diff --git a/.gitignore b/.gitignore
index 8aec0edeadc..af3a8e8beb2 100644
--- a/.gitignore
+++ b/.gitignore
@@ -22,3 +22,5 @@ result
 **/target
 !crates/nargo_cli/tests/test_data/*/target
 !crates/nargo_cli/tests/test_data/*/target/witness.tr
+!crates/nargo_cli/tests/test_data_ssa_refactor/*/target
+!crates/nargo_cli/tests/test_data_ssa_refactor/*/target/witness.tr
\ No newline at end of file
diff --git a/crates/lsp/src/lib.rs b/crates/lsp/src/lib.rs
index 953540226ad..1b93de288d9 100644
--- a/crates/lsp/src/lib.rs
+++ b/crates/lsp/src/lib.rs
@@ -201,7 +201,7 @@ fn on_code_lens_request(
     let tests = context.get_all_test_functions_in_crate_matching(&crate_id, "");
 
     let mut lenses: Vec<CodeLens> = vec![];
-    for func_id in tests {
+    for (func_name, func_id) in tests {
         let location = context.function_meta(&func_id).name.location;
         let file_id = location.file;
         // TODO(#1681): This file_id never be 0 because the "path" where it maps is the directory, not a file
@@ -209,8 +209,6 @@ fn on_code_lens_request(
             continue;
         }
 
-        let func_name = context.function_name(&func_id);
-
         let range =
             byte_span_to_range(files, file_id.as_usize(), location.span.into()).unwrap_or_default();
 
diff --git a/crates/lsp/src/lib_hacky.rs b/crates/lsp/src/lib_hacky.rs
index 0fea6c43144..5a12f0c3b6a 100644
--- a/crates/lsp/src/lib_hacky.rs
+++ b/crates/lsp/src/lib_hacky.rs
@@ -94,7 +94,7 @@ pub fn on_code_lens_request(
     let tests = context.get_all_test_functions_in_crate_matching(&crate_id, "");
 
     let mut lenses: Vec<CodeLens> = vec![];
-    for func_id in tests {
+    for (func_name, func_id) in tests {
         let location = context.function_meta(&func_id).name.location;
         let file_id = location.file;
         // TODO(#1681): This file_id never be 0 because the "path" where it maps is the directory, not a file
@@ -102,8 +102,6 @@ pub fn on_code_lens_request(
             continue;
         }
 
-        let func_name = context.function_name(&func_id);
-
         let range =
             byte_span_to_range(files, file_id.as_usize(), location.span.into()).unwrap_or_default();
 
diff --git a/crates/nargo_cli/Cargo.toml b/crates/nargo_cli/Cargo.toml
index 0fd2ce19927..cfb1878be6a 100644
--- a/crates/nargo_cli/Cargo.toml
+++ b/crates/nargo_cli/Cargo.toml
@@ -48,7 +48,7 @@ color-eyre = "0.6.2"
 tokio = { version = "1.0", features = ["io-std"] }
 
 # Backends
-acvm-backend-barretenberg = { version = "0.9.0", default-features = false }
+acvm-backend-barretenberg = { version = "0.9.1", default-features = false }
 
 [dev-dependencies]
 tempdir = "0.3.7"
@@ -62,3 +62,4 @@ default = ["plonk_bn254"]
 plonk_bn254 = ["acvm-backend-barretenberg/native"]
 plonk_bn254_wasm = ["acvm-backend-barretenberg/wasm"]
 flat_witness = ["acvm-backend-barretenberg/native"]
+
diff --git a/crates/nargo_cli/src/cli/test_cmd.rs b/crates/nargo_cli/src/cli/test_cmd.rs
index afb4481f5c5..feecfdc09b6 100644
--- a/crates/nargo_cli/src/cli/test_cmd.rs
+++ b/crates/nargo_cli/src/cli/test_cmd.rs
@@ -20,6 +20,10 @@ pub(crate) struct TestCommand {
     /// If given, only tests with names containing this string will be run
     test_name: Option<String>,
 
+    /// Display output of `println` statements
+    #[arg(long)]
+    show_output: bool,
+
     #[clap(flatten)]
     compile_options: CompileOptions,
 }
@@ -31,13 +35,14 @@ pub(crate) fn run<B: Backend>(
 ) -> Result<(), CliError<B>> {
     let test_name: String = args.test_name.unwrap_or_else(|| "".to_owned());
 
-    run_tests(backend, &config.program_dir, &test_name, &args.compile_options)
+    run_tests(backend, &config.program_dir, &test_name, args.show_output, &args.compile_options)
 }
 
 fn run_tests<B: Backend>(
     backend: &B,
     program_dir: &Path,
     test_name: &str,
+    show_output: bool,
     compile_options: &CompileOptions,
 ) -> Result<(), CliError<B>> {
     let (mut context, crate_id) = resolve_root_manifest(program_dir, None)?;
@@ -61,12 +66,11 @@ fn run_tests<B: Backend>(
     let writer = StandardStream::stderr(ColorChoice::Always);
     let mut writer = writer.lock();
 
-    for test_function in test_functions {
-        let test_name = context.function_name(&test_function);
+    for (test_name, test_function) in test_functions {
         writeln!(writer, "Testing {test_name}...").expect("Failed to write to stdout");
         writer.flush().ok();
 
-        match run_test(backend, test_name, test_function, &context, compile_options) {
+        match run_test(backend, &test_name, test_function, &context, show_output, compile_options) {
             Ok(_) => {
                 writer.set_color(ColorSpec::new().set_fg(Some(Color::Green))).ok();
                 writeln!(writer, "ok").ok();
@@ -94,9 +98,10 @@ fn run_test<B: Backend>(
     test_name: &str,
     main: FuncId,
     context: &Context,
+    show_output: bool,
     config: &CompileOptions,
 ) -> Result<(), CliError<B>> {
-    let mut program = compile_no_check(context, config, main)
+    let mut program = compile_no_check(context, show_output, config, main)
         .map_err(|_| CliError::Generic(format!("Test '{test_name}' failed to compile")))?;
     // Note: We could perform this test using the unoptimized ACIR as generated by `compile_no_check`.
     program.circuit = optimize_circuit(backend, program.circuit).unwrap().0;
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/1327_concrete_in_generic/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/1327_concrete_in_generic/target/main.json
new file mode 100644
index 00000000000..969bdedb76d
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/1327_concrete_in_generic/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"input","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"input":[1]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/62PQQ6AIAwEi36opS20N78isfz/CcYEY8JV5rJ7muzuAJDg4+3HSPwHpeGcvYxFJGoOYjoxezNF0VaMjNT0ysYcJla9eUUn4aCuzn2It3Ubcf7+uG/100MmGAEAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/1327_concrete_in_generic/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/1327_concrete_in_generic/target/witness.tr
new file mode 100644
index 00000000000..454a9b75e04
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/1327_concrete_in_generic/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/c.json b/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/c.json
new file mode 100644
index 00000000000..c1233b8160b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/c.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":[155,194,56,97,194,4,0],"proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/main.json
new file mode 100644
index 00000000000..f45e3a3e9e1
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"z","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2],"z":[3]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/9WUTW6EMAyFPfwOQwdVVdVuuuAImMAQdr1KUZn7H6FEjaUUseO5Giyh4AhenC9+eSeiD/qN0/JEfqyDPFrlsc/l25P//9OPzb5gWYewug2tYqcuy0uyaKQhwGQFLPU5bcAyza3r5qGd2fBX046T7Zuun26WLfe2/26tMbPt7DBO49CM3JmZ7/1o7n7x8NCQus9K4GMF+KA6OQVqIflpGS2VxsXqqhktWzRyMZGD4ibqIM9Jz2gCC637QscwWoark3OgFpKfltFyaVysrprRzotGISZyUNxEHeQF6RlNYKF1X+kYRjvj6uQCqIXkp2W0QhoXq6tmtMuiUYqJHBQ3UQd5SXpGE1ho3Tc6htEuuDq5BGr9F7+95xwr8dtb1xOQXxb4Iwz0xYWsOaz3Grwnfow2eiJT2BOt1llzrDbmoItrHNJVQbciXPNr7bvCn9Gfy+nRmYbxA5t52qU1EwAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/witness.tr
new file mode 100644
index 00000000000..85712c43d71
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/1_mul/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/2_div/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/2_div/target/main.json
new file mode 100644
index 00000000000..34ac8eb9cbc
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/2_div/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"z","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2],"z":[3]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/2_div/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/2_div/target/witness.tr
new file mode 100644
index 00000000000..dbb8df37d10
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/2_div/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/3_add/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/3_add/target/main.json
new file mode 100644
index 00000000000..aa67884924f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/3_add/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"z","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2],"z":[3]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81WUW6DMAw1AdoOUPe37x4hJklJ/naVoYX7H2GwJVOIKvUjdoUllBihl+fnp+B3APiAv6jWR4T1luQiy+uQx29jiLB+hlWWBVaEWIIOS0IWhbgYN82K0aaNaMI+5m0QPo06I6HkXWs/jR4VfsnRzdZIbea7RYvGmu/RKuWttpOb3SQdauVxMU4tgURFiEUoOl6ZGlgzNJGq5pawF6/Sr5RnfVD9ToT6bVjpxRmjovFiDKTknPI9J/smrOKBJ04MNUF2Tq7j9cE70sM5mnRmwL0Anfm56r7Q92h3OR1Z03x6IuZqWzj+xPO2YnSx+E2Q7cUtyTvgm3j88huOQKhdQYVY/5gdYQOfma3UzARco4YOmMzWrxgDMP4doml72I/tA/CP7V051hiwsCfkNTAZg9rAPfDdlj/vGtOvZA8AAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/3_add/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/3_add/target/witness.tr
new file mode 100644
index 00000000000..e684b165451
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/3_add/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/4_sub/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/4_sub/target/main.json
new file mode 100644
index 00000000000..384777ef5d2
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/4_sub/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"z","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2],"z":[3]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81UbQrDIAy19pOO7Qw7gvGj1X+7ysrs/Y+wjkWwUvZjRuiDkqTIM3kveGGMXdkX1fZxjPeo5kldYx3OBnCMD4wiD1BFXEpMWvtZelDwFNIt1ghtlsmCBWPNS1qlvNV2doubhQOtPKzGqRXJeH5fEBKWgIq32Tja2IgG81C3KHyMOmkiV6iK0RnICbnG/Bklzgi/9BP/YWci1cwtoa8jXV+i5P7VJ9WvI9TvwxU/nAEVzS4GAGXPcb99lDcY+cFOdAVmYsk9qY63g3+kl5cwqS/AOzC65S8190Dv0e5xOrumMd6CLnYfigkAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/4_sub/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/4_sub/target/witness.tr
new file mode 100644
index 00000000000..e0540ae4458
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/4_sub/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/5_over/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/5_over/target/main.json
new file mode 100644
index 00000000000..8338a7de27f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/5_over/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81XUW6EIBAd0bpdN92/fjbpEUBE4a9XqSne/wjVLbRIbJqUN8lOYhAwb4Y3DwavRPRMX1atjwjta9IXoR/nqvD9W2hlmakUE4grKbNCXBVf6hWjSQmrM8Ka0KcDsrQch8FPvVdavcvezdbIwcyjVVYZaz56q7W3g53c7Cbp1KC9WozTS3Be/ZKEUtwnJuJrBvJBcaoGiHXn/H3HKYCaaYBYD0D+WtofKNHQBxcy5jTeNnlvQisONNEyrIkyPzmP14MxqHOOJHEQdSKc+LnWfcLnaHc43TOngvZCRccKLB7om0o0+7hinOPiN0K2gZekv03WmfO84iCrhCyz24JQCTwDE8gtNmCsIzGJrVsxLsRYHaJoO/q5Aovg9C8RyzLbJeC/G8IvN3Md4TbXhUkY6N+LjvhOy0/Gs2dxxA4AAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/5_over/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/5_over/target/witness.tr
new file mode 100644
index 00000000000..67202450a38
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/5_over/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/6/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/6/target/main.json
new file mode 100644
index 00000000000..4d48b7c5beb
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/6/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"public"}],"param_witnesses":{"result":[6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37],"x":[1,2,3,4,5]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/6/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/6/target/witness.tr
new file mode 100644
index 00000000000..aa89197defa
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/6/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/6_array/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/6_array/target/main.json
new file mode 100644
index 00000000000..be2bbd66e92
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/6_array/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"y","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"z","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"t","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"t":[12],"x":[1,2,3,4,5],"y":[6,7,8,9,10],"z":[11]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/6_array/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/6_array/target/witness.tr
new file mode 100644
index 00000000000..e8eede4e6b2
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/6_array/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/7/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/7/target/main.json
new file mode 100644
index 00000000000..87b1f2a96f3
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/7/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result":[6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37],"x":[1,2,3,4,5]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/7/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/7/target/witness.tr
new file mode 100644
index 00000000000..2abb65d513e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/7/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/7_function/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/7_function/target/main.json
new file mode 100644
index 00000000000..959ec7dbf64
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/7_function/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"a","type":{"kind":"field"},"visibility":"private"},{"name":"arr1","type":{"kind":"array","length":9,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"arr2","type":{"kind":"array","length":9,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"}],"param_witnesses":{"a":[3],"arr1":[4,5,6,7,8,9,10,11,12],"arr2":[13,14,15,16,17,18,19,20,21],"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"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\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/7_function/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/7_function/target/witness.tr
new file mode 100644
index 00000000000..4a06a2861a4
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/7_function/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/8_integration/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/8_integration/target/main.json
new file mode 100644
index 00000000000..46fe080785b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/8_integration/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"array","length":100,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"b","type":{"kind":"array","length":100,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"c","type":{"kind":"array","length":4,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"d","type":{"kind":"array","length":4,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"m","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"a":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100],"b":[101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200],"c":[201,202,203,204],"d":[205,206,207,208],"m":[209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/8_integration/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/8_integration/target/witness.tr
new file mode 100644
index 00000000000..7f05336978f
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/8_integration/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/9_conditional/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/9_conditional/target/main.json
new file mode 100644
index 00000000000..0922499d2cb
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/9_conditional/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"c","type":{"kind":"array","length":4,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"},{"name":"x","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"public"}],"param_witnesses":{"a":[1],"c":[2,3,4,5],"result":[11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42],"x":[6,7,8,9,10]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+y9C7RN1d//v8+V41Yuyb1NRQh7uoWK3C9FURFC5JyiyD2ESkmIoiiKkqjkEpIk16QiCSFEpSKKEEpF/zWf/z7O2qvnjNHvWe/PGvM95t5jPOMcne8zz3x/Lq/POmu+1953VA6FTpUN/c8rwfm/xOjXsOvfiZ5/J3n+nez5d0r03zmj/y35/1/+wv9vcvR/k/m/T3X9b/W/c3j+ndPz7zTPv3O5/jeZvz8UXTdzrbTo/y7z/ye3Z408nn/n9fw7n+ffF3n+fbHn3/k9/y7g+XdBz78Lef59ieffhT3/vtTz7yKefxf1/LuY59/FPf8u4fl3Sc+/S3n+fZnn32HPv0t7/l3G8+/LPf++wvPvKz3/Luv5dznPv6/y/Lu8598VQlk1klm/+qXrIE803/mieb04mr8C0TwViuajcDTuRaLxLRaNY4lovEpF4xKO6i8T1XlFVE/Z6L6viu6vQij2lRT9ekP0a8TfSyW41qoWqVm9evo1VdNVNdU1UrV2t1o1ItVrdKtZS9VSNWrV6F61VrVq6bWq17qmdrfa10Rqq+rV0lVGjdrVMqKLJQLXqojTGEmN5tj7SgDHErln936vdn3v5qS3JlIFNIU8v8cbx3z/y3+D/nKJJF0tsG6lEK74pXRXwucosOZKDMk0V2XX9/Hm8rlmYjSg6HWrhMxuLq27Cj5HInutFN2rd12/cc1fGKs785UE3icS1BFgXpDxCwrKQP0xUHaTMQ5ln2tGogFFr1s1ZDaU9aJV8TmKgZPpMc18mfxnYxJwrWohPogi9+zeb3XX93GI+lyzWjSg6HVrhMyGqNZdA5+jGDgletY26QqvZggLTf2qGc1TjejXa0KxTeh+ofOZFJKBTS3X93HY+FwzKRpQ9Lq1Q2bDRuuujc+RyF6vie4V/Wd0QZI/o68BrlUHmJeChH9GA/XHQPla1/dxKPtcs040oOh1rwuZDWWt+zp8jkT/jEbHNPNl8pXq9SGZ5kVrRv7FUxeoObMGr4/WY93o13qh2JfJt1KSgWvdEOIbpMg9u/db3/V9fJD6XPOGaEDR6zYImT1I9ToN8Dm6UKj1ontuEP3aMBTcbYXkkEzjNXJ9H288n2smRwOKXrdxyOzG07ob43MksteG0b2ibytcQnJboSFwrSbAvFxCeFsBqD8Gyk1d38eh7HPNJtGAotdtFjIbylp3M3yORG8roGOa+UL/iY38k7J5iA98yD2799vC9X0cfD7XbB4NKHrdG0Nmg0/rvhGfo/95+sJdAIngfScA10oJyQAfoFdlfnOTs0bLzALQwbwp+n3mv/UPw55fjr4cRpIcGHR1aUB/TkT+b6+YJKI0twTmAhk/b+OjgdUyZH6ztnLWuDlTvA5Iq1Bss+ofhj2/HN2sgEDFCPK51oU1bw7xFBtyryGhYrvFWaO1u9hu8RRb6wCKDRCoGEE+17qwZusQT7Eh9xoSKrY2zhq3uoutjafYbg2g2ACBihHkc60La94qlED0tfOtwFzcBlgrPSMjI717RAX1B/ltuLVi/iC/3fV9/A9yn2veFg0oet22IbP/INe62+JzdKFQb4zuuW30a7tQ7At99w8Z7ztCMg1jsub2FmruYKHmjkDN0jffkPdupC6aAHovXCTe6azRKRTKusq9MxR71at/GPb8cvRVbwpwLWDQVVGSm293AjV3AuaiqMDNN3TD66tZJJQ1OJND+IunTiHzYdLZWaNLyJWozqFYmOgfhqO/DG280UFvK7BucTAEJHR3EFi3hNnwy3wpYH6UW7Pf+JUkMYIBwBIDAFQuSpHUXxfgWiWB9VeK6OQLGEOx4XaXs0bXTPE6IHeFYoeb/mHY88vRzQoIVIwgn2tdWLNriKfYkHsNCRVbN2eNu93F1s1TbHcHUGyAQMUI8rnWhTXvFkog+k+Lu4G56A5YK+jDiO64tWIOI9Jd38cPI3yu2T0aUPS6GSGzDyO07gx8jv51GJER/XpP9L+jdejCl/iz93LhP3sj/l7/o/sOAd1XkPzZdi8wlsBcK6n4oQ84kHzqEZIbMEjNPS2pGTRrdB4kGFuOQHd7Ad1XkTD2PmAsgblWV1nI2PtDHIztZVnNoOPXG7hWceDt1BIW9twDJD3XJ14zxtRMX3DNoK9ptNekYwh/TVPR8Gs57YuRuIa9mmSu9APGEphrdbXgMR36hjbSHCd1Ex+g98KhRX9njQGhUNapS/9Q7CmM/mHY88tNNscBg66qkJjj+gM1DwDmoopA46MbnsUcNyBkPkwGOmsMCrkSNTAUCxP9w7Dnl6NhAghUjCCfa11YU5GYfQYB10KafRQBTPRfGcg7avqOUK8QHibAHIvB5EFnjcEhV6IeDMXCRP8wHP1l6Ev+zESi161muNM2u4Lzu251EvgB86OqA+FXg+RPUABYYgCAykVNkvobDFyrBrD+agr+CY8ebsAYig23Ic4aQzPF64AMCcUON/3DsOeXo5sVEKgYQT7XurDmUKEEoq/2hgJz8RBgraDNjw/h1ooxPw5zfR83P/pc86FoQNHrDg/hil9K93B8jv5lfhwe/Toi+t8lTKb3hvBX5NcafpijDWc9BXRfR3Il/TAwlsBcq+tIDnyRfHokJDdgkJoftaxm0PEbCVyrGvCvr+oW9txjJD33uCU1I3Fd0zuEn+/1DNetDWd9BHTfQMLYUcBYAnOtbrCQsU+EOBg7Ol4zxtTMk+CaQfNV+38yQni+NjR8rmhTaj8B3Y1I5soYYCyBuVaNBE9O0De0keZHqZv4AL0XDi3GOmuMC4WyTl3GhmJPYfQPw55fbrL5ERh01ZTE/DgWqHkcMBdNCfxKLObHcSHzYfKUs8b4kCtRT4ViYaJ/GPb8cjRMAIGKEeRzrQtrNifxX4wHroU0PzYngAmL+RGYYzGYTHDWeDrkStSEUCxM9A/Dnl+OhgkgUDGCfK51Yc0bSWDyNHAtpJnrRgKY6FsWyCPQR5w1Hg3hYQLMsRhMnnHWmBhyJeqZUCxM9A/D0V+Gvn+QmUj0ui0Nd1I/kk3B+V23FQn8gPlRrYDwu5nkfhYALDEAQOXiFpL6mwhc62Zg/d0S0JlBxN8rJn5+NU8CrBW0uXUSbq0Yc+uzru/j5lafa06KBhS97nMhXPFL6X4On6N/mVufi36dHIp9oYfdlJDMhaGpF1voA15kvT4fkgMOUvMLltSMhHF/ZAj/h8nthuvWhsLHBXS3JfmDYiowlsBcq7YWMnZaiIOxL1pSMxKMHRXCs6a94bq1oXC0gO4OJIx9CRhLYK5VBwsZOz3EwdgZ8ZoxpmZeBtcMmq/a3zU8hOdrJ8PnijYdjxHQ3ZlkrrwCjCUw16qz4XWj2TBFoG66Gq5b38N5QUB3N5J+mQmMJTDXqhvJTL0RuNarIbNnqmbEVIFeSTecEfoexIsCujNIGDELGEtgrlWGhYx4LWQ+I14S6JUehjNC/w09Q0B3TxJGzAbGEphr1dNCRswJmc0IbZh5TqBXehnOCH3P5BUB3b1JGPE6MJbAXKveFjLijRCWEQya3xTSjO6TucC1GD7BCh2/t4BrMbw5FTp+84Br2egxSwCuNT+EY1ZQhmDgnmMMwQtc38cNwT7XnB8NKHrdhSFc8UvpXojP0YXH+9BPZ+g1kRcu+oIqBbzeRIF4hkLQXrrwhM/bzhqLMgtLJ+3tUOwjfvqH4egvQ/+llplM9Lp9DX/ETxfcjQLr9jNcd2ZzoNftT/JoGTA/qj/wSnIAyTv2vA3MxSLgWgNJ6g/IRTUAWH/I+GVeeCSCY6eZjbxLpFn4egh/QQesa7GLjsXOGktCrkQtDsVedOgfhqO/TGL4viGw7kMEw/d1gXWHkcAPmB81DAi/4SS3wQBgiQEAKhcjSOpvCXCt4cD6GyEwfNFDTbPrLYF1gTkRG5bvOGssDYWyhuM7odhhqX8Yjv4yiaHxlsC6j5FAD1AgMYkEaVaPk0BvKXCtx4DQe5wEevME1gXmRAx67zprLAuFsiD3bigWevqH4egvk4DePIF1R5NAD1AgMYkEaVZPkkBvGXCt0UDoPRnQgXHE3ysmfn41vwdYK+h3kHoPt1bMgfFy1/fxA2Ofa74XDSh63fdDZh8Ya93v43N0oVAXRvf8fvTriuh/R+vQhf9qCD/kxxnuutUXNzMFdD9FcnHzATCWwFyrpwIazn7jh+TTypDcgEFqXmVJzaBZo/PwWgjPmqcJGDtLQPczJIxdDYwlMNfqGQsZuybEwdi1ltQMmjX6D7k5ITxrniVg7GwB3c+RMHYdMJbAXKvnLGTshyEOxq6P14wxNfMRSc1sAK71EPBm9jCSE7wUgXWBBwxiJ3gfO2t8Egplndh9HIo9wdM/DHt+Obp4AYGKEeRzrQtrPk9ykvUJcK1+wOZ/XqD5E8GxYzEMA3MsBpNPnTU2hlyJ+jQUCxP9w7Dnl6NhAghUjCCfa11YcyoJTDYC10IaIKcSwERfeSL/4tN/sawP4WECzLEYTDY5a3wWciVqUygWJvqH4egvQ99eyEwket0XDX/6ILuC8/3G6STwA+ZHvQSE33SS210AsMQAAJWLGST19xlwrenA+ptB8me8hBEXmBOxYbnZWePzUChrOG4OxQ5L/cOw55ejmx8QqBhBPte6sOYskub/HLgW0pA6K6D7vhF/r5j4+dW8BbBW0IbULbi1YgypX7i+jxtSfa65JRpQ9LpbQ7jil9K9FZ+jfxlSt0a/bov+dwnj7wch/F9Isw0/yNcmwFUCuueQ/GWzHRhLYK7VHJJDWSSfvgzJDRik5h2W1IwEY1eH8Kx503Dda5w11gronkvC2J3AWAJzreZayNhdIQ7GfmVZzaDjtxu41ovAmw4vWdhze0h6bm+8Zoypma/BNSNhgns/hL+mmW/4tZw2jm4Q0L2AZK7sA8YSmGu1gOQkS8KQCjxgEDvJ2u+s8U1mQ+oA7w/FnmTpH4Y9vxxdvIBAxQjyudaFNReRnGR9A1wLaUhdJND8ieDYsRhSgTkWg8m3zhrfhVyJ+jYUCxP9w7Dnl6NhAghUjCCfa11YcwkJTL4DroU0pC4hgAmLIRWYYzGYHHDW+D7kStSBUCxM9A/Dnl+OhgkgUDGCfK51Yc2lJDD5HrgW0mC3lAAm+rYF8ha9vsX8VQgPE2COxWDyg7PGjyFXon4IxcJE/zAc/WXoewiZiUSvu8xwd3t2Bef73QtZ3vESeB/lPSD8lpPc0wKAJQYAqFy8T1J/PwLXWg6sv/cDOjeI+HvFxM+v5oOAtYI2uB7ErRVjcD3k+j5ucPW55sFoQNHr/hTCFb+U7p/wOfqXwfWn6NfD0f8uYSTeHsJfJK02/MBOmwp3COheQ3JxcwQYS2Cu1RqSQ30kn34OyQ0YpOZfLKsZdPyOAtdaBrwgfs/CnjtG0nO/WlIzEtc1u0MCb5lguG5tKtwroHs9CWOPA2MJzLVabyFjT4Q4GHsyXjPG1Mxv4JqRMNVtDeH5+rHhc0Ubj/cJ6P6EZK6cAsYSmGv1icBJMovBFXjAIHbye9pZ40xmQ+oAnw7FnvzqH4Y9vxxdvIBAxQjyudaFNTeRnGSdAa6FNLhuEmj+RHDsWAyuwByLweR3Z40/Qq5E/R6KhYn+Ydjzy9EwAQQqRpDPtS6suZkEJn8A10IaXDcTwITF4ArMsRhMzjpr/BlyJepsKBYm+odhzy9HwwQQqBhBPte6sOYWEpj8CVwLaXDdQgATFoMrMMdiMPnLWePvkCtRf4ViYaJ/GPb8cjRMAIGKEeRzrQtrbiWByd/AtZCGva0B3QeN+HvFxM+v5nOAtYI27J3DrRVj2Dvv+j5u2PO55rloQNHr/hPCFb+U7n/wOfqXYe+fzL1HfyBhjDwSwt+I3274AYQ2Sf0ioPtLkgOIhARcLIG5Vl+SHFIi+ZSYIDdgkJqTLKkZCcYeDQk8kWa4bm2K+1VA91ckjE0G9gsw1+orCxmbQsLYVEtqRoKxx0N41uw1XLc2xZ0U0P01CWNzAPsFmGv1tYWMzUnC2LR4zRhTM7nANSNhCvsphOfrN4bPFW2cPSWg+1uSuZIbWJfAXKtvDa8b7c+6UaBu8iRwsHEhcK28hrNRKtf5EjgYcVECbq2HgAecw0iuI5C9crHhvaL7ZK5Ar+Qn6ZUCwF6x8V3/kb1SkKBX3hLolUIkvXIJsFdsfLAf2SuFCXplnkCvXErSK0Xi59jG9EpRkvt/xYB87Qvka3/D/7b/Hy9SAp413xuuW/szkgR0/0ByL6w4sK+BuVY/WMjYEiSMLQnc5zhgzTxFwNhkAdYcMv2+sbNgqoDun0gYWwrYL8Bcq58sZOxlJIwNA/f5NLBmniFgbA4B1vxsuG7tz0gT0P0LCWNLA/sFmGv1i4WMLUPC2MuB+3wWWDPPGc4a/fDiPyE8a341XLf2M+UWYOxxEsZeAewXYK7VcQsZeyUJY8vGfRT+nuUDrlUOVzNVg3pQHLjnmAfFr3L9I/6guM81dZKuSsCvWx4IDynd5RPgObrwNjbJ4P3qAfQ3eD2geVNpUyTQIKj0oWUxgfyEsL154Z1kKjh7rZgQynornAoJsW+No38Yjv4y9FVoZnGg1/3N8M9+zCxi9LqnDNed2WzodU8brjsTCuh1z5C8dRMwP+oM8Ir8d5L4AXmmTgHj94fZ8YsZcqj4VQSudZak/oB9ov4A1h8yfpkXwIng2OlZfxGwZvSTCfkF/vAB1rXYxerVzh4ruS9Or/ZcrFYSvli9SGCIJ1xq9sVLdgXn+22KLuWAHzA/yq3Z99snBRQ/v/sEgCUGAKhcJJPUXyWg5iRg/SHjJzl8kUdI+gikrMDwrUQwfCs7e6ziHraVPcO3ivDwvUJgCKUZPnyzKzjf75NBAj9gflQuIPxykwzfSglYAKBykYek/qoANecG1l8ekuF7CTB++tnJSwWGbxWC4asPkpV72EY8w1cJD99LBIZQfsOHb3YF5/vNC0jgB8yPKgCEX0GS4VslAQsAVC4KkdSfAmouCKw/qfihB7ACelmqAtYK+hM/qgoZuarFjVzYJFUTuKqrbriRS+uungDP0YVCLR+NafXo1xrRH6B16IvD4gIXSUWFLw4j/l5KPzldUkB3MZKLm5rA4QzMtSoW0HD2Gz8kn65JkBswSM21LKkZCcaWEmBNScN16yenwwK6S5EwtjawX4C5VqUsZGwdEsZea0nNSDC2tABrShuuWz85fbmA7jIkjL0O2C/AXKsyFjL2ehLG1o3XjDE1U4+kZm4Aak4D3szORXKSLPHQH3qWAg8sxE6S6zt7bOA+Oa7vOUlu4DpJzq4ZIv5eCvigWszDRb7tViQXLYBCiykIVC7KkpwsNkB6QoEwLksCY4YHWhoQwLihs8dGbvg29MC40X+Asd+ia5CAFQQKuipPApNGQM1Ig355EpgwGPQbEcCksbPHJm54NPbApEkAMGmUgBUECrqqSAKTJkDNSMNxRQKY6NsKyNt5+nZUXQGYNCGASVNnj83c8GjqgUmzBDnDcWYi0etWMtxwnF3B+V23MsujjsB7oZWB8KtCclugSQIWAKhcREjqrxlQcxVg/UUCuq8f8feKiZ9fzc0BawVtOG4OHOzu/bZw/SNuOPa5pk5SC4GruhuBxS+l+8YEeI7+ZTi+Mfr1pugP0Dr0xWFNgYukGoYbNbTJs5aA7pokFzctgcMZmGtVk+TQHcmnViSH7jdbUjMSjK0twJrahuvWJs9rBXTXIWHsLcB+AeZa1bGQsa1JGNvGsppBx+9WYM1UAt50qGxhz91G0nO3x2vGmJppC64Z9DWN9opVF7imud7wa7n/MQYL6K5LMlfaIU9CgXO5LokthcFwDDywEDtJvsPZY3v3yfEdnpPk9gHYUgCBihEECrqqT3Iy1h7p0QJecNQngQmDYbY9AUw6OHvs6IZHBw9MOgYAk/YJWEGgoKuGJDDpCNSMNMw2JIEJg2G2IwFM7nT22MkNjzs9MOkUAEw6JmAFgYKuGpPApBNQM9Iw25gAJiyG2U4EMOns7LGLGx6dPTDpEgBMOiVgBYGCrpqSwKQLUDPSANg0oPuqEX+vmPj51XwXYK2gDYB3AUHl3m9X1z/iBkCfa+okdRWYUt2AxS+lu1sCPEf/MgB2i369O/oDtA59eNNS4MZ+c8MPNLTp6mYB3S1IDjS6A4czMNeqBcmhJ5JP6SQH5RmW1IwEY28RYE1Lw3Vr01UbAd2tSBh7D7BfgLlWrSxk7L0kjO1hSc1IMPZWAda0Nly3NtndLqC7DQljewL7BZhr1cZCxt5Hwtj74zVjTM30AteMhCnsRgG+3m74XNFG3HYCutuSzJXewLoE5lq1JbFVMBg+gQdUYiehDzh77OM++XzAcxLaJ4CTUECgYgSBgq7ak5yE9kF6jIAnoe1JYMJg+OxDAJO+zh77ueHR1wOTfgHApE8CVhAo6KojCUz6ATUjDZ8dSWDCYPjsRwCT/s4eB7jh0d8DkwEBwKRfAlYQKOiqEwlMBgA1Iw2fnQhgwmL4HEAAk4HOHge54THQA5NBAcBkQAJWECjoqgsJTAYBNSMNn10Cuq8a8feKiZ9fzQ8C1gra8PkgEFTu/Q52/SNu+PS5pk7SYIEpNQRY/FK6hyTAc/Qvw+eQ6Neh0R+gdejDm+4CN/a7Gn6goU12GQK6u5EcaDwEHM7AXKtuJIeeSD4NIzkoH25JzUgw9h4B1qQbrlub7HoI6M4gYewIYL8Ac60yLGTswySMfcSSmpFgbE8B1vQwXLc22d0voLsnCWMfBfYLMNeqp4WMHUnC2MfiNWNMzTwOrhkJU1g3Ab72MnyuaCNubwHdvUnmyihgXQJzrVji9wSQEaeAn0Lv/kT7iM+XO35oxpYHxm80yVx+0rKaQcdvDDB+CcAD10SS6xpkz40l6blxltUMOn5PAeOXBoxfLgt7brzhf0tou2kBgWvqvob/LVHQWbCQgO5+JIyYAKxLYK4VS/yeBjLCxk9kQTL2GZLrmolAzfmBNVOApOcmAfNs45vVIHvuWYLrmiIC8/25BI5emRz3xfyf9qfPER4SqJuBhuvWfq/hAroHkcyWKcB+AeZaDbJwtjxPcj33AnCfRYE1U4yAsSMEWDPEcN3a7/WIgO6hJIydCuwXYK7VUAsZO42EsS8C91kSWDOlCBj7qABrhhuuW/u9HhPQPYKEsS8B+wWYazXCQsZOJ2HsDOA+SwNrpozhrBmUkPUsJDIfjxquW/sjRwnoHknC2JeB/QLMtRppIWNfIWHszLgnw5iaeZWkZmYBNf8G9B6eIfGrJgDXeg1XM9WCerMS4J5j3qxktusf8Tcr8bmmTtLsBPy6c4DwkNI9JwGeowtvpZYM3q8eQMh3j9LrPQFcTxvqnwSup4fkLIH8hLC9eeHdzF539vpGQijr7dheT4h9ezb9w3D0l6H/csksDvS6o4T/EkTofkJA9xOG685sNvi6huvOhAJ63SdJ3j4QmB/1JPCvuDEk8QPyTD0BjN9Ys+MXM+RQ8XsDuNY4kvoD9okaC6w/ZPwyL4ATwbHTs34MsGb002jjBP7wAda12MXqm84e57ovTt/0XKzOFb5YHSMwxJ81/OIlu4LzbQkmgR8wP+o5IPwmkxz7AMASAwBULqaQ1N9coObJwPqbQjJ8nwLGTz+WOkFg+M4lGL5vOXuc5x62b3mG7zzh4fuUwBB60fDhm13B+fY7kcAPmB/1EhB+00mG79wELABQuZhBUn/zgJqnA+tvBsnwRXp+tGdlpsDwnUcwfOc7e1zgHrbzPcN3gfDwfVlgCM0yfPhmV3C+TREk8APmR70GhN9skuE7LwELAFQu5pDU3wKg5tnA+pOKH3oALwB6WRYC1gr6U6cWAge7e79vu/4RN3L5XFMn6W2Bq7pFwOKX0r0oAZ6jC4U6JxrTRdGvi6M/QOvQF4dTBC6S3jL8aQ79tP0LArrnkVzcLAEOZ2Cu1byAhrPf+CH59E6C3IBBal5qSc1IMHaqAGsWGq5bP23/ooDut0kY+y6wX4C5Vm9byNhlJIx9z5KakWDsSwKsWWK4bv20/QwB3e+QMHY5sF+AuVbvWMjY90kYuyJeM8bUzAckNbMSqHkW8Gb2ayQnyRIP/aFnKfDAQuwkeZWzx9Xuk+NVnpPk1a6T5OyaIeLvpYAPqsU8XOT7Ip/kogVQaDEFgcrFeyQni6uBmpcB6+89EhgzPNCymgDGa5w9rnXDd40Hxmv/A4z9Ft3qBKwgUNDVChKYrAVqRhr0V5DAhMGgv5YAJuucPX7ohsc6D0w+DAAmaxOwgkBBVytJYPIhUDPScLySBCYMhuMPCWCy3tnjR254rPfA5KMAYPJhAlYQKOhqNQlMPgJqRhooVwd0nzLi7xUTP7+aNwDWCtpAuQEIKvd+P3b9I26g9LmmTtLHAlPqE2DxS+n+JAGeo38ZKD+Jfv00+gO0Dn0YskTgAHat4QfP2rS2VED3OpJ7uBuBwxmYa7WO5BARyadNJIeIn1lSMxKMfVeANR8Zrlub1t4T0L2BhLGbgf0CzLXaYCFjPydh7BZLakaCscsFWPOp4bq1aW2FgO6NJIz9AtgvwFyrjRYydisJY7fFa8aYmtkOrpkEj9aIv9f/mOoyH2JFxnCz4XNFG1tXCuj+nGSufJmAiyUw1+pzkpNQBsMs8IBK7CR0h7PHnQmuRO1IiD0J1T8Me345uhkAgYoRBAq62kpyEroTqBlp+NxKAhMGw+dOApjscvb4lRseuzww+SoAmOxMwAoCBV1tJ4HJV0DNSMPndhKYMBg+vyKAyW5nj3vc8NjtgcmeAGDyVQJWECjoagcJTPYANSMNnztIYMJg+NxDAJO9zh6/dsNjrwcmXwcAkz0JWEGgoKtdJDD5GqgZafjcFdB91Yi/V0z8/GreB1graMPnPiCo3Pvd7/pH3PDpc02dpP0CU+obYPFL6f4mAZ6jfxk+v4l+/Tb6A7QOfXizUeDG/m7DDzS0ye4zAd17SA40vgMOZ2Cu1R6SQ08knw4kyA0YpObvLakZCcZuFmDNPsN1a5PdFgHd+0kY+wOwX4C5VvstZOyPJIw9aEnNSDD2CwHWfGe4bm2y2yag+wAJYw8B+wWYa3XAQsb+RMLYw/GaMaZmjoBrBs1X7XX6RICvPxo+V7QR90sB3QdJ5srPwLoE5lodJDkJZTB8Ag+oxE5Cf3H2eNR98vmL5yT0aAAnoYBAxQgCBV0dJjkJPQrUjDR8HiaBCYPh8ygBTI45e/zVDY9jHpj8GgBMjiZgBYGCrn4mgcmvQM1Iw+fPJDBhMHz+SgCT484eT7jhcdwDkxMBwOTXBKwgUNDVURKYnABqRho+j5LAhMHweYIAJiedPf7mhsdJD0x+CwAmJxKwgkBBV7+SwOQ3oGak4fPXgO6rRvy9YuLnV/MpwFpBGz5PAUHl3u9p1z/ihk+fa+oknRaYUmeAxS+l+0wCPEf/MnyeiX79PfoDtA59ePOdwI39E4YfaGiT3fcCuk+SHGj8ARzOwFyrkySHnkg+nSU5KP/TkpqRYOwPAqw5bbhubbI7KKD7DAlj/wL2CzDX6oyFjP2bhLHnLKkZCcYeEmDNWcN1a5PdYQHdf5Iw9jywX4C5Vn9ayNh/SBirgxivGTNqJiERWzNovmqv0zcCfD1n+FzRRtyfBXSfJ5kricC6BOZanTe8bjQb/hCom4QiZuvW93D+FNCdWISjX5KA/QLMtZKKH3qmzgHO1GTwTJWqmRTgPt8CMnYeAWP/EmBNiuGM1fdwzgnoTiVhbCqwX4C5VqkWMjYHCWNzAve5EMjYtwkYe16ANWmGM/afqMMOrTsXCWPTgP0CzLXKZSFjc5EwNjdwn0uAjH3HcMb+lpDlb0LmI6/hjNX3PBMFGJuPhLF5gP0CzLXKZyFj85IwNl8ibq1ZQDP5ayRnNsiauYikZi4G1swoYM08SXIGkh8YvyeA8RttYc8VIOm5gpbVDDp+hYDxexYYv+cs7LlLSHqusGU1g47fpcD4vQiM30sW9lwRkp4ralnNoONXLP73nDE9Vxzcc+j7ZfqdFZ4WuE+Y3/D7hM84C04U0F2A5D5hCWBdAnOtWOJXEhi/T4HnEhstZGwpAsZOEmDNJYYz9llnwecEdBcmYcRlwLoE5lqxxC8MjJ+NH+qBZGxpAsZOFmBNmUSOXrkcmB8b33MiAbjWFbhcVA/qDaGAe455Q6grE7O+j78hlM81dZJ0QNHrlgXeMJLSXTYRnqMLb1eZDN6vHrzId+jT6+UHAl6bDC4GrqcPUAsK5CeE7c0L7xhZztnrVZnJ11/LJca+Bab+YTj6y9BXFJnFgV63qPBfgwjd+RPx6xYzXHdms6HXLW647kwooNctEdBfrxF/LwXMj3Jr9n3nkiR+QJ6pYsD4lTI7fjFDDhW/q4BrXUZSf8A+UaWA9YeMn/saCBk7PesLIe9+OmsVFvjDB1jXYher5Z09VnAnqrznYrWC8MVqIYEhXs7wi5fsCs7vuleRwA+YH3UVEH7lSY4uAGCJAQAqFxVI6q8CUHN5YP1VIBm+lwLjp22DRQWGLzDHYsO3orPHq92JqugZvlcLD99LBYZQFcOHb3YF53fdCAn8gPlRESD8FMnwBYAlBgCoXFQlqb+rgZoVsP6qkgzfYsD4af9wCYHhC8yx2PCt5OyxsjtRlTzDt7Lw8C0mMISuMXz4ZldwftetRQI/YH5ULSD8apMMXwBYYgCAykUdkvqrDNRcG1h/UvFDD2B3/Hz/oQRYK+hP9qsCHOzu/UYSs76PG7l8rqmTFBG4qlPA4pfSrRLhObpQqGWjMVXRr1WjvwutQ18cJglcJNUz/IkO/e7HKQK6byC5uKkGHM7AXKsbAhrOvu8gAflUPVFuwCA117CkZiQYmyrAmoaG69bvfpxTQHcjEsbWBPYLMNeqkYWMvYaEsbUsqRkJxqYJsKap4br1ux/nFtDdjISxtYH9Asy1amYhY+uQMPbaeM0YUzPXgWtGYq7kEeDrjYbPFf2Oz/kEdN9EMleuB9YlMNfqJhLnAPIhz+yev4r4eyEPqMScA3WdPdZzJ6puYqxzQP8w7Pnl6JM84IOJ0AfAbiaBCaDQYgoClYtbSE6S6wE13wysv1tIYMzwAFM9Ahjf4OyxvjtRN3hgXP8/wNj3yVoiVhAo6OpWEpjUB2pGPpBxKwlMGB7IqE8AkwbOHhu6E9XAA5OGAcCkfiJWECjo6nYSmDQEakYazG8ngQmDwbwhAUwaOXts7E5UIw9MGgcAk4aJWEGgoKt2JDBpDNSMNMy2C+i+dMTfKyZ+fjU3AawVtGG2CRBU7v02Tcz6Pm6Y9bmmTlJTgSnVDFj8UrqbJcJz9C/DbLPo1+bR3yVhTK6WiD8YaW/4gZA2KdYQ0N2B5B5uC+BwBuZadSA5NEby6cZEuQGD1HyTJTUjwdiaAqzpZLhubVKsJaC7MwljWwL7BZhr1dlCxrYiYezNltSMBGNrC7Cmq+G6tUnxWgHd3UgYewuwX4C5Vt0sZGxrEsa2ideMMTVzK7hmJEx1SoCv6YbPFW1kvl5AdwbJXLkNWJfAXKsMkpNQBsMs8IBK7CT0dmePbd2Juj0x9iRU/zDs+eXoZgAEKkYQKOiqB8lJaFugZqThswcJTBgMn20JYNLO2eMd7kS188DkjgBg0jYRKwgUdHUfCUzuAGpGGj7vI4EJg+HzDgKYtHf22MGdqPYemHQIACZ3JGIFgYKuepHApANQM9Lw2YsEJgyGzw4EMOno7PFOd6I6emByZwAw6ZCIFQQKunqABCZ3AjUjDZ8PBHRfNeLvFRM/394AwFpBGz47AUHl3m/nxKzv44ZPn2vqJHUWmFJdgMUvpbtLIjxH/zJ8dol+vSv6uySMtS0S8Tf2+xp+oKFNdjcJ6O5HcqDRFTicgblW/UgOPZF86pYoN2CQmu+2pGYkGNtSgDUDDdetTXY3C+geRMLY7sB+AeZaDbKQsekkjM2wpGYkGHuLAGuGGK5bm+zaCOgeSsLYe4D9Asy1GmohY+8lYWyPeM0YUzM9wTUjYQprJsDX4YbPFW3EvU1A9wiSuXIfsC6BuVYjSE5CGQyfwAMqsZPQ+5099nIn6v7E2JNQ/cOw55ejmwEQqBhBoKCrR0lOQnsBNSMNn4+SwITB8NmLACa9nT0+4E5Ubw9MHggAJr0SsYJAQVePkcDkAaBmpOHzMRKYMBg+HyCASR9nj33dierjgUnfAGDyQCJWECjoahQJTPoCNSMNn6NIYMJg+OxLAJN+zh77uxPVzwOT/gHApG8iVhAo6Go0CUz6AzUjDZ+jA7qvGvH3iomfX80DAGsFbfgcAASVe78DE7O+jxs+fa6pkzRQYEoNAha/lO5BifAc/cvwOSj69cHo75Iw1nZNxN/YH2P4gYY22d0toHssyYHGYOBwBuZajSU59ETyaUii3IBBah5qSc1IMLa7AGvGG65bm+wyBHRPIGHsQ8B+AeZaTbCQscNIGDvckpqRYOw9AqyZaLhubbLrIaB7EgljRwD7BZhrNclCxj5MwthH4jVjTM08Cq4ZCVNYFwG+TjZ8rmgj7n0CuqeQzJWRwLoE5lpNIWFEWSAjHiOZK48DNRcFHngVJ+m5UcD4FQPGr4SFPfcESc+Ntqxm0PF7Ehi/csD4XWVhz40h6bmxltUMOn7jgPGrAoxfxMKee4qk58ZbVjPo+E0Axu8aYPxqWdhzT5P03DOW1Qw6fhOBeb4ReA/lJgt7bpLh91m1e76kwP3GqYbfZy3laL5MQPc0EkY8C6xLYK4VS/yeA8bPxk+rQzJ2MgFjwwKsmW44Y0s7mssI6J5BwogpwLoE5lqxxO95YPxsfONGJGNfIGDs5RLXsYkcvTINmB+bPOLaUzNYoG5mGq5bP/swVED3qySz5UVgvwBzrV61cLa8BJ4tUjUzHbjPesCauYGAsQ8JsGa24br1sw/DBXTPIWHsDGC/AHOt5ljI2JdJGPsKcJ8NgTXTiICxIwRY86bhuvWzD48I6J5LwtiZwH4B5lrNtZCxr5IwdhZwn02BNdPMcNboNwYaJMCa+Ybr1s8KjRTQvYCEsa8B+wWYa7XAQsbOJmHsHOA+bfTgJADXeh2XixpBvQkbcM8xb8L2RmLW9/E3YfO5pk7SG4n4dd8EAlNK95uJ8BxdeIvYZPB+9QBCviumXm8UcD39oOXjwPX0Q2SjBfITwvbmhXdpnevs9a3M5OuvcxNj33ZW/zAc/WXoq9DM4kCvu0j4qh6he5SA7sWG685sNvS6SwzXnQkF9LrvkLwtMjA/6h3gUwVLSeIH5JlaDIzfu2bHL2bIoeL3FnCtZST1B+wT9S6w/pDxc18DIWOnZ/2TwJrRT0yPFfjDB1jXYher85w9zncnap7nYnW+8MXqkwJDfLXhFy/ZFZzfddeQwA+YH7UGCL+1JLfwAWCJAQAqF+tI6m8+UPNaYP2tIxm+44Dx02+dMF5g+AJzLDZ8Fzh7XOhO1ALP8F0oPHzHCQyhjw0fvtkVnN91PyGBHzA/6hMg/D4lGb4AsMQAAJWLjST1txCo+VNg/W0kGb4TgPHT76HyjMDwBeZYbPi+7exxkTtRb3uG7yLh4TtBYAhtMXz4Zldwftf9ggR+wPyoL4Dw20oyfAFgiQEAKhfbWI49gJq3AutPKn7oAeyOn++jZcBaQX+a5mLgYHfvd0li1vdxI5fPNXWSlghc1b0DLH4p3e8kwnN0oVDfjMb0nejXpdHfhdahLw5fFLhI2mW4M18/OT1dQPdXJBc37wKHMzDX6quAhrNv7w6QT8sS5QYMUvN7ltSMBGNnCLBmr+G69ZPTrwjo/pqEscuB/QLMtfraQsa+T8LYFZbUjARjZwqw5hvDdesnp2cJ6P6WhLEfAPsFmGv1rYWMXUnC2FXxmjGmZlaDa0ZirrwmwNfvDZ8r+mnxOQK6fyCZK2uAdQnMtfqBxDmAfMgzu+evIv5eyAMqMefAWmeP69yJWpsY6xzQPwx7fjn6JA/4YCL0AbBDJDABFFpMQaBy8RPJSfI6oOZDwPr7iQTGDA8wrSOA8YfOHte7E/WhB8br/wOMfRv3E7GCQEFXP5PAZD1QM/KBjJ9JYMLwQMZ6Aph85OxxgztRH3lgsiEAmKxPxAoCBV0dJYHJBqBmpMH8KAlMGAzmGwhg8rGzx0/cifrYA5NPAoDJhkSsIFDQ1a8kMPkEqBlpmP01oPvSEX+vmPj5fkIMsFbQhtlPgaBy73djYtb3ccOszzV1kjYKTKlNwOKX0r0pEZ6jfxlmN0W/fhb9XRLG5HcT8QcjJww/