOECiEXjH9aVNxzAMFcM8kKWA2AgsYoK/VzJAEOKj9kBz0Kck04CZLYkaCY+8W4JpXDcc9KI55sADuOSQc+xkwX4C+VnMs5NjPSTj2C0tiRoJjhwhwzeuG474njnmoAO43SDh2MzBfgL5Wb1jIsV+ScOwWFzPGxMxWcMxI6Mq9Avz6puG6cl8c8/0CuBeQ6Mo2YFwCfa2Q9gujg0TiwRLoWAfezMsSHSRfeXvXX7sOEs4Okq98HSRfJ3SQ+I2H+m7AHcnMjoKvgAXGWySC8zWQKJFD54stHDoHxoxaTCbYDEPTXzvBThLsbzyh3u4Em1Owv/EJ9vYQBPtroGB/AxTst0kEe7uhQ7TLLByiBcaMWkYm2AxDtNudYCcJ9g5PqHc6weYU7B0+wd4ZgmBvBwr2DqBgv0si2DsNHap8z8KhSmDMqPfIBJthqHKnE+wkwd7lCfVuJ9icgr3LJ9i7QxDsnUDB3gUU7A9IBHu3oUN2Ky0csgPGjJKyH1qsdwNz7lvCIbtvhYbs9rghO6yT9ghUgN8ZPmSncX9HMmSnG+Y2CjRTfWR4E5kebNokgHs1SQGzF1jAAH2tVockwEHth+Sg70mak/dZEjMSHPuZANd8bDhuPdj0hQDudSQc+wMwX4C+Vuss5Nj9JBz7oyUxI8GxmwW4ZoPhuPVg0xYB3BtJOPYAMF+AvlYbLeTYn0g49mcXM8bEzC+GD9mt8x6YhObXzwzXFT38uE0A9+ckunIQGJdAXyuk/dyQ3cl1gTfzskRHwa/e3vUh11HA2VHwq6+j4FAIHQWAO5KZHQW/Ip/8QCI4hwwdstti4ZAdMGbUFjLBZhiyO+QEO0mwf/OE+rATbE7B/s0n2IdDEOxDQMH+DSjYX5EI9mFDh+y+tnDIDhgz6msywWYYsjvsBDtJsH/3hPqIE2xOwf7dJ9hHQhDsw0DB/h0o2DtIBPuIoUN2Oy0csgPGjNpJJtgMQ3ZHnGAnCfYfnlAfdYLNKdh/+AT7aAiCfQQo2H8gB35IBPuooUN2eywcsgPGjJKyH1qsjwJz7k/CIbs/hYbsjrkhO6yTjglUgH8ZPmSncf9FMmSnG+b2CjRTfW94E5kebNongHsfSQHzN7CAAfpa7QtJgIPaD8lB/5A0J/9rScxIcOwPAlzzo+G49WDTjwK4D5Bw7H/AfAH6Wh2wkGOPk3DsCUtiRoJjDwhwzS+G49aDTT8L4D5IwrGRvDhbAn2tDlrIsSl5OTg21cWMMTGTDRwzEgM43wnw62+G64oefjwogPswia6kAeMS6GuFtJ8bsju5LvBmXpboKMie9+TPHHlP/c11FGDWDKWjQDswsaNAOzLq+070HV3AHcnMjoLseXFE/geJ4OQACg5yyO6ohUN2wJhRR8kEm2HIDpgrWUKwc3pCncsJNqdg5/QJdq4QBDtHXpxg5wQK9l8kgp0LKNjIIbu/LRyyA8aM+ptMsBmG7HI5wU4S7NyeUOdxgs0p2Ll9gp0nBMHOBRTs3EDB/o9EsPMABRs5ZHfcwiE7YMyo42SCzTBkl8cJdpJg5/WEOp8TbE7BzusT7HwhCHYeoGDnBQp2ShkOwc4HFGzkkF1qSPaLBTugQ3bAmFFS9kOLdT5gzp0FWCvsIbuzgEVA4vnmTxBRN2QXcE3tpPx58eueDQx+Kdxn54X7SORcdcPc3wLNVNnLmI1bDzb9K4A7B0kBUwBYwAB9rXKEJMBB7YfkoHNImpPPtSRmJDj2PwGuyW04bj3YdEIAdx4Sjj0PmC9AX6s8FnJsQRKOPd+SmJHg2EhePNecZThuPdiUKoA7PwnHFgLmC9DXKr+FHFuYhGOLuJgxJmYuMHzI7qj3wCQ0v55juK7o4cc0AV05l0RXigLjEuhrda7hcaO5oYBA3JxvOG69h3OuAO5CJPlyITBfgL5WhUg0dSVwcL0YSR1WHHierwBvKM80fABec+x5AlxzgeEcq/dwzhfAXZSEY0sA8wXoa1XUQo4tScKxUeB5vgrk2DkEHFtIgGuKG86xeg+niADuEiQcWwqYL0BfqxIWcmxpEo69CHierwM59g3DOTaf1yeF5ppShnOs3vMsKoC7NAnHlgHmC9DXqrSFHHsxCcdeAjzPN4Ecu4BkwvBSoWf4xIIdyGfj0ORcWZKcK2dZzKDtV17oMRyxYAfy8RY0OXcZSc5VsCxm0ParKDRJHwt2ICfUaXLucpKcu8KymEHbLyY0DBsLdiCHTGlyTpHkXCVLYga+dxSPlVEC/WgXG75n9kQc82gB3JeQ7JlVBuYL0NfqEgv3zKqQcGxVS2JGgmOfFOCacobjHhPH/JQA7vIkHFsNmC9AX6vyFnJsdRKOrWFJzEhw7FgBrqloOO6n45jHCeC+nIRjrwTmC9DX6nILObYmCcdeZUnMSHDsMwJcowzHPT6O+VkB3JVIOLYWMF+AvlaVLOTYq0k4trYlMSPBsc8JcE1Vw3FPiGOeKIC7GgnHXgPMF6CvVTULObYOCcdea0nMSHDs8wJcc6XhuCfFMb8ggLsmCcfWBeYL0NeqpoUcex0Jx9azJGYkOHayANdcbTjuKXHMLwrgrk3CsfWB+QL0taptIcc2IOHYhpbEjATHThXgmmsNxz0tjvklAdx1STi2ETBfgL5WdS3k2MYkHNvEkpiR4NjpAlxT33DcL8cxzxDA3YCEY5sC8wXoa9XAQo5tRsKx11sSMxIc+4oA1zQ2HPfMOOZZAribkHBsc2C+AH2tmljIsTeQcGwLS2JGgmNnC3DN9YbjfjWOeY4A7uYkHHsjMF+AvlbNLeTYliQce5MlMSPBsa8JcM2NhuOeG8f8ugDuliQc2wqYL0Bfq5YWcuzNJBzb2pKYkeDYNwS45mbDcc+LY54vgLs1Cce2AeYL0NeqtYUc25aEY2+xJGYkOPZNAa65xXDcC+KYFwrgbkfCse2A+QL0tWpnIce2J+HYDpbEjATHLhLgmo6G434rjnmxAO5OJBzbEZgvQF+rThZybCcSju1sWcyg7dfFsmf9m5xzXQ1/P7PW5SUC+tTVcF1eGsf8tgDubiQc0Q0Yl0BfKxb73Qq03wYgx260kGO7E3DsMgGu6WE4x74Tx7xcAHc6CUf0AMYl0NeKxX7pQPv9COTYAxZybE8Cjn1XgGt65eXIlduA/skO5JocFu6z9CbZZ7kdeJ4PAvl1OAm/pgDX6gPzhaqi4yQl8r8HmnP7ALkx8Xz75j31e5rPd5GEPMghgCni+x6/HfOf5m9GC6N2Ut+8+HX75cUFvxTufnnhPopli5wKQH2kgc9bC1G+vNj1kC8v1S/fRL7YUovl7QJ+ipzmCLi2Elw78zsSie4Ozy79E+yT2/uZGjlFijm8nzqHMmJTx2XphLVSEn6mJKxROuHfnO6/STnDOrkT/pbx7/MnnAvQJjEBoo+JEnmKZ9w78p4ypv6sHRn1GRL1nRnEgb4Cus3wXaYMgkPj7m047gwiRuO+3XDcGYKBxt3H7F2xSt55qjuAhVd/4Fp9Q7JfLNihgHymEjkiqP36kdgPyA+qD9B+d5DYD5gnChgzCmk//0VSKtiGWvORb4fXbzevIHCR3F9o9ziCOc/QL2ju9C5kBrgLGs4Lmjt9FzQDhC9oygsUeoMNL3DPREZBcQ8hEUhAUZpZLN8JLHDvIbltPgAojIOBBdpQkvgD5okCxowaSlagVQTG4eXxta4QKNAGuAItqUC7yyvMBroCjbNAu8tXoA0ULtAqChQqDxpeoJ2JjILiHkYikAOABdpdwALtIZICbSCy7wZYoA0niT9gnihgzKjhZAVaDPnOyvhalQQKtIGuQEsq0O72CrNBrkDjLNDu9hVog4QLtJhAofKY4QXamcgoKO7HSQRyILBAuxtYoI0kKdAGAYXxMWCBNook/oB5ooAxo6Tshy7OBgFzbjBgrR7p6ek9usdUWI3lg4Uay4e4xnKsk4YIVPz3GN5YrnHfI9SwLFEAXihQCD1leAFYLI65uADusSQFzFBgAQP0tRobkgAHvtUL5KB7SaYB77MkZiQ4toQA1zxjOO6SeuNCAPd4Eo69H5gvQF+r8RZy7AMkHPugJTEjwbGlBLhmguG4S8cxXySAeyIJxw4D5gvQ12qihRz7EAnHDncxY0zMPGz4U4O0rpQR4NcXDNeVi+OYLxHAPZlEVx4BxiXQ12oyWQeJxIMl0LEOvJmXJTpIHvX2rke4DhLODpJHfR0kIxI6SPzGQ3034I5kZkfBo8ACYyqJ4IxAPjEH2FEwzcKhc2DMqGlkgs0wND3CCXaSYD/mCfXjTrA5Bfsxn2A/HoJgjwAK9mNAwX6ZRLAfN3SIdoaFQ7TAmFEzyASbYYj2cSfYSYI90hPqUU6wOQV7pE+wR4Ug2I8DBXskULBnkQj2KEOHKmdbOFQJjBk1m0ywGYYqRznBThLsJzyhHu0Em1Own/AJ9ugQBHsUULCfAAr2aySCPdrQIbu5Fg7ZAWNGzQ2pzyUW7FCjgTn3JOGQ3ZNCQ3Zj3JAd1kljBCrApwwfstO4nyIZstMNc0MFmqnmGd5Epgeb7hPAPZ+kgBkLLGCAvlbzQxLgwEOkQA56mqQ5eZwlMSPBsfcLcM1Cw3HrwaYHBXAvIuHYZ4D5AvS1WmQhx44n4dhnLYkZCY4dJsA1SwzHrQebhgvgXkrCsc8B8wXoa7XUQo6dQMKxE13MGBMzzxs+ZDfIe2ASml/fMVxX9PDjIwK4l5PoyiRgXAJ9rZaTdRQwDNkBb+ZliY6CF7y968muo4Czo+AFX0fB5BA6CgB3JDM7Cl4AFhjvkwjOZEOH7FZYOGQHjBm1gkywGYbsJjvBThLsKZ5Qv+gEm1Owp/gE+8UQBHsyULCnAAX7QxLBftHQIbtVFg7ZAWNGrSITbIYhuxedYCcJ9lRPqKc5weYU7Kk+wZ4WgmC/CBTsqUDBXkMi2NMMHbJba+GQHTBm1FoywWYYspvmBDtJsF/yhHq6E2xOwX7JJ9jTQxDsaUDBfgko2J+QCPZ0Q4fs1ls4ZAeMGbU+pD6XWLBDTUc+OopwyO5loSG7GW7IDuukGQIV4CuGD9lp3K+QDNnphrmxAs1UnxreRKYHm8YJ4N5EUsDMBBYwQF+rTSEJcFD7ITloFklz8mxLYkaCY58R4JovDMetB5ueFcC9mYRjXwXmC9DXarOFHDuHhGNfsyRmJDj2OQGu2Wo4bj3YNFEA9zYSjp0LzBegr9U2Czn2dRKOfcPFjDExM8/wIbvR3gOT0Pz6jeG6oocfJwng3k6iK/OBcQn0tdpO1lHAMGQHvJmXJToK3vT2rhe4jgLOjoI3fR0FC0LoKADckczsKHgTWGDsIhGcBYYO2e22cMgOGDNqN5lgMwzZLXCCnSTYCz2hXuQEm1OwF/oEe1EIgr0AKNgLgYL9HYlgLzJ0yG6vhUN2wJhRe8kEm2HIbpET7CTBfssT6sVOsDkF+y2fYC8OQbAXAQX7LaBg/0Ai2IsNHbLbb+GQHTBm1H4ywWYYslvsBDtJsJd4Qr3UCTanYC/xCfbSEAR7MVCwlwAF+ycSwV5q6JDdzxYO2QFjRv0cUp9LLNihlgJz7m3CIbu3hYbslrkhO6yTlglUgO8YPmSncb9DMmSnG+ZmCjRT/Wp4E5kebJotgPsQSQGzHFjAAH2tDoUkwIHfRADkoHdJmpPfsyRmJDj2VQGu+d1w3Hqw6TUB3EdIOPZ9YL4Afa2OWMixK0g49gNLYkaCY+cKcM2fhuPWg01vCOA+RsKxK4H5AvS1OmYhx35IwrGrXMwYEzMfGT5kN917YBKaX/8xXFf08ON8Adz/kujKamBcAn2t/jU8bjQ3LBeImxOG49Z7OO8J4I5czJEva4D5AvS1krIfWlP7ATV1LUkd9jHwPJ8CxsxYAo59X4Brsl1sNm69h/OBAO40Eo5dB8wXoK9VmoUc+wkJx64HnuczQI4dT8CxKwW4JqfhHKv3cFYJ4M5FwrEbgPkC9LXKZSHHbiTh2E+B5zkByLETDefYpV6fFJpr8hrOsXrPc7UA7nwkHLsJmC9AX6t8FnLsZyQc+znwPF8Acuxkkv3sL4Se4RMLdiCfjUOTc5tJcu5Ly2IGbb8tQo/hiAU7kI+3oMm5rSQ5t82ymEHb7yuhSfpYsAM5oU6Tc1+T5Nw3lsUM2n7bhYZhY8EO5JApTc7tIMm5nZbEDHrvSD+lo7LA3tHZhu+ZVYljriqAuwDJntkuYL4Afa0KWLhntpuEY7+1JGYkOLaaANecZzju6nHMNQRwFyTh2D3AfAH6WhW0kGO/I+HYvZbEjATHXinANYUNx10zjvkqAdxFSDj2e2C+AH2tiljIsftIOPYHS2JGgmNrCXDNhYbjvjqOubYA7mIkHLsfmC9AX6tiFnLsjyQce8CSmJHg2GsEuKak4bjrxDFfK4A7SsKxPwHzBehrFbWQY38m4dhfLIkZCY6tK8A1FxmO+7o45noCuMuQcOxBYL4Afa3KWMixv5Jw7CFLYkaCY+sLcM2lhuNuEMfcUAB3WRKO/Q2YL0Bfq7IWcuxhEo793ZKYkeDYRgJcc5nhuBvHMTcRwF2BhGOPAPMF6GtVwUKO/YOEY49aEjMSHNtUgGuuMBx3szjm6wVwx0g49k9gvgB9rWIWcuwxEo79y5KYkeDY5gJcU9lw3DfEMbcQwF2FhGP/BuYL0NeqioUc+w8Jx/5rScxIcOyNAlxT3XDcLeOYbxLAXYOEY/8D5gvQ16qGhRx7nIRjT1gSMxIc20qAa64yHPfNccytBXDXIuHYSD6cLYG+VrUs5NiUfBwcm2pJzEhwbBsBrrnGcNxt45hvEcBdh4RjswHzBehrVcdCjk0j4djslsSMBMe2E+Ca6wzH3T6OuYMA7nokHJsDmC9AX6t6FnJsThKOzWVJzEhwbEcBrmloOO5OccydBXA3IuHY3MB8AfpaNbKQY/OQcGxeS2JGgmO7CHBNU8Nxd41j7iaAuxkJx+YD5gvQ16qZhRx7FgnH5rcsZtD2OxtoP4b3qZiccwXAOSehy7cK6NMNhuty9zjmHgK4W5BwxDnAuAT6WrHY71yg/ZYAOXaphRx7HgHHpgtwzU2Gc2zPOOZeArhbkXBEQWBcAn2tWOx3PtB+XwA5drOFHFuIgGNvk3jmcD6OXCkC9M+vwFw5ZGGuXECyz1IUeJ63AWOmD0nMpADXuhDmC1VVx0lK5H8PNOdeCOTGxPMtlu/U72k+30US8iCHAKaI73v8dsx/mr8ZLYzaSdqg6HWL58MFvxTu4vngPopli5wKQH2kgc9bC9HSvNj1kC+I1i84Rr48WItlUQE/RU5zBFxbCa6d+R2JRFfCs0vJBPvk9n6mRk6RYg7vp86hjNjUcVk6Ya2UhJ8pCWuUTvg3p/tvUs6wTu6Ev2X8+/wJ5wK0SUyA6GOiRJ7iGbdEvlPG1J+1I6M+Q6K+M4M40FdAbQzfZcogODTutobjziBiNO5bDMedIRho3O3M3hWr5J2nKgEsvEoC12ofkv1iwQ4F5DOVyBFB7deBxH5AflDtgPbrSGI/YJ4oYMwopP38F0mpYBtqzd8CvAjZGl9rW168VpUU2j2OYM4z9AuaqHchU8pd0HBe0ER9FzSlhC9otggUuD0ML3DPREZBcaeTCCSgKM0slqPAArcnyW3zUsDbOj2ABVovkvgD5okCxozqRVagfQUs0L6Or/WNQIFWyhVoSQVaaa8wu8gVaJwFWmlfgXaRcIH2lUCh0tfwAu1MZBS4B4VEIEsBC7TSwALtDpIC7SJggdYXWKD1J4k/YJ4oYMyo/mQF2nZggbYjvtZOgQLtIlegJRVoZbzC7GJXoHEWaP+vvXMBt6ns3v7e2yHEdhYqSREq1iOSc5RUEsm5gxLb+VApKgk5JUk6qSRJkkqSJCRJkuRUqSRFcgpJpZy/+fzfube15sv/+65v3WNe4/bMeV3r0uutuef9jDF+95hzPmPt8wMNWlnhBm2DQKNyj/IG7WQwSlb3vSQGeR6wQTsf2KD1I2nQygIbtHuADVp/kvwD1okB5oyRWj90c1YWWHPlAOfqlJGR0aljzIS1sbyc0MbyC6KN5dggXSCwsby88o3lVnd5oQ3LEg3gZwKN0IPKG8BlnubPBXQPJGlgKgAbGGCszcCQDDjp3/ANZFBFkmnACx3JGQnGLhdgzWDlur/wNK8Q0D2EhLEXAesFGGszxEHGXkzC2EqO5IwEY78UYM0w5bpXeppXCegeTsLYysB6AcbaDHeQsTESxpooZ9TkTBXl3xpkfWW1AF8fUe4razzNawV0jyLxlUuAeQmMtRlFtoNE4osl0LleNtpBkrCDpKr/7LpatIOEcwdJ1cAOkmpxO0iCi4f62WWBOwqqAhuMx0gMpxrQcJBD52McHDoH5owZQ2bYDEPT1SLDTjDsS32jrh4ZNqdhXxow7OohGHY1oGFfCjTsJ0gMu7rSIdpxDg7RAnPGjCMzbIYh2uqRYScY9mW+UdeIDJvTsC8LGHaNEAy7OtCwLwMa9tMkhl1D6VDlMw4OVQJzxjxDZtgMQ5U1IsNOMOyavlHXigyb07BrBgy7VgiGXQNo2DWBhv0ciWHXUjpk97yDQ3bAnDHPh7TPJZbcYWoBa6424ZBdbaEhuzrRkB02SHUEhuzqKh+ys7rrkgzZ2Q1zFQS+kP5F5ZvI7GDThQK6J5I0MPWADQww1mZiSAac7PohGXQ5yebk+o7kjARjLxJgzcvKddvBpkoCuieTMLYBsF6AsTaTHWTsFSSMvdKRnJFgbGUB1ryqXLcdbDICuqeSMLYhsF6AsTZTHWTsVSSMbRTljJqcuVr5kF1Z/wuT0Hx9Xbmv2OHHSwR0TyfxlWuAeQmMtZlOtqOAYcgO+DLvlNhRcK3/7LpxtKOAc0fBtYEdBY1D2FEAeCOZtaPgWmCD8RaJ4TRWOmQ3w8EhO2DOmBlkhs0wZNc4MuwEw77ON+omkWFzGvZ1AcNuEoJhNwYa9nVAw36HxLCbKB2ym+XgkB0wZ8wsMsNmGLJrEhl2gmFf7xt108iwOQ37+oBhNw3BsJsADft6oGG/R2LYTZUO2c1xcMgOmDNmDplhMwzZNY0MO8Gwm/lGfUNk2JyG3Sxg2DeEYNhNgYbdDGjYH5AY9g1Kh+zmOThkB8wZMy+kfS6x5A5zA7DmmhMO2TUXGrK7MRqywwbpRoEhuxbKh+ys7hYkQ3Z2w1w9gc1UHyrfRGYHm+oL6F5I0sC0BDYwwFibhSEZcLLrh2RQK5LNya0dyRkJxjYQYM3HynXbwaYrBXQvJmFsG2C9AGNtFjvI2LYkjG3nSM5IMLahAGs+Va7bDjY1EtC9lISxNwHrBRhrs9RBxt5MwthbopxRkzO3Kh+yq+V/YRKar58r9xU7/HiNgO7lJL7SHpiXwFib5WQ7ChiG7IAv806JHQW3+c+ub492FHDuKLgtsKPg9hB2FADeSGbtKLgN2GB8SWI4tysdslvp4JAdMGfMSjLDZhiyuz0y7ATD7uAb9R2RYXMadoeAYd8RgmHfDjTsDkDDXkNi2HcoHbJb6+CQHTBnzFoyw2YYsrsjMuwEw+7oG3WnyLA5DbtjwLA7hWDYdwANuyPQsL8hMexOSofs1jk4ZAfMGbOOzLAZhuw6RYadYNgZvlF3jgyb07AzAobdOQTD7gQ07AygYX9PYtidlQ7ZrXdwyA6YM2Z9SPtcYskdpjOw5roQDtl1ERqy6xoN2WGD1FVgyK6b8iE7q7sbyZCd3TDXUmAz1Y/KN5HZwabWAro3kjQw3YENDDDWZmNIBpzs+iEZ1INkc3JPR3JGgrFtBFizSbluO9jUTkD3ZhLG9gLWCzDWZrODjO1Nwtg+juSMBGNvEmDNr8p128GmWwR0byVh7J3AegHG2mx1kLF3kTD27ihn1ORMX+VDdjf4X5iE5usO5b5ihx/bC+jeSeIr9wDzEhhrs1N53lg2dBfIm93KddtnOD0FdO8hqZd7gfUCjLXZQ+KpZwM9tR9JH9YfeJ0PAnNmIAFjewmw5g/luu0znD4CuveRMPY+YL0AY232OcjY+0kY+wDwOgcDc2YIAWPvFGDN38p122c4dwvo3k/C2AHAegHG2ux3kLEPkjB2IPA6hwFzZrhy1nT290mhWXNAuW77zPMeAd0HSRj7ELBegLE2Bx1k7CASxg4GXucjwJwZRVJzQ4S+wyeW3IH8bhyamnuYpOaGOpYz6PUbJvQ1HLHkDuTXW9DU3HCSmhvhWM6g12+k0CR9LLkDOaFOU3OPkNTcKMdyBr1+jwoNw8aSO5BDpjQ1N5qk5h5zJGfQz47st3T8dDr+2dER5bp/9jRvEtB9lISxY4D1Aoy1OeogYx8nYexYR3JGgrGbBViTWk637l88zVsEdKeV42DsE8B6AcbaSK2fZsaOI2Hsk47kjARjfxVgTQ7lurd6mrcJ6M5JwtingPUCjLXJ6SBjnyZh7DOO5IwEY7cLsCa3ct07PM07BXTnIWHss8B6Acba5HGQseNJGPucIzkjwdjfBFiTT7nuXZ7m3QK600kY+zywXoCxNukOMvYFEsZOcCRnJBi7R4A1BZXr/t3TvFdAdyESxr4IrBdgrE0hBxk7kYSxLzmSMxKM/UOANUWV697naf5TQHcxEsZOAtYLMNammIOMfZmEsZMdyRkJxv4lwJoSynX/7WneL6C7JAljXwHWCzDWpqSDjJ1CwthXHckZCcb+I8Cas5Xr/tfTfEBAdykSxk4F1gsw1qaUg4x9jYSx0xzJGQnGHhRgzbnKdR/yNB8W0F2GhLGvA+sFGGtTxkHGTidh7BuO5IwEY48IsKasct1HPc3HBHSXI2Hsm8B6AcbalHOQsW+RMHaGIzkjwdgUge9hq6Bcd6qnOU1Ad0USxr4NrBdgrE1FBxk7k4Sx7ziSMxKMzSbAmouV687uac4hoLsSCWNnAesFGGtTyUHGvkvC2NmO5IwEY3MKsMYo132apzmXgO4qJIx9D1gvwFibKg4ydg4JY993JGckGJtbgDXVlOvO42k+XUD3pSSMnQusF2CszaUOMvYDEsbOcyRnJBibV4A1NZTrzudpThfQXZOEsfOB9QKMtanpIGMXkDD2Q0dyRoKx+QVYU0e57gKe5oICuuuSMHYhsF6AsTZ1HWTsRySMXeRYzqDX72PHfmeV5ppbDK45CV8uJOBP9ZX7cmFPcxEB3Q1IGPEJMC+BsTYs67cEuH6vAhk71UHGfkrA2KICrGmonLHFPM1nCOi+ioQRS4F5CYy1YVm/z4Dr9zGQsYsdZOwyAsYWF2DN53k5amU5MD4/Amtlo4O18gXJc5YVwOtsDcyZdiQ5kwo815ewWJhLbZ6kpvz3gWbul0A2xl/vyrzH/zl7IHYpcXWQU0BTSuDnBNcx/QR/p9oYbZBW5sWfdxUQmFK6V+WFxyiWLeV4AtojO/i6rRF1zos93xDg+ewvkUf+gnZrlisE4pRygiPJcxvBc2f9jHjQrfbXZU3c+uT2/0xLOQ7FnP6ftoYyc9PmZZm4c6XG/Zkad44ycf/Nif6d1JOcJ3fc32X+9+lx1wJck5gA6GOiIE/1F3d13uOLaf+3DWTpwEKifmYmONB3QNcof8qUCTi07muV684EMVp3Y+W6Mw0Drfs63U/FqvjXaVYDG681wHM1CWn9YskdBsgzE8+IZNfvepL1A/LBXAdcv6Yk6wesEwPMGYNcv+BNUhp4Da3nDwPehAz3zjVC4CZ5jdDT4xTMdYZ+Q7PWv5H5Krqh4byhWRu4oflK+IZmmECj11p5g3syGCWruw2JQQKa0qxmeS2wwW1L8tr8K+RrHWCD1o4k/4B1YoA5Y9qRNWgjkduQvXONEmjQvooatIQG7Wu/MfsmatA4G7SvAw3aN8IN2kiBRqW98gbtZDBKVvdtJAb5FbBB+xrYoN1O0qB9AzTG9sAGrQNJ/gHrxABzxnQga9AeBebhaO9cjwk0aN9EDVpCg7bOb8y+jRo0zgZtXaBB+1a4QXtUoFHprLxBOxmMktXdhcQgvwE2aOuADVpXkgbtW6AxdgY2aN1I8g9YJwaYM0Zq/dDN2bfAmvsOcK5OGRkZnTrGTFgby78T2lj+fbSxHBuk7wU6/vXKN5Zb3euFNixLNID3CjRCvZU3gP08zf0FdPchaWB+ADYwwFibPiEZcLLrh2TQBpJpwB8dyRkJxt4nwJq7leu+39P8gIDuviSM3QisF2CsTV8HGfsTCWN/diRnJBg7QIA1/ZTrftDTPFBAd38Sxm4C1gsw1qa/g4zdTMLYX6KcUZMzW8A5I+ErDwnw9QHlvjLI0zxYQPcAEl/5FZiXwFgb5PqFsYNE4osl0LkOfJl3Suwg2eo/u94W7SDh3EGyNbCDZFvcDpLg4qF+NuCNZNaOgq3ABuMhEsPZBgQlcuh8kIND58CcMYPIDJthaHpbZNgJhr3dN+odkWFzGvb2gGHvCMGwtwENezvQsB8mMewdSodohzo4RAvMGTOUzLAZhmh3RIadYNg7faP+LTJsTsPeGTDs30Iw7B1Aw94JNOwRJIb9m9KhypEODlUCc8aMJDNshqHK3yLDTjDsXb5R744Mm9OwdwUMe3cIhv0b0LB3AQ37URLD3q10yG60g0N2wJwxUuuHNuvdwJrbQzhkt0doyO73aMgOG6TfBTrAvcqH7KzuvSRDdnbD3A8Cm6keV76JzA42/SigeyxJA/MHsIEBxtqMDcmAk10/JIP2kWxO/tORnJFg7EYB1jypXLcdbPpZQPdTJIz9C1gvwFibpxxk7N8kjN3vSM5IMHaTAGueVa7bDjb9IqB7PAlj/wHWCzDWZryDjP2XhLEHopxRkzMHlQ/Zfet/YRKary8o9xU7/PirgO4JJL5yCJiXwFibCWQ7ChiG7IAv806JHQWH/WfXR6IdBZw7Cg4HdhQcCWFHAeCNZNaOgsPABuMlEsM5onTIbpKDQ3bAnDGTyAybYcjuSGTYCYZ91DfqY5Fhcxr20YBhHwvBsI8ADfso0LBfITHsY0qH7KY4OGQHzBkzhcywGYbsjkWGnWDYKfn+80dqvuN/FRk25pyhGLYNYLxh20CWDvxMNDCPAQ3bXn+S58oynNdIDDs1Hy4WyCG7aQ4O2QFzxkwjM2yGITtgrZwShp3mG3W2yLA5DTstYNjZQjDs1Hw4w04DGvYbJIadDWjYyCG7Nx0csgPmjJFaP7RZZwPWXHbAucIesssObALirzdHnIlGQ3ZJntMGKUc+/HlzApNfSnfOfPAYiVyr3TD3h8BmqreVbyKzg01/CuieSdLAnAZsYICxNjNDMuBk1w/JoFz55EwEqTm3Izkjwdi/BFjzrnLddrBpv4Du2SSMzQOsF2CszWwHGXs6CWPzOpIzEoz9R4A17yvXbQebDgjonkvC2HzAegHG2sx1kLHpJIzNH+WMmpwpAM4ZiQGcvQJ8na/cV+zw4yEB3QtIfKUgMC+BsTYLyHYUMAzZZYt2FCTsKCjkP7suHO0o4NxRUCiwo6BwCDsKsgF3FBQCNhgfkRhOYaDhIIfsFjk4ZAfMGbOIzLAZhuwKR4adYNhFfKMuGhk2p2EXCRh20RAMuzDQsIsADfsTEsMuCjRs5JDdEgeH7IA5Y5aQGTbDkF3RyLATDLuYb9RnRIbNadjFAoZ9RgiGXRRo2MWAhv0ZiWGfoXTIbpmDQ3bAnDHLyAybYcjujMiwEwy7uG/UJSLD5jTs4gHDLhGCYZ8BNOziQMP+gsSwSygdslvh4JAdMGeM1PqhzboEsOZKEg7ZlRQasjszGrLDBulMgSG7s5QP2VndZ5EM2dkNc6flw2+mWqV8E5kdbMotoHs1SQNzNrCBAcbarA7JgJNdPySDSpFsTj7HkZyRYGweAdZ8pVy3HWzKK6D7axLGlgbWCzDW5msHGXsuCWPLOJIzEozNJ8Cab5XrtoNN+QV0f0fC2POA9QKMtfnOQcaeT8LYslHOqMmZcsqH7LL5X5iE5usPyn3FDj8WFNC9gcRXLgDmJTDWZoPyvLFsOFsgb35Srts+wzlHQPfPJPVSHlgvwFibn0k8dRXwd8FUIOnDKgKvszcwZ/oQMLa0AGt+Ua7bPsMpI6B7CwljLwTWCzDWZouDjL2IhLEXA6/zbmDO9CVg7HkCrNmmXLd9hlNWQPd2EsZWAtYLMNZmu4OMrUzC2BjwOvsBc6a/ctaU8PdJoVnzm3Ld9pnnBQK6d5Ew1gDrBRhrs8tBxlYhYewlwOt8AJgzA0hqrqrQd/jEkjuQ341DU3PVSGruUsdyBr1+1YW+hiOW3IH8eguamruMpOZqOJYz6PWrKTRJH0vuQE6o09RcLZKaq+1YzqDXr47QMGwsuQM5ZEpTc3VJaq6eIzmDfnZkv6VjjMCXn/+uXPfjnuaxArr3kjD2cmC9AGNt9jrI2PokjG3gSM5IMPYJAdb8qVz3OE/zkwK6/yJh7BXAegHG2vzlIGOvJGFsQ0dyRoKxTwmw5h/lup/2ND8joPtfEsZeBawXYKzNvw4ythEJY692JGckGPusAGsOKdc93tP8nIDuwySMvQZYL8BYm8MOMvZaEsY2diRnJBj7vABrjinX/YKneYKA7pQLOBh7HbBegLE2UuunmbFNSBh7vSM5I8HYFwVYk0257ome5pcEdGcnYWxTYL0AY22yO8jYZiSMvcGRnJFg7CQB1pymXPfLnubJArpzkTC2ObBegLE2uRxk7I0kjG3hSM5IMPYVAdacrlz3FE/zqwK685IwtiWwXoCxNnkdZGwrEsa2diRnJBg7VYA1+ZXrfs3TPE1AdwESxrYB1gsw1qaAg4xtS8LYdo7kjARjXxdgTWHluqd7mt8Q0F2EhLE3AesFGGtTxEHG3kzC2FscyRkJxr4pwJozlOt+y9M8Q0B3cRLG3gqsF2CsTXEHGduehLG3OZIzEox9W4A1ZyrXPdPT/I6A7rNIGHs7sF6AsTZnOcjYDiSMvcORnJFg7CwB1pyjXPe7nubZArpLkzC2I7BegLE2pR1kbCcSxmY4kjMSjH1PgDXnKdc9x9P8voDu80kY2xlYL8BYm/MdZGwXEsZ2dSRnJBg7V4A1FyjX/YGneZ6A7vIkjO0GrBdgrE15BxnbnYSxPRzJGQnGzhdgzYXKdS/wNH8ooPsiEsb2BNYLMNbmIgcZ24uEsb0dyRkJxi4UYE1l5bo/8jQvEtAdI2FsH2C9AGNtYg4y9k4Sxt7lSM5IMPZjAdZcolz3Yk/zJwK6q5Iw9m5gvQBjbao6yNi+JIy9x7GcQa/fvY79XkDNNdcPXHMSvrxEwJ+qK/flTz3NSwV0X0bCiP7AvATG2rCs333A9XsWyNjxDjL2fgLGfibAmlrKGbvM0/y5gO7aJIx4AJiXwFgblvUbAFy/d4GMne0gYx8kYOxyAdYMzMdRKw8B47MKWCurHayVQSTPWQYDr/MaYM5cR5IzqcBzDYHFwlS3eZKa8t8HmrlDgGyMv96H8x3/5+yB2KXE1UFOAU0pgZ8TXMf0E/ydamO0QbILij7v0Hy45JfSPTQfPEaxbCnHE9Ae2cHXbY2oRD7s+aoCz1fNO9elwPNZsxwsEKeUExxJntsInjvrZ8SDbpi/LsPj1ie3/2daynEo5vT/tDWUmZs2L8vEnSs17s/UuHOUiftvTvTvpJ7kPLnj/i7zv0+PuxbgmsQEQB8TBXmqv7jD8h1fTPu/bSBLBxYS9TMzwYG+A6qn/ClTJuDQui9XrjsTxGjd9ZXrzjQMtO4Gup+KVfGv0wwDNl7Dgee6IqT1iyV3GCDPTDwjkl2/K0nWD8gH0wC4fg1J1g9YJwaYMwa5fsGbpDTwGlrPrw68CbnMO1cNgZvk4UJPj1Mw1xn6Dc0I/0ZmZHRDw3lDMyJwQzNS+IamukCj10R5g3syGCX9q/ZIDBLQlGY1yyOADW5TktfmI4HG2ATYoDUjyT9gnRhgzphmZA1aTeT2F+9ctQUatJFRg5bQoD3iN2ajogaNs0F7JNCgjRJu0GoKNCotlTdoJ4NR0r+HicQgRwIbtEeADVprkgZtFNAYWwIbtDYk+QesEwPMGdOGrEGrA8zDut656gk0aKOiBi2hQXvUb8xGRw0aZ4P2aKBBGy3coNURaFRuUd6gnQxGSf8iEhKDHAVs0B4FNmjtSRq00UBjvAXYoN1Gkn/AOjHAnDFS64duzkYDa+4xwLk6ZWRkdOoYM2FtLH9MaGP5mGhjOTZIYwQ6/seVbyy3uh8X2rAs0QCWF2iEOilvACt4misK6M4gaWDGAhsYYKxNRkgGnOz6IRn0BMk04DhHckaCsRcKsKarct0XeZovFtDdjYSxTwLrBRhr081Bxj5FwtinHckZCcZWEmBNT+W6K3uaYwK6e5Ew9hlgvQBjbXo5yNhnSRg7PsoZNTnznPJvDbK+YgT4eqdyX6niab5EQPddJL7yPDAvgbE2d5HtIJH4Ygl0rgNf5p0SO0he8J9dT4h2kHDuIHkhsINkQtwOkuDioX424I1k1o6CF4ANxj0khjMBCErk0Pm9Dg6dA3PG3Etm2AxD0xMiw04w7Bd9o54YGTanYb8YMOyJIRj2BKBhvwg07PtIDHui0iHa+x0cogXmjLmfzLAZhmgnRoadYNgv+UY9KTJsTsN+KWDYk0Iw7IlAw34JaNgPkhj2JKVDlQMdHKoE5owZSGbYDEOVkyLDTjDsl32jnhwZNqdhvxww7MkhGPYkoGG/DDTswSSGPVnpkN0QB4fsgDljhoS0zyWW3GEmA2vuFcIhu1eEhuymREN22CBNEegAX1U+ZGd1v0oyZGc3zI0V2Ew1TPkmMjvYNE5A93CSBmYqsIEBxtoMD8mAk10/JINeI9mcPM2RnJFg7JMCrHlEuW472PS0gO5RJIx9HVgvwFibUQ4ydjoJY99wJGckGPuMAGseU67bDjaNF9A9hoSxbwLrBRhrM8ZBxr5FwtgZUc6oyZm3lQ/Zjfa/MAnN1yeU+4odfnxeQPc4El+ZCcxLYKzNOLIdBQxDdsCXeafEjoJ3/GfXs6IdBZw7Ct4J7CiYFcKOAsAbyawdBe8AG4ynSQxnltIhu2ccHLID5ox5hsywGYbsZkWGnWDY7/pGPTsybE7Dfjdg2LNDMOxZQMN+F/m1OySGPVvpkN3zDg7ZAXPGPE9m2AxDdrMjw04w7Pd8o54TGTanYb8XMOw5IRj2bKBhvwc07BdJDHuO0iG7iQ4O2QFzxkwkM2yGIbs5kWEnGPb7vlHPjQyb07DfDxj23BAMew7QsN8HGvbLJIY9V+mQ3WQHh+yAOWMmh7TPJZbcYeYCa+4DwiG7D4SG7OZFQ3bYIM0T6ADnKx+ys7rnkwzZ2Q1zUwU2U72qfBOZHWyaJqB7KkkDswDYwABjbaaGZMDJrh+SQR+SbE5e6EjOSDD2dQHWvK5ctx1sekNA93QSxn4ErBdgrM10Bxm7iISxHzuSMxKMfVOANW8p120Hm2YI6J5BwtjFwHoBxtrMcJCxn5AwdkmUM2py5lPlQ3aT/S9MQvP1HeW+YocfZwronkXiK0uBeQmMtZlFtqOAYcgO+DLvlNhR8Jn/7HpZtKOAc0fBZ4EdBctC2FEAeCOZtaPgM2CD8R6J4SxTOmQ3x8EhO2DOmDlkhs0wZLcsMuwEw/7cN+rlkWFzGvbnAcNeHoJhLwMa9ufI7Ugkhr1c6ZDdPAeH7IA5Y+aRGTbDkN3yyLATDPsL36hXRIbNadhfBAx7RQiGvRxo2F8gty+RGPYKpUN2Cx0csgPmjFlIZtgMQ3YrIsNOMOwvfaNeGRk2p2F/GTDslSEY9gqgYX8JNOyPSQx7pdIhu8UODtkBc8YsDmmfSyy5w6wE1twqwiG7VUJDdqujITtskFYLdIBrlA/ZWd1rSIbs7Ia5BQKbqT5VvonMDjYtFNC9lKSBWQtsYICxNktDMuBk1w/JoK9INid/7UjOSDD2IwHWfK5ctx1s+lhA93ISxn4DrBdgrM1yBxm7joSx3zqSMxKMXSzAmi+V67aDTUsEdK8kYex3wHoBxtqsdJCx35Mwdn2UM2py5gflQ3Zz/S9MQvN1jXJfscOPSwV0ryXxlQ3AvATG2qxVnjeWDWsF8uYb5brtM5yvBXSvI6mXH4H1Aoy1WUfiqUOBnrqRpA/7CXidnYA5k0HA2G8EWPO9ct32Gc63ArrXkzD2Z2C9AGNt1jvI2E0kjN0MvM6uwJzpRsDY7wRY86Ny3fYZznoB3RtJGPsLsF6AsTYbHWTsFhLG/gq8zp7AnOmlnDUr/X1SaNZsUq7bPvPcIKB7MwljtwLrBRhrs9lBxm4jYex24HXeCcyZu0hqbofQd/jEkjuQ341DU3M7SWruN8dyBr1+u4S+hiOW3IH8eguamttNUnN7HMsZ9Pr9LjRJH0vuQE6o09TcXpKa+8OxnEGv3z6hYdhYcgdyyJSm5v4kqbm/HMkZ+GxhXu9cAs+OflWuu76nuYGA7q0kjP0bWC/AWJutDjJ2Pwlj/3EkZyQYe4UAa3Yo132lp7mhgO6dJIz9F1gvwFibnQ4y9gAJYw86kjMSjL1KgDW7letu5Gm+WkD3HhLGHgLWCzDWZo+DjD1MwtgjjuSMBGOvEWDNH8p1X+tpbiygex8JY48C6wUYa7PPQcYeI2Gs/XY5F3JGgrHXCbDmb+W6m3iarxfQvZ+EsanAegHG2ux3kLFp6RyMzeZIzkgwtqkAaw4o193M03yDgO6DJIzNDqwXYKzNQQcZm4OEsTkdyRkJxjYXYM0R5bpv9DS3ENB9lISxpwHrBRhrc9RBxuYiYWxuR3JGgrEtBViTWl637lae5tYCutPKczA2D7BegLE2UuunmbGnkzA2ryM5I8HYNgKsyaFcd1tPczsB3TlJGJsPWC/AWJucDjI2nYSx+R3JGQnG3iTAmtzKdd/sab5FQHceEsYWANYLMNYmj4OMLUjC2EKO5IwEY28VYE0+5brbe5pvE9CdTsLYwsB6AcbapDvI2CIkjC3qSM5IMPZ2AdYUVK67g6f5DgHdhUgYWwxYL8BYm0IOMvYMEsYWdyRnJBjbUYA1RZXr7uRpzhDQXYyEsSWA9QKMtSnmIGNLkjD2TEdyRoKxnQVYU0K57i6e5q4CukuSMPYsYL0AY21KOsjYs0kYW8qRnJFgbDcB1pytXHd3T3MPAd2lSBh7DrBegLE2pRxkbGkSxp7rSM5IMLanAGvOVa67l6e5t4DuMiSMLQOsF2CsTRkHGXseCWPPdyRnJBjbR4A1ZZXrvtPTfJeA7nIkjC0LrBdgrE05BxlbjoSxFziSMxKMvVuANRWU6+7rab5HQHdFEsaWB9YLMNamooOMrUDC2IqO5IwEY+8VYM3FynX38zT3F9BdiYSxFwLrBRhrU8lBxl5EwtiLHcsZ9PpVAq4fw+9e1VxzlcE1J+HL9wn4k1Huy/d7mh8Q0F2FhBExYF4CY21Y1s8A1+8xIGPHOMjYKgSMHSDAmmrKGfugp3mggO5LSRhxCTAvgbE2LOtXFbh+rwMZO91BxlYjYOxDEqxJ56iV6sD4fAqslaUO1splJM9ZagCvsx4wZxqQ5Ewq8Fw1YbEwl9k8SU357wPN3JpANsZfb6304/+cPRC7lLg6yCmgKSXwc4LrmH6Cv1NtjDZIdkHR562djkt+Kd210+EximVLOZ6A9sgOvm5rRCvzYc+3A3i+nd65fgOez5plDYE4pZzgSPLcRvDcWT8jHnR1/HWpG7c+uf0/01KOQzGn/6etoczctHlZJu5cqXF/psado0zcf3Oifyf1JOfJHfd3mf99ety1ANckJgD6mCjIU/3FrZN+fDHt/7aBLB1YSNTPzAQH+g6ohvKnTJmAQ+uuqVx3JojRumsp151pGGjdtXU/FaviX6epA2y86gLPVSek9Ysldxggz0w8I5KOBcn6AflgagPXrx7J+gHrxABzxiDXL3iTlAZeQ+v5u5C/Zdo71558eK+qK/T0OAVznaHf0NTzb2Quj25oOG9o6gVuaC4XvqHZJdDgNlLe4J4MRsnqvprEIAFNaVazXA/Y4F5D8tr8cuBrnUbABu1akvwD1okB5oy5lqxB+x3YoO31zvWHQIN2edSgJTRo9f3GrEHUoHE2aPUDDVoD4Qbtd4FGpanyBu1kMEpWdzMSg7wc2KDVBzZoN5A0aA2ADVpTYIPWnCT/gHVigDljmpM1aPuADdqf3rn+EmjQGkQNWkKDdoXfmF0ZNWicDdoVgQbtSuEGbZ9Ao9JaeYN2Mhglq7sNiUE2ADZoVwAbtLYkDdqVwAatNbBBa0eSf8A6McCcMVLrh27OrgTWXEPAuTplZGR06hgzYW0sbyi0sfyqaGM5NkhXCWwsb6R8Y7nV3Uhow7JEA/ijQCPUXnkDuNHT/JOA7ttIGpirgQ0MMNbmtpAMOOktAsjXxiTTgNc6kjMSjP1ZgDV3KNe9ydO8WUB3RxLGNgbWCzDWpqODjL2OhLFNHMkZCcb+IsCazsp1b/E0/yqguwsJY68H1gsw1qaLg4xtSsLYZlHOqMmZG5R/a5D1la0CfO2u3Fe2eZq3C+juQeIrzYF5CYy16UG2g0TiiyXQuQ58mXdK7CC50X923SLaQcK5g+TGwA6SFnE7SIKLh/rZgDeSWTsKbgQ2GL1JDKcF0HCQQ+d9HBw6B+aM6UNm2AxD0y0iw04w7Ja+UbeKDJvTsFsGDLtVCIbdAmjYLYGGfTeJYbdSOkTb18EhWmDOmL5khs0wRNsqMuwEw27tG3WbyLA5Dbt1wLDbhGDYrYCG3Rpo2P1IDLuN0qHK/g4OVQJzxvQnM2yGoco2kWEnGHZb36jbRYbNadhtA4bdLgTDbgM07LZAw36AxLDbKR2yG+DgkB0wZ8yAkPa5xJI7TDtgzd1EOGR3k9CQ3c3RkB02SDen4897i/IhO6v7FpIhO7th7mqBL6R/SPkmMjvYdK2A7kEkDcytwAYGGGszKCQDTnb9kAxqT7I5+TZHckaCsY0FWPOwct12sKmJgO6hJIy9HVgvwFiboQ4ytgMJY+9wJGckGHu9AGtGKNdtB5uaCegeScLYjsB6AcbajHSQsZ1IGJsR5YyanOmsfMjuSv8Lk9B8fVS5r9jhx+YCukeT+EoXYF4CY21Gk+0oYBiyA77MOyV2FHT1n113i3YUcO4o6BrYUdAthB0FgDeSWTsKugIbjMdJDKeb0iG7sQ4O2QFzxowlM2yGIbtukWEnGHZ336h7RIbNadjdA4bdIwTD7gY07O5Aw36SxLB7KB2ye8rBITtgzpinyAybYciuR2TYCYbd0zfqXpFhcxp2z4Bh9wrBsHsADbsn0LCfJTHsXkqH7MY7OGQHzBkznsywGYbsekWGnWDYvX2j7hMZNqdh9w4Ydp8QDLsX0LB7Aw37BRLD7qN0yG6Cg0N2wJwxE0La5xJL7jB9gDV3J+GQ3Z1CQ3Z3RUN22CDdlY4/793Kh+ys7rtJhuzshrlbBTZTvaR8E5kdbLpNQPckkgamL7CBAcbaTArJgJP+vkUgg+4h2Zx8ryM5I8HY2wVY84py3Xaw6Q4B3VNIGNsPWC/AWJspDjK2Pwlj73MkZyQY21GANa8p120HmzIEdE8jYez9wHoBxtpMc5CxD5AwdkCUM2py5kHlQ3bt/C9MQvP1DeW+YocfuwjofpPEVwYC8xIYa/Mm2Y4ChiE74Mu8U2JHwUP+s+tB0Y4Czh0FDwV2FAwKYUcB4I1k1o6Ch4ANxtskhjNI6ZDdTAeH7IA5Y2aSGTbDkN2gyLATDHuwb9RDIsPmNOzBAcMeEoJhDwIa9mCgYb9LYthDlA7ZzXZwyA6YM2Y2mWEzDNkNiQw7wbAf9o16aGTYnIb9cMCwh4Zg2EOAhv0w0LDfJzHsoUqH7OY6OGQHzBkzl8ywGYbshkaGnWDYw3yjHh4ZNqdhDwsY9vAQDHso0LCHAQ17PolhD1c6ZLfAwSE7YM6YBSHtc4kld5jhwJobQThkN0JoyG5kNGSHDdLIdPx5H1E+ZGd1P0IyZGc3zPUV2Ez1kfJNZHaw6V4B3YtIGphRwAYGGGuzKCQDTnb9kAx6lGRz8mhHckaCsf0EWPOJct12sOk+Ad1LSBj7GLBegLE2Sxxk7BgSxj7uSM5IMPZ+AdZ8ply3HWwaIKB7GQljxwLrBRhrs8xBxj5BwthxUc6oyZknlQ/Z9fG/MAnN1y+U+4odfhwooHsFia88BcxLYKzNCuV5Y9kwSiBvVinXbZ/hjBbQvZqkXp4G1gsw1mY1iafWBnrqMyR92LPA62wPzJnbCBj7mABrvlKu2z7DeVxA99ckjB0PrBdgrM3XDjL2ORLGPg+8zjuAOdORgLFjBVjzrXLd9hnOOAHd35Ew9gVgvQBjbb5zkLETSBj7IvA6OwNzpoty1gz390mhWfODct32medTAro3kDB2IrBegLE2Gxxk7EskjJ0EvM7uwJzpQVJzLwt9h08suQP53Tg0NTeZpOZecSxn0Os3RehrOGLJHcivt6CpuVdJam6qYzmDXr/XhCbpY8kdyAl1mpqbRlJzrzuWM+j1my40DBtL7kAOmdLU3BskNfemIzkD//aLfCkpf+fDPzv6Sbnu/Z7mfwR0/0zC2LeA9QKMtfnZQcbOIGHs247kjARj/xVgzS/KdR/wNB8U0L2FhLEzgfUCjLXZ4iBj3yFh7CxHckaCsYcEWLNNue7DnuYjArq3kzD2XWC9AGNttjvI2NkkjH3PkZyRYOxRAdb8plz3MU9zisD+ml0kjJ0DrBdgrM0uBxn7Pglj5zqSMxKMTRVgze/Kdad5mrMJ6N5LwtgPgPUCjLXZ6yBj55Ewdr4jOSPB2OwCrPlTue4cnuacArr/ImHsAmC9AGNt/nKQsR+SMHahIzkjwdjTBFjzj3LduTzNuQV0/0vC2I+A9QKMtfnXQcYuImHsx47kjARj8wiw5pBy3ad7mvMK6D5MwtjFwHoBxtocdpCxn5AwdokjOSPB2HwCrDmmXHe6pzm/gO6UChyM/RRYL8BYG6n108zYpSSM/cyRnJFgbAEB1mRTrrugp7mQgO7sJIxdBqwXYKxNdgcZ+zkJY5c7kjMSjC0swJrTlOsu4mkuKqA7FwljvwDWCzDWJpeDjF1BwtgvHckZCcYWE2DN6cp1n+FpLi6gOy8JY1cC6wUYa5PXQcauImHsakdyRoKxJQRYk1+57pKe5jMFdBcgYewaYL0AY20KOMjYtSSM/cqRnJFg7FkCrCmsXPfZnuZSArqLkDD2a2C9AGNtijjI2G9IGLvOkZyRYOw5Aqw5Q7nu0p7mcwV0Fydh7LfAegHG2hR3kLHfkTD2e0dyRoKxZQRYc6Zy3ed5ms8X0H0WCWPXA+sFGGtzloOM/YGEsRscyRkJxpYVYM05ynWX8zRfIKC7NAljfwTWCzDWprSDjN1IwtifHMkZCcaWF2DNecp1V/A0VxTQfT4JY38G1gsw1uZ8Bxm7iYSxmx3JGQnGXijAmguU677I03yxgO7yJIz9BVgvwFib8g4ydgsJY391JGckGFtJgDUXKtdd2dMcE9B9EQljtwLrBRhrc5GDjN1GwtjtjuUMev12ANeP4fdba665neCak/BlI+BPlZX7chVP8yUCumMkjPgNmJfAWBuW9dsFXL8RQMaOdJCxuwkYW1WANZcoZ2w1T/OlArqrkjBiDzAvgbE2LOv3O3D9XgEydoqDjN1LwNjqAqz5I52jVvYB4/MRsFYWOVgrf5I8Z/kLeJ01gDlTmyRnUoHn+hsWC1PD5klqyn8faOb+DWRj/PXuTz/+z9kDsUuJq4OcAppSAj8nuI7pJ/g71cZog7Q/HX/ef4DAlNL9Tzo8RrFsKccT0B7ZwddtjWh4OvZ8LwPPN9k71yvA81mz/EsgTiknOJI8txE8d9bPiAfdv/66HIhbn9z+n2kpx6GY0//T1lBmbtq8LBN3rtS4P1PjzlEm7r850b+TepLz5I77u8z/Pj3uWoBrEhMAfUwU5Kn+4v6bfnwx7f+2gSwdWEjUz8wEB/oOqLryp0yZgEPrvky57kwQo3XXUK470zDQumvqfipWxb9O8y+w8ToAPFetkNYvltxhgDwz8YxI+gkEyfoB+WBqAtevDsn6AevEAHPGINcveJOUBl5D6/lTgDchr3rnmipwk3xA6OlxCuY6Q7+hOejfyByKbmg4b2gOBm5oDgnf0EwRaPQaKm9wTwajZHVfRWKQgKY0q1k+CGxwG5G8Nj8ENMaGwAbtapL8A9aJAeaMuZqsQXsNmIfTvHO9LtCgHYoatIQG7bDfmB2JGjTOBu1woEE7ItygvSbQqDRR3qCdDEbJ6r6exCAPARu0w8AGrSlJg3YEaIxNgA1aM5L8A9aJAeaMaUbWoE0H5uEb3rneFGjQjkQNWkKDdtRvzI5FDRpng3Y00KAdE27Qpgs0Ki2VN2gng1GyuluRGOQRYIN2FNigtSZp0I4BjbElsEFrQ5J/wDoxwJwxUuuHbs6OIffW5k/+XJ0yMjI6dYyZsDaWx19zLMkj/npT8x//52hjebLnzP+fBUWfNy0/MPmFdKflh8dIbG/k0wKN0C3KG8BnPM3PCui+laSByYYDqAHG2twakgEnu35IBmXPL2ciSM05HMkZCcaOF2DN7cp1P+dpfl5AdwcSxuYE1gsw1qaDg4w9jYSxuRzJGQnGviDAmk7KdU/wNL8ooDuDhLG5gfUCjLXJcJCxeUgYe3qUM2pyJi84ZyR8ZaIAX7sq95WXPM2TBHR3I/GVfMC8BMbadCPbQSLxxRLoXAe+zDsldpCk+8+u88c9w452kGDOGcoOkvT8iTtIbCBLB34m+o3uMeCOgnRgg9GTxHDyAw0HOXTey8Ghc2DOmF5khs0wNA2slVPCsAv4Rl0wMmxOwy4QMOyCIRh2/vw4wy4ANOw7SQy7INCwkUO0dzk4RAvMGXMXmWEzDNEWjAw7wbAL+UZdODJsTsMuFDDswiEYdkGgYRcCGvY9JIZdGGjYyKHKex0cqgTmjLmXzLAZhioLR4adYNhFfKMuGhk2p2EXCRh20RAMuzDQsIsADfs+EsMuCjRs5JDd/Q4O2QFzxkitH9qsiwJrrhjhkF0xoSG7M6IhO2yQzhAYsiuufMjO6i5OMmRnN8xly4/fTPWg8k1kdrAph4DugSQNTAlgAwOMtRkYkgEnu35IBpUk2Zx8piM5I8HYnAKsGaxctx1syiWgewgJY88C1gsw1maIg4w9m4SxpRzJGQnG5hZgzTDluu1g0+kCuoeTMPYcYL0AY22GO8jY0iSMPTfKGTU5U0b5kJ2dHUgT4Osjyn3FDj/mE9A9isRXzgPmJTDWZhTZjgKGITvgy7xTYkfB+f6z67LRjgLOHQXnB3YUlA1hRwHgjWTWjoLzgQ3GYySGU1bpkN0YB4fsgDljxpAZNsOQXdnIsBMMu5xv1BdEhs1p2OUChn1BCIZdFmjY5YCG/QSJYV+gdMhunINDdsCcMePIDJthyO6CyLATDLu8b9QVIsPmNOzyAcOuEIJhXwA07PJAw36axLArKB2ye8bBITtgzphnyAybYciuQmTYCYZd0TfqCyPD5jTsigHDvjAEw64ANOyKQMN+jsSwL1Q6ZPe8g0N2wJwxUuuHNusLgTV3EeGQ3UVCQ3YXR0N22CBdLDBkV0n5kJ3VXYlkyM5umCshsJnqReWbyOxg05kCuieSNDCVgQ0MMNZmYkgGnOz6IRkUI9mcbBzJGQnGniXAmpeV67aDTaUEdE8mYWwVYL0AY20mO8jYS0gYW9WRnJFg7DkCrHlVuW472HSugO6pJIytBqwXYKzNVAcZeykJY6tHOaMmZy5TPmRX1P/CJDRfX1fuK3b48TwB3dNJfKUGMC+BsTbTyXYUMAzZAV/mnRI7Cmr6z65rRTsKOHcU1AzsKKgVwo4CwBvJrB0FNYENxlskhlNL6ZDdDAeH7IA5Y2aQGTbDkF2tyLATDLu2b9R1IsPmNOzaAcOuE4Jh1wIadm2gYb9DYth1lA7ZzXJwyA6YM2YWmWEzDNnViQw7wbDr+kZdLzJsTsOuGzDseiEYdh2gYdcFGvZ7JIZdT+mQ3RwHh+yAOWPmkBk2w5BdvciwEwz7ct+o60eGzWnYlwcMu34Ihl0PaNiXAw37AxLDrq90yG6eg0N2wJwxUuuHNuv6wJprQDhk10BoyO6KaMgOG6QrBIbsrlQ+ZGd1X0kyZGc3zFUW2Ez1ofJNZHawyQjoXkjSwDQENjDAWJuFIRlwsuuHZNBVJJuTGzmSMxKMrSLAmo+V67aDTVUFdC8mYezVwHoBxtosdpCx15Aw9lpHckaCsdUEWPOpct12sKm6gO6lJIxtDKwXYKzNUgcZex0JY5tEOaMmZ65XPmR3of+FSWi+fq7cV+zwYw0B3ctJfKUpMC+BsTbLleeNZUNDgbz5Urlu+wynkYDulST10gxYL8BYm5UknvpPOu5cN5D0Yc2B13kLMGduJWDs1QKsWaNct32Gc62A7rUkjL0RWC/AWJu1DjK2BQljWwKv83ZgznQgYGxjAdZ8o1y3fYbTRED3OhLGtgLWCzDWZp2DjG1Nwtg2wOvsBMyZDOWsqe/vk0Kz5nvluu0zz6YCuteTMLYtsF6AsTbrHWRsOxLG3gS8zq7AnOlGUnM3C32HTyy5A/ndODQ1dwtJzd3qWM6g16+90NdwxJI7kF9vQVNzt5HU3O2O5Qx6/ToITdLHkjuQE+o0NXcHSc11dCxn0OvXSWgYNpbcgRwypam5DJKa6+xIzqCfHdlv6XgrHf/s6Eflumd4mt8W0L2RhLFdgPUCjLXZ6CBju5IwtpsjOSPB2JkCrNmkXPc7nuZZAro3kzC2O7BegLE2mx1kbA8SxvZ0JGckGPuuAGt+Va57tqf5PQHdW0kY2wtYL8BYm60OMrY3CWP7OJIzEoydI8CaHcp1v+9pniugeycJY+8E1gsw1mang4y9i4SxdzuSMxKM/UCANbuV657naZ4voHsPCWP7AusFGGuzx0HG3kPC2HsdyRkJxi4QYM0fynV/6GleKKB7Hwlj+wHrBRhrs89BxvYnYex9juSMBGM/EmDN38p1L/I0fyygez8JY+8H1gsw1ma/g4x9gISxAxzJGQnGLhZgzQHluj/xNC8R0H2QhLEPAusFGGtz0EHGDiRh7EOO5IwEYz8VYM0R5bqXepo/E9B9lISxg4D1Aoy1OeogYweTMHaIIzkjwdhlAqxJrahb9+ee5uUCutMqcjD2YWC9AGNtpNZPM2OHkjB2mCM5I8HYLwRYk0O57hWe5i8FdOckYexwYL0AY21yOsjYESSMHelIzkgwdqUAa3Ir173K07xaQHceEsY+AqwXYKxNHgcZO4qEsY86kjMSjF0jwJp8ynWv9TR/JaA7nYSxo4H1Aoy1SXeQsY+RMHaMIzkjwdivBVhTULnubzzN6wR0FyJh7OPAegHG2hRykLFjSRj7hCM5I8HYbwVYU1S57u88zd8L6C5GwthxwHoBxtoUc5CxT5Iw9ilHckaCsesFWFNCue4fPM0bBHSXJGHs08B6AcbalHSQsc+QMPZZR3JGgrE/CrDmbOW6N3qafxLQXYqEseOB9QKMtSnlIGOfI2Hs847kjARjfxZgzbnKdW/yNG8W0F2GhLEvAOsFGGtTxkHGTiBh7IuO5IwEY38RYE1Z5bq3eJp/FdBdjoSxE4H1Aoy1KecgY18iYewkR3JGgrFbBVhTQbnubZ7m7QK6K5Iw9mVgvQBjbSo6yNjJJIx9xZGckWDsDgHWXKxc905P828CuiuRMHYKsF6AsTaVHGTsqySMnepYzqDX7zXg+nUFft9DNwe/I2QauOYkfHmXgD8Z5b6829O8R0B3FRJGvA7MS2CsDcv6TQeu3zAgY4c7yNg3CBj7uwBrqiln7F5P8x8Cui8lYcSbwLwExtqwrN9bwPV7GcjYyQ4ydgYBY/cJsObt/By1MhMYnw+BtbLQwVp5h+Q5yyzgdVYH5kxNkpxJBZ7rXVgszO02T1JT/vtAM/ddIBvjr3d2/uP/nD0Qu5S4OsgpoCkl8HOC65h+gr9TbYw2SHZB0ed9Lz8u+aV0v5cfHqNYtpTjCWiP7ODrtkZUPz/2fDcDz3eLd65bgeezZjlLIE4pJziSPLcRPHfWz4gH3Rx/Xd6PW5/c/p9pKcehmNP/09ZQZm7avCwTd67UuD9T485RJu6/OdG/k3qS8+SO+7vM/z497lqAaxITAH1MFOSp/uLOyX98Me3/toEsHVhI1M/MBAf6DqiG8qdMmYBD666pXHcmiNG6aynXnWkYaN21dT8Vq+Jfp5kDbLzeB56rTkjrF0vuMECemXhGJLt+dUnWD8gHUxu4fvVI1g9YJwaYMwa5fsGbpDTwGlrPbw+8CbnNO9ftAjfJ7ws9PU7BXGfoNzRz/RuZD6IbGs4bmrmBG5oPhG9o2gs0eo2UN7gng1Gyuq8mMUhAU5rVLM8FNrjXkLw2/wBojI2ADdq1JPkHrBMDzBlzLVmD1gGYh3d45+oo0KB9EDVoCQ3aPL8xmx81aJwN2rxAgzZfuEHrINCoNFXeoJ0MRsnqbkZikB8AG7R5wAbtBpIGbT7QGJsCG7TmJPkHrBMDzBnTnKxB6wTMwwzvXJ0FGrT5UYOW0KAt8BuzD6MGjbNBWxBo0D4UbtA6CTQqrZU3aCeDUbK625AY5Hxgg7YA2KC1JWnQPgQaY2tgg9aOJP+AdWKAOWOk1g/dnH0IrLmFgHN1ysjI6NQxZsLaWL5QaGP5R9HGcmyQPhLo+Bcp31hudS8S2