ENImxfcEdJ8kuYe7GTicgblWJ0kOjZF8+jxRbsAgNW+xpGYkGLtcgDWnDdetTYorBHSfIWHsF8B+AeZanbGQsVtJGLvNkpqRYOwHAqw5a7hubVJcJaD7TxLGbgf2CzDX6k8LGfslCWN3xGvGmJrZCa4ZCVPdOwJ8PWf4XNFG5jUCus+TzJVdwLoE5lqdJzkJZTDMAg+oxE5Cv3L2uNudqK8SY09C9Q/Dnl+ObgZAoGIEgYKuEopynITuBmpGGj6R8ZOECYPhczcBTPY4e9zrTtQeD0z2BgCT3YlYQaCgqyQSmOwFakYaPpNIYMJg+NxLAJOvnT3ucyfqaw9M9gUAk72JWEGgoKsUEpjsA2pGGj5TSGDCYPjcRwCT/c4ev3Enar8HJt8EAJN9iVhBoKCrHCQw+QaoGWn4lIofGiju+Pl+wxPAWkEbPr8Fgsq93+8Ss76PGz59rqmT9J3AlDoALH4p3QcS4Tn6l+HzQPTr99HfJWGs3ZyIv7GfBoYsWrc22W0R0J0roOHs+51KgMMZmGuVK6Dh7Dd+SD79mCg3YJCaD1pSMxKM/UKANXkN161NdtsEdOcjYewhYL8Ac63yWcjYn0gYe9iSmpFg7HYB1uQ3XLc22e0Q0F2AhLFHgP0CzLUqYCFjfyZh7C/xmjGmZo6Ca0bCFLZJgK+XGD5XtBF3l4DuwiRz5RiwLoG5VoVJTkIZDJ/AAyqxk9BfnT0edyfq18TYk1D9w7Dnl6ObARCoGEGgoKuiJCehx4GakYbPonHDp4k5FoPJCWePJ92JOuGByckAYHI8ESsIFHRVnAQmJ4GakYbP4nHDp4k5FoPJb84eT7kT9ZsHJqcCgMnJRKwgUNBVSRKYnAJqRho+S8YNnybmWAwmp509nnEn6rQHJmcCgMmpRKwgUNDVZSQwOQPUjDR8XkZi+HTHz6/m3wFrBW34/B0IKvd+/0jM+j5u+PS5pk7SHwJT6iyw+KV0n02E5+hfhs+z0a9/Rn+XhLH2h0T8jf3Shh9oaJPdQQHdZUgONP4CDmdgrlUZkkNPJJ/+TpQbMEjN5yypGQnGHhJgzZWG69Ymu8MCusuSMPY8sF+AuVZlLWTsPySM1QvaUDMSjD0iwJryhuvWJrtfBHRXIGFsArBfgLlWFSxkbGISB2OT4jVjTM0kg2tGwhR2QICvlQyfK9qIe0xAd2WSuZICrEtgrhVL/FKTcGstBh7+vEPyLspvAhmbg2Qu57SsZtDxSwPGbzUwfmss7LlcJD2X27KaQccvDzB+HwPj94mFPZeXpOfyWVYz6PhdBIzfFmD8vrCw5y4m6bn8ltQM+j6AdrVOFLgPoAy//zHJ0fysgO6qJH+/FwD2NTDXqirJPVIkYwuSMLaQZTWDjt8lwPh9D/xUoR8svK4pbPi5hJ7LzwnMpxqGz+XJjuYpArprkjDiUmBdAnOtWOJXBBg/Gz/dEcnYogSMfV6ANbUNZ+wLjuapArrrkDCiGLAugblWLPErDoyfjW90imRsCQLGThNgTckkjl4pBcyPTc9UaA/aXwJ1c73huvWzQucEdNclmS2XAfsFmGtV18LZEia5L1kauM9dwL/5vjL87Ecz9rwAa+obzlj9rJAuQrTuBiSMLQPsF2CuVQMLGXs5CWOvAO5zL5CxXxMwNkGANY0NZ6x+VihJQHcTEsZeCewXYK5VEwsZW5aEseWA+/wGyNhvDWesfiOtswLXsc0NZ6x+ti5FgLEtSBh7FbBfgLlWLSxkbHkSxlaIe3CMqZmKJDVzNdBbvAjoLV5CUjMJwLUq4WqmZlBvdAncc8wbXVZOyvo+/kaXPtfUSaqchF+3ChAeUrqrJMFzdOFtuJPB+9UDCPnOw3q9VOAg0g9j5wSup4fk1QL5CWF788I7YUecvapMIugiiCTFvrW3/mE4+svQf7lkFgd63ZbCfwkidKcK/CXYynDdmc2GXvdmw3VnQgG97i0kbz0PzI9ya/Ybv9Yk8QPyTLUCxq+N2fGLGXKo+CngWreS1B+wT1QbYP0h45d5AZwIjp2e9WnAmtHvZJJb4A8fYF2LXaxWdfZYzX2xWtVzsVpN+GI1TWCIdzT84iW7gvO77p0k8APmR90JhF8nkmMfAFhiAIDKRWeS+qsG1NwJWH+dSYZvHuTjL85a+QSGbzWC4Vvd2WMN9/Ct7hm+NYSHbx6BIXS34cM3u4Lzu253EvgB86O6A+GXTjJ8qyVhAYDKRQZJ/dUAak4H1l8GyfC9CBg//d5m+QWGbw2C4VvT2eM17uFb0zN8rxEevhcJDKH7DB++2RWc33XvJ4EfMD/qfiD8epEM3xpJWACgctGbpP6uAWruBaw/qfihB/A1QC9LLcBaQX9icS0hI1dtl78jbuTyuaZOUm2Bq7o6hhu5tO46AkahzH1Wica0TvTrtdHfhdahLw4vE7hI6m/40xz6afvSAroHkFzcXAcczsBcqwEBDWff774F5NP1JM78upbUjARjywiw5kHDdeun7a8Q0D2YhLH1gP0CzLUabCFjbyBhbH1LakaCsVcKsOYhw3Xrp+3LCegeRsLYBsB+AeZaDbOQsQ1JGNsoXjPG1ExjcM1IzJWrBPj6sOFzRb/DQAUB3Y+QzJUmwLoE5lo9QuIckHjIE13jwAMqMedAU2ePzdzOgaYe50Azl3Mgu2aI+Hsp4IOJMQ+T+W3Sx0hgAii0mIJA5eJxkpPkZkDNjwHr73ESGDM8wNSMAMbNnT22cMO4uQfGLf4DjP0WXbMkrCBQ0NVoEpi0MPSBjNEkMGF4IKMFAUxudPZ4kxsmN3pgclMAMGmRhBUECroaQwKTmww1mI8hgQmDwfwmApi0dPbYyg2Tlh6YtAoAJjclYQWBgq7GkcCklaGG2XEB3ZeO+HvFxM/3exIRGmZvFjLM3pKU9X3cMOtzTZ2kWwSmVGvDDbNad+sADLOto1/bCBlm9eHXdQIHI+MNPxDSJsW6AronkNzDvRU4nIG5VhNIDo2RfLqNxGhwuyU1I8HYegKsmWi4bm1SrC+gexIJY9sC+wWYazXJQsa2I2HsHZbUjARjGwiwZrLhurVJsZGA7ikkjG0P7BdgrtUUCxnbgYSxHeM1Y0zN3Gm4YVZ7neoI8HWq4XNFG5mbCOieRjJXOgHrEphrNY3kJJTBMAs8oBI7Ce3s7LGL+yS0s+cktEsAJ6GAQMUIAgVdTSc5Ce1iqOFzOglMGAyfXQhgcpezx65umNzlgUnXAGDSJQkrCBR09TIJTLoaavh8mQQmDIbPrgQw6ebs8W43TLp5YHJ3ADDpmoQVBAq6msnyjtaGGj5nksCEwfB5NwFMujt7THfDpLsHJukBwOTuJKwgUNDVLBKYpBtq+JwV0H3ViL9XTPx8vyU7oeEzQ8jweU9S1vdxw6fPNXWS7hGYUvcabvjUuu8NwPB5b/RrDyHDpz68uVXgxv5sww80tMnudgHdc0gONHoChzMw12oOyaEnkk/3kRyU329JzUgwtq0Aa940XLc22d0hoHsuCWN7AfsFmGs110LG9iZh7AOW1IwEY9sLsGa+4bq1ya6jgO4FJIztA+wXYK7VAgsZ25eEsf3iNWNMzfQ33PCpvU6tBfi6yPC5oo24nQR0LyaZKwOAdQnMtVpMchLKYPgEHlCJnYQOdPY4yH0SOtBzEjoogJNQQKBiBIGCrpaSnIQOMtTwuZQEJgyGz0EEMHnQ2eNgN0we9MBkcAAwGZSEFQQKulpGApPBhho+l5HAhMHwOZgAJkOcPQ51w2SIByZDA4DJ4CSsIFDQ1XISmAw11PC5nAQmDIbPoQQwecjZ4zA3TB7ywGRYADAZmoQVBAq6WkECk2GGGj5XBHRfNeLvFRM/v5qHExo+hwsZPkckZX0fN3z6XFMnaYTAlHrYcMOn1v1wAIbPh6NfHxEyfOrDm54CN/ZXGn6goU129wvoXkVyoPEocDgDc61WkRx6Ivk0kuSg/DFLakaCsb0EWLPWcN3aZPeAgO51JIx9HNgvwFyrdRYydhQJY5+wpGYkGNtHgDUfGa5bm+z6CejeQMLY0cB+AeZabbCQsU+SMHZMvGaMqZmxhhs+tdfpXgG+fmr4XNFG3AECujeSzJVxwLoE5lptNLxuNBseFaibzYbr1vdwHhPQ/TlJvzwF7BdgrtXnJDO1CnCmjie5DpsA3Gd/YM0MIGDs4wKs2Wq4bn0P5wkB3dtIGPs0sF+AuVbbLGTsMySMnQjc54PAmhlMwNjRAqzZYbhufQ9njIDunSSMnQTsF2Cu1U4LGfssCWOfA+7zIWDNDDOcNcOSsvxNyHzsNly3vuc5TkD3HhLGTgb2CzDXao+FjJ1Cwtjngft8GFgzj5D03AvAmmkFNOPfbGHPTSXpuWmW1Qw6fi8C49cRGL87Ley5l0h6brplNYOO3wxg/O4Gxq+7hT33MknPvWJZzaDjNxMYv/uA8bvfwp57laTnZllSM+h7R/pdBgoI3DvaZ7jugo7mQgK695Mw9jVgXwNzrfZbyNjZJIydY0nNSDD2EgHWfGe47sKO5ksFdB8gYezrwH4B5lodsJCxb5Aw9k3LagYdv7mWneuY3HNvGf4sjp7LRQTm04+Gz+WijuZiAroPkjBiHrAugblWLPGbD4zfZGD8pljI2AUEjC0uwJrDhjO2hKO5pIDuIySMWAisS2CuFUv83gbGz8YP90MydhEBY0sJsGZxEkevLAHmx8b3nkP2yjsk91mWAjW3BJ4X3kJSMwnAtd7F1cw1Qb2ZMHDPMW8mvCwp6/v4mwn7XFMnaVkSft33gPCQ0v1eEjxHFz7qIBm8Xz2AkO/urtd7AbieNlhPA66nh+RSgfyEsL154dMGljt7fT+TCLoIlifFfnyC/mE4+svQV6GZxYFe96jwHQSE7hcEdB8zXHdms6HX/dVw3ZlQQK97nOTjPYD5UceBV+QnSOIH5Jk6BozfSbPjFzPkUPF7H7jWbyT1B+wTdRJYf8j4ZV4AJ4Jjp2f9i8Ca0U8nTRf4wwdY12IXqyucPX7gvlhd4blY/UD4YvVFgSH+l+EXL9kVnN91/yaBHzA/6m8g/M6RHHcBwBIDAFQuzpPU3wdAzeeA9XeeZPjOAMZPP6b4isDw/YBg+K509rjKPXxXeobvKuHhO0NgCCUVM3v4ZldwftdNLsYBP2B+lFuz3/ilFOMYvh8kYQGAykUqSf2tAmpOAdYfMn6Sw3cmMH76eeVZAsN3FcHwXe3scY17+K72DN81wsN3psAQym348M2u4Pyum4cEfsD8qDxA+OUlGb6rkrAAQOUiH0n9rQFqzgusP6n4oQfwGqCXZS1graA/FX6tkJFrncvfETdy+VxTJ2mdwFXdh4YbubTuDwWMQpn7fC8a0w+jX9dHfxdah744fErgIqmg8MVhxN9L6U/OmSCguxDJxc1HwOEMzLUqFNBw9hs/JJ82kDjzP7akZiQY+7QAay41XLf+5JyJArqLkDD2E2C/AHOtiljI2E9JGLvRkpqRYOwkAdYUN1y3/uSc5wR0lyBh7CZgvwBzrUpYyNjPSBi7OV4zxtTM5+CakZgrkwX4epnhc0V/WtDzArrDJHNlC7AugblWYRLngMRDnugaBx5QiTkHvnD2uNXtHPjC4xzY6nIOZNcMEX8vBXwwMeZhMr9NejkJTACFFlMQqFxcQXKSvBWo+XLgSfIVJDBmeIBpKwGMtzl73O6G8TYPjLf/Bxj7LbqtSVhBoKCrciQw2W7oAxnlSGDC8EDGdgKYfOnscYcbJl96YLIjAJhsT8IKAgVdlSeByQ5DDeblSWDCYDDfQQCTnc4ed7lhstMDk10BwGRHElYQKOiqIglMdhlqmK0Y0H3piL9XTPz8av6K0DD7lZBhdndS1vdxw6zPNXWSdgtMqT2GG2a17j0BGGb3RL/ujf4uCWPyRwIHI5UMPxDSJsWPBXRXJrmH+zVwOANzrSqTHBoj+bSPxGiw35KakWDsJwKsUYbr1ibFjQK6q5Iw9htgvwBzrapayNhvSRj7nSU1I8HYTQKsqWG4bm1S3CyguyYJYw8A+wWYa1XTQsZ+T8LYH+I1Y0zN/Gi4YVZ7nT4U4Gttw+eKNjJvEdBdh2SuHATWJTDXqg7JSSiDYRZ4QCV2EnrI2eNP7pPQQ56T0J8COAkFBCpGECjo6nqSk9CfDDV8Xh83fJqYYzGYHHb2eMQNk8MemBwJACY/JWEFgYKu6pHA5Iihhs96JDBhMHweIYDJz84ef3HD5GcPTH4JACZHkrCCQEFX9Ulg8ouhhs/6ccOniTkWg8lRZ4/H3DA56oHJsQBg8ksSVhAo6KohCUyOGWr4bEhi+DwGvK/6K6Hh81chw+fxpKzv44ZPn2vqJB0XmFInDDd8at0nAjB8noh+PSlk+NSHN18L3NhvbPiBhjbZ7RfQ3YTkQOM34HAG5lo1ITn0RPLpFMlB+WlLakaCsd8IsKa54bq1ye47Ad0tSBh7BtgvwFyrFhYy9ncSxv5hSc1IMPaAAGtaGq5bm+x+ENDdioSxZ4H9Asy1amUhY/8kYexf8Zoxpmb+Ntzwqb1OewT42trwuaKNuAcFdLchmSvngHUJzLVqQ3ISymD4BB5QiZ2Ennf2+I/7JPS85yT0nwBOQgGBihEECrq6neQk9B9DDZ+3xw2fJuZYDCb6uDMh2Z2o5FiY6B+GPb8cDZN/krCCQEFX7UhgkgDUjDR8tiOBCYPhE5hjMZgkOntMcsMk0QOTpABgAghUjCBQ0FV7EpgkATUjDZ/t44ZPE3MsBpNkZ48pbpgke2CSEgBMkpKxgkBBVx1JYJIC1Iw0fHYkMXy64+dXcypgraANn6lAULn3myM56/u44dPnmjpJOZLx6+YEFr+U7pzJ8Bz9y/CZMxrbtOjvkjDW/iZwY7+T4Qca2mR3WkB3Z5IDjVzA4QzMtepMcuiJ5FPuZLkBg9Scx5KakWDsGQHWdDVctzbZ/SGguxsJY/MC+wWYa9XNQsbmI2HsRZbUjARjzwqwJt1w3dpk95eA7gwSxl4M7BdgrlWGhYzNT8LYAvGaMaZmCoJrRsIUdkKArz0MnyvaiHtOQHdPkrlSCFiXwFyrniSMeA9oCr+EZK4UBnLxKNCKc7woR89dCozfMWD8fi1qX88VIem5opbVDDp+xYDx+wsYv78t7LniJD1XwrKaQcevJDB+SUBjTLKF15alSHruMstqBh2/MPK8Fhi/PBb2XGmSnitjSc2g7x1pJ/RrAveOehmue7ajeY6A7t4kjL0c2NfAXKveFjL2ChLGXmlJzUgw9nUB1vQ1XPcbjuY3BXT3I2FsWWC/AHOt+lnI2HIkjL3KkpqRYOxcAdYMNFz3W47meQK6B5EwtjywX4C5VoMsZGwFEsZWtKxm0PG7Ghi/y4DxC1vYc5UM92TpuTxfYD4NMXwuL3A0LxTQPZSEEZWBdQnMtWKJXxVg/Gz8ZHskYyMEjH1bgDXDDWfsIkfzYgHdI0gYoYB1Ccy1YolfVWD8bPyQByRjqxEwdokAa6onc/RKjfjz5P+n/ennb3Il4+vmUcN16/dJyCOgeyTJbKkJ7BdgrtVIC2fLNST3JWsB91kQWDOFCBibV4A1owzXrd8n4SIB3U+QMLY2sF+AuVZPWMjYOiSMvRa4z0uBNVOEgLEXC7BmjOG69fskFBDQPZaEsdcB+wWYazXWQsZeT8LYusB9FgfWTAnDWZOSnPUeosh8jDdct35fkUICuieQMLYesF+AuVYTLGTsDSSMrR/34Pj79BHgWg1wuagV1Bu2A/cc84btDeNv2I5NUkOBN2xvZPgbtmvdjQTesD0xutdk8H71AEJ+goZe71LgevpNmQoD19NvOFNUID8hbG9e+ESXxs5em7g/oqax5yNqmrg+ogZ9FZpZHOh1Jwpf1SN0Xyqge5LhujObDb3us4brzoQCet3nSD5CCZgf9RzwHQgmk8QPyDM1CRi/KWbHL2bIoeLXBLjW8yT1B+wTNQVYf8j4ZV4AJ4Jjp2d9MeRdX2etEgJ/+ADrWuxitamzx2bui9WmnovVZsIXq8UEhvjLhl+8ZFdwftd9hQR+wPyoV4Dwm0lyCx8AlhgAoHLxKkn9NQNqngmsv1dJhm9JYPz02yxeJjB8mxEM3+bOHlu4h29zz/BtITx8SwoModcNH77ZFZzfdd8ggR8wP+oNIPzeJBm+zZKxAEDlYi5J/bUAan4TWH9zSYZvGBg//X6rZQSGbwuC4Xujs8eb3MP3Rs/wvUl4+IYFhtBCw4dvdgXnd923SeAHzI96Gwi/RSTDt0UyFgCoXCwmqb+bgJoXAetPKn7oAXwT0MvSErBWekZGRnr3iArKyNVSyMjVKm7kwiaplcBV3c2GG7m07psFjEKZ+2wUjenN0a+3RH8XWoe+OKwpcJG0zHBnvn5yupaA7vdILm5aA4czMNfqvYCGs9/4IfnUhsSZf6slNSPB2NoCrFlhuG795PS1Aro/IGHsbcB+AeZafWAhY28nYWxbS2pGgrHXCbBmteG69ZPTdQV0ryFhbDtgvwBzrdZYyNg7SBjbPl4zxtRMB3DNSMyVegJ8/dDwuaKfFq8voHs9yVzpCKxLYK7VehLnAPIhz+yev4r4eyEPqMScA3c6e+zkdg7c6XEOdHI5B7Jrhoi/lwI+mAh9AOxjEpgACi2mIFC5+ITkJLkTUPPHwPr7hATGDA8wdSKAcWdnj13cMO7sgXGX/wBjv0XXKRkrCBR0tYkEJl0MfSBjEwlMGB7I6EIAk7ucPXZ1w+QuD0y6BgCTLslYQaCgq80kMOlqqMF8MwlMGAzmXQlg0s3Z491umHTzwOTuAGDSNRkrCBR0tYUEJncbapjdEtB96Yi/V0z8/GruTmiY7S5kmE2PG2axSUoXmFIZhhtmte6MAAyzGdGv9wgZZvXhV2uBg5Gthh8IaZPirQK6t5Hcw70XOJyBuVbbSA6NkXzqQWI06GlJzUgw9jYB1uwwXLc2KbYV0L2ThLH3AfsFmGu100LG3k/C2F6W1IwEY9sJsGa34bq1SbG9gO49JIztDewXYK7VHgsZ+wAJY/vEa8aYmulruGH2puSsh5aRMdxn+FzRRuaOArr3k8yVfsC6BOZa7Sc5CWUwzAIPqMROQvs7exzgPgnt7zkJHRDASSggUDGCQEFX35GchA4w1PD5HQlMGAyfAwhgMtDZ4yA3TAZ6YDIoAJgMSMYKAgVdfU8Ck0GGGj6/J4EJg+FzEAFMHnT2ONgNkwc9MBkcAEwGJWMFgYKufiSByWBDDZ8/ksCEwfA5mAAmQ5w9DnXDZIgHJkMDgMngZKwgUNDVIRKYDDXU8HkooPuqEX+vmPj51fwQoeHzISHD57C44RObpGECU2q44YZPrXt4AIbP4dGvI4QMn/rw5l6BG/uHDT/Q0Ca7ngK6j5AcaDwMHM7AXKsjJIeeSD49QnJQ/qglNSPB2PsEWHPUcN3aZNdLQPcxEsaOBPYLMNfqmIWMfYyEsY9bUjMSjO0twJoThuvWJrs+ArpPkjB2FLBfgLlWJy1k7BMkjB0drxljauZJww2fdydnPXSLjOFpw+eKNuL2E9B9hmSujAHWJTDX6gzJSSiD4RN4QCV2EjrW2eM490noWM9J6LgATkIBgYoRBAq6OktyEjrOUMPnWRKYMBg+xxHA5Clnj+PdMHnKA5PxAcBkXDJWECjo6i8SmIw31PD5FwlMGAyf4wlgMsHZ49NumEzwwOTpAGAyPhkrCBR0dY4EJk8bavg8RwITBsPn0wQwecbZ40Q3TJ7xwGRiADB5OhkrCBR09Q8JTCYaavj8J6D7qhF/r5j4+dU8idDwOUnI8Pls3PCJTdKzAlPqOcMNn1r3cwEYPp+Lfp0sZPjUhzcPC9zYTyhu9oGGNtk9KqA7sXgww9nvPqcAhzMw10oqfuhDTySfnic5KH/BkpqRYOxIAdakGK5bm+weF9CdSsLYqcB+AeZapVrI2GkkjH3RkpqRYOwoAdakGa5bm+xGC+jORcLYl4D9Asy1ymUhY6eTMHZGvGaMqZmXDTd8Dk3OeugWGcO8hs8VbcQdI6A7H8lceQVYl8Bcq3wkjGgEZMRMkrnyKlDzROCB17MkJutZyAMvYPyeI3kQA9lzr5H03GzLagYdvznIazlg/F6xsOdeJ+m5NyyrGXT83kTWDDB+b1jYc3NJeu4ty2oGHb95wPgtBMbvbQt7bj5Jzy2wpGbQ9460E/pygXtH+Q2/Z3aFo/lKAd0FSO6ZLQT2NTDXqoCF98zeJmHsIktqRoKxZQVYc4nhuss5mq8S0F2YhLGLgf0CzLUqbCFjl5Aw9h1LakaCseUFWFPUcN0VHM0VBXQXI2HsUmC/AHOtilnI2HdJGLvMkpqRYOzVAqwpabjuSo7mygK6S5Ew9j1gvwBzrUpZyNjlJIx937KaQcdvBTB+HwLfxHC9hWcgHxjue9VzuYrAfCpt+FyOOJqVgO4yJIxYiXwHGyBjWeK3Chi/3UDG7rGQsasJGFtVgDVXGs7Yao7m6gK6y5IwYg2wLoG5VizxWwuMn40fpINk7DoCxtYQYM2HyRy9sj7+nh3/p/3pZxynCNRNecN16/eieUFAdwWS2fIRsF+AuVYVLLwvuYHkvuTHwH0uA16PvGe4T1QzdqoAayoZzlj9XjQvCuiuTMLYT4D9Asy1qmwhYz8lYexG4D5XABn7AQFjXxJgjTKcsfq9aGYI6K5KwthNwH4B5lpVtZCxn5EwdjNwn6uBjF1jOGMnJme9TzMyHzUMZ6x+76ZXBHTXJGHs58B+AeZa1bSQsVtIGPtF3IPj733lgWttxeWidlAfigHcc8yHYmxLzvo+2ZO7UCj+oRj/T2vqJG1Lxq+7HQhMKd3bk+E5uvCRXcng/eoBhPyUIr3eLOB6+o3vXgWup9/Ua7ZAfkLY3rzwqVlfOnvdkRzK+tivL5NjPwZM/zAc/WXoq9DM4kCvW1v4qh6he5aA7jqG685sNvS61xquOxMK6HWvC+ivuIi/lwLmR7k1+43f9STxA/JM1QHGr67Z8YsZcqj47QCuVY+k/oB9ouoC6w8Zv8wL4ERw7PSsnwOsGf0Olm8I/OEDrGuxi9Wdzh53uS9Wd3ouVncJX6zOERjiTQ2/eMmu4Pyu24wEfsD8qGZA+DUnuYUPAEsMAFC5aEFSf7uAmpsD668FyfB9Exg//Va2bwkM310Ew/crZ4+73cP3K8/w3S08fN8UGEI3Gz58sys4v+veQgI/YH7ULUD4tSYZvruSsQBA5aINSf3tBmpuDay/NiTDdx4wfvo9rRcIDN/dBMN3j7PHve7hu8czfPcKD995AkOoneHDN7uC87vuHSTwA+ZH3QGEX3uS4bs7GQsAVC46kNTfXqDm9sD6k4ofegDvBXpZvgaslZ6RkZHePaKCMnJ9LWTk2hc3cmGTtE/gqm6/4UYurXu/gFEoc5/bozHdH/36TfR3oXXoi8OPBC6SuhjuzNdPTn8soPsukoubb4HDGZhrdVdAw9lv/JB8+o7EmX/AkpqRYOwnAqy523Dd+snpjQK6u5Mw9ntgvwBzrbpbyNgfSBj7oyU1I8HYTQKsucdw3frJ6c0Cuu8lYexBYL8Ac63utZCxh0gY+1O8ZoypmcPgmpGYK58L8PU+w+eKflr8CwHd95PMlSPAugTmWt1P4hxAPuSZ3fNXEX8v5AGVmHPgZ2ePv7idAz97nAO/uJwD2TVDxN9LAR9MhD4A9gAJTACFFlMQqFz0ITlJ/gWo+QFg/fUhgTHDA0y/EMD4qLPHY24YH/XA+Nh/gLHfovslGSsIFHTVnwQmxwx9IKM/CUwYHsg4RgCTX509HnfD5FcPTI4HAJNjyVhBoKCrgSQwOW6owXwgCUwYDObHCWBywtnjSTdMTnhgcjIAmBxPxgoCBV09SAKTk4YaZh8M6L50xN8rJn5+Nf9GaJj9TcgweypumMUm6ZTAlDptuGFW6z4dgGH2dPTrGSHDrD78+lbgYGSI4QdC2qR4QED3UJJ7uL8DhzMw12ooyaExkk9/kBgNzlpSMxKM/V6ANcMN161Nij8K6B5Bwtg/gf0CzLUaYSFj/yJh7N+W1IwEYw8KsOZRw3Vrk+JPArpHkjD2HLBfgLlWIy1k7HkSxv4TrxljaiaUYvb9rb3JWQ8tI2M4yvC5oo3MRwR0P0EyVxKAdQnMtXqC5CSUwTALPKASOwlNdOowKcWVKP0f3Ceh+odhzy9HNwMgUDGCQEFXY0hOQpOAmpGGzzEkMGEwfAJzLAaTZGePKW6YJHtgkhIATACBihEECroaRwKTFKBmpOFzHAlMGAyfKQQwSXX2mMMNk1QPTHIEAJOUFKwgUNDVeBKY5ABqRho+x5PAhMHwmYMAJjmdPaa5YZLTA5O0AGCSIwUrCBR09TQJTNKAmpGGz6cDuq8a8feKiZ9fzbkAawVt+MwFBJV7v7lTsr6PGz59rqmTlDsFv24eYPFL6c6TAs/RvwyfeaKxzRv9XRLG2t8FbuxPNPxAQ5vszgronkRyoJEPOJyBuVaTSA49kXy6KEVuwCA1X2xJzUgw9k8B1kw2XLc22f0toHsKCWPzA/sFmGs1xULGFiBhbEFLakaCsecEWDPVcN3aZPePgO5pJIwtBOwXYK7VNAsZewkJYwvHa8aYmrnUcMPnyeSsh26RMZxu+FzRRtyEFLzuGSRzpQiwLoG5VjNITkIZDJ/AAyqxk9Cizh6LuU9Ci3pOQosFcBIKCFSMIFDQ1UySk9Bihho+Z5LAhMHwWYwAJsWdPZZww6S4ByYlAoBJsRSsIFDQ1SwSmJQw1PA5iwQmDIbPEgQwKenssZQbJiU9MCkVAExKpGAFgYKuZpPApJShhs/ZJDBhMHyWIoDJZZoVbphc5oFJOACYlErBCgIFXb1OApOwoYbP1wO6rxrx94qJn1/NpQkNn6WFDJ9l4oZPbJLKCBg+Lzfc8Kl1Xx6A4fPyaGyvEDJ86sObfAI39t80/EBDm+wuFtA9l+RA40rgcAbmWs0lOfRE8qksyUF5OUtqRoKx+QVYM99w3dpkV1BA9wISxl4F7BdgrtUCCxlbnoSxFSypGQnGFhJgzSLDdWuTXWEB3YtJGFsR2C/AXKvFFjL2ahLGVorXjDE1U9lww2daStZDt8gYLjV8rmgjbhEB3e+SzJUqwLoE5lqxxC8CZEQd4OHPdSSM3Q58F2VFMperWlYz6PhVA8avKTB+zSzsueokPVfDsppBx68mMH43A+N3i4U9dw1Jz9WyrGbQ8asNjF87YPzusLDn6pD03LWW1Az6PoB2tS4UeOB1ueG633Y0LxLQ/T4JY68D9jUw1+p9Cxl7PQlj61pSMxKMXSzAmpWG617iaH5HQPcqEsbWA/YLMNdqlYWMvYGEsfUtqRkJxi4VYM1aw3W/62heJqB7HQljGwD7BZhrtc5CxjYkYWwjS2pGgrHvCbDmI8N1L3c0vy+gewMJYxsD+wWYa7XBQsY2IWFsU0tqRoKxKwRY86nhuj9wNK8U0L2RhLHNgP0CzLXaaCFjm5MwtoVlNYOO343A+N0HjN/9FvbcTYb7xPVcXiUwnzYbPpdXO5rXCOj+nIQRLYF1Ccy1YolfK2D8HgXGb6SFjL2ZgLFrBViz1XDGrnM0fyigexsJI24B1iUw14olfq3jHzxlDGPbEDB2vQBrbk3h6JXb4u9x83/an34m+EqB50V3GK5bv3dTOQHdO0lmy+3AfgHmWu20cLa0Jbkv2Q64zy7AmrmLgLFXCbBmt+G69Xs3VRDQvYeEsXcA+wWYa7XHQsa2J2FsB+A+7wbWTHcCxlYUYM0+w3Xr926qJKB7PwljOwL7BZhrtd9Cxt5JwthOwH3eA6yZew1nTTgl633Nkfn4znDd+r3OqgjoPkDC2M7AfgHmWh2wkLFdSBh7V9yDY0zNdCWpmW7A93qoDXyvh2tJaiYBuNbduJrpGtQHDwH3HPPBQ93jHzyETVJ3gQ8eSjf8g4e07nSBDx5KjO41GbxfPYCQnwSn14sA19NvjlkVuJ4ekt0E8hPC9uaFTybMcPZ6T0oo66MVM1JiP2pR/zAc/WXov1wyiwO97o/CfwkidEcEdB80XHdms6HXPWS47kwooNf9ieSjQIH5UT8Br8gPk8QPyDN1EBi/I2bHL2bIoeJ3D3Ctn0nqD9gn6giw/pDxy7wATgTHTs/6asCa0e8sXUPgDx9gXYtdrN7r7LGH+2L1Xs/Fag/hi9VqAkP8N8MvXrIrOL/rniKBHzA/6hQQfqdJjn0AYIkBACoXZ0jqrwdQ82lg/Z0hGb41gfHTbzFfS2D49iAYvj2dPd7nHr49PcP3PuHhW1NgCP1l+PDNruD8rvs3CfyA+VF/A+F3jmT49kjBAgCVi/Mk9XcfUPM5YP2dJxm+tYHx0581ca3A8L2PYPje7+yxl3v43u8Zvr2Eh29tgSGUVMLs4ZtdwfldN7kEB/yA+VFuzX7jl1KCY/jel4IFACoXqST11wuoOQVYf1LxQw/gXkAvS2/AWukZGRnp3Z36CwVj5OotZOR6IG7kwibpAYGruj6GG7m07j4CRqHMfaZHY9on+rVv9HehdeiLw9sFLpJyC18cRvy9lH7avp2A7jwkFzf9gMMZmGuVJ6Dh7Dd+SD71J3HmD7CkZiQYe4cAay4yXLd+2r6DgO6LSRg7ENgvwFyriy1k7CASxj5oSc1IMLajAGsKGq5bP23fSUB3IRLGDgb2CzDXqpCFjB1Cwtih8ZoxpmYeAteMxFzpLMDXSw2fK/odBu4S0F2EZK4MA9YlMNcKGT9J54DEQ57oGgceUIk5B4Y7exzhdg4M9zgHRricA9k1Q8TfSwEfTIx5mMxvkxYngQmg0GIKApWLEiQnySOAmosDT5JLkMCY4QGmEQQwftjZ4yNuGD/sgfEj/wHGfotuRApWECjo6jISmDxi6AMZl5HAhOGBjEcIYPKos8eRbpg86oHJyABg8kgKVhAo6Ko0CUxGGmowL00CEwaD+UgCmDzm7PFxN0we88Dk8QBgMjIFKwgUdHU5CUweN9QwezmJYfZx4H3pUYSG2VFChtkn4oZZbJKeEJhSow03zGrdowMwzI6Ofn1SyDCrD7/6CRyMXGn4gZA2KQ4Q0F2W5B7uGOBwBuZalSU5NEbyaSyJ0WCcJTUjwdiBAqwpb7hubVJ8UEB3BRLGPgXsF2CuVQULGTuehLETLKkZCcYOFmBNJcN1a5PiUAHdlUkY+zSwX4C5VpUtZOwzJIydGK8ZY2pmkuGG2V4pWQ8tI2OoDJ8r2sg8TEB3VZK58izS8AlkRFWSk1AGwyzwgErsJPQ5Z4+T3Sehz3lOQicHcBIKCFSMIFDQVQ2Sk9DJhho+a8QNnybmWAwmU5w9Pu+GyRQPTJ4PACaTU7CCQEFX15DA5HlDDZ/XxA2fJuZYDCYvOHuc6obJCx6YTA0AJs+nYAWBgq5qk8BkqqGGz9pxw6eJORaDyTRnjy+6YTLNA5MXA4DJ1BSsIFDQ1bUkMHnRUMPntSSGzxeB91VfIjR8viRk+JweN3xikzRdYErNMNzwqXXPCMDwOSP69WUhw6c+vBkjcGP/esMPNLTJbpyA7rokBxqvAIczMNeqLsmhJ5JPM0kOyl+1pGYkGPuUAGvqG65bm+wmCOhuQMLYWcB+AeZaNbCQsa+RMHa2JTUjwdinBVjT2HDd2mQ3UUB3ExLGzgH2CzDXqomFjH2dhLFvxGvGmJp503DD5+MpWQ/dImPY3PC5oo24zwrobkEyV+YC6xKYa9WC5CSUwfAJPKASOwl9y9njPPdJ6Fuek9B5AZyEAgIVIwgUdNWS5CR0nqGGz5Zxw6eJORaDyXxnjwvcMJnvgcmCAGAyLwUrCBR0dTMJTBYYavi8OW74NDHHYjBZ6OzxbTdMFnpg8nYAMFmQghUECrpqTQKTtw01fLaOGz5NzLEYTBY5e1zshskiD0wWBwCTt1OwgkBBV7eSwGSxoYbPW0kMn4uB91WXEBo+lwgZPt+JGz6xSXpHYEotNdzwqXUvDcDwuTT69V0hw6c+vHlF4Mb+7YYfaGiT3asCutuSHGgsAw5nYK5VW5JDTySf3iM5KF9uSc1IMHaWAGvaG65bm+xmC+juQMLY94H9Asy16mAhY1eQMPYDS2pGgrFzBFjTyXDd2mT3hoDuziSMXQnsF2CuVWcLGbuKhLGr4zVjTM2sMdzw+WJK1kO3yBh2NXyuaCPuXAHd3UjmylpgXQJzrbqRMCIdyIh1JHPlQ6DmH4Gn5z8VN5s1ep4sE2BNuuGM1ff9lgvoziBh7HpgXwNzrTIsZOxHJIzdANxnbmDN5DGcNZqx7wuwpofhuvV9vw8EdPckYezHwH4B5lr1tJCxn5Aw9lPgPi8C1szFBIxdKcCaXobr1vf9Vgvo7k3C2I3AfgHmWvW2kLGbSBj7GXCfBYE1U8hw1ixOyfLEIfPR13Dd+j75WgHd/UgYuxnYL8Bcq34WMvZzEsZuAe7zUmDNFCHpuS+ANXMQeD/7UHH7em4rSc9ts6xm0PHbDozfb8D4nbKw574k6bkdltUMOn47gfH7Cxi/vy3suV0kPfeVZTWDjt9uYPySgA8HJ1v499wekp7ba0nNoO8d6XemuE7g3tFAw3Vf72iuK6B7EMnf718D+xqYazXIQsbuI2HsfktqRoKx9QRYM8Rw3Tc4musL6B5KwthvgP0CzLUaaiFjvyVh7HeW1IwEYxsIsGa44bobOpobCegeQcLYA8B+AeZajbCQsd+TMPYHS2pGgrGNBVjzqOG6mziamwroHknC2B+B/QLMtRppIWMPkjD2kCU1I8HYZgKsGWW47uaO5hYCup8gYexPwH4B5lo9YSFjD5Mw9oglNSPB2BsFWDPGcN03OZpbCugeS8LYn4H9Asy1GmshY38hYexRy2oGHb9jlvnsTe65Xw1/Py09l1sJzKfxhs/lmx3NtwjonkDCiOPAugTmWrHE7wQwfpWA8atsIWNPEjC2tQBrJhrO2DaO5lsFdE8iYcRvwLoE5lqxxO8UMH71gfFrYCFjTxMw9jYB1pxJ4eiV34H5sfHzYxKAa/2By0W3oD7cDbjnmA93O5uS9X38w918rqmTdDYFv+6fwEEhpfvPFHiOLnz0bDJ4v3rwIj9tU6/3BXA9/QbOHwLX02+GsE0gPyFsb1749Ne/nL3+nRLK+vjav1JiP85W/zAc/WXwd0GOFgd63cnCfw0idH8hoHuK4bozmw297vOG686EAnrdF0g+bhmYH/UC8OnYqSTxA/JMTQHGb5rZ8YsZcqj4/Q1c60WS+gP2iZoGrD9k/DIvgBPBsdOzfjuwZvQ7/+wQ+MMHWNdiF6vnnD2ed1+snvNcrJ4XvljdLjDEZxl+8ZJdwfld9zUS+AHzo14Dwm82ydEFACwxAEDlYg5J/Z0Hap4NrL85JMN3JzB++i3AvhIYvucJhu8/evCmuhL1j2f46h+Go79MYvjuFBhCbxk+fLMrOL/rziOBHzA/ah4QfvNJhu/5FCwAULlYQFJ/mmmoteYD628ByfDdDawZ/V6AewWGLzDHYsM3wdljonv46v/gHr6JwsN3t8AQWmL48M2u4Pyu+w4J/ID5Ue8A4beUZPgCwBIDAFQu3iWpv0Sg5qXA+pOKH3oAu+Pn+01pAWulZ2RkpHePqKCMXEnAwe7eb3Kq63tP7kKhuJHr/2lNnaTkVPy6KcDil9KdkgrP0YVC/TN64ZISjW1q9HehdeiLw/UCF0krDH+iQ38q9QYB3R+QXNzkAA5nYK7VBwENZ7/xQ/IpZ6rcgEFqTrOkZiQY+7EAa1Ybrlt/KvWnArrXkDA2F7BfgLlWayxkbG4SxuaxpGYkGLtRgDUfGq5bfyr1ZwK615MwNi+wX4C5VustZGw+EsZeFK8ZY2rmYnDNSMyVzQJ8/djwuaI/iXuLgO5PSOZKfmBdAnOtPiFxDiAf8szu+auIvxfygErMOVDA2WNBt3OggMc5UNDlHMiuGSL+Xgr4YCL0AbBNJDABFFpMQaBy8RnJSXJBoOZNwPr7jATGDA8wFSSAcSFnj5e4YVzIA+NL/gOM/RZdwVSsIFDQ1RYSmFwC1Ix8IGMLCUwYHsi4hAAmhZ09XuqGSWEPTC4NACaXpGIFgYKutpLA5FJDDeZbSWDCYDC/lAAmRZw9FnXDpIgHJkUDgMmlqVhBoKCr7SQwKWqoYXZ7QPelI/5eMfHzq7kYoWG2mJBhtnjcMItNUvFU/LolDDfMat0lAjDMlojGtqSQYVYffuVIxR+M7DD8QEibFNMEdO8kuYdbCjicgblWO0kOjZF8uozEaBC2pGYkGJtLgDW7DdetTYp5BHTvIWFsaWC/AHOt9ljI2DIkjL3ckpqRYGxeAdbsM1y3NileJKB7PwljrwD2CzDXar+FjL2ShLFl4zVjTM2UM9wwm5ia9dAyMobfGT5XtJE5v4DuAyRz5SpgXQJzrQ6QnIQyGGaBB1RiJ6HlnT1WcJ+ElvechFYI4CQUEKgYQaCgqx9JTkIrGGr4/JEEJgyGzwoEMKno7PFqN0wqemBydQAwqZCKFQQKujpEApOrDTV8HiKBCYPh82oCmFRy9ljZDZNKHphUDgAmV6diBYGCrg6TwKSyoYbPwyQwYTB8ViaASRVnjxE3TKp4YBIJACaVU7GCQEFXP5PAJGKo4fPngO6rRvy9YuLnV7MiNHwqIcNn1bjhE5ukqgKGz2qGGz617moBGD6rRWNbXcjwqQ9vSgnc2D9q+IGGNtmFBXQfIznQqAEczsBcq2Mkh55IPtUkOSi/xpKakWBsaQHWnDBctzbZXS6g+yQJY2sB+wWYa3XSQsbWJmFsHUtqRoKxVwiw5rThurXJrqyA7jMkjL0W2C/AXKszFjL2OhLGXh+vGWNqpq7hhs+iqVkP3SJjeNbwuaKNuFcJ6P6TZK7UA9YlMNfqT5KTUAbDJ/CASuwk9AZnj/XdJ6E3eE5C6wdwEgoIVIwgUNDVOZKT0PqGGj7PkcCEwfBZnwAmDZw9NnTDpIEHJg0DgEn9VKwgUNDVPyQwaWio4fMfEpgwGD4bEsCkkbPHxm6YNPLApHEAMGmYihUECrpKKMkBk8aGGj6R8ZOECYPhszEBTJo4e2zqhkkTD0yaBgCTxqlYQaCgqyQSmDQ11PApFT80UJoC76s2IzR8NhMyfDaPGz6xSWouYPhsYbjhU+tuEYDhs0U0tjcKGT714U0NgRv7KWDIonVrk901ArpTAxrOfvd5E3A4A3OtUgMazn7jh+RTS5KD8laW1IwEY2sJsCbNcN3aZFdHQHcuEsbeDOwXYK5VLgsZewsJY1tbUjMSjL1WgDV5DdetTXbXC+jOR8LYNsB+AeZa5bOQsbeSMPa2eM0YUzO3G274jKRmPXSLjGF+w+eKNuLWE9BdgGSutAXWJTDXiiV+7YCMmAI8/HmBxFT/ZwpurTtI5nJ7y2oGHb8OwPjNAsbvNQt7riNJz91pWc2g49cJGL+3gPGbZ2HPdSbpuS6W1Qw6fncB47cEGL93LOy5riQ9182SmkHfB9Cu1q9T8PcBLjH8/sc+R/N+Ad2FSf5+vxvY18Bcq8Ik90iRjO1Owth0S2pGgrHfCLCmqOG6v3U0fyeguxgJYzOA/QLMtSpmIWPvIWHsvZbUjARjDwiwpqThur93NP8goLsUCWN7APsFmGtVykLG9iRh7H2W1IwEY38UYE1pw3UfdDQfEtBdhoSx9wP7BZhrVcZCxvYiYWxvS2pGgrE/CbDmSsN1H3Y0HxHQXZaEsQ8A+wWYa1XWQsb2IWFsX0tqRoKxPwuwprzhun9xNB8V0F2BhLH9gP0CzLWqYCFj+5MwdoAlNSPB2GMCrKlkuO5fHc3HBXRXJmHsQGC/AHOtKlvI2EEkjH3QsppBx28wMH4fA9+8/hML/ZJDDH/eUc/lEwLzSRk+l086mn8T0F2VhBFDgXUJzLViid9DwPjtAzJ2v4WMHUbA2FMCrKlhOGNPO5rPCOiuScKI4cC6BOZascRvBDB+Nn6AKpKxDxMw9ncB1jySytErj8bfq/H/tD/93jY3CbzvSW3Ddev3IG0loLsOyWwZCewXYK5VHQvvSz5Gcl/yceA+VwCvRz4w/JlSzdibBVhzveGM1e9B2lpAd10Sxo4C9gsw16quhYx9goSxo4H7XA1k7BoCxrYRYE19wxmr34P0NgHdDUgY+ySwX4C5Vg0sZOwYEsaOBe7zQyBj1xvO2KapWZ/Pg8xHY8MZq9+zt62A7iYkjB0H7BdgrlUTCxn7FAljx8c9OMbUzASSmnka+J5lk4HvWfY8Sc0kANd6Blczdwf1AZrAPcd8gObE+AdoYpM0UeADNCcZ/gGaWvekVHiOLny8dzJ4v3oAIT/RWK/XDriefpP39sD19JB8WiA/IWxvXviE7WedvT6XSRxdBM+mxn5kuP5hOPrL0H+5ZBYHet3mwn8JInS3E9DdwnDdmc2GXvdGw3VnQgG97k0kH2kPzI9ya/Ybv5Yk8QPyTLUAxq+V2fGLGXKo+D0HXOtmkvoD9olqBaw/ZPwyL4ATwbHTs74DsGb0J6TcKfCHD7CuxS5WJzt7nOK+WJ3suVidInyx2kFgiLcz/OIlu4LzfTFIAj9gftQdQPi1Jzn2AYAlBgCoXHQgqb8pQM3tgfXXgWT4dgLGT39UUheB4TuFYPg+7+zxBffwfd4zfF8QHr6dBIZQF8OHb3YF5/uzoEjgB8yPugsIv64kw3dKKhYAqFx0I6m/F4CauwLrrxvJ8L0LGT9nrW4Cw/cFguE71dnjNPfwneoZvtOEh+9dAkPoHsOHb3YF5/vDSEjgB8yPuhcIvx4kw/eFVCwAULnoSVJ/04CaewDrTyp+6AE8DehleRGwVnpGRkZ694jKnGPeF3qwvyhk5HopbuTCJuklgau66YYbubTu6QJGocx9TorGdHr064zo70Lr0BeHIwUukh4w/GkO/bT94wK6+5Bc3LwMHM7AXKs+AQ1nv/FD8ukVEmf+TEtqRoKxowRY099w3fpp+9ECugeQMPZVYL8Ac60GWMjYWSSMfc2SmpFg7JMCrHnQcN36afuxAroHkzB2NrBfgLlWgy1k7BwSxr4erxljauYNcM1IzJVxAnx9yPC5ot9hYLyA7mEkc+VNYF0Cc62GkTgHJB7yRNc48IBKzDkw19njW27nwFyPc+Atl3Mgu2aI+Hsp4IOJMQ+T+X47bhKYAAotpiBQuXiE5CT5LaDmh4H19wgJjBkeYHqLAMbznD3Od8N4ngfG8/8DjP0W3VupWEGgoKvHSGAy39AHMh4jgQnDAxnzCWCywNnjQjdMFnhgsjAAmMxPxQoCBV2NIoHJQkMN5qNIYMJgMF9IAJO3nT0ucsPkbQ9MFgUAk4WpWEGgoKvRJDBZZKhhdnRA96Uj/l4x8fOreTGhYXaxkGF2Sdwwi03SEoEp9Y7hhlmt+50ADLPvRL8uFTLM6sOvlwUORsYYfiCkTYozBXSPJbmH+y5wOANzrcaSHBoj+bSMxGjwniU1I8HYVwVYM95w3dqk+JqA7gkkjF0O7BdgrtUECxn7PgljV1hSMxKMnS3AmomG69YmxdcFdE8iYewHwH4B5lpNspCxK0kYuypeM8bUzGrDDbPTUrMeWkbGcLLhc0Ubmd8U0D2FZK6sAdYlMNdqCslJKINhFnhAJXYSutbZ4zr3Sehaz0nougBOQgGBihEECrqaSnISus5Qw+dUEpgwGD7XEcDkQ2eP690w+dADk/UBwGRdKlYQKOjqRRKYrDfU8PkiCUwYDJ/rCWDykbPHDW6YfOSByYYAYLI+FSsIFHQ1nQQmGww1fE4ngQmD4XMDAUw+dvb4iRsmH3tg8kkAMNmQihUECrp6mQQmnxhq+Hw5oPuqEX+vmPj51fwpoeHzUyHD58a44RObpI0CU2qT4YZPrXtTAIbPTdGvnwkZPvXhzbsCN/ZnGn6goU127wnofpXkQGMzcDgDc61eJTn0RPLpc5KD8i2W1IwEY5cLsGa24bq1yW6FgO45JIz9AtgvwFyrORYydisJY7dZUjMSjP1AgDVvGq5bm+xWCeieS8LY7cB+AeZazbWQsV+SMHZHvGaMqZmdhhs+F6VmPXSLjOF8w+eKNuKuEdC9gGSu7ALWJTDXagHJSSiD4RN4QCV2EvqVs8fd7pPQrzwnobsDOAkFBCpGECjoahHJSehuQw2fi0hgwmD43E0Akz3OHve6YbLHA5O9AcBkdypWECjoagkJTPYaavhcQgITBsPnXgKYfO3scZ8bJl97YLIvAJjsTcUKAgVdLSWByT5DDZ9LSWDCYPjcRwCT/c4ev3HDZL8HJt8EAJN9qVhBoKCrZSQw+cZQw+eygO6rRvy9YuLnV/O3hIbPb4UMn9/FDZ/YJH0nMKUOGG741LoPBGD4PBD9+r2Q4VMf3mwWuLG/3PADDW2y2yKg+32SA40fgMMZmGv1PsmhJ5JPP5IclB+0pGYkGPuFAGtWGq5bm+y2CeheRcLYQ8B+AeZarbKQsT+RMPawJTUjwdjtAqxZa7hubbLbIaB7HQljjwD7BZhrtc5Cxv5Mwthf4jVjTM0cNdzw+Ulq1kO3yBh+ZPhc0UbcXQK6N5DMlWPAugTmWm0wvG40G34QqJtPDdet7+EcFNC9kaRffgX2CzDXaiPJTJ0EnKnHSa7DTgD3+QCwZvoQMPaQAGs2G65b38M5LKD7cxLGngT2CzDX6nMLGfsbCWNPAffZH1gzAwgYe0SANVsN163v4fwioHsbCWNPA/sFmGu1zULGniFh7O/AfT4IrJnBhrPmm9QsfxMyHzsM163veR4T0L2ThLF/APsFmGu100LGniVh7J/AfT4ErJlhJD33F7BmWgDN+Dda2HN/k/TcOctqBh2/88D4tQPG7w4Le+4fkp4L5bCrZtDxSwDGrwswfndZ2HOJOTh6LsmymkHHLxkYv3uA8bvXwp5LIem5VEtqBn3vSL/LwN0C9452G667u6M5XUD3HhLG5gD2NTDXao+FjM1Jwtg0S2pGgrEZAqzZZ7juexzN9wro3k/C2FzAfgHmWu23kLG5SRibx5KakWBsDwHWfGe47p6O5vsEdB8gYWxeYL8Ac60OWMjYfCSMvciSmpFg7P0CrPnRcN29HM29BXQfJGHsxcB+AeZaHbSQsflJGFvAkpqRYOwDAqw5bLjuPo7mvgK6j5AwtiCwX4C5VkcsZGwhEsZeYknNSDC2nwBrjhquu7+jeYCA7mMkjC0M7BdgrtUxCxl7KQlji1hSMxKMHSjAmhOG6x7kaH5QQPdJEsYWBfYLMNfqpIWMLUbC2OKW1IwEYwcLsOa04bqHOJqHCug+Q8LYEsB+AeZanbGQsSVJGFvKsppBx+8yYPwYnhc1uefC4J6TmMsPCcyns4bP5WGO5uECuv8kYURpYF0Cc61Y4lcGGL+JwPhNspCxlxMwdoQAa84ZztiHHc2PCOg+T8KIK4B1Ccy1YonflcD4zQbGb46FjC1LwNhHBVhTLgdHr1wFzI+Nn2mH7JXyJPdZKgCfQ24OfA75JpKaSQCuVRFXM92D+pBi4J5jPqT46hxZ38c/pNjnmjpJOqDodSsB4SGlu1IOeI4iidG9JoP3qwcQ8lPj9Xp/AdfTb9x2DrieHpIVBPITwvamyvymsrPXKjmiyddFUDnaVJn/1j8MR38Z+io0szjQ6yaUkr2DgND9l4DuRMN1ZzYbet0kw3VnQgG9bnIpGcB4r8gj/l4KmB/l1uz7nZVI4gfkmUoExi/V7PjFDDlU/KoA18pBUn/APlGpwPpDxi/zAjgRHDs9688DLzD1u56GBP7wqSJ0RxDZxxFnj8p9sRrxXKwq4YvV8wIXLxcZfvGSXcH5fqSZBH7A/KiLgfDLH1D8/O4TAJYYAKByUYCk/hRQc35g/RUgGb4JwPjptz9OEhi+imD4VnX2WM09fKt6hm814eGbIDCELjV8+GZXcL6fqSOBHzA/qggQfkVJhq/KgQUAKhfFSOqvGlBzUWD9FSMZvsnA+On3QU8VGL7VCIZvdWePNdzDt7pn+NYQHr7JAkPoMsOHb3YF5/vhCRL4AfOjwkD4lSYZvtVyYAGAykUZkvqrAdRcGlh/UvFDD+AaQC9LTcBa6RkZGendnSOAUDBGrppCRq5r4kYubJKuEbiqq2W4kUvrriVgFMrcZ6VoTGtFv9aO/i60Dn1x+KuEQ1344jDi76WOO5pPCOi+iuTipg5wOANzra4KaDj7jR+ST9eSOPOvs6RmJBh7UoA1FQ3X/Zuj+ZSA7qtJGHs9sF+AuVZXW8jYuiSMrWdJzUgw9rQAa6oYrvuMo/l3Ad0REsbegPSGAvslYiFj65MwtkG8ZoypmYaGP8Gv58ofAnytZvhcOeto/lNAd3WSudIIWJfAXKvqJM4BiYc80TUOPKAScw40dvbYxO0caOxxDjRxOQeya4aIv5cCPpgY8zCZ3ya9hgQmgEKLKQhULmqRnCQ3AWq+Blh/tUhgzPAAUxMCGDd19tjMDeOmHhg3+w8w9lt0TXJgBYGCrq4lgUkzQx/IuJYEJgwPZDQjgElzZ48t3DBp7oFJiwBg0iwHVhAo6Op6Epi0MNRgfj0JTBgM5i0IYHKjs8eb3DC50QOTmwKASYscWEGgoKt6JDC5yVDDbL2A7ktH/L1i4udXc0tCw2xLIcNsq7hhFpukVgJT6mbDDbNa980BGGZvjn69Rcgwqw+/6gg8VVTf8AMhbVK8TkB3A5J7uK2BwxmYa9WA5NAYyac2JEaDWy2pGQnGXi/AmsaG69YmxXoCupuQMPY2YL8Ac62aWMjY20kY29aSmhF5wE6ANc0N161Nig0EdLcgYWw7YL8Ac61aWMjYO0gY2z5eM8bUTAfDDbM1cmQ9tIyMYUvD54o2MjcS0N2KZK50BNYlMNeqFclJKINhFnhAJXYSeqezx07uk9A7PSehnQI4CQUEKkYQKOiqNclJaCdDDZ+tSWDCYPjsRACTzs4eu7hh0tkDky4BwKRTDqwgUNDVrSQw6WKo4fNWEpgwGD67EMDkLmePXd0wucsDk64BwKRLDqwgUNDV7SQw6Wqo4fN2EpgwGD67EsCkm7PHu90w6eaByd0BwKRrDqwgUNBVOxKY3G2o4bNdQPdVI/5eMfHzq7k7oeGzu5DhMz1u+MQmKV1gSmUYbvjUujMCMHxmRL/eI2T41Ic3rQVu7Lc3/EBDm+xuFdDdgeRA417gcAbmWnUgOfRE8qkHyUF5T0tqRoKxtwmwppPhurXJrq2A7s4kjL0P2C/AXKvOFjL2fhLG9rKkZiQY206ANV0N161Ndu0FdHcjYWxvYL8Ac626WcjYB0gY2ydeM8bUTF/DDZ835ch66BYZw3TD54o24nYU0J1BMlf6AesSmGuVQXISymD4BB5QiZ2E9nf2OMB9EtrfcxI6IICTUECgYgSBgq56kJyEDjDU8NmDBCYMhs8BBDAZ6OxxkBsmAz0wGRQATAbkwAoCBV3dRwKTQYYaPu8jgQmD4XMQAUwedPY42A2TBz0wGRwATAblwAoCBV31IoHJYEMNn71IYMJg+BxMAJMhzh6HumEyxAOToQHAZHAOrCBQ0NUDJDAZaqjh84GA7qtG/L1i4udX80OEhs+HhAyfw+KGT2yShglMqeGGGz617uEBGD6HR7+OEDJ86sObewVu7Pc1/EBDm+x6CujuR3Kg8TBwOANzrfqRHHoi+fQIyUH5o5bUjARj7xNgzUDDdWuTXS8B3YNIGDsS2C/AXKtBFjL2MRLGPm5JzUgwtrcAa4YYrlub7PoI6B5KwthRwH4B5loNtZCxT5AwdnS8ZoypmScNN3zenSProVtoDA2fK9qI209A9wiSuTIGWJfAXKsRJIyoBGTEWJK5Mg6oOQF44JVM0nNPAeOXCIxfkoU9N56k5yZYVjPo+D0NjN9FwPhdbGHPPUPScxMtqxl0/CYB43cpMH5FLOy5Z0l67jnLagYdv8nA+F0GjF/Ywp6bQtJzz1tSM+h7R9oJnUPg3tGjhuvO6WhOE9A9koSxLwD7GphrNdJCxk4lYew0S2pGgrG5BFgzynDduR3NeQR0P0HC2BeB/QLMtXrCQsa+RMLY6ZbUjARj8wqwZozhuvM5mi8S0D2WhLEzgP0CzLUaayFjXyZh7CuW1IwEYy8WYM14w3XndzQXENA9gYSxM4H9Asy1mmAhY18lYewsS2pGgrEFBVgz0XDdhRzNlwjonkTC2NeA/QLMtZpkIWNnkzB2jiU1I8HYwgKsmWy47ksdzUUEdE8hYezrwH4B5lpNsZCxb5Aw9k1LakaCsUUFWDPVcN3FHM3FBXRPI2HsXGC/AHOtplnI2LdIGDvPkpqRYGwJAdZMN1x3SUdzKQHdM0gYOx/YL8BcqxkWMnYBCWMXWlIzEoy9TIA1Mw3XHXY0lxbQ/SoJY98G9gsw1+pVCxm7iISxiy2rGXT8lgDjVw0Yv+oW9tw7hr/Xi57LZQTm02zD5/LljuYrBHTPIWHEUmBdAnOtWOL3LjB+zYHxa2EhY5cRMPZKAda8aThjyzqaywnonkvCiPeAdQnMtWKJ33Jg/DoB49fZQsa+T8DYqwRYsyIHR698EH+f+v/T/vT7ej4sUDfzDdetP3/hUQHdC0hmy0pgvwBzrRZYOFtWkdyXXA3cZzlgzVxFwNiRAqxZZLhu/fkLjwvoXkzC2DXAfgHmWi22kLFrSRi7DrjPisCauZqAsaMEWLPUcN368xdGC+h+l4SxHwL7BZhr9a6FjF1PwtiPgPusAqyZiOGs0R9OPFyANcsN160/r2SMgO73SRi7AdgvwFyr9y1k7MckjP0k7sHxFb8E4Fqf4nKRHtQHwQP3HPNB8BtzZH0f/yB4n2vqJG3MgV93ExCYUro35YDnKJIY3WsyeL96AA3NgV3vKeB6+sOexiHf6MVZa4JAfkLY3lSZ33zm7HVzjmjydRF8Fm2qzH/rH4ajvwx9FZpZHOh1Vwpf1SN0PyWge5XhujObDb3uasN1Z0IBve6agP6Ki/h7KWB+1BrgJxusJYkfkGdqFTB+68yOX8yQQ8VvM3CtD0nqD9gnah2w/pDxy7wATgTHTs/6p4E1oz+1baLAHz7Auha7WP3c2eMW98Xq556L1S3CF6tPCwzxTYZfvGRXcH7X/YwEfsD8qM+A8NtMcgsfAJYYAKBy8TlJ/W1BXrwA6+9zkuE7CRg//fGNzwkM3y0Ew/cLZ49b3cP3C8/w3So8fCcJDKHthg/f7ArO77pfksAPmB/1JRB+O0iG75YcWACgcrGTpP62AjXvANbfTpLhOxkYP/05rs8LDN+tBMN3m7PH7e7hu80zfLcLD9/JAkNor+HDN7uC87vu1yTwA+ZHfQ2E3z6S4bs1BxYAqFzsZ7n4A2reB6w/qfihB/B2oJflS8Ba6RkZGendIyooI9eXQkauHXEjFzZJOwSu6nYabuTSuncKGIUy97kpGtOd0a+7or8LrUNfHK4UuEj63nBnvn5yerWA7h9ILm6+Ag5nYK7VDwENZ99/wQP5tJvEmb/HkpqRYOwaAdYcMly3fnJ6nYDun0gYuxfYL8Bcq58sZOzXJIzdZ0nNSDD2QwHW/Gy4bv3k9EcCun8hYex+YL8Ac61+sZCx35Aw9tt4zRhTM9+Ba0ZirmwQ4Ouvhs8V/bT4JwK6j5PMlQPAugTmWh0ncQ4gH/LM7vmriL8X8oBKzDnwvbPHH9zOge89zoEfXM6B7Joh4u+lgA8mQh8A+40EJoBCiykIVC5OkZwk/wDU/Buw/k6RwJjhAaYfCGD8o7PHg24Y/+iB8cH/AGPfJ0w5sIJAQVe/k8DkoKEPZPxOAhOGBzIOEsDkkLPHn9wwOeSByU8BwORgDqwgUNDVWRKY/GSowfwsCUwYDOY/EcDksLPHI26YHPbA5EgAMPkpB1YQKOjqLxKYHDHUMPtXQPelI/5eMfHzfe5HaJj9Wcgw+0vcMItN0i8CU+qo4YZZrftoAIbZo9Gvx4QMs/rw6yuBg5Fzhh8IaZPiHgHd50nu4f4KHM7AXKvzJIfGSD4dJzEanLCkZiQYu1eANQmXma1bmxT3CehOvIyDsSeB/QLMtZKKn8mM/Y2EsacsqRkJxu4XYE2K4bq1SfFbAd2pJIw9DewXYK5VqoWMPUPC2N/jNWNMzfxhuGF2e46sh5aRMUwzfK5oI/MBAd25SObKWWBdAnOtkPGTPAllMMwCD6jETkL/dPb4l/sk9E/PSehfAZyEAgIVIwgUdJU3IJhE/L3UX4YaPvOSwITB8PkXAUz+dvZ4zg2Tvz0wORcATP7KgRUECrq6iAQm5ww1fF5EAhMGw+c5Apicd/b4jxsm5z0w+ScAmJzLgRUECrrKTwKTfww1fOYngQmD4fMfApiEcjq6c7oTlTMWJvqHYc8vR8PknxxYQaCgq4IkMEkAakYaPgsGdF814u8VEz/fZ+SAtYI2fCbi6ifG8JmUM+v7uOHT55o6SUk58esmA4tfSndyTniO/mX4TI7GNiX6uySMtb8K3Ni/xPADDW2yOyGguzDJgUYqcDgDc60Kkxx6IvmUI6fcgEFqzmlJzUgw9qQAa4oarlub7E4J6C5Gwtg0YL8Ac62KWcjYXCSMzW1JzUgw9rQAa0oarlub7H4X0F2KhLF5gP0CzLUqZSFj85IwNl+8ZoypmYvANSNhCjsqwNfShs8VbcQ9K6C7DMlcuRhYl8BcqzJxw6eJB1RiJ6H5nT0WcJ+E5vechBYI4CQUEKgYQaCgqytJTkILADUjDZ9Xxg2fJuZYDCYFnT0WcsOkoAcmhQKASYGcWEGgoKtyJDApBNSMNHyWixs+TcyxGEwucfZY2A2TSzwwKRwATArlxAoCBV2VJ4FJYaBmpOGzfNzwaWKOxWByqbPHIm6YXOqBSZEAYFI4J1YQKOiqIglMihhq+KxIYvgsAryvWpTQ8FlUyPBZLG74xCapWE78usUNN3xq3cUDMHwWj8a2hJDhUx/epObE39ivZPiBhjbZ5RTQXZnkQKMkcDgDc60qkxx6IvlUiuSg/DJLakaCsWkCrFGG69Ymu9wCuquSMDYM7BdgrlVVCxlbmoSxZSypGQnG5hFgTQ3DdWuTXT4B3TVJGHs5sF+AuVY1LWTsFSSMvTJeM8bUTFnDDZ8JObMeukXGsLbhc0UbcS8W0F2HZK6UA9YlMNeqjuF1o9lQUqBurjdct76Hc5mA7rok/XIVsF+AuVZ1SWbqJuC7ZpcnuQ6rANzn98BPDPrB8E8M0owNC7CmvuGM1fdwygjobkDC2IrAfgHmWjWwkLFXkzC2EnCfh4CM/YmAsZcLsKax4YzV93CuFNDdhISxlYH9Asy1amIhY6uQMDYC3OfPQMb+Yjhji+TM8jch89HccMbqe57lBHS3IGGsAvYLMNeqhYWMrUrC2GrAff4KZOxxkk+kRtZMdZKaqQE8p1oJfABhNcmnwNcExm8VMH5rLOy5a0h6rpZlNYOOX21g/DYB4/eZhT1Xh6TnrrWsZtDxuw4Yv+3A+H1pYc9dT9JzdS2rGXT86gHjtxcYv68t7LkbSHquviU1g77fqN+Z4gWBN29safh91qmO5mkCuluR3GdtAOxrYK5VKwvvszYkYWwjS2pGgrEvCrCmteG6X3I0TxfQ3YaEsY2B/QLMtWpjIWObkDC2qSU1I8HYGQKsud1w3S87ml8R0N2WhLHNgP0CzLVqayFjm5MwtoUlNSPB2JkCrGlvuO5XHc2zBHR3IGHsjcB+AeZadbCQsTeRMLalJTUjwdjXBFjTyXDdsx3NcwR0dyZhbCtgvwBzrTpbyNibSRh7iyU1I8HY1wVY09Vw3W84mt8U0N2NhLGtgf0CzLXqZiFj25Aw9lZLakaCsXMFWJNuuO63HM3zBHRnkDD2NmC/AHOtMixk7O0kjG1rSc1IMHa+AGt6GK57gaN5oYDuniSMbQfsF2CuVU8LGXsHCWPbW1IzEox9W4A1vQzXvcjRvFhAd28SxnYA9gsw16q3hYztSMLYOy2pGQnGLhFgTV/Ddb/jaF4qoLsfCWM7AfsFmGvVz0LGdiZhbBfLagYdv7vi75VjTM91NfzzDfRcfldgPg00fC4vczS/J6B7EAkjugHrEphrxRK/u4HxSwHGL9XC65ruBIxdLsCaIYYz9n1H8woB3UNJGJEOrEtgrhVL/DKA8SsKjF8xCxl7DwFjPxBgzb05OXqlR/zzvH3FLwG4Vk9cLjJSXb3ifqH7B7jniHu/9+XM+j7Zk7uQqw9SBTSFPL/HG8d8/8t/MxpyOkn35cSvez/wjZWkdN+fE56jSGJ0r8ng/erBWyQndr2awPX0GzjXAK6n35y2lkB+QtjeVJnf9HL22jtnNPm6CHpFmyrz3/qH4egvQ19RZBYHet3hwn8NInTXFNA9wnDdmc2GXvdhw3VnQgG97iMB/fUa8fdSwPwot2a/8XuUJH5AnqkRwPiNNDt+MUMOFb/ewLUeI6k/YJ+okcD6Q8Yv8wI4ERw7PetrA2tGvxP7tQJ/+PQWuruD7OMHnD32cV+sPuC5WO0jfLFaW2CIjzP84iW7gvO77lMk8APmRz0FhN94kqMLAFhiAIDKxQSS+usD1DweWH8TSIbvdcD46Y9kqCswfPsQDN++zh77uYdvX8/w7Sc8fK8TGELPGj58sys4v+s+RwI/YH7Uc0D4TSYZvn1yYgGAysUUkvrrB9Q8GVh/U0iGbz1g/PRns9QXGL79CIZvf2ePA9zDt79n+A4QHr71BIbQi4YP3+wKzu+6L5HAD5gf9RIQftNJhm+/nFgAoHIxg6T+BgA1TwfWn1T80AN4ANDLMhCwVnpGRkZ694gKysg1UMjINShu5MImaZDAVd2Dhhu5tO4HBYxCmfu8PxrTB6NfB0d/F1qHvji8SuAiaZbhT3SUdzRXEND9GsnFzRDgcAbmWr0W0HD2Gz8kn4aSPM3+kCU1I8HYigKsed1w3Vc7misJ6H6DhLHDgP0CzLV6w0LGDidh7AhLakaCsZUFWPOW4bqrOJojArrnkTD2YWC/AHOt5lnI2EdIGPtovGaMqZmRhj+NreeKEuDrQsPnSlVHczUB3W+TzJXHgHUJzLV6m8Q5gHzIM7vnryL+XsgDKjHnwOPOHke5nQOPe5wDo1zOgeyaIeLvpYAPJkIfAFtCAhNAocUUBCoX75CcJI8Cal4CrL93SGDM8ADTKAIYP+HscbQbxk94YDz6P8DYb9GNyokVBAq6WkYCk9GGPpCxjAQmDA9kjCaAyZPOHse4YfKkByZjAoDJ6JxYQaCgq+UkMBljqMF8OQlMGAzmYwhgMtbZ4zg3TMZ6YDIuAJiMyYkVBAq6WsHyqLKhhtkVAd2Xjvh7xcTP9+PthIbZp4QMs+PjhllsksYLTKkJhhtmte4JARhmJ0S/Pi1kmNWHX0MEDkZWGn4gpE2KDwnoXkVyD/cZ4HAG5lqtIjk0RvJpIonRYJIlNSPB2GECrFlruG5tUhwhoHsdCWOfBfYLMNdqnYWMfY6EsZMtqRkJxj4swJqPDNetTYqPCujeQMLYKcB+AeZabbCQsc+TMPaFeM0YUzNTDTfMDsiZ9dAyMoafGj5XtJH5MQHdG0nmyjRgXQJzrTaSnIQyGGaBB1RiJ6EvOnt8yX0S+qLnJPSlAE5CAYGKEQQKutpMchL6kqGGz80kMGEwfL5EAJPpzh5nuGEy3QOTGQHA5KWcWEGgoKstJDCZYajhcwsJTBgMnzMIYPKys8dX3DB52QOTVwKAyYycWEGgoKutJDB5xVDD51YSmDAYPl8hgMlMZ4+vumEy0wOTVwOAySs5sYJAQVfbSWDyqqGGz+0B3VeN+HvFxM/3GxYSGj5nCRk+X4sbPrFJek1gSs023PCpdc8OwPA5O/p1jpDhUx/ePCNwY3+H4Qca2mQ3SUD3TpIDjdeBwxmYa7WT5NATyac3SA7K37SkZiQY+6wAa3Ybrlub7CYL6N5Dwti5wH4B5lrtsZCxb5Ewdp4lNSPB2CkCrNlnuG5tsntBQPd+EsbOB/YLMNdqv4WMXUDC2IXxmjGmZt423PA5LmfWQ7fIGH5n+FzRRtxpAroPkMyVRcC6BOZaHSA5CWUwfAIPqMROQhc7e1ziPgld7DkJXRLASSggUDGCQEFXP5KchC4x1PD5IwlMGAyfSwhg8o6zx6VumLzjgcnSAGCyJCdWECjo6hAJTJYaavg8RAITBsPnUgKYvOvscZkbJu96YLIsAJgszYkVBAq6OkwCk2WGGj4Pk8CEwfC5jAAm7zl7XO6GyXsemCwPACbLcmIFgYKufiaByXJDDZ8/B3RfNeLvFRM/v5rfJzR8vi9k+FwRN3xik7RCYEp9YLjhU+v+IADD5wfRryuFDJ/68OZ1gRv7Rw0/0NAmuzcFdB8jOdBYBRzOwFyrYySHnkg+rSY5KF9jSc1IMHauAGtOGK5bm+zmCeg+ScLYtcB+AeZanbSQsetIGPuhJTUjwdj5Aqw5bbhubbJbKKD7DAlj1wP7BZhrdcZCxn5