rAs0QA2E2iE2itvAG/wNDcX0H0bSQPzMbCBAcba3BaSASe7fkgGLSaZBvzEkZyRYOyNAqy5Q7nuFp7mlgK6O5Iwdgny9TawXjo6yNhPSRi71JGckWBsKwHWdFauu7WnuY2A7i4kjP0MWC/AWJsuDjJ2GQljP49yRk3OLFf+rUHWV9oK8LW7cl9p52m+SUB3DxJf+QKYl8BYmx5kO0gkvlgCnevAl3mnxA6SFf6z6y+jHSScO0hWBHaQfBm3gyS4eKifDXgjmbWjYAWwwehNYjhfAkGJHDrv4+DQOTBnTB8yw2YYmv4yMuwEw17pG/WqyLA5DXtlwLBXhWDYXwINeyXQsO8mMexVSodo+zo4RAvMGdOXzLAZhmhXRYadYNirfaNeExk2p2GvDhj2mhAMexXQsFcDDbsfiWGvUTpU2d/BoUpgzpj+ZIbNMFS5JjLsBMNe6xv1V5Fhcxr22oBhfxWCYa8BGvZaoGE/QGLYXykdshvg4JAdMGfMgJD2ucSSO8xXwJr7mnDI7muhIbtvoiE7bJC+EegA1ykfsrO615EM2dkNcx8LbKZ6SPkmMjvY9ImA7kEkDcy3wAYGGGszKCQDTnb9kAz6jmRz8veO5IwEY5cIsOZh5brtYNNSAd1DSRi7HlgvwFiboQ4y9gcSxm5wJGckGPuZAGtGKNdtB5s+F9A9koSxPwLrBRhrM9JBxm4kYexPUc6oyZmflQ/Zfeh/YRKar48q9xU7/PiFgO7RJL6yCZiXwFib0WQ7ChiG7IAv806JHQWb/WfXv0Q7Cjh3FGwO7Cj4JYQdBYA3klk7CjYDG4zHSQznF6VDdmMdHLID5owZS2bYDEN2v0SGnWDYW3yj/jUybE7D3hIw7F9DMOxfgIa9BWjYT5IY9q9Kh+yecnDIDpgz5ikyw2YYsvs1MuwEw97qG/W2yLA5DXtrwLC3hWDYvwINeyvQsJ8lMextSofsxjs4ZAfMGTOezLAZhuy2RYadYNjbfaPeERk2p2FvDxj2jhAMexvQsLcDDfsFEsPeoXTIboKDQ3bAnDETQtrnEkvuMDuANbeTcMhup9CQ3W/RkB02SL8JdIC7lA/ZWd27SIbs7Ia5bwU2U72kfBOZHWz6XkD3JJIGZjewgQHG2kwKyYCTXT8kg/aQbE7+3ZGckWDsegHWvKJctx1s2iCgewoJY/cC6wUYazPFQcb+QcLYfY7kjARjfxRgzWvKddvBpp8EdE8jYeyfwHoBxtpMc5Cxf5Ew9u8oZ9TkzH7lQ3Zf+V+YhObrG8p9xQ4/bhLQ/SaJr/wDzEtgrM2bZDsKGIbsgC/zTokdBf/6z64PRDsKOHcU/BvYUXAghB0FgDeSWTsK/gU2GG+TGM4BpUN2Mx0csgPmjJlJZtgMQ3YHIsNOMOyDvlEfigyb07APBgz7UAiGfQBo2AeBhv0uiWEfUjpkN9vBITtgzpjZZIbNMGR3KDLsBMM+7Bv1kciwOQ37cMCwj4Rg2IeAhn0YaNjvkxj2EaVDdnMdHLID5oyZS2bYDEN2RyLDTjDso75RH4sMm9OwjwYM+1gIhn0EaNhHgYY9n8Swjykdslvg4JAdMGfMgpD2ucSSO8wx5JxRgeTPFfaQXfw1x5I84q83tcDxf46G7JI9Z4H/LCj6vGkFgMkvpDutADxGItdqN8ztFthM9ZHyTWR2sOl3Ad2LSBqYbDiAGmCszaKQDDjZ9UMyKHsBORNBas7hSM5IMHavAGs+Ua7bDjbtE9C9hISxOYH1Aoy1WeIgY08jYWwuR3JGgrF/CrDmM+W67WDT3wK6l5EwNjewXoCxNsscZGweEsaeHuWMmpzJC84ZiQGcXQJ8/UK5r9jhx38EdK8g8ZV8wLwExtqsUJ43lg3ZCuDzZpVy3fYZTg4B3atJ6iUdWC/AWJvVJJ76HvCFXn6SPqwA8DrbA3PmNgLG5hRgzVfKddtnOLkEdH9NwtiCwHoBxtp87SBjC5EwtjDwOu8A5kxHAsbmFmDNt8p122c4pwvo/o6EsUWA9QKMtfnOQcYWJWFsMeB1dgbmTBflrLGbGNMEWPODct32mWc+Ad0bSBh7BrBegLE2GxxkbHESxpYAXmd3YM70IKm5ksD1qwlcv1oO1tyZJDV3lmM5g16/s4Hr1wi4flc7WHOlSGruHMdyBr1+pYHr1xS4fs0crLlzSWqujGM5g16/84Dr1xq4fm0crLnzSWqurCM5g352ZL+lo4vAvqyflOvu6mnuJqD7ZxLGlgPWCzDW5mcHGXsBCWPLO5IzEoztLsCaX5Tr7uFp7imgewsJYysA6wUYa7PFQcZWJGHshY7kjARjewmwZpty3b09zX0EdG8nYexFwHoBxtpsd5CxF5MwtpIjOSPB2DsFWPObct13eZrvFtC9i4SxlYH1Aoy12eUgY2MkjDWO5IwEY/sKsOZ35brv8TTfK6B7LwljqwDrBRhrs9dBxl5CwtiqjuSMBGP7CbDmT+W6+3ua7xPQ/RcJY6sB6wUYa/OXg4y9lISx1R3JGQnG3i/Amn+U637A0zxAQPe/JIy9DFgvwFibfx1kbA0SxtZ0JGckGPugAGsOKdc90NP8kIDuwySMrQWsF2CszWEHGVubhLF1HMkZCcYOEmDNMeW6B3uahwjoTrmQg7F1gfUCjLWRWj/NjK1HwtjLHckZCcY+LMCabMp1D/U0DxPQnZ2EsfWB9QKMtcnuIGMbkDD2CkdyRoKxwwVYc5py3SM8zSMFdOciYeyVwHoBxtrkcpCxDUkYe5UjOSPB2EcEWHO6ct2jPM2PCujOS8LYRsB6Acba5HWQsVeTMPYaR3JGgrGjBViTX7nuxzzNYwR0FyBh7LXAegHG2hRwkLGNSRh7nSM5I8HYxwVYU1i57rGe5icEdBchYWwTYL0AY22KOMjY60kY29SRnJFg7DgB1pyhXPeTnuanBHQXJ2FsM2C9AGNtijvI2BtIGNvckZyRYOzTAqw5U7nuZzzNzwroPouEsTcC6wUYa3OWg4xtQcLYlo7kjARjxwuw5hzlup/zND8voLs0CWNbAesFGGtT2kHGtiZhbBtHckaCsS8IsOY85boneJpfFNB9Pglj2wLrBRhrc76DjG1HwtibHMkZCcZOFGDNBcp1v+RpniSguzwJY28G1gsw1qa8g4y9hYSxtzqSMxKMfVmANRcq1z3Z0/yKgO6LSBjbHlgvwFibixxk7G0kjL3dkZyRYOwUAdZUVq77VU/zVAHdMRLGdgDWCzDWJuYgY+8gYWxHR3JGgrGvCbDmEuW6p3maXxfQXZWEsZ2A9QKMtanqIGMzSBjb2bGcQa9fF+D6dQd+p04PB7/rriu45iR8ebqAP1VX7stveJrfFNB9GQkjugHzEhhrw7J+3YHrNwLI2JEOMrYHAWPfEmBNLeWMneFpfltAd20SRvQE5iUw1oZl/XoB1+8VIGOnOMjY3gSMnSnAmj4FOGrlTmB8PgLWyiIHa+UukucsdwOvswYwZ2qT5Ewq8Fx9YbEwHWyepKb894Fmbl8gG+Ov954Cx/85eyB2KXF1kFNAU0rg5wTXMf0Ef6faGG2Q7IKiz3tvAVzyS+m+twA8RrFsKccT0B7ZwddtjehYfuz5SiIH9bxznQU8nzXLuwXilHKCI8lzG8FzZ/2MeND189elf9z65Pb/TEs5DsWc/p+2hjJz0+Zlmbhzpcb9mRp3jjJx/82J/p3Uk5wnd9zfZf736XHXAlyTmADoY6IgT/UXt1+B44tp/7cNZOnAQqJ+ZiY40HdA9ZQ/ZcoEHFr35cp1Z4IYrbu+ct2ZhoHW3UD3U7Eq/nWafsDGqz/wXFeEtH6x5A4D5JmJZ0TS3zpPsn5APpgGwPVrSLJ+wDoxwJwxyPUL3iSlgdfQev7ZwJuQUt65zhG4Se4v9PQ4BXOdod/Q3OffyNwf3dBw3tDcF7ihuV/4huZsgUavifIG92QwSvrrUUkMEtCUZjXL9wEb3KYkr83vBxpjE2CD1owk/4B1YoA5Y5qRNWilgXl4rneuMgIN2v1Rg5bQoD3gN2YDogaNs0F7INCgDRBu0EoLNCotlTdoJ4NR0t8PSGKQ9wMbtAeADVprkgZtANAYWwIbtDYk+QesEwPMGdOGrEE7D5iH53vnKivQoA2IGrSEBu1BvzEbGDVonA3ag4EGbaBwg3aeQKNyi/IG7WQwSvpLzEgMcgCwQXsQ2KC1J2nQBgKN8RZgg3YbSf4B68QAc8ZIrR+6ORsIrLmHAOfqlJGR0aljzIS1sfwhoY3lg6KN5dggDRLo+Acr31hudQ8W2rAs0QCmCzRCnZQ3gPk9zQUEdGeQNDBDgA0MMNYmIyQDTnb9kAx6mGQacKgjOSPB2IICrOmqXHchT3NhAd3dSBg7DFgvwFibbg4ydjgJY0c4kjMSjC0iwJqeynUX9TQXE9Ddi4SxI4H1Aoy16eUgYx8hYeyoKGfU5Myj4JyR8JUzBPh6p3JfKe5pLiGg+y4SXxkNzEtgrM1dZDtIJL5YAp3rwJd5p8QOksf8Z9djChz/u2gHCeacoewgeSywg2RM3A6S4OKhfjbgjWTWjoLHgA3GPSSGMwYISuTQ+b0ODp0Dc8bcS2bYDEPTYyLDTjDsx32jHhsZNqdhPx4w7LEhGPYYoGE/DjTs+0gMe6zSIdr7HRyiBeaMuZ/MsBmGaMdGhp1g2E/4Rj0uMmxOw34iYNjjQjDssUDDfgJo2A+SGPY4pUOVAx0cqgTmjBlIZtgMQ5XjIsNOMOwnfaN+KjJsTsN+MmDYT4Vg2OOAhv0k0LAHkxj2U0qH7IY4OGQHzBkzJKR9LrHkDvMUsOaeJhyye1poyO6ZaMgOG6RnBDrAZ5UP2Vndz5IM2dkNc0MENlMNU76JzA42DRXQPZykgRkPbGCAsTbDQzLgZNcPyaDnSDYnP+9IzkgwdpgAax5RrtsONo0Q0D2KhLEvAOsFGGszykHGTiBh7IuO5IwEY0cKsOYx5brtYNMoAd1jSBg7EVgvwFibMQ4y9iUSxk6KckZNzrysfMjOzg4MFuDrE8p9xQ4/jhbQPY7EVyYD8xIYazOObEcBw5Ad8GXeKbGj4BX/2fWUAsf/LtpRgDlnKDsKXgnsKJgSwo4CwBvJrB0FryDfbpIYzhSlQ3bPODhkB8wZ8wyZYTMM2U2JDDvBsF/1jXpqZNichv1qwLCnhmDYU4CG/SrybSiJYU9VOmT3vINDdsCcMc+TGTbDkN3UyLATDPs136inRYbNadivBQx7WgiGPRVo2K8BDftFEsOepnTIbqKDQ3bAnDETyQybYchuWmTYCYb9um/U0yPD5jTs1wOGPT0Ew54GNOzXke/cSQx7utIhu8kODtkBc8ZMDmmfSyy5w0wH1twbhEN2bwgN2b0ZDdlhg/SmQAf4lvIhO6v7LZIhO7thbrzAZqpXlW8is4NNzwvonkrSwMwANjDAWJupIRlwsuuHZNDbJJuTZzqSMxKMfUGANa8r120Hm14U0D2dhLHvAOsFGGsz3UHGziJh7LuO5IwEYycKsOYt5brtYNMkAd0zSBg7G1gvwFibGQ4y9j0Sxs6JckZNzryvfMjOzg48K8DXd5T7ih1+nCygexaJr8wF5iUw1mYW2Y4ChiE74Mu8U2JHwQf+s+t5BY7/XbSjAHPOUHYUfBDYUTAvhB0FgDeSWTsKPkA2pSSGM0/pkN0cB4fsgDlj5pAZNsOQ3bzIsBMMe75v1Asiw+Y07PkBw14QgmHPAxr2fKBhf0Bi2AuUDtnNc3DIDpgzZh6ZYTMM2S2IDDvBsD/0jXphZNichv1hwLAXhmDYC4CG/SHQsD8kMeyFSofsFjo4ZAfMGbOQzLAZhuwWRoadYNgf+Ua9KDJsTsP+KGDYi0Iw7IVAw/4IaNgfkxj2IqVDdosdHLID5oxZHNI+l1hyh1mErDnCIbuPhYbsFkdDdtggLRboAD9RPmRndX9CMmRnN8zNENhM9anyTWR2sGmmgO6lJA3MEmADA4y1WRqSASe7fkgGfUqyOXmpIzkjwdh3BFjzuXLddrDpXQHdy0kY+xmwXoCxNssdZOwyEsZ+7kjOSDB2tgBrvlSu2w42zRHQvZKEscuB9QKMtVnpIGO/IGHsiihn1OTMl8qH7OzswFsCfF2j3Ffs8ONcAd1rSXxlJTAvgbE2a5XnjWXDEoG8+Ua5bvsMZ6mA7nUk9bIKWC/AWJt1JJ56L9BTV5P0YWuA19kJmDMZBIz9TIA13yvXbZ/hfC6gez0JY9cC6wUYa7PeQcZ+RcLYr4HX2RWYM90IGLtcgDU/Ktdtn+GsENC9kYSx3wDrBRhrs9FBxq4jYey3wOvsCcyZXspZs8jfJ4VmzSbluu0zz5UCujeTMPY7YL0AY202O8jY70kYux54nXcCc+Yukpr7Abh+lwPXr76DNbeBpOZ+dCxn0Ou3Ebh+TYDrd72DNfcTSc397FjOoNdvE3D9WgLXr5WDNbeZpOZ+cSxn0Ou3Bbh+twDX71YHa+5Xkprb6kjOwPf75k9JKSfw7OhX5bov8DSXF9C9lYSx24D1Aoy12eogY7eTMHaHIzkjwdgKAqzZoVx3RU/zhQK6d5IwdiewXoCxNjsdZOxvJIzd5UjOSDD2IgHW7Fau+2JPcyUB3XtIGLsbWC/AWJs9DjJ2Dwljf3ckZyQYW1mANX8o1x3zNBsB3ftIGLsXWC/AWJt9DjL2DxLG7nMkZyQYW0WANX8r132Jp7mqgO79JIz9E1gvwFib/Q4y9i8Sxv7tSM5IMLaaAGsOKNd9qae5uoDugySM3Q+sF2CszUEHGfsPCWP/dSRnJBh7mQBrjijXXcPTXFNA91ESxh4A1gsw1uaog4w9SMLYQ47kjARjawmwJvUi3bpre5rrCOhOu4iDsYeB9QKMtZFaP82MPULC2KOO5IwEY+sKsCaHct31bL4I6M5JwthjwHoBxtrkdJCxKQU5GJta0I2ckWBsfQHW5Fauu4Gn+QoB3XlIGJsGrBdgrE0eBxmbjYSx2R3JGQnGXinAmnzKdTf0NF8loDudhLE5gPUCjLVJd5CxOUkYe5ojOSPB2EYCrCmoXPfVnuZrBHQXImFsLmC9AGNtCjnI2NwkjM3jSM5IMPZaAdYUVa67saf5OgHdxUgYezqwXoCxNsUcZGxeEsbmcyRnJBjbRIA1JZTrvt7T3FRAd0kSxqYD6wUYa1PSQcbmJ2FsAUdyRoKxzQRYc7Zy3Td4mpsL6C5FwtiCwHoBxtqUcpCxhUgYW9iRnJFg7I0CrDlXue4WnuaWArrLkDC2CLBegLE2ZRxkbFESxhZzJGckGNtKgDVlletu7WluI6C7HAljzwDWCzDWppyDjC1OwtgSjuSMBGPbCrCmgnLd7TzNNwnorkjC2JLAegHG2lR0kLFnkjD2LEdyRoKxNwuw5mLlum/xNN8qoLsSCWPPBtYLMNamkoOMLUXC2HMcyRkJxrYXYI1Rrvs2T/PtArqrkDC2NLBegLE2VRxk7LkkjC3jSM5IMLaDAGuqKdd9h6e5o4DuS0kYex6wXoCxNpc6yNjzSRhb1pGckWBsJwHW1FCuO8PT3FlAd00SxpYD1gsw1qamg4y9gISx5R3JGQnGdhFgTR3lurt6mrsJ6K5LwtgKwHoBxtrUdZCxFUkYe6FjOYNev4uA63cn8Pt373LwO5svBtechC93F/Cn+sp9uYenuaeA7gYkjKgEzEtgrA3L+lUGrt9jQMaOcZCxMQLG9hJgTUPljO3tae4joPsqEkYYYF4CY21Y1q8KcP1eBzJ2uoOMvYSAsXcKsKZqQY5aqQaMz6fAWlnqYK1cSvKcpTrwOusBc6YBSc6kAs91GSwW5g6bJ6kp/32gmXsZkI3x11uj4PF/zh6IXUpcHeQU0JQS+DnBdUw/wd+pNkYbJLug6PPWLIhLfindNQvCYxTLlnI8Ae2RHXzd1ogWFcCe7wfg+TZ45/oReD5rltUF4pRygiPJcxvBc2f9jHjQ1fLXpXbc+uT2/0xLOQ7FnP6ftoYyc9PmZZm4c6XG/Zkad44ycf/Nif6d1JOcJ3fc32X+9+lx1wJck5gA6GOiIE/1F7dWweOLaf+3DWTpwEKifmYmONB3QNcof8qUCTi07muV684EMVp3Y+W6Mw0Drfs63U/FqvjXaWoBG6/awHM1CWn9YskdBsgzE8+IZNfvepL1A/LBXAdcv6Yk6wesEwPMGYNcv+BNUhp4Da3nbwTehPzknevnAgK/2Vjo6XEK5jpDv6Gp49/I1I1uaDhvaOoEbmjqCt/QbBRocFsrb3BPBqNkdbchMUhAU5rVLNcBNrhtSV6b1wW+1mkNbNDakeQfsE4MMGdMO7IGbROwQdvsnesXgQatbtSgJTRo9fzG7PKoQeNs0OoFGrTLhRu0TQKNSnvlDdrJYJSs7ttIDLIusEGrB2zQbidp0C4HNmjtgQ1aB5L8A9aJAeaM6UDWoG0BNmi/eufaKtCgXR41aAkNWn2/MWsQNWicDVr9QIPWQLhB2yLQqHRW3qCdDEbJ6u5CYpCXAxu0+sAGrStJg9YA2KB1BjZo3UjyD1gnBpgzRmr90M1ZA2DNXQE4V6eMjIxOHWMmrI3lVwhtLL8y2liODdKVAhvLGyrfWG51NxTasCzRAK4SaIR6K28AV3ua1wjo7kPSwFwFbGCAsTZ9QjLgpCfrgQxqRDINeLUjOSPB2LUCrLlbue6vPM1fC+juS8LYa4D1Aoy16esgY68lYWxjR3JGgrHfCLCmn3Ld6zzN3wro7k/C2OuA9QKMtenvIGObkDD2+ihn1ORMU+XfGmR95TsBvj6g3Fe+9zSvF9A9gMRXmgHzEhhrM4BsB4nEF0ugcx34Mu+U2EFyg//sunm0g4RzB8kNgR0kzeN2kAQXD/WzAW8ks3YU3ABsMB4iMZzmQMNBDp0PcnDoHJgzZhCZYTMMTTePDDvBsG/0jbpFZNichn1jwLBbhGDYzYGGfSPQsB8mMewWSodohzo4RAvMGTOUzLAZhmhbRIadYNgtfaNuFRk2p2G3DBh2qxAMuwXQsFsCDXsEiWG3UjpUOdLBoUpgzpiRZIbNMFTZKjLsBMNu7Rt1m8iwOQ27dcCw24Rg2K2Aht0aaNiPkhh2G6VDdqMdHLID5owZHdI+l1hyh2mD/Go4wiG7tkJDdu2iITtskNoVxJ/3JuVDdlb3TSRDdnbD3FUCX0j/uPJNZHaw6WoB3WNJGpibgQ0MMNZmbEgGnOz6IRl0C8nm5FsdyRkJxl4jwJonleu2g02NBXQ/RcLY9sB6AcbaPOUgY28jYeztjuSMBGOvE2DNs8p128Gm6wV0jydhbAdgvQBjbcY7yNg7SBjbMcoZNTnTSfmQXQP/C5PQfH1Bua/Y4cdmAronkPhKBjAvgbE2E8h2FDAM2QFf5p0SOwo6+8+uu0Q7Cjh3FHQO7CjoEsKOAsAbyawdBZ2BDcZLJIbTRemQ3SQHh+yAOWMmkRk2w5Bdl8iwEwy7q2/U3SLD5jTsrgHD7haCYXcBGnZXoGG/QmLY3ZQO2U1xcMgOmDNmCplhMwzZdYsMO8Gwu/tG3SMybE7D7h4w7B4hGHY3oGF3Bxr2aySG3UPpkN00B4fsgDljppEZNsOQXY/IsBMMu6dv1L0iw+Y07J4Bw+4VgmH3ABp2T6Bhv0Fi2L2UDtm96eCQHTBnzJsh7XOJJXeYXsCa6004ZNdbaMiuTzRkhw1SH4EhuzuVD9lZ3XeSDNnZDXM3C2ymelv5JjI72HSrgO6ZJA3MXcAGBhhrMzMkA052/ZAMuptkc3JfR3JGgrHtBVjzrnLddrDpdgHds0kYew+wXoCxNrMdZOy9JIzt50jOSDC2gwBr3leu2w42dRTQPZeEsf2B9QKMtZnrIGPvI2Hs/VHOqMmZB5QP2bXxvzAJzdf5yn3FDj9mCOheQOIrA4B5CYy1WUC2o4BhyA74Mu+U2FHwoP/semC0o4BzR8GDgR0FA0PYUQB4I5m1o+BBYIPxEYnhDFQ6ZLfIwSE7YM6YRWSGzTBkNzAy7ATDfsg36kGRYXMa9kMBwx4UgmEPBBr2Q0DD/oTEsAcpHbJb4uCQHTBnzBIyw2YYshsUGXaCYQ/2jXpIZNichj04YNhDQjDsQUDDHgw07M9IDHuI0iG7ZQ4O2QFzxiwjM2yGIbshkWEnGPbDvlEPjQyb07AfDhj20BAMewjQsB8GGvYXJIY9VOmQ3QoHh+yAOWNWhLTPJZbcYYYCa24Y4ZDdMKEhu+HRkB02SMMFhuxGKB+ys7pHkAzZ2Q1zdwlsplqlfBOZHWzqK6B7NUkDMxLYwABjbVaHZMDJrh+SQY+QbE4e5UjOSDD2HgHWfKVctx1s6ieg+2sSxj4KrBdgrM3XDjJ2NAljH3MkZyQY21+ANd8q120Hm+4X0P0dCWPHAOsFGGvznYOMfZyEsWOjnFGTM08oH7Lr5X9hEpqvPyj3FTv8OEBA9wYSXxkHzEtgrM0G5Xlj2TBSIG9+Uq7bPsMZJaD7Z5J6eRJYL8BYm59JPLUm0FOfIunDngZeZ29gzvQhYOyjAqz5Rblu+wznMQHdW0gY+wywXoCxNlscZOyzJIwdD7zOu4E505eAsWMEWLNNuW77DGesgO7tJIx9DlgvwFib7Q4y9nkSxr4AvM5+wJzpr5w1Q/19UmjW/KZct33mOU5A9y4Sxk4A1gsw1maXg4x9kYSxE4HX+QAwZwaQ1NxLQt/hE0vuQH43Dk3NTSKpuZcdyxn0+k0W+hqOWHIH8ustaGruFZKam+JYzqDX71WhSfpYcgdyQp2m5qaS1NxrjuUMev2mCQ3DxpI7kEOmNDX3OknNTXckZ+AzFQVSUrYVwD87+l257u2e5h0CuveSMPYNYL0AY232OsjYN0kY+5YjOSPB2J0CrPlTue7fPM27BHT/RcLYGcB6Acba/OUgY98mYexMR3JGgrG7BVjzj3LdezzNvwvo/peEse8A6wUYa/Ovg4ydRcLYdx3JGQnG7hVgzSHluv/wNO8T0H2YhLGzgfUCjLU57CBj3yNh7BxHckaCsX8KsOaYct1/eZr/FtCdcjEHY98H1gsw1kZq/TQzdi4JYz9wJGckGLtfgDXZlOv+x9P8r4Du7CSMnQesF2CsTXYHGTufhLELHMkZCcYeEGDNacp1H/Q0HxLQnYuEsR8C6wUYa5PLQcYuJGHsR47kjARjDwuw5nTluo94mo8K6M5LwthFwHoBxtrkdZCxH5MwdrEjOSPB2GMCrMmvXHeKnScXmCkvQMLYT4D1Aoy1KeAgY5eQMPZTR3JGgrFpAqwprFx3Nk9zdgHdRUgYuxRYL8BYmyIOMvYzEsYucyRnJBibQ4A1ZyjXndPTfJqA7uIkjP0cWC/AWJviDjJ2OQljv3AkZyQYm0uANWcq153b05xHQPdZJIxdAawXYKzNWQ4y9ksSxq50JGckGHu6AGvOUa47r6c5n4Du0iSMXQWsF2CsTWkHGbuahLFrHMkZCcamC7DmPOW683uaCwjoPp+EsWuB9QKMtTnfQcZ+RcLYrx3JGQnGFhRgzQXKdRfyNBcW0F2ehLHfAOsFGGtT3kHGriNh7LeO5IwEY4sIsOZC5bqLepqLCei+iISx3wHrBRhrc5GDjP2ehLHrHckZCcaeIcCaysp1F/c0lxDQHSNh7A/AegHG2sQcZOwGEsb+6EjOSDC2pABrLlGu+0xP81kCuquSMHYjsF6AsTZVHWTsTySM/dmRnJFg7NkCrKmuXHcpT/M5ArovI2HsJmC9AGNtLnOQsZtJGPuLIzkjwdjSAqyppVz3uZ7mMgK6a5MwdguwXoCxNrUdZOyvJIzd6kjOSDD2PAHW1FOu+3xPc1kB3ZeTMHYbsF6AsTaXO8jY7SSM3eFIzkgwtpwAa65QrvsCT3N5Ad1XkjB2J7BegLE2VzrI2N9IGLvLkZyRYGwFAdY0Uq67oqf5QgHdV5MwdjewXoCxNlc7yNg9JIz93ZGckWDsRQKsaaxc98We5koCuq8jYexeYL0AY22uc5Cxf5Awdp9jOYNevz+B6/cA8Hf1DHDwd+j9Ba45CV+uLOBPTZX7cszTbAR0NyNhxN/AvATG2rCs337g+j0LZOx4Bxn7DwFjqwiw5kbljL3E01xVQHcLEkb8C8xLYKwNy/odAK7fu0DGznaQsQcJGFtNgDWHCnLUymFgfFYBa2W1g7VyhOQ5y1HgdV4DzJnrSHImFXiuY7BYmI42T1JT/vtAM/cYkI0J11vo+D9mD8TOHpl1kFNAU0rg5wTXMf0Ef6faGG2Q7IKiz5taCJf8UrpTC8FjFMuWcjwB7ZEdfN3WiIYWxJ7vJeD5Jnnnehl4PmuW1ojQcUo5wZHkuY3gubN+Rjzo0vz8zRaXx7kz/7+U41DM6f9paygzN21elok7V2rcn6lx5ygT99+c6N9JPcl5csf9XeZ/nx53LcA1iQmAPiYK8lR/cdMKHV9M+79tIEsHFhL1MzPBgb4Daq38KVMm4NC62yjXnQlitO622n8jr28YaN3tdD8Vq+Jfp0kDNl7ZgOe6KaT1iyV3GCDPTDwjkl2/m0nWD8gH0w64freQrB+wTgwwZwxy/YI3SWngNbSePxl4E/KKd64pBQV+62ah6IYm/oYmu38jkyO6oeG8ockeuKHJIXxDM1mg0eukvME9GYyS1Z1BYpCApjSrWc4ObHA7k7w2z4EzHdMJ2KB1Ick/YJ0YYM6YLmQN2qvABm2qd67XBBq0HFGDltCg5fQbs9OiBo2zQcsZaNBOE27QXhVoVHoqb9BOBqNkdfciMcgcwAYtJ7BB603SoJ0GbNB6Ahu0PiT5B6wTA8wZ04esQZsGbNBe9841XaBBOy1q0BIatFx+Y5Y7atA4G7RcgQYtt3CDNk2gUblHeYN2Mhglq/teEoM8Ddig5QI2aP1IGrTcwAbtHmCD1p8k/4B1YoA5Y6TWD92c5QbWXB7AuTplZGR06ug9mU8JZ2N5HmDTF3+9p0cby7FBOl1gY3le5RvLre68AhvLJa7VNoBPCjRCDypvAJ/yND8toHsgSQOTD9jAAGNtBoZkwMmuH5JB6YXkTASpOb8jOSPB2GcEWDNYue5nPc3jBXQPIWFsAWC9AGNthjjI2IIkjC3kSM5IMPY5AdYMU677eU/zCwK6h5MwtjCwXoCxNsMdZGwREsYWjXJGTc4UA+eMhK9MEODrI8p95UVP80QB3aNIfOUMYF4CY21Gke0gkfhiCXSu5452kCTsICnuP7suEe0g4dxBUjywg6RE3A6S4OKhfnZu4I6C4sAG4zESwykBNBzk0PkYB4fOgTljxpAZNsPQdInIsBMMu6Rv1GdGhs1p2CUDhn1mCIZdAmjYJYGG/QSJYZ+pdIh2nINDtMCcMePIDJthiPbMyLATDPss36jPjgyb07DPChj22SEY9plAwz4LaNhPkxj22UqHKp9xcKgSmDPmGTLDZhiqPDsy7ATDLuUb9TmRYXMadqmAYZ8TgmGfDTTsUkDDfo7EsM9ROmT3vINDdsCcMc+HtM8lltxhzgHWXGnCIbvSQkN250ZDdtggnSswZFdG+ZCd1V2GZMjObpjLVwi/mepF5ZvI7GBTfgHdE0kamPOADQww1mZiSAac7PohGXQ+yebkso7kjARjCwiw5mXluu1gUyEB3ZNJGFsOWC/AWJvJDjL2AhLGlnckZyQYW1iANa8q120Hm4oK6J5KwtgKwHoBxtpMdZCxFUkYe2GUM2py5iLlQ3a5/S9MQvP1deW+YocfzxDQPZ3EVy4G5iUw1mY62Y4ChiE74Mu8U2JHQSX/2XXlaEcB546CSoEdBZVD2FEAeCOZtaOgErDBeIvEcCorHbKb4eCQHTBnzAwyw2YYsqscGXaCYcd8ozaRYXMadixg2CYEw64MNOwY0LDfITFso3TIbpaDQ3bAnDGzyAybYcjORIadYNhVfKO+JDJsTsOuEjDsS0IwbAM07CpAw36PxLAvUTpkN8fBITtgzpg5ZIbNMGR3SWTYCYZd1TfqapFhcxp21YBhVwvBsC8BGnZVoGF/QGLY1ZQO2c1zcMgOmDNmXkj7XGLJHaYasOYuJRyyu1RoyK56NGSHDVJ1gSG7y5QP2Vndl5EM2dkNc+cJbKb6UPkmMjvYVFZA90KSBqYGsIEBxtosDMmAk10/JINqkmxOruVIzkgwtpwAaz5WrtsONpUX0L2YhLG1gfUCjLVZ7CBj65Awtq4jOSPB2AoCrPlUuW472HShgO6lJIytB6wXYKzNUgcZezkJY+tHOaMmZxooH7I7x//CJDRfP1fuK3b48WIB3ctJfOUKYF4CY22WC+4oyDzQuQR8WXZKvLG/0n823DB6Y8/5xv7KwBv7hiG8sQe88ct6Y38l0MAbFuIDUsMISAlAusoHUaMISJxAuioApEYhAKkhEEhXAYHUiBBIjSIgJQDpah9E10RA4gTS1QEgXRMCkBoBgXQ1EEjXEALpmghICUC61gdR4whInEC6NgCkxiEA6RogkK4FAqmxUHGngdevMVDzdYSbXK8T2uTaJNrkig1SE4FNrtcr3+RqdV9PssnVvrCqIfAy40vlL3HsxsJaArpXkrzEaQp8iQOMtVlJ8qIXyaBmJJsDbnAkZyQYW1uANWuU67YbC+sK6F5LwtjmwHoBxtqsdZCxN5IwtoUjOSPB2HoCrPlGuW67sbC+gO51JIxtCawXYKzNOgcZ24qEsa2jnFGTM22Ub3Kt5g8so/n6vXJfsZuPrxDQvZ7EV9oC8xIYa7Need5YNjQVyJsfleu2z3BuENC9kaRe2gHrBRhrs5HEU1OBnnoTSR92M/A6HwTmzEACxjYXYM0m5brtM5wWAro3kzD2FmC9AGNtNjvI2FtJGNseeJ2DgTkzhICxLQVY86ty3fYZTmsB3VtJGHsbsF6AsTZbHWTs7SSM7QC8zmHAnBmunDWN/X1SaNbsUK7bPvNsK6B7Jwlj7wDWCzDWZqeDjO1IwthOwOt8BJgzoxzMmQySnOkMvM42wJxp62DOdCHJma7A6+wEzJkMB3OmG0nOdAdeZ09gzvRyMGd6kORMT+B13gPMmXsdzJleyveg2F8/9UZB/P3ibuX3yW96mt8S0L2H5D65NzAvgbE2exxkRB8CRswQqJU/lDPibU/zTAHd+0gYcScwL4GxNvscZMRdBIx4R6BW/lbOiFme5ncFdO8nYcTdwLwExtrsd5ARfQkYMVugVg4oZ8R7nuY5AroPkjDiHmBeAmNtDjrIiHsJGPG+QK0cUc6IuZ7mDwR0HyVhRD9gXgJjbY46yIj+BIyYJ1ArqZV0M2K+p3mBgO60ShyMuA+Yl8BYG6n108yI+wkY8aFAreRQzoiFnuaPBHTnJGHEA8C8BMba5HSQEQMIGLFIoFZyK2fEx57mxQK685Aw4kFgXgJjbfI4yIiBBIz4RKBW8ilnxBJP86cCutNJGPEQMC+BsTbpDjJiEAEjlgrUSkHljPjM07xMQHchEkYMBuYlMNamkIOMGELAiM8FaqWockYs9zR/IaC7GAkjHgbmJTDWppiDjBhKwIgVArVSQjkjvvQ0rxTQXZKEEcOAeQmMtSnpICOGEzBilUCtnK2cEas9zWsEdJciYcQIYF4CY21KOciIkQSMWCtQK+cqZ8RXnuavBXSXIWHEI8C8BMbalHGQEaMIGPGNQK2UVc6IdZ7mbwV0lyNhxKPAvATG2pRzkBGjCRjxnUCtVFDOiO89zesFdFckYcRjwLwExtpUdJARYwgY8YNArVysnBEbPM0/CuiuRMKIx4F5CYy1qeQgI8YSMGKjQK0Y5Yz4ydP8s4DuKiSMeAKYl8BYmyoOMmIcASM2CdRKNeWM2Oxp/kVA96UkjHgSmJfAWJtLHWTEUwSM2CJQKzWUM+JXT/NWAd01SRjxNDAvgbE2NR1kxDMEjNgmUCt1lDNiu6d5h4DuuiSMeBaYl8BYm7oOMmI8ASN2CtRKfeWM+M3TvEtAdwMSRjwHzEtgrE0DBxnxPAEjdgvUSkPljNjjaf5dQPdVJIx4AZiXwFibqxxkxAQCRuwVqJVrlDPiD0/zPgHd15Iw4kVgXgJjba51kBETCRjxp0CtNFHOiL88zX8L6L6ehBEvAfMSGGtzvYOMmETAiP0CtXKDckb842n+V0B3cxJGvAzMS2CsTXMHGTGZgBEHBGqlpXJGHPQ0HxLQ3YqEEa8A8xIYa9PKQUZMIWDEYYFaebWQe7GeSvK7Pl8DXmdr4Pfmt2P53nzguabBYmE62TxJTfnvA82MacDajr/e1wsd/+fsgdilxNVBTgFNKYGfE1zH9BP8nWqw2yDZBUWfdzoQmFK6pxeCxyiWLeV4Aqak/DeUY8kdxhpRYyCYM7xzdQaez5rbawLrmnKCI8lzG8FzZ/2MeDC94a/Lm3Hrk9v/My3lOMRy+n+mxuWPBV2ZuHOlxv2ZGneOMnH/zYn+ndSTnCd33N9l/vfpcdcCXJOYAJhjouBN9Rf3jULHF9P+bxvI0oGFhP1Mv9DRHXdb5XflmUBC626nXHcmONG6b9L9NKKKf53mDWDD8CbwXDeHtH6x5A4DrGsTXyvJrt8tJOsHrBMDzBmDXL9gc4pmWBev7roK3Ey8KfSUKAVznaE3km/5DeSMqJHkbCTfCjSSMwQbyZMVZbJgv4ME7IBmIKtJeQvYWHQkeU00A/h0AJgzpiORMXbz1rC7gDHOiIwxwRjf9g1xZmSMnMb4dsAYZwoa48mKMllgdiYxxhlAY3wbaIxdSIxxJtAYgTljuhAZYw9vDXsKGOPMyBgTjPEd3xBnRcbIaYzvBIxxlqAxnqwokwVmdxJjnAk0xneAxtiDxBhnAY0RmDOmR0gbC2PJHWYWMGfeBZyrU0ZGRqeOMRPWxqF3hTYOzY42DmGDNFugc3tP+cYhq/s9oQ0uEnsI2gkYeW/l79Jv8jTfLKC7D4kBzwEaMDDWpk9IBpzs+iEZ9D7Jbu+5juSMBGNvEWDN3cp13+ppbi+guy8JYz8A1gsw1qavg4ydR8LY+Y7kjARjbxNgTT/lum/3NHcQ0N2fhLELgPUCjLXp7yBjPyRh7MIoZ9TkzEfKp5qtr9whwNcHlPtKR09zJwHdA0h8ZREwL4GxNgOI3tyfbE4nltxhgC+PTok39x/7z5oXR2/uOd/cfxx4c7847s19cPFQPxvwBjHrDfbHwIbgIRKDWAw0CODgoXmIyCCkhoEWRwaRYBCf+MawJDIIToP4JGAQS0IwiMVAg/gEaBCDSQxiidKhmMFEBiE1FLMkMogEg/jUN4alkUFwGsSnAYNYGoJBLAEaxKdAg3iYxCCWKh0OeZjIIKSGQ5ZGBpFgEJ/5xrAsMghOg/gsYBDLQjCIpUCD+AxoEMNIDGKZ0iGJYSG9p4wld5hlwJz5nHBI4nOhIYnl0ZAENkjLBTqYL5QPSVjdX5AMSdgND3MEXoaPUL4JwG5MnyugeySJAa8AGjAw1mZkSAac7PohGfQlyeaylY7kjARjPxBgzaPKdduN6fMFdI8mYewqYL0AY21GO8jY1SSMXeNIzkgwdoEAax5XrttuTF8ooHssCWPXAusFGGsz1kHGfkXC2K+jnFGTM98oH5KY5X/hBZqvTyr3FTu8skhA91MkvrIOmJfAWJunBN9gZx7oXAK+7Dkl3jh/6z8b/i5648z5xvnbwBvn70J44wx445f1xvlboIF/V4gPSN9FQEoA0vc+iNZHQOIE0vcBIK0PAUjfAYH0PRBI6wmBtD4CUgKQfvBBtCECEieQfggAaUMIQFoPBNIPQCBtIATShghICUD60QfRxghInED6MQCkjSEAaQMQSD8CgbRRqLjTwOu3Eaj5J8JNrj8JbXL9Odrkig3SzwKbXDcp3+RqdW8i2eRqX1itEHiZ8azylzh2Y+FKAd3jSV7ibAa+xAHG2ownedGLZNAvJJsDtjiSMxKMXSXAmheU67YbC9cI6J5AwthfgfUCjLWZ4CBjt5IwdpsjOSPB2LUCrHlJuW67sfBrAd2TSBi7HVgvwFibSQ4ydgcJY3dGOaMmZ35Tvsl1mT+wjObrK8p9xW4+XiegewqJr+wC5iUw1mYK4SZXqZcqKZjrDP2N6W7/2fCe6I0p5xvT3YE3pntCeGMKeOOX9cZ0N9DA9xBu4dgTASkBSL/7INobAYkTSL8HgLQ3BCDtAQLpdyCQ9hICaW8EpAQg/eGDaF8EJE4g/REA0r4QgLQXCKQ/gEDaRwikfRGQEoD0pw+ivyIgcQLpzwCQ/goBSPuAQPoTCKS/SDa5/gXU/DfhJte/hTa57o82uWKDtF9gk+s/yje5Wt3/kGxytS+sNgu8zHhN+Uscu7Fwi4DuaSQvcf4FvsQBxtpMI3nRi2TQAZLNAQcdyRkJxv4qwJo3lOu2Gwu3Ceh+k4Sxh4D1Aoy1edNBxh4mYewRR3JGgrHbBVjztnLddmPhTgHdM0kYexRYL8BYm5kOMvYYCWNTCkc5oyVnUgtjc0Zig94mAb6+q9xX7ObjXQK6Z5P4ShowL4GxNrOV541lw78CefO+ct32Gc5BAd1zSeolG7BegLE2c0k8dTrQU7ODPVUqZ3IAr7M3MGf6EDD2kABr5ivXbZ/hHBHQvYCEsTmB9QKMtVngIGNPI2FsLuB13g3Mmb4EjD0qwJqPlOu2z3Ds8xG07kUkjM0NrBdgrM0iBxmbh4SxpwOvsx8wZ/orZ81f/j4pNGs+Ua7bPvNME2DsEhLG5gXWCzDWZomDjM1Hwth04HU+AMyZAQ7mTH7l72wyPK2dBXylQGH3Yl1Qeay7eFq7CsS6kIOxLqw81t08rd0FYl3EwVgXVR7rHp7WngKxLuZgrM9QHutentbeArEu7mCsSyiPdR9P650CsS7pYKzPVB7ruzytdwvE+iwHY3228lj39bTeIxDrUg7G+hzlsb7X09pPINalHYz1ucpj3d/Tep9ArMs4GOvzlMf6fk/rAwKxPt/BWJdVHusBntYHBWJdzsFYX6A81gM9rQ8JxLq8g7GuoDzWgzytgwViXdHBWF+oPNZDPK0PC8T6IgdjfbHyWA/1tA4TiHUlB2NdWXmsh3taRwjEOuZgrI3yWI/0tD4iEOsqDsb6EuWxHuVpfVQg1lUdjHU15bEe7Wl9TCDWlzoY6+rKYz3G0/q4QKwvczDWNZTHeqyn9QmBWNd0MNa1lMd6nKf1SYFY13Yw1nWUx/opT+vTArGu62Cs6ymP9TOe1mcFYn25g7GurzzW4z2tzwnEuoGDsb5Ceayf97S+IBDrKx2MdUPlsZ7gaX1RINZXORjrRspjPdHT+pJArK92MNbXKI/1JE/rywKxvtbBWDdWHuvJntZXBGJ9nYOxbqI81lM8ra8KxPp6B2PdlGRmvxnwOtsCZ/ZvIpnZTwWe6wZYLExGWL/k7QZgbcdfb/PCx/85+iVvSZ7TBql5Yfx5byyMS34p3TcWhsfov36NLfo3b1ojAv6WS2O/DAT4xRjGmlszgXVNOcGR5LlD/1W7Lfx1aRm3PtGv2sWcM5RftduicOKv2rWBLB1YSNTPzCx0dMf9mfJvV8sEElr3MuW6M8GJ1v257m+Vy/o10C2ADUNL4LmWh7R+seQOA6xrE18rya7fFyTrB6wTA8wZg1y/YHOKZpj9trFCAjcTLYWeEqVgrjP0RrKV30C2jhpJzkayVaCRbC3YSJ6sKJMF+xoSsAOagawmpRWwsVhL8nW/rYFPB4A5Y9YSGaP9asYiAsbYOjLGBGNs4xti28gYOY2xTcAY2woa48mKMllgfkNijK2BxtgGaIzrSIyxLdAYgTlj1hEZo/0e22ICxtg2MsYEY2znG+JNkTFyGmO7gDHeJGiMJyvKZIH5PYkxtgUaYzugMa4nMcabgMYIzBmzPqSNQ7HkDnMTMGduBpyrU0ZGRqeOMRPWxqGbhTYO3RJtHMIG6RaBzu1W5RuHrO5bhTa4SOwhyCZg5D8qf5duf4N2DgHdG0kMuD3QgIGxNhtDMuBk1w/JoNtIdnvf7kjOSDA2pwBrNinXbX+Ddi4B3ZtJGNsBWC/AWJvNDjL2DhLGdnQkZyQYm1uANb8q121/g/bpArq3kjC2E7BegLE2Wx1kbAYJYztHOaMmZ7oon2q2vpJXgK87lPuK/a3h6QK6d5L4SldgXgJjbXYKvrnPPNC5BHzZc0q8ae/mPxvuHr1p53zT3i3wpr173Jv24OKhfjbgjV/WG+duQAPvXpgPSN0jICUAqYcPop4RkDiB1CMApJ4hAKk7EEg9gEDqSQiknhGQEoDUywdR7whInEDqFQBS7xCA1BMIpF5AIPUmBFLvCEgJQOrjg+jOCEicQOoTANKdIQCpNxBIfYBAulOouNPA63cnUPNdhJtc7xLa5Hp3tMkVG6S7BTa59lW+ydXq7kuyydW+sGov8DJjt/KXOHZj4e0CuveQvMS5B/gSBxhrs4fkRS+SQfeSbA7o50jOSDC2gwBr/lCu224s7Cigex8JY/sD6wUYa7PPQcbeR8LY+x3JGQnGdhJgzd/KdduNhZ0FdO8nYewDwHoBxtrsd5CxA0gY+2CUM2pyZqDyTa43+QPLaL4eUO4rdvNxVwHdB0l85SFgXgJjbQ4SbnKVeqmSgrnO0N+YDvKfDQ+O3phyvjEdFHhjOjiEN6aAN35Zb0wHAQ18MOEWjsERkBKANMQH0cMRkDiBNCQApIdDANJgIJCGAIH0MCGQHo6AlACkoT6IhkVA4gTS0ACQhoUApIeBQBoKBNIwQiANi4CUAKThPohGREDiBNLwAJBGhACkYUAgDQcCaQTJJtcRQM0jCTe5jhTa5PpItMkVG6RHBDa5jlK+ydXqHkWyydW+sLpH4GXGEeUvcezGwn4Cuo+SvMR5FPgSBxhrc5TkRS+SQaNJNgc85kjOSDC2vwBrUivr1m03Ft4voDutMgdjxwDrBRhrI7V+mhn7OAljxzqSMxKMfUCANTmU67YbCx8U0J2ThLFPAOsFGGuT00HGjiNh7JNRzqjJmaeUb3K90x9YRvM1t3JfsZuPHxLQnYfEV54G5iUw1ga5fmG9MZV6qZKCuc7Q35g+4z8bfjZ6Y8r5xvSZwBvTZ0N4Ywp445f1xvQZoIE/S7iF49kISAlAGu+D6LkISJxAGh8A0nMhAOlZIJDGA4H0HCGQnouAlACk530QvRABiRNIzweA9EIIQHoOCKTngUB6gRBIL0RASgDSBB9EL0ZA4gTShACQXgwBSC8AgTQBCKQXSTa5vgjUPJFwk+tEoU2uL0WbXLFBeklgk+sk5Ztcre5JJJtc7QurMQIvM/Ipf4ljN72MFdCdTvIS52XgSxxgrE06yYteJIMmk2wOeMWRnJFg7BMCrCmoXLfd9PKkgO5CJIydAqwXYKxNIQcZ+yoJY6dGOaMmZ15TvgFrhD9Mh+ZrUeW+YjfGPS2guxiJr0wD5iUw1qaY8ryxbHhZIG9KKNdt7y9eEdBdkqReXgfWCzDWpiSJp94I9NTpJH3YG8Dr3AQc6NysfKDTMnaKAGvOVs5Ye38xVUB3KRLGvgmsF2CsTSkHGfsWCWNnAK/zVyBjtypn7Iv++yU0a85Vzlh7Pz5NQHcZEsa+DawXYKxNGQcZO5OEse8Ar3MHkLE7Sb7MBpkzs5Q/T2ziXd/1Anx9t7B7sZ5Nwof3gNf5GZAPnyvvwWwtvytQK3PAO6LD2IyHvOb4630/2oyHDdL7Apvx5irfjGd1zxXajJd5uLam1ihfFIBfWeU3oNbU3xPQXY7kBvQDYLMAjLWJX79kdrB7R9WwTPMDIdOcF5kmNkjzBExzvnLAW93zQzbNZNdhPsldZirwXAtgmqtcEhb4FgiB78MIfNggfSgAvoXKwWd1LyQD30KSmUUk+D4qDOv4qoQFvo+EwLcoAh82SIsEwPexcvBZ3R8Lg08zUBbjgNIpLKAsFgLKJxFQsEH6RAAoS5QDxepeEjJQkl0H5Jp+qvxlr32G+7rAs8wKyp/h2g3IbwjorkjyDHcpMC+BsTYVSTYRIRnxGQEj3hSolYuVM8JuoJ0hoLsSCSOWAfMSGGtTyUFGfE7AiLcFasUoZ4TdAPqOgO4qJIxYDsxLYKxNFeV5Y+8LlgrkTbWQ8iaW3FEFycYvgDlYDbeHICOsB0BfCD0AWhE9AMIGaYXAA6AvlT8Asrq/JHuV9iW4oGwC5/DPZ4sll/c5zf8z85Pb/zOP/2dp/99f6V3LKu+z2vus8T5rvc9X3udr7/ON91nnfb71Pt95n++9z3rv84P32eB9fvQ+G73PT97nZ++zyfts9j6/eJ8t3udX77PV+2zzPtu9zw7vs9P7/OZ9dnmf3YVTEg5083A6MM9WAutgD+Hua+Q1x1/v75EJYIP0u4AJ7FVuAlb3XmETQMMpL1D/KmB8/iCE0x9CcNoXwQkbpH0CcPpTOZys7j/J4JQPqH81MD5/EcLpLyE4/R3BCRukvwXgtF85nKzu/UJwkuhC/xR4pvlPYQ4opwPXcg0wL/8lhPK/QlA+EEEZG6QDAlA+qBzKVvdBEihb8/hHAMqHSKCcH7iWa4F5eZgQyoeFoHwkgjI2SEcEoHxUOZSt7qMkULbmcUgAysdIoFwAuJZfIfOyCB+Ukdccf72pRY7/cwTlZM9Z5D8Lij5vWhHdULa604rAYyRyrdY8jglAOVsRDigXBK7l10AoZyeEcnYhKOeIoIwNUg4BKOdUDmWrOycJlK15ZCuCh/JpJFAuBFzLb4BQzkUI5VxCUM4dQRkbpNwCUM6jHMpWdx4SKFvzOE0AyqeTQLkwcC3XAaGclxDKeYWgnC+CMjZI+QSgnK4cylZ3OgmUrXmcLgDl/CRQLgJcy2+BUC5ACOUCQlAuGEEZG6SCAlAupBzKVnchEihb88gvAOXCJFAuClzL74BQLkII5SJCUC4aQRkbpKICUC6mHMpWdzESKFvzKCwA5TNIoFwMuJbfA6FcnBDKxYWgXCKCMjZIJQSgXFI5lK3ukiRQtuZxhgCUzySB8hnAtVwPhPJZhFA+SwjKZ0dQxgbpbAEol1IOZau7FAmUrXmcKQDlc0igXBy4lj8AoVyaEMqlhaB8bgRlbJDOFYByGeVQtrrLkEDZmsc5AlA+jwTKJYBruQEI5fMJoXy+EJTLRlDGBqmsAJTLKYey1V2OBMrWPM4TgPIFJFAuCVzLH4FQLk8I5fJCUK4QQRkbpAoCUK6oHMpWd0USKFvzuEAAyheSQPlM4FpuBEL5IkIoXyQE5YsjKGODdLEAlCsph7LVXYkEytY8LhSAcmUSKJ8FXMufgFCOEUI5JgRlE0EZGyQjAOUqyqFsdVchgbI1j8oCUL6EBMpnA9fyZyCUqxJCuaoQlKtFUMYGqZoAlC9VDmWr+1ISKFvzuEQAytVJoFwKuJabgFC+jBDKlwlBuUYEZWyQaghAuaZyKFvdNUmgbM2jugCUa5FA+RzgWm4GQrk2IZRrC0G5TgRlbJDqCEC5rnIoW911SaBszaOWAJTrkUC5NHAtfwFC+XJCKF8uBOX6EZSxQaovAOUGyqFsdTcggbI1j3oCUL6CBMrnAtdyCxDKVxJC+UohKDeMoIwNUkMBKF+lHMpW91UkULbmcYUAlBuRQLkMcC1/BUL5akIoXy0E5WsiKGODdI0AlK9VDmWr+1oSKFvzaCQA5cYkUD4PuJZbgVC+jhDK1wlBuUkEZWyQmghA+XrlULa6ryeBsjWPxgJQbkoC5fOBa7kNCOVmhFBuJgTlGyIoY4N0gwCUmyuHstXdnATK1jyaCkD5RhIolwWu5XYglFsQQrmFEJRbRlDGBqmlAJRbKYey1d2KBMrWPG4UgHJrEiiXA67lDiCU2xBCuY0QlNtGUMYGqa0AlNsph7LV3Y4EytY8WgtA+SYSKF8AXMudQCjfTAjlm4WgfEsEZWyQbhGA8q3KoWx130oCZWseNwlAuT0JlMsD1/I3IJRvI4TybUJQvj2CMjZItwtAuYNyKFvdHUigbM2jvQCU7yCBcgXgWu4CQrkjIZQ7CkG5UwRlbJA6CUA5QzmUre4MEihb87hDAMqdSaBcEbiWu4FQ7kII5S5CUO4aQRkbpK4CUO6mHMpWdzcSKFvz6CwA5e5FdOu28el+ghglqzssAKamyACwRwRAbJB6CACwp3IA2vP1FAJg5qF5TbOlHC8UiWv9zOv+lhWGn/eSJYU5YoWE3/92ncnmQU+cCZp4CPfya6t3XI3l9v9MSzkO7JxxujLz0UL93BNoTo375zT/38n2v/w7qSc5T+64v8v879PjrsUel/t/xpI8BEwolmAymhMi1Q+UTYbS/rXa/93b/98pJwgE8mejzoUEb/XKHI8CegM19wHmVPz6JXtdmfnYJy4fwzLCZK+9Rkh5FEvuSDDsZDXfCcwj9PpJNBC9BO56a3HkjUHy5y5g3tQSzhuEf98pkDd1lNeL1X2XgO66JPVyp1C9JP1lhiTrB8xvA8wZg1y/4E1/8AD9nA7x54xurLE31nf7N9R9oxvr6Mb67sCNdd//hxvrZHX0BZrDPcpvDO8RvDFM9eOHzrMrSAwXmUf3AvPoCoJG1+pNA+VNp4z/OS7tqTMeHU7WtKSB17VXEZncjiV5nEB6suc2gufO+hnxTUs/v1np///ZtJSJO9fJmpYyKf/3puVE5zmlmhbwBWc1Gv2KHF9M+7/7h/AEX6ogk4VbQ91P8Kv412n6ATX3B8aiIfiOlnkvy30se1k03w1JBfw+ge78fqHOIA18nchu8AHlsbYxeYBgD9TJYh1L7rj9PuB1DiDcqY285vjrfTDaqIgN0oMCRTpQ+UZFq3ug8EZFtHkg1/ShIjJFodkwByk3TBuTQQLNUSOSR5fIWA8GxroR8BF4WOY7WMh8h0Tmiw3SEAHzfVi5+VrdD5NNCTwsdNcBhmgV5MbAoUCIVqvM0WQhTWhYETn4AXMGupl0uOLNpAw5M8LBnBnp0Abkz711Wy6wcf0ajia/KjJvHgHmzTUOsmYUB2ugOfMoYc7EkjuqIHNmNOBc/t6YjLBuhkcL3Qw/Ft0MY4P0mMDN8BjlN8NW9xiym2HkmrLvNXg8ggA2SI8LQGAswfdmjBWAQOaOvxwpx5Mwl/c5zf8z85Pb/zOP/2dp/99/wrumcd7nSe/zlPd52vs8432e9T7jvc9z3ud57/OC95ngfV70PhO9z0veZ5L3edn7TPY+r3ifKd7nVe8z1fu85n2meZ/Xvc907/OG93nT+7zlfWZ4n7e9z0x/PSRy4QmB1yyNSUbQT0+BdXB3IOvqOpL1ewd4BwHMGQNcv2phmTJwLRNMeVZkytggzRIw5XeVm7LV/S5ZZ45c0+CICPixxP+870e+YrK7qYcBjT3zMQViU61/qoyUExxJnjv0sZPZfk28F42dcI6dzA6MnbxXRG4eM7PI0d12U+XvedAwyvqN2cq75BNBM9mRm9lAU7uB5C7jPaAxNgVuYGtOspkQWCcGmDMGsX4naibQ7xmRNTcnpPeMyV7n+0I1F0vuMM0cfM84l2SDOrJOPghJcyy5AxrneSRsmO84GzTVyQLlgxy2PoYL9P6tld/z2L2LIwV0tyHp2T8E5iUw1oZl/RY6tn6aGfsRAWMfEWDNTcoZa/dsPiqg+2YSRiwC5iUw1oZl/T52YP2CL66yg9fQchZ5f2rPtxD8vAX5LMP22x/iXoRKvrAK/WXYYn9dPolehnG+DFsceBn2yf/yMgwFDvR52ytvWjIBh9Z9m/LfGpAJYvR5b1ce70zDQOvuQPIdgYuBZv4J8Fx3kLy8A/LM3AZ8+dmRZP2AfDAdgOvXiWT9gHVigDljAOt3wgYZ/SAKyb8lJC+IPi0iw6xYcodR7plZ67cUmDPtK+vttRhq7jPlD3/t/cR8gf6yp/K+2m4QmCeguxcJI5YB8xIYa8Oyfp87tn6aGbucpK/5wjFfRq/fCsf6Qs019yVBX/OxgL/fqbyvsZsNFgnovouEESuBeQmMtWFZv1UOrJ/0S23LWWR/aM+3AnxPiuz/bf/1RfRSO+tnpMWdc7W/Lmuil9qcL7VXB15qrxF8qZ0JDvR571HetGQCDq37XuUvtTNBjD5vP+XxzjQMtO7+JC+1VwPNfA3wXPeRvFQE8szcC3yQcj/J+gH5YPoD1+8BkvUD1okB5owBrF8oL7WR/Fur/EGU7W2WCnjdw8o93m42+FRA91CSBylfAfMSGGvDsn5fO7Z+mhn7DckLtnXA67xXqEeKJXlIrt+3wJy5B9gX9nOw5r4jqbnvHcsZ9Pqtd4xZmmvuB4J7iVUCPfUI5fcSdrPBSgHdI0kYsQGYl8BYG5b1+9GB9ZN+qW05i7wns+f7EfwcCHnPbb1gQ/RSO+tnpMWdc6O/Lj9FL7U5X2pvDLzU/knwpXYmONDnfVR505IJOLTu0cpfameCGH3ex5THO9Mw0LrHkLzU3gg085+A53qc5KUikGdmNPBByliS9QPywYwBrt8TJOsHrBMDzBkDWL9QXmoj+fczycPfTUVkmBVL7jDKPTNr/TYDc+bRynp7LYaa+0X5w197P/GtQH/5nPK+2r58Xieg+3kSRmwB5iUw1oZl/X51bP00M3YrAWPXC7DmReWMtZsNvhfQPZGEEduAeQmMtWFZv+2OrZ9mxu4guXfc6di9D3r9fnPg3lv6pbatO2R/aM/3G/ieFNn/WzbsjF5qZ/2MtLhz7vLXZXf0UpvzpfauwEvt3YIvtTPBgT7vy8pvFDIBh9Y9WflL7UwQo8/7ivJ4ZxoGWvcUkpfau4Bmvht4rldJXioCeWYmA5v8qSTrB+SDmQJcv9dI1g9YJwaYMwawfqG81Ebyb4/yh7+2t9ks4HVvK/d4u9lgk4DumSQPUn4H5iUw1oZl/fY6tn6aGfsHycPffcDrnCzUI8WSPCTX709gzrwM7AtfcbDm/iLoa7YL+Pu7yvsau9lgm4Du2SSM+BuYl8BYG5b12+/Y+mlm7D8kfc2/jvkyev0OONAXSr/UtnWHZJc93wFwv4T0JsuGf6OX2lk/Iy3unAf9dTkUvdTmfKl9MPBS+5DgS+1McKDP+77yG4VMwKF1z1X+UjsTxOjzfqA83pmGgdY9j+Sl9kGgmR8Cnms+yUtFIM/MXGCTv4Bk/YB8MPOA6/chyfoB68QAc8YA1i+Ul9pI/h1W/vDX9jZ7BbzuU+Uebzcb/C6geynJg5QjwLwExtqwrN9Rx9ZPM2OPETD2TwHWfK6csXazwT4B3ctJGJFSFLeWwFgblvVLdWz9NDM2rSiWsVI5kw14nXOF7kNjSR6S65e9qMxzXW3PDBlqLgdJzeV0LGfQ63eaI8xC95e21o4K9JdfKtdtnykdEdC9kqRecgHrBRhrg1y/bCkneHkskEvAtYzFX2/uosf/OXMDS9oJckLgxft/eV1wHUVfzEsFyS4o+rx5gMYtpTtPUXiMEuCkeU3DgkBqigwETo8ggA3S6QIQyKscAvZ8eQUgwF5c+aLiwgYpn0BxpRMUV7qww6IfsSDXNL/QIxa0ZiSkC5A8VirowG2ePYfEY5HUovjHA2uU67avgVMEdK8leSxSCFgvwFibtSSP7pGMLUzC2CKO5IwEY7MLsOYb5brta+BsArrXkTC2KLBegLE26xxkbDESxp7hSM5IMPY0AdZ8r1y3fe2fU0D3ehLGFgfWCzDWZr2DjC1BwtiSUc78f61fp4z/OToin6mdiYvFpfYcaL7a518FBfj6I8d42B1IPpwFrLsfCbdPAPUnvNw5O3q5gw3S2QIvd0opf7ljdZcie7mDXNNziurOSwviMwWM6Cfljb7fdECNqDQw1sD1qyaRNzavSwvkzSaOBuYSJCPOBebNpsqw2sgIq4E5V6iBKRM1MNgglRFoYM5T3sBY3eeR7f9ErmnwmwDBOXtKfZPd+X6elI3Ll+ib7DDnDOWb7M4vmvhNdjaQpQM/E3S3kfVNV+cDi7VsUZmi0fz4p5zjj3/KCXVPF0TdEzZIFwh0T+WVd09Wd3myxz/INa1A8PinkMBt/C/K32/bvXFFBHRvIXm/XRGYl8BYmy2EBlxRyIAvjAwYG6QLBQz4IuUGbHVfRGbAyDW9WLkB2zu2CgJGtI3jOXoVZLNVCRjrbcobGNu4FRXImx3KddsNt2cI6N5J0rhVBuY4MNZmJ2HjVlmocYtFjRs2SDGBxs0ob9ysbkPWuCHXtIryxs02lpUEjGg3yQYIZJN+CTDWuwkat+ICefO7ct12F39JAd17SRq3qsAcB8ba7CVs3KoKNW7VosYNG6RqAo3bpcobN6v7UrLGDbmm1ZU3braxvETAiP7kaNyqIpv0y4Cx/lN5A2Pz+jKBvPmbI2+qIRlRA5g3fxM2MDWEGpiaUQODDVJNgQamlvIGxuquRbbjGbmm7F/KWTuCADZItQUgUEc5BOz56ghDAP2IpS7BpiaWmay6Qh1KvQhO2CDVE4DT5crh9D/JSfaIBbmm9YvKFAVaM9LkGih/rGRj0kDg8cA/JL/wGxnrK4Cx/gf4y7zCMt8rhMz3ysh8sUG6UsB8Gyo3X6u7IdnjAfSaZh6aDfOqonLFC4wNdBa0kdJZUJacuTqknEn2Oq9xYHzJngPNQRvfawSa1AMk0wbIWrkWmIMHCJ8QXSvUpDaOmlRskBoLNKnXKW9Sre7ryJpU5Jqe7Ft70OAHvMPK/MKRaie4XNS5Q/sGoCZ+zl0fl3vRNwBhzhnKNwA1KZr4DUA2kKUDPxPdzaYmf66sbxNqAoTI9UVxxR0EEhqe9m63kfB72lhyh0k5wQFa39AA19QHW7MIcJyAaxoAXLM4wIVVlMmC6ZA770SywN4UCPbDJDMzzYDwBeaMAa6fOVmnHnxMGEvuQO42M8C4nBLf+3mDb4bNI1PkNMUbAqbY/P+h648ld4gVZLLQPabbHLIM8Qag5uZAozkGnkeI7pr++0jy3KEbxI2+MbSIDILTIG4MGESLEAwCefdwIxCWqTGOu4cWSu8egOtnpA0ic+gRfDeSMEwYS+4wLaK7kQSzaembTKvIbDjNpmXAbFrJm41YQSb9IlO32WQZbEug5lbAc2UPaf1iyR3IKW4DzBkjtX5pmPzLijPyvV/ronINCvqxptXdCni99klAa+DGEbsjq4PpdEo0Fm38dWkbNRacjUWbQGPRVvDdX2Zhot/9nQYGMlp3JkDQunORNEJtgEbUFniu3CSNEDC/DTBnDGL9TmSG6DppI/Q0AN24ADZ9ZWluB6iT/2wf71g9rO3j7YS2j98UbR/HBukmgfdDNyvfPm513yy8fRx1B+jPfXRCruktwOIMCyi3CAHl1ggo2CDdKgCU9sqBYnW3J5tHQa5pnrhrTPOT2RZTjpT/FM5p3idXyn9u4+2/W9r/90/3Pnm9T76U/yR7fu9TwPsU9D6FvE9h71PE+9ilLeZ9zvA+xb1PCe9T0vuc6X3O8j5ne59S3ucc/9znpvznMcJ53ud871PW+5TzPhd4n/Lep4L3qRi3tv8HqL7HKqLCLAA= 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zj=z`~dGP!vr&weaOd35^JYXD9O%)4js`UNZRDt;Z15isKaKOmyS%~ifX@rR1pUs~% z?1%UclbGFo9JD%MYeE(R8|5A#@50ol9?l2?XLhHc(i_+;X888M6MPXGL1Z(uy&Iqg zf$3$towBIeTWG=o8b)iDcL$b7zg5}TvAc{3~&Vq8mf*J->#PXnxv|4VnWa}M=BmMV7vSAZ^A#{K_Tg&dA} z?ZWqS_{+0@twK(wmHv|`Lv!9WctG|Omc_nOGAx^W08hDaiuD2vh{Hhy4roFYHQ*eH z-$#ut-M>Z+M|jr#rAxJ+Ty91;0Yq|l!