EwtgN8ZoxpmY+Ntzw+WrOrIdukTE8a/hc0UbcRQK6/ySZK58A6xKYa/UnCSPuBzLiU5K5shGoeTjwwOthw1mj58kqAdacM1y3vu+3RkD3eRLGbgL2NTDX6ryFjP2MhLGbgfucBayZ1wgYu1aANQlhs3Xr+34fCuhODHMw9nNgvwBzraTiZzJjt5Aw9gvgPl8HMvYNAsauF2BNSths3fq+3wYB3alhDsZuBfYLMNdKKn4mM3YbCWO3A/f5FpCx8wxn7PKcWZ44ZD7Swmbr1vfJPxHQnSvMwdgvgf0CzLWSip/JjN1BwtidwH0uBDL2bZL7c7uANTMCeD/7EQvvz31F0nO7LasZdPz2AOM3Dhi/pyzsub0kPfe1ZTWDjt8+YPyeBcbvOQt7bj9Jz31jWc2g4/ctMH4vAuP3koU99x1Jzx2wpGbQ9470O1M0ELh3lDdstu6GjuZGArrzhTkY+z2wr4G5VlLxM5mxP5Aw9kdLakaCsY0FWJPfcN1NHM1NBXQXCHMw9iCwX4C5VlLxM5mxh0gY+5MlNSPB2GYCrLnEcN3NHc0tBHQXDnMw9jCwX4C5VlLxM5mxR0gY+7MlNSPB2BsFWFPUcN03OZpbCuguFuZg7C/AfgHmWknFz2TGHiVh7DFLakaCsa0EWFPScN03O5pvEdBdKszB2F+B/QLMtZKKn8mMPU7C2BOW1IwEY1sLsKa04brbOJpvFdBdJszB2JPAfgHmWknFz2TG/kbC2FOW1IwEY28TYM2Vhuu+3dHcVkB32TAHY08D+wWYayUVP5MZe4aEsb9bUjMSjG0nwJryhuu+w9HcXkB3hTAHY/8A9gsw10oqfiYz9iwJY/+0pGYkGNtBgDWVDNfd0dF8p4DuymEOxv4F7BdgrpVU/Exm7N8kjD1nSc1IMLaTAGuU4bo7O5q7COiuGuZg7HlgvwBzraTiZzJj/yFhbCjNjpqRYOxdAqypYbjuro7mbgK6a4Y5GJsA7BdgrpVU/ExmbGIaB2OTLKsZdPySgfFjeG8pk3suBdxzEnP5boH5VDts9lzu7mhOF9BdJ8zBiFRgXQJzrVjilwMYv4+AjN1gIWNzEjA2Q4A114fNZuw9juZ7BXTXDXMwIg1Yl8BcK5b45QLGbzeQsXssZGxuAsb2EGBNnjSOXskLzM9RYK8cI+mVBOBa+WC5UJFUV6+4X+j+yQesc/d+L0rL+j7Zk7uQqw9SBTSFPL/HG8d8/8t/MxpyOkk6oOh1L04DHpAI6b44DZ6jSGJ0r8ng/erBuzwndr1dwPX0h5ZuBK6n3wBcv7k2Oj8hbG+qzG/yO7VUIC2afF0E+aNNlflv/cNw9JehrygyiwO9bv2w7F+DCN27BHQ3MFx3ZrOh121ouO5MKKDXbRSWAYz3ijzi76WA+VFuzX7j15gkfvWB8WsAjF8Ts+MXM+RQ8SsAXKup2fG7sE9gn6gmwPpDxi/zAjgRHDs96/cALzD1p118nRP/h0UBobs7yD4u6OyxkPtitaDnYrWQ8MXqHoEhfnPY7IuX7ArO77q3hDngB8yPcmv2G7/WAcXP91sEp2EBgMpFmzBH/RUCam4NrD9k/CSH7z7g8NUfe/ONwPAtRDB8L3H2WNg9fC/xDN/CwsN3n8AQahc2e/hmV3B+170jzAE/YH6UW7Pf+LUPcwzfQmlYAKBy0SHMUX+FgZrbA+sPGT/J4fstcPjqz786IDB8CxMM30udPRZxD99LPcO3iPDw/VZgCHUJmz18sys4v+veFeaAHzA/yq3Zb/y6hjmGb+E0LABQuegW5qi/IkDNXYH1JxU/9AAuAvSyFAWslZ6RkZHePaKCMnIVFTJyFYsbubBJKiZg5CpuuJFL6y4uYOTK3OfF0ZgWj34tEf1daB364nCTwEXSPWHZi8OIv5f6zNG8WUD3vWGOi5uSwOEMzLWSil8iOH5IPpUieZr9MktqRoKxnwuw5j7DdW9xNH8hoPv+MAdjw8B+AeZaScXPZMaWJmFsGUtqRoKxWwVY84Dhurc5mrcL6O4T5mDs5cB+AeZaScXPZMZeQcLYK+M1Y0zNlDX8aWw9V74U4Gv/sNlzZYejeaeA7gFhjrlSDliXwFwrZPwknQPIhzyze/4q4u+FPKAScw5c5eyxvNs5cJXHOVDe5RzIrhki/l4K+GAi9AGwB8McMAEUWkxBoHIxOKD4Rfy9VHmg5geB9YeMnySMGR5gKk8A4wrOHiu6YVzBA+OK/wHGvj9TKg0rCBR09VCYAyYVDX0gAxk/SZgwPJBRkQAmVzt7rOSGydUemFQKACYV07CCQEFXw8McMKlkqMEcGT9JmDAYzCsRwKSys8cqbphU9sCkSgAwqZSGFQQKuno4zAGTKoYaZqXihwZKFeB96QihYTYiZJhVccMsNkkqDb9uVcMNs1p31QAMs1WjX6sJGWb14VfJNPzByKNhsw+EtEnxMgHdI8PBDGe/+6wOHM7AXCup+KEPjZF8qkFiNKhpSc1IMDYswJpRhuvWJsUyArqfCHMw9hpgvwBzraTiZzJja5EwtrYlNSPB2MsFWDPGcN3apHilgO6xYQ7G1gH2CzDXSip+JjP2WhLGXhevGWNq5nrDDbNF0rIeWkbGcHzY7LmijczlBHRPCHPMlbrAugTmWiHjJ3kSymCYBR5QiZ2E1tN7dJ+E1vOchN4QwEkoIFCxgkAJnBjmOAm9wVDDJzJ+kjBhMHzeQACT+s4eG7hhUt8DkwYBwOSGNKwgUNDVs2EOmDQw1PCJjJ8kTBgMnw0IYNLQ2WMjN0waemDSKACYNEjDCgIFXU0Oc8CkkaGGT2T8JGHCYPhsRACTxs4em7hh0tgDkyYBwKRRGlYQKOjq+TAHTJoYaviUih8aKE2A91WbEho+mwoZPpvFDZ/YJDUTMHw2N9zwqXU3D8Dw2Tz6tYWQ4VMf3lQXuLE/NWz2gYY22dUU0D0tHMxw9rvPG4HDGZhrJRU/9KEnkk83kRyUt7SkZiQYe40Aa6Ybrlub7GoL6J4R5mBsK2C/AHOtpOJnMmNvJmHsLZbUjARj6wiwZqbhurXJ7joB3a+GORjbGtgvwFwrqfiZzNg2JIy9NV4zxtTMbYYbPqukZT10i4zh7LDZc0UbcesK6J4T5pgrtwPrEphrhYyf5Ekog+ETeEAldhLa1tljO/dJaFvPSWi7AE5CAYGKEQQKunozzHES2s5QwycyfpIwYTB8tiOAyR3OHtu7YXKHBybtA4BJuzSsIFDQ1VthDpi0N9TwiYyfJEwYDJ/tCWDSwdljRzdMOnhg0jEAmLRPwwoCBV3ND3PApKOhhk9k/CRhwmD47EgAkzudPXZyw+ROD0w6BQCTjmlYQaCgq4VhDph0MtTwKRU/NFA6Ae+rdiY0fHYWMnx2iRs+sUnqImD4vMtww6fWfVcAhs+7ol+7Chk+9eHNjQI39heFzT7Q0Ca7lgK6F4eDGc5+99kNOJyBuVZS8UMfeiL5dDfJQXl3S2pGgrGtBFiz1HDd2mR3i4Dud8McjE0H9gsw10oqfiYzNoOEsfdYUjMSjG0twJrlhuvWJrtbBXS/H+Zg7L3AfgHmWknFz2TG9iBhbM94zRhTM/cZbvhskpb10C0yhivDZs8VbcS9XUD3qjDHXLkfWJfAXCt0/CTu23YTqJu1huvW93C6C+heF+bol17AfgHmWknFDz1TLwbO1N4k12EPAPd5Txi31r1h8xmbLsCajwzXre/h3COge0OYg7F9gP0CzLWSip/JjO1Lwth+wH3eF8atdX/YfMbeK8CaTw3Xre/h9BTQvTHMwdj+wH4B5lpJxc9kxg4gYexA4D4fCOPW6hM2mzWd0rL8Tch8bDZct77neb+A7s/DHIwdBOwXYK6VVPxMZuyDJIwdDNxn/zBurQFhjp4bAqyZBmHcWo3C9vXcUJKee8iymkHHbxgwfjcD43dL2L6eG07ScyMsqxl0/B4Gxq8dMH53hO3ruUdIeu5Ry2oGHb+RwPh1AcbvrrB9PfcYSc89bknNoO8d6XcZ+D4n/t7RVsN1/+Bo/lFA97YwB2NHAfsamGslFT+TGfsECWNHW1IzEow9KMCaHYbrPuRo/klA984wB2OfBPYLMNdKKn4mM3YMCWPHWlIzEow9LMCa3YbrPuJo/llA954wB2PHAfsFmGslFT+TGfsUCWPHW1IzEoz9RYA1+wzXfdTRfExA9/4wB2MnAPsFmGslFT+TGfs0CWOfsaRmJBj7qwBrvjNc93FH8wkB3QfCHIydCOwXYK6VVPxMZuwkEsY+a0nNSDD2pABrfjRc92+O5lMCug+GORj7HLBfgLlWUvEzmbGTSRg7xZKakWDsaQHWHDZc9xlH8+8Cuo+EORj7PLBfgLlWUvEzmbEvkDB2qiU1I8HYPwRYc9Rw3WcdzX8K6D4W5mDsNGC/AHOtpOJnMmNfJGHsS5bUjARj/xJgzQnDdf/taD4noPtkmIOx04H9Asy1koqfyYydQcLYly2pGQnGnhdgzWnDdf/jaA4JvG/HmTAHY18B9gsw10oqfiYzdiYJY1+1pGYkGJsgwJqzhutOdDQnCej+M8zB2FnAfgHmWknFz2TGvkbC2NmW1IwEY5MFWHPOcN0pjuZUAd3nwxyMnQPsF2CulVT8TGbs6ySMfcOymkHH703L3r/P5J6ba/hnLum5nENgPiWUNnsu53Q0pwnoTizNwYi3gHUJzLViid88YPzGhHFrjQ3bx9j5BIzNJcCaFMMZm9vRnEdAdyoJIxYA6xKYa8USv4XA+E0P49aaEbaPsW8TMDavAGsWpXH0ymJgfhaFcWstDtvXK0tI7rO8A9RcP4xbqyFJzSQA11oKqxmlUkNZHHS/0MxdCmSje7/vpmV9n+zJnX5l9kGqgKaQ5/d445jvf/lvRg9GnaR30/DrLgPCQ0r3sjR4jiKJ0b0mg/erB1CnNOx6Q4Dr6Q/SeAi4nh6S7wjkJ4TtTZX5zXvOXpenRZOvi+C9aFNl/lv/MBz9Zeir0MziQK+bJnwHAaF7iIDuXIbrzmw29Lq5DdedCQX0unkCuuMR8fdSwPwot2a/8ctLEj8gz1QuYPzymR2/mCGHit9y4FoXkdQfsE9UPmD9IeOXeQGcCI6dnvXDgDWjP4VqhMAfPsC6FrtYfd/Z4wr3xer7novVFcIXq8MEhvilhl+8ZFdwftctQgI/YH5UESD8ipIcdwHAEgMAVC6KkdTfCqDmosD6K0YyfB8Gxk9/HN2jAsN3BcHw/cDZ40r38P3AM3xXCg/fhwWG0GWGD9/sCs7vumES+AHzo8JA+JUmGb4r0rAAQOWiDEn9rQRqLg2svzIkw3ckMH76cykfFxi+KwmG7ypnj6vdw3eVZ/iuFh6+IwWGUDnDh292Bed33atI4AfMj7oKCL/yJMN3ZRoWAKhcVCCpv9VAzeWB9ScVP/QAXg30sqwBrJWekZGR3j0SmJFrjZCRa23cyIVN0lqBq7p1hhu5tO51AkahzH0ui8Z0XfTrh9HfhdahLw57CVwkVRG+OIz4e6nejuYHBHRHSC5u1gOHMzDXKhLQcPYbPySfPiJx5m+wpGYkGNtHgDXVDNfd19HcT0B3dRLGfgzsF2CuVXULGfsJCWM/taRmJBjbX4A11xiue4CjeaCA7lokjN0I7BdgrlUtCxm7iYSxn8Vrxpia2QyuGYm5MkiAr9caPlcedDQPFtB9Hclc+RxYl8BcK2T8JJ0DEg95omsceEAl5hzY4uzxC7dzYIvHOfCFyzmQXTNE/L0U8MHEmIfJ/DZpPRKYAAotpiBQubiB5CT5C6DmesD6u4EExgwPMH1BAOOtzh63uWG81QPjbf8Bxn6L7os0rCBQ0FVDEphsM/SBjIYkMGF4IGMbAUy2O3v80g2T7R6YfBkATLalYQWBgq4ak8DkS0MN5o1JYMJgMP+SACY7nD3udMNkhwcmOwOAyZdpWEGgoKumJDDZaahhVip+aKDsBN6X3kVomN0lZJj9Km6YxSbpK4Eptdtww6zWvTsAw+zu6Nc9QoZZffi1XuBgpLnhB0LapLhBQHcLknu4e4HDGZhr1SKg4ew3fkg+fU1iNNhnSc1IMPZjAda0NFy3Nil+KqC7FQlj9wP7BZhr1cpCxn5DwthvLakZCcZuFGBNa8N1a5PiZwK625Aw9jtgvwBzrdpYyNgDJIz9Pl4zxtTMD4YbZlenZT20jIzh7YbPFW1k/lxAd1uSufIjsC6BuVbI+EmehDIYZoEHVGInoQedPR5yn4Qe9JyEHgrgJBQQqBhBoKCr9iQnoYcMNXy2J4EJg+HzEAFMfnL2eNgNk588MDkcAEwOpWEFgYKuOpLA5LChhs+OJDBhMHweJoDJEWePP7thcsQDk58DgMnhNKwgUNBVJxKY/Gyo4bMTCUwYDJ8/E8DkF2ePR90w+cUDk6MBwOTnNKwgUNBVFxKYHDXU8CkVPzRQjgLvqx4jNHweEzJ8/ho3fGKT9KvAlDpuuOFT6z4egOHzePTrCSHDpz682StwY7+r4Qca2mS3T0B3N5IDjZPA4QzMteoW0HD2Gz8kn34jOSg/ZUnNSDB2vwBr0g3XrU123wroziBh7GlgvwBzrTIsZOwZEsb+bknNSDD2OwHW9DBctzbZfS+guycJY/8A9gsw16qnhYw9S8LYP+M1Y0zN/GW44XNnWtZDt8gY9jJ8rmgj7o8CunuTzJW/gXUJzLVCxk/yJJTB8Ak8oBI7CT3n7PG8+yT0nOck9HwAJ6GAQMUIAgVd9SU5CT1vqOGzLwlMGAyf5wlg8o8GSS5Xov7xwET/MOz55WiYnE/DCgIFXfUngYnOEWotpOGzPwlMGAyfwByLwSTB2WOiGyb6P7hhkhgATACBihEECroaSAKTRKBmpOFzIAlMGAyfiQQwSXL2mOyGSZIHJskBwCQxF1YQKOjqQRKYJAM1Iw2fUvFDA8UdP7+aUwBrBW34TAGCyr3f1FxZ38cNnz7X1ElKzYVfNwew+KV058gFz9G/DJ85orHNGf1dEsbakwI39ocYfqChTXanBHQPJTnQSAMOZ2Cu1dCAhrPf+CH5lCuX3IBBas5tSc1IMPa0AGuGG65bm+x+F9A9goSxeYD9Asy1GmEhY/OSMDafJTUjwdg/BFjzqOG6tcnuTwHdI0kYexGwX4C5ViMtZOzFJIzNH68ZY2qmALhmJExhxwX4OsrwuaKNuH8L6H6CZK4UBNYlMNfqCRJGLAOawguRzJVLgFxMAx545SHpucLIe2rA+OW2sOcuJem5IpbVDDp+RYHxuxQYvyIW9lwxkp4rblnNoONXAhi/y4DxC1vYcyVJeq6UZTWDjt9lwPiVA8bvKgt7LkzSc6UtqRn0vSPthB4lcO9ojOG6n3A0jxbQPZaEsWWAfQ3MtRprIWMvJ2HsFZbUjARjnxRgzXjDdY9xNI8V0D2BhLFXAvsFmGs1wULGliVhbDlLakaCseMEWDPRcN1POZrHC+ieRMLYq4D9Asy1mmQhY8uTMLaCJTUjwdgJAqyZbLjupx3NzwjonkLC2IrAfgHmWk2xkLFXkzC2kiU1I8HYiQKsmWq47kmO5mcFdE8jYWxlYL8Ac62mWcjYKiSMjVhSMxKMfU6ANdMN1z3Z0TxFQPcMEsYqYL8Ac61mWMjYqiSMrWZJzUgw9nkB1sw0XPcLjuapArpfJWFsdWC/AHOtXrWQsTVIGFvTkpqRYOw0AdbMNlz3i47mlwR0zyFh7DXAfgHmWs2xkLG1SBhb25KakWDsdAHWvGm47hmO5pcFdM8lYWwdYL8Ac63mWsjYa0kYe50lNSPB2FcEWDPfcN0zHc2vCuheQMLY64H9Asy1WmAhY+uSMLaeJTUjwdhZAqxZZLju1xzNswV0LyZh7A3AfgHmWi22kLH1SRjbwJKakWDsHAHWLDVc9+uO5jcEdL9LwtiGwH4B5lq9ayFjG5EwtrElNSPB2DcFWLPccN1zHc1vCeh+n4SxTYD9Asy1et9CxjYlYWwzy2oGHb/mwPhdC4zfdRb2XAvD33tbz+V5AvNppeFzeb6jeYGA7lUkjLgRWJfAXCuW+N0EjF9rYPzaWMjYlgSMXSjAmrWGM/ZtR/MiAd3rSBjRCliXwFwrlvjdDIxfOjB+GRYy9hYCxi4WYE3rXBy90ib+uaH/p/3pz1lKy4Wvm48M160/Dze3gO4NJLPlVmC/AHOtNlg4W24juS95O3CfVYA1EyFgbB4B1nxquG79ebj5BHRvJGFsW2C/AHOtNlrI2HYkjL0DuM9qwJqpTsDYiwRYs9l0X4GjOb+A7s9JGNse2C/AXKvPLWRsBxLGdgTu8xpgzdQynDXJTtxyCLBmq+G69edHFxTQvY2EsXcC+wWYa7XNQsZ2ImFs57gHx1f8EoBrdYHlQlVNDWVx0P1CM7cL8NzBvd+7cmV9n+zJXcjVB6kCmkKe3+ONY77/5b8Zfeikk3RXLvy6XYEfiielu2sueI4iidG9JoP3qwdQci7seoWB6xVy1roEuJ7+YPEiAvkJYXtTZX7Tzdnr3bmiyddF0C3aVJn/1j8MR38Z+io0szjQ6+4QvqpH6C4soHun4bozmw297i7DdWdCAb3uVwH9FRfx91LA/Ci3Zr/x200SPyDP1E5g/PaYHb+YIYeK393AtfaS1B+wT9QeYP0h45d5AZwIjp2e9UWBNVPMWau4wB8+wLoWu1jt7uwx3X2x2t1zsZoufLFaVGCIf2/4xUt2Bed33R9I4AfMj/oBCL8fSW7hA8ASAwBULg6S1F86UPOPwPo7SDJ8SwDjV9JZq5TA8E0nGL4Zzh7vcQ/fDM/wvUd4+JYQGEI/Gz58sys4v+v+QgI/YH7UL0D4HSUZvum5sABA5eIYSf3dA9R8FFh/x0iG72XA+IWdtUoLDN97CIbvvc4ee7iH772e4dtDePheJjCEfjN8+GZXcH7XPUUCP2B+1Ckg/E6TDN97cmEBgMrFGZL66wHUfBpYf1LxQw/gHkAvS0/AWukZGRnp3SMqKCNXTyEj131xIxc2SfcJXNXdb7iRS+u+X8AolLnPrtGY3h/92iv6u9A69MXhrQIXSX8JXxxG/L2UfnL6dgHdf5Nc3PQGDmdgrtXfAQ1nv/FD8ukBEmd+H0tqRoKxbQVY84/huvWT03cI6A6V4WBsX2C/AHOtpOJnMmP7kTC2vyU1I8HY9gKsSTJct35yuqOA7mQSxg4A9gsw1yrZQsYOJGHsoHjNGFMzD4JrRmKu3CnA1xyGzxX9tHhnAd05SebKYGBdAnOtkPGTdA4gH/LM7vmriL8X8oBKzDkwxNnjULdzYIjHOTDU5RzIrhki/l4K+GAi9AGw3CQwARRaTEGgcpEnoPhF/L3UUKBmd834zWseEhgzPMA0lADGDzl7HOaG8UMeGA/7DzD2W3RDc2EFgYKuLiKByTBDH8i4iAQmDA9kDCOAyXBnjyPcMBnugcmIAGAyLBdWECjoKj8JTEYYajDPTwITBoP5CAKYPOzs8RE3TB72wOSRAGAyIhdWECjoqiAJTB4x1DArFT80UB4B3pd+lNAw+6iQYXZk3DCLTdJIgSn1mOGGWa37sQAMs49Fvz4uZJjVh1+9BQ5GLjH8QEibFPsI6C5Mcg93FHA4A3OtCgc0nP3GD8mnJ0iMBqMtqRkJxvYVYE1Rw3Vrk2J/Ad3FSBj7JLBfgLlWxSxk7BgSxo61pGYkGDtAgDUlDdetTYqDBHSXImHsOOTxDbBfSlnI2KdIGDs+XjPG1MwEww2zPXJlPbSMjGFpw+eKNjIPFtBdhmSuPA2sS2CuFTJ+kiehDIZZ4AGV2EnoM84eJ7pPQp/xnIRODOAkFBCoGEGgoKsrA4JJxN9LTTTU8HklCUwYDJ8TCWAyydnjs26YTPLA5NkAYDIxF1YQKOiqHAlMnjXU8FmOBCYMhs9nCWDynLPHyW6YPOeByeQAYPJsLqwgUNBVeRKYTDbU8FmeBCYMhs/JBDCZ4uzxeTdMpnhg8nwAMJmcCysIFHRVkQQmzxtq+JSKHxoozwPvq75AaPh8QcjwOTVu+MQmaarAlJpmuOFT654WgOFzWvTri0KGT314M0rgxn4lww80tMlutIDuyiQHGi8BhzMw16pyQMPZb/yQfJpOclA+w5KakWDskwKsUYbr1ia7sQK6q5Iw9mVgvwBzrapayNhXSBg705KakWDsOAHW1DBctzbZjRfQXZOEsa8C+wWYa1XTQsbOImHsa/GaMaZmZhtu+HwkV9ZDt8gY1jZ8rmgj7tMCuuuQzJU5wLoE5loh4yd5Espg+AQeUImdhL7u7PEN90no656T0DcCOAkFBCpGECjo6vqAYBLx91JvGGr4vJ4EJgyGzzcIYPKms8e5bpi86YHJ3ABg8kYurCBQ0FU9EpjMNdTwWY8EJgyGz7kEMHnL2eM8N0ze8sBkXgAwmZsLKwgUdFWfBCbzDDV81ieBCYPhcx4BTOY7e1zghsl8D0wWBACTebmwgkBBVw1JYLLAUMOnVPzQQFkAvK+6kNDwuVDI8Pl23PCJTdLbAlNqkeGGT617UQCGz0XRr4uFDJ/68OYlgRv7jQ0/0NAmuxkCupuQHGgsAQ5nYK5Vk4CGs9/4Ifn0DslB+VJLakaCsS8LsKa54bq1yW6mgO4WJIx9F9gvwFyrFhYydhkJY9+zpGYkGPuqAGtaGq5bm+xeE9DdioSxy4H9Asy1amUhY98nYeyKeM0YUzMfGG74fD5X1kO3yBi2NnyuaCPuHAHdbUjmykpgXQJzrdqQMKIrkBGrSObKaqDmHcADr12lzWaNnidLBFhzu+GM1ff9lgrobkvC2DXAvgbmWrW1kLFrSRi7DrjPv3BcVH8TMPZdAda0N5yx+r7fewK6O5Aw9kNgvwBzrTpYyNj1JIz9CLjPf4CMDRnOGs3Y5QKs6WS4bn3fb4WA7s4kjN0A7BdgrlVnCxn7MQljPwHuMwlYM8mGs2ZBrixPHLQGDdet75OvFNDdjYSxnwL7BZhr1c1Cxm4kYewm4D5zAGsmJ0nPfQasmZ3A+9lflbav5zaT9NznltUMOn5bgPH7Hhi/HyzsuS9Iem6rZTWDjt82YPx+BsbvFwt7bjtJz31pWc2g47cDGL/fgPE7ZWHP7STpuV2W1Az8DDQtFCojcO8o3fB7Zpc7mq8Q0J1RhoOxXwH7GphrJRU/kxm7m4SxeyypGQnGXinAmh6G6y7raC4noLsnCWP3AvsFmGvV00LGfk3C2H2W1IwEY68SYE0vw3WXdzRXENDdm4Sx+4H9Asy16m0hY78hYey3ltSMBGMrCrCmr+G6r3Y0VxLQ3Y+Esd8B+wWYa9XPQsYeIGHs95bUjARjKwuwZqDhuqs4miMCugeRMPYHYL8Ac60GWcjYH0kYe9CSmpFgrBJgzRDDdVd1NFcT0D2UhLGHgP0CzLUaaiFjfyJh7GFLakaCsdUFWDPccN01HM01BXSPIGHsEWC/AHOtRljI2J9JGPuLJTUjwdhrBFjzqOG6azmaawvoHknC2KPAfgHmWo20kLHHSBj7qyU1I8HYOgKsGWW47msdzdcJ6H6ChLHHgf0CzLV6wkLGniBh7ElLakaCsdcLsGaM4brrOprrCegeS8LY34D9Asy1GmshY0+RMPa0JTUjwdgbBFgz3nDd9R3NDQR0TyBh7BlgvwBzrSZYyNjfSRj7hyU1I8HYhgKsmWi47kaO5sYCuieRMPYssF+AuVaTLGTsnySM/cuSmpFgbBMB1kw2XHdTR3MzAd1TSBj7N7BfgLlWUyxk7DkSxp63pGYkGNtcgDVTDdfdwtF8o4DuaSSM/QfYL8Bcq2kWMjaUm4OxCbntqhl0/BKB8WN4H2qTey4J3HMSc/kmgfk03fC53NLR3EpA9wwSRiQD6xKYa8USvxRg/EoC41fKQsamEjD2ZgHWzDScsbc4mlsL6H6VhBE5gHUJzLViiV9OYPwUMH5VLWRsGgFj2wiwJldujl7JDcxPY2CvNCHplQTgWnlguVDVUl294n6h+ycPsM7d+82bO+v7ZE/uQq4+SBXQFPL8Hm8c8/0v/81oyOkk6YCi182XG3iTUUh3vtzwHEUSo3tNBu9XD94FubDrfQZcb5Wz1mrgevrDwvQHcaHzE8L2psr85iKnli7OHU2+LoKLok2V+W/9w3D0l8E/+TNaHOh1Zwv/NYjQ/ZmA7jmG685sNvS6rxuuOxMK6HXfCOiv14i/lwLmR7k1+43fmyTxA/JMzQHGb67Z8YsZcqj4XQxc6y2S+gP2iZoLrD9k/DIvgBPBsdOzfgvwAlN/MubWXPg/LC4WuruD7OP8zh4LuC9W83suVgsIX6xuERjiSwy/eMmu4Pyu+w4J/ID5Ue8A4beU5OgCAJYYAKBy8S5J/RUAal4KrD9k/CSH7zbg8NUfkfulwPAtQDB8Czp7LOQevgU9w7eQ8PDdJjCEVhg+fLMrOL/rfkACP2B+1AdA+K0kGb4FcmMBgMrFKpL6KwTUvBJYf8j4SQ7fHcDhqz8re5fA8C1EMHwvcfZY2D18L/EM38LCw3eHwBD60PDhm13B+V13PQn8gPlR64Hw+4hk+BbKjQUAKhcbSOqvMFDzR8D6k4ofegAXBnpZLgWslZ6RkZHePaKCMnJdKmTkKhI3cmGTVETAyFXUcCOX1l1UwMiVuc980ZgWjX4tFv1daB364nCNwEXSJuGLw4i/l1rraF4noPszkoub4sDhDMy1+iyg4ew3fkg+lSB5mr2kJTUjwdgPBVizxXDd6x3NHwno/oKEsaWA/QLMtfrCQsZeRsLYsCU1I8HYDQKs2W647o8dzZ8I6P6ShLGlgf0CzLX60kLGliFh7OXxmjGmZq4w/GlsPVc+FeDrLsPnykZH8yYB3V+RzJUrgXUJzLVCxi8xJOccQD7kmd3zVxF/L+QBlZhzoKyzx3Ju50BZj3OgnMs5kF0zRPy9FPDBROgDYHtJYAIotJiCQOXi64DiF/H3UuWAmvcC6+9rEhgzPMBUjgDGVzl7LO+G8VUeGJf/DzD2W3TlcmMFgYKuviGBSXlDH8j4hgQmDA9klCeASQVnjxXdMKnggUnFAGBSPjdWECjo6jsSmFQ01GD+HQlMGAzmFQlgcrWzx0pumFztgUmlAGBSMTdWECjo6nsSmFQy1DArFT80UCoB70tXJjTMVhYyzFaJG2axSaqSG79uxHDDrNYdCcAwG4l+VUKGWX34VTw3/mDkR8MPhLRJsaSA7oMk93CrAoczMNfqYEDD2W/8kHyqRmI0qG5JzUgwtpQAaw4brlubFMMCuo+QMLYGsF+AuVZHLGRsTRLGXmNJzUgwtrQAa44arlubFC8X0H2MhLG1gP0CzLU6ZiFja5Mwtk68ZoypmWsNN8wWzp310DIyhicMnyvayHylgO6TJHPlOmBdAnOtkPFLDNltmAUeUImdhF7v7LGu+yT0es9JaN0ATkIBgYoRBAq6Oh0QTCL+XqquoYbP0yQwYTB81iWAST29RzdM6nlgckMAMKmbGywIlMDfSWByg6GGz99JYMJg+LyBACb1nT02cMOkvgcmDQKAyQ25sYJAQVdnSWDSwFDD51kSmDAYPhsQwKShs8dGbpg09MCkUQAwaZAbKwgUdPUXCUwaGWr4lIofGiiNgPdVGxMaPhsLGT6bxA2f2CQ1ETB8NjXc8Kl1Nw3A8Nk0+rWZkOFTH95UFbixf87wAw1tsqsuoPt8QMPZ7z6bA4czMNfqfEDD2W/8kHxqQXJQfqMlNSPB2BoCrEm43Gzd2mR3jYDuxMs5GHsTsF+AuVZS8TOZsS1JGNvKkpqRYGwtAdakGK5bm+zqCOhOJWHszcB+AeZapVrI2FtIGNs6XjPG1Ewbww2flaIP9qL5mmb4XNFG3OsEdOcimSu3AusSmGuFjJ/kSSiD4RN4QCV2Enqbs8fb3Seht3lOQm8P4CQUEKgYQaCgq7wBwSTi76VuN9TwmZcEJgyGz9sJYNLW2WM7N0zaemDSLgCY3J4bKwgUdHURCUzaGWr4vIgEJgyGz3YEMLnD2WN7N0zu8MCkfQAwaZcbKwgUdJWfBCbtDTV85ieBCYPhsz0BTDo4e+zohkkHD0w6BgCT9rmxgkBBVwVJYNLRUMNnwYDuq0b8vWLi51fznYSGzzuFDJ+d4oZPbJI6CRg+Oxtu+NS6Owdg+Owc/dpFyPCpD2+aC9zYv8TwAw1tsrtRQHdhkgONu4DDGZhrVZjk0BPJp64kB+XdLKkZCcbeJMCaoobr1ia7VgK6i5Ew9m5gvwBzrYpZyNjuJIxNt6RmJBh7swBrShquW5vsWgvoLkXC2AxgvwBzrUpZyNh7SBh7b7xmjKmZHoYbPhvlznroFhnD0obPFW3EvVVAdxmSudITWJfAXCuW+N0HZMQc4OGP+xPZIz5f7vihGZsPGL/7SeZyL8tqBh2/3sD4LQHG7x0Le+4Bkp7rY1nNoOPXFxi/FcD4fWBhz/Uj6bn+ltUMOn4DgPH7EBi/9Rb23ECSnhtkSc2g7wNoV+tXufD3Aa40/P7HbkfzHgHdZUn+fn8Q2NfAXKuyJPdIkYwdTMLYIZbUjARj9wqwprzhur92NO8T0F2BhLFDgf0CzLWqYCFjHyJh7DBLakaCsfsFWFPJcN3fOJq/FdBdmYSxw4H9Asy1qmwhY0eQMPZhS2pGgrHfCbBGGa77gKP5ewHdVUkY+wiwX4C5VlUtZOyjJIwdaUnNSDD2BwHW1DBc94+O5oMCumuSMPYxYL8Ac61qWsjYx0kYO8qSmpFg7CEB1tQ2XPdPjubDArrrkDD2CWC/AHOt6ljI2NEkjH3SkpqRYOwRAdZcb7junx3NvwjorkvC2DHAfgHmWtW1kLFjSRg7zpKakWDsUQHW1Ddc9zFH868CuhuQMPYpYL8Ac60aWMjY8SSMnWBJzUgw9rgAaxobrvuEo/mkgO4mJIx9GtgvwFyrJhYy9hkSxk60pGYkGPubAGuaG677lKP5tIDuFiSMnQTsF2CuVQsLGfssCWOfs6RmJBh7RoA1LQ3X/buj+Q8B3a1IGDsZ2C/AXKtWFjJ2Cgljn7ekZiQYe1aANa0N1/2no/kvAd1tSBj7ArBfgLlWbSxk7FQSxk6zpGYkGPu3AGtuN1z3OUfzeQHdbUkY+yKwX4C5Vm0tZOxLJIydbknNSDD2HwHWtDdcd0i/H67Ae+J2IGHsDGC/AHOtOljI2JdJGPuKJTUjwdhEAdZ0Mlx3kqM5WUB3ZxLGzgT2CzDXqrOFjH2VhLGzLKsZdPxeA8ZvVxncWl+Vsa/nZhv+eSB6LqcIzKeuhs/lVEdzDgHd3UgYMQdYl8BcK5b4vQ6M31EgY49ZyNg3CBibU4A16YYzNs3RnEtAdwYJI94E1iUw14olfnOB8UsAxi/Rwr8d3yJgbG4B1szLzdEr8y35LHOGXllAcp9lIfLv3DLAa+syZl/X6M8LvUuANT1Mv4fvaO4moLsnyfXI28C+BuZa9bSQsYtIGLsYuM9NwPsEnxEw9m4B1vQynLHdHc3pArp7kzB2CbBfgLlWvS1k7DskjF0K3OcWIGO/IGBshgBr+hrO2HsczfcK6O5Hwth3gf0CzLXqZyFjl5Ew9j3gPrcDGful4Yzt6MStswBrBhrO2B6O5p4CugeRMHY5sF+AuVaDLGTs+ySMXRH3bfmKXwJwrQ9guVDVU0NZHHS/0MzF7fn/j2Xma2XurO+TPbkLufogVUBTyPN7vHHM97/8N6MPKnWSVubGr7sKCEwp3atyw3MUSYzuNRm8Xz2AOubGrncfcL37nbV6AdfTh5YLBfITwvamyvxmtbPXNbmjyddFsDraVJn/1j8MR38Z+io0szjQ6w4RvqpH6L5PQPdQw3VnNht63YcM150JBfS6wwL6Ky7i76WA+VFuzX7jN5wkfkCeqaHA+I0wO34xQw4VvzXAtR4mqT9gn6gRwPpDxi/zAjgRHDs963sDa+YBZ60+An/4AOta7GJ1rbPHde6L1bWei9V1whervQWG+GjDL16yKzjfH5FFAj9gftSTQPiNIbmFDwBLDABQuRhLUn/rgJrHAOtvLMnw7QuMXz9nrf4Cw3cdwfD90Nnjevfw/dAzfNcLD9++AkPoacOHb3YF5/uzMUjgB8yPegYIv4kkw3ddbiwAULmYRFJ/64GaJwLrbxLJ8B2A9G84aw0SGL7rCYbvR84eN7iH70ee4btBePgOEBhCzxs+fLMrON9v/E0CP2B+1AtA+E0lGb7rc2MBgMrFNJL62wDUPBVYf1LxQw/gDUAvy8eAtdIzMjLSu0dUUEauj4WMXJ/EjVzYJH0icFX3qeFGLq37UwGjUOY+V0Vj+mn068bo70Lr0BeHbwtcJL1suDNfPzm9WED3KyQXN5uAwxmYa/VKQMPZb/yQfPqMxJm/2ZKakWDsEgHWzDJct35yeqmA7tdIGPs5sF+AuVavWcjYLSSM/cKSmpFg7LsCrHndcN36yen3BHS/QcLYrcB+AeZavWEhY7eRMHZ7vGaMqZkvwTUjMVeWC/D1LcPnin5afIWA7nkkc2UHsC6BuVbI+Ek6ByQe8kTXOPCASsw5sNPZ4y63c2Cnxzmwy+UcyK4ZIv5eCvhgYszDZL7fupcEJoBCiykIVC7eJjlJ3gXUvBBYf2+TwJjhAaZdBDD+ytnjbjeMv/LAePd/gLHfotuVGysIFHS1hAQmuw19IGMJCUwYHsjYTQCTPc4e97phsscDk70BwGR3bqwgUNDVUhKY7DXUYL6UBCYMBvO9BDD52tnjPjdMvvbAZF8AMNmbGysIFHS1jAQm+ww1zC4L6L50xN8rJn5+Ne8nNMzuFzLMfhM3zGKT9I3AlPrWcMOs1v1tAIbZb6NfvxMyzOrDr00CByPLDT8Q0ibFzQK63ye5h3sAOJyBuVbvBzSc/cYPyafvSYwGP1hSMxKM/VyANSsN161Nil8I6F5Fwtgfgf0CzLVaZSFjD5Iw9pAlNSPB2K0CrFlruG5tUtwuoHsdCWN/AvYLMNdqnYWMPUzC2CPxmjGmZn423DC7IXfWQ8vIGH5k+FzRRuYdAro3kMyVX4B1Ccy1QsZP8iSUwTALPKASOwk96uzxmPsk9KjnJPRYACehgEDFCAIFXX1KchJ6zFDD56ckMGEwfB4jgMmvzh6Pu2HyqwcmxwOAybHcWEGgoKtNJDA5bqjhcxMJTBgMn8cJYHLC2eNJN0xOeGByMgCYHM+NFQQKutpMApOThho+N5PAhMHweZIAJr85ezzlhslvHpicCgAmJ3NjBYGCrraQwOSUoYbPLQHdV434e8XEz6/m04SGz9NChs8zccMnNklnBKbU74YbPrXu3wMwfP4e/fqHkOFTH94cELixv9XwAw1tsvtBQPc2kgONs8DhDMy12hbQcPYbPySf/iQ5KP/LkpqRYOyPAqzZYbhubbI7JKB7Jwlj/wb2CzDXaqeFjD1HwtjzltSMBGN/EmDNbsN1a5PdEQHde0gY+w+wX4C5VnssZGwoDwdjE/LEa8aUmkkE14yEKexbAb7uM3yuaCPuLwK695PMlSRgXQJzrZDxkzwJZTB8Ag+oxE5Ck506TMnjSpT+D+6TUP3DsOeXo5sBEKgYQaCgq+9ITkJTgJqRhs/vSGDCYPgE5lgMJqnOHnO4YZLqgUmOAGACCFSMIFDQ1fckMMkB1Iw0fH5PAhMGw2cOApjkdPaY5oZJTg9M0gKASY48WEGgoKsfSWCSBtSMNHz+SAITBsNnGgFMcjl7zO2GSS4PTHIHAJO0PFhBoKCrQyQwyQ3UjDR8HgrovmrE3ysmfn415wGsFbThMw8QVO795s2T9X3c8OlzTZ2kvHkEPooMWPxSuvPlgefoX4bPfNHYXhT9XRLG2rMCN/YPG36goU12fwnoPkJyoHExcDgDc62OBDSc/cYPyaf8JAflBSypGQnG/i3AmqOG69Ymu/MCuo+RMLYgsF+AuVbHLGRsIRLGXmJJzUgw9h8B1pwwXLc22SXkwes+ScLYwsB+AeZanbSQsZeSMLZIvGaMqZmihhs+T+XOeugWGcPThs8VbcRNEpgrZ0jmSjFgXQJzrc4YXjeaDRcL1M1Zw3XrezgFBHT/SdIvxYH9Asy1+pNkpq4CPkRRguQ6rCRwny8Da+YVAsYWFGDNOcN163s4lwjoPk/C2FLAfgHmWp23kLGXkTA2DNznLGDNvEbA2MICrEm4wmzd+h5OEQHdiVdwMLY0sF+AuVZS8TOZsWVIGHs5cJ+vAxn7huGMzZ0ny9+EzEeK4YzV9zyLCehOJWHsFcB+AeZapVrI2CtJGFsWuM+3gIydZ+HfPuVIauYq4DnVEOADCMNI7jeUB8ZvKDB+D1nYcxVIeq6iZTWDjt/VwPiNBsbvSQt7rhJJz1W2rGbQ8asCjN/TwPg9Y2HPRUh6TllWM+j4VQXG73lg/F6wsOeqkfRcdUtqBn6W5dTKgwIexjTD77MOdjQPEdCdi+Q+aw1gXwNzrXJZeJ+1Jgljr7GkZiQYO1SANXkN1/2Qo3mYgO58JIytBewXYK5VPgsZW5uEsXUsqRkJxg4XYE1+w3WPcDQ/LKC7AAljrwX2CzDXqoCFjL2OhLHXW1IzEox9RIA1lxiu+1FH80gB3YVJGFsX2C/AXKvCFjK2Hgljb7CkZiQY+5gAa4oarvtxR/MoAd3FSBhbH9gvwFyrYhYytgEJYxtaUjMSjH1CgDUlDdc92tH8pIDuUiSMbQTsF2CuVSkLGduYhLFNLKkZCcaOEWBNacN1j3U0jxPQXYaEsU2B/QLMtSpjIWObkTC2uSU1I8HYpwRYc6Xhusc7micI6C5LwtgWwH4B5lqVtZCxN5Iw9iZLakaCsU8LsKa84bqfcTRPFNBdgYSxLYH9Asy1qmAhY1uRMPZmS2pGgrGTBFhTyXDdzzqanxPQXZmEsbcA+wWYa1XZQsa2JmFsG0tqRoKxkwVYowzXPcXR/LyA7qokjL0V2C/AXKuqFjL2NhLG3m5JzUgw9gUB1tQwXPdUR/M0Ad01SRjbFtgvwFyrmhYyth0JY++wpGYkGPuiAGtqG677JUfzdAHddUgY2x7YL8BcqzoWMrYDCWM7WlIzEoydIcCa6w3X/bKj+RUB3XVJGHsnsF+AuVZ1LWRsJxLGdrakZiQYO1OANfUN1/2qo3mWgO4GJIztAuwXYK5VAwsZexcJY7taUjMSjH1NgDWNDdc929E8R0B3ExLGdgP2CzDXqomFjL2bhLHdLasZdPzS45/BY0zPZYB7TmIuvy4wn5obPpffcDS/KaC7BQkj7gHWJTDXiiV+9wLjtxbI2HUWMrYHAWPnCrCmpeGMfcvRPE9AdysSRvQE1iUw14olfvcB47cDyNidFjL2fgLGzhdgTa88HL3SG5ifw8BeOULSKwnAtR6A5ULVSHX1ivuF7p8HgHXu3m+fPFnfJ3tyF3L1QaqAppDn93jjmO9/+W9GQ04nqU8e/Lp9gR/YJKW7bx54jiKJ0b0mg/erB2/uPNj1ygPX0x8MfRVwPf2htxUF8hPC9qbK/Kafs9f+eaLJ10XQL9pUmf/WPwxHfxn6iiKzONDrthb+axChu7yA7jaG685sNvS6txquOxMK6HVvC+iv14i/lwLmR7k1+36ijCR+QJ6pNsD4tTU7fjFDDhW//sC12pHUH7BPVFtg/SHjl3kBnAiOnZ71VyPfHcBZq7LAHz79he7uIPt4gLPHge6L1QGei9WBwherVwsM8S6GX7xkV3C+bY4k8APmR90FhF9XkqMLAFhiAIDKRTeS+hsI1NwVWH/dSIZvFWD8Is5aSmD4DiQYvoOcPT7oHr6DPMP3QeHhW0VgCN1j+PDNruB8e3ZI4AfMj7oXCL8eJMN3YB4sAFC56ElSfw8CNfcA1l9PkuFbFRi/as5a1QWG74MEw3ews8ch7uE72DN8hwgP36oCQ+gBw4dvdgXnd90+JPAD5kf1AcKvL8nwfTAPFgCoXPQjqb8hQM19gfUnFT/0AB4C9LIMBayVnpGRkd49ooIycg0VMnI9FDdyYZP0kMBV3TDDjVxa9zABo1DmPvtGYzos+nV49HehdeiLw+ICF0kPGv5ERwlHc0kB3YNJLm5GAIczMNdqcEDD2W/8kHx6mORp9kcsqRkJxpYSYM1Dhuu+TN/UENA9jISxjwL7BZhrNcxCxo4kYexjltSMBGNLC7DmYcN1l3E0Xy6g+xESxj4O7BdgrtUjFjJ2FAljn4jXjDE1M9rwp7H1XLlCgK+PGT5XrnQ0lxXQ/TjJXHkSWJfAXKvHSZwDyIc8s3v+KuLvhTygEnMOjHH2ONbtHBjjcQ6MdTkHsmuGiL+XAj6YCH0AbDQJTACFFlMQqFw8SXKSPBaoeTSw/p4kgTHDA0xjCWA8ztnjU24Yj/PA+Kn/AGO/RTc2D1YQKOhqHAlMnjL0gYxxJDBheCDjKQKYjHf2OMENk/EemEwIACZP5cEKAgVdjSeByQRDDebjSWDCYDCfQACTp509PuOGydMemDwTAEwm5MEKAgVdPU0Ck2cMNcw+HdB96Yi/V0z8/GqeSGiYnShkmJ0UN8xikzRJYEo9a7hhVut+NgDD7LPRr88JGWb14dcIgYORiYYfCGmT4iMCuieR3MOdDBzOwFyrSSSHxkg+TSExGjxvSc1IMPZRAdZMNly3Nik+JqB7CgljXwD2CzDXaoqFjJ1KwthpltSMBGMfF2DNVMN1a5PiEwK6p5Ew9kVgvwBzraZZyNiXSBg7PV4zxtTMDMMNs0PyZD20DK1Bw+eKNjI/KaB7BslceRlYl8BcqxkkJ6EMhlngAZXYSegrzh5nuk9CX/GchM4M4CQUEKgYQaCgq5kkJ6EzDTV8ziSBCYPhcyYBTF519jjLDZNXPTCZFQBMZubBCgIFXc0igcksQw2fs0hgwmD4nEUAk9ecPc52w+Q1D0xmBwCTWXmwgkBBV7NJYDLbUMPnbBKYMBg+ZxPAZI6zx9fdMJnjgcnrAcBkdh6sIFDQ1eskMHndUMPn6wHdV434e8XEz6/mNwgNn28IGT7fjBs+sUl6U2BKzTXc8Kl1zw3A8Dk3+vUtIcOnPryZLHBj/03DDzS0ye55Ad1zSQ405gGHMzDXai7JoSeST/NJDsoXWFIzEox9QYA18w3XrU120wR0LyBh7EJgvwBzrRZYyNi3SRi7yJKakWDsiwKsWWS4bm2ymy6gezEJYxcD+wWYa7XYQsYuIWHsO/GaMaZmlhpu+HwmT9ZDt8gYLjV8rmgj7ssCut8lmSvvAusSmGv1LslJKIPhE3hAJXYSuszZ43vuk9BlnpPQ9wI4CQUEKkYQKOhqOclJ6HuGGj6Xk8CEwfD5HgFMljt7fN8Nk+UemLwfAEzey4MVBAq6WkECk/cNNXyuIIEJg+HzfQKYrHD2+IEbJis8MPkgAJi8nwcrCBR0tZIEJh8YavhcSQITBsPnBwQwWenscZUbJis9MFkVAEw+yIMVBAq6Wk0Ck1WGGj5XB3RfNeLvFRM/35oJDZ+rhQyfa+KGT2yS1ghMqbWGGz617rUBGD7XRr+uEzJ86sObeQI39tcafqChTXYLBHSvIznQ+BA4nIG5VutIDj2RfFpPclD+kSU1I8HYhQKs+chw3dpkt0hA9wYSxm4A9gsw12qDhYz9mISxn1hSMxKMXSzAmk8N161Ndu8I6N5IwthPgf0CzLXaaCFjN5IwdlO8Zoypmc8MN3y+nifroVtkDDcbPle0EfddAd2fk8yVzcC6BOZascTvcyAj2gAPf24jYWxfYPy2kMzlLyyrGXT8tgLj1wUYv7ss7LltJD233bKaQcfvS2D87gHG714Le24HSc/ttKxm0PHbBYzfA8D49bGw574i6bndltQM+j6AdrXWELgPsNVw3TUdzdcI6N5Gwtg9wL4G5lpts5Cxe0kY+7UlNSPB2FoCrNlhuO7ajuY6Arp3kjB2H7BfgLlWOy1k7H4Sxn5jSc1IMPZaAdbsNlz3dY7m6wV07yFh7LfAfgHmWu2xkLHfkTD2gCU1I8HYugKs2We47nq6XgR07ydh7PfAfgHmWu23kLE/kDD2R0tqRoKx9QVY853huhs4mhsK6D5AwtiDwH4B5lodsJCxh0gY+5MlNSPB2EYCrPnRcN2NHc1NBHQfJGHsYWC/AHOtDlrI2CMkjP3ZkpqRYGxTAdYcNlx3M0dzcwHdR0gY+wuwX4C5VkcsZOxREsYes6RmJBjbQoA1Rw3XfaOj+SYB3cdIGPsrsF+AuVbHLGTscRLGnrCkZiQY21KANScM193K0XyzgO6TJIw9CewXYK7VSQsZ+xsJY09ZUjMSjL1FgDWnDdfd2tHcRkD3GRLGngb2CzDX6oyFjD1DwtjfLakZCcbeKsCas4brvs3RfLuA7j9JGPsHsF+AuVZ/WsjYsySM/dOSmpFgbFsB1pwzXHc7R/MdArrPkzD2L2C/AHOtzlvI2L9JGHvOkpqRYGx7AdYkXGm27g6O5o4CuhOv5GDseWC/AHOtpOJnMmP/IWFsKK8dNSPB2DsFWJNiuO5OjubOArpTSRibAOwXYK5VqoWMTczLwdgkS2pGgrFdBFiTZrjuuxzNXQV05yJhbDKwX4C5VrksZGwKCWNTLakZCcZ2E2BNXsN13+1o7i6gOx8JY3MA+wWYa5XPQsbmJGFsmiU1I8HYdAHW5Ddcd4aj+R4B3QVIGJsL2C/AXKsCFjI2Nwlj81hWM+j45QXG7zHgmeHjFp4z5wP3nMRcvldgPl1i+Fzu4WjuKaC7MAkjLgLWJTDXiiV+FwPjNxXI2GkWMjY/AWPvE2BNUcMZe7+juZeA7mIkjCgArEtgrhVL/AoC4zcfyNgFFjK2EAFje0tcx+bl6JXCwPysBfbKOgt75VKS+yxF8uLWag38LLRbDfcW68+9/1CANSUNv55b72j+SEB3KZLrkaLAvgbmWpWy8F52MRLGFgfu80HgXB5MwNgNAqwpbThjP3Y0fyKguwwJY0sA+wWYa1XGQsaWJGFsKeA+HwIydhgBYz8VYM2VhjN2o6N5k4DusiSMvQzYL8Bcq7IWMjZMwtjSwH0+DGTsI6Y/h+zUyloB1pQ3nLGfOZo3C+iuQMLYMsB+AeZaVbCQsZeTMPaKuG/L33OpwLWuhOVC1UwNZXHQ/UIz90rgWZV7v2XzZn2f7MldyNUHqQKaQp7f441jvv/lvxl9UKmTpAOKXrcc8DBHSne5vPAcRRKje00G71cPoFV5sOt9Dlxvi7PWF8D19KFlEYH8hLC9qTK/ucrZa/m80eTrIrgq2lSZ/9Y/DEd/GfoqNLM40OtWEr6qR+j+XEB3ZcN1ZzYbet0qhuvOhAJ63UhAf8VF/L0UMD/Krdlv/BRJ/IA8U5WB8atqdvxihhwqfuWBa1UjqT9gn6iqwPpDxi/zAjgRHDs967cCLzC3OWttz4P/wwJY12IXqxWcPVZ0X6xW8FysVhS+WN0qcPFyreEXL9kVnN91ryOBHzA/6jog/K4nuYUPAEsMAFC5qEtSfxWBmq8H1l9dkuH7JXD47nDW2ikwfCsSDN+rnT1Wcg/fqz3Dt5Lw8P1SYAg1NHz4ZldwftdtRAI/YH5UIyD8GpMM34p5sQBA5aIJy50XoObGwPprQjJ8dwGH71fOWrsFhm8lguFb2dljFffwrewZvlWEh+8ugSF0o+HDN7uC87vuTSTwA+ZH3QSEX0uS4VspLxYAqFy0Yjk2AmpuCaw/qfihB3AVoJclAlgrPSMjI717RAVl5IoIGblU3MiFTZISMHJVNdzIpXVXFTAKZe6zXDSmVaNfq0V/F1qHvjgsKuBtuNVwZ75+crq4gO7bSC5uqgOHMzDX6raAhrNv7wSQTzVInPk1LakZCcaWEGBNO8N16yenSwnovoOEsdcA+wWYa3WHhYytRcLY2pbUjARjLxNgTUfDdesnp0sL6L6ThLF1gP0CzLW600LGXkvC2OviNWNMzVxv+Duq6rlSRoCvXQyfK/pp8SsEdN9FMlfqAusSmGt1F4lzQOIhT3SNAw+oxJwD9fQe3c6Beh7nwA0u50B2zRDx91LABxNjHibz26R3k8AEUGixBQHKRXeSk+QbgJrvBtZfdxIYMzzAdAMBjOs7e2zghnF9D4wb/AcY+y26G/JiBYGCru4hgUkDQx/IuIcEJgwPZDQggElDZ4+N3DBp6IFJowBg0iAvVhAo6KoHCUwaGWow70ECEwaDeSMCmDR29tjEDZPGHpg0CQAmjfJiBYGCru4jgUkTQw2z9wV0Xzri7xUTP7+amxIaZpsKGWabxQ2z2CQ1EzDMNjfcMKt1Nw/AMNs8+rWFkGFWH35VFzgY6WX4gZA2Kf5/7b0LtE3l9/9/HHflOBcHKXLJPZxHURR9dFEURaUoijiVoiiKoiiKoqgUlSIUlaRcK6FIJcmtQsj9nktyC//n+X73zjr7m9/4jP9+v9eYczx7j7HGJo11nvd8z/maa69nrrPrEHR3UXIP91pgcwZ6bboo2TRG8uk6JYMGTT3JGQZjLyKwpqtw3W5IsS5BdzcljG0GrBeg16abh4y9Xgljb/AkZxiMrUdgTXfhut2Q4qUE3T2UMLY5sF6AXpseHjK2hRLG3pjIGTE5c5PwgdmahU89tIyMYU/hfcUNMjcg6O6lpK/cDMxLoNeml5KdUA0Ds8ANKtpOaEu7xluCO6EtY3ZCbwlhJxQQqByCQEE3vZXshN4idOCztxKYaBj4vEUBTG61a2wVhMmtMTBpFQJMbimMFQQKunlCCUxaCR34fEIJTDQMfLZSAJPWdo23BWHSOgYmt4UAk1aFsYJAQTd9lcDkNqEDn32VwETDwOdtCmByu11jmyBMbo+BSZsQYHJbYawgUNDNU0pg0kbowOdTId1XzYrvlSN+8Wpuq3Dgsy1p4POOxMAn1qQ7CAOfdwof+HS67wxh4PPOyHs70sCn27y5lnBjv7/wDQ03ZNeUoHuAkg2N9sDmDPTaDFCy6Ynk011KNso7eJIzDMY2I7BmoHDdbsjuBoLuQUoY2xFYL0CvzSAPGZuthLF3e5IzDMY2J7BmsHDdbsjuRoLuIUoYew+wXoBemyEeMvZeJYztlMgZMTlzn/CBz0aFTz10i4zhUOF9xQ3i3kzQPUxJX7kfmJdAr80wJTuhGgY+gRtUtJ3QznaNXYI7oZ1jdkK7hLATCghUDkGgoJtXlOyEdhE68PmKEphoGPjsogAmD9g1PhiEyQMxMHkwBJh0KYwVBAq6eVUJTB4UOvD5qhKYaBj4fFABTLraNXYLwqRrDEy6hQCTBwtjBYGCbkYogUk3oQOfI5TARMPAZzcFMHnIrvHhIEweioHJwyHApFthrCBQ0M3rSmDysNCBz9dDuq+aFd8rR/zi/kUlCgc+u5MGPnskBj6xJvUgDHw+Inzg0+l+JISBz0ci74+SBj7d5k17wo39N4VvaLghuw4E3aOUbGj0BDZnoNdmlJJNTySfeinZKH/Mk5xhMLYjgTWjhet2Q3Z3E3SPUcLYx4H1AvTajPGQsb2VMLaPJznDYOw9BNaME67bDdl1Iuger4SxTwDrBei1Ge8hY59Uwti+iZwRkzP9hA98til86qFbZAwnCO8rbhD3foLuiUr6ylPAvAR6bSYKzxvHhp6EvPlQuG53D+cxgu5JSurlaWC9AL02k5T01ErAntpfyXXYAOA6bwTmzE0KGPs4gTUfC9ft7uH0IeieooSxzwDrBei1meIhY59VwtiBwHXeAsyZWxUw9gkCa6YK1+3u4fQl6J6mhLGDgPUC9NpM85Cxzylh7PPAdd4GzJnbhbPm4cKn5puQfswUrtvd83yKoHuWEsYOBtYL0Gszy0PGDlHC2BeA67wDmDN3epgzLyrJmaFAzdWBDyBkKeH0MGD8agDjV9PDmntJSc297FnOoOP3CjB+lwDjd6mHNTdcSc296lnOoOP3GjB+VwDjd6WHNTdCSc2N9Cxn0PF7HRi/a4Hxu87DmntDSc296UnOoO83ut9MsepM/P3GL4TrXm01ryHonq2EsaOAdQ302sz2kLFvKWHs257kDIOxvxFYM1e47rVW8zqC7nlKGDsaWC9Ar808Dxk7Rglj3/EkZxiMXU9gzXzhun+3mjcQdC9QwtixwHoBem0WeMjYcUoYO96TnGEwdiOBNd8K173Jat5M0P2dEsa+C6wXoNfmOw8Z+54Sxk7wJGcYjN1CYM0PwnVvtZq3EXQvVsLYicB6AXptFnvI2PeVMPYDT3KGwdjtBNb8JFz3Dqt5J0H3UiWM/RBYL0CvzVIPGTtJCWM/8iRnGIzdRWDNCuG6d1vNewi6Vyph7GRgvQC9Nis9ZOzHShg7xZOcYTD2DwJrfhWue6/VvI+ge5USxn4CrBeg12aVh4z9VAljp3qSMwzG7iew5jfhug9YzX8SdK9VwthpwHoBem3WesjY6UoYO8OTnGEw9iCBNb8L1/2X1XyIoHuDEsbOBNYL0GuzwUPGzlLC2M88yRkGYw8TWLNZuO4jVvNRgu4tShj7ObBegF6bLR4y9gsljJ3tSc4wGHuMwJrtwnX/bTUfJ+jeoYSxXwLrBei12eEhY+coYexcT3KGwdgTBNbsFq77pNWcRPi9sHuUMHYesF6AXps9HjL2KyWM/dqTnGEwNheBNfuE6062mnMTdO9Xwtj5wHoBem32e8jYBUoY+40nOcNgbB4Caw4K153Xas5H0P2XEsYuBNYL0Gvzl4eM/VYJY7/zJGcYjM1PYM0R4boLWM0FCbqPKmHs98B6AXptjnrI2EVKGPuDJznDYGwhAmuOC9d9htV8JkH3CSWMXQysF6DX5oSHjP1RCWOXeJIzDMYWJrAmV0XZulOs5iIE3ckVdTD2J2C9AL02rPhJZuxSJYxd5lnOoOO3PPFdkmJqbgW45hh9OZXQn/IK78tpVnM6QXc+JYxYCcxLoNdGS/x+BsavO5CxPTxk7C8KGJtBYE1B4YwtajVnEnQXUsKIX4F5CfTaaInfKmD8BgIZO8hDxq5WwNhiBNasKayjVn4D+vMmsFZGKamVXMBzrYV5YS7KF6iV4Av+PVfAPA+ud13hU3/OE+NdUqAO8hE0JcX8nNg4pvzLfxMNOWfSusL4864HNgqW7vWF4R5lJUfWmge8Xtd4Hy6MPd8w4PletOcaCjzfS/ZcLxP8ScLWpon+4Xe71g2FI+a7JPg9UlTRv7t/LBP5YegrimhyoM9bmPxpEKF7GEF3inDd0WJDn7eIcN1RKKDPmxrSp9es+F4G6I8Jao43fmlK4gfkmUkBxi9ddvxyNDlU/DYAz5WhJP+AdWLSgfmHjF/0AjgZHDvX618B5sxwe65XCR98gHlNu1jdaNe4KXixujHmYnUT+WL1FUITP1v4xcvpEi7e856jBH5Af8w5QPiVUrJ1AQBLDgCgvCitJP82ATWXAuZfaSXN9zVg/EbYc40kNN9NCprvZrvGLcHmuzmm+W4hN9/XCE2ovPDme7qEi/e85ymBH9Afcx4QfhWUNN9NhbEAQHlRUUn+bQFqrgDMv4pKmu/rwPi9Yc/1JqH5blHQfLfaNW4LNt+tMc13G7n5vk5oQtWEN9/TJVy85z1fCfyA/pjzgfCrrqT5bimMBQDKixpK8m8bUHN1YP6x4oduwNuAsyzbAefqmJ2d3bFDlglrkGs7aZBrR2KQC2vSDsJV3U7hg1xO907CoFB0nesjMd0Zed8V+VloHe7i8GnCRdIFwp/o6G81DyDovlDJxc1uYHMGem0uDKk5xxs/JJ/2KHma/Q9PcobB2GcIrLlIuO5nreaBBN0XK2HsXmC9AL02F3vI2H1KGLvfk5xhMHYQgTWXCNf9nNX8PEH3pUoYewBYL0CvzaUeMvZPJYw9mMgZMTnzFzhnGH1lMIGvlwnvK0Os5hcIuv+jpK8cAuYl0GvzHyWTA8iHPE/3/FVWfC/kBhVtcuCwXeOR4OTA4ZjJgSOByYHTFUNWfC8DfDAR+gDYFUpgAki0HAmB8uJKJTvJR4CarwDm35VKYKzhAaYjCmB81K7xWBDGR2NgfOy/gHHc33dSGCsIFHRztRKYHBP6QMbVSmCi4YGMYwpg8rdd4/EgTP6OgcnxEGByrDBWECjoprESmBwXOmDeWAlMNAyYH1cAkxN2jSeDMDkRA5OTIcDkeGGsIFDQzbVKYHJS6MDstSHdl86K75UjfnHPDKbEf66wB2aDa86K8xVcb66UU39ODMzGe86U/w0o+rzJKcDkJ+lOToF79H8GZpMjsc0d+VmMweTdhI2RpsI3hNyQ4h8E3c2U3MPNg4OrAXptminZNEbyKW8Kr8EgNefzJGcYjN1LYE1z4brdkOJ+gu4WShibH1gvQK9NCw8ZW0AJYwt6kjMMxh4gsOZm4brdkOJBgu6WShhbCFgvQK9NSw8Ze4YSxp6ZyBkxOVMYnDOMobqdBL62Et5X3CDzIYLu1kr6SgowL4Fem9ZKdkI1DMyeVLATWsTmYWpKwKgiKTl3Qt0/lon54ehiOFkYKwgUdNNGyU5oKlAzcuCzjRKYaBj4BHpMg0maXWN6ECZpMTBJDwEmgEDlEAQKurlDCUzSgZqRA593KIGJhoHPdAUwybBrLBqESUYMTIqGAJP0FKwgUNBNOyUwKQrUjBz4bKcEJhoGPosqgEmmXWOxIEwyY2BSLASYFE3BCgIF3dylBCbFgJqRA593hXRfNSu+V474xau5uMKBz+Kkgc8SiYFPrEklUvDnPUv4wKfTfVYIA59nRWJbkjTw6TZv8qTgb+x3FL6h4Ybs8hF0ZyvZ0Dgb2JyBXptsJZueSD6do2SjvJQnOcNgbH4Ca+4VrtsN2RUk6O6khLGlgfUC9Np08pCx5yphbBlPcobB2EIE1nQWrtsN2Z1J0N1FCWPLAusF6LXp4iFjyylhbPlEzojJmfOED3y6WadkAl+7Cu8rbhA3haC7m5K+UgGYl0CvTTclO6EaBj6BG1S0ndCKdo2VgjuhFWN2QiuFsBMKCFQOQaCgm+5KdkIrCR347K4EJhoGPispgEllu8YqQZhUjoFJlRBgUikFKwgUdPOIEphUETrw+YgSmGgY+KyiACZV7RqrBWFSNQYm1UKASZUUrCBQ0E1PLd+iLnTgs6cSmGgY+KymACbn2zVWD8Lk/BiYVA8BJtVSsIJAQTePKYFJdaEDn4+FdF81K75XjvjFq7mGwoHPGqSBz5qJgU+sSTUJA59Zwgc+ne6sEAY+syKxNaSBT7d5czbhxn5v4RsabsiuFEF3HyUbGrWAzRnotemjZNMTyacLlGyUX+hJzjAYW5rAmr7CdbshuzIE3f2UMLY2sF6AXpt+HjK2jhLGXuRJzjAYW5bAmv7Cdbshu/IE3QOUMPZiYL0AvTYDPGRsXSWMrZfIGTE5c4nwgc9iKaceukXGcKDwvuIGcSsQdA9S0lcuBeYl0GszSHjeODbUIuTNYOG63T2cCwm6hyipl/rAegF6bYYo6anrgV/n10DJddhlwHVeAMyZCxUwtjaBNUOF63b3cC4i6B6mhLH/AdYL0GszzEPGNlTC2MuB67wImDMXK2DsxQTWvCJct7uHU4+ge7gSxl4BrBeg12a4h4y9UgljrwKu8xJgzlwqnDXVU07NNyH9GCFct7vneSlB90gljG0ErBeg12akh4y9WgljrwGu8zJgzvzHw5xprCRnmgD3qQoDH0AoooTT1wLjlwKMX6qHNXedkppr6lnOoOPXDBi/s4HxO8fDmrteSc3d4FnOoOPXHBi/8sD4nedhzbVQUnM3epYz6PjdBIxfNWD8zvew5m5WUnMtPckZ+O+isrkyivBt3W8K1/2W1fw2QfcoJYy9BVjXQK/NKA8Ze6sSxrbyJGcYjB1NYM1o4brHWM3vEHSPUcLY1sB6AXptxnjI2NuUMPZ2T3KGwdixBNaME657nNU8nqB7vBLGtgHWC9BrM95DxrZVwtg7PMkZBmPfJbBmgnDd71nNEwi6Jyph7J3AegF6bSZ6yNh2Shjb3pOcYTB2IoE1HwrX/b7V/AFB9yQljL0LWC9Ar80kDxnbQQljO3qSMwzGfkhgzcfCdU+ymj8i6J6ihLHZwHoBem2meMjYu5Uw9h5PcobB2MkE1kwVrvtjq3kKQfc0JYy9F1gvQK/NNA8Z20kJY+/zJGcYjP2EwJqZwnV/ajVPJeiepYSx9wPrBei1meUhYzsrYWwXT3KGwdhpBNZ8IVz3dKt5BkH3bCWMfQBYL0CvzWwPGfugEsZ29SRnGIydSWDNXOG6Z1nNnxF0z1PC2G7AegF6beZ5yNiHlDD2YU9yhsHYzwmsmS9c9xdW82yC7gVKGNsdWC9Ar80CDxnbQwljH/EkZxiM/ZLAmm+F655jNc8l6P5OCWMfBdYL0GvznYeM7amEsb08yRkGY+cRWPODcN1fWc1fE3QvVsLYx4D1AvTaLPaQsY8rYWxvT3KGwdj5BNb8JFz3Aqv5G4LupUoY2wdYL0CvzVIPGfuEEsY+6UnOMBi7kMCaFcJ1f2s1f0fQvVIJY/sC6wXotVnpIWP7KWHsU57kDIOx3xNY86tw3Yus5h8IulcpYezTwHoBem1WecjY/koYO8CTnGEwdjGBNb8J1/2j1byEoHutEsY+A6wXoNdmrYeMfVYJYwd6kjMMxv5EYM3vwnUvtZqXEXRvUMLYQcB6AXptNnjI2OeUMPZ5T3KGwdjlBNZsFq57hdW8kqB7ixLGDgbWC9Brs8VDxg5RwtgXPMsZdPxeTHxfr5iaGwquOUZf/pnQn7YL78u/WM2/EnTvUMKIYcC8BHpttMTvJWD8bgbGr6WHjH1ZAWNXEVizWzhjV1vNawi69yhhxCvAvAR6bbTEbzgwfvcC49fJQ8a+qoCxvxFY81qKjloZAfSnN7BW+iiplVzAc42EeWEuzheoleALXT8jgXkeXO/rKaf+nCfGu6RAHeQjaEqK+TmxcUz5l/8mGnLOJBdQ9HnfAH65M0v3Gylwj7KSI2vNA16va7zVU7DnuxZ4vsb2XE2A57vOnqspwZ8kbG2a6B/etGsdFa1+lwRvRooq+nf3j2UiPwx9RRFNDvR595E/DSJ0X0vQvV+47mixoc97QLjuKBTQ5/0zpE+vWfG9DNAfE9Qcb/wOKokfkGdmPzB+f8mOX44mh4rfKOC5DinJP2CdmL+A+YeMX/QCOBkcO9frmwFz5np7rhsIH3xGke7uIOv4LbvGt4MXq2/FXKy+Tb5YbUZo4ieFX7ycLuHi/nRcSQf8gP6YoOa4b9OFFL941wkASw4AoLxIVpJ/bwM15wLmHzJ+zObbHBi/FvZcNxKa79sKmu9ou8YxweY7Oqb5jiE33+aEJpS/kuzme7qEi/e8BZTAD+iPKQCEX0ElzfftFCwAUF4UUpJ/Y4CaCwLzr5CS5nsTcjbQnqslofmOUdB837FrHBtsvu/ENN+x5OZ7E6EJFRHefE+XcPGeN1UJ/ID+mFQg/NKUNN8xKVgAoLxIV5J/Y4Ga04D5x4ofugGPBc6yjAOcq2N2dnbHDlkmrEGucaRBrvGJQS6sSeMJV3XvCh/kcrrfJQwKRdf5RiSm70be34v8LLQOd3FYn3CRVJx8cZgV38s0sJovI+guoeTiZgKwOQO9NiVCas7xxg/Jp4lKnmZ/35OcYTD2PwTWnC1cd0Or+XKC7nOUMPYDYL0AvTbneMjYD5UwdpInOcNg7BUE1pwrXPeVVvNVBN1llDD2I2C9AL02ZTxk7GQljP04kTNicmaK8KexXV9pROBreeF95Wqr+RqC7vOU9JVPgHkJ9Nqcp2RyAPmQ5+mev8qK74XcoKJNDnxq1zg1ODnwaczkwNTA5MDpiiErvpfZL/QBsEpKYAJItBwJgfKispKd5KlAzZWAO8mVlcBYwwNMUxXAeJpd4/QgjKfFwHj6fwHjeJNuagpWECjoppoSmEwX+kBGNSUw0fBAxnQFMJlh1zgzCJMZMTCZGQJMpqdgBYGCbqorgclMoQPm1ZXARMOA+UwFMJll1/hZECazYmDyWQgwmZmCFQQKuqmpBCafCR2YrRnSfems+F454hev5s8VDsx+ThqY/SIxMIs16QtCl5otfGDW6Z4dwsDs7Mj7l6SBWbf5NYGwMWKEbwi5IcX3CbprKbmHOwfYnIFem1pKNo2RfJqrZNBgnic5w2DsBwTW1Bau2w0pTiLorqOEsV8B6wXotanjIWO/VsLY+Z7kDIOxHxFYU1e4bjek+DFBdz0ljF0ArBeg16aeh4z9RgljFyZyRkzOfCt8YHZsyqmHlpExrC+8r7hB5k8Iuhso6SvfAfMS6LVpoGQnVMPALHCDirYT+r1d46LgTuj3MTuhi0LYCQUEKocgUNBNQyU7oYuEDnw2VAITDQOfixTA5Ae7xsVBmPwQA5PFIcBkUQpWECjo5golMFksdODzCiUw0TDwuVgBTH60a1wShMmPMTBZEgJMFqdgBYGCbq5SApMlQgc+r1ICEw0Dn0sUwOQnu8alQZj8FAOTpSHAZEkKVhAo6OZqJTBZKnTg8+qQ7qtmxffKEb94NS9TOPC5jDTwuTwx8Ik1aTmhS60QPvDpdK8IYeBzReR9JWng023ezCHc2G8sfEPDDdnNI+huomRD42dgcwZ6bZoo2fRE8ukXJRvlv3qSMwzGfkVgTVPhut2Q3XyC7mZKGLsKWC9Ar00zDxm7Wglj13iSMwzGLiCwprlw3W7IbiFBdwsljP0NWC9Ar00LDxm7Vglj1yVyRkzOrBc+8PlZyqmHbpExvFl4X3GDuN8RdLdU0ld+R+7kARnRUslOqIaBT+AGFW0ndINd48bgTuiGmJ3QjSHshAIClUMQKOimlZKd0I1CBz5bKYGJhoHPjQpgssmucXMQJptiYLI5BJhsTMEKAgXd3KYEJpuFDnzepgQmGgY+NyuAyRa7xq1BmGyJgcnWEGCyOQUrCBR000YJTLYKHfhsowQmGgY+tyqAyTa7xu1BmGyLgcn2EGCyNQUrCBR0c4cSmGwXOvB5R0j3VbPie+WIX7yadygc+NxBGvjcmRj4xJq0k9Cldgkf+HS6d4Uw8Lkr8r6bNPDpNm9+JtzYbyd8Q8MN2f1K0N1eyYbGHmBzBnpt2ivZ9ETy6Q8lG+V7PckZBmNXEVjTUbhuN2S3hqA7Wwlj9wHrBei1yfaQsfuVMPaAJznDYOxvBNbcK1y3G7JbR9DdSQlj/wTWC9Br08lDxh5Uwti/EjkjJmcOCR/4XJpy6qFbZAw7C+8rbhD3d4LuLkr6ymFgXgK9Nl2E541jwx5C3nQVrtvdw9lL0N1NSb0cAdYL0GvTTUlPfQPYU48quQ47BlxncWDOlFDA2H0E1nQXrtvdwzlA0N1DCWP/BtYL0GvTw0PGHlfC2BPAdZ4NzJlzFDD2TwJregrX7e7h/EXQ3UsJY08C6wXotenlIWOTiuhgbC7gOs8F5kwZ4azZnnJqvgnpR2/hut09z8ME3X2UMDYZWC9Ar00fDxmbWwlj8wDXWR6YM+cpqbm8RYCzFBWB+7cV/au5fEpqLr9nOYOOXwFg/E4C45fkYZ8rqKTmCnmWM+j4nQGMX37gQ2cFPKy5M5XUXGHPcgYdvxRg/IoA45fqYc0VUVJzqZ7kDHwuq3BS0i2Ee0d9heu+1WpuRdDdTwlj04B1DfTa9POQselKGJvhSc4wGNuawJr+wnXfZjXfTtA9QAljiwLrBei1GeAhYzOVMLaYJznDYGwbAmsGCtfd1mq+g6B7kBLGFgfWC9BrM8hDxpZQwtizPMkZBmPvJLBmsHDd7azm9gTdQ5QwtiSwXoBemyEeMvZsJYw9x5OcYTD2LgJrhgrX3cFq7kjQPUwJY0sB6wXotRnmIWNLK2HsuZ7kDIOx2QTWvCJc991W8z0E3cOVMLYMsF6AXpvhHjK2rBLGlvMkZxiMvZfAmhHCdXeymu8j6B6phLHlgfUC9NqM9JCx5ylhbAVPcobB2PsJrHlTuO7OVnMXgu5RShhbEVgvQK/NKA8ZW0kJYyt7kjMMxj5AYM1o4boftJq7EnSPUcLYKsB6AXptxnjI2KpKGFvNk5xhMLYbgTXjhOt+yGp+mKB7vBLGng+sF6DXZryHjK2uhLE1PMkZBmO7E1gzQbjuHlbzIwTdE5UwtiawXoBem4keMjZLCWONJznDYOyjBNZ8KFx3T6u5F0H3JCWMrQWsF6DXZpKHjL1ACWMv9CRnGIx9jMCaj4Xrftxq7k3QPUUJY2sD6wXotZniIWPrKGHsRZ7kDIOxfQismSpc9xNW85ME3dOUMPZiYL0AvTbTPGRsXSWMredJzjAY25fAmpnCdfezmp8i6J6lhLGXAOsF6LWZ5SFjL1XC2Pqe5AyDsU8TWPOFcN39reYBBN2zlTC2AbBegF6b2R4y9jIljP2PJznDYOwzBNbMFa77Wat5IEH3PCWMbQisF6DXZp6HjL1cCWOv8CRnGIwdRGDNfOG6n7OanyfoXqCEsVcC6wXotVngIWOvUsLYRp7kDIOxgwms+Va47iFW8wsE3d8pYezVwHoBem2+85Cx1yhhbGNPcobB2BcJrPlBuO6hVvMwgu7FShjbBFgvQK/NYg8Ze60Sxl7nWc6g49fUs++3llxzzcA1x+jLLxH600/C+/LLVvMrBN1LlTDiemBeAr02WuJ3AzB+dYHxq+chY5srYOxwAmtWCGfsq1bzawTdK5UwogUwL4FeGy3xuxEYv6bA+DXzkLE3KWDsCAJrbi6io1ZaAv1pB6yV9h7Wyi1K7rPcCvze9H0Vcec6UFFHzuQCnqsVLGdM3XxJpzgYfKGZ2wrIxuB6Wxc59ec8Md4lBeogH0FTUszPiY1jyr/8N9GN0ZnkAgr/gmcgPFi6bysC9ygrObLWPOD1uga0PQV7vrzARpTPnis/8HyuSd5K8CcJW5sm+ofb7VrbFImY75Lg9khRRf/u/rFM5Iehr0KjyYE+76/kOwgI3XmL4M+7SrjuaLGhz7tauO4oFNDnXRPSHY+s+F4G6I8Jao43fr8piR+QZ2YVMH5rZccvR5NDxa8N8FzrlOQfsE7MWmD+IeMXvQBOBsfO9foCwJwpaM9ViPDBpw3pjiCyjtvaNd4RvFhtG3Oxegf5YrUAoYlvFX7xcrqEi/e825TAD+iP2QaE33Yl210AsOQAAMqLHUry7w6g5u3A/NuhpPmeAYzfmfZchQnN9w4FzfdOu8Z2weZ7Z0zzbUduvmcQmtAfwpvv6RIu3vPuVQI/oD9mLxB++5Q03zuKYAGA8mK/kvxrB9S8D5h/+5U03xRg/IrYc6USmm87Bc23vV3jXcHm2z6m+d5Fbr4phCZ0SHjzPV3CxXvew0rgB/THHAbC74iS5tuuCBYAKC+OKsm/u4CajwDzjxU/dAO+CzjL0gFwro7Z2dkdO2SZsAa5OpAGuTomBrmwJnUkXNVlCx/kcrqzCYNC0XXeFolpduT97sjPQutwF4dHCDM8J4U/BXTUaj5G0J1UWcfFzT3A5gz02rDilwyOH5JP9yqZzO/kSc4wGPs3gTW5hes+bjWfIOjOo4Sx9wHrBei1yeMhY+9XwtjOnuQMg7EnCazJL1x3kvt8QLjJWUAJY7sA6wXotSngIWMfUMLYBxM5IyZnugp/gt/1lWQCX88Q3ldyW815CLrPVNJXugHzEui1QcaPOTnAeMgTnePADSra5MBDdo0PBycHHoqZHHg4MDlwumLIiu9lgA8m5niYLO4dfiUwASRajoRAeZEaUvyy4nuZh5FjSJVxvqYqgbGGB5geVgDj7naNPYIw7h4D4x7/BYzjTbqHi2AFgYJuMpTApIfQBzIylMBEwwMZPRTA5BG7xkeDMHkkBiaPhgCTHkWwgkBBN5lKYPKo0AHzTCUw0TBg/qgCmPS0a+wVhEnPGJj0CgEmjxbBCgIF3RRXApNeQgdmi4d0XzorvleO+MWr+TGFA7OPkQZmH08MzGJNepzQpXoLH5h1unuHMDDbO/LehzQw6za/7iFsjJwlfEPIDSl2IuguqeQe7hPA5gz02pRUsmmM5NOTSgYN+nqSMwzG3kdgTSnhut2QYmeC7tJKGNsPWC9Ar01pDxn7lBLGPu1JzjAY24XAmrLCdbshxQcJusspYWx/YL0AvTblPGTsACWMfSaRM2Jy5lnhA7N3FTn10DIyhhWE9xU3yNyNoLuikr4yEJiXQK9NxcTArMQNKtpO6CC7xueCO6GDYnZCnwthJxQQqByCQEE3VZTshD4ndOCzSmLgU6LHNJg8b9c4OAiT52NgMjgEmDxXBCsIFHRTTQlMBgsd+KyWGPiU6DENJkPsGl8IwmRIDExeCAEmg4tgBYGCbqorgckLQgc+qycGPiV6TIPJi3aNQ4MweTEGJkNDgMkLRbCCQEE3NZXAZKjQgc+aSgY+hwLvqw5TOPA5jDTw+VJi4BNr0kuELvWy8IFPp/vlEAY+X468v0Ia+HSbN08Qbuwb4RsabsiuL0F3LSUbGsOBzRnotamlZNMTyadXlWyUv+ZJzjAY24/AmtrCdbshu6cJuusoYewIYL0AvTZ1PGTsSCWMfd2TnGEwtj+BNXWF63ZDds8QdNdTwtg3gPUC9NrU85Cxbyph7KhEzojJmbeED3z2KnLqoVtkDOsL7ytuEHcgQXcDJX3lbWBeAr02DRIDnxI3qGg7oaPtGscEd0JHx+yEjglhJxQQqByCQEE3DZXshI4ROvDZMDHwKdFjGkzesWscG4TJOzEwGRsCTMYUwQoCBd1coQQmY4UOfF6RGPiU6DENJuPsGscHYTIuBibjQ4DJ2CJYQaCgm6uUwGS80IHPqxIDnxI9psHkXbvG94IweTcGJu+FAJPxRbCCQEE3VyuByXtCBz6vVjLw+R7wvuoEhQOfE0gDnxMTA59YkyYSutT7wgc+ne73Qxj4fD/y/gFp4NNt3gwn3NhvLHxDww3ZvUbQ3UTJhsaHwOYM9No0UbLpieTTJCUb5R95kjMMxo4gsKapcN1uyO51gu5mShg7GVgvQK9NMw8Z+7ESxk7xJGcYjH2DwJrmwnW7IbtRBN0tlDD2E2C9AL02LTxk7KdKGDs1kTNicmaa8IHPoUVOPXSLjOHNwvuKG8R9m6C7pZK+Mh2Yl0CvjZb4zQAyYhVw82d1JR2MvQ0Yv5lK+vIsz3IGHb/PgPHbCozfNg9r7nMlNfeFZzmDjt9sYPz+AMZvr4c196WSmpvjWc6g4zcXGL9DwPgd9rDm5impua88yRn0fQA31ZpGuA/QSvj9j3SrOYOgu7WSz+9fA+sa6LVpreQeKZKx85UwdoEnOcNgbFECa9oI151pNRcj6G6rhLHfAOsF6LVp6yFjFyph7Lee5AyDscUJrGknXHcJq/ksgu72Shj7HbBegF6b9h4y9nsljF3kSc4wGFuSwJqOwnWfbTWfQ9CdrYSxPwDrBei1yfaQsYuVMPZHT3KGwdhSBNbcK1x3aav5XILuTkoYuwRYL0CvTScPGfuTEsYu9SRnGIwtQ2BNZ+G6y1rN5Qi6uyhh7DJgvQC9Nl08ZOxyJYxd4UnOMBhbnsCarsJ1n2c1VyDo7qaEsSuB9QL02nTzkLE/K2HsL57kDIOxFQms6S5cdyWruTJBdw8ljP0VWC9Ar00PDxm7SgljV3uSMwzGViGwpqdw3VWt5moE3b2UMHYNsF6AXpteHjL2NyWMXetJzjAYez6BNb2F665uNdcg6O6jhLHrgPUC9Nr08ZCx65Uw9ndPcobB2JoE1vQVrjvLajYE3f2UMHYDsF6AXpt+HjJ2oxLGbvIkZxiMrUVgTX/hui+wmi8k6B6ghLGbgfUC9NoM8JCxW5QwdqsnOcNgbG0CawYK113Har6IoHuQEsZuA9YL0GszyEPGblfC2B2e5AyDsRcTWDNYuO66VnM9gu4hShi7E1gvQK/NEA8Zu0sJY3d7kjMMxl5CYM1Q4bovtZrrE3QPU8LYPcB6AXpthnnI2D+UMHavJznDYGwDAmteEa77MpcvBN3DlTB2H7BegF6b4R4ydr8Sxh7wJGcYjG1IYM0I4bovt5qvIOgeqYSxfwLrBei1GekhYw8qYexfnuQMg7FXEljzpnDdV1nNjQi6Rylh7CFgvQC9NqM8ZOxhJYw94knOMBh7NYE1o4XrvsZqbkzQPUYJY48C6wXotRnjIWOPKWHs357kDIOxTQisGSdc97VW83UE3eOVMPY4sF6AXpvxHjL2hBLGnvQkZxiMbUpgzQThuptZzdcTdE9UwtikVFwsgV6biR4yNleqDsYme5Yz6PjlBsbvDGD8zvSw5vKAa47Rl28g9KcPhffl5lZzC4LuSUoYkReYl0CvjZb45QPGrywwfuU8ZGx+BYy9kcCaj4Uz9iar+WaC7ilKGFEAmJdAr42W+BUExq82MH51PGRsIQWMbUlgzRmpOmrlTKA/jYG10sTDWims5D5LSiruXL9Wwp1rTSXZ1zXv21z5kMCaqcKv5yZZzR8RdE9Tcj1SBFjXQK/NNA8Zm6qEsWnAdZ6sBNQsnDWOsZMJrJkpXPfHVvMUgu5ZShibDqwXoNdmloeMzVDC2KLAdeYG5kweBYz9hMCaL4Tr/tRqnkrQPVsJYzOB9QL02sz2kLHFlDC2OHCd+YE5U0A4a96zufI+gTVzheueZjVPJ+iep4SxJYD1AvTazPOQsWcpYWzJxNxWfPONwHOdDfPCtMuXdIqDwReaubg1/28so69zUk/9OU+Md0mBOshH0JQU83Ni45jyL/9N9EalM8kFFH3eUsDNHJbuUqlwj7KSI2vNA16va0DvFcGebwbwfDPtuWYBz+c2LVMI/iRha9NE/1DarvXc1Ij5LglKR4oq+nf3j2UiPwx9FRpNDvR555Ov6hG6ZxB0LxCuO1ps6PN+I1x3FAro8y4M6VNcVnwvA/THBDXHG79vlcQPyDOzABi/72THL0eTQ8XvXOC5vleSf8A6Md8B8w8Zv+gFcDI4dq7Xfwa8wPzcnuuLIvgPFsC8pl2slrFrLBu8WC0Tc7Falnyx+hnh4mWZ8IuX0yVcvOddrgR+QH/MciD8Vii5hQ8ASw4AoLxYqST/ygI1rwDm30olzXc2sPl+ac81h9B8yypovuXsGssHm2+5mOZbntx8ZxOa0Grhzfd0CRf3swFK4Af0x6wBwu83Jc23bCoWACgv1irJv/JAzb8B82+tkuY7F9h859lzfUVovuUVNN/z7BorBJvveTHNtwK5+c4lNKGNwpvv6RIu3vNuUgI/oD9mExB+m5U03/KpWACgvNiiJP8qADVvBuYfK37oBlwBOMtSEXCujtnZ2R07ZJmwBrkqkga5KiUGubAmVUrFn7ey8EEup7syYVAous5SkZhWjrxXifwstA53cViEMNuwU/hkvntyOo2ge5eSi5uqwOYM9NrsCqk5xxs/JJ+qKZnMP9+TnGEwNp3Amj+E63ZPThcl6N6rhLHVgfUC9Nrs9ZCxNZQwtqYnOcNgbCaBNQeE63ZPThcn6P5TCWOzgPUC9Nr86SFjjRLG1krkjJicuQCcM4y+UoLA10PC+4p7WrwkQfdhJX3lQmBeAr02h5VMDjAe8kTnOHCDijY5UNuusU5wcqB2zORAncDkwOmKISu+lwE+mJjjYbK4v5JUCUwAiZYjIVBe/K1kJ7kOUPMxYP79rQTGGh5gqqMAxhfZNV4chPFFMTC++L+AcbxJVycVKwgUdHNSCUwuFvpAxkklMNHwQMbFCmBS166xXhAmdWNgUi8EmFycihUECrrJVUUHTOoJHTBHxo8JEw0D5vUUwOQSu8ZLgzC5JAYml4YAk3qpWEGgoJvcSmByqdCBWVb80EC5FHhfur7Cgdn6pIHZBomBWaxJDVLx571M+MCs031ZCAOzl0Xe/0MamHWbX1UJGyN5wZBF63ZDiucTdOcLqTnHu86GwOYM9NrkC6k5xxs/JJ8uVzJocIUnOcNgbHUCawoK1+2GFGsSdBdSwtgrgfUC9NoU8pCxVylhbCNPcobB2CwCawoL1+2GFGsRdKcoYezVwHoBem1SPGTsNUoY2ziRM2JyponwgVk361SZwNc04X3FDTJfSNCdrqSvXAvMS6DXJl3JTqiGgVngBhVtJ/Q6u8amwZ3Q62J2QpuGsBMKCFQOQaCgm0wlO6FNhQ58ZiqBiYaBz6YKYNLMrvH6IEyaxcDk+hBg0jQVKwgUdFNcCUyuFzrwWVwJTDQMfF6vACY32DU2D8LkhhiYNA8BJtenYgWBgm7OUgKT5kIHPs9KDHxK9JgGkxZ2jTcGYdIiBiY3hgCT5qlYQaCgm7OVwORGoQOfZysZ+LwReF/1JoUDnzeRBj5vTgx8Yk26ORV/3pbCBz6d7pYhDHy2jLzfQhr4dJs3DQk39ksJ39BwQ3ZXEHSXVrKhcSuwOQO9NqWVbHoi+dRKyUZ5a09yhsHYKwmsKStctxuya0TQXU4JY28D1gvQa1POQ8beroSxbTzJGQZjryawpoJw3W7IrjFBd0UljG0LrBeg16aih4y9Qwlj70zkjJicaSd84NPNOl1G4GsV4X3FDeJeS9BdVUlfaQ/MS6DXpmpi4FPiBhVtJ/Quu8YOwZ3Qu2J2QjuEsBMKCFQOQaCgm+pKdkI7CB34rJ4Y+JToMQ0mHe0as4Mw6RgDk+wQYNIhFSsIFHRTUwlMsoUOfNZMDHxK9JgGk7vtGu8JwuTuGJjcEwJMslOxgkBBN0YJTO4ROvBpEgOfEj2mweReu8ZOQZjcGwOTTiHA5J5UrCBQ0M0FSmDSSejA5wVKBj47Ae+r3qdw4PM+0sDn/YmBT6xJ96fiz9tZ+MCn0905hIHPzpH3LqSBT7d5cyvhxn5t4RsabsiuNUF3HSUbGg8AmzPQa1NHyaYnkk8PKtko7+pJzjAYexuBNXWF63ZDdm0IuuspYWw3YL0AvTb1PGTsQ0oY+7AnOcNgbFsCa+oL1+2G7O4k6G6ghLHdgfUC9No08JCxPZQw9pFEzojJmUeFD3y6WaeWBL42FN5X3CBue4Luy5X0lZ7AvAR6bS4XnjeODQ8Q8uYq4brdPZyuBN2NlNRLL2C9AL02jZT01FLAnvqYkuuwx4Hr3In7Qmmzq7J8xnYjsKaxcMa6ezgPE3Q3UcLY3sB6AXptmnjI2D5KGPsEcJ1/ABm7VwFjuxNY01Q4Y909nEcIupspYeyTwHoBem2aecjYvkoY2w+4zgNAxv4pnLGdUk/NNyH9aC6cse6eZ0+C7hZKGPsUsF6AXpsWHjL2aSWM7Q9c5yEgYw9X1lFzA4A5swA4jP9NZf9q7hklNfesZzmDjt9AYPyWAeO33MOaG6Sk5p7zLGfQ8XseGL/VwPit8bDmBiupuSGe5Qw6fi8A47cRGL9NHtbci0pqbqgnOYO+d+R+y8DXRfD3jm4Wfs9svtW8gKC7pZJ7ZsOAdQ302rT08J7ZS0oY+7InOcNg7DcE1rQSrnuh1fwtQXdrJYx9BVgvQK9Naw8ZO1wJY1/1JGcYjP2OwJo2wnV/bzUvIuhuq4SxrwHrBei1aeshY0coYexIT3KGwdgfCKxpJ1z3Yqv5R4Lu9koY+zqwXoBem/YeMvYNJYx905OcYTB2CYE1HYXr/slqXkrQna2EsaOA9QL02mR7yNi3lDD2bU9yhsHYZQTW3Ctc93KreQVBdycljB0NrBeg16aTh4wdo4Sx73iSMwzGriSwprNw3T9bzb8QdHdRwtixwHoBem26eMjYcUoYO96TnGEw9lcCa7oK173Kal5N0N1NCWPfBdYL0GvTzUPGvqeEsRM8yRkGY9cQWNNduO7frOa1BN09lDB2IrBegF6bHh4y9n0ljP3Ak5xhMHYdgTU9hetebzX/TtDdSwljPwTWC9Br08tDxk5SwtiPPMkZBmM3EFjTW7jujVbzJoLuPkoYOxlYL0CvTR8PGfuxEsZO8SRnGIzdTGBNX+G6t1jNWwm6+ylh7CfAegF6bfp5yNhPlTB2qic5w2DsNgJr+gvXvd1q3kHQPUAJY6cB6wXotRngIWOnK2HsDE9yhsHYnQTWDBSue5fVvJuge5ASxs4E1gvQazPIQ8bOUsLYzzzJGQZj9xBYM1i47j+s5r0E3UOUMPZzYL0AvTZDPGTsF0oYO9uTnGEwdh+BNUOF695vNR8g6B6mhLFfAusF6LUZ5iFj5yhh7FxPcobB2D8JrHlFuO6DVvNfBN3DlTB2HrBegF6b4R4y9isljP3ak5xhMPYQgTUjhOs+bDUfIegeqYSx84H1AvTajPSQsQuUMPYbT3KGwdijBNa8KVz3Mav5b4LuUUoYuxBYL0CvzSgPGfutEsZ+50nOMBh7nMCa0cJ1n7CaTxJ0j1HC2O+B9QL02ozxkLGLlDD2B09yhsHYpFQ8a8YJ153Lak4m6B6vhLGLgfUC9NqM95CxPyph7BJPcobB2NwE1kwQrjuP1ZyXoHuiEsb+BKwXoNdmooeMXaqEscs8yxl0/JYD43cI91285rCH3wW9AlxzjL6cj9CfPhTel/NbzQUIuicpYcRKYF4CvTZa4vczMH6FgfFL8fC65hcFjC1IYM3HwhlbyGo+g6B7ihJG/ArMS6DXRkv8VgHjVxYYv3IeMna1AsaeSWDNmlQdtfIb0J/awFqp42GtrFVyn2UdUPP8ysD5IiX3CXIBz7UeljOmfb6kUxwMvuC/ixfIxuB6f0899ec8Md4lBeogH0FTUszPiY1jyr/8N9GN0Zn0eyr+vBuA8GDp3pAK9ygrObLWPOD1ugbUKRV7vgHA8z1jz/Us8HyuSa4j+JOErU0T/cNGu9ZNqRHzXRJsjBRV9O/uH8tEfhj6KjSaHOjzTiXfQUDoHkDQPU247mixoc87XbjuKBTQ550R0h2PrPheBuiPCWqO+7dcKYkfkGdmGjB+s2THL0eTQ8VvE/BcnynJP2CdmFnA/EPGL3oBnAyOnev1A4E5M8ie6znCBx9gXtMuVjfbNW4JXqxujrlY3UK+WB1IaOJfCb94OV3Cxf0rAJTAD+iP+RoIv/lKtrsAYMkBAJQXC5Tk3xag5vnA/FugpPk+D4zfYHuuIYTmu0VB891q17gt2Hy3xjTfbeTm+zyhCX0vvPmeLuHifvZPCfyA/phFQPj9oKT5bknFAgDlxWIl+bcNqPkHYP4tVtJ8XwDG70V7rqGE5rtNQfPdbte4I9h8t8c03x3k5vsCoQktE958T5dwcT/IogR+QH/MciD8VihpvttSsQBAebFSSf7tAGpeAcw/VvzQDXgHcJZlJ+BcHbOzszt2yDJhDXLtJA1y7QrMdyQGueI8pzNpF+GqbrfwQS6nezdhUCi6zg2RmO6OvO+J/Cy0Dndx2ItwkbRa+FNAj1nNjxN0r1FycfMHsDkDvTZrQmrO8cYPyae9qbwGg9S8z5OcYTC2N4E164Tr7mM1P0HQvV4JY/cD6wXotVnvIWMPKGHsn57kDIOxTxJYs1G47r5Wcz+C7k1KGHsQWC9Ar80mDxn7lxLGHkrkjJicOQzOGUZfeYrA163C+8rTVnN/gu5tSvrKEWBeAr0225RMDjAe8kTnOHCDKkcuAtb4z8bhUbvGY8HJgaMxkwPHApMDpyuGrPheBvhgYo6HyeLe1VICE0Ci5UgIlBe7lOwkHwNq3gnMv11KYKzhAaZjCmD8t13j8SCM/46B8fH/AsbxJt2xVKwgUNDNH0pgchyoGflAxh9KYKLhgYzjCmBywq7xZBAmJ2JgcjIEmBxPxQoCBd3sUwKTk0IHzPcpgYmGAfOTCmCSlGZ1pwWNSssJE/ePZWJ+OBomJ1OxgkBBNweUwCQXUDNyYPZASPels+J75YhfvJqTAecKe2A2GZc/OQZmc6ed+nNiYDbOczqTcqcRvtIJmPws3XnS4B79n4HZPJHY5o38LMZg8h+EjZGDwjeE3JDiPoLuv5Tcw80HbM5Ar81fSjaNkXzKn8ZrMEjNBTzJGQZj9xNYc0S4bjek+CdB91EljC0IrBeg1+aoh4wtpISxZ3iSMwzGHiSw5rhw3W5I8RBB9wkljD0TWC9Ar80JDxlbWAljUxI5IyZnioBzhjFUt5vA11xVZfcVN8h8hKA7uaqOvpIKzEug1wYZP+ZOqIaBWeAGFW0nNM2uMT24E5oWsxOaHsJOKCBQOQSBgm7yhgSTrPheJh2oGTnwmVcJTDQMfKYrgEmGXWPRIEwyYmBSNASYpKdhBYGCbvIrgUlRoGbkwGd+JTDRMPBZVAFMMu0aiwVhkhkDk2IhwKRoGlYQKOimoBKYFANqRg58FlQCEw0Dn8UUwKS4XWOJIEyKx8CkRAgwKZaGFQQKujlDCUxKCB34ZMUPDZQSwPuqZykc+DyLNPBZMjHwiTWpZBr+vGcLH/h0us8OYeDz7EhszyENfLrNm3xp+Bv7hYVvaLghuwIE3SlKNjRKAZsz0GuTElJzjjd+SD6VVrJRfq4nOcNgbEECa9KE63ZDdmcQdKcrYWwZYL0AvTbpHjK2rBLGlvMkZxiMPZPAmkzhut2QXQpBdzEljC0PrBeg16aYh4w9TwljKyRyRkzOVBQ+8Jkr7dRDt8gYniW8r7hB3FSC7pJK+kolYF4CvTYlEwOfEjeoaDuhle0aqwR3QivH7IRWCWEnFBCoHIJAQTellOyEVhE68FkqMfAp0WMaTKraNVYLwqRqDEyqhQCTKmlYQaCgm3OVwKSa0IHPcxMDnxI9psHkfLvG6kGYnB8Dk+ohwKRaGlYQKOimrBKYVBc68Fk2MfAp0WMaTGrYNdYMwqRGDExqhgCT6mlYQaCgm/JKYFJT6MBneSUDnzWB91WzFA58ZpEGPk1i4BNrkiEMfNYSPvDpdNcKYeCzViS2F5AGPt3mTSnCjf0Kwjc03JDduQTdFZVsaFwIbM5Ar01FJZueSD7VVrJRXseTnGEwtgyBNVWE63ZDduUIuqsqYexFwHoBem2qesjYi5Uwtq4nOcNgbHkCa6oL1+2G7CoQdNdQwth6wHoBem1qeMjYS5Qw9tJEzojJmfrCBz5LpJ166BYZQyO8r7hB3EoE3bWU9JUGwLwEem20xO8yICOmATd/piv5LcobUnHn+o+SvtzQs5xBx+9yYPy+Asbvaw9r7golNXelZzmDjt9VwPh9D4zfIg9rrpGSmrvas5xBx+8aYPyWAeO33MOaa6yk5pp4kjPo+wBuqnUY4Zs+agu///GS1fwyQXcdJZ/frwXWNdBrU0fJPVIkY69TwtimnuQMg7GvEFhTV7ju4VbzqwTd9ZQwthmwXoBem3oeMvZ6JYy9wZOcYTD2NQJr6gvXPcJqHknQ3UAJY5sD6wXotWngIWNbKGHsjZ7kDIOxrxNY01C47jes5jcJui9XwtibgPUC9Npc7iFjb1bC2Jae5AyDsaMIrLlKuO63rOa3CbobKWHsLcB6AXptGnnI2FuVMLaVJznDYOxoAmsaC9c9xmp+h6C7iRLGtgbWC9Br08RDxt6mhLG3e5IzDMaOJbCmqXDd46zm8QTdzZQwtg2wXoBem2YeMratEsbe4UnOMBj7LoE1zYXrfs9qnkDQ3UIJY+8E1gvQa9PCQ8a2U8LY9p7kDIOxEwmsuVm47vet5g8IulsqYexdwHoBem1aesjYDkoY29GTnGEw9kMCa1oJ1z3Jav6IoLu1EsZmA+sF6LVp7SFj71bC2Hs8yRkGYycTWNNGuO6PreYpBN1tlTD2XmC9AL02bT1kbCcljL3Pk5xhMPYTAmvaCdf9qdU8laC7vRLG3g+sF6DXpr2HjO2shLFdPMkZBmOnEVjTUbju6VbzDILubCWMfQBYL0CvTbaHjH1QCWO7epIzDMbOJLDmXuG6Z1nNnxF0d1LC2G7AegF6bTp5yNiHlDD2YU9yhsHYzwms6Sxc9xdW82yC7i5KGNsdWC9Ar00XDxnbQwljH/EkZxiM/ZLAmq7Cdc+xmucSdHdTwthHgfUC9Np085CxPZUwtpcnOcNg7DwCa7oL1/2V1fw1QXcPJYx9DFgvQK9NDw8Z+7gSxvb2JGcYjJ1PYE1P4boXWM3fEHT3UsLYPsB6AXptennI2CeUMPZJT3KGwdiFBNb0Fq77W6v5O4LuPkoY2xdYL0CvTR8PGdtPCWOf8iRnGIz9nsCavsJ1L7KafyDo7qeEsU8D6wXotennIWP7K2HsAE9yhsHYxQTW9Beu+0ereQlB9wAljH0GWC9Ar80ADxn7rBLGDvQkZxiM/YnAmoHCdS+1mpcRdA9SwthBwHoBem0GecjY55Qw9nlPcobB2OUE1gwWrnuF1bySoHuIEsYOBtYL0GszxEPGDlHC2Bc8yxl0/F4Exm8r7vvOzbYq/tXcUHDNMfryz4T+NFR4X/7Fav6VoHuYEkYMA+Yl0GujJX4vAeN3HMjYEx4y9mUFjF1FYM0rwhm72mpeQ9A9XAkjXgHmJdBroyV+w4HxSwPGL93Dz46vKmDsbwTWvJamo1ZGAP2pAKyVisJ7VC0btwvT8HkzQrju2lZzHYLukUp6y0hgvQC9NiM97C2vK7kv+QZwnauBn/nWVJHP2IsIrHlTOGMvtprrEnSPUsLYN4H1AvTajPKQsaOUMPYt4DrXARm7XgFj6xFYM1o4Yy+xmi8l6B6jhLFvA+sF6LUZ4yFjRyth7BjgOjcCGbtJOGNr2rjVIrBmnHDG1reaGxB0j1fC2HeA9QL02oz3kLFjlTB2XGIGR0zOjFeSM++m4c41tQruXDOU5Ewu4Lneg+WMuStf0qneGXzBv0cduFcVXO+EtFN/zhPjXVKgDvIRNCXF/JzYOKb8y38TvVHpTJqQhj/vRCA8WLonpsE9ykqOrDUPeL2uAdVMw57vMuD5/mPP1RB4Ptck3yX4k4StTRP9w/t2rR+kRcx3SfB+pKiif3f/WCbyw9CfXKLJgT7vBPInQYTuywi6JwrXHS029HnfF647CgX0eT8I6ZN/VnwvA/THBDXHG78PlcQPyDMzERi/SbLjl6PJoeL3AfBcHynJP2CdmEnA/EPGL3oBnAyOnev1lwNz5gp7risJH3yAeU27WP3QrnFS8GL1w5iL1Unki9XLCU18uvCLl9MlXNy3w5TAD+iPmQGE30wl2z4AsOQAAMqLWUrybxJQ80xg/s1S0nyvAsavkT3X1YTmO0lB8/3IrnFysPl+FNN8J5Ob71WEJvSl8OZ7uoSL97xzlMAP6I+ZA4TfXCXNd1IaFgAoL+Ypyb/JQM1zgfk3T0nzvQYYv8b2XE0IzXeygub7sV3jlGDz/Tim+U4hN99rCE3oG+HN93QJF+95FyqBH9AfsxAIv2+VNN/JaVgAoLz4Tkn+TQFq/haYf6z4oRvwFOAsyyeAc3XMzs7u2CHLhDXI9QlpkOvTxCAX1qRPCVd1U4UPcjndUwmDQtF1TozEdGrkfVrkZ6F1uIvDkYSLpB+FP83hnrZ/g6B7iZKLm+nA5gz02iwJqTnHPVkO5NMMJZP5Mz3JGQZj3ySwZplw3e5p+7cIupcrYewsYL0AvTbLPWTsZ0oY+7knOcNg7NsE1vwsXLd72n4MQfcvShj7BbBegF6bXzxk7GwljP0ykTNicmYOOGcYfeUdAl9XC+8r7jcMjCPoXqOkr8wF5iXQa7NGyeQA4yFPdI4DN6hokwPz7Bq/Ck4OzIuZHPgqMDlwumLIiu9lgA8m5niYLN4iXacEJoBEy5EQKC/WK9lJ/gqoeR0w/9YrgbGGB5i+UgDjr+0a5wdh/HUMjOf/FzCON+m+SsMKAgXdbFQCk/lCH8jYqAQmGh7ImK8AJgvsGr8JwmRBDEy+CQEm89OwgkBBN5u1zFgKHTDfrAQmGgbMv1EAk4V2jd8GYbIwBibfhgCTb9KwgkBBN1uVwORboQOzW0O6L50V3ytH/OIeElY4MPsdaWD2+8TALNak7wldapHwgVmne1EIA7OLIu8/kAZm3ebXdMLGyHbhG0JuSHEmQfcOJfdwFwObM9Brs0PJpjGSTz8qGTRY4knOMBg7i8Ca3cJ1uyHFzwm69yhh7E/AegF6bfZ4yNilShi7zJOcYTD2CwJr9gnX7YYUvyTo3q+EscuB9QL02uz3kLErlDB2ZSJnxOTMz8IHZqeknXpoGRnDg8L7ihtknkvQ/ZeSvvILMC+BXpu/lOyEahiYBW5Q0XZCf7VrXBXcCf01Zid0VQg7oYBA5RAECro5omQndJXQgc8jSmCiYeBzlQKYrLZrXBOEyeoYmKwJASar0rCCQEE3x5TAZI3Qgc9jSmCiYeBzjQKY/GbXuDYIk99iYLI2BJisScMKAgXdHFcCk7VCBz6PK4GJhoHPtQpgss6ucX0QJutiYLI+BJisTcMKAgXdnFQCk/VCBz5PhnRfNSu+V474xav5d4UDn7+TBj43JAY+sSZtIHSpjcIHPp3ujSEMfG6MvG8iDXy6zZvFhBv7uarJ3tBwQ3ZLCLqTq4XTnON+hArYnIFeG1b80JueSD5tUbJRvtWTnGEw9icCa/IK1+2G7JYRdOdTwthtwHoBem3yecjY7UoYu8OTnGEwdjmBNQWF63ZDdisJugspYexOYL0AvTaFPGTsLiWM3Z3IGTE5s0f4wOe3aaceukXGsLDwvuIGcX8h6E5R0lf+AOYl0GuDjB9zJ1TDwCdwg4q2E7rXrnFfcCd0b8xO6L4QdkIBgcohCBR0kxYSTLLie5l9Qgc+05TARMPA5z4FMNlv13ggCJP9MTA5EAJM9qVhBYGCbjKUwOSA0IHPDCUw0TDweUABTP60azwYhMmfMTA5GAJMDqRhBYGCbjKVwOSg0IHPTCUw0TDweVABTP6yazwUhMlfMTA5FAJMDqZhBYGCboorgckhoQOfxUO6r5oV3ytH/OLVfFjhwOdh0sDnkcTAJ9akI4QudVT4wKfTfTSEgc+jkfdjpIFPt3mzmXBj/yzhGxpuyG4rQXdJJRsafwObM9BrU1LJpieST8eVbJSf8CRnGIzdRmBNKeG63ZDdDoLu0koYexJYL0CvTWkPGZuUroOxudL9yBkGY3cSWFNWuG43ZLeboLucEsYmA+sF6LUp5yFjcythbJ5EzojJmbzgnGEMhW0k8LWC8L7iBnH/IOiuqKSv5APmJdBrU1EJIyYCGZFfSV8pkI471wTghtcHwn+bsOsnfxNYU0U4Y919vxME3VWVMLYgsK6BXpuqHjK2kBLGngFc54/A37y9RAFjTxJYU104Y919P3dPDa27hhLGngmsF6DXpoaHjC2shLEpwHUuAzJ2uQLGJhNYY4Qz1t33y0PQXUsJY4sA6wXotanlIWNTlTA2DbjOn4GM/UU4Yw+lnZqJQ/pRWzhj3X3yfATG1lHC2HRgvQC9NnU8ZGyGEsYWBa5zNZCxa5R8y1km8H72ROD97PeVfBMisuaKKam54p7lDDp+JYDxmw6M3wwPa+4sJTVX0rOcQcfvbGD8vgTGb46HNXeOkpor5VnOoONXGhi/b4DxW+hhzZ2rpObKeJIz6HtH7jdTXEu4Z1ZX+D2z66zmpgTd9ZTcMysLrGug16aeh/fMyilhbHlPcobB2GYE1tQXrvt6q/kGgu4GShh7HrBegF6bBh4ytoISxlb0JGcYjG1OYE1D4bpbWM03EnRfroSxlYD1AvTaXO4hYysrYWwVT3KGwdibCKy5Srjum63mlgTdjZQwtiqwXoBem0YeMraaEsae70nOMBh7C4E1jYXrvtVqbkXQ3UQJY6sD6wXotWniIWNrKGFsTU9yhsHY1gTWNBWu+zar+XaC7mZKGJsFrBeg16aZh4w1Shhby5OcYTC2DYE1zYXrbms130HQ3UIJYy8A1gvQa9PCQ8ZeqISxtT3JGQZj7ySw5mbhuttZze0JulsqYWwdYL0AvTYtPWTsRUoYe7EnOcNg7F0E1rQSrruD1dyRoLu1EsbWBdYL0GvT2kPG1lPC2Es8yRkGY7MJrGkjXPfdVvM9BN1tlTD2UmC9AL02bT1kbH0ljG3gSc4wGHsvgTXthOvuZDXfR9DdXgljLwPWC9Br095Dxv5HCWMbepIzDMbeT2BNR+G6O1vNXQi6s5Uw9nJgvQC9NtkeMvYKJYy90pOcYTD2AQJr7hWu+0GruStBdycljL0KWC9Ar00nDxnbSAljr/YkZxiM7UZgTWfhuh+ymh8m6O6ihLHXAOsF6LXp4iFjGythbBNPcobB2O4E1nQVrruH1fwIQXc3JYy9FlgvQK9NNw8Ze50Sxjb1JGcYjH2UwJruwnX3tJp7EXT3UMLYZsB6AXptenjI2OuVMPYGT3KGwdjHCKzpKVz341Zzb4LuXkoY2xxYL0CvTS8PGdtCCWNv9CRnGIztQ2BNb+G6n7CanyTo7qOEsTcB6wXotenjIWNvVsLYlp7kDIOxfQms6Stcdz+r+SmC7n5KGHsLsF6AXpt+HjL2ViWMbeVJzjAY+zSBNf2F6+5vNQ8g6B6ghLGtgfUC9NoM8JCxtylh7O2e5AyDsc8QWDNQuO5nreaBBN2DlDC2DbBegF6bQR4ytq0Sxt7hSc4wGDuIwJrBwnU/ZzU/T9A9RAlj7wTWC9BrM8RDxrZTwtj2nuQMg7GDCawZKlz3EKv5BYLuYUoYexewXoBem2EeMraDEsZ29CRnGIx9kcCaV4TrHmo1DyPoHq6EsdnAegF6bYZ7yNi7lTD2Hs9yBh2/e4HxW10Vd641Vf2ruU7gmmP05ZcI/WmE8L78stX8CkH3SCWMuA+Yl0CvjZb43Q+M3z4gY/d7yNjOChg7nMCaN4Uz9lWr+TWC7lFKGNEFmJdAr42W+D0AjF9eYPzyefjZ8UEFjB3B+B0X6TpqpRvQn7OAtVJSSa3kAp7rIZgXpkO+QK0EX/DfRwXM8+B6H04/9ec8Md4lBeogH0FTUszPiY1jyr/8N9GQcya5gKLP2z0dl/ws3d3T4R5lJUfWmge8Xtd4D6Vhz5cJBHx+e64CwPMVs+cqTvAnCVubJvqHHnatj6RHzHdJ0CNSVNG/u38sE/lh6CuKaHKgzzua/GkQoTszHX/eMcJ1R4sNfd53hOuOQgF93rEhfXrNiu9lgP6YoOZ44zdOSfyAPDNjgPEbLzt+OZocKn6PAM/1rpL8A9aJGQ/MP2T8ohfAyeDYuV5fAnlHwp6rJOGDzyOkuzvIOn7UrrFn8GL10ZiL1Z7ki9UShCb+kfCLl9MlXLznnawEfkB/zGQg/D5WsnUBAEsOAKC8mKIk/3oCNX8MzL8pSprv2cD4nWPPVYrQfHsqaL697BofCzbfXjHN9zFy8z2b0ISmC2++p0u4eM87Qwn8gP6YGUD4zVTSfHumYwGA8mKWkvx7DKh5JjD/ZilpvqWB8TvX9RdC831MQfN93K6xd7D5Ph7TfHuTm29pQhP6UnjzPV3CxXveOUrgB/THzAHCb66S5vtYOhYAKC/mKcm/3kDNc4H5x4ofugH3Bs6y9AGcq2N2dnbHDlkmrEGuPqRBricSg1xYk54gXNU9KXyQy+l+kjAoFF1n90hMn4y89438LLQOd3FYkHCR9I3wJzoKWc1nEHQvVHJx0w/YnIFem4UhNed444fk01NKnmZ/2pOcYTD2TAJrvheuu7DVnELQvUgJY/sD6wXotVnkIWMHKGHsM57kDIOxRQis+VG47lSrOY2ge4kSxj4LrBeg12aJh4wdqISxgxI5IyZnnhP+NLbrK+kEvi4T3lcyrOaiBN3LlfSV54F5CfTaLFcyOYB8yPN0z19lxfdCblDRJgcG2zUOCU4ODI6ZHBgSmBw4XTFkxfcywAcToQ+A/awEJoBEy5EQKC9+UbKTPASo+Wdg/v2iBMYaHmAaogDGL9g1vhiE8QsxMH7xv4Bx3N/7kY4VBAq6Wa0EJi8KfSBjtRKYaHgg40UFMBlq1zgsCJOhMTAZFgJMXkzHCgIF3fymBCbDhA6Y/6YEJhoGzIcpgMlLdo0vB2HyUgxMXg4BJsPSsYJAQTfrlMDkZaEDs+tCui+dFd8rR/zi/jYWhQOzr5AGZocnBmaxJg0ndKlXhQ/MOt2vhjAw+2rk/TXSwKzb/OpH2Bj5XfiGkBtSfJqge4OSe7gjgM0Z6LXZoGTTGMmnkUoGDV73JGcYjO1PYM1m4brdkOIzBN1blDD2DWC9AL02Wzxk7JtKGDvKk5xhMPZZAmu2C9fthhQHEXTvUMLYt4D1AvTa7PCQsW8rYezoRM6IyZkxwgdme6efemgZGcPdwvuKG2R+nqB7j5K+8g4wL4Femz1KdkI1DMwCN6hoO6Fj7RrHBXdCx8bshI4LYScUEKgcgkBBN/u0/MZ6oQOf+5TARMPA5zgFMBlv1/huECbjY2DybggwGZeOFQQKujmgBCbvCh34PKAEJhoGPt9VAJP37BonBGHyXgxMJoQAk3fTsYJAQTcHlcBkgtCBz4NKYKJh4HOCAphMtGt8PwiTiTEweT8EmExIxwoCBd0cUgKT94UOfB4K6b5qVnyvHPGLV/MHCgc+PyANfH6YGPjEmvQhoUtNEj7w6XRPCmHgc1Lk/SPSwKfbvBlBuLF/RPiGhhuye52g+6iSDY3JwOYM9NocVbLpieTTx0o2yqd4kjMMxr5BYM1x4brdkN0ogu4TShj7CbBegF6bEx4y9lMljJ3qSc4wGPsWgTW5zpet2w3ZjSboTj5fB2OnAesF6LVhxU8yY6crYeyMRM6IyZmZwgc+X04/9dAtMoZ5hfcVN4j7DkF3PiV9ZRYwL4FeG2T8kpNy3mxG5xBwA4i20/iZXePnwZ3Gz2J2Gj8PYacREKgcgkBBN5+n60m2zxUk2xd2jbODyfZFTLLNDiHZPk/HCgIF3cxWlGyzFSTbl3aNc4LJ9mVMss0JIdlmp2MFgYJu5ihKtjkKkm2uXeO8YLLNjUm2eSEk25x0rCBQ0M08koHJGBP/dZ3xevGVwoGTr0gDJ18nBk6wJn1NGDiZL3zgxOmeH8LAyfzI+wLSwIm7eTSZcGOhoPAbKm6TfwpBdyElN1S+ATZUoNemkJKbrkg+LVRyo/5bT3KGwdhPCKwpLFy32+SfStCdooSx3wHrBei1SfGQsd8rYewiT3KGwdhpBNakCdftNvlnEHSnK2HsD8B6AXpt0j1k7GIljP0xkTNicmaJ8IGT99NPPfSDjGGm8L7iBoFmEXQXU9JXfgLmJdBrU0wJI7oDGbFUSV9ZBtQ8BviE9VglDxggc2a5kpxZAdT8ETBnJnuYMyuV5MzPyCFxYM7M8DBnflGSM78CNX8JzJk5HubMKuGfedyvTipLuPY/S/hnnnJWc3mC7pJKPvOsBuYl0GtT0sPPPGsUMOI8Qq2UEs6IClZzRYLu0koY8RswL4Fem9IeMmKtAkZUItRKWeGMqGw1VyHoLqeEEeuAeQn02pTzkBHrFTCiKqFWKghnRDWr+XyC7opKGPE7MC+BXpuKHjJigwJGVCfUShXhjKhhNdck6K6qhBEbgXkJ9NpU9ZARmxQwIotQK9WFM8JYzbUIumsoYcRmYF4CvTY1PGTEFgWMuIBQK0Y4Iy60mmsTdNdSwoitwLwEem1qeciIbQoYUYdQK7WFM+Iiq/ligu46ShixHZiXQK9NHQ8ZsUMBI+oSaqWucEbUs5ovIeiup4QRO4F5CfTa1POQEbsUMOJSQq3UF86I+lZzA4LuBkoYsRuYl0CvTQMPGbFHASMuI9RKQ+GM+I/V3JCg+3IljPgDmJdAr83lHjJirwJGXE6olauEM+IKq/lKgu5GShixD5iXQK9NIw8ZsV8BI64i1Epj4YxoZDVfTdDdRAkjDgDzEui1aeIhI/5UwIhrCLXSVDgjGlvNTQi6mylhxEFgXgK9Ns08ZMRfChhxLaFWmgtnxHVWc1OC7hZKGHEImJdAr00LDxlxWAEjmhFq5WbhjLjear6BoLulEkYcAeYl0GvT0kNGHFXAiOaEWmklnBEtrOYbCbpbK2HEMWBeAr02rT1kxN8KGHEToVbaCGfEzVZzS4LutkoYcRyYl0CvTVsPGXFCASNuIdRKO+GMuNVqbkXQ3V4JI04C8xLotWnvISOSMuQzojWhVjoKZ8RtVvPtBN3ZShiRC5iXQK9NtoeMSFbAiDaEWrlXOCPaWs13EHR3UsKI3MC8BHptOnnIiDwKGHEnoVY6C2dEO6u5PUF3FyWMyAvMS6DXpouHjMingBF3EWqlq3BGdLCaOxJ0d1PCiPzAvAR6bbp5yIgCChiRTaiV7sIZcbfVfA9Bdw8ljCgIzEug16aHh4wopIAR9xJqpadwRnSymu8j6O6lhBFnAPMS6LXp5SEjzlTAiPsJtdJbOCM6W81dCLr7KGFEYWBeAr02fTxkRIoCRjxAqJW+whnxoNXclaC7nxJGFAHmJdBr089DRqQqYEQ3Qq2kZchmhPuO+m8IuvsLZ+NCq/lbgu4BStiYDqxHoNdmgIdszACzkZUzRYHr/KYasJaryWfsdwTWDBTO2O+t5kUE3YOUMDYTWC9Ar80gDxlbTAljiwPX+T2QsYsUMPYHAmsGC2fsYqv5R4LuIUoYWwJYL0CvzRAPGXuWEsaWBK7zRyBjlwhn7DybK/MJrBkqnLFLrOafCLqHKWHs2cB6AXpthnnI2HOUMLYUcJ3LgIxdXs2/nCmtJGfOzcCda3Q13LneUZIzuYDnKgPLGdMxX9Kp3hl8oft0GeBeS3C9ZTNO/TlPjHdJgTrIR9CUFPNzYuOY8i//TfRGmzPJBRR93nJAeLB0l8uAe5SVHFlrbvB6XQOaB/wFA0vtuZYBz+ea2rmEeCZha8lE/1DervW8jIhZzrTykSKI/t39Y5nID4NPxUfMRJ/3FfInt3jXF0069HmHC9cdLQ70eV8N6RNrVnwvA/THBDXHG7/XZMcvB6xQ8TsPeK4RSvIPyEXzGjD/kPGLXnigL5SWW16vSMefF5iHtIuECnaNFYMXCRViLhIqEi8SThf4eM/7lpLbnIAEyWEkSLN5Wwn0KgI1vwWE3tsKoLfS1t3PBOhVVAC9SnaNlYPQqxQDvcpE6J0u8HHfM1QCvYoZWCNBms1YJdCrDNT8DhB6YxVA7xdbd78SoFdZAfSq2DVWDUKvSgz0qhKhd7rAx3ved5VAr3IG1kiQZvOeEuhVBWp+Fwi990IaCMiK75UjfvFqrgY4V8fs7OyOHbJMWBt11UgbdecnNuqwJp1P2KirLnyjzumuTthYiq6zXCSm1SPvNSI/C63D7fmkE/YA3hc+reeepipK0P2BkoubmsDmDPTafKBkWg/Jpywlk1fGk5xhMDaTwJqPhOt2T1MVJ+ierISxtYD1AvTaTPaQsRcoYeyFnuQMg7ElCKz5RLhu9zRVSYLuT5UwtjawXoBem089ZGwdJYy9KJEzYnLmYuG/8cn1lbMJfJ0uvK+4J8hKEXTPUNJX6gLzEui1maFgx/Z089RZ8b2QG0q0Hdt6do2XBHds68Xs2F4S2LFlJS8gUDkEgYJuPlOyc3kJUPNw4M7lZwqKnzWYe4mC4r/UrrF+sPgvjSn++iEU/yUZWEGgoJsvlBR/faEDql8oKH7WgGp9BcXfwK7xsmDxN4gp/stCKP76GVhBoKCbL5UU/2VCBzW/VFD8rEHNyxQU/3/sGhsGi/8/McXfMITivywDKwgUdDNXSfE3FDqwODek+4JZ8b1yxC9ezZcrHFi8nDSweEViYBFr0hWEgcUrhQ8sOt1XhjCweGXk/SrSwKLbfKhJuDH9lfAb8m5IzBB0f63khnwjYHMGem2+VrJph+TT1Uo2eq/xJGcYjK1FYM03wnW7IbELCboXKmFsY2C9AL02Cz1kbBMljL3Wk5xhMLY2gTXfC9fthsQuIuhepISx1wHrBei1WeQhY5sqYWyzRM6IyZnrhQ8sVs049dAoMoY/Cu8rbpC0LkH3EiV95QZgXgK9NksIO5fRFzqHgBtAtJ3G5naNLYI7jc1jdhpbhLDTCAhUDkGgoJsWGXqSrYWCZLvRrvGmYLLdGJNsN4WQbC0ysIJAQTc3KUq2mxQk2812jS2DyXZzTLK1DCHZbsrACgIF3bRUlGwtFSTbLXaNtwaT7ZaYZLs1hGRrmYEVBAq6uZVkYDLGxH9dZ7xetFI4cNKKNHDSOjFwgjWpNWHg5DbhAydO920hDJzcFnm/nTRw4m4eNSLcWFgm/IaK2+S/hqB7uZIbKm2ADRXotVmu5KYrkk9tldyov8OTnGEwtjGBNT8L1+02+a8l6P5FCWPvBNYL0Gvzi4eMbaeEse09yRkGY68jsGa1cN1uk78ZQfcaJYy9C1gvQK/NGg8Z20EJYzsmckZMzmQLHzhpmHHqoR9kDNcJ7ytuEOgGgu71SvrK3cC8BHpt1isaOGFttADW+M/G0j12jfcGd8ruidkpuzeEnTJAoHIIAgXd3KtoW/ZeBcnWya7xvmCydYpJtvtCSLZ7M7CCQEE39ylKtvsUJNv9do2dg8l2f0yydQ4h2e7LwAoCBd10VpRsnRUkWxe7xgeCydYlJtkeCCHZOmdgBYGCbh5QMnDyAPBz3YMKB04eJA2cdE0MnGBN6koYOOkmfODE6e4WwsBJt8j7Q6SBE3fzqA3hxsJG4TdU3Cb/HQTdm5TcUHkY2FCBXptNSm66IvnUXcmN+h6e5AyDsXcSWLNVuG63yd+eoHubEsY+AqwXoNdmm4eMfVQJY3t6kjMMxt5FYM1O4brdJn9Hgu5dShjbC1gvQK/NLg8Z+5gSxj6eyBkxOdNb+MDJrRmnHvpBxvAP4X3FDQLdTdC9V0lf6QPMS6DXZq/wvHFseJiQNwekfyWw1dyDoPtPJfXyBLBegF6bP5X01HLAnvqkkuuwvsB1vg/MmQ8UMPYRAmsOCdft7uH0JOg+rISx/YD1AvTaHPaQsU8pYezTwHV+BMyZyQoY24vAmmPCdbt7OI8TdP+thLH9gfUC9Nr87SFjByhh7DPAdX4CzJlPhbPmgYxT801IP04K1+3uefYh6E6qroOxzwLrBei1YcVPMmMHKmHsIOA6pwNzZoaHffk54Xs2S9OTkpal4/n6fIZ/Xg8W7vVy6/MKgtdDPPT6BeFer7Q+/0zw+kUPvR4q3OvTfb97vLqHeej1S8K9XmV9Xk3w+mUPvX5FuNdrrM+/Ebwe7qHXrwr3eq31eR3B69c89HqEcK/XW59/J3g90kOvXxfu9Qbr80aC12946PWbwr3eZH3eTPB6lIdevyXc6y3W560Er9/20OvRwr3eZn3eTvB6jIdevyPc6x3W550Er8d66PU44V7vsj7vJng93kOv3xXu9R7r8x8Er9/z0OsJwr3ea33eR/B6oodevy/c6/3W5wMErz/w0OsPhXv9p/X5IMHrSR56/ZFwr/+yPh8ieD3ZQ68/Fu71YevzEYLXUzz0+hPhXh+1Ph8jeP2ph15PFe7139bn4wSvp3no9XThXp+wPp8keD3DQ69nCvc6yT2PQXgmY5aHXn8m3Otku77cBK8/99DrL4R7nceuLy/B69keev2lcK/z2fXlJ3g9x0Ov5wr3uoBdX0GC1/M89Por4V4Xsus7g+D11x56PV+412fa9RUmeL3AQ6+/Ee51il1fEYLXCz30+lvhXqfa9aURvP7OQ6+/B3sdfaGf2V+EfK7pfNy5XlXyzH4u4Ll+gOWMyQ7rC+B+ANZ2cL2LM079OfEFcHGe05m0OAN/3h+B8GDp/jED7tE/X1+aG7xe14CA33xp3C8BAf5CDOOa2iJCPJOwtfTPN5IusWv9KSPp1FeqLsnI+RWr7h/LRH4Y+qonaib6vLnBvwEJvb5o0qHPm0e47mhxoM+bN6TfGJYV38sA/TFBzfHGL5/s+OWAFSp+PwHPlV9J/gG5aPIB8w8Zv+iFB/pCyf0GqSGEC8SfMuRfJCy1a1wWvEhYGnORsIx4kXC6wMd73sJKfs0kIEFyGAnSbFKUQG8ZUHNhIPRSFEDP/Sq1FwnQW6YAesvtGlcEobc8BnoriNA7XeDjPW+aEugty8AaCdJs0pVAbwVQcxoQeukKoOd+p+AwAvRWKIDeSrvGn4PQWxkDvZ+J0Dtd4OM9b6YS6K3IwBoJ0myKKYHez0DNmUDoFQvpF7JnxffKEb94Nf8COFfH7Ozsjh3srYakcDbqfiFt1P2a2KjDmvQroTuvEr5R53SvImwsRdf5YySmqyLvqyM/C63D7fk8QWjyZ5H3PrLiexn3bZZ9CbpLKrm4WQNszkCvTUkl35aC5NNvSiav1nqSMwzG9iOwppRw3e7bLJ8m6C6thLHrgPUC9NqU9pCx65Uw9ndPcobB2P4E1pQVrtt9m+UzBN3llDB2A7BegF6bch4ydqMSxm5K5IyYnNks/Akj11eeJfC1gvC+4r7BcxBBd0UlfWULMC+BXpuKhB3b6AudQ8ANINoO61a7xm3BHdatMTus2wI7rKxkAwQqhyBQ0M22DD3Jtk1Bsm23a9wRTLbtMcm2I4Rk25aBFQQKutmhKNl2KEi2nXaNu4LJtjMm2XaFkGw7MrCCQEE3uxQl2y4FybbbrnFPMNl2xyTbnhCSbVcGVhAo6GYPycBkjIn/us54vfhD4cDJH6SBk72JgROsSXsJAyf7hA+cON37Qhg42Rd5308aOHE3j9YQbixUEX5DxW3yryXorqrkhsoBYEMFem2qKrnpiuTTn0pu1B/0JGcYjF1HYE114brdJv/vBN01lDD2L2C9AL02NTxk7CEljD3sSc4wGLuBwBojXLfb5N9E0F1LCWOPAOsF6LWp5SFjjyph7LFEzojJmb+FD5z8nHHqoR9kDGsL7ytuEGgLQXcdJX3lODAvgV6bOooGTlgbLYA1/rOxdMKu8WRwp+xEzE7ZyRB2ygCByiEIFHRzUtG27EkFyZZU1OouGkiu//kPgb+7fyyTxE22kxlYQaCgm1xF9SQbcq1JpGRLtmvMHUy25Jhkyx1CsgEClUMQKOgmt6Jky60g2fLYNeYNJluemGTLG0Ky5S6KFQQKuslLMjAZY+K/rjPuX5oLOFfYAyf5gD4F15u/6Kk/JwZO4jynMyl/Ufx5CwCTn6W7QFG4R/9n4KRAJLYFIz+LMdhzgHBjoa7wGypuk/8gQXc9JTdUCgEbKtBrU0/JTVckn84oymswSM1nepIzDMb+RWBNfeG63Sb/YYLuBkoYWxhYL0CvTQMPGZuihLFFPMkZBmOPEFjTULhut8l/jKD7ciWMTQXWC9Brc7mHjE1Twtj0RM6IyZkMcM4wNs33Efh6lfC+4gaBjhN0N1LSV4oC8xLotWmkaOCEtdECWOM/G0uZdo3FgjtlmTE7ZcVC2CkDBCqHIFDQTTFF27LFFCRbcbvGEsFkKx6TbCVCSLZiRbGCQEE3JRQlWwkFyXaWXWPJYLKdFZNsJUNIthJFsYJAQTclFSVbSQXJdrZd4znBZDs7JtnOCSHZShbFCgIF3ZyjZODkHODnulIKB05KkQZOSicGTrAmlS6KP++5wgdOnO5zQxg4OTcS2zKkgRN386hwUfyNhcbCb6i4DagiBN1NlNxQKQtsqECvTRMlN12RfCqn5EZ9eU9yhsHYVAJrmgrX7Tag0gm6mylh7HnAegF6bZp5yNgKShhbMZEzYnKmkvDN0LxFTw2kI2PYXHhfcZvURQm6WyjpK5WBeQn02rRQwogfgb+ho4qSvlIVyMXcwO83zyucNa6flCWw5mbpX1FnNZcn6G6phLHVgHUN9Nq09JCx5ythbHXgOn36OkzH2PMIrGklXLf7TFqRoLu1EsbWANYL0GvT2kPG1lTC2CzgOiV/HSaaNecUPbWXiPSjjXDd7h5OZYLutkoYa4D1AvTatPWQsbWUMPYC4Dqlfp2olpy5UPg96G+t1u8YvwG2qOy+4nypTegrdYC6wxrUQ645uN6LEoN6WJMuIgzqXSx8UM/pvpgwqJcUePkWU9fgziHAr53wDxNus6cqQXd7JR8m6gIvRoBem/aADSk33W5fF4bVNOuSmma9RNPEmlSP0DQvEQ54p/uSkJtmvHG4JKTHeuL+pc/Ac10K01zrgrDAdykJfPUT4MOaVJ8AvgbCwed0NyCDDw0UZEwvU3j74TISUP6TAArYJAJQGgoHitPdUNntB3RMo69k8DqRV1KXgx6Qtq9aYYHvchL4rkiAD2vSFQTwXSkcfE73lSFfSWXF94IC5SocUDqGBZSrSEBplAAK1qRGBKBcLRwoTvfVyj6aIWN6jfBJALcpVI2wOdJR+KaQm06vTtCdrWRTqDEwL4Fem2wl00JIRjRRwIgahFq5Vzgj3HR1FkF3JyWMuBaYl0CvTScPGXGdAkYYQq10Fs4INx18AUF3FyWMaArMS6DXpovwvHGfCxoT8qZrSHmTFd+rFpKNzYA52BU3lJQd1g2gZqQbQNcnbgBhTbqecAPoBuE3gJzuG5QNJd0ALiiXwHkj53PFUsAe+SPv0aNg5L1Q5L1M5P9vbtfSwh432uMme9xsj5b2uMUet9qjlT1a2+M2e9xujzb2aGuPO+xxpz3a2aO9Pe6yRwd7dLRHtj3utsc99rjXHp3scZ897rdHZ3t0sccD9ngwkq/xrL+rPUc3ezxkj4ft0d0ePezxiD0etUdPe/Syx2P2eNweve3Rxx5P2ONJe/S1Rz97PGWPp+3R3x4D7PGMPZ61x0B7DLLHc/Z43h6D7THEHi/Y48WiSTle6IufM4B10hVYx0MVzoMg1xxc77BEE8OaNIzQxF4S3sSc7peUNbGXgVfF0bW9HPH+pcj7K2TAngn0sBswx4YrBOxwEmBfTQAWa9KrBMC+JhywTvdrBMBG1/lKJKavRd5HkMFVGBibh4DejVQIrpEkcL2eABfWpNcJ4HpDOLic7jeI4BoRiekbkfc3yeBKAcbmYaB3oxSCaxQJXG8lwIU16S0CuN4WDi6n+20iuN6MxPTtyPtoMriKAGPTHejdGIXgGkMC1zsJcGFNeocArrHCweV0jyWCa3QkpmMj7+PI4EoFxqYH0LvxCsE1ngSudxPgwpr0LgFc7wkHl9P9HhFc4yIxfS/yPoEMrjRgbB4BejdRIbgmksD1fgJcWJPeJ4DrA+Hgcro/IIJrQiSmH0TePySDKx0Ym0eB3k1SCK5JJHB9lAAX1qSPCOCaLBxcTvdkIrg+jMR0cuT9YzK4MoCx6Qn0bopCcE0hgeuTBLiwJn1CANenwsHldH9KBNfHkZh+GnmfSgZXUWBsegG9m6YQXNNI4JqeABfWpOkEcM0QDi6newYRXFMjMZ0ReZ9JBlcmMDaPAb2bpRBcs0jg+iwBLqxJnxHA9blwcDndnxPBNTMS088j71+QwVUMGJvHgd7NVgiu2SRwfZkAF9akLwngmiMcXE73HCK4vojEdE7kfS4ZXMWBsekN9G6eQnDNI4HrqwS4sCZ9RQDX18LB5XR/TQTX3EhMv468zyeDqwQwNn2A3i1QCK4FJHB9kwAX1qRvCOBaKBxcTvdCIrjmR2K6MPL+LRlcZwFj8wTQu+8Ugus7Eri+T4ALa9L3BHAtEg4up3sREVzfRmK6KPL+AxlcJYGxeRLo3WKF4FpMAtePCXBhTfqRAK4lwsHldC8hguuHSEyXRN5/IoPrbGBs+gK9W6oQXEtJ4FqWABfWpGUEcC0XDi6nezkRXD9FYro88r6CDK5zgLHpB/RupUJwrSSB6+cEuLAm/UwA1y/CweV0/0IE14pITH+JvP9KBlcpYGyeAnq3SiG4VpHAtToBLqxJqwngWiMcXE73GiK4fo3EdE3k/TcyuEoDY/M00Lu1CsG1lgSudQlwYU1aRwDXeuHgcrrXE8H1WySm6yPvv5PBdS4wNv2B3m1QCK4NJHBtTIALa9JGArg2CQeX072JCK7fIzHdFHnfTAZXGWBsBgC926IQXFtI4NqaABfWpK0EcG0TDi6nexsRXJsjMd0Wed9OBldZYGyeAXq3QyG4dpDAtTMBLqxJOwng2iUcXE73LiK4tkdiuivyvpsMrnLA2DwL9G6PQnDtIYHrjwS4sCb9QQDXXuHgcrr3EsG1OxLTvZH3fWRwlQfGZiDQu/0KwbWfBK4DCXBhTTpAANefwsHldP9JBNe+SEz/jLwfJIPrPGBsBgG9+0shuP4igetQAlxYkw4RwHVYOLic7sNEcB2MxPRw5P0IGVwVgLF5DujdUYXgOkoC17EEuLAmHSOA62/h4HK6/yaC60gkpn9H3o+TwVURGJvngd6dUAiuEyRwnUyAC2vSSQK4kjJlg8vpdmsEe/RPoh6PxjTzf99zBX5WNHmCPzfeGFUCxmYwEFzJmfrAhVxzcL25AzmQAFec53Qm5c7EnzePcHA53XmI4MoViWmeyHteMrgqA2MzBAiufArBlY8ErvwJcGFNyk8AVwHh4HK6CxDBlTcS0wKR94JkcFUBxuYFILgKKQRXIRK4zkiAC2vSGQRwnSkcXE73mURwFYzE9MzIe2EyuKoCY/MiEFwpCsGVQgJXkQS4sCYVIYArVTi4nO5UIrgKR2KaGnlPiwEXWk8aMN5hASJXEgcQ6QlAYE1KJwAiQzgg3PkyCIBICrySBce0qEKgFCVdcWQmgII1KZMAlGLCgeJ0FyMDRXJMkyPrQ6+xif2YdS1+l/aCq4viPZJ8BVXcel0iUJf/Z7Fxf/V3Jla4Syi36DKRtbq/l4j8PfjKLTfoBhmTh6pjAXi6+MX9LTNAqJwFPFcwfllxvqL5eFYgH8MCX7xx6F6d05zAdZgD0HH/Hn5gHaLjx2gaxTPxefOIjrwxSP6cDcybR8h5g+jfJQl501N4vTjdZxN091JSLyWF1stjSuIHzG/TC3iNh4xf9MNd7At0/vbR80n+AHWOze1S2j5AnRPzAaqUxx+gnlDyAaoUEMilged6gvABqjTxA1SuSP6j67SvksaEzKNzgXXYV8EFodObDMqbjtn/86qTIdOP9rHNHb1tVTyTk9NZcb6SYl5xntdE/1DGrrFsZtKpplsm89Stcff3sv9FE477S+ozOQ0pK76XeUo2PHOYiNJcFugFMn7aB0HKadm3lfxJgWV4OcKVV3kS/ZPB60R2+vOEe+08OU/BANHpvM6K79WuHHCdFRSOASPXHFxvxcRQDtakioQirSR8KMfprhTylF/cj7MDY1o5k1MUkhtmFeEN03lShXBx1F/JbSmk11WBXvcH3h4Oq/lWJTXfaonmizWpGqH5ni+8+Trd5yubiD2f9KkDDNFayOGo6kCIdq2u4yIL2YRqZPLgB8wZ6EBdTcEDdRpyJsvDnDEeDWFeZ+PWlDC8+4yOi/wLkXlTC5g3z3jImgt0sAaaMxcqzJms+F61kDlTG3CuyNxDdlgfhmuTPgzXSXwYxppUh/Bh+CLhH4ad7ouUfRhGxlT7rMHFCQhgTbqYAIG6Cn7pRF3Sb6VxiZE36VQSFrBH/sh79CgYeS8UeS8T+f/r2TVdYo9L7VHfHg3scZmLpT0a2uNye1xhjyvtcZU9GtnjantcY4/G9mhij2vtcZ09mtqjmT2ut8cN9mhujxb2uNEeN9njZnu0tMct9rjVHq0i8WDkQj3CNsvAkD6BxbvOM5JgV3B31QVeTQ/Cxa82M36tgZoHAreWBikcAATGMkdTvi3RlLEm3UZoyrcLb8pO9+3KrsyRMU1OOjWZjlyjux2B3FqqERmrRzX06O0JxDBt5FTZSTGvOM/7zzR6G7vGtplEoEQToE3MowptM3nPZ0UTBH2FNlj43oBL4hoE3UOUDAAB/TFDgFdWLyi5sm8LhP8dwHO9KDx+/wb8/5/nqhXRbNoAG9zQ6pxGhK5fYJ2YF4H1O7S6jou3OzI560TvQbYBsuHOkPYg411nu0z5fS4rztf/K2ey4ntB9yDbKxleR9bJXSFpzorvBfW5gxI2dPScDZLqJFv4Qx6uPmoSPuO9KvyzrZtrNATdryn5bHY3MC+BXhst8bvHs/hJZuy9Chhbi8Ca14Uz1s1zXkjQ/YYSRnQC5iXQa6Mlfvd5EL/oplYecOwcX5GfS9357gHfZ0Hew3DX2XfjNkf/2dBKinmhznu/XWvnMDbK7o/ZKOv8/9goQyUd+rxvCW900eJA635b+G/ijhYx+ryjhfsdhQ1a9xglG6NAf8wY4MbKO0riB+SZeRsYv7FK4gf02YwFxm+c7AvrfzaD7wdeyHUGXsSNr467wCLE7x/NXYCaxwHzb7ySjWVg/Kg3qZB18oCSzaMHMzm9KSu+lxmj5KZFV2DOvAVkw2glN4aRNddN+I1h97mxI+FzxEfCPz+54YEOBN2TlTDiIWBeAr02WuL3sGfxk8zY7kqua3p41pfR8XvEs+tCyTX3qILrmvsI/f0T4dc1bhChE0H3p0oY0ROYl0CvjZb49fIgfqwNb8dX5HWhO98j4M+iyOt+d93VQ9GG92N2rY+HseH9WMyG9+PEDe9o0qHPO114o4sWB1r3DOEb3tEiRp93pnC/o7BB656lZMMR6I+ZBfzw+JmS+AF5ZmYA4/e5kvgBfTafA+P3hZIN78eAF3KPAy/iZivZ8O4N1PwFMP9mk/IP3T+B8aPepELWSR/hN6ncNWxXwjXNN8Kv5dwgwoME3QuV3GR5ApiXQK+Nlvg96Vn8JDO2r5LNt37Adc4gfRbLivPFjN9TwJyZDrz+mulhzT2tpOb6e5Yz6PgN8IxZkmvuGQWfJXoRrqm/F/5Zwg0i9CToXqSEEc8C8xLotdESv4EexI+14e34ivws5s43EHz/B/lZ2/WAZxVteA+ya30ujA3vQTEb3s8RN7yjSYc+74/CG120ONC6lwjf8I4WMfq8Pwn3OwobtO6lSjYcgf6YpcAPj8uUxA/IM7MEGL/lSuIH9NksB8ZvhZIN70HAC7nngBdxK5VseD8P1LwCmH8rSfmH7p/A+FFvUiHrZLCSG8NDMjm9KSu+l1mq5KbFC8Cc+RHIhp+U3BhG1tyLwm8Mu8+NTxE+R6wT/vnJbUz3I+her4QRQ4F5CfTaaInfMM/iJ5mxLylg7AACazYKZ6wbROhP0L1JCSNeBuYl0GujJX6veBY/yYwdruSz46ueffZBx+81Dz57sza8Xb0hrwvd+V4DfxZFXvc7JryqaMN7hF3ryDA2vEfEbHiPJG54R5MOfd6twi8uo8WB1r1N+IZ3tIjR590u3O8obNC6dyjZcAT6Y3YAL2x2KokfkGdmGzB+u5TED+iz2QWM324lG94jgBdyI4EXcXuUbHi/DtS8G5h/e0j5h+6fwPhRb1og6+QN4TeG3TXsC4RrmkPCr+XcIMIQgu7DSm6yvAnMS6DXRkv8RnkWP8mMfUvJjeG3gevcRvoslhXnixm/0cCc2Qq8/truYc2NUXBd8wqhvx8Tfl3jBhFeJuj+Wwkj3gHmJdBroyV+Yz2Ln2TGjlNyXTPes76Mjt+7HlwXsja8Xb0hmeXO9y74OgnZkxwTxiva8H7PrnVCGBve78VseE8gbnhHkw593pPCLy6jxYHWnVRD9oZ3tIjR581VQ7bfUdigdSfXCKcxZ8X3MkB/TFBzvPHLrSR+QJ6ZJGD88iiJH9BnkwcYv7whxS/eDe/3gBdyE4AXcflq4C6wCPH7R/NEoOa8wPzLR8o/dP8Exo960wJZJ+8LvzHsrmFHEa5pigi/lnODCG8SdKfK7gX/rPMDYF4CvTZa4vehZ/GTzNhJChg7msCaDOGMdYMIbxN0F1XCiI+AeQn02miJ32TP4ieZsR8r2Xybglwn6X5XVpwvZvw+AebMSeDmZS4Pa+5TJTU31bOcQcdvmifMQl9fulr7kHB9WVy4bndP6QOC7hJK6mU6sF6AXhtk/PIl/cuQACGXgLHMCq53RmAoIzrkkvwvOZGPoCkp5ufExjEliTiAwTJpRib+vDOBjZuleyZuuuefV1LgJTmmYUEgVxIHArMSEMCaNIsAgc+EQ8Cd7zMCBLQX1+eJ4sKa9DmhuL5QUFxfkDss+hYLMqazM7GxdK/PInk0O/L+ZWZSEiMeHbP/59UBGY85uHjUYeYAsmnNVXKbbZ4HH3vdORi3iSYTbpecLVy32xb/iKD7HCW3ib4C1gvQa3OOkq0MJGO/VsLY+Z7kDIOxnxBYc65w3W5bfApBdxkljF0ArBeg16aMh4z9RgljF3qSMwzGTiOwprxw3W4MYipB93lKGPstsF6AXpvzPGTsd0oY+70nOYNmjbsXNI/Amko6HrG8C1kri4A5WEnhaAVQf46Nnx8SGz9Yk34gbPwsFr7x43QvVrbxg4zpj8KfGXIgnkNoRFWEX/RGNrWgjWgJ0Gtg/Goz8sbl9RJC3lTTcQFzAZIRPwHzploNWG1kh3UB8xPpAmZp4gIGa9JSwgXMMuEXME73MmWzoeiYJgUSGbhOaPNd7vmnwOUkiK5IQBRr0goCRFcKh6jTvVLZp0BkTH8m3c5FX33/kon1hvFp9SvCp47qwm8Xu7GW+QTdNZRsTf0KrB+g16aGwguFX0kXCqsSFwpYk1YRLhRWC79QcLpXK7tQQMZ0jfDbxe5C5hdCIzI6bvvVQl4U/gb02gi/gHEXbgsIeXOBcN1uVm4hQfeFSi7c1gJzHOi1uVDhhdta0oXbusSFG9akdYQLt/XCL9yc7vXKLtyQMf1d+IWbu7D8jdCILlKyX4u8SN8A9PoiBRdu3xLypq5w3W4A93uC7npKLtw2AnMc6LWpp/DCbSPpwm1T4sINa9ImwoXbZuEXbk73ZmUXbsiYbhF+4eYuLDcQGlF9HRduFyIv0rcCva4v/ALG5fVWQt5cpiNvaiMZsQ2YN5cpvIDZRrqA2Z64gMGatJ1wAbND+AWM071D2YAmMqbaf7/gzgQEsCbtJEBgl3AIuPPtIkMAfYtlt4KhJi2PkOwmXaHsScAJa9IeApz+EA4np/sPZbdYkDHdS5p+RmtGNrl9wm8rOU/2EW4PNFTyHd9Ir/cDvW6I/L7mpHCa735S8z2QaL5Ykw4Qmu+fwpuv0/2nstsD6JhGX5Ib5sFMXvECvYE+s/qX0GdWteTMoZByJt51Hvbg8SV3DjQHnb+HCRepVyh52gBZK0eAOXiFwjtER0gXqUcTF6lYk44SLlKPCb9IdbqPKbtIRcY0OSlnoqKBD9i7MpH32kkxL9B5s/628TyeSSxYd2IX6L8jPyT6d/dDy8T8TPQVUK74z1Urci7zNzDxjmfiEiOaxOhCc5+M/iLv6WXF9zJJpKI4Ydd4MjOQrCdikvdkIHnR1Dhd4OM971VKZsB3ZWKNRCVboxrYbn66+GXF9zIngZqvAmpuBMy/2M6dDI5hriSRfuTIG4Def+okqZiNZ7GkU4D7n/8Q+Lv7xzIxP1xgt/7nXMgiaCz7c3sOE1GacxXDedGYUPiJqx1c3iRbr3MHiz85pvhzh1D8yK6fDCyEa5V0/dzFZHb9axUUf/ShBfBVRI6HAbLieyH9pV1F5LFrzBsESZ4YkOT9L0CSFd/L5AV2rsuAhdBUya+mRz7BgoRSMyVXYXmAmpsC86+Zkp1a5H22fEAvos0H/VHT6c0LXGe+6Ec50DodFNqbjrSmkd+utUCxEG5A549pRgWKnf4eXlZ8r39MRd/Day5869wlXj6C7hZK5juB/pgWQPjfKPvi459NlvzAi7cCQKjeVIMDUvSn6IJAzTcC8+8mUv6h+VWwWDjrjDee+UnrZN5Hj1dzIQAb/vdDToeLwhr/KQT0KbjeMwIXeInxnzjP6Uw6oxj+vGcCmxlL95nATwpZgbVGX6hPh5G7Ex2RMS0MLM6wgFKYBJSUBFCwJqUQgFJEOFCc7iJkoEiOaZnIec6wx5n2KBxJ3iL2SLVHmj3S7ZFhj6L2cBNGLlzF7VHCHmfZo6Q9zrbHOfYoZY/S9jg36X/vVJS1Rzl7lLfHefaoYI+K9qhkj8r2qGKPqoFY/X/zrAD2g9wmAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/9_conditional/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/9_conditional/target/witness.tr