~Hv;#z3Y*d&?prV3zcVZp|I|X)>w>_-aTe z4zd4xL8Sp=KST|=Mo{`ciW*vKQ9!nfv>3MEv>4nx8ioe_VzV3f9EdL&`ZdZaKhpQ; z;R3riH>3<-4)i{9drT5fxoZ|S4nTG;l2g(pZrt2bJP<5-l?>jCK=H!ObY8r&e-7ChtNs$0UBEBFZpElCfDe_6y1=n&l{mzQ z{4z$pdg(xOUGl~j6K88`=ikn^udGIA44yE^ev;R)8jhP1(%WlJI8M8>Bi5m!L(`KA zmK$aGweej-cW!`gTa)K2E&J96wcR}JPFzL7;(?ID(-BuqP@#)+=W~;xy^e5nTH+TV z^GG?U-~b#C7peA_kLCtziP9e4d@WU(1G$m>7}OYOAz1XtQl=%Y0-+InWZXy(toyQ2 z+1)<0u(rg9Q)D&6|L$8LjxABFkfD=1ADwE?k$OTScnO?gH@x|ft2_$aEQl^lB4Z__ zyU2)QH3v^jIT|!8N6oT|YIXwP zr$Tn*h`!HRI6Xbd{>VDG4t3|PA*efVo$k(OPj0w+tqNR=mj%ZHzQ{lQ)jJf^UiMNM z`!<~yOm$4&#_0nm$5|nvf$UqJFvhn&>0bQU;`>b|4Mr$1^YS3Q27A5g8C z`A|SJQ@rF_H={tt<({}=ao>_ Result<(), InternalError> { + if lhs == rhs { + return Ok(()); + } + + let lhs_data = self.vars.remove(&lhs).ok_or_else(|| InternalError::UndeclaredAcirVar { + call_stack: self.get_call_stack(), + })?; + let rhs_data = self.vars.remove(&rhs).ok_or_else(|| InternalError::UndeclaredAcirVar { + call_stack: self.get_call_stack(), + })?; + + let (new_lhs_data, new_rhs_data) = match (lhs_data, rhs_data) { + // Always prefer a constant variable. + (constant @ AcirVarData::Const(_), _) | (_, constant @ AcirVarData::Const(_)) => { + (constant.clone(), constant) + } + + // Replace any expressions with witnesses. + (witness @ AcirVarData::Witness(_), AcirVarData::Expr(_)) + | (AcirVarData::Expr(_), witness @ AcirVarData::Witness(_)) => { + (witness.clone(), witness) + } + + // If both variables are witnesses then use the smaller of the two in future. + (AcirVarData::Witness(lhs_witness), AcirVarData::Witness(rhs_witness)) => { + let witness = AcirVarData::Witness(std::cmp::min(lhs_witness, rhs_witness)); + (witness.clone(), witness) + } + + (AcirVarData::Expr(lhs_expr), AcirVarData::Expr(rhs_expr)) => { + if lhs_expr.is_linear() && rhs_expr.is_linear() { + // If both expressions are linear, choose the one with the fewest terms. + let expr = if lhs_expr.linear_combinations.len() + <= rhs_expr.linear_combinations.len() + { + lhs_expr + } else { + rhs_expr + }; + + let expr = AcirVarData::Expr(expr); + (expr.clone(), expr) + } else { + (AcirVarData::Expr(lhs_expr), AcirVarData::Expr(rhs_expr)) + } + } + }; + + self.vars.insert(lhs, new_lhs_data); + self.vars.insert(rhs, new_rhs_data); + + Ok(()) + } + pub(crate) fn get_call_stack(&self) -> CallStack { self.acir_ir.call_stack.clone() } @@ -345,6 +404,7 @@ impl AcirContext { if diff_expr.is_const() { if diff_expr.is_zero() { // Constraint is always true - assertion is unnecessary. + self.mark_variables_equivalent(lhs, rhs)?; return Ok(()); } else { // Constraint is always false - this program is unprovable. @@ -357,6 +417,8 @@ impl AcirContext { } self.acir_ir.assert_is_zero(diff_expr); + self.mark_variables_equivalent(lhs, rhs)?; + Ok(()) } From d7d7f2273685606e8023ec90e93c48fdcb60202e Mon Sep 17 00:00:00 2001 From: Maxim Vezenov Date: Tue, 22 Aug 2023 19:26:08 +0100 Subject: [PATCH 7/7] fix(acir): Attach locations to MemoryOps in ACIR (#2389) --- crates/nargo_cli/src/cli/execute_cmd.rs | 51 +++++++++++++++---- .../dynamic_index_failure/Nargo.toml | 7 +++ .../dynamic_index_failure/Prover.toml | 2 + .../dynamic_index_failure/src/main.nr | 23 +++++++++ crates/noirc_evaluator/src/ssa.rs | 12 ++--- .../src/ssa/acir_gen/acir_ir/acir_variable.rs | 7 +-- .../ssa/acir_gen/acir_ir/generated_acir.rs | 10 ++-- .../noirc_evaluator/src/ssa/acir_gen/mod.rs | 4 +- .../src/ssa/ssa_gen/context.rs | 37 +++++++++----- 9 files changed, 115 insertions(+), 38 deletions(-) create mode 100644 crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Nargo.toml create mode 100644 crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Prover.toml create mode 100644 crates/nargo_cli/tests/compile_failure/dynamic_index_failure/src/main.nr diff --git a/crates/nargo_cli/src/cli/execute_cmd.rs b/crates/nargo_cli/src/cli/execute_cmd.rs index 537af6da48e..0a391ac71a8 100644 --- a/crates/nargo_cli/src/cli/execute_cmd.rs +++ b/crates/nargo_cli/src/cli/execute_cmd.rs @@ -82,7 +82,6 @@ fn execute_package( // Parse the initial witness values from Prover.toml let (inputs_map, _) = read_inputs_from_file(&package.root_dir, prover_name, Format::Toml, &abi)?; - let solved_witness = execute_program(backend, circuit, &abi, &inputs_map, Some((debug, context)))?; let public_abi = abi.public_abi(); @@ -91,38 +90,68 @@ fn execute_package( Ok((return_value, solved_witness)) } -fn extract_unsatisfied_constraint_from_nargo_error( +/// There are certain errors that contain an [acvm::pwg::ErrorLocation]. +/// We need to determine whether the error location has been resolving during execution. +/// If the location has been resolved we return the contained [OpcodeLocation]. +fn extract_opcode_error_from_nargo_error( nargo_err: &NargoError, -) -> Option { +) -> Option<(OpcodeLocation, &acvm::pwg::OpcodeResolutionError)> { let solving_err = match nargo_err { nargo::NargoError::SolvingError(err) => err, _ => return None, }; match solving_err { - acvm::pwg::OpcodeResolutionError::UnsatisfiedConstrain { + acvm::pwg::OpcodeResolutionError::IndexOutOfBounds { + opcode_location: error_location, + .. + } + | acvm::pwg::OpcodeResolutionError::UnsatisfiedConstrain { opcode_location: error_location, } => match error_location { ErrorLocation::Unresolved => { unreachable!("Cannot resolve index for unsatisfied constraint") } - ErrorLocation::Resolved(opcode_location) => Some(*opcode_location), + ErrorLocation::Resolved(opcode_location) => Some((*opcode_location, solving_err)), }, _ => None, } } -fn report_unsatisfied_constraint_error( - opcode_location: Option, +/// Resolve an [OpcodeLocation] using debug information generated during compilation +/// to determine an opcode's call stack. Then report the error using the resolved +/// call stack and any other relevant error information returned from the ACVM. +fn report_error_with_opcode_location( + opcode_err_info: Option<(OpcodeLocation, &acvm::pwg::OpcodeResolutionError)>, debug: &DebugInfo, context: &Context, ) { - if let Some(opcode_location) = opcode_location { + if let Some((opcode_location, opcode_err)) = opcode_err_info { if let Some(locations) = debug.opcode_location(&opcode_location) { // The location of the error itself will be the location at the top // of the call stack (the last item in the Vec). if let Some(location) = locations.last() { - let message = "Failed constraint".into(); + let message = match opcode_err { + acvm::pwg::OpcodeResolutionError::IndexOutOfBounds { + index, + array_size, + .. + } => { + format!( + "Index out of bounds, array has size {array_size:?}, but index was {index:?}" + ) + } + acvm::pwg::OpcodeResolutionError::UnsatisfiedConstrain { .. } => { + "Failed constraint".into() + } + _ => { + // All other errors that do not have corresponding opcode locations + // should not be reported in this method. + // If an error with an opcode location is not handled in this match statement + // the basic message attached to the original error from the ACVM should be reported. + return; + } + }; CustomDiagnostic::simple_error(message, String::new(), location.span) .in_file(location.file) .with_call_stack(locations) @@ -145,8 +174,8 @@ pub(crate) fn execute_program( Ok(solved_witness) => Ok(solved_witness), Err(err) => { if let Some((debug, context)) = debug_data { - let opcode_location = extract_unsatisfied_constraint_from_nargo_error(&err); - report_unsatisfied_constraint_error(opcode_location, &debug, &context); + let opcode_err_info = extract_opcode_error_from_nargo_error(&err); + report_error_with_opcode_location(opcode_err_info, &debug, &context); } Err(crate::errors::CliError::NargoError(err)) diff --git a/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Nargo.toml b/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Nargo.toml new file mode 100644 index 00000000000..c68615052c1 --- /dev/null +++ b/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Nargo.toml @@ -0,0 +1,7 @@ +[package] +name = "dynamic_index_failure" +type = "bin" +authors = [""] +compiler_version = "0.10.3" + +[dependencies] \ No newline at end of file diff --git a/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Prover.toml b/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Prover.toml new file mode 100644 index 00000000000..caf3448c56f --- /dev/null +++ b/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/Prover.toml @@ -0,0 +1,2 @@ +x = [104, 101, 108, 108, 111] +z = "4" diff --git a/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/src/main.nr b/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/src/main.nr new file mode 100644 index 00000000000..2665356ccd6 --- /dev/null +++ b/crates/nargo_cli/tests/compile_failure/dynamic_index_failure/src/main.nr @@ -0,0 +1,23 @@ +fn main(mut x: [u32; 5], z: Field) { + let idx = z + 10; + + x[z] = 4; + + // Dynamic index is greater than length of the array + assert(x[idx] != 0); + + // TODO(#2133): Provide more accurate call stacks for arrays merged in if statements + // if z != 20 { + // x[0] = x[4]; + // } else { + // // TODO: Dynamic predicate still gives index out of bounds error + // if idx as u32 < 3 { + // x[idx] = 10; + // } + // x[idx] = 10; + // for i in 0..5 { + // x[idx] = x[i]; + // } + // } + // assert(x[idx] != 0); +} \ No newline at end of file diff --git a/crates/noirc_evaluator/src/ssa.rs b/crates/noirc_evaluator/src/ssa.rs index 77399994e83..7dbd627a949 100644 --- a/crates/noirc_evaluator/src/ssa.rs +++ b/crates/noirc_evaluator/src/ssa.rs @@ -87,14 +87,12 @@ pub fn create_circuit( enable_brillig_logging: bool, ) -> Result<(Circuit, DebugInfo, Abi), RuntimeError> { let func_sig = program.main_function_signature.clone(); + let mut generated_acir = + optimize_into_acir(program, enable_ssa_logging, enable_brillig_logging)?; + let opcodes = generated_acir.take_opcodes(); let GeneratedAcir { - current_witness_index, - opcodes, - return_witnesses, - locations, - input_witnesses, - .. - } = optimize_into_acir(program, enable_ssa_logging, enable_brillig_logging)?; + current_witness_index, return_witnesses, locations, input_witnesses, .. + } = generated_acir; let abi = gen_abi(&context.def_interner, func_sig, &input_witnesses, return_witnesses.clone()); let public_abi = abi.clone().public_abi(); diff --git a/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/acir_variable.rs b/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/acir_variable.rs index 68d6c79db8d..b28a4a90ada 100644 --- a/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/acir_variable.rs +++ b/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/acir_variable.rs @@ -1144,7 +1144,7 @@ impl AcirContext { // Add the memory read operation to the list of opcodes let op = MemOp::read_at_mem_index(index_witness.into(), value_read_witness); - self.acir_ir.opcodes.push(Opcode::MemoryOp { block_id, op }); + self.acir_ir.push_opcode(Opcode::MemoryOp { block_id, op }); Ok(value_read_var) } @@ -1165,7 +1165,8 @@ impl AcirContext { // Add the memory write operation to the list of opcodes let op = MemOp::write_to_mem_index(index_witness.into(), value_write_witness.into()); - self.acir_ir.opcodes.push(Opcode::MemoryOp { block_id, op }); + self.acir_ir.push_opcode(Opcode::MemoryOp { block_id, op }); + Ok(()) } @@ -1191,7 +1192,7 @@ impl AcirContext { })?, }; - self.acir_ir.opcodes.push(Opcode::MemoryInit { block_id, init: initialized_values }); + self.acir_ir.push_opcode(Opcode::MemoryInit { block_id, init: initialized_values }); Ok(()) } } diff --git a/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/generated_acir.rs b/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/generated_acir.rs index 37fac411e26..9201179803b 100644 --- a/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/generated_acir.rs +++ b/crates/noirc_evaluator/src/ssa/acir_gen/acir_ir/generated_acir.rs @@ -34,7 +34,7 @@ pub(crate) struct GeneratedAcir { pub(crate) current_witness_index: u32, /// The opcodes of which the compiled ACIR will comprise. - pub(crate) opcodes: Vec, + opcodes: Vec, /// All witness indices that comprise the final return value of the program /// @@ -60,7 +60,7 @@ impl GeneratedAcir { } /// Adds a new opcode into ACIR. - fn push_opcode(&mut self, opcode: AcirOpcode) { + pub(crate) fn push_opcode(&mut self, opcode: AcirOpcode) { self.opcodes.push(opcode); if !self.call_stack.is_empty() { self.locations @@ -68,6 +68,10 @@ impl GeneratedAcir { } } + pub(crate) fn take_opcodes(&mut self) -> Vec { + std::mem::take(&mut self.opcodes) + } + /// Updates the witness index counter and returns /// the next witness index. pub(crate) fn next_witness_index(&mut self) -> Witness { @@ -228,7 +232,7 @@ impl GeneratedAcir { } }; - self.opcodes.push(AcirOpcode::BlackBoxFuncCall(black_box_func_call)); + self.push_opcode(AcirOpcode::BlackBoxFuncCall(black_box_func_call)); Ok(outputs_clone) } diff --git a/crates/noirc_evaluator/src/ssa/acir_gen/mod.rs b/crates/noirc_evaluator/src/ssa/acir_gen/mod.rs index f1c865a4b8f..4fd828f05d0 100644 --- a/crates/noirc_evaluator/src/ssa/acir_gen/mod.rs +++ b/crates/noirc_evaluator/src/ssa/acir_gen/mod.rs @@ -1171,11 +1171,11 @@ mod tests { let ssa = builder.finish(); let context = Context::new(); - let acir = context.convert_ssa(ssa, Brillig::default(), &HashMap::new()).unwrap(); + let mut acir = context.convert_ssa(ssa, Brillig::default(), &HashMap::new()).unwrap(); let expected_opcodes = vec![Opcode::Arithmetic(&Expression::one() - &Expression::from(Witness(1)))]; - assert_eq!(acir.opcodes, expected_opcodes); + assert_eq!(acir.take_opcodes(), expected_opcodes); assert_eq!(acir.return_witnesses, vec![Witness(1)]); } } diff --git a/crates/noirc_evaluator/src/ssa/ssa_gen/context.rs b/crates/noirc_evaluator/src/ssa/ssa_gen/context.rs index b04e4263f07..0b3ee5b9acf 100644 --- a/crates/noirc_evaluator/src/ssa/ssa_gen/context.rs +++ b/crates/noirc_evaluator/src/ssa/ssa_gen/context.rs @@ -551,7 +551,9 @@ impl<'a> FunctionContext<'a> { LValue::Ident } } - ast::LValue::Index { array, index, .. } => self.index_lvalue(array, index).2, + ast::LValue::Index { array, index, location, .. } => { + self.index_lvalue(array, index, location).2 + } ast::LValue::MemberAccess { object, field_index } => { let (old_object, object_lvalue) = self.extract_current_value_recursive(object); let object_lvalue = Box::new(object_lvalue); @@ -590,20 +592,27 @@ impl<'a> FunctionContext<'a> { &mut self, array: &ast::LValue, index: &ast::Expression, + location: &Location, ) -> (ValueId, ValueId, LValue, Option) { let (old_array, array_lvalue) = self.extract_current_value_recursive(array); let index = self.codegen_non_tuple_expression(index); let array_lvalue = Box::new(array_lvalue); let array_values = old_array.clone().into_value_list(self); + let location = *location; // A slice is represented as a tuple (length, slice contents). // We need to fetch the second value. if array_values.len() > 1 { - let slice_lvalue = - LValue::SliceIndex { old_slice: old_array, index, slice_lvalue: array_lvalue }; + let slice_lvalue = LValue::SliceIndex { + old_slice: old_array, + index, + slice_lvalue: array_lvalue, + location, + }; (array_values[1], index, slice_lvalue, Some(array_values[0])) } else { - let array_lvalue = LValue::Index { old_array: array_values[0], index, array_lvalue }; + let array_lvalue = + LValue::Index { old_array: array_values[0], index, array_lvalue, location }; (array_values[0], index, array_lvalue, None) } } @@ -620,7 +629,8 @@ impl<'a> FunctionContext<'a> { } } ast::LValue::Index { array, index, element_type, location } => { - let (old_array, index, index_lvalue, max_length) = self.index_lvalue(array, index); + let (old_array, index, index_lvalue, max_length) = + self.index_lvalue(array, index, location); let element = self.codegen_array_index(old_array, index, element_type, *location, max_length); (element, index_lvalue) @@ -647,14 +657,15 @@ impl<'a> FunctionContext<'a> { pub(super) fn assign_new_value(&mut self, lvalue: LValue, new_value: Values) { match lvalue { LValue::Ident => unreachable!("Cannot assign to a variable without a reference"), - LValue::Index { old_array: mut array, index, array_lvalue } => { - array = self.assign_lvalue_index(new_value, array, index); + LValue::Index { old_array: mut array, index, array_lvalue, location } => { + array = self.assign_lvalue_index(new_value, array, index, location); self.assign_new_value(*array_lvalue, array.into()); } - LValue::SliceIndex { old_slice: slice, index, slice_lvalue } => { + LValue::SliceIndex { old_slice: slice, index, slice_lvalue, location } => { let mut slice_values = slice.into_value_list(self); - slice_values[1] = self.assign_lvalue_index(new_value, slice_values[1], index); + slice_values[1] = + self.assign_lvalue_index(new_value, slice_values[1], index, location); // The size of the slice does not change in a slice index assignment so we can reuse the same length value let new_slice = Tree::Branch(vec![slice_values[0].into(), slice_values[1].into()]); @@ -675,11 +686,13 @@ impl<'a> FunctionContext<'a> { new_value: Values, mut array: ValueId, index: ValueId, + location: Location, ) -> ValueId { let element_size = self.builder.field_constant(self.element_size(array)); // The actual base index is the user's index * the array element type's size - let mut index = self.builder.insert_binary(index, BinaryOp::Mul, element_size); + let mut index = + self.builder.set_location(location).insert_binary(index, BinaryOp::Mul, element_size); let one = self.builder.field_constant(FieldElement::one()); new_value.for_each(|value| { @@ -862,8 +875,8 @@ impl SharedContext { #[derive(Debug)] pub(super) enum LValue { Ident, - Index { old_array: ValueId, index: ValueId, array_lvalue: Box }, - SliceIndex { old_slice: Values, index: ValueId, slice_lvalue: Box }, + Index { old_array: ValueId, index: ValueId, array_lvalue: Box, location: Location }, + SliceIndex { old_slice: Values, index: ValueId, slice_lvalue: Box, location: Location }, MemberAccess { old_object: Values, index: usize, object_lvalue: Box }, Dereference { reference: Values }, }