new file mode 100644
index 00000000000..24116fe8bc8
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/9_conditional/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/arithmetic_binary_operations/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/arithmetic_binary_operations/target/main.json
new file mode 100644
index 00000000000..3049071c2fe
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/arithmetic_binary_operations/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"},{"name":"z","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2],"z":[3]},"return_type":{"kind":"field"},"return_witnesses":[10]},"bytecode":"H4sIAAAAAAAA/9VTSQ7DIAwkadZW6ltslsTc+pVGJf9/QotEJES5gaVkLkYchhnP8BBCTOIftzBfYUIZZBNxKVi0dqt0qPAN0m5kQJttISQ0ZD6SlHKkabWbXcGiVg53Y9UeyNqKXF09jzD8OJrMLhvGXUIhYr19dO7CbDOdGOp7QpG8k+7xmbljebxlDKu0rEM9XSAYQuxDOdJ8Sn1zaPUl6zK8pVrHC2Q0MvieKvs+cOb/OJ88a5/JzJD1nSHrQ6Pn/gIJpN9/lQgAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/arithmetic_binary_operations/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/arithmetic_binary_operations/target/witness.tr
new file mode 100644
index 00000000000..1d167a816d6
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/arithmetic_binary_operations/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/Nargo.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/Nargo.toml
new file mode 100644
index 00000000000..e0b467ce5da
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/Nargo.toml
@@ -0,0 +1,5 @@
+[package]
+authors = [""]
+compiler_version = "0.1"
+
+[dependencies]
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/Prover.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/Prover.toml
new file mode 100644
index 00000000000..750b3129ec9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/Prover.toml
@@ -0,0 +1,9 @@
+x = [104, 101, 108, 108, 111]
+z = "59"
+t = "10"
+index = [0,1,2,3,4]
+index2 =  [0,1,2,3,4]
+offset = 1
+sublen = 2
+
+
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/src/main.nr b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/src/main.nr
new file mode 100644
index 00000000000..b27c96b30c3
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/src/main.nr
@@ -0,0 +1,32 @@
+
+fn main(x: [u32; 5], mut z: u32, t: u32, index: [Field;5], index2: [Field;5], offset: Field, sublen: Field) {
+    let idx = (z - 5*t - 5) as Field;
+    //dynamic array test
+    dyn_array(x, idx, idx - 3); 
+
+    //regression for issue 1283
+    let mut s = 0;
+    let x3 = [246,159,32,176,8];
+    for i in 0..5 {
+      s += x3[index[i]];
+    }
+    assert(s!=0);
+
+    if 3 < (sublen as u32) {
+      assert(index[offset + 3] == index2[3]);
+    }
+}
+
+fn dyn_array(mut x: [u32; 5], y: Field, z: Field) {
+    assert(x[y] == 111);
+    assert(x[z] == 101);
+    x[z] = 0;
+   assert(x[y] == 111);
+    assert(x[1] == 0);
+    if y as u32 < 10 {
+      x[y] = x[y] - 2;
+    } else {
+      x[y] = 0;
+    }
+    assert(x[4] == 109);
+}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/target/main.json
new file mode 100644
index 00000000000..580fde0ebe1
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/target/main.json
@@ -0,0 +1 @@
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/target/witness.tr
new file mode 100644
index 00000000000..1f399b714ee
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/array_dynamic/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_len/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/array_len/target/main.json
new file mode 100644
index 00000000000..605342cab1e
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_len/target/main.json
@@ -0,0 +1 @@
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_len/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/array_len/target/witness.tr
new file mode 100644
index 00000000000..c98090370a3
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/array_len/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_neq/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/array_neq/target/main.json
new file mode 100644
index 00000000000..2cb6486ec32
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_neq/target/main.json
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_neq/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/array_neq/target/witness.tr
new file mode 100644
index 00000000000..591e397db8d
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/array_neq/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_sort/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/array_sort/target/main.json
new file mode 100644
index 00000000000..dc97b26ade2
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/array_sort/target/main.json
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/array_sort/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/array_sort/target/witness.tr
new file mode 100644
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/assert/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/assert/target/main.json
new file mode 100644
index 00000000000..9a13d354605
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/assert/target/main.json
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/assert/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/assert/target/witness.tr
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Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/assert/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/assert_statement/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/assert_statement/target/main.json
new file mode 100644
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--- /dev/null
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/assert_statement/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/assert_statement/target/witness.tr
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/assign_ex/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/assign_ex/target/main.json
new file mode 100644
index 00000000000..f1b433e16ee
--- /dev/null
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/assign_ex/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/assign_ex/target/witness.tr
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Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/assign_ex/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bit_and/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_and/target/main.json
new file mode 100644
index 00000000000..64a745fea09
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_and/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bit_and/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_and/target/witness.tr
new file mode 100644
index 00000000000..577b19650f8
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_and/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bit_shifts_comptime/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_shifts_comptime/target/main.json
new file mode 100644
index 00000000000..94bbd1389df
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_shifts_comptime/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":64},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1W7Y7CIBBcpfbjvNyfexG2gIV/9yrXSN//EZQICSXGH7JrauIkTSkkAzsDTL8B4Bdu2F2ffXz/ZW3IxiGOBcg6jDs6LgkFnuTFsiNoIHJxkijpW2STJYhiEUqetPbT6FHhvxzdbI3UZj5ZtGisOY9WKW+1ndzsJulQK4+LccovN1QIdbcgItFRMBm4rzPx4Tqf9WKJZA2ZrxZbWB+wBOKDhg0dl8zXe8jaTeFdQDoHLUNNUMxT6vhzp490cg6TDgy8LdBtfq66W3qPVhfKljVlTlncYMqW0N2VowfGA5vSuouc6buH9Y0VIBgNqPwTOHeEG6+H90hvypoHOi9elt4D8KT3V9b+pHcl5xAFpeY9wrbTO9R9pPeINb2pNc1xAdApRF5QDwAA","proving_key":null,"verification_key":null}
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bit_shifts_comptime/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_shifts_comptime/target/witness.tr
new file mode 100644
index 00000000000..343cc4642c5
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/bit_shifts_comptime/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/blackbox_func_simple_call/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/blackbox_func_simple_call/target/main.json
new file mode 100644
index 00000000000..6ffa2a8c541
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/blackbox_func_simple_call/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2WJSQoAMAgDp5uH/v+9pYo5CA6EIYkBk2R4rvy0L3WTKX+wPYfOB1MCEmhYAAAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/blackbox_func_simple_call/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/blackbox_func_simple_call/target/witness.tr
new file mode 100644
index 00000000000..9a54a5c3a5a
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/blackbox_func_simple_call/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bool_not/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_not/target/main.json
new file mode 100644
index 00000000000..5614a15ad19
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_not/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":1},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81SWwoDIQyMrvWzZ0l8rPGvV6nUvf8RWlg/Utm/RuiARCLMZDLeAMDDCfM5dlQD37CjPkaNuKfUS+gU6YmhNs6YctuZmDLnV+AYOycutdWClVLsdOQaDzxhFLms4MLfQP7CO4ielo7izCjn3cTdTdnJd7/AE0w68x7vFz1V8RUhbQt4Heh9/lW+nX5GKCj/fqcSbzo3YawlBQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bool_not/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_not/target/witness.tr
new file mode 100644
index 00000000000..87be1158f1b
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_not/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bool_or/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_or/target/main.json
new file mode 100644
index 00000000000..61e7a859ed3
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_or/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":1},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":1},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1W2wqDMAyN98nE/UprW23f9iuT1f//hG2okIkvw9OhYEBS83CSnBNCaiK60WjR+4snH7H/OUbM3yevRKu17xovlXyIxvXWCG361korjTXPxirlrbad610nnNTKy8E4NYjR5hzJAldsMxkBsWJgvwkQK2d6cIvAXCY4LMHrTVfeMYvNM5EH6IkWeZY81isxaPIQIqUBcDPCDWyovjO8RoJBHo7Tcyn/vkhBdR1Jj2avelwPoEceALeiMPsrAddZAOcGqLWswDvhH8cVkMuv4+rC3udxtRGzmAhF45a07+Pq03eJ1yjocYXmlNsLReEZ/S4PAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/bool_or/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_or/target/witness.tr
new file mode 100644
index 00000000000..cc166997403
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/bool_or/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_acir_as_brillig/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_acir_as_brillig/target/main.json
new file mode 100644
index 00000000000..8d5d39c14a4
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_acir_as_brillig/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_acir_as_brillig/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_acir_as_brillig/target/witness.tr
new file mode 100644
index 00000000000..3e61478b2cf
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_acir_as_brillig/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_arrays/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_arrays/target/main.json
new file mode 100644
index 00000000000..468a74ee2c0
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_arrays/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"private"}],"param_witnesses":{"x":[1,2,3]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+2XTW7bQAyFKUuWLSlSk8Z1XW8KtAeoHSPoslp11117gd7/EMkkJPRpbAUIwgmQHwLGjMwR3+MzZ4YuRCSXe1vqaM/Z7Wemz6U+2/e2RvBdsF7H3dNsn/nF2qXiOHsBHPMEHM2+61hpndBKzHsf/MP8NkahsTrFKHwx7nKcg7vlZTi1DLU/R66l8+/G+AUwDSeHv9GxTaiJnQ1Tmix0vgTP2pfHIdRZJWPLoucec8OvoFEFfme+/PYp6qAB9xI5N1HO9nyGta0vl2tyaR/JpXPlsv9PLt0juAT7gLnVg9VvqJlltC6FloxfANNwcvi/wbeQ45p3LeD3S37M8a1f8v90fEWX/FXIZaq243wE+OE9u3R5IXsf+pmMm5Bexs1GsAYcZum4HJoT2PXz6LAL8Ra+Ma9LGQ59L41CPDZIwR6qJzYhjbNmAZcXby+nmx/nC21P3Ew/hmHf55h/lcFazOOmtpahkWsn3llG7zTw14lznmo4DCucHSusqU/w5p42v9U9m17uNefm+i6XKsqlijjzzEnZ6DcnsOsJHbzPHMtToL/I+OyjHubzPqcYv5Djusjh/6Fjq+u434yfbwN+/weVjbRhdtDJ9gAb6XNfHleMXwDzHBqY/2ek0wXWpOR3KYNdRPwCj486vwSPlS+PA+MXwFxBA/P/gk6p9thaBmP/Ypp80vkavhQ1vIYmhtlBE/P/jjRJwWUjx5pwP33W+QaapKjXDTQxTO4n8/+JNEnBZSvHmnDvfNH5Fpqk2DtbaGKY3Dvm/wtNkv5Zj+PeAHRtL4jKFwAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_arrays/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_arrays/target/witness.tr
new file mode 100644
index 00000000000..2d9b4cf245b
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_arrays/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_assert/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_assert/target/main.json
new file mode 100644
index 00000000000..a57f0efad96
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_assert/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81WbQ6DIAztxI+5ZZ4FBBT+eZWZ4f0vsGQ6IavMf5ZlLyEtibavr23CGQAusCKbzwk+CP7gLT8GcaKLxSECUdx20YCF4jN/nujOIpEg/IBISN4p5frWCSnuvLWj0VzpsTPCCG30ozVSOqNMb0fbcyuUdGLSVk6eBaFQ74KoGsgIG1ju6AhAP3SUnDHfHPlXb2s/Ixgl8gciHsUco0A5A0LuBtaZDPfK25vnw4g1rpEebEeLHPH46jkVCdgRIsQ+upA5YayCsOZfLREh580S4eXIo94tYOg76pogyhPr2EDiYU3RpBRCVUA3/Knqruh7tHli/LumGC8vzcsA0wkAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_assert/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_assert/target/witness.tr
new file mode 100644
index 00000000000..fdd97d01fec
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_assert/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_blake2s/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_blake2s/target/main.json
new file mode 100644
index 00000000000..2a1c78a539f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_blake2s/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result":[6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37],"x":[1,2,3,4,5]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_blake2s/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_blake2s/target/witness.tr
new file mode 100644
index 00000000000..2abb65d513e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_blake2s/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls/target/main.json
new file mode 100644
index 00000000000..2ebc4154cd6
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls/target/witness.tr
new file mode 100644
index 00000000000..3e61478b2cf
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_array/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_array/target/main.json
new file mode 100644
index 00000000000..9d4f3ea3aec
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_array/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":3,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"}],"param_witnesses":{"x":[1,2,3]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_array/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_array/target/witness.tr
new file mode 100644
index 00000000000..375119e60e3
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_array/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_conditionals/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_conditionals/target/main.json
new file mode 100644
index 00000000000..19b5c938c89
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_conditionals/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":3,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"}],"param_witnesses":{"x":[1,2,3]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_conditionals/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_conditionals/target/witness.tr
new file mode 100644
index 00000000000..0e83c17cc8d
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_calls_conditionals/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_cast/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_cast/target/main.json
new file mode 100644
index 00000000000..987004beefd
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_cast/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_cast/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_cast/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_cast/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_conditional/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_conditional/target/main.json
new file mode 100644
index 00000000000..4888407a14b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_conditional/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81WWw6CMBBcaStiovEoLW2l/eMqEvH+FzDx1Yax+sdinIS0JbA7O7NL2BDRll6o7teKJuR9n1Y9D2bFF0tTAaa47UMDkYuv0nWFsyhEovwCkLD66NzYtaOx5qTbOASvnR+OwQTjgz+3wdoxuNDFIXY6GmdHc/HRXhILRqGeBXEZKBgNXH/RkYi/6Tg5I18J+0Nam9QjiDXseyYe6h5DQc6MnHtPr57M5y1wroGX5OXlG5pmQcK6g5yKN6fDnOpLzoYmDwTcq4ATJV0++rHnIWkwZlXEnvuxkIyxFKMxvxpwRs5vA46DKwvvHhDwHHdNVOQpddzTws26hElLCFUTX/MvVXfN79Hb78+/a4q4AT9i+pJvCgAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_conditional/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_conditional/target/witness.tr
new file mode 100644
index 00000000000..9462cea454b
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_conditional/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_ecdsa/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_ecdsa/target/main.json
new file mode 100644
index 00000000000..df56a60a1e1
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_ecdsa/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"hashed_message","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_x","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_y","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"signature","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"hashed_message":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32],"pub_key_x":[33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64],"pub_key_y":[65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96],"signature":[97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_ecdsa/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_ecdsa/target/witness.tr
new file mode 100644
index 00000000000..5fe202b72f0
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_ecdsa/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_field_binary_operations/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_field_binary_operations/target/main.json
new file mode 100644
index 00000000000..2759dad6736
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_field_binary_operations/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_field_binary_operations/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_field_binary_operations/target/witness.tr
new file mode 100644
index 00000000000..908ac53760e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_field_binary_operations/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_fns_as_values/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_fns_as_values/target/main.json
new file mode 100644
index 00000000000..1f91340d381
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_fns_as_values/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_fns_as_values/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_fns_as_values/target/witness.tr
new file mode 100644
index 00000000000..981a689c7e3
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_fns_as_values/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_hash_to_field/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_hash_to_field/target/main.json
new file mode 100644
index 00000000000..31e7b0cd1ec
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_hash_to_field/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"input","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"input":[1]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/62TUQqAMAxDs81NhyJ4k3mD3f9UKrYQ6v5sf1oqNC+RJQABbxWauXTXpbd/dQa/W415I82H9Gr26hO+nlq+b2TStEy76E7OWT5aCeP/ZT2C9CvxJsqlOPOtpBOJLxu+TAzaF2eWTbyqX70/UyZ1sIs067fPO+lOkKCQNLQLNNB+GKUDAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_hash_to_field/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_hash_to_field/target/witness.tr
new file mode 100644
index 00000000000..4c41f9a8bb1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_hash_to_field/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_identity_function/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_identity_function/target/main.json
new file mode 100644
index 00000000000..6d74bfa44f5
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_identity_function/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_identity_function/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_identity_function/target/witness.tr
new file mode 100644
index 00000000000..f58a9a214f5
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_identity_function/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_integer_binary_operations/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_integer_binary_operations/target/main.json
new file mode 100644
index 00000000000..0ed9364e5f8
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_integer_binary_operations/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_integer_binary_operations/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_integer_binary_operations/target/witness.tr
new file mode 100644
index 00000000000..ce15e1dc0ec
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_integer_binary_operations/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_keccak/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_keccak/target/main.json
new file mode 100644
index 00000000000..3d1183c207e
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_keccak/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result":[2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_keccak/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_keccak/target/witness.tr
new file mode 100644
index 00000000000..7373c9eda25
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_keccak/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_loop/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_loop/target/main.json
new file mode 100644
index 00000000000..70b86a0a468
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_loop/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"sum","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"sum":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_loop/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_loop/target/witness.tr
new file mode 100644
index 00000000000..2c6ad2a37f5
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_loop/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_modulo/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_modulo/target/main.json
new file mode 100644
index 00000000000..57b146abb47
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_modulo/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_modulo/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_modulo/target/witness.tr
new file mode 100644
index 00000000000..1c2eb70c848
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_modulo/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_not/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_not/target/main.json
new file mode 100644
index 00000000000..778f003623b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_not/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1WW46DMAw075ay7M8eJCFQkj+usmjp/S+w0jbdRHUj/phUrVpLKCag8XjsKP4koi/6t/T8JHQ1709uFdtMJjgsQYGBcLvsjJH75K0gduOXveeBSOT+4SSUOPb9MnaLVPJbdGbWg+iH+ailloMefjqt1KJ7PZrZjMLIXi3yNBh1ciyAQl0SQhUwBxawXNGRCN90SM6cb8H82q171yPcSuZPIB4Fi79n+D526+LmYC1t/hmrU8JipIyP38tWdPHfKlqp/wQiSiuieOyth7MAYpX0fAcKyZnzrZgfNpU130xlhJwoiBPq2FLkZo1RpCoC7o5wzR8r7x2+RjfjxiNrGnuESyNpCuTY2dum9slbwnaDj3A1xR/hgEJdEkIVsKbnu3GQnDnfA/PfI9wLjXAHIFZD2NvrHgcKyPnmQH0w/z3CbcRsnKBo3JYee4RrXLHANYo6wqE15fYH4/iDPaITAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_not/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_not/target/witness.tr
new file mode 100644
index 00000000000..22a4493bb46
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_not/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_oracle/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_oracle/target/main.json
new file mode 100644
index 00000000000..677e3bbc736
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_oracle/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/7VUXYvCMBCM9dpr787P1vOOeyncg09Ci/4A/4mgBJ8UrB+/3wZ3cAxBENNAyJLszs7MlgZKqZa6rohi11rIWby0yrmNW8qZ1Duw3iLv/YsirDHeBKsrfdtW37jeqcQbfVzuTtuVrpYHvT/p3VrDpoBKAckWBo47lsJ1kbrJXXiSaqSFhI9+H3QXe+1ZzozWd8LPiQN6tSlnQry6EieyeZnaP4nNSCp91tVBPxoNICD32dGwTU2M5pPwYUFGd02M5ovwc+LAo0HOL/H6kRhjw6hQowjL+Nax8prSA/yW6IktLsbnnoPzgGJ8Jz3i33fkDcgP6OuTB3j/l7MjulOvuovSaB0Sr5z0pqQJd0PinVHdiGLMMCQPMisvoTik2m8H/ohw8T5VzfsyVve+gCf7grsx8Xb9I7ySs3EvGxJgEXsHAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_oracle/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_oracle/target/witness.tr
new file mode 100644
index 00000000000..3fead7f6b2e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_oracle/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_pedersen/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_pedersen/target/main.json
new file mode 100644
index 00000000000..648061a96aa
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_pedersen/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"},{"name":"salt","type":{"kind":"field"},"visibility":"private"},{"name":"out_x","type":{"kind":"field"},"visibility":"private"},{"name":"out_y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"out_x":[4],"out_y":[5],"salt":[3],"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/9WX61LjMAyFnaSkDVm67JbLLhQo9zs0hXL511eB1+DlQUYHTk3IwCD/qGY6leNY55OspG7unEvcq+Uvnzn30TA/0e/hz6xK7GINY3KmM8KZzQhna0Y45yJxij3pd+FenzexFl3D85fRNcyndC0Lci9oHpaTPzHKR/g6GqurGh1bjZHk0g5ySYLxhPwO1aBQv001mLflq0rSSYmvCPgwhj6vy76xLte1mDfIYSgxF2xj+n375aatad8WKL+uMYtwtN17H3RpDxxxpsSwaMvgn/0/lC80oSP7+1t9vg9+i+b5vYD5Daqj8Pds+SuJsVTD3yP+v+rzfUvEj/mc+DG/G/Cv2PL7flx209bUjyvEat0LwrKqsZZJ55+tjj9brQb5YQytkhgWI7KUNdox3mVcW8SW3huS5n9bzVES5DQgBmhldM8jcV2rL8/Pmvrcp+vkr9E6Mcm1H6wR/Q3b/Hwf9YljQmNocR+tR2Qpa7TnP6nDprF2QZqwpncI9GXdVsCMPrGuDXT6xLcV8GE8IJYYZ4od25j+Hb7tvl7/Hcpv17jWOFNgPxEfdQQnnyn2jRmkHnvu6/WAvqw7UH+P+A6N+STmkWnM0WNJ7EeU80GQM8aHlF+MHj+xjel7/NhNW9OenlB+p7Ysbz2OHkF81BGcsc/N55QvNPncfKb+eWSOC+LYruGAPt8Hv1XDmdH8g37L+bet8S71Gv+mVbZ53fkYGislzYo0r201fY9fuWlr6nHoy7qx+lfEd2PL539Hx1QT8I0DPoyhz+uyb6wTuyUfueEMKb0wqrmPfewh7pNa3anP/XNPHH7dD2uVkA7iYgwtPhveRmQpa7Rj/BcOcx64973qUf1xDffy/5Cw303/qLM9Az8NX8nVFwAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_pedersen/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_pedersen/target/witness.tr
new file mode 100644
index 00000000000..860141e7ad9
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_pedersen/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_recursion/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_recursion/target/main.json
new file mode 100644
index 00000000000..fb559c667b0
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_recursion/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_recursion/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_recursion/target/witness.tr
new file mode 100644
index 00000000000..aab7ddd1f05
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_recursion/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_references/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_references/target/main.json
new file mode 100644
index 00000000000..6244c1edd30
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_references/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_references/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_references/target/witness.tr
new file mode 100644
index 00000000000..bf62ea672eb
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_references/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_scalar_mul/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_scalar_mul/target/main.json
new file mode 100644
index 00000000000..bfd23efe5e7
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_scalar_mul/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"field"},"visibility":"private"},{"name":"a_pub_x","type":{"kind":"field"},"visibility":"public"},{"name":"a_pub_y","type":{"kind":"field"},"visibility":"public"},{"name":"b","type":{"kind":"field"},"visibility":"private"},{"name":"b_pub_x","type":{"kind":"field"},"visibility":"public"},{"name":"b_pub_y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"a":[1],"a_pub_x":[2],"a_pub_y":[3],"b":[4],"b_pub_x":[5],"b_pub_y":[6]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_scalar_mul/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_scalar_mul/target/witness.tr
new file mode 100644
index 00000000000..3204207ec63
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_scalar_mul/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_schnorr/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_schnorr/target/main.json
new file mode 100644
index 00000000000..a1d4e9fd5ab
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_schnorr/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"message","type":{"kind":"array","length":10,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_x","type":{"kind":"field"},"visibility":"private"},{"name":"pub_key_y","type":{"kind":"field"},"visibility":"private"},{"name":"signature","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"message":[1,2,3,4,5,6,7,8,9,10],"pub_key_x":[11],"pub_key_y":[12],"signature":[13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_schnorr/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_schnorr/target/witness.tr
new file mode 100644
index 00000000000..67be3f493a9
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_schnorr/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_sha256/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_sha256/target/main.json
new file mode 100644
index 00000000000..0c66e2ee1ac
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_sha256/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result":[2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_sha256/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_sha256/target/witness.tr
new file mode 100644
index 00000000000..94082c71dfc
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_sha256/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_slices/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_slices/target/main.json
new file mode 100644
index 00000000000..9d547a1a90d
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_slices/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_slices/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_slices/target/witness.tr
new file mode 100644
index 00000000000..3530c6f59c1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_slices/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/Nargo.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/Nargo.toml
new file mode 100644
index 00000000000..e0b467ce5da
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/Nargo.toml
@@ -0,0 +1,5 @@
+[package]
+authors = [""]
+compiler_version = "0.1"
+
+[dependencies]
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/Prover.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/Prover.toml
new file mode 100644
index 00000000000..07fe857ac7c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/Prover.toml
@@ -0,0 +1 @@
+x = "2040124"
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/src/main.nr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/src/main.nr
new file mode 100644
index 00000000000..508725407d0
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/src/main.nr
@@ -0,0 +1,14 @@
+use dep::std;
+
+unconstrained fn main(x : Field) -> pub [u8; 31] {
+    // The result of this byte array will be big-endian
+    let byte_array = x.to_be_bytes(31);
+    let mut bytes = [0; 31];
+    for i in 0..31 {
+        bytes[i] = byte_array[i];
+    }
+    assert(bytes[30] == 60);
+    assert(bytes[29] == 33);
+    assert(bytes[28] == 31);
+    bytes
+}
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/target/main.json
new file mode 100644
index 00000000000..74c09f73b7b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"array","length":31,"type":{"kind":"integer","sign":"unsigned","width":8}},"return_witnesses":[2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/target/witness.tr
new file mode 100644
index 00000000000..0d48d549824
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_be_bytes/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/Nargo.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/Nargo.toml
new file mode 100644
index 00000000000..5a02ffe4729
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/Nargo.toml
@@ -0,0 +1,5 @@
+[package]
+authors = [""]
+compiler_version = "0.7.0"
+
+[dependencies]
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/src/main.nr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/src/main.nr
new file mode 100644
index 00000000000..65b0e5ca86c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/src/main.nr
@@ -0,0 +1,24 @@
+use dep::std;
+
+unconstrained fn main() {
+    let field = 1000;
+    let be_bits = field.to_be_bits(16);
+    let le_bits = field.to_le_bits(16);
+
+    for i in 0..16 {
+        let x = be_bits[i];
+        let y = le_bits[15-i];
+        assert(x == y);
+    }
+
+    let x = 3;
+    let be_bits_x = x.to_be_bits(4);
+    let le_bits_x = x.to_le_bits(4);
+
+    for i in 0..4 {
+        let be_bit = be_bits_x[i];
+        let le_bit = le_bits_x[3-i];
+        assert(be_bit == le_bit);
+    }
+
+}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/target/main.json
new file mode 100644
index 00000000000..e0ee43405a2
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bits/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/Nargo.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/Nargo.toml
new file mode 100644
index 00000000000..5082c6e12ec
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/Nargo.toml
@@ -0,0 +1,5 @@
+[package]
+authors = [""]
+compiler_version = "0.1"
+
+[dependencies]
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/Prover.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/Prover.toml
new file mode 100644
index 00000000000..23f7acea449
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/Prover.toml
@@ -0,0 +1,2 @@
+x = "2040124"
+_y = "0x2000000000000000000000000000000000000000000000000000000000000000"
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/src/main.nr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/src/main.nr
new file mode 100644
index 00000000000..964f4b49bf5
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/src/main.nr
@@ -0,0 +1,27 @@
+use dep::std;
+
+unconstrained fn main(x : Field, _y: Field)  {
+    // The result of this byte array will be big-endian
+    let y: Field = 2040124;
+    let be_byte_array = y.to_be_bytes(31);
+    // The result of this byte array will be little-endian
+    let le_byte_array = x.to_le_bytes(31);
+    
+    assert(le_byte_array[0] == 60);
+    assert(le_byte_array[0] == be_byte_array[30]);
+    assert(le_byte_array[1] == be_byte_array[29]);
+    assert(le_byte_array[2] == be_byte_array[28]);
+
+    let z = 0 - 1;
+    let p_bytes = std::field::modulus_le_bytes();
+    let z_bytes = z.to_le_bytes(32);
+    assert(p_bytes[10] == z_bytes[10]);
+    assert(p_bytes[0] == z_bytes[0] as u8 + 1 as u8);
+
+    let p_bits = std::field::modulus_le_bits();
+    let z_bits = z.to_le_bits(std::field::modulus_num_bits() as u32);
+    assert(z_bits[0] == 0);
+    assert(p_bits[100] == z_bits[100]);
+
+   _y.to_le_bits(std::field::modulus_num_bits() as u32);
+}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/target/main.json
new file mode 100644
index 00000000000..6c857f37640
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"_y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"_y":[2],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/target/witness.tr
new file mode 100644
index 00000000000..b3813a1f976
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_bytes_integration/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/Nargo.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/Nargo.toml
new file mode 100644
index 00000000000..e0b467ce5da
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/Nargo.toml
@@ -0,0 +1,5 @@
+[package]
+authors = [""]
+compiler_version = "0.1"
+
+[dependencies]
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/Prover.toml b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/Prover.toml
new file mode 100644
index 00000000000..07fe857ac7c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/Prover.toml
@@ -0,0 +1 @@
+x = "2040124"
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/src/main.nr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/src/main.nr
new file mode 100644
index 00000000000..3afa65d9eff
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/src/main.nr
@@ -0,0 +1,14 @@
+use dep::std;
+
+unconstrained fn main(x : Field) -> pub [u8; 4] {
+    // The result of this byte array will be little-endian
+    let byte_array = x.to_le_bytes(31);
+    let mut first_four_bytes = [0; 4];
+    for i in 0..4 {
+        first_four_bytes[i] = byte_array[i];
+    }
+    // Issue #617 fix
+    // We were incorrectly mapping our output array from bit decomposition functions during acir generation
+    first_four_bytes[3] = byte_array[31];
+    first_four_bytes
+}
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/target/main.json
new file mode 100644
index 00000000000..de1dbd7ca6d
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"array","length":4,"type":{"kind":"integer","sign":"unsigned","width":8}},"return_witnesses":[2,3,4,5]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/target/witness.tr
new file mode 100644
index 00000000000..3a194cc0031
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_to_le_bytes/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_top_level/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_top_level/target/main.json
new file mode 100644
index 00000000000..dab27c2a64d
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_top_level/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"array","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"private"},{"name":"x","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"array":[1,2,3],"x":[4]},"return_type":{"kind":"array","length":2,"type":{"kind":"field"}},"return_witnesses":[5,6]},"bytecode":"H4sIAAAAAAAA/9WUSw7DIAxEzSdQIOq6xwjtBbj/qRpUrE6sbKqaRUZCBsfYz5GTSESGPgr7smPffY6O4rg27PafqtHLtc1itBdgdBMYZ3B6RU4DjDyzy5hh1mPYRN9ZNuCzdBTebTqcL2RKkJ9r34FdPmPmvC8v4gLkbTqsVXI4qMW6nXAuwBlFXIC+mw7nMwmOLiPODfYJbD7hK7p8tUAdD3xZ8PG5gGVf/OFe72sVfeF8r5BTvifVnzk3LD/INw64bhxlBgAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_top_level/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_top_level/target/witness.tr
new file mode 100644
index 00000000000..38bdf1f7263
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/brillig_top_level/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/cast_bool/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/cast_bool/target/main.json
new file mode 100644
index 00000000000..86481ef0042
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/cast_bool/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+2UPQ7DIAyFnT+aLD2LHSAxW69SVHL/I7SVUEVTtpiKIV6wGD7bz9abAGCC3+jie4svHgtqEpbGxZiwzoE03XF2ni0a6xcmJsv2MbPWgQ2vzrsVHRkdaLNObxHWCrI6uRlRvRhNRstGWEvJntN++0zeZm5CFZgJdnX2Ol4zf6LFSyypL8AdQO74S809yO8IE+TnKGvUVAmz/mEoCsoYyiXJT0M5yFRRUGnuCHUbynvuUX5HX4ZSu6ZpPAHpR552sgkAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/cast_bool/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/cast_bool/target/witness.tr
new file mode 100644
index 00000000000..2147178e3c7
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/cast_bool/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_array_access/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_array_access/target/main.json
new file mode 100644
index 00000000000..b24b63d449f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_array_access/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"private"}],"param_witnesses":{"a":[1,2,3]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81S0Q7CIAysc0Of/JaWwmjf/BWJ7P8/Qc0waRbjyyDZJeSgD9drjwsAOFhxrXyufHqfwbzB1D+4V2acQyjJF2J6oNcsEUPMs5BQlPj0wlwkSNKsCZUCF1qi8oIrRqOFO+GMv3+ecR+opWfrdzL3sfJgat8sXIeZYNNnu8fbj1rT5j1CmjroOmj3+XvN7dpnhEby8Du1eAFDhMck5QQAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_array_access/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_array_access/target/witness.tr
new file mode 100644
index 00000000000..5e9a938686f
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_array_access/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_recursion_regression/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_recursion_regression/target/main.json
new file mode 100644
index 00000000000..a9958a00e0a
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_recursion_regression/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NmwA0AznCughwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_recursion_regression/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_recursion_regression/target/witness.tr
new file mode 100644
index 00000000000..145cbf8e447
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/comptime_recursion_regression/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/constant_return/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/constant_return/target/main.json
new file mode 100644
index 00000000000..7a181823ba0
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/constant_return/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"_x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"_x":[1]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/6WOwQmAQAwEozaUXBJv87MVD3P9lyCigujT+SzsY5iJiAb6cn/LtcqzWdaSorJyiQZn8zZDIA7fClQThhotKoeYpnQP7XwyPlz8D383Hu4d3KqMK8gAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/constant_return/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/constant_return/target/witness.tr
new file mode 100644
index 00000000000..2a69317d1c3
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/constant_return/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/contracts/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/contracts/target/main.json
new file mode 100644
index 00000000000..2342cde2f3e
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/contracts/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81TSw5DIQj0fXTZs4DoE3e9Sk3x/kdo09jEvLorJm82GBfDzADOGGPNL7ZW763Cf/BLx0VwhCDJCxI+wOfCEUIsByNj5Pj0TCQcOOWSE2QMJFhjJqkfyKrAVZuwTc8juDfHMshy0c0SNTX3evfBex3shJvgyZz6nHO8Df5Um88Y0j6B1xq95Z/l2+rPCDrKS2f61dYfzgvJ/XDZZQUAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/contracts/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/contracts/target/witness.tr
new file mode 100644
index 00000000000..9b6d4b799b4
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/contracts/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/debug_logs/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/debug_logs/target/main.json
new file mode 100644
index 00000000000..10fdd731f73
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/debug_logs/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/debug_logs/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/debug_logs/target/witness.tr
new file mode 100644
index 00000000000..3530c6f59c1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/debug_logs/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/diamond_deps_0/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/diamond_deps_0/target/main.json
new file mode 100644
index 00000000000..94d4ea0d36c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/diamond_deps_0/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":{"kind":"field"},"return_witnesses":[3]},"bytecode":"H4sIAAAAAAAA/62QQQ6AIAwEEXxQS1tob35FYvn/E4wJJiQeZS9zm2xmDyFs4bs0eAzCv+VtoStOLoLC7DU7Ep6QrakASyuKiqJyZSVyZa3WrIIhk2MXoz5kad0vejvGqenjvwH0cBkOZAEAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/diamond_deps_0/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/diamond_deps_0/target/witness.tr
new file mode 100644
index 00000000000..d2a6bdba5c8
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/diamond_deps_0/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/distinct_keyword/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/distinct_keyword/target/main.json
new file mode 100644
index 00000000000..46bead395a4
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/distinct_keyword/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"array","length":2,"type":{"kind":"field"}},"return_witnesses":[3,4]},"bytecode":"H4sIAAAAAAAA/9WRsQ6AIAxEAfV/WtpKu/krEuH/P8GQMJA4ioO33Ha919ucc4t7KnQ/usM7oR+yCHbmkmJBwhOiZRVgybuioqhcUYmKsibLlsCQqWAVo9rDwsReXzKHiczLvF7wl53Xicy+5/iBuf203bgB7LyxOQQDAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/distinct_keyword/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/distinct_keyword/target/witness.tr
new file mode 100644
index 00000000000..d79dfba9359
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/distinct_keyword/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/ec_baby_jubjub/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/ec_baby_jubjub/target/main.json
new file mode 100644
index 00000000000..d1dbb3968e9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/ec_baby_jubjub/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NkwA0A9IrFgRwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/ec_baby_jubjub/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/ec_baby_jubjub/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/ec_baby_jubjub/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256k1/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256k1/target/main.json
new file mode 100644
index 00000000000..88ec06aa660
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256k1/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"message","type":{"kind":"array","length":38,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"hashed_message","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_x","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_y","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"signature","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"hashed_message":[39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70],"message":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38],"pub_key_x":[71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102],"pub_key_y":[103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134],"signature":[135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198]},"return_type":null,"return_witnesses":[]},"bytecode":"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\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256k1/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256k1/target/witness.tr
new file mode 100644
index 00000000000..e05a88a992a
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256k1/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256r1/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256r1/target/main.json
new file mode 100644
index 00000000000..935f7707c7f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256r1/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"hashed_message","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_x","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_y","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"signature","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"hashed_message":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32],"pub_key_x":[33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64],"pub_key_y":[65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96],"signature":[97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256r1/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256r1/target/witness.tr
new file mode 100644
index 00000000000..79d009caea4
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/ecdsa_secp256r1/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/generics/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/generics/target/main.json
new file mode 100644
index 00000000000..c8f916d6d9c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/generics/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1USQ7CMAx0t1A48Ba7SRrnxleISP//BEAKUlRyqyMVUV9i5TCeGVtzBoALfFeX3lt6cVtRk2FpnI2Jboqk6Y6TD2zR2DAzMVm2j4m1jmzY+eAdejI60mK9XhJYK4jVyWlE9cJoCl42wl5Kcs759oW+LdyEqqAJVnPWPl4Lf6LDayypr4A7gNzx19I9yO8IM8jde/qpfwlRBb8XopKcc76nrD9CdCOmSoZK446w7xB96x7ld1Q1RKU9zesJARUlWqYKAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/generics/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/generics/target/witness.tr
new file mode 100644
index 00000000000..5ea3587e89a
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/generics/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/global_consts/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/global_consts/target/main.json
new file mode 100644
index 00000000000..18947d0f1cf
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/global_consts/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"array","length":32,"type":{"kind":"field"}},"visibility":"private"},{"name":"b","type":{"kind":"array","length":32,"type":{"kind":"field"}},"visibility":"private"},{"name":"c","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"public"},{"name":"d","type":{"kind":"array","length":5,"type":{"kind":"field"}},"visibility":"private"}],"param_witnesses":{"a":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32],"b":[33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64],"c":[65,66,67],"d":[68,69,70,71,72]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/global_consts/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/global_consts/target/witness.tr
new file mode 100644
index 00000000000..33200a80fe2
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/global_consts/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/hash_to_field/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/hash_to_field/target/main.json
new file mode 100644
index 00000000000..29aaf0fe831
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/hash_to_field/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"input","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"input":[1]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/12J0QoAAAQDDw/+/4eFJOVqre0MEIZufzsqyrGuvwTtyJBSPAAAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/hash_to_field/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/hash_to_field/target/witness.tr
new file mode 100644
index 00000000000..6802e590420
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/hash_to_field/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/if_else_chain/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/if_else_chain/target/main.json
new file mode 100644
index 00000000000..fa613cbae13
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/if_else_chain/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"c","type":{"kind":"array","length":4,"type":{"kind":"integer","sign":"unsigned","width":32}},"visibility":"private"}],"param_witnesses":{"a":[1],"c":[2,3,4,5]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/if_else_chain/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/if_else_chain/target/witness.tr
new file mode 100644
index 00000000000..62d88832f6d
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/if_else_chain/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/integer_array_indexing/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/integer_array_indexing/target/main.json
new file mode 100644
index 00000000000..5e58ad72bda
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/integer_array_indexing/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"arr","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"private"},{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"arr":[1,2,3],"x":[4]},"return_type":{"kind":"field"},"return_witnesses":[5]},"bytecode":"H4sIAAAAAAAA/9WTSwrDMAxE7XxI6Cl6BMmyYmnXq9TUuf8RmlIF2nWURQbE2CAeaJBuIYQxfDWb9+Zxq87++3vY6h7+tfc/zOGYcPhhESw5t5IaEj4haRWGzHURFGThVxKiJlmKVi2gmKnhykqrwUZH1uQ3I5yZX3RkdY6s+SL59Y6syXH/zsgvmn/u5A0d7BUVDAQAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/integer_array_indexing/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/integer_array_indexing/target/witness.tr
new file mode 100644
index 00000000000..5197732ed97
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/integer_array_indexing/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/keccak256/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/keccak256/target/main.json
new file mode 100644
index 00000000000..80463d797ba
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/keccak256/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result":[2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/keccak256/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/keccak256/target/witness.tr
new file mode 100644
index 00000000000..de6cb4f848a
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/keccak256/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/let_stmt/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/let_stmt/target/main.json
new file mode 100644
index 00000000000..d1dbb3968e9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/let_stmt/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NkwA0A9IrFgRwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/let_stmt/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/let_stmt/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/let_stmt/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/main_bool_arg/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/main_bool_arg/target/main.json
new file mode 100644
index 00000000000..29d74065b6a
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/main_bool_arg/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"boolean"},"visibility":"private"},{"name":"y","type":{"kind":"array","length":2,"type":{"kind":"boolean"}},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2,3]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/7VUSw4CIQwtMIPGhWehfIay8yoSmfsfQY0sKpndlCaktCSvr33ABQBu8DP1Wbp7xWI9xKbvrywH7Iyb6v7RvTtnqBhWcFuMLfuGAZ/Ol0rJxVQ3QsJE6eUphEaRcqklu4IxNNxTCXsH4zyNME8tyNMIYi1yPTrL9J2puSRnzndl+6V7fXAn7ISeYKgzzvF+kBMtPkOkdQKuBdkHP6NvK6/R3+c0cj47BzuJ59felc4+XFEGAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/main_bool_arg/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/main_bool_arg/target/witness.tr
new file mode 100644
index 00000000000..1d56c4bc173
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/main_bool_arg/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/main_return/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/main_return/target/main.json
new file mode 100644
index 00000000000..384bca56c0f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/main_return/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"field"},"return_witnesses":[1]},"bytecode":"H4sIAAAAAAAA/2NiQABGJBqZDQACwnKXJAAAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/main_return/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/main_return/target/witness.tr
new file mode 100644
index 00000000000..8083b6de7e4
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/main_return/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/merkle_insert/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/merkle_insert/target/main.json
new file mode 100644
index 00000000000..9220d7e0c22
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/merkle_insert/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"old_root","type":{"kind":"field"},"visibility":"private"},{"name":"old_leaf","type":{"kind":"field"},"visibility":"private"},{"name":"old_hash_path","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"private"},{"name":"new_root","type":{"kind":"field"},"visibility":"public"},{"name":"leaf","type":{"kind":"field"},"visibility":"private"},{"name":"index","type":{"kind":"field"},"visibility":"private"},{"name":"mimc_input","type":{"kind":"array","length":4,"type":{"kind":"field"}},"visibility":"private"}],"param_witnesses":{"index":[8],"leaf":[7],"mimc_input":[9,10,11,12],"new_root":[6],"old_hash_path":[3,4,5],"old_leaf":[2],"old_root":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/merkle_insert/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/merkle_insert/target/witness.tr
new file mode 100644
index 00000000000..d96f3aeb4a5
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/merkle_insert/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/modules/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/modules/target/main.json
new file mode 100644
index 00000000000..733ceee98d8
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/modules/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/7WTMRLEIAhFMYmWexYQjdjtVdZZc/8jJIWFk9gFaXAsHvwPOACw8Iy15W/L+C7IdCzGPYSafCWmH/pcJGKIZRcSihL/XpirBEm55ISZAlc6YuajwRZF1qqnEd3FMAMvjbKXmj33/W6D9zLYCTdBE9zq3H38DP5Ui88Y0jaBa0Fv+Wfptvozwg756PmtDxb0D6o/nBOuGXV3ZQUAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/modules/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/modules/target/witness.tr
new file mode 100644
index 00000000000..75b360e7cac
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/modules/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/modules_more/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/modules_more/target/main.json
new file mode 100644
index 00000000000..b068003e8a8
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/modules_more/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/7WSMQ7DIAxFTRIYexYbQzBbr1JUcv8jtJEYUMIW48WI4fn/bzsAsHCvtfV36/isyHQsxj2Emnwlpg/6XCRiiGUXEooSv16YqwRJueSEmQJXOmLmo8EWRdaq5xHdn2EGWRrlLDU193q3wXsZ3ISb4Akuc645vgZ/qsNnLGmbwLWgd/yzfFv9HWGHvGl+moOdpPOsH7Te5QZhBQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/modules_more/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/modules_more/target/witness.tr
new file mode 100644
index 00000000000..37e8a80e806
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/modules_more/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/modulus/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/modulus/target/main.json
new file mode 100644
index 00000000000..ddc4c89c24c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/modulus/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"bn254_modulus_be_bytes","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"bn254_modulus_be_bits","type":{"kind":"array","length":254,"type":{"kind":"integer","sign":"unsigned","width":1}},"visibility":"private"}],"param_witnesses":{"bn254_modulus_be_bits":[33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,241,242,243,244,245,246,247,248,249,250,251,252,253,254,255,256,257,258,259,260,261,262,263,264,265,266,267,268,269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,286],"bn254_modulus_be_bytes":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32]},"return_type":{"kind":"field"},"return_witnesses":[2003]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/modulus/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/modulus/target/witness.tr
new file mode 100644
index 00000000000..cc9339c4168
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/modulus/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/numeric_generics/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/numeric_generics/target/main.json
new file mode 100644
index 00000000000..d1dbb3968e9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/numeric_generics/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NkwA0A9IrFgRwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/numeric_generics/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/numeric_generics/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/numeric_generics/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/pedersen_check/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/pedersen_check/target/main.json
new file mode 100644
index 00000000000..d1f482ff0b1
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/pedersen_check/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"},{"name":"salt","type":{"kind":"field"},"visibility":"private"},{"name":"out_x","type":{"kind":"field"},"visibility":"private"},{"name":"out_y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"out_x":[4],"out_y":[5],"salt":[3],"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1X0Y7CIBDctl499dTTU3P3F1CKhbf7FRvr/3+BsY2QrMQ3hqQmTkKgbbKdmYXN8kdEe7oj60fZj5w9X93z1b0bvk/pEYWb/92sxLGuu6bqpJInUdnWaFHr9mikkdroc2WU6kxtGtvaRlhZq05etFUXcceExRJxkCWQ1yeOlyidvyGywEsRB4nkzPnO2Hri5vzJnigTaKLgP6GPqyfvoD9PkaRZgrhzwm3+VLrn+BwJFnL0nnqgi+gHUPMUyGtBr1dEkZw53y+2fhfRyJgLZyg67pLGXUQH3Ut8jpIWUbSnHgWWp8mAmnNgrN9EeQb7JwtgnlfAWEj//K3Jn5GBp78trfvxTY8Iz1Kslg1MS9WGWjZMy7YfP4EWdNOyBu69LZDXjl6vaUFy5nz3bP1uWiJj7pyh6LgHGnfTMug+4HOUtGlBe8pxA27iNqiHEwAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/pedersen_check/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/pedersen_check/target/witness.tr
new file mode 100644
index 00000000000..b5fcf213d24
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/pedersen_check/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/poseidon_bn254_hash/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidon_bn254_hash/target/main.json
new file mode 100644
index 00000000000..a342365b317
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidon_bn254_hash/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x1","type":{"kind":"array","length":2,"type":{"kind":"field"}},"visibility":"private"},{"name":"y1","type":{"kind":"field"},"visibility":"public"},{"name":"x2","type":{"kind":"array","length":4,"type":{"kind":"field"}},"visibility":"private"},{"name":"y2","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x1":[1,2],"x2":[4,5,6,7],"y1":[3],"y2":[8]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/poseidon_bn254_hash/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidon_bn254_hash/target/witness.tr
new file mode 100644
index 00000000000..be006293b94
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidon_bn254_hash/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/poseidonsponge_x5_254/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidonsponge_x5_254/target/main.json
new file mode 100644
index 00000000000..d5b276b911b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidonsponge_x5_254/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":7,"type":{"kind":"field"}},"visibility":"private"}],"param_witnesses":{"x":[1,2,3,4,5,6,7]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+T9edhux5Q+jr8xNUEQQcw0CRrpvapq167NEfSQPoKI4JiHqtpV2thTRMwREdNBzERMxxRTo7VGTBFBa621Fi0i5imIOOY5fnedz+d7Xc/7u76X7x/7fvb1rus9RCLnnOc8ddeqVWvda627/vzmGxs/vMbGvh+X/T9/2/iT//v3/fDXJfDXJfHXpfDXpfHXZVZ+/v/5cYn/+/fb/d+/d/N+yH4rn2U771wZTBErsTNjCn3n+uSDBOlDP5lgbQkuDGMah24UZ4vUfrT1/37YZVe/V9+7abDeSp+C96Z2pk4pDhP+5VBTjjIOsSQxJXo3iMVPWVtNcEMvJuSkZc2XI695P/Ja255c7v/lc+eue3/ed+w0rfvyW3zdbV8uv4Z1X4G87v/nx1Y+21fc0OHPLkFc8wErn2VqsGmcqunHZPARKU+DC13vbTdkOwy9G7thql3uauo629e+C0Puw9SXkM3ktKz5SuQ1s89025MrbfDP9JU3trYvW9e6r7LF19325SprWPeBGzp8OPNsX3VDhz+7JHHNB62uOcehK6aEaah2jGKcG2IOtuuN6yU5L1X6GpKTOPSlWhmlN12ofUxx9MFqWfPVyGtmn+m2J1fb4J/pq29sbV+2rnVfY4uvu+3LNdaw7oM3dPhw5tm+5oYOf3Yp4pqvtfJZklNfRywlFR9dX0ZJHZIRgx+D5NGNo5PRV+QekzG5n1zJg4w5BVtyLXHUsuZrk9fMPtNtT669wT/T19nY2r5sXeu+7hZfd9uX665h3dfb0OHDmWf7+hvrPdumr6nvku9jrg7huxtymmySLMM0DnmoxXj81hyNDZMv1oUeCwgef3geBt83fuuKa9jrf7vUem3cjHbyWOMwxcFIZ2zf414sqYKiarj6qaTeAh3rB2DdAwQpVsrUD37Ad2854VXXsO73rHndAovB18K13nU5wIZ8JyIxm36KbnDW+34cSz/0cUxDmaoX11dxKfrJZsmuxVHXXMO637vmdXcxRtsXkwPWUgU7X6It1vo8jT7acRhNskHs2LtaxlQtdjqNXTXVj3kchuZ7rr+Gdb/vUuvxaZf8/1//vB9C3B9ZXfNc/M5YCL+53/MGxL0g+kZ5/6VWfcPUvJ2E0dihszkLMoCIDCFJn0HyZJstjs5oXBTrvIsVi81YJK4dm2u/Tvsj+kU5g2h/71difzfcJvbHjmVvgM+44Qbf7//pxprvu3k/1rbuG23xdbd9udEa1n3jDR1+4pCN7X1PiQM6ne9tiD1K0wXVjpKt6UovU48PEWdGFD8CQuE8ICcKNdahdGKi9Faq3RQnFdRE/AC8U6jZRlRLUixIqYYw9gW7UV1BXmZNxjdH6D0guXNYTRq8rVUsM046S8k9dejqXnRjZ7oplzJ1xVn83WXxnTEW+WiQQZCFTgEZbga01hvvp1R6Z3sDarNUx7S/j67a35AceNKWTyCVcCGjztWBTMVyvJt6E7DIMpQqEbaCZLyHDdnQD2M0U0rd8MfwQ1VtMMn0seXcpVTf58HGAQtytlmzs0OxMcLcvHUpeTEy1JSG2Heds8kx46SziPb3USX2d5NtYn/se7Od25ts8O/Nm25s7XhhXeu+2RZfd9uXm61h3X+2ocNP3Hxje99T4jqJ4zBZAYsWXZIR0Q144Q7xUEJ4JG5okQ4qjUOJk8+5zykV5z1WDO5tXI2TwLxlW/oxpqmbUvDV5A5cc5eSyyO+F5jIJL43MXpnu2htH6bYxW4KxueYIzNO+riSe+oWq+fEga0GWe177B1iVEBnvU1VuiKxT1PxXcGWTqWLoLvHsUO0mcX5XmzFvzZM+/vE6meFFpGgPtF3pcg0hXHyU0V1IU2Dz7CVsQ+SUKkwdgIF6wyimq5PIee28XH6Y/hhDQn4lSmAjR+70lWb7BDHKQ8lISZKFZ9tu4R/b60gL5i8cZ2NPf5p7FNixkkfJ9rfJ5TY3y23if2x7812bm+5wb83D9vY2vHCutb951t83W1f/nwN6+42dPgJ2dje95RBzBVB9Iwm4N6RVBHg9M6134d4ZjJddsVJLn7q+2CQ5xcx2RlQWimM4Ik2xUkWxdmKHTHRoXrrYrahTH5EoNUhkMMlF/EZrkPROmRffZE+TrUbwxhQrrcDM076DyX3lFn5LMG/nBJqvvjdNlhJk5QE+wMJJwmRAWJeM0gteUp56Ivgl00FcGLvnc+DZ9rfp1b3dTDZt/7qOuw7E5Mdg/PW1wTWB9xirEgYjBmnbkiwGZyUaUKtWgZfQg1G/hh+0knpXCxhdFbMCDjD4Gr2bhxqrtNY6iQTouwKutT0o8BQgngQpgFJQo0DM076D6L9fUqJ/dltYn/se7OdW7vBvzfdxtaOF9a17n6Lr7vtS7+GdfsNHX5i2Nje91TnbZ5yiBJz1ztEMsXm0Q3RIpDpTfXBdmPqomtd6Tn56EZwQQFlOmDTTcOmOAmf1VscpTxMfsAf3/VdbZ/SSx3j2FnXGR9jAnGVQhqsTCP2xUbj+qkHsj0zTvovJfdUWN0LBLd9HGxXax1QMDUBLGU1qfND5xJYlOSz7REq5KmRdWFqXXR+KOLwHzCJTPv7zOpnTa3ia2rEPoFUlQLe0aHmCjowd2nAmXDOJJwOxDMRFVT8TO+NaYQj4vm+/jH8BExmDR0o0n5E+RcRU5cRlZdx7K0rdkSVzY/Woo6cqwSPxMCCrASzhGrdFAfPjJP+i2h/n1Fif+M2sT/2vdnO7bjBvzdvtbG144V1rfvWW3zdbV9uvYZ179jQ4Sdus7E9/QSCF9A8U8V9NEoXcGGjtoGqXruSUHP0YzWm9K2eiDgKd1XL8cE1ZVBBbcZBbozPOGQNdvM/657TmDmf0urJN1/Duj+3xedT2ofKGtZ9zhafT2n53rCGdX9+i8+nNP99mzWs+3+VzKcQ90f+lxh/f0EJfkR/JucQ8TtXSf5yOHEviHeqfHFTnWsIYIlchk/pbOhCGHBdhIzro295L0Ko0psSk0sjKBifTZ729QnVZCviinXaH/GcyLlE+/uiEvu77TaxP3Y+1c7tbTf49+btNtYcL8z7sbZ1336Lr7t9zu3XsO6/2NDhJ/5yY3vfU3Pnez5PnO9hxpnfWOiemtvrvCnOnDnrwowzv6nknv+r1b0Yq1RUBPGbepeM+ATMa/UeRUBbjIEZlpwAH4wOPxVg+KAIxhH7hJKZ98zz+63NdUI34kSUyQd8lZiDuLGC6cK3qgGnFT/hBsHmgreY+tiPbVpv8gZWk/q61jiTeE7km0T7+5YS+/vrbWJ/7Lijndu/3uDHHUdsbO14a13r/pstvu62L3+zhnXv3NDhJ+6wsb3vqbnzUZ8nzkcx48wLluIzZ/aKb4ozZ84KMePM7ym554/cWD0nPYL+lKSHTZneo6aImpPknDtE/aVZMepS1sVWcC0oXWSDKtXUS0S1pisj8/x+f/WzBMe0jtM05BF5QnYJCVjoRmzl1PmSsN7J9qiS1paLwXIscpYa4hBMqcP0R/uBunk/hHhO5HtE+/u+Evu74zaxP3bc0c7tHTf4ccedNrZ2vLWudd95i6+77cud17DuozZ0+Im7bGzve2rufNnnifNlzDjzoqX4zJm99p/bpEs1b9aKGWf+SMk9f/QmWw4mFBPBA7dZTGyLT7kfXZkKksaxOANSWIYxdM4NXQfu3gdkRD75YUpiDPP87l39LCxoxJdOOB598eKm3IVqjEnOjwlmU0LwxbtUbXYd2GykdB0KAb0D3z/ZtfZtEM+J/Ihof3uV2N9dt4n9seOOdm7vusGPO47Z2Nrx1rrWfbctvu62L3dbw7rvvqHDT9xjY5vfUzPn8z5PnM9jxpk/W6w/c96swqY4c+asGjPO/LmSe37X6l5MtY91ipNNpYAuLtbAnk2KUvo+5qkmFywSKTNYO6I+EWKNTffDhV56F6h9L79Y/ayYW06Q+2EawWmjbDLhWIxTS8dqDa0h3EkxDv/FwUNu257kC86M/eQle//H7W/e9ySeE/k50f5+ocT+7rlN7I8dd7Rze88Nftxxr42tHW+ta9333uLrbvty7zWs+z4bOvzEfTe2p5+YO9/4F/iMv1yD3fxmi883tn6QO6xh3b/d4vONrT5xlzWs+3dbfL6x5cv3WMO6f7/F5xub/77vGtZ9sZL5POL+yMXE+PsPSvAj+jP5HRG/jUvriEvuR9wL4p0q+63ihwhIvJE4okDnUofbc4yNjOsRM4Rx6hCnDJ2XWECVwONMYsDN1c4VbyZQduu0P+I5kVWbmbuv+ymxv/tvE/tj51Pt3N5/g39vPmBjzfHCvB9rW/cDt/i62748cA3rftCGDj8RN7b3PTV3vvH3xPlGZpy5/0L31Nz5xt8S5xuZceblldzzaXUvZs6NMM/vFVbwMz45CZ3J3dC0vfLorfEO2XrXj8b60ncZBmJrQonUTx0OtIng7SLMCoRZWut8I/GcyOWJceYVlNhf3ib2x4472rnNG/y4Y9rY2vHWutZdtvi6276UNay7bujwEw/e2N731Nz5xt8T5xuZceaVF7qn5s43/pY438iMM6+i5J7/25XPmjs3wjy/B66eX5QGpymGDllEGgx8B+pE+CI4RsFIX7o+jzAQP+A8JI9sMlbrbHCxTMl5k/6o/c38nsRzIlchxpkHKrG/h2wT+2PHHe3cPmSDH3c8dGNrx1vrWvfDtvi62748bA3rfviGDj/xiI3tfU/NnW/8PXG+kRlnXn0pPnPmfONvifONzDjzGkru+UdusuV5cyPM83vw6vk1YibQ+7WvoLWrca49SeCGigTLGjfGKcQUUiOqwwQjmpBAtoylGcIEPP4Yft28H0I8J3INYpx5sBL7+7ttYn/suKOd27/b4Mcdf7+xteOtda37H7b4utu+/MMa1v2PGzr8xD9tbPN7auZ84++J843MOPM6S/GZM+cbf0ucb2TGmddVcs8fu7oXM+dGmOf3eiv4SeqctHdBTUXq4OBmiptqLCXibJXeR2uGNtSBegoSvK4R1R0o7DKB9i5YxR+3v3nfk3hO5LrEOPN6SuzvUdvE/thxRzu3j9rgxx3HbWzteGtd6370Fl9325dHr2Hdx2/o8BOP2diefmLufOOD8BlxDXbzp5de73mZO9/Y+kEevIZ132jd654539jqE49Yw7pvvOZ1z51vbPnyP61h3Yesed1z5xub/37MGtZ96GL536wfQtwfOZQYf99ECX5EfyY3JuJ3UyX5y2OJe0G8U+Vmq58VO8GdmJIx1SWfQgEBUrGuFo0UECAgxFIbKcj7pkBQaZXiUWxFwRgsXV2r3jnxnMhNifZ3MyX297htYn/sfKqd28dt8O/Nx2+sOV6Y92Nt637CFl9325cnrGHdT9zQ4SeetLE9/cTc/Lnt75PWYDdmqfgwGz+ibCRpDEHwRXqs0gYk1r0tjYRA4cUWZJO+Q0kOvxjVq1y7CT9VkZAkYh4ghng/26X6oMxQk0nVdMi/2rxlNmCR8C2AmB8ymJyQ+yH1XnJB1a/zxtlWTurtFMZextWY2HTd1MESczca4BsSqpFTnvZZokF2J9PkHEqDtebBt0Z7nAdp9cBkXKpdPYSIn1OSnxD3WRwRv15JfHjCqi23QfABhWP4vylLRHE+SBqm3ocABjLU1iiZQqig3LKEobfjZLKzMMrRo5rP9Pt+9bPGKYAVLdL1tjUSum6IsdW9Syex5JoSXLbpShtK70ER4XwNIefBoLiL0nH5Y/iZ6MyIozpVrGeYEuq93qOEngruGY9isZukWji+sbGwKKODTkJtPfeoIsc6GmZ+3BPtzyuxvydvE/tjx6sn4DOevMGPO07c4NqNlnU/ZYuvu+3LU9aw7pM2dPiJp25sTz8xNz9p+/vUNdjNjqXi65l7TcyjZAfxfr7NUvj5MmXYobeoAKKKNDpk0PiSqIdGgBlgXKObxiShmU9B3lfxC1E4RQndIwlZzSkEy0WtCfvgh4Saq+kmMxXkOEh4sneoUhmkJK2yHcYC6x7qvsFgmzPqkClYZv3k8KXwSzEFY4e+xlqHENvakW2ZOiQ3NPFhHPAeoDo3+ElSse20m94MrpESLq/Gh4BltCka17kujDihXZjGgOwaf0Y3jj75KVobh9iPSCBQ+kcaOCLi7E0ptnQDs35yWyX5HXGf5bZE/G6nJL4+eXUvrA/IdwrO+DjBobbUBpRPPw6hVZUTbLLrhlIlTNPQGzAWzvgOF02sFpYdmffm7Vf9Cu44kCgD/rQ49TLZMDj4JpdLh2MHnzTgpKVk7eA7+BnX2rGbRMo4OvGgSdZpf0Q/Lbcj2t/tldjf07aJ/bHj/XZun7bBj9uevsG1Gy3rfsYWX3fbl2esYd3P3NDhJ561sT39xNz8ru3vs9ZgNzuV5HfEPFR2Eu/nOywVX3uL8pJxwcckyD9CAZdtuhBhizmj9pRxfsZ+Gqcc8ZUnOzqwFPi2vUd6Ec2m+t3Mc8es3x25EH6mT8UgdZviGDMS1ZqmqRskhoy8bOqapMHQpT4UKS6VYexq7DOMtJtaFTRtyskEeMcp9NnLvpG/apqE6wQDr1lk7JMZ7T7FBxj06EfnpzGXXIKNHQ5/Gpn1uzsqye+I+yx3JOJ3p6Xsr4Ir7FE3tq25ecDXxt9sidntU/NzKP+6abIR3GGoUzugwQwZ9WRb2yDDxKw/3YGI352V5Ce7V/cijSb31vVRYj+UqZ8CDnK0fvK5tZUMne1QJ+ySTF2j0KY2x9uEZ8RFK9y+l6NWeaNGxvXyf+eC4zghmDD4qiG61P5bfbV9U/YGj1fj5NPomzR0XxAk1BjX+v4E8ZzInYn2d5QS+3v2NrE/dr7Uzu2zN/hx73M2uHajZd3P3eLrbvvy3DWs+5QNHX7ieRvb00/MzY/b/j5vDXazS0l+TMzjZRfxfr7nUvH1zLNiiPkxs358r6Xyu1FwUF1E2urAYqUh+25IQ7Ulg9sKdsSBtv1YrLejmDGMdmjFZVREE2qX0W+avxs90hksU2xJKBQDRpRAs0vtERjf1RBQr5eUS0JxtJETGWRF8H4cnJTiM7N+fO/F6sdNvwgGEbzUlMa+T5Md2ku3PdaNczwIEB5Ljd0EazEGTtL002SAUZ9Nv5rfSUCJ3RsZBnEinc0Absj4h9GVbDtwE9W1/pKxm+AMQUna2PjJzsdWQQ6eWT++jxJ+gbjPch8ifvdVgh/RT8u9iPjdT0l+9/yN1bsoTT1uojrA/034NbiDxmEIbVofhz0XDwZ3Kri141Bcl4IzFqQkLqjcTzl7Ztx2/1W/4nI3uNS0zTrfHpUo4h2CCMkuxr5WU1J7lgvBWh3EDz6WqXRjBhIZ/Gia1ml/xHMi9yPa3/2V2N8Lton9sfPNdm5fsMHPG164wbUbLet+0RZfd9uXF61h3S/e0OEnXrKxPf3EXH6h7e9L1mA3VQm/QORBpBLv5wcr4Rd2EPkFZv/C3y4W35ixZjdiUbELg7VdisGiXI4zGzwKnyUUU5Nz1vbF1l7gf7CS0Ruswya3ygnM9VvM/oWHLHV+wyDFdNJqx9EOk+mMw9pGK1Pf26FEHyewA6XWCSe8n9ozs4JlexgoaAezqX8BZEwXYhNKSyhLe/zRTWQXH4PzLlgcStJ5KtWhRu0M3IAZJ7hCyQJgbZ+Z/QsPVZIfE/dZHkrE72FK8CP6aflbIn4PV4IfcZ/l4UT8HqEkP37pxqovtXaIw5DsBFoVzlNCV9vTPmGMHh61S970PWJPQf1qNH1yU+5KsJM1jc6lzhU+clPca10p09jus1yTH9qz32MLg2uKgtC2eWc/upDcUDrTIXabUukEF5+zo///0K+Ioy2g2FGGC/gzgNcUUptpirnf9+h6roPDZw64GEx7MEkG/JpGPKeu7zyz/+gRRPt7pBL7e9k2sT92vt7O7cs2+HnXqRtcu9Gy7pdv8XW3fXn5GtZ92oYOP/GKje3pJ+byM21/X7EGuzleCT9D5JHkeOL9/Bgl/MxOIj/D7J957GL8wjxfY4j8DLN/5nGL9c+YGmQsfZ/wn6ErfcF3zVhRjYPrXVdTtg1bkF3NL8aAQ905UyOC7yFNh2zCz9hSI/xBN3ggbn2G/cb22OlQTZLcVAhsBGk2gMyyqXZtG6bBTn3X+TEw+2cevxR+0cRqgrO9rT63b2C7odkgDMU0ccfsepxq23d2BMxp3xgeoPYjvjaun035CfyipL72OY4jXCZOKI7wMNYY25OuIMx8NxZcNWbCfsHcfYk9/jWYsiGUGJn9M09Qwi8Q91meQMTviUrwI/ppeRwRvycpwY+4z/IkIn4nKOEXXrnyWcZJQNw4gvHp2ouBFgXUaRqnAoIf7s6YNvxYivN90yuNNYpH3GKMnYprL+ox84Ynr+YNcMcF1VzUePAnhaHNRU7VuslbgwrvYEwIZWwFIDMgRmiCQxMihWBKN4wlD+u0P2KcKicQ7e/JSuzvVdvE/th8Rzu3r9rg562v3uDajZZ1v2aLr/vV+IzXrGHdezZ0+InXbmxPPzGX32r7+9o12M1uJfwWkYeT3cT7+dlK+K1dRH6L2b/1HCX81g4iv8Xs33ruUvjJFPDVXYLRdRPwiWN71ty0eaaaSq19iHUE2x+w0jp2qUjMbdhzSKMPfdzUvzXT7zP7t05ZCj/US1KJWBg4rs6DsxM3oHYSRuOBRgbHFxxsr8swwdLDfMB04cbAaRxiF8Om/i34zFwG68wktmvPnoIMK0MczeAHU10MWPEI0tFmP4BxHDpU/FGQmXClpMEGZv/W85TwC8R9lucR8Xu+EvyIflqeS8TvBUvdv/DfY+dycs6Pw1RzaS3q7S4RsNWdyYM3DreqhVMMvuIm7aaEKHHEfTrFzfOd3bwf8mwifi9UYn/EfZYXEvF7kRJ+5nWrtmxGQT2+w30TU9+Lj0FkHNubsiOixt6gWtWhujJ0qCvnvktmsh75SZNI64MtzLzrxav32oScwA61jK69hTuENGGhuLAyKmUIylJFeuQy1tzHkAR4ZNOPTiZBGFaGteofEf20vIhofy9WYn+v3yb2x+aL2rl9/QY/73/DBtdutKz7jVt83W1f3riGdZ++ocNPvGlje/qJufxg2983rcFu9ijhB4k8puwh3s+vVcIPViI/yOwffJ0SfnAnkR9k9g++fin7m+mrDZEfZPYPvmGx8wsiL9g6VtB4bnAdTtSU2/91dWiCe9Z52x4VGlM/2H5yRXCsAWZfTRl82dQ/OLYuuWptwx1/1ZQjzqU1DltR4AWswfrC1CdAElDYykPISYDj0IehGmb/4BuXwi8mD7q5xG6cUgdLgDOsriumgoQJxeN/+gknrh9xYrGCsRu6wXgYUZIOxbxN7zeNpTdd7CV6MDsmgO+ZrGs9ggXFwCE5n3tXSwQTHvwQBmdT3SdtBmdZJpOY/YOnK+FniPsspxPxe5MS/Ih+Wt5AxO/NSvAjxlnyOiJ+b1GCH3Gf5S1E/N6qhN9688ZqLGRTh1tjaNfPUOskGSW9rkfgN1TnYntD0YaKiBmhEu6PMeB2mUqHX+a6IffMvPVtq3lrQqE242ZEDGFsRlxq+4TyIW5EBL8IpqJ3PqIo2cc28tu6WsqEMmKPVMB34tdpf0Q/LW8l2t/blNjfW7aJ/bH5tnZu37LB503eusG1Gy3rftsWX3fbl7etYd3/vKHDT7x9Y3v6ibn8atvft6/Bbs5Qwq8SeWA5g3g/v18Jv3o8kV9l9q9+QAm/uovIrzL7Vz+ohF/dQeRXmf2rH1oqP641WRCnvoPRVDsOOYQeK+1cSWLg8TPYO2NyilMdcHb76jsjqOK59n/7zfqDM+9NZv/qh5eyv24YxxxhLPB3IEINvN8QYho7P5bRjNnD5JoRRjCqWI+krsPZcxZXbgbGm/pXnQfspQNSBuuyptRpNNMo2cDvRTfGrn2YBZ2Lz5ja+Y5pkIwNrN5Pltm/eqYSfoa4z3ImEb+PKMGP6KflQ0T8zlKCHzHOkg8Q8fuoEvyI+ywfJeJ39lLx39QUUQaHIMbKgKpk7FDQHDqkcvveKw7J+6YmJTkOCAQH58XgEkVcWAPiRsfsn/4IEb+PKeEH37Fqy0PAhwSDTM8PLQgaPAKi4CqCYxcQg/tqh8kXfHAdC8qavvQ2TQiKShbvqe/KfXz1s3ok+LFPQ+kjSq+IK5Ch1qGPqOgihkVgixypdAimOvwKJ51xIQ0hTAhYq/Xmj+HXzfshxHMiHyPa38eV2N87t4n9sfnKdm7fucHnnf5lg2s3Wtb9ri2+7rYv71rDuv91Q4efePfG9vQTc/nptr/vXoPdnKOEnyby6HIO8X7+vBJ+ejeRn2b2T/+vEn66EvlpZv/0F5Tw0zuJ/DSzf/rcpfiFmXedIfLTzP7pLy6Fn0s2jwEs8oSz2YU4eLGwK3xnfNUugEweHWAdm1gF1jukAr+YcI0UAzw2aSJ0Az7GRRzvocNH2RAK/hHOEJdUN/p2z9eGukEROsBBeAt2vO/yGKPBv4jM/unzlsLP2AEGY0puwh7RpJLGNGWDI4sv6guAnHBrJFy7XT9VM3UjjnQvY+1DGWLc9H6x73MQCyIfzmDEhYTiAH4ZohtUV3A9dXkQXCnTGK3tO5NwMZm+NB9pm9ZFZfZPf0kJP0jcZ/kSEb/zleBH9NPyRSJ+X1aCHzHOki8Q8fuKEvyI+yxfIeL3VSX4EfMkOZ+I39eU8Kv/tvJZxmcU3mvnnJ/y2HU+4g42CJxlqtVKMAMSjt6bFk5bQcSZQFIgZkfW0tIU6ruuX1+NCxCyGqzFTikh9wkIADyyg1HAooQ8uc5MyDmtR6qFHL8Oo0tgAPa1BtiWGK3T/ojnRL5GtL+vK7G/92wT+2Pzve3cvmeDz9u9d4NrN1rW/b4tvu62L+9bw7rP2NDhJ96/sT39xFx+v+3v+9dgN3uV8PvEOoTsJd7PP1bC7+8h8vvM/v2fKOH3jyfy+8z+/Z8q4fd3Efl9Zv/+z5Tw+zuI/D6zf//nS53fDu4qDcYZ3B0RBDJuycENoQNzjPMV2zxYI+HbS2sBa/S2a08e5xDd5FOYNvXvz4w7mP37v1hs/qHAaLrQMMl+cjATFEr8hHvCVVtlzLF2AYh6XC1YCQIQU4oZHb56P03djTfdH0m8G03nJxx/PxjpJcB8QeqH3NUMo4O7xWpHxEatzxNo9gb/P+Ln4U6Z/fu/VMJvEfdZfknE71dK8CP6afk5Eb9fK8GPGGfJT4n4/WYp/CY/9k1wH36oIOoQO0aUHZPDPZsR8yEBk2zxn65YpHWTDV3fsjA7epSL48DsP/8xEb/fKrE/4j7Lb4n4/U4JfkQ/Lb8m4vd7Jfz0BzZW4+dcGwMhqW/q/N7U2hvg4nqp4GkQReK3VuNq0x8IgwzwCsGaaUIug3hpZPJOF2/qO6nIvU2piN3LFEJAcGpBM/WxG42vySISBRkyIH3HekNNriWdSBXwvZFZrHX+gXhO5PdE+7tYif19cJvYH5svb+f2gxt83vNDG1y70bLuD2/xdbd9+fAa1n3mhg4/8ZGN7ekn5tZHzsRnfGQNdnPAZXTUR4h1HFld81z8rrQQfnPrI2cQ6yPM+ZErL2V/M+sju4n1Eeb8yFWWsr+Z9ZFKrI8w50cOXAi/ufWRncT6CHN+5KqL2d+8WMEQ6yPM+ZGDlsJvzLCHbqwO9gK/lkLqmsZ7tMY5YAWDS5Pph3Fsx7Hm5gG9T0B1aKr8w6b5EVzMvR1810cQi2HqepPtYEYTYunjFKZWPvH4Qin1FT5VxBr4WPjB0pXqA3N+5GpLnV8U5ODW/DBKSVhOhNGBZYV7tyHErptCDLXC9uDhhxbi7LuU/ZCdMd0k3ab5kR7LqNID8MHjWu+seJMDYkD8Y58RByIIssWEAmRwD+Fj6oRfGYcacYQzc37k6kvhN++HEPdZrk6M/66hBD+in5aDiPgdrAQ/YpwlBxLxu6YS/Ih5klyZiN+1lOBH3Ge5FhG/ayvBj+in5WAiftdZCL/ZOn6re9Eje+lcHELXnn8WhHSIYEA91FZr7nufkExPw5jDNCKFE+ljD45naJkiWIfK5O2uu4of/qwWtjbFtQF8SUA41RqmcgYnYoJHGGry5DK+IL6nII0PpUZvEY61lue1zt8Qz4lch2h/11Vifx/dJvbHrje0c/vRDT5vfPYG1260rPtjW3zdbV8+toZ1f3xDh5/4xMb29BNz60ttfz+xBrs5TEl9iVgHk8OI9/OfK6kvnUOsLzHnlzol9aU9xPoSc35JlNSXjifWl5jzS0ZJfWkXsb7EnF+ySupLO4j1Jeb8klvK/+FbTcl428aTcOA6oIiakK3RIgyJ2bTnmgNOWZ9Dirh6h+RMQNVjwOJ7bw+9NC9uY84v9Yvdv8bBp6WCclvt0tBHXIQWFTicqxHmYV1u6vG4Fjw8V0W1zWI5WOuAmK6rZdP8En5H73DN+hRQWBpxhLO0z8RN6x1qc2lI4lKtpYYmIoegU3J71QSw4srqmPNLXgk/SNxn8cT4b1CCH9FPiyPiF5TgR4yzxBDxG5XgR8yTpCPidysl+BH3WW5FxO/WSvAj+mkJRPx2KMGPuM+yg4jfbZTUR/595bMEcd+A7LhHtF1Az7jqSkljLikgOB9aj9KASL0GROlgHxARDnZEwlJiDNV31L76w1fwM9nHqctjTlgUMn3QTB4pF1ik4KLvfAemTqJMI2J4kBntEQJggcwyDoI86o/Of0kE8wmyKRcxWI4r+LAYkQGDQg2dASU6gUQNGYyKRZSbelAAwyhmDMgiUp2Y86+3Idrf4Urs75PbxP7Y9Zp2bj+5wefd/2ODazda1v2pLb7uti+fWsO6/3NDh5/49Mb29BNz63Ntfz+9Brs5Wkl9jlhHlKOJ9/NdldTn9hLrc8z5uWOU1OfOINbnmPNzd1NSn9tNrM8x5+furqQ+V4n1Oeb83D2U1Od2EutzzPm5XUv5v5mxliHW55jzc/dcbH6uDKFMwSU39NOYOvAMvfcoak4hFNyZvYwhWXxP22bpgEkxiCJNicbI4NIhm+4PUwLuGtdCylJNKAPWixqdK80XWticidPUNf3HOqG4Z2rThQxZxqkrPjPn5+61lP8rrYIJy0mmG1JtcR6sBn5+HNpD2NU35qZUxHw42j659nrSAHc14SS6ycgqP2NKyojOp+zMhGsnST/4hP/CRVj4gBThHGyELQ52clO1Uwt3msPssIOpE+b83L2V8KvEfZZ7E+O/+yjBj+in5Z5E/O6rBD9inCX3IOJ3PyX4EfMkuRsRv/srwY+4z3J/In4PUIIf0U/LfYn4PVAJfsR9lgcS8XuQkvrSf618liDw68zUdSBI04CoL4GFAHNTszWIDL1ksGRDn7pJBpBYfhJfc4wT8uHRJkPljeMKfoLEExGnn8aALN8bAcEmYzbW1K5HbiBdb0B5gmxDsAsqJTkstYozGdzeIOM67Y/IU8qDiPYXldjfZ7aJ/bHrXe3cfmaDX7f47w2u3WhZ92e3+Lrbvnx2Dev+nw0dfuJzG9vTT8ytb7b9/dwa7OZYJfVNYh1WjiXez49SUt/cNL85s77JnN88Tkl98xxifZM5v/loJfXNPcT6JnN+83gl9c3jifVN5vzmY5TUN3cR65vM+c3HKqlv7iDWN5nzm49byv6GALvqA7AazVBx+VqcNTFDixNjjDZGF6uf8F1FBkAZcNvAxMJUEU7GtFqTnBv3Muc3H78Ufrbv49jDDbXbssNCYpuBhX9PCArFjYheOosoJnYZhUmHWwZ+LTlEKhUmZVdrksBz8Ph13gU3jt4GG3EbIzivqHICq9KldrXjTjceZz2JNyMcA2x19M4Gx5zffIISfpW4z/IEYvz3RCX4Ef20PI6I35OU4EeMs+QxRPxOUIIfMU+SRxPxe/JS9wdSNdMiZtAHYlJvpz6bqUdAhngPMUbIA+iFMYaEJDhWBGu+d90Yire5iUcz55ceRcTvRCX2R9xnOZGI31OU4Ef003ICEb+TlOBH3Gc5iYjfU5XU585Z+SyZkkOu2zlQEOD77OAbN9uB5UogxezUegWRDQpoP1DVJoFtSA6EdG1CKJ2l6v6dvGkvZMjBe2RQufSjiz67ajrpYud7a10XMyh25EcdnH5MzuYRS45DbG8sxC6u0/6Icao8lWh/Jyuxv89vE/tj1wvbuf38Br/u878bXLvRsu4vbPF1t335whrWfe6GDj/xxY3t6Sfm1ofb/n5xDXZzqpL6MLGOLacS7+eXK6kPH0asDzPnh09TUh/eS6wPM+eHX6GkPnwGsT7MnB9+pZL68G5ifZg5P/wqJfXhSqwPM+eHX62kPryTWB9mzg+/Zin8ZsaqhlgfZs4P71nq/PqMZQScVz8mXIsAasp+spKnroxtkHUoIxj9KWLxcFoxI9YGUCiwC4Jgu+n9TcHZxQ3kUCZI3g+CoMfWFFvJIJcJf0CpRuoE82wxkx0y7ns7JhvSCEQNc374tYv1J7gxoSCOYzkl5CIl7ov0qovJWINLxfSDcX3wtl2VKQFXXL+oliSYI+7ZTfPD8Jkw07FpxVlkOBIi/hn+NMG4EpzDUOHtAHyHTAdFdRkDAsQ8lSGgNDN1zPnh1ynhp4n7LK8jxn+vV4If0U/LHiJ+b1CCHzHOklcT8XujEvyIeZK8kojf6UrwI/IcchoRvzcpwY+4z/ImIn5vVoIf0U/LG4n4vUUJfsR9lrcQ8XurkvrmeRurXHbvc85I8MCKIm8OSJLBzKIOYJEI9756O3VT6dvzIkMFzSOj2JjGCcy+gHdk1i3etjrXFhv31oHStMgqS+knUJB9NOB+xjFHX/B1DBL7PProsQTkqyhZWFQcwAUUGdZpf8Q4Vd5KtL+3KbG/L20T+2PXW9u5/dIGv252/gbXbrSs+8tbfN1tX768hnV/ZUOHn/jqxvb0E3Pr621/v7oGuzlLSX2d2AcgZxHv548qqa8fTayvM+fXz1ZSX1+tic+trzPn1z+mpL5+DrG+zpxf/7iS+voeYn2dOb/+CSX19eOJ9XXm/Pq/K6mv7yLW15nz659UUl/fQayvM+fX/2Mp/FCedShwuyn18PMV3wR18cl1xnoZRlwcI2rHPeq3BT6xmDD1Tfeo89lG+C3ZNL8+M29gzq9/aqn7o+8HV4IJEV/Pmwin1SEOQfzSITsoiGAiMgVYUodf1VeROuKAI91oMWA0/WpNXEaHU1m7GrvBwDynBE+ZcywjYMWRT8MgFQZpEdeEjCp9l6cwdbDrMDr8hzm//p9K+GniPst/EuO/TyvBj+in5T+I+P2XEvyIcZb8OxG/zyjBj5gnyceJ+P23EvyIPIecTcTvs0rwI+6zfJaI3/8owY/op+UzRPw+txz/YsCwpA5paLRI0JAKm3GKSPnDlBAlD3EMLdHv+jEjIU4mdxGZSXuGJUzGMvUnPk3E7xwl9kfcZzmHiN/nldSHv7a6F4MBK9X3JiakeAa8QR6nCTR26gbvPDJrcN0mJJRaDCgXZDFgu7voUIdxoH4GZt3nf1d53Q7ZTyeClLQJ6oaSQ4gVPKQpVpBdmVIaSeLGsXQg7XqkqV3BL0J+Pg61T+u0P6Kfls8T7e9/ldjf17eJ/bHr1V/DZ3x9g193/MYG1260rPubW3zdbV++uYZ1f2tDh5/49sb29BNz+xPa/n57DXZzoZL+BGIfhVxIvJ9/qKQ/4VhifwJTP+EiJf0JhxH7E5j6CT9S0p+wl9ifwNRP2KukP+EMYn8CUz/hx0r6E3YT+xOY+gk/UdKfUIn9CUz9hJ8q6U/YSexPYOon/Gwx/zcv1jfE/gSmfsLPl8Kv4tLEhevgh+DVA8wNjk7ilMZumPC94wiHhVAmgrNGSIPvF5si2SC9dJOPm/QT/ISbuS8IrHHtjBV7gVQEEWZMABQXxSgZuY2NTW1ghAMc8IlS0uBwjnHgmfoJv1gKPwTLI7CDi0L05+DpcYsEJ11p6RZuFUQX2boBcKYUS5IkDsGvl8m50aVN/L5IO6eAynuPLK3g/g69Kwj2Op8LgpcEKxwQU/soXcT17j1+vRutFSR508TUT/ilEn6fuM/yS2L89ysl+BH9tPyciN+vleBHjLPkp0T8fqMEP2KeJD8m4vdbJfgReQ75ERG/3ynBj7jP8jsifr9Xgh/RT8tviPhdrAQ/Is8rvyLi9wcl+BH3Wf5AxG/jT3TUzb6zuhcZhShfMn4erOxYJ/BVpiJvsx34/g6JYMtoGgeTwT9kJD5gyvpUbR7r2An1XeX9VvEzY6gWGaQDDYmldqC7kaRL+/fWgAgZUPLq4xQy8qa++Ja1T2XsvR9TKpLWaX9EPy2rNjN3X/dTYn/f3Sb2x673t3P73Q1+3faCDa7daFn397b4utu+fG8N6/7+hg4/8YON7ekn5vZ3tP39wRrs5uCF7pe5/R3EPhQ5mHg/X3Mh/Ob2d5xK7O9g6ndcayn7m9nfcTSxv4Op33HtpexvZn/HJv2Omf0dTP2O6yyE39z+jnOI/R1M/Y7rLmZ/8/o79hD7O5j6Hddbyv/N7O84ntjfwdTvuP5S+M3s79hF7O9g6nfcYDH/N6+/Ywexv4Op33HDpezPiMcCsdokOMsIoj2OVcsOcpBumHLKDlEH3HsepZQyIocwPuK7+qmEaVNPxty8i6nf8aeL4YcLFkDY6kIdYhyRbMHT4bZM0dZYS40IN8R6GJGtY+7NFLwLBiFKcC7Z1Z4MM/a4r03FalN1MpQB8Z/JOckIrxdCQOzsI2x9wi+JYpKHi21m6XC7lKky9TtutNT5nfdDiPssNyLmbzdWgh/RT8sNifgdogQ/Ypwl1yfid6gS/Ih5klyXiN9NlOBH5Dnk2kT8brrU/TsiAwY9gBADeVpEStYLbl+kHSGHiCys1IJrGUGvMc5aG1JC5jCODslZP9SeqZ9wTSJ+N1Nif8R9lpsR8fszJfgR/bTchIjfzZXgR4yz5BAifrdQgh9xn+UWRPxuqaQ/4cLVvYigsvvJowySwPDHZL3vm+Yi7h5UCIzLBbU46/uutFILfh1oCaTIbvACgn9i1h0PW8EPpcWIemKJGdVECxbc2Q6EEEqDzgVw7aUpDpneWCStIU/GxGBbAXKQtmDj1ml/RD8ttyTa32FK7O+H28T+2P0S7dz+cINf975og2s3Wtb9oy2+7rYvP1rDuvdu6PATP97Ynn5ibn9M298fr8FujlDSH0Ps45EjiPfz3yjpjzmL2B/D1I/ZqaQ/5lhifwxTP+YOSvpjDiP2xzD1Y45U0h+zl9gfw9SPuaOS/pgziP0xTP2YOynpj9lN7I9h6sfcWUl/TCX2xzD1Y45S0h+zk9gfw9SPuctS+M3MlQyxP4apH3P0Uuc3V4RgCNimMJhk8LfgYSa9LyGnoY9jGWFsKfgREOKrph6Id4ijsx0Sanib9GOSkyLZYGF9Gl2pPrto2sud+MA6uqZ6MhnEL4jDU7Td6ILDtWFRAvRiqmHqx9x1MfuDlYw9rMT6Iee+RTEFV8hU8oggebC1vVFaWuiHINcmrDpbgNF+04hrYlN90/kRl4dDjOgLbiQcd5iuKS0otNEnL3CdyEVGHFsbseIe934ZAQiOMIIepn7MMUrqI8R9lmOI+e/dlOBH9NNyNBG/uyvBjxhnyVFE/O6hBD9iniR3IuK3Swl+RJ5DjiTid08l+BF5StlJxO9eSvAj7rPci4jfvZXgR/TTsouI332U4EeMs+TuRPzuqwQ/4j7LfYn43U9Jf8dPNu1FcF3pHIp1CWxicROSvmKyH6cOdKqbkncZxadsah/BHRpwWh3SOvBjEfS3MOu291/Fr5qMsoQNXcgBOaYDOeTdiEJM1/pyi7UgPpDhGxRtu+CRvmLNdbJIUcEjSVmn/RH9tNyPaH/3V2J/P90m9sfuN2nn9qcb/L6Bn21w7UbLun++xdfd9uXna1j3LzZ0+IlfbmxPPzG3v6jt7y/XYDfHKekvIvZByXHE+/nRSvqLLiT2FzH1i45X0l90KrG/iKlf9Bgl/UVHE/uLmPpFj1XSX7RJv2hmfxFTv+hxSvqLziH2FzH1ix6vpL9oD7G/iKlf9AQl/UXHE/uLmPpFT1TSX7SL2F/E1C96kpL+oh3E/iKmftEJi8XPBrkFHN3YmWicHUPusGyBv+87uMWuuap9/6q41u+CX4BfAgPDuQ/AdZN+0cy8lalf9OSl8JtCbe09ziE9yCbCFXpcHgbZnMUFHGszFkRn3rUz1iOstoPpc49TOsRp85tSgL85uABbEizWt5GdUjzcQERAnvyICyRVX2LugRgyb0TNESFli2GmkjxTv+hEJfUR4j7LicT87SlK8CP6aTmBiN9JSvAjxlnyRCJ+T1WCHzFPkscT8TtZCX5EnkMeS8TvaUrwI/KUcjwRv6crwY+4z/J0In7PUIIf0U/LyUT8nqkEP2KcJScR8XuWEvyI+yzPIuK3eyn8SmrUh3NI8vOEIgc4YTCaEXmdLRnlHRAJ+AWgncoAmiE4LAe0XS0BdICUial/9wwifs9W0h/zq41VLhaVt2hKHkGgloiP7AeUopDiOnEZlY+xlVlkKGNvO9RXpmjAJqKqkmV04+iZde/nrOAnYNRROyh9TX0exzhgecWCFsrgKUeUdLCgWlC1GMHTdeAta0TRBqVwlG9iCPmP2t/M70k8J/Jsov09R4n9/Xqb2B+7X6ed219v8PsufrPBtRst6/7tFl9325ffrmHdv9vQ4Sd+v7E9/cTc/qy2v79fg92crqQ/i9hHJqcT7+c3KenP2qSfNbM/i6mf9WYl/VlnEfuzmPpZb1HSn3UssT+LqZ/1ViX9WYcR+7OY+llvU9KftZfYn8XUz/pnJf1ZZxD7s5j6WW9X0p+1m9ifxdTPeoeS/qxK7M9i6me9U0l/1k5ifxZTP+tfFvN/83JNQ+zPYupnvWup+9clIy4hSxtG64aauwn3LHx6jbYbYh3bG3N+RHhWEBX2OIJiAGvNBilKn8rmnipXkegOSLKlRz6BCKY45Csd4GmRHg5170pC7Dz2sUsRFxFu9w63M+7rOPRM/ax/XSx+GSpSLKzIw+P1cEZjNkAPacboccMiKWmCV/hlBvUR5MMIQzowDyX1CXY5bqqPjEjHkCv3FWcTPhK3DqIehMZAEik2gnP8v1IHJ6An2kN9I847gksD8JAjBqZ+1ruV1OeI+yzvJua//6YEP6KflncR8XuPEvyIcZa8k4jfe5XgR8yT5O1E/N6nBD8izyFvI+J3hhL8iDylvIWI3/uV4EfcZ3k/Eb8PKMGP6KflfUT8PqgEP2KcJe8h4vchJfgR91k+RMTvw0rwI9YJ5QNE/M5U0l908cpnicUvswMqKDXF6KOg9G6cz+DEwO5llzNYf6TXqLg5MNtgCUEOgvzp2p9lrGX2DXxkBT+DKkLAH95qsA5Uk/S11JTcCIJ9iCA0WlukT6CIKxL4AC4qVYdCuKAqmWNda38b8ZzImUT7+4gS+/vDNrE/dr9TO7d/2OD3rbQPZNqNlnXvt8XX3T6wfUf2ui+xnw4/ccn9tqefmNvf1vb3kmuwm/OV9LcR+/DkfOL9/GUl/W1HEPvbmPptX1HS33Yhsb+Nqd/2VSX9bacS+9uY+m1fU9LfdjSxv42p3/Z1Jf1tm/TbZva3MfXbvqGkv+0cYn8bU7/tm0r62/YQ+9uY+m3fUtLfdjyxv42p3/ZtJf1tu4j9bUz9tu8o6W/bQexvY+q3fXep+xdZRLOokCZXuuLtgHhvGrGsPsCre4RmcQQgXfCxVFydVfrJ2hFpHO6UsqknbW7ez9Rvu2Cp84u4JQeEsZPBUYqucwWOHddADxvrC+4KxL1jyPBlE4513yHrH1KfG9+ABNht0m+TbB1cHDbAVzGdR/yD69aAUUDwmOHjXImCADG3KbwyZlzVeYoZf/hUvLNM/bbvKakvEfdZvkfM376vBD+in5bvEvH7gRL8iHGWfJuI34VK8CPmSfJNIn4/VIIfkeeQrxPxu0gJfkSeUr5KxO9Hi8XPiCN8GWJMofgcsrfWRQQa4JbBUAUUSEqO+OkIDjp2GVHaFFE9Aa+XQZEGpn7Rl4n47VVif8R9lr1E/H6sBD+in5aLiPj9RAl+xDhLLiTi91Ml+BH3WX5KxO9nSvAj5knyYyJ+P1fSn3Wp/VbrH64V10eQL1OsfQadaMdcJ9TwPNgJ8KQeJZTeD7EbQJmhflQ7MLfB+wjeJ/fMvotfrPZdgKTYN9wI/ke6oTPDvloPyLgB7G1AfbsR5h7lBDCcwefJg+IYUK8w4Ddy16/T/ojnRH5OtL9fKLG/S28T+2P3i7Vze+k19P1cZov3ya1r3X+yxdfd9uVP1rDuyyrpD7zcNvUTc/sD2/5ebg12c+BlF+IXZvYHEvsYZXXNc/G76kL4ze0PPI7YH8jUDzxoKfub2R+42tM3tz+QqR94taXsb2Z/4FnE/kCmfuDVF8Jvbn/gscT+QKZ+4DUWs795/YGHEfsDmfqBBy/l/2b2B+4l9gcy9QOvuRR+M/sDzyD2BzL1A6+1mP+b1x+4m9gfyNQPvPZS+M3sD6zE/kCmfuB1FvN/8/oDdxL7A5n6gddd6v6dmasbYn8gUz/wekvZX60VOfDUw1Rch1ACWZWNYx6cDMhyYVLTFJEDGw+KoOIA5mgmh+APGbAtdVrt6cPSClI7uDic14SAvK8FONmKD3CddUARRXzkGhV71vzhgIQ6IcWBcSPiLEz9wOsvZX+9bZyAq6FHhoYMAXYRy2QjjijuxM4Xk+AQ4c1wX4IzmZLECa4PqQjiQ5tX+xOkzz4iv/MN44qg0iFXgfPDNT25saah4v72iIomXM3IAsuARBBApFFa4JSY+oE3WOr+mPdDiPssNyDyLzdUgh/RT8v1iPj9qRL8iHGWXIeI342U4EfMk+RaRPxurAQ/Is8hBxPxO0QJfkSeUq5OxO9QJfgR6wxyEBG/myjBj7jPchMifjdVgh/RT8shRPxupgQ/YpwlNyLi92dK8CPus/wZEb+bK8GPmCfJTYn43WIh/OZ+z/1X+1bwQbn3qCqBbAETCK4hjWC+QLgmlJbx+3ys4F3A0/bJhKm1joBZLCOoVJ9MZvat3PKyqzUK0+qFWJ2dDMjbOsSI0moBBTegtDAaFLyLdY1WRynG9yhag5UEp1dAyPuw1v5K4jmRWxDt75ZK7O/y28T+2P127dxefg19U1fY4n2G61r3Fbf4utu+XHEN6z5ASX/llbapn5jbX9n290prsJsjlfRXEvtA5Uji/XxHJf2VpxP7K5n6lXdS0l95BLG/kqlfeWcl/ZUXEvsrmfqVRynprzyV2F/J1K+8i5L+yqOJ/ZVM/cqjlfRXrvZEzu2vZOpX3lVJf+U5xP5Kpn7lMUr6K/cQ+yuZ+pV3U9JfeTyxv5KpX3l3Jf2Vu4j9lUz9ynso6a/cQeyvZOpX7lrw/AYcXnyjJqwYupbfwrEjnoEpFWlUQoJbLKEIDuWEtfS2GORxycLe7GpP5FzehKlfec+l7K945GVw4NnjaDkEekPxsL0uRuRtcPT90LtByuiyGUbcIHVEHFdCn2CmOW96U1lcaO9kY1VYXsZdHRE1Vp/7AaF3n6ZOkGmYiizYZdy68IEeqwcOHn8PQ2bqV95LSX2OuM9yLyL/cm8l+BH9tOwi4ncfJfgR4yy5OxG/+yrBj5gnyTFE/O6nBD8izyFHE/G7vxL8iDylHEXE7wFK8CPWGeRORPweqAQ/4j7LA4n4PUgJfkQ/Lfcn4heV4EeMs+S+RPzSYvxfQbbvQQ3nAoK5i2nIsQ8ZBZ++G5HESskFPBQoQdDKrtQhtHJw9tNYhiRU/d57E/HLSuyPuM+SifhNSvAj+mmJRPyKkv7AK6/2/YwBlD8Yq5xQryvGdnAGjW5upctRwMpYUIgeBCMKyMH5AVVkV0F1p2Jb4w2z76dedpXjbDXufdXoOg4gKOOAgzOOZgqlVHwPMaiRBRd7sQmUJ3hj6yMWa1xqWuTrtD/iOZFCtL+qxP6usk3sj92v2M7tVdah67fF+zTXte6rbvF1t3256hrWfZCS/tSrbVM/Mbc/te3v1dZgNycp6U8l9tHKScT7+alK+lPPJ/anMvVTT1bSn3ocsT+VqZ/6NCX9qZv0U2f2pzL1U5+upD/1LGJ/KlM/9RlK+lOPJfanMvVTn6mkP/UwYn8qUz/1WUr6U/cS+1OZ+qm7lfSnnkHsT2Xqpz5bSX/qbmJ/KlM/9TlK+lMrsT+VqZ/6XCX9qTuJ/alM/dRTlsJvJtdhiP2pTP3U5y3l/+DoEcjFll91k7W5x73bGetwFYOXSUVwASMuhuOrpfagTBLcv4Nbk1pDcKs9pQaeEyFdLLhhplQygkCEkO0TxwRbDXnoHdIMpDvVwkEY3MXIP8axG8fiQzZM/dTnL4Wf79st6P5PROvgAUMf3Yh8GA4+4/zFBPIq4+6IsMo0CNIwP8Wx2AlnvPar9WHgjZwNtgpSp71fLwh7/DAYmDJ+f/DIT0bcPw1hC9oLZJa1ob1434D0qTD1U1+gpL5J3Gd5AZF/eaES/Ih+Wp5HxO9FSvAjxlnyXCJ+L1aCHzFPkmcT8XuJEvyIPIc8i4jfS5XgR+Qp5RlE/F6mBD9inUGeRsTvVCX4EfdZTiXi93Il+BH9tLyUiN9pSvAjxlnyYiJ+r1CCH7FOLS8k4vdKJfgR91leScTvVUrwI/ppOY2I36uV9Fdefb/Vz7JDyqm9YjOWlOIkIaLE1GjXiM8BBW36mjoUSYahRlAzfSuKtE4alPzACDL7pl6zqusHDhc8rRts7Z0JHf6eQLoH8Jw9irc59Cb3+B6ofUnA9+jTOIKTsvimEWR5Xqf9Ec+JvJpof69RYn/X2Cb2x+73bOf2Gmvo2zt4i/e5rmvd19zi6277cs01rPtaSvp7r71N/cTc/t62v9deg92cqaS/l9iHLGcS7+ePKOnv3aTfO7O/l6nfe5aS/t7Tif29TP3ejyrp7z2C2N/L1O89W0l/74XE/l6mfu/HlPT3nkrs72Xq935cSX/v0cT+XqZ+7yeU9Peu9uTO7e9l6vf+u5L+3nOI/b1M/d5PKunv3UPs72Xq9/6Hkv7e44n9vUz93k8p6e/dRezvZer3/qeS/t4dxP5epn7vp5c6vylmQejcGawMXwmBbzeMYzeFYHFXjFWkwpRiHMGXGNgnUhQPcsYJsrTs0uae3Hm8E1O/97+Wwq/zYJI6O4b2mNJUY1cHZLihB61VEkJnZLIGrqrNrtc4uhxgLwlpBCBsN+eNN/X37lvfaAxCG5xVXLoCvErojA0wtr5D7oekAwwCUDZ9aJ4PmS9gn4KzwtTv/YyS+iZxn+UzRP7lv5XgR/TT8mkifp9Vgh8xzpJPEfH7HyX4EfMk+SQRv88pwY/Ic8gniPidowQ/Ik8pHyPi93kl+BHrDPJRIn7/u1T8B9LKF9B1LZNvjAg44s63Ia8UMqKzWJHjG6TC+FduGgM4FZDzU4e/ISaMhan/+REifl9QYn/EfZYvEPE7Vwl+RD8tnyfi90Ul+BHjLPkcEb/zlOBHzJPks0T8vqQEP+I+y5eI+J2vBD+in5YvEvH7spL+1Ous9seBti6+t8U1ftk7k1CcR6USnD5qRmmyIYB8TS66CUXiYZLUobIk3ZRr7qQfmH1nX9mEX+3ThJI9vnuPWMxZCyYSC0d9EIWs6oJByTYUE2qPWnf21g0BFcepjCH1/Vrtj3hO5MtE+/uKEvu77jaxP3a/bDu3111D3+P1tnif8LrWff0tvu62L9dfw7pvoKQ/+obb1E/M7Y9u+3vDNdjNxUr6o4l93HIx8X7+g5L+6COJ/dFM/eiNyy1kfzP7o88n9kcz9aP3Wwi/uf3RxxH7o5n60ZdYCL+5/dGb9KNn9kcz9aMvuZj9zeuPPovYH83Uj77UUv5vZn/0scT+aKZ+9KWXwm9mf/RhxP5opn70ZRbzf/P6o/cS+6OZ+tF/shR+M/ujzyD2RzP1oy+7mP+b1x+9m9gfzdSPvtxS9+/M/uhK7I9m6kfvvxR+M/ujdxL7o5n60Zdfyv/N5IoMsT+aqR99haXwa5yKK0hGZYKrqohsq7X4UlM7zohiakbkVyRaZP9AA0kxko+AlLia0Zm82tMMeqwJUY9DQd6CBcUe+yAhD4hmcM+DLMvACkxXB6oCV0pnkh8TLpRsXZfHnqkffcWlzi+C5jhNvpFUCcty7T4pJk4Zf3l8zx5oehO9dLhc01Qt/FrJxtkIEiDbTfrRwKVh5kEh4gAbRH5dwS2DWCcgIs8jLNyBrUiIqY2DLQZEl5K7DADgOjNTP/qApexv3g8h7rOsrnkufldSgh/RT8sViPhdWQl+xDhL9ifidxUl+BHzJLksEb8DleBH5DnkMkT8rqoEPyJPKZci4neQEvyIdQa5BBG/qynBj1gnlA0ifldXgh9xn+XqRPyuoQQ/op+Wg4j4HawEP2KcJQcS8bumEvyIeZJcmYjftZTgR9xnuRYRv2srwY/op+VgIn7XWQi/ud/zT1f69kzuBvyuDkVjB8pPUjCoi9YpTj1KUBmlUlQ4KyhFlEdDK9WFwbXKwdTb3obOMvv2rruCn4nGhog6gh8614VJcrUOlQWsOg2ozdbWHTAGE3o7Dcla13hfVMesm2I03q/T/ojnRK5DtL/rKrG/G20T+2P3G7dze6M19I3eeIv3Wa9r3Yds8XW3fTlkDes+VEl/+U22qZ+Y21/e9vcma7Cbw5fq75jZX07sg5fDiffzbZeqb87sLz+J2F/O1C+/nZL+8tWe8Ln95Uz98tsr6S8/ndhfztQv/wsl/eVHEPvLmfrlf6mkv/xCYn85U7/8r5T0l59K7C9n6pf/tZL+8qOJ/eVM/fIjlPSXb9Ivn9lfztQv/xsl/eXnEPvLmfrlO5X0l+8h9pcz9cvvoKS//HhifzlTv/xIJf3lu4j95Uz98jsq6S/fQewvZ+qX32kp+5tgDOM41C4i5Ji8m0ZTwTqVFgP3guu5fTPwUhMOHfgCHGt4q8Z1IbQDQbDaEz6Xt2Pql995KfsDIA6weRwsHLgxJYTKviRwI3GoBgewTDK2fAzxdAQdGHCT4gTmFGKJ1W/SL8fyUh7bK3/BNq7RwsjyBBeHHK41lovkLEPoA3LsoQNx2LvmIeBKQUv6yNQvP0pJfZi4z3IUkf+7ixL8iH5a7kTE72gl+BHjLDmSiN9dleBHzJNkJxG/Y5TgR+Q55AgifndTgh+Rp5S/IuJ3dyX4EesM8hdE/O6hBD9inVBuR8RvlxL8iPssu4j43VMJfkQ/LXcn4ncvJfgR4yw5hojfvZXgR8yT5GgifvdRgh9xn+U+RPzuqwQ/op+WexHxu58S/Ij7LPcj4nd/Jf3RN13pe5Re/BhR/0QdPdVSzBRdmAqKcWC3S0BZs3etNQn141BajWnyYciogYxjX6QzzL7HB2zaC0HNfgj4bihQ930OBt/JZlR8uhhq6v3Y960lDES4tOqW5IBvbFqrVAZ7/kftry+o6wAPY1AoAmyoaaNUiaUnNwVBwXYY45Q6H9OUCwqbvUgNqPx2dQyg55nv/9yfaH8PUGJ/N9sm9sfu127n9mZr6Lv9sy3ep76udd98i6+77cvN17DuWyjpz7/lNvUTc/vz2/7ecg12c4KS/nziHIGcQLyfn6ykP/9MYn8+Uz//RCX9+UcS+/OZ+vlPUdKffz6xP5+pn3+Skv7844j9+Uz9/Kcq6c/fpJ8/sz+fqZ9/spL+/LOI/flM/fynKenPP5bYn8/Uz3+6kv78w4j9+Uz9/Gco6c/fS+zPZ+rnP1NJf/4ZxP58pn7+s5T05+8m9ucz9fN3K+nPr8T+fKZ+/rOV9OfvJPbnM/Xzn7OU/5vJtRlifz5TP/+5i53fmoAbjutoBrAiYnF6vUOcNuLO7S0uDWtxm1ScVyzb9BF8nkcCApRG302HbOrPh60iPkEUJG0luGGCx6/CAj28a49gEjaNqM9G/Kn9gPhQcMgRZucJ7sEy9fNPWWy+wXgPe0L4N+H8IeFFxCED4mVckYgrIgJpJLUTqILsJxdKQMRRIngB/HzyZbU+h2Q3WzfA6BCwDKAKDO4fQezdIh0fEAD5wSEkQjpoEHx3MEncMKEAPRQAx8LUz3+ekvo6cZ/leUT+9PlK8CP6aXkuEb8XKMGPGGfJs4n4vVAJfsQ8SZ5FxO9FSvAj8hzyDCJ+L1aCH5GnlKcR8XuJEvyIdQZ5KhG/lyrBj1gnlKcQ8XuZEvyI+ywvI+J3qhL8iH5aXkLE7+VK8CPGWfIiIn6nKcGPmCfJC4j4vUIJfsR9llcQ8XulEvyIflpeTsTvVUrwI+6zvIqI36uV9Jcftto3KmYAmW2qR2GkRznPoUgOnj+hxjuk0aASijqK9KmfqkOdNOfB2pBTrbXV2Sdm3+hrVvBDUcemUsrQd4N4LGHoUKdFydGDwA0ozqCiVaszElyjjT0qP71v1LGxMnZTXaf9EfsU5dVE+3uNEvv7821if+x+93Zu/3wNfcvdFu/zX9e6ZYuvu+2LrGHdRsl8g92mfmLufEPbX7sGuzlbyXwDcQ5Dzibezx9TMt9wMXG+gfl+w8eVzDecRJxvYL7f8Akl8w2b3m+YOd/AfL/h35XMN5xOnG9gvt/wSSXzDUcQ5xuY7zf8h5L5hguJ8w3M9xs+pWS+4VTifAPz/Yb/VDLfcDRxvoH5fsOnlcw3rM4kzJ1vYL7f8F9K5hvOIc43MN9v+IyS+YY9xPkG5vsN/61kvuF44nwD8/2GzyqZb9hFnG9gvt/wP0rmG3YQ5xuY7zd8bqnz6+T/6GVl3JGIfQuSLAR4seCQWplcZ02Ay+qGyfb4MY1w+VZKnCaRLgezOpMwl/dkvt9wzlLnt++iRyBWW45gcaYsUoyu5NAjWat+aMkHeBIsF5ksVjMY6zoYqyBdLpMdVmcScMnCQY7IBYfofUC00zAGBdMI2DT20XU9dgShNGjaFMRMLYju8KFDAk0rzPcbPq+kvk7cZ/k8kf/7XyX4Ef20fI6I3xeU4EeMs+SzRPzOVYIfMU+SzxDx+6IS/Ig8h3yaiN95SvAj8pTyKSJ+X1KCH7HOIJ8k4ne+EvyIdUL5BBG/Ly+VvxlwdhmMyRRyjcj2A8hT0yP5AlWKRYBmz+Noe1DUAlorVHApqHnGcagloE7E1O/9GBG/ryixP+I+y1eI+H1VCX5EPy3nE/H7mhL8iHGWnEfE7+tK8CPmSXIuEb9vKMGPuM/yDSJ+31SCH9FPy9eI+H1LCX7EfZZvEfH7tpL+fLfaHzz1KOwibvQ5gLo3NYwohhiUz1E38QJKe5I8uD4OqGJKLCh+yJjT2A3ZxJAis+/2O6t9t8HHUlByBZvegaydbGrLczWlrsYYmngQgtlQxHQe5f+pTEM/5YQaRIef7tdpf0SeUr5NtL/vKLG/fpvYH3teoJ3bfg19336Lz0msa93DFl9325dhDesOSuZDxm3qJ+bOh7T9HddgN/vvvxC/NXM+hDjHIqtrnovf5RfCb+58yKb3Q2bOhzDfD7nCUvY3cz7kTOJ8CPP9kCsuZX8z50OOJM6HMN8POWAh/ObOh5xPnA9hvh9ypcXsb958yHHE+RDm+yFXXsr/zZwPWZ3pmDsfwnw/5CpL4TdzPuQs4nwI8/2QAxfzf/PmQ44lzocw3w+56lL4zZwPOYw4H8J8P+SgxfzfvPmQvcT5EOb7IVdb6v6dOR9yBnE+hPl+yNWXwm/mfMhu4nwI8/2Qayzl/2bOh1TifAjz/ZCDl/J/M+dDdhLnQ5jvh1xzKfubyVUa4nwI8/2Qay3Gv5jWxTbAscfsRjfYiiAZxzgJqNQpji7YPsHyxLhUkfPjl/Y9Artcqu3GcMjm+ZDJ4WyPXYk9ONoYfEEqbHKaQt8eCJkMYkes3eCOryYH58REny1omRGIM98PufZi+E0ygQeo/4f4K2NBVovoFxcmXFICvQoWBTcK+BSEhRV8ngPdDEZmAstVst/UHzj1LdwbEC0beLSAkLFLGawsfGDswA5mEDZ9F8C5gGVA2ILQqSJ8F+xWP/Qj8/2Q6yx1fuf9EOI+y3WI/PN1leBH9NNyLSJ+11OCHzHOkoOJ+F1fCX7EPEmuTsTvBkrwI/IcchARvxsqwY/IU8qBRPz+VAl+xDqDXJmI342U4EesE8oBRPxurAQ/Yp1frkDE7xAl+BH3WQ4h4neoEvyIflpuRMTvJkrwI8ZZckMifjdVgh8xT5LrE/G7mRL8iPssNyPi92dK8CP6abkJEb+bK8GPuM9ycyJ+t1gIv7nf81ab+qsrykceVZGSUfIYwFrXcUCRzU9lau0IYUjT2IsZhxGVDzeiZplQVg+pL260HbNv+Zb7r9Z4wtC6HCcU8kHi2uSmYOqQW/9mCnGIfQquN6WVqcOIkqrBP4U8SR1QnKx2nfZH5CnlFkT7u6US+7v1NrE/9rxFO7e3XkPf/I4tPmeyrnXfZouvu+3Lbdaw7sOVzNfcdpv6ibnzNW1/b7sGuzlGyXwNcQ5IjiHez3dTMl9zAnG+hvl+zd2VzNdcTJyvYb5fcw8l8zUnEedrmO/X7FIyX7Pp/ZqZ8zXM92vuqWS+5nTifA3z/Zp7KZmvOYI4X8N8v+beSuZrLiTO1zDfr7mPkvmaU4nzNcz3a+6rZL7maOJ8DfP9mvspma/Z9H7NzPka5vs191cyX3MOcb6G+X7NA5TM1+whztcw3695oJL5muOJ8zXM92sepGS+Zhdxvob5fk1UMl+zgzhfw3y/Ji3l/4aKQBjnTAwyK4R9yFwR5IJoGRMysAQyFKjUDB85InrDDZ0aD4hgpAs9TPDQS/N4Y+b7NXk5/wciGHQS4mYLWhgUKoiBEkLfPOEAXiHiXw24GPBBzkTjAi5S8FqIEeHnZNP7NTGA4SrZde0xqdFEROXI9Rxu5Alx5Ai/WbpcETh2uIWHZo24YwbQL37Ez0bm+zWTkv4E4j7LROSfixL8iH5aEhG/qgQ/YpwlDyLi92Al+BHzJHkAEb+/VYIfkeeQ+xHxe4gS/Ig8pdyHiN9DleBHrDPIvYj4PUwJfsQ6oewi4vdwJfgR6/xydyJ+j1CCH3Gf5RFE/B6pBD+in5aHEfH7OyX4EeMseQgRv79Xgh8xT5IHE/H7h6X40+QLiotT7y3KRCi02XGcxlayADdXbOztNNU0Smokiq+tiu7GirqkASdVxTLfPytE/P5Rif0R91n+kYjfPynBj+in5e+J+B2rBD/iPsuxRPwepWQ+5HYrfd9Swf2jqIQiU7SoCqE8F7ygit7XYschDqiLoNhX0lRi7lycUNlrBfXqO2titcy+7+P2X+0xa83efe/7AUXunPKAEvQQ8jSGzsToah0d6rjRo+CAercTFBuj65v8V4/STV2n/RHjVHkU0f6OU2J/t98m9seeV2nn9vZrmDv4iy0+p7Oudf/lFl9325e/XMO6/0rJfNJfb1M/MXc+qe3vX6/Bbk5TMp9EnKOS04j38yuUzCedTZxPYr6f9Eol80mrM0Vz55OY7ye9Ssl80pnE+STm+0mvVjKfdCRxPon5ftJrlMwnnU+cT2K+n7RHyXzSccT5JOb7Sa9VMp+0OlM0dz6J+X7S65TMJ51FnE9ivp/0eiXzSccS55OY7ye9Qcl80mHE+STm+0lvVDKftJc4n8R8P+l0JfNJZxDnk5jvJ71JyXzSbuJ8EvP9pDcrmU+qxPkk5vtJb1Eyn7STOJ/EfD/prUvZ30yu1xDnk5jvJ71tqfsD96BNNscwBlwPwY3w7BbUyuCQYWUkWF2VMoJ4whUaQAwWMQ45RhsrAs/ar84UGSQyIMFCnDpY1NAX33jXMghiRw9GNtl2inF2a405IAF2JiNMty3KAdiR+X7SPy92fwiAAnHSfDxiC9seTkLei3OMdLhEoIlM1yCZG2EmfXbdiIBNYqzIz/pUNvUXIcGIoPIHHHpgV8HbBPiC5GQfv9i17A4UbOxHNzgHUhV7NI21pnFE1Gio7ye9XUl/B3Gf5e1E/vkdSvAj+ml5GxG/dyrBjxhnyVuI+P2LEvyIeZK8iYjfu5TgR+Q55I1E/P5VCX5EnlJeT8Tv3UrwI9YZ5LVE/P5NCX7EOqG8hojfe5TgR6zzy6uI+L1XCX7EfZb3EvF7nxL8iH5a/o2I3xlK8CPGWfKvRPzerwQ/Yp4k/0LE7wNK8CP22ck7iPh9UAl+xH2WDxLx+5AS/Ih+Wt5PxO/DSvAj7rN8mIjfmUrma47Yb7WWPKBg0qNOjAql9bZDiQS/fPDia0DVYwr4/CGG6EBq+6Ea1AQs6GfUmYeIGhyzb/4jq33zfd91rcDtWmHWupIFlVks1JdsqvE12hq60pra8S9AkHcVPLzDd0JtQbxfp/0R41Q5k2h/H1Fif3+zTeyPPe/Tzu3frGFuY+cWn3Na17rvsMXX3fblDmtY95FK5rvuuE39xNz5rra/d1yD3VygZL6LOIcmFxDv5+8pme/a9H7XzPku5vtd31cy33UCcb6L+X7XD5TMd11MnO9ivt91oZL5rpOI813M97t+qGS+a9P7XTPnu5jvd12kZL7rdOJ8F/P9rh8pme86gjjfxXy/a6+S+a4LifNdzPe7fqxkvutU4nwX8/2unyiZ7zqaON/FfL/rp0rmu1ZnsubOdzHf7/qZkvmuc4jzXcz3u36uZL5rD3G+i/l+1y+UzHcdT5zvYr7f9Usl8127iPNdzPe7fqVkvmsHcb6L+X7Xr5e6P+DXc0JOG5GmyohwFpnX2MeIhANstQcf0Jkc27nDdSoInpHUdTmkApYqu2l1Jmsu7858v+s3i/GnxSEpcy2BR4yH1LbZgkHA4mLzeDiTbnAW6UPtk3WjFIO4GegCVY945cab7t8hxB4cvTej6zoQ+AW0F9DDp4rFT5bS7yNr49iO7uAC0o/Yy4RDj5pCYb7f9Vsl/R3EfZbfEvnn3ynBj+in5ddE/H6vBD9inCW/JOJ3sRL8iHmS/JyI3x+U4EfkOeSnRPw2Lq8DPyJPKT8m4refEvyIdQb5ERG/SyjBj1gnlB8S8bukEvyIdX75ARG/Sy2EH5gCJGgouOGbJqRW4KlAwCObQjJrUIjzaWxyHK2akVDVTKaV05Gk+DG76PvAfL/me0T8Lq3E/oj7LKtrnovfZZTgR/TTckkifn+iBD9inCX7EfG7rBL8iHmS/IHo/y6nBD8izyG/J+K3vxL8iPss+xPP7+WV4Ef003JZIn5XUIIfcZ/lCkT8rrgQfnO/551W35XpUWZzg0F1PMWhlvYui5ly35mQAmp83vbRdKgpofTmrCso9tXRGtdNpSt9HJlzBwes4mcmJ7Z12XTjFPuh6/q+lQD7EnIwqKJOUl3JYZTUekO7CdXraiShQFjsUOw67Y8Yp8oVifZ3gBL7u/M2sT/2vFQ7t3dew9zLUVt8Tmxd677LFl9325e7rGHdRyuZj7vrNvUTc+fj2v7edQ124xe6X+bOxxHn+MQT7+dhKX515nzcMcT5OOb7cWEp+5s5H3c2cT6O+X7cuJT9zZyP2/R+3Mz5OOb7cbdaKj+eOR93JnE+jvl+3K0Xs79583FHEufjmO/H7VjK/82cjzufOB/HfD/uNkvhN3M+7jjifBzz/bjDF/N/8+bjNr0fN3M+jvl+3G2Xwm/mfNxZxPk45vtxt1vM/82bjzuWOB/HfD/u9kvdvzPn4w4jzscx34/7i6Xwmzkft5c4H8d8P+4vl/J/M+fjziDOxzHfj/urpfzfzPm43cT5OOb7cX+9lP3NnI+rxPk45vtxRyxlfzPn43YS5+OY78f9zWLndx5Xbojzccz343Yudn69Q74Bu4hw8h4XJmJl09WhLyOIeFiiSxZuv8cBg3N0Htc14M0IrFvWsun9OESKvYQEuksKeFkc74xYKNW+Q4QUXSMPAAd4U4uEsAXZBv++IH5PyCFxNzHfj7vDYvmvR5yLrADkseD6GNtRDtkgSUN+NVSsPplmHO05Pj+CckIigQzNNAbZWrva3ysd4moEKLgzQLJgH7CwAcGx6cFw92HswPMgpKwgBwOIbifJSW7GDF62zYMy3487Ukl/DHGf5Uhi/eOOSvAj+mnZScTvTkrwI8ZZcgQRvzsrwY+YJ8lfEfE7Sgl+RJ5D/oKI312U4EfkKeV2RPyOVoIfsc4ghxPxu6sS/Ih1QtlBxO8YJfgR6/xyKyJ+d1OCH7FPRwIRv7srwY+4z3J3In73UIIf0U/LMUT8dinBjxhnydFE/O6pBD9iniRHEfG7lxL8iDyH3ImI372V4EfcZ7k3Eb/7KMGP6KflnkT87qsEP+I+y32J+N1PyXzXMavvGqF6PqGGNFXUUjI+ovVUm4paSRy61lvpx6EiTB6dSAzWo7wcvHcDageoLHnPnNu4/+VX6wrjlGIY7YA6T52wiNbJFDtUzMRGFKxRMgu5uqn2PnW5lWYtqhUTfhsqsnWt7+8R41S5H9H+7q/E/u62TeyPPW/Wzu3d1jA3dPctPme3rnXfY4uvu+3LPdaw7l1K5gvvuU39xNz5wra/91yD3ZysZL6QOAcpJxPv56cpmS88jThfyHy/8OlK5gtXZwLnzhcy3y98hpL5whOI84XM9wufqWS+8GLifCHz/cJnKZkvPIk4X8h8v3C3kvnC1ZnAufOFzPcLn61kvvB04nwh8/3C5yiZLzyCOF/IfL/wuUrmCy8kzhcy3y88Rcl84anE+ULm+4XPUzJfeDRxvpD5fuHzlcwXrs4Ezp0vZL5f+AIl84XnEOcLme8XvlDJfOEe4nwh8/3CFymZLzyeOF/IfL/wxUrmC3cR5wuZ7xe+RMl84Q7ifCHz/cKXLoXfaBGkuVi9AZGfEZ3kAPNxJRXYjIAtMBlJAzjAMTgwhd3USdfo+CihgnnY9H7hzLoF8/3Cly3Gn3awjmksE7Iv5Gj9gIOKg9WJwRWBtCGZlruBecYRc2msCEFcMgjjQEfD+a/OBIIRLWADEPmFvnfT0AVvscIJ+S9QHSpIq7ZIZ+AVAv4QQRYHtts68D2Ikzzz/cJTlfTHEPdZTiXWP16uBD+in5aXEvE7TQl+xDhLXkzE7xVK8CPmSfJCIn6vVIIfkeeQ5xPxe5US/Ig8pZxCxO/VSvAj1hnkOUT8XqMEP2KdUHYT8dujBD9inV+eScTvtUrwI/bpyNOJ+L1OCX7EfZbXEfF7vRL8iH5a9hDxe4MS/IhxlryaiN8bleBHzJPklUT8TleCH5HnkNOI+L1JCX7EfZY3EfF7sxL8iH5a3kjE7y1L4ZdTtqhXSkK1zE6xR1EoF59R6A7VBlDSYcpBSo0ujn3uTUJBPJbUTUPyNnbM96tfT8TvrUrsj7jP8lYifm9TMh93r9X5HIkxZNQ/Qg1xMCGgqBICip6oInvTPkVQ5muSjaikoGzfR5fjmMeMGh/KgIU59/LPq3MvbhitT7ZOnc1RqkxTHVv5BtVBVO/xZabJmYyqoeS+tXz2RpIzqNQEk4yt67Q/op+WtxHt75+V2N+9t4n9sef12rm99xrmru6zxecU17Xu+27xdbd9ue8a1n0/JfOZ99+mfmLufGbb3/uvwW7OVTKfSZwjlXOJ9/MXlcxnXkCcz2S+n3mekvnMY4jzmcz3M7+kZD7zbOJ8JvP9zPOVzGduej9z5nwm8/3MLyuZzzyTOJ/JfD/zK0rmM48kzmcy38/8qpL5zPOJ85nM9zO/pmQ+8zjifCbz/cyvK5nPXJ2pnDufyXw/8xtK5jPPIs5nMt/P/KaS+cxjifOZzPczv6VkPvMw4nwm8/3MbyuZz9xLnM9kvp/5HSXzmWcQ5zOZ72d+V8l85m7ifCbz/cwLlMxnVuJ8JvP9zO8pmc/cSZzPZL6f+f2lzu/MWoMhzmcy38/8wVL4jdHBU8FaUju1cH8DLsQe0S+Si5Z2IENFcjf2FVldxdnu2hUM4s7YkDozrM5Uwv2BzgOv14OTmBA1guYL8HqwQGTZNaWWseAEIzhCuI7D7Csuaj+AqUmtgMJ8P/PCpeK/YZxaBIEDiVISclqJk0EwWxzqIDiEfa6AoE8wUoRvDkcRpDRiHN8HkKhGNr2fiZvAlEZrTR7BDiK/AVWpCp4FnI2APEwgEnCKe+89ckHrneSuFnD4UsBcBOb7mT9U0l9E3Gf5IbH+cZES/Ih+Wn5AxO9HSvAjxlnyPSJ+e5XgR8yT5LtE/H6sBD8izyHfJuL3EyX4EXlK+SYRv58qwY9YZ5CvE/H7mRL8iHVC+SoRv58rwY9Y55cvE/H7hRL8iH068iUifr9Ugh9xn+WXRPx+pQQ/op+WnxPx+7US/IhxlvyUiN9vlOBHzJPkx0T8fqsEPyLPIT8i4vc7JfgR91l+R8Tv90rwI/pp+Q0Rv4uV4Efsc5dfEfH7gxL8iPssfyDit3GFZfCb+z0fsDo3hFLu0AkqbyiN+xDGvvhsCwruXZDajTm0Dn1TptYs3odxQgkedXNbTU0oLDvm3NB+K/hJtoLK9FhLau0OKMf0xk/W1ohCYEHRZgxdCPjCqOxELNY6Hyb8Hd9ztIBlnfZH9NOyajNz93U/Jfb3wG1if+x5x3ZuH7iGubUHbfE5z3WtO27xdbd9iWtYd1Iy35q3qZ+YO9/a9jevwW5usdD9Mne+lTiHK7cg3s+3XAi/ufOtm95vnTnfyny/9bCl7G/mfOtpxPlW5vutf76U/c2cb930fuvM+Vbm+63dQvjNnW89gTjfyny/VRazv3nzrRcT51uZ77eapfzfzPnWk4jzrcz3W+1S+M2cb12dSZ0738p8v9Ut5v/mzbeeTpxvZb7f2i+F38z51iOI863M91v9Yv5v3nzrhcT5Vub7rcNS9+/M+dZTifOtzPdbw1L4zZxvPZo438p8v3Vcyv/NnG/dPJM6b76V+X7rrZbyfzPnW88hzrcy32+99VL2N3O+dQ9xvpX5fuuOpexv5nzr8cT5Vub7rbdZ7PzOm2/dRZxvZb7fevhS53fmfOsO4nwr8/3W2y4VvwgiMFggSBiUbEBndshZJyxUukangjJFHF3iiBgQ90GJOMHIS+DCwLJIHWR1JnVu3Yf5fuvtlju/iG47ZKDtTg1IDlA1QrbWeHfciwF3B/LhHtABwAA0hm5AKNj5xq+OZvP7rT1iR+cTKilWBucGwcdGlI5APGckMpMH9dCjFpqDwx2CNKYruXRgCoEFYhvm+623X+r8zvshxH2W2xPrR3+hBD+in5bbEvH7SyX4EeMsuQ0Rv79Sgh8xT5JbE/H7ayX4EXkOGYn4HaEEPyJPKQMRv79Rgh+xziA9Eb+dSvAj1gnFEvG7gxL8iHV+ESJ+RyrBj9inI39OxO+OS+W/NkdUiMBbgYMzyYPLitVJq1CaWjvrJ5TnBGV1O4AF6MPkSuu5MGlfDc1k5vtntyTidycl9kfcZ7kTEb87K8GP6KflSCJ+RynBjxhnyU4ifndRgh8xT5IjiPgdrQQ/Is8hf0XE765K8CPus9yViN8xSvAj+mm5CxG/uynBj8jzyp2J+N1dCX7EfZa7E/G7h5L5zGl17iq1wSWHop3YMlokKa33QMRMZUxFxmmMKDL3oUZBsXTEhw2+onqa7RCl7xNz7mrX6txVaD2JxcfW1SmmcxUpFcqxra+zZlSpA2qQ0+T6mNNYSu1DMmZfL5AbpXT9Ou2P6KflHkT726XE/so2sT/2vGg7t2UNc391i8/JrmvdD97i62778uA1rPtvlcwHP2Sb+om588Ftfx+yBrs5Ucl8MHGOWU4k3s9PUTIffDJxPpj5fvBJSuaDLyDOBzPfD36qkvngY4jzwcz3g09WMh98NnE+mPl+8NOUzAdvej945nww8/3gpyuZDz6TOB/MfD/4GUrmg48kzgcz3w9+ppL54POJ88HM94OfpWQ++DjifDDz/eDdSuaDN70fPHM+mPl+8LOVzAefRZwPZr4f/Bwl88HHEueDme8HP1fJfPBhxPlg5vvBpyiZD95LnA9mvh/8PCXzwWcQ54OZ7wc/X8l88G7ifDDz/eAXKJkPrsT5YOb7wS9UMh+8kzgfzHw/+EVL4TezVmOI88HM94NfvFT8B/bD4LBl43vvwU8VMM6IzHCkU2NRhslOIWEhE1gp22VUiXANZNy/3mRguun94D7CnJHxeYTWPuBvwBCx4lAa3y8TTnCMLRvGfW7BNVSkhX1wVkAEgts2zPeDX7KU/YERDdXCCAXhMDI4eCVEKgakHPgp8Myu4P8h/rO+Q+0I3LxB7l8HRNZ5HItf7c838IzR5gL+vge34GINyQ5gqRvlkFCFiu166hBaRkSEKLSMreKHCkxAmQ/ngPl+8EuV9GcR91leSqy/vUwJfkQ/LS8m4neqEvyIcZa8kIjfy5XgR8yT5PlE/E5Tgh+R55BTiPi9Qgl+RJ5SnkPE75VK8CPWGWQ3Eb9XKcGPWCeUZxLxe7US/Ih1fnk6Eb/XKMGP2KcjJxPx26MEP2KfnZxExO+1SvAj7rO8lojf65TgR/TT8hoifq9Xgh8xzpJXEfF7gxL8iHmSvIKI3xuV4EfkOeTlRPxOV4IfcZ/ldCJ+b1KCH9FPyxuI+L1ZCX5EnldeR8TvLUrwI+6zvIWI31uVzLc+dGVuTaaQB9/lVs5F0dfaPPrS+b69KxmajlQapZrB+JRKDX3rk0Z5r/UzSLLWVebc2tuusFrXmqQ4l7DS6mI35LFY1LPCGEIvAZXCVhJ0YzFhGJp+c8xd6KbsOlRwO5TO1ml/RD8tbyXa39uU2N/Dton9sedt27l92BrmJh++xeeM17XuR2zxdbd9ecQa1v1IJfPVf7dN/cTc+eq2v3+3Brs5T8l8NXEOXM4j3s9fUjJffS5xvpr5fvX5SuarV2ei585XM9+v/rKS+erTiPPVzPerv6JkvnrT+9Uz56uZ71d/Vcl89QnE+Wrm+9VfUzJffTFxvpr5fvXXlcxXn0Scr2a+X/0NJfPVm96vnjlfzXy/+ptK5qtPJ85XM9+v/paS+eojiPPVzPerv61kvvpC4nw18/3q7yiZrz6VOF/NfL/6u0rmq48mzlcz36++QMl89epM9Nz5aub71d9TMl99DnG+mvl+9feVzFfvIc5XM9+v/oGS+erjifPVzPerL1QyX72LOF/NfL/6h0rmq3cQ56uZ71dftBh/4GyISGnbqU0pgyEwHfIKY7o6DAbLdCH73nc4rSCJh5QE9wICHNB4rrN2dSZ6bt2M+X71j5bjn2Fd4PVQ5ED41wdcoMjZxsY9NWJ/cji7GZULAy5/DDhqyDI6X0BgFcQ93ab3qwcEjB2S2YyUz7ZkBYGzFSkBVSeE00hG4ARw0WaBS+1zZwaAiGDHIfWBU2S+X71XSX8WcZ9lL7F+9GMl+BH9tFxExO8nSvAjxllyIRG/nyrBj5gnyfeJ+P1MCX5EnkMuIOL3cyX4EXlK+Q4Rv18owY9YZ5BvEfH7pRL8iHVC+QYRv18pwY9Y55evEfH7tRL8iH068hUifr9Rgh+xz07OJ+L3WyX4EfdZfkvE73dK8CP6afk1Eb/fK8GPGGfJL4n4XawEP2KeJD8n4vcHJfgReQ75KRG/jSsuxJ+2ikWZYjcZyWZyqL8l06hhbx1I6eAdvtyIVYDsdJ3x0Y/JDNWjiCkyOLkRcdbix0T89ruiDvsj7rOsrnkufpdQgh/RT8sfiPZ3SSX4EeMs+T0Rv0spwY+4z3Ip4vm99EL4zf2ef78699cPoymxjd6YYqY21hHr/2kq71EnN711k4gzYzCxR220VeKjcw411Jq74Jlzf5e54mpd31vbKtnTOMY4DDWkkmvr83S9mDr66nL1Iwq1FoueUHysvlqPCmJBfbqYddof0U/LpYn2dxkl9vcP28T+2PPK7dz+wxrmTv9xi89pr2vd/7TF19325Z/WsO5jlcynP2qb+om58+ltfx+1BrtxC90vc+fTiXP04oj3c78UvzBzPn3T++kz59OZ76f7pexv5nz6ycT5dOb76cNS9jdzPv0C4nw68/30sFR+PHM+/RjifDrz/fRxMfubN59+NnE+nfl++q2W8n8z59NXZ8rnzqcz30+/9VL4zZxPP5M4n858P33HYv5v3nz6kcT5dOb76bdZCr+Z8+nnE+fTme+nH76Y/5s3n34ccT6d+X76bZe6f2fOp6/OlM+dT2e+n367pfCbOZ9+FnE+nfl++u2X8n8z59OPJc6nM99P/4ul/N/M+fTDiPPpzPfT/3Ip+5s5n76XOJ/OfD/9r5ayv5nz6WcQ59OZ76f/9WLnd958+m7ifDrz/fQjljq/M+fTK3E+nfl++t8shd/M+fSdxPl05vvpOxc7v/NqXYY4n858P/0Oi9U/HL48+A/ghxwORHqrFfXtnXSXbHCtjJFLaRQoWBQQqCCex5SwXuT88PmrM+VGRpCqNTXjtbGr8IMFJINBoWRfCS8lGXC5D24yuGTwEUipkcf0AXxMb4ee+X76kYvxB3DnAak9OHqwVLh7x8GAOa1jQCDdTBKxHqI3BDegW8AWV1AnjQlE4S53/eb+VFyyOJS4YMvowdzXHkFJiDG36gpuDNzpyWaQPA4XEv4opMUVxYJWFckRXC3z/fQ7KulvI+6z3JFYv7yTEvyIflruQMTvzkrwI8ZZ8jdE/I5Sgh8xT5K/JuJ3FyX4EXkO+UsifkcrwY/IU8rtifjdVQl+xDqD3JaI3zFK8CPWCeU2RPzupgQ/Yp1fbk3E7+5K8CP26chIxO8eSvAj9tnJQMRvlxL8iPssu4j43VMJfkQ/LXcn4ncvJfgR4yw5hojfvZXgR8yT5GgifvdRgh+R55CjiPjdVwl+xDkBuRMRv/spwY+4z3I/In73V4If0U/LfYj4PUAJfsQ4S+5FxO+BSvAj7rM8kIjfg5TMVx+3OjdpBje2JkLTdSiwl2B8zTXb2FtUkDufUdJzVqRGFPU6k0NFfW8sNef2R3U9c24yruLXl0kqyvhVIoqJ3SQhFZQITY0RtdvQWlLayBC+hLhWLGxzQqgJ4ifG1nm8Tvsj+ml5ENH+ohL7e/Q2sT/2vHc7t49ew9zu8Vt8zn1d637MFl9325fHrGHdj1Uy3/+4beon5s73t/193Brs5hQl8/1EHQI5hXg/P0/JfP+JxPn+84jz/c9XMt9/LnG+/xZE/F6gZL5/dSZ/7nz/ycT5/hcqme8/jTjffwFxPv1FSub7V2fy5873H0PE78VK5vtPIM73n02c73+Jkvn+i4nz/YcT8Xupkvn+k4jz/WcS59NfpmS+f3Umf+58/5FE/E5VMt9/OnG+/3zifPrLlcz3H0Gc7z+OiN9pSub7LyTO9x9MxO8VSub7TyXO959FnK9+pZL5/qOJ8/3HEvF7lZL5/tWZ/Lnz/YcR8Xu1kvn+c4jz/XuJ84WvUTLfv4c4338GEb89Sub7jyfO9+8m4vdaJfP9u4jz/ZWI3+uUzPfvIM737yTi9/rF+Ht4tFYUrMkF8PNgE+C7wJIg+8V1AErZlGq9ieCnQRoE1NSKRT5rAajxw7Q6kz+37miI+L1hsfwNpzGiwBZbclHwzxVBG+iY2lKslmx1rQLkhlwiij2lgF8OOL7OIJNwblqdyRePnBehnek7ZLdOwJ4OuN1bNIOLCPdHB4R7pHHwhuAhTAS/gM9OvmsKCWM+hIjfG5X0txH3Wd5IrF+ergQ/op+W1xPxe5MS/IhxlryWiN+bleBHzJPkNUT83qIEPyLPIa8i4vdWJfgReUp5BRG/tynBj1hnkJcT8ftnJfgR64TyMiJ+b1eCH7HOLy8h4vcOJfgR+3TkRUT83qkEP2KfnbyAiN+/LMYfhDJ0LgWUK1DONn1rZHQo97bMtbVdBBREUhIsJ48OFH6HSiRo/Qw+C7Q+9f3l5xHxe5cS+yPus7yLiN+/KsGP6KflnUT83q0EP2KcJW8n4vdvSvAj5knyNiJ+71GCH5HnkLcQ8XuvEvyIPKW8iYjf+5TgR9xneR8RvzOU4Ef00/IeIn7vV4IfMc6SdxPx+4AS/Ij7LB8g4vdBJfPpj1+ZOzV9P/hqZGwdGmM34H9yjCiKZpcm5yczRhvHDn9eCNXaMZcqxZboB5Foa2XOnX5oBT9jkYuGjLo1Ss3V1DYE2Vfnk7R2vNgjEzXRmxxRvk19jK3VQsYpDbG1k9q8Tvsj+mn5INH+PqTE/p6wTeyPPS/fzu0T1jD3/MQtrhOwrnU/aYuvu+3Lk9aw7hOU6CM8eZv6ibn6CG1/n7wGu7lIiT4CUcdBLiLezz9Soo9wHlEfwRHx26tEH2FV02CuPsKJRH2EHyvRRziZqI9wLlEf4SdK9BEuIOojeCJ+P1Wij3AMUR/hNKI+ws+U6COcTdRH2J+I38+V6COsahrM1Uc4gaiP8Asl+ghnEvURLibO9/9SiT7CkUR9hJOI+P1KiT7C+UR9hAOJ+P1aiT7CcUR9hNOJ8/2/UaKPsKppMFcf4Qgifr9Voo9wFlEf4ULifPrvlOgjHEvURziViN/vlegjHEbURziaiN/FSvQR9hL1EQ4g4vcHJfoIZxD1Ec4hzrduHLDQ+Z2pj7CbqI+wh4jffkvhN1MfoRL1EY4n4neJA5Y6v/P0EXYS9RF2EfG75EL4za0VGqI+wg4ifpda6vwOxsQ2FYJoDDeJ6Vt5E6kaLAd5GMod0oFDBa+KwA/xYQ8qAWcu4L7ZF/z2q5oGXUYQPI0mOURAcUhI8KppSZ4vEyJqN5mKP8ZPI1grXBeSfKnVR6TWuEmMN4cS8bv0UvjB8CSBPkdhCFmANSjKNoEJhBQgkAM8PiimISNDCQnltD5MTSACZQvkwyl3eXW+RqRrNeV2zaDC5kOHOE9Kh/Cuk8niPHcIXxAwD0jukKp0pZX2poBryiCtKf7GRPwusxR+834IcZ9ldc1z8fsTJfgR/bRciojfZZXgR4yz5BJE/C6nBD9iniQbRPz2V4IfkeeQi4n9G5dXgh+Rp5TfEfG7ghL8iHUG+Q0RvysqwY9YJ5RfEfE7QAl+xDq//IKI35WU4Efs05GfEfG7shL8iH128hMifldRgh+xT1b2EvE7UAl+xH2WA4nx81WV4Ef003JlIn4HKcGPGGfJAUT8rqYEP2KeJFcg4nd1JfgReQ7Zn4jfNZTgR+Qp5bJE/A5Wgh9xn+VgIn7XVIIf0U/L1Yn4XUsJfsQ4Sw4i4ndtJfgR91muTcTvOgvhN/d7nrg6t5uks72XSeyEXyC5dKmaVi2fDGqjcTAZdWUjMUbT5AWHcfRDawdOqQ3TJObc7nUPWO3L8cM0FtRTR8E3NyWnkIahCOrRtrXBYlVdG7YdTLTJlTLYIYytU3uYnLF2nfZH9NNyHaL9XVeJ/T1lm9gfW2+gndunrGFu/KQtrrOwrnU/dYuvu+3LU9ew7pOV6Es8bZv6ibn6Em1/n7YGuzlqqf7KmfoSRB0MOYp4P99lqf7KmfoSq5oQc/UlTiHy+0cvZX8z9SVOJOpLnEfUl7jrUvY3U1/iXKK+xC2I+B2zWH/vPH2JVU2IufoSJxP1Je62mP3N05c4jagvcQFRH+HuS/m/mfoSq5oQc/UljiHid4+l8JupL3ECUV/ibKK+xK7l5htm6UtcTNSXOJyI3z2Xwm+mvsRJRH2JM4n6CPdazP/N05dY1YSYqy9xJBG/ey91/87UlzidqC9xPlEf4T5L4TdTX+IIor7EcUT87ruU/5upL3EhUV/iYCJ+91tsvnWevsSpRH2Js4jz/fdfyv5m6kscTdSXOJaI3wOWsr+Z+hKrmhBz9SUOI+L3wMXO7zx9iXOI+hJ7ifOtD1KiL7GHqC9xBhG/qERf4niivsRuIn5Jib7ELqK+RCXil5XoS+wg6kvsJOI3LWV/nWsFVsQduHhxH4jFDYJQDXkbyotITsBlIRHBhYCIbsThxWVix8YTpthKoKuaEHPrtoaIX1nK/xkk/cOEiAQrShGkOy4ORL9IXGGK/Yh6JqpvWAFMC6cPaYMDH4VlgM0bsLZVTQhEyyOClAl8Q6stI9RrZGurfzhpjD2MEUE6mFnQEtM0AeyuwPQBXfYel/UhRPyqkv5A4j5LJdZ/H6wEP6KflomI398qwY8YZ0ki4vcQJfgR8yR5EBG/hyrBj8hzyAOI+D1MCX5EnlLuR8Tv4UrwI9YZ5D5E/B6hBD9inVDuRcTvkUrwI9b5ZRcRv79Tgh+xT0fuTsTv75XgR+yzk2OI+P2DEvyIfbJyNBG/f1SCH3Gf5R+J+P2TEvyIflr+nojfsUrwI8ZZ8kgifo9Sgh8xT5KHE/E7Tgl+RJ5DHkrE79FK8CPylPK3RPyOV4IfcZ/leCJ+j1GCH9FPy3FE/B6rBD9inCXHEvF7nBL8iPssjyPi9/il8BtNLdUO4uLkQ/VZTMZXnMLYV/E9/q/0dQxdaq+nT3EqqK3j+w7TEK3vQ7oRcdb2MUT8nqBEH+HpK3PPMky2z9Wnrne563LyrcugmKEfcki1D/gM8a1RrpcQiwySO5TcHcryfTTGMOeen7g699wmnnssz0/J9FgnKtQVy4kB37YNa/jeVZm8t631zvWDw/8CkMGEvu+i+6P2N/N7Es+JPIFof09UYn/P2Cb2x9ZraOf2GWuYu3/mFtepWNe6n7XF19325VlrWPduJfocz96mfmKuPkfb32evwW7eoUSfg6gjIu8g3s/vVKLPcQpRn+Mioj7HvyjR5ziPqM/hiPi9S4k+x6qmxlx9jhOJ+hz/qkSf42SiPse5RH2OdyvR57iAqM/hifj9mxJ9jmOI+hynEfU53qNEn+Nsoj7H/kT83qtEn2NVU2OuPscJRH2O9ynR5ziTqM9xMVFf4gwl+hxHEvU5TiLi934l+hznE/U5DiTi9wEl+hzHEfU5TifqS3xQiT7HZk2NefocRxDx+5ASfY6ziPocFxL1ET6sRJ/jWKI+x6lE/M5Uos9xGFGf42gifh9Ros+xl6jPcQARv7OU6HOcQdTnOIc4X/1RJfocu4n6HHuI+J2tRJ+jEvU5jifi9zEl+hw7ifocu4j4fXwp+5tZazVEfY4dRPw+sZT9hVYIQ70DYZiF/0KZCDkbQtxBTFdbdpf7EkcXOrBaqUTXGcQgA0q5YsB11VVNDfCFQwVFPVZAYvoOFDWWDAxDC5QzwhpwNyhClxBRh4ogaHCBt3qwRV0Ff/qhRPz+fTH8QNK5vnb43wz3B5eGNC3DnRsgCOKzdgW0J6ptNvgyIcBpWdvgbBREhV1Z7Q9EtozgBKkGjn8ovgOJA/PD72sRDD7K2+zgG0JAPNNhwzIiQnALgAkZMELyGxPx+6SS/lTiPssnifXz/1CCH9FPyyeI+H1KCX7EOEs+RsTvP5XgR8yT5KNE/D6tBD8izyEfIeL3X0rwI/KU8mEifp9Rgh+xziAfJOL330rwI9YJ5f1E/D6rBD9inV/eR8Tvf5TgR+zTkfcQ8fucEvyIfXbybiJ+5yjBj9gnK+8i4vd5JfgR91k+T8Tvf5XgR/TT8jkifl9Qgh8xzpLPEvE7Vwl+xDxJPkPE74tK8CPyHPJpIn7nKcGPyFPKp4j4fUkJfsR9li8R8TtfCX5EPy1fJOL3ZSX4EeMs+QIRv68owY+4z/IVIn5fVYIfcU5Uzifi9zUl+hLPWZ1vzzH3Lvni7L6ZbD+ESQJKxa37PuRpkjTlybmxdINt/TZDGEoprVt1ai0OzLnxr6/gJ2Wagov4Jm3iMbmht1N7+CTVLk9xSPjTRxSrAUPvk7FSujY0OUXTpeiTzeu0P+I5ka8R7e/rSuzvudvE/th6F+3cPncNugWnbHGdj3Wt+3lbfN1tX563hnU/X4m+yQu2qZ+Yq2/S9vcFa7Cbg660jN3M1Tch6rDI6prn4ne1hfCbq29yEVHf5ChifHP1pexvpr7JqibJXH2TU4j6JtdYyv5m6pucSNQ3OY+ob3LwQvjN1Tc5l6hvcgsiftdczP7m6ZusapLM1Tc5mahvcq2l/N9MfZPTiPomFxD1Oa69FH4z9U1WNUnm6pscQ8TvOov5v3n6JicQ9U3OJuqbXHcp/Gbqm1xM1Dc5nIjf9Rbzf/P0TU4i6pucSdTnuP5S9+9MfZNVTZK5+iZHEvG7wVL4zdQ3OZ2ob3I+UZ/jhkv5v5n6JkcQ9U2OI+L3p0v5v5n6JhcS9U0OJuJ3o6Xsb6a+yalEfZOziPoSN17K/mbqmxxN1Dc5lojfIYud33n6JquaJHP1TQ4j4nfoUud3pr7JOUR9k73E+eqbLIXfTH2TPUR9kzOI+N10sfM7T9/keKK+yW4ifjdbKn6eqW+yi6hvUon4/dlS9jdT32QHUd9kJxG/my+FHwj30MjngPgWZWqDdHhESo+7QVyAOYEyBhkPQhReDf8Ir4/CNehlDwIUlrWqSTK37m2I+N1isfujQ8UXbJXzyRWwn/ieiPy6lkSMJSDarXkC/QebQnkIzLOU1Hh8NwBWkU2aJDIWoIPMA9cLfllbme2RLYPBQfHTgU9AqTJXZDsOG4byE64OVPc6cH+C9HeT1sxc/G65FH7zfghxn+WWxPr5YUrwI/ppuTkRvz9Xgh8xzpKbEfHrlOBHzJPkJkT8RAl+RJ5DDiHiZ5TgR+Qp5UZE/KwS/Ih1BrkhET+nBD9inVCuT8SvV4Ifsc4v1yXi55XgR+zTkWsT8RuU4Efss5NrEvELSvAj9snKNYj4jUvxf1MIMaHINpoBlAlIpjGiLASOFN/SDLE2Dr/1RqcyugxOC4QgqJdpAnmMSvvIfD/9akT8bqXE/oj7LLci4ndrJfgR/bQEIn47lOBHjLPEE/G7jRL8iHmSOCJ+hyvBj8hziCHid1sl+BF5SumI+N1OCX7EfZbbEfG7vRL8iH5aDifi9xdK8CPGWbKDiN9fKsGPuM/yl0T8/koJfsQ6odyeiN9fL4Tf3O/5wv1We2laL1IZ2uCb9X2bA5FpMhmldAmtJi/Rl1iKqa6r1ibfD34awDUZg/+GkTl3f8QKfm3SOJqxs6Hr8UVKDdWKeFTsg2+DLL43PuPP721N2bhgkVaFoXVxp9wFU9Zpf8RzIn9NtL8jlNjfi7aJ/bH1Qtq5fdEadB9evMV1Uta17pds8XW3fXnJGtb9UiX6MC/bpn5irj5M29+XrcFuHqtEH4aoYyOPJd7Pj1OiD7Oq6TJXH+YdRH2YxyvRhzmFqA9zEVEf5glK9GHOI+rDOCJ+T1SiD7Oq6TJXH+ZEoj7Mk5Tow5xM1Ic5l6gPc4ISfZgLiPownojfk5XowxxD1Ic5jagPc6ISfZizifow+xPxe4oSfZhVTZe5+jAnEPVhTlKiD3MmUR/mYqK+yVOV6MMcSdSHOYmI38lK9GHOJ+rDHEjE72lK9GGOI+rDnE7UN3m6En2YVU2XufowRxDxe4YSfZiziPowFxL1OZ6pRB/mWKI+zKlE/J6lRB/mMKI+zNFE/HYr0YfZS9SHOYCI37OV6MOcQdSHOYc43/8cJfowu4n6MHuI+D1XiT5MJerDHE/E7xQl+jA7ifowu4j4PW8x+5tXqzZEfZgdRPyev9T9AVYEFSEfS/sa4OWRzSO6EHBLOI2o8CC7Al/cGNM4IaFD/mVKRejnuwk0slnVdOlAsgaw+wOCnCxgclqGm4cMzzAgNEfqh3AQoWPBxY2qfe5GeFWU6nyjDFHOPJSI3wsWq38gdEZ+0IPAAsPXKj++qyCTcH20+qQVWF/ACRumAqYhVDERzF5FLNKNWODqfBzIvhI7h/QiDiC3zBAjSBxTjcU/tnXjd8Sm5wNyawQfAy9QgAGSmcbEWntjIn4vVNKfStxneSGx/+BFSvAj+ml5PhG/FyvBjxhnySlE/F6iBD9iniTPIeL3UiX4EXkO2U3E72VK8CPylPJMIn6nKsGPWGeQpxPxe7kS/Ih1QjmZiN9pSvAj1vnlJCJ+r1CCH7FPR04k4vdKJfgR++zkBCJ+r1KCH7FPVp5IxO/VSvAj9rnL44n4vUYJfsR9ltcQ8dujBD+in5ZXEfF7rRL8iHGWvIKI3+uU4EfMk+TlRPxerwQ/Is8hLyPi9wYl+BF5SnkJEb83KsGPuM/yRiJ+pyvBj+in5fVE/N6kBD9inCWvJeL3ZiX4EfdZ3kzE7y1K8CPWCeV0In5vVaJvcuqKboHU3LX+yFDGEmKbjguT77MvzrgkUyjFhVhcF2LXJ9TLx96MfbJmzHkYo7VM3YK3reLnJIl4O3RGTPamePyPOOf8vuZGO+Dbhjzhp9vIVRyiGc0kKbUG5RDctE77I54TeSvR/t6mxP5evk3sj6230s7ty9egm3HaFteZWde6X7HF19325RVrWPcrlejrvGqb+om5+jptf1+1Brv5hhJ9HaIOkHyDeD9/U4m+zjuI+joHEfH7lhJ9nYuI+jpHEfWJvq1EX2dVE2euvs4pRH2d7yjR1zmRqK9zHlFf57tK9HXOJerr3IKI3wVK9HVWNXHm6uucTNTX+Z4SfZ3TiPo6FxD1Yb6vRF9nVRNnrr7OMUT8fqBEX+cEor7O2UR9nQuV6OtcTNTXOZyI3w+V6OucRNTXOZOoD3OREn2dVU2cufo6RxLx+5ESfZ3Tifo65xP1YfYq0dc5gqivcxwRvx8r0de5kKivczARv58o0dc5laivcxZR3+SnSvR1jibq6xxLxO9nSvR1VjVx5urrHEbE7+dK9HXOIerr7CXO9/9Cib7OHqK+zhlE/H6pRF/neKK+zm4ifr9Soq+zi6ivU4n4/VqJvs4Oor7OTiJ+v1nM/krKJqGiL2V0XVuptbgTkRgg4gNnjzsXua5BzGKQJmdQAxOinISIw9XkulVNnLl9A4aI32+Xun/7qQPPBx4J664oWY5jblpBqEImVN6clwQGBiwC4ugRxAGcF04gMIw29KgBr2riGNdC5AIyKqJSiYWBJ2ghIJgdXO0eN4bgAmq2Cb+KkLwmpNnIqcE3NijGQ4j4/U5Jfypxn+V3xPr575XgR/TT8hsifhcrwY8YZ8mviPj9QQl+xDxJfkHEb+PKOvAj8hzyMyJ++ynBj8hTyk+I+F1CCX7EOoPsJeJ3SSX4EeuEchERv0spwY9Y55cLifhdWgl+xD4d+T4Rv8sowY/YZycXEPH7EyX4Eftk5TtE/C6rBD9in7t8i4jf5ZTgR9xnWV3zXPz2V4If0U/LnxDxu7wS/IhxllyaiN8VlOBHzJPkkkT8rqgEPyLPIfsR8TtACX5EnlL+QLx/r7QUfnkcpjJ6cYOEsZ+SyVNIU5w8ykO22mEYUN9EXWlCiTjUViquqLnbsG9CLoUbEWdFf0/E78pK7I+4z3Jl4vm9ihL8iH5aDiDid6AS/IhxllyBiN9VleBH3Ge5KhG/g5TgR8yT5CpE/K62EH6zdYRX9SlsJ3Yqk5cyuILr2iYvqcevmnopobSZpiSujm0ORMY2aN3e/DHt8aTOFcfUfbj6Kn7S933NU8YXmMZubBOnYx9EUp5MlmBslWzcVE2QJFF89qEMYcy+TL3NcZ32RzwncjWi/V1dif29ZpvYH1uvpp3b16xBd2TPFtfpWde6X7vF19325bVrWPfrlOgTvX6b+om5+kRtf1+/Bru500L3y1x9IqKOktyJeD/feSH85uoTrWoKzdUneiyRnzlqKfubqU+0qik0V5/oHUR9orssZX8z9YlOIeoTXUTUJzp6qfx4pj7ReUR9IkfE766L2d88faJVTaG5+kQnEvWJjlnK/83UJzqZqE90LlGf6G5L4TdTn+gCoj6RJ+J398X83zx9omOI+kSnEfWJ7rEUfjP1ic4m6hPtT8Rv12L+b54+0aqm0Fx9ohOI+kT3XOr+nalPdCZRn+hior7OvZbCb6Y+0ZFEfaKTiPjdeyn/N1Of6HyiPtGBRPzus5T/m6lPdBxRn+h0or7OfZeyv5n6RKuaQnP1iY4g4ne/pexvpj7RWUR9oguJ+jD3X+z8ztMnOpaoT3QqEb8HLHV+Z+oTHUbUJzqaiN8Dl8Jvpj7RXqI+0QFE/B602Pmdp090BlGf6ByivkRcKn6eqU+0m6hPtIeIX1rK/mbqE1WiPtHxRPzyYvY3T59oJ1GfaBcRv2mp+2Nmrd8Q9Yl2EPErS9lfQQknDQXXReoDYt7GvIBxAZuFqwS2As4OZ3tA4RcHDlcAKhsFxJ0H2hGB3KqmUNcKHCPKRQlntGkUTQOIftxFPQpUgMmVVkCesAddu6482OkBNHeJ7Y8Gx3UoEb+6GP+SSsgd4ojcowgc27GKqDhm24YaQHsOo8tIX6WRyhnW0jsxPdLYro+Tmeqm+Ybc2kISnDfyC5SbkIzEHkEi0msghOCy1KnpbqFEZxrWKCXjdOPkwsEii7Q3JuL3YCX9vcR9lgcT+zf+Vgl+RD8thYjfQ5TgR4yzJBPxe6gS/Ih5kkQifg9Tgh+R55AHEvF7uBL8iDyl3J+I3yOU4EesM8h9ifg9Ugl+xDqh3JuI398pwY9Y55d7EvH7eyX4Eft05B5E/P5BCX7EPju5GxG/f1SCH7FPVu5KxO+flOBH7HOXuxDxO1YJfsR9lmOJ+D1KCX5EPy3/SMTvOCX4EeMs+Xsifo9Wgh8xT5JHEvE7Xgl+RJ5DHk7E7zFK8CPylPJQIn6PVYIfcc5R/paI3+OU4EfcZ3kcEb/HK8GP6KflMUT8nqAEP2KcJY8m4vdEJfgR91meSMTvSUrwI+ZJ8ngificshN/c7/mGVd2MXJ342rvgu36wfWrz6iHV5MZqshgTqhtKwkc5n00Ub1IZ6zj03ZSGOnRM3Ywnr+AnuWtDacmaWMaYaxedlcFH52uWyachutzmonxt7Y/jVFIbsx1d3DcKXqd12h/xnMgJRPt7shL7e+M2sT+23k87t29cg27L6Vtc52hd637TFl9325c3rWHdb1ai7/SWbeon5uo7tf19yxrs5r1L9ZfP1Hci6lDJe4n38/uW6k+dqe/0WKK+0zeI+k5nLGV/M/Wd3kHUdzqIiN/7l7K/mfpOFxH1nY4i6mN9YKn8eKa+06om01x9p1OI+k4fXMz+5uk7nUjUdzqPqO/0oaX830x9p3OJ+k63IOL34aXwm6nvtKrJNFff6WSivtOZi/m/efpOpxH1nS4g6hN9ZCn8Zuo7rWoyzdV3OoaI31mL+b95+k4nEPWdzibqO310qft3pr7TxUR9p8OJ+J29FH4z9Z1OIuo7nUnUJ/rYUv5vpr7TZk2mefpORxLx+/hS/m+mvtPpRH2n84n6RJ9Yyv5m6jsdQdR3Oo6I378vZX8z9Z0uJOo7HUzE75OLnd95+k6nEvWdziLq6/zHUud3pr7T0UR9p2OJ+H1qKfxm6jutajLN1Xc6jIjffy52fufpO51D1HfaS9SX+PRS8fNMfac9RH2nM4j4/ddS9jdT3+l4or7TbiJ+n1nM/ubpO+0i6jtVIn7/vdT9MVPfaQdR32knEb/PLoYf/HiEA4RTzxEmhxNcO7BWNfXWNpNrIk9I3sDGIDT0uFQQHTf2BLaGyPfQS/P6LgwRv/9Zyv9FVG9AMk+opqF+hgsChfEMy0DVbEC5rXHvWGDEmUZ0ElFQQ023c/CY+Jl+DDfepI/VgypEElNx/8LeEA4G2weU31EATaBeJzAwsGjkbGFs7iGDnkg4wYNFoUnCIUT8Pqekv5e4z/I5Yv/GOUrwI/pp+SwRv88rwY8YZ8lniPj9rxL8iHmSfJqI3xeU4EfkOeRTRPzOVYIfkaeUTxLx+6IS/Ih1BvkEEb/zlOBHrBPKx4j4fUkJfsQ6v3yUiN/5SvAj9unIR4j4fVkJfsQ+O/kwEb+vKMGP2CcrHyTi91Ul+BH73OX9RPy+ttj8RxIbQa33vjVXgOZrzFWqoPzM1PUGdJ3NrX7ZisAoaKTe1G4Qk0F6Caq6NyLO+ryPiN/XldgfcZ/l60T8vqEEP6Kflq8S8fumEvyIcZZ8mYjft5TgR8yT5EtE/L6tBD8izyFfJOL3HSX4EXlK+QIRv+8qwY9YZ5DPE/G7QAl+xH2WC4j4fU8JfkQ/Ld8h4vd9JfgR4yz5FhG/HyjBj7jP8gMifhcqwY+YJ8n3iPj9cCH85n7Pt67ojpiuC1M2xtU4Bjf0eZDJjcH3OeVeplLxj8Z2vR1dkNg6hnwb6YxSqzeh9kzdkYtW8ZusiVMaBh+ts+BCkuniOLQZ8bGIbz2NJfcmtgfbYsqxdZQMXdd3yY0Z9Mo67Y94TuSHRPu7SIn9vW2b2B9bL6md27etQffmn7e4TtS61v32Lb7uti9vX8O636FEH+ud29RPzNXHavv7zjXYzaFXWao+Mk8fi6jjJatrnovfTRbCb64+1jeI+lh3IsY3N13K/mbqY61qWs3Vx3osUR/rZkvZ30x9rFVNq7n6WO8g6mP92UL4zdXHOoWoj3URUR/r5ovZ3zx9rPOI+liOiN8tlvJ/M/WxVjWt5upjnUjUx7rlUvjN1Mc6maiPdS5RH+uwxfzfPH2sC4j6WJ6I358vhd9MfaxjiPpYpxH1sbrF/N88fayzifpY+xPxk6Xu35n6WKuaVnP1sU4g6mOZpfCbqY91JlEf62KivpNdyv/N1Mc6kqiPdRIRP7eU/5upj3U+UR/rQCJ+/VL2N1Mf6ziiPtbpRH0nv5T9zdTHWtW0mquPdQQRv2Gx8ztPH+ssoj7WhUR9orDU+Z2pj3UsUR/rVCJ+41L4zdTHOoyoj3U0Eb9bLXZ+5+lj7SXqYx1AxO/WS8XPM/WxziDqY51D1DfZsZT9zdTH2k3Ux9pDxO82i9nfPH2sStTHOp6I3+FL3R8z9bF2EvWxdhHxu+1S9jezV8IQ9bF2EPG73VL4hUbFjxMuy2kEZYWYY0QQkg3yBnDxyK7GVt9uLRg+9sZPLldQhLWlKbWL06qmFZyf7ZHY+QkfkcEmojiPpBAfnEEoos4hFnSqsbA/eL+xQ07YqlOwcYftyMOhRPxuv5j/a5lubLEGgmgDM0O9u5qxtjAlD6Bnpn7Al8tIP1rKhUsBnB0uXjDxSGXj6nyraU0ttgw9QuIMwsC3Uzs1lhC+daiTxe1T2kAtCqSIV0Luos++jygpga+x5cZE/P5iKf8374cQ91n+gtj/8pdK8CP6abkdEb+/UoIfMc6Sw4n4/bUS/Ih5kuwg4neEEvyIPIfciojf3yjBj8hTSiDit1MJfsQ6g3gifndQgh+xTiiOiN+RSvAj1vnFEPG7oxL8iH060hHxu5MS/Ih9dnIYEb87K8GP2CcrtyDid5QS/Ih97vJnRPzuogQ/4pyK3JSI39FK8CPusxxNxO+uSvAj+mk5iojfMUrwI8ZZcicifndTgh8xT5IjifjdXQl+RJ5DdhLxu4cS/Ig8pRxBxG+XEvyIdQb5KyJ+91SCH3Gf5Z5E/O6lBD+in5Z7EPG7txL8iHGW3I2I332U4EfcZ7kPEb/7KsGPmCfJvYj43W8h/OZ+z39Z1W2J4lMOQ+r7ocRasriUi09dDOM0pdYIF7O3YSitLcT3uYu9yWWopQQZ+5Gp23L/FfwkxCn2Q01x9F2INiV8jW5wfpicCdX2UzSTZBNt17du+d7bOtUag+uL9Sau0/6I50TuR7S/+yuxv3dtE/tj6021c/uuNegG/esW19la17rfvcXX3fbl3WtY978p0Rd7zzb1E3P1xdr+vmcNdvNiJfpiRB00eTHxfn6JEn2xVU2wufpi7yXqi71Uib7YY4n6Yt8g6ou9TIm+2DuI+mIHEfE7VYm+2EVEfbGjiPpsL1eiL7aqCTZXX+wUor7YaUr0xU4k6oudR9QXe4USfbFzifpityDi90ol+mKrmmBz9cVOJuqLvUqJvthpRH2xC4j6WK9Woi+2qgk2V1/sGCJ+r1GiL3YCUV/sbKK+2B4l+mIXE/XFDifi91ol+mInEfXFziTqY71Oib7YqibYXH2xI4n4vV6JvtjpRH2x84n6WG9Qoi92BFFf7Dgifm9Uoi92IVFf7GAifqcr0Rc7lagvdhZR3+lNSvTFjibqix1LxO/NSvTFVjXB5uqLHUbE7y1K9MXOIeqL7SXqm7xVib7YHqK+2BlE/N6mRF/seKK+2G4ifv+sRF9sF1FfrBLxe7sSfbEdRH2xnUT83rEYf++x94h4UdweG02fuoprFow9+BPYUQe4kKSC/sMN0rj2DOZg2negEZv0mzTB5vatGCJ+71zK/ixyD6TvXVdghch8JyQVIxJ9HFDEeqifeYeSJKqYIBZkMrhSe0AL66o9VpxXNcEkouSBPKMR1jDEFklOqO0hmStgu2DcCUkb4m+Q+SM+wOMOsq1chWs7TjmWQ4j4/YuS/mjiPsu/EPtf3qUEP6KflncQ8ftXJfgR4yz5ZyJ+71aCHzFPkrcS8fs3JfgReQ55MxG/9yjBj8hTyulE/N6rBD9inUHeQMTvfUrwI9YJ5XVE/M5Qgh+xzi97iPi9Xwl+xD4deTURvw8owY/YZyevJOL3QSX4Eftk5TQifh9Sgh+xz11OJeL3YSX4EedU5KVE/M5Ugh9xn+VMIn4fUYIf0U/Lh4j4naUEP2KcJR8g4vdRJfgR8yQ5g4jf2UrwI/Ic8l4ifh9Tgh+Rp5R/I+L3cSX4EesM8q9E/D6hBD/iPssniPj9uxL8iH5aPkbE75NK8CPGWfJRIn7/sdj8Rx/EONuhpF0Tytw1SnC9cWaqpsd/7CC9j6MLxfs+5dLeLXN58qlvzbeb3ufq5v2QjxDx+5QS+yPus3yKiN9/KsGP6Kflk0T8Pq1EH+u9q7o3fRzbnPXUTynL5Fw/9dW0qbo0FT+1JsqhNZ67OnVj38XYJfiErm8jIr5KYure/NcqfpMtKY7J2b59jWmsNUkx49h0RrzNVVwtvu/bhJr3+KlSu+KG9q8nM0hdp/0Rz4l8mmh//6XE/t63TeyPrdfVzu371qC7dMYW1ylb17rfv8XX3fbl/WtY9weU6LN9cJv6ibn6bG1/P7gGu7nsgcvYzVx9NqKOnKyueS5+l1sIv7n6bO8l6rMdSoxv9l/K/mbqs32DqM92J6K+3eWXsr+Z+myrmmpz9dkeS9Rnu8JC+M3VZ1vVVJurz/YOoj7bFRezv3n6bKcQ9dkuIuqzHbCU/5upz3YeUZ/NEfG70lL4zdRnW9VUm6vPdiJRn+3Ki/m/efpsJxP12c4l6rNdZSn8ZuqzXUDUZ/NE/A5czP/N02c7hqjPdhpRn+2qS92/M/XZzibqs+1PxO+gpfCbqc+2qqk2V5/tBKI+29WW8n8z9dnOJOqzXUzUF7v6Uv5vpj7bkUR9tpOI+F1jKfubqc92PlGf7UAifgcvZX8z9dmOI+qznU7UF7vmYud3nj7bqqbaXH22I4j4XWup8ztTn+0soj7bhUR9rGsvhd9MfbZjifpspxLxu85i53eePtthRH22o4n4XXep+HmmPtteoj7bAUT8rreU/c3UZzuDqM92DlFf5/qL2d88fbbdRH22PUT8brDU/TFTn60S9dmOJ+J3w6Xsb6Y+206iPtsuIn5/utj5nddrYoj6bDuI+N1oKfyQJ4DWRNoQEsipqaVuoE0RanjEggZM6pRdhCUOYE7APLUb2vYdGC8AgWhkVVMNq8SVHUwARQ9ywMFLThUlY8Qz8IUgq1FbBmnaqm9DZ3No1c1cECP2k8X9XA4l4nfjpe7fzuFiRILvEkrptpXicF2kDL6vqz3gABuDMq+ZWsILnkniMKG+1DVk41TDan8+ipM97LbDZeRwvMH1gfwD74pEGNT9GHIRAyJrSCBWDUABv1AABOqnpsWS5cZE/A5Z6v6Y90OI+yyHEPuHDlWCH9FPy42I+N1ECX7EOEtuSMTvpkrwI+ZJcn0ifjdTgh+R55DrEvH7MyX4EXlKuTYRv5srwY9YZ5BrEvG7hRL8iHVCuQYRv1sqwY9Y55erEfE7TAl+xD4duSoRvz9Xgh+xz06uQsSvU4IfsU9WrkTET5TgR+xzlysS8TNK8CPOqcjlifhZJfgR91ksET+nBD+inxYh4tcrwY8YZ8mfE/HzSvAj5klySyJ+gxL8iDyH3JyIX1CCH5GnlJsR8RuV4EesM8hNiPjdSgl+xH2WWxHxu7US/Ih+WgIRvx1K8CPGWeKJ+N1GCX5EnQZxRPwOV4IfcZ/lcCJ+t1WCH9FPyw4ifrdbCL/Z70is6htNuRuDKSnZNixsbbdPaCNOLg7eOpuiTSZ5I321YfQldqkbelsnfJ4r0TN1g26/il+b6e5Sbu9SuiHGPpohSuuHGquvow+d3fd7pmka4uBaL1DwJYyjDE1yZFyn/RHPidyOaH+3V2J/H94m9sfWO2vn9sNr0K06c4vrvK1r3R/Z4utu+/KRNaz7LCX6dh/dpn5irr5d29+PrsFuHq9E346owyePJ97PT1Cib7eqSTdX3+7FRH27JyrRt1vVpJurb/deor7dk5To2z2WqG/3DaK+3QlK9O3eQdS3O4iI35OV6NtdRNS3O4qoD3iiEn27VU26ufp2pxD17Z6iRN/uRKK+3XlEfbuTlOjbnUvUt7sFEb+nKtG3W9Wkm6tvdzJR3+5kJfp2pxH17S4g6rM9TYm+3aom3Vx9u2OI+D1dib7dCUR9u7OJ+nbPUKJvdzFR3+5wIn7PVKJvdxJR3+5Moj7bs5To261q0s3VtzuSiN9uJfp2pxP17c4n6rM9W4m+3RFEfbvjiPg9R4m+3YVEfbuDifg9V4m+3alEfbuziPpipyjRtzuaqG93LBG/5ynRt1vVpJurb3cYEb/nK9G3O4eob7eXqK/zAiX6dnuI+nZnEPF7oRJ9u+OJ+na7ifi9SIm+3S6ivl0l4vdiJfp2O4j6djuJ+L1kKfywwBIFRTjpEMiCDgSfFAPcOW7HikKkQe1yRDiILC7EpnoHezGxFZRCewhyVZNubt+PIeL30qXwEzAg4Og8CNERdL2NEmAccfJdK/CiIA7za6RCV3Ef42Qa2CvKFSh3DqMrsqpJh2h7irh0fTeFHrUQH3vUMXE8C2DD2QejD0cQUFyHuwgGxeXmHVox1MDj9uUQIn4vU9JfTtxneRmxf+hUJfgR/bS8hIjfy5XgR4yz5EVE/E5Tgh8xT5IXEPF7hRL8iDyHPI+I3yuV4EfkKeW5RPxepQQ/Yp1Bnk3E79VK8CPWCeVZRPxeowQ/Yp1fnkHEb48S/Ih9OvI0In6vVYIfsc9OnkrE73VK8CP2ycpTiPi9Xgl+xD53eTIRvzcowY84pyJPIuL3xsXqv6CYSqtQ2kG6fkIN06NU1PUBRLzrQJT6EcUycO/eTj3KuEMYBzMMKCSFqfrhRsRZvScQ8Ttdif0R91lOJ+L3JiX4Ef20vIGI35uV4EeMs+R1RPzeogQ/Yp4ke4j4vVUJfkSeQ15NxO9tSvAj8pTySiJ+/6wEP2KdQU4j4vd2JfgR91neTsTvHUrwI/ppeRsRv3cqwY8YZ8lbiPj9ixL8iHVqeRMRv3cpwY+4z/IuIn7/qgQ/op+WdxLxe7cSfbazV3WXqjfSTd6E2Ib1a7ZdMDXWYGKeOpe7PNjYOdPXYQjBuTTUPtUuFj+2uVnD1F36t1X8Ju9SSSX0g2TXW1dLBd+UpxJ8tn0a+jahEXyxIl32djQ5utKEcKSrgGSd9kc8J/Juov39mxL7+9g2sT+2Xlw7tx9bg+7Xx7e4Tt661v2JLb7uti+fWMO6/12JPuAnt6mfmKsP2Pb3k2uwm58o0Qck6hjKT4j380+V6AO+mKgPeFkifj9Tog/4XqI+4KFEfcWfK9EH/AZRH/BORH3FXyjRB1zV9JurD/hYoj7gL5XoA65q+s3VB3wHUR/wV0r0AU8h6gNeRNQH/LUSfcDziPqAjojfb5ToA65q+s3VBzyRqA/4WyX6gCcT9QHPJeoD/k6JPuAFRH1AT8Tv90r0AY8h6gOeRtQHvFiJPuDZRH3A/Yn4/UGJPuBmTb95+oAnEPUBN666kP+bqQ94JlEf8GKivt1+C+E3Vx/wSKI+4ElE/C6xlP3N1Ac8n6gPeCARv0sudn7n6QMeR9QHPJ2ob3eppc7vTH3AVU2/ufqARxDxu/RS+M3UBzyLqA94IVGf7TKLnd95+oDHEvUBTyXi9ycL4TdXH/Awoj7g0UT8LruU/c3UB9xL1Ac8gIjf5Razv3n6gGcQ9QHPIeo77b/U/TFTH3A3UR9wDxG/yy9lfzP1AStRH/B4In5XWOz8ztMH3EnUB9xFxO+KS53fmb06hqgPuIOI3wGLnV+sFtxUsAEcCQK6gtsCS4oWNGerw00tK4N/HDrUHk0KzUWCs0kugOCStKrphxOKcviU2qh2TKVV4Ed4QewFKgIZWTEI2QlGCydpWnODR0wNGhHB8zAlfOyhRPyutBR+uG4rQo4Cd46IDoHyAGrZZtDqCXkYfGC1vqV4YEkAXQAsOJQoDkUU1uyUb7QpfkkG91BBttZNSObA5KBg7FFixjU8jrBDsFR5SKj0DSiO4DNGl1up3lYUgXtzYyJ+V17q/M77IcR9ltU1z8XvKkrwI/ppOYCI34FK8CPGWXIFIn5XVYIfMU+S/Yn4HaQEPyLPIZcl4nc1JfgReUq5DBG/qyvBj1hnkEsR8buGEvyIdUK5BBG/g5XgR6zzywYRv2sqwY/YpyMXE/vvr6UEP2KfnfyOiN+1leBH7JOV3xDxu44S/Ih97vIrIn7XVYIfcU5FfkHE73pK8CPOmcnPiPhdXwl+xH2W6xPjlxsowY/op+W6RPxuqAQ/Ypwl1ybi96dK8CPmSXJNIn43UoIfkeeQaxDxu7ES/Ig8pVyNiN8hSvAj1hnkqkT8DlWCH3Gf5VAifjdRgh/RT8uNifjdVAl+xDhL/pSI382U4EesU8sNiPj9mRL8iPssf0bE7+ZK8CP6abkpEb9bLITf3O/5Hyu6VU0KKsSmytHhF7X2rPb0q0gdbPZtkGvy/Ti0scFabOmGYfTZmiENyY812szUrbrlCn5mSqmaoS+hj27qkp+6PNSxT6VvbdfBx87bNtRsQza2yyVi0Tm2cRWDRffrtD/iOZFbEO3vlkrs71PbxP7Yenvt3H5qDbpp/7nFdQbXte5Pb/F1t3359BrW/V9K9BU/s039xFx9xba/n1mD3Tx0qfmumfqKRB1IeSjxfn7YUv3lM/UVVzUR5+orPp5Yn3v4UvY3U19xVRNxrr7ii4n6io9Yyv5m6iuuaiLO1Vd8L1Ff8ZFL5ccz9RUfS9RX/AZRX/HvFrO/efqK7yDqKx5ExO/vl/J/M/UVLyLqKx5F1Kf8h6Xwm6mvuKqJOFdf8RSivuI/Lub/5ukrnkjUVzyPqK/4T0vhN1Nf8VyivuItiPgdu5j/m6evuKqJOFdf8WSivuKjlrp/Z+ornkbUV7yAqA943GLzwfP0FVc1EefqKx5DxO/Ri833z9NXPIGor3g2UV/xeCX6ihcT9RUPJ+L3GCX6iicR9RXPJOoDPlaJvuKqJuJcfcUjifg9Tom+4ulEfcXzifqAj1eir3gEUV/xOCJ+T1Cir3ghUV/xYCJ+T1Sir3gqUV/xLKK+3ZOU6CseTdRXPJaI3wlK9BVXNRHn6iseRsTvyUr0Fc8h6ivuJeo7nahEX3EPUV/xDCJ+T1Gir3g8UV9xNxG/k5ToK+4i6itWIn5PVaKvuIOor7iTiN/JS9nf1LyQQ7zsEeUOoPOx1hacWZxXN3lUzd0Awk/a+61AM4HBQ9qLylKdKoivVU3EuX1Thojf0xarv8EXddG3FA4Wh2LsEDK4JpTdYB8ug0cQlEgCzKRDWe7/nMVqUefoMipzmzQRBQHkiAJ5RZ3ct+InDiko/Qz3Onqw97lDFWBo4KUAowRrMOBzUQBGzR2Ben8IEb+nK+nPJ+6zPJ3Yf/UMJfgR/bScTMTvmUrwI8ZZchIRv2cpwY+YJ8mJRPx2K8GPyHPICUT8nq0EPyJPKU8k4vccJfgR6wzyeCJ+z1WCH7FOKI8l4neKEvyIdX45nojf85TgR+zTkeOI+D1fCX7EPjs5lojfC5TgR+yTlX8k4vdCJfgR+9zl74n4vUgJfsQ5FXkkEb8XK8GPOGcmDyfi9xIl+BH3WV5CxO+lSvAj+ml5ERG/lynBjxhnyQuI+J2qBD9iniTPI+L3ciX4EXkOeS4Rv9OU4EfkKeXZRPxeoQQ/Yp1BnkXE75WLze+jvIsaYuvXM2EwabCm9RbYvsbU+hA657oah0FiNCakGhxqkiWN+GWmF7kRUeviGUT8XqXE/oj7LK8i4vdqJfgR/bS8gojfa5TgR4yz5OVE/PYowY+YJ8nLiPi9Vgl+xH2W1xLxe50S/Ih+Wl5DxO/1SvQB/3tVnyz4rvY211D62Lmpc0ObY/WTLQiGhuzG1pIuubThkfb4rbcltyn+ECQlI0zdrzes6n75bvIxtpeJpZhhNGaQvkiJEpNNfSljaiPxJslo29RQG7wYqs8ldGUUGddpf8RzIq8n2t8blNjfZ7eJ/bH1Ctu5/ewadOf+Z4vrNK5r3Z/b4utu+/K5Naz7HCX6lJ/fpn5irj5l29/Pr8FuvqVEn5KooynfIt7P316M35qnT/l4oj7lT4j6lN9Rok/5YqI+5WWJ+H13MX3AefqU7yXqUx5K1Pe8YDF9tnn6lN8g6lPeiajv+T0l+pSrmpJz9SkfS9Sn/L4SfcpVTcm5+pTvIOpT/kCJPuUpRH3Ki4j6lBcq0ac8j6hP6Yj4/VCJPuWqpuRcfcoTifqUFy3m/+bpU55M1Kc8l6hP+SMl+pQXEPUpPRG/vUr0KY8h6lOeRtSn/LESfcqzifqU+xPx+4kSfcpVTcm5+pQnEPUpf6pEn/JMoj7lxUR9xZ8p0ac8kqhPeRIRv58r0ac8n6hPeSARv18o0ac8jqhPeTpRX/GXSvQpVzUl5+pTHkHE71dK9CnPIupTXkjUB/y1En3KY4n6lKcS8fuNEn3Kw4j6lEcT8fvtYvY3T59yL1Gf8gAifr9Tok95BlGf8hyivtjvlehT7ibqU+4h4nexEn3KStSnPJ6I3x+U6FPuJOpT7iLit3HQQvjN7HUyRH3KHUT89lsKPwSx4JcnHwM8E8rk4NkzUqs+YlHAAgxdu5Mby4pbBAEM/nUAAEhJUPWMdVVTEmXe0LpfOiyjsahg+4H8INHByZaMOgGuF+QhKLQI7v3S2BkQp/icEY4j+UOJ+F1iIfxw7UbJyHob+dn4TZjihIzUT/gLLr+OrXZuYDjtk0Aot5Y0B1PEDVxrLpvm41JEzR28C45oAb1QUU8GlzU1m0N1dEjg9sFqoTpqXTbIUoJtjSP4A4oPuO5vTMTvkkvZ37wfQtxnWV3zXPwupQQ/op+W/Yj4XVoJfsQ4S/5A7J+8jBL8iHmS/J6I358owY/Ic8hvifhdVgl+RJ5Sfk3E73JK8CPWGeSXRPz2V4IfsU4oPyfid3kl+BHr/PJTIn5XUIIfsU9HfkzE74pK8CP22cmPiPgdoAQ/Yp+s/JCI35WU4Efsc5cfEPG7shL8iHMq8j0ifldRgh9xzky+S8TvQCX4EfdZDiTyL1dVgh/RT8uVifgdpAQ/YpwlBxDxu5oS/Ih5klyBiN/VleBH5DlkfyJ+11CCH5GnlMsS8TtYCX7EOoNchojfNZXgR9RpkEsR8buWEvyI+yzXIuJ3bSX4Ef20HEzE7zpK8CPGWXJ1In7XVYIfMU+Sg4j4XU8JfsR9lusR8bu+EvyIflquQ8TvBgvhN/d7/u+qbloywdfoaxfskEo3lr6M0YrtuzY+naJtY05tVMylPEXpuql4iVP10xhMGpm6aTdcxW/q3Bjr6KVPMcoUpzKJz7lPaaoyAIGc/SRtOi0MfQ5THGyXA/452kFSXaf9Ec+J3IBofzdUYn9f2Cb2x9Z7bOf2C2vQ7Tt3i+tcrmvdX9zi62778sU1rPs8JfqeX9qmfmKuvmfb3y+twW4etFR/+Ux9T6IOqTyIeD/HhfCbq+/5E6K+50OJ9c20lP3N1Pdc1eScq+/5eKK+Z17K/mbqe65qcs7V93wxUd9zWm4+aZa+56om51x9z/cS9T3LYvY3T9/zsUR9z28Q9T3rUv5vpr7nO4j6ngcR8XvwUvjN1Pe8iKjveRRRH/VvF/N/8/Q9VzU55+p7nkLU93zIUvjN1Pc8kajveR5R3/Ohi/m/efqe5xL1PW9BxO9hS92/M/U9VzU55+p7nkzU93z4UvjN1Pc8jajveQFRn/IRS/m/mfqemzU55+l7HkPE75FL+b+Z+p4nEPU9zybqe/7dUvY3U9/zYqK+5+FE/P5+Kfubqe95ElHf80yiPuU/LHZ+5+l7rmpyztX3PJKI3z8udX5n6nueTtT3PJ+oT/lPS+E3U9/zCKK+53FE/I5d7PzO0/e8kKjveTARv0ctFT/P1Pc8lajveRZRX/G4pexvpr7n0UR9z2OJ+D16Mfubp++5qsk5V9/zMCJ+xy91f8zU9zyHqO+5l6gv9pil7G+mvuceor7nGUT8HrvY+Z2n73k8Ud9zNxG/xy3Gv8zT99xF1PesRPwer0TfcwdR33MnEb8nLHV+cdpANZmC1Na3/A08EhJfj8IsqmngN8Ey9z0CEZHBWBgdymnA0YgIshUfDr00r+/MEPF74mL2JxkXYG25QMtzPThmhwQMN237pqWDawTnB3KrlTHAqjSi2MYmlYrbonermpzIWIAXnGeGMcFh4vcMCZcSiulIcvGpGfkfrheUSUbw1GUCR4Z/16EoZ0FbDIcQ8XuSkvkG4j7Lk4j9aycowY/op+UJRPyerAQ/YpwljyPid6IS/Ih5kjyGiN9TlOBH5Dnk0UT8TlKCH5GnlEcR8XuqEvyIdQb5JyJ+JyvBj1gnlH8g4vc0JfgR6/zyd0T8nq4EP2KfjjyCiN8zlOBH7LOThxHxe6YS/Ih9svIQIn7PUoIfsc9dHkzEb7cS/IhzKlKI+D1bCX7EOTPJRPyes9j8zIS6LOhmfLnSg6wzPQrj4O7Bk9r24FEvII5LP6IkBAYUJD+oVBRKbJkMynT9jYiztpGI33OV2B9xn+W5RPxOUYIf0U/Ls4n4PU8JfsQ4S55FxO/5SvAj5knyDCJ+L1CCH5HnkKcR8XuhEvyIPKU8lYjfi5TgR6wzyFOI+L1YCX7EOqE8mYjfS5TgR9xneQkRv5cqwY/op+VFRPxepgQ/YpwlLyDid6oS/Ih5kjyPiN/LleBH3Gd5ORG/05TgR/TT8jIifq9YCL+53/P8Fd05kYBfMmU/ddPU5oWrn6TgA+tUYlf7ij8m5jo5McF3Nnj8UXGM3hW7r2eOqTv3ylX87Fhsyq0j1vpckq12kppqdcZ7F3302UY/TsY0naCm3DWN7YXtpmTlc16r/RHPibyCaH+vVGJ/X94m9sfWy2zn9str0D38yhbXCV3Xur+6xdfd9uWra1j315Too359m/qJufqobX+/vg4/sdR85kx9VKKOq3yFeD9/dan65kx91FVN07n6qN8i6qN+bSn7m6mP+niiPupPiPqoX1+svj5PH/XFRH3UyxLx+8ZS+fFMfdT3EvVRDyXqy35zMfubp4/6DaI+6p2I+rLfWkwfcJ4+6qqm6Vx91McS9VG/vRR+M/VRVzVN5+qjvoOoj/qdxfzfPH3UU4j6qBcR9VG/uxR+M/VRzyPqozoifhcs5v/m6aOuaprO1Uc9kaiP+r2l7t+Z+qgnE/VRzyXqo35/Kfxm6qNeQNRH9UT8frCYPsc8fdRjiPqopxH1US9cTJ9tnj7q2UR91P2J+P1wKfubqY+6qmk6Vx/1BKI+6kVL2d9MfdQzifqoFxP1PX+02Pmdp496JFEf9SQifnuXOr8z9VHPJ+qjHkjE78dL4TdTH/U4oj7q6UR9z58sdn7n6aOuaprO1Uc9gojfTxfTt5unj3oWUR/1QqI+5c+Wsr+Z+qjHEvVRTyXi9/PF7G+ePuphRH3Uo4n4/WKp+2OmPupeoj7qAUT8frmU/c3URz2DqI96DlHf7leLnd95+qi7ifqoe4j4/Xox/mWePmol6qMeT8TvN4vpU87TR91J1EfdRcTvt0vFLzN7xQxRH3UHEb/fLdafj2CvZpDJY0Cgi2p5a6wCMAl+T1p3TCOZkOqDzcL5hU3iNCKoA+eJMy11VdMUfGEeUUQHk43aEwpGrY9BUMzzYPkmWBkoZ5CKqPglcM+oayJ9c4MD54Dqb5f7Q4n4/X4p+xtRh0QkEsxQPCqMQ7E4UmaC9U0GOWvsSu5baXhCuRy8MqhqHPOAaHp0yMfSqr4E7t7YRxRzC7BC4jx1oPliAnnYIkLfqvIDqniw3ZBBRaNGB/rF4s7H/zSve2MifhcrmQ8h7rNcTOz/+4MS/Ih+Wn5HxG/jajrwI8ZZ8hsifvspwY+YJ8mviPhdQgl+RJ5DfkHE75JK8CPylPIzIn6XUoIfsc4gPyHid2kl+BHrhLKXiN9llOBHrPPLRUT8/kQJfsQ+HbmQiN9lleBH7LOT7xPxu5wS/Ih9snIBEb/9leBH7HOX7xDxu7wS/IhzKvItIn5XUIIfcc5MvkHE74pK8CPOicrXiPgdoAQ/4j7L6prn4nclJfgR/bRcgYjflZXgR4yzZH8ifldRgh8xT5LLEvE7UAl+RJ5DLkPE76pK8CPylHIpIn4HKcGPWGeQSxDxu5oS/Ih1Qtkg4nd1JfgR91muTsTvGkrwI/ppOYiI38FK8CPGWXIgEb9rKsGPmCfJlYn4XUsJfsR9lmsR8bu2EvyIfloOJuJ3nYXwm62TtKov2EbVTagyTClMZoopJNfa+E0dixU3BMEHpS7lLE1qrHSTH93obRqC8Z0wdfuuu4KfmL7zNk7BSBht52zMXRx9h6/ZSd871xvb5j/Fm9FPEeuPI75VKLmbrAvTOu2PeE7kOkT7u64S+/vmNrE/tt5oO7ffXINu5Le2uM7qutb97S2+7rYv317Dur+jRF/2u9v9nnKlhGpsHPpeOgnZNk2xLteYfIk5SahNVax4/Dvrp9GF4LpucNZ1RUqKqzqrMlapkiJA710y4lPshlq9b7IBxZghjCUnE8XljJ9qnwRYxzE23ZXBe6bO6gOWijOHpqJQ01CwS3112JhURqn4VoCuZN+7qQ3O5qYSWk1MNpWUY41ZSizRbdZZnawMAsvrXXSD7fowTDUUB7PrbR0GfGr1RYaSXI8/d2gKea7t9VRi6oWps/rApfCbbJvSgaXWHqsRL8l03uQ2tzCZoZc8wNjFTA7YdMW3dzrHzgNGHFYjcVVnVaSJ+/gplCHUAb821dKL78K+OeM4ldHZdkKGCR9qQkzd2JXBp76Lvs1QMXVWH7QQfoCo62qIrow2+mxM8xWDD0PNvQ0hDzjU8Bid2N47HODOjkmmcXQDjLRKv6qzKlJdm5tLU++HoY8Rx7YPGR9Sp75gT2pv2kR41wuMOgQfs4N7kRG+sA5dYeqsxoXwk5inZJuW2DC5kppgCo5YDmYYjHeDa/pY+FrdkP0Q9w31VJxF/Mww2twlv6qz2vUmO5NKwP3QdB5z9K5LQzVmsqn91jZYNnY9LN2XITWxlG6wOQ4BPtvmiamzmpY6v2mEOXWhyfsaMTXhAvJd7HPvzJQtjDP38Is2CQ5sU1YwwxSmsWAFU0m936SzWnxIvtaSkm9i1TEkmFwvBo4P53cAWAN+b5QhprHJ5ZUO5oibr0QDaBNTZzUvZX9w9WMtNTqss825mrEPxvihs4MNWHrq4oCrpOmgTjXjkvG5h/8fY5dxgZpVnVUJpcLu7NR8aq3WW0QH01AcwpUmfRSmkGru8GkIXHp8cJNGa/rMYoDA1DF1Vqel/B8WYx3MBRFG0wmN7WiNQ2kylsZ0to9e/OTgrWAk0aRx36x1DvhYXMFxs87qALBwhIfQ9Cz7WEJvQioW9ozL2gHB0mXnYfG9aU5hauHRPkVbi+8wdkyd1bIUftnlJvpZhjYU2/74vsl2G19sX8NgnQhuzUmcdAZX82CSSX0JQxz7JoM3btJZHey+twpcHmJA3GxNnFpYCpOrTUhzAP6hdnAVMQ34kGn0DjjAKG1X82iYOqt1Kf/XxFDaU+JN7qiKAQJDagrnQ5dgXsgfLOK90EdrckYUY3o7uK7Jx4QJIZ1b1VmVERF9bHLSBdeQqU3zAluDKMe4po0pFuuzAQ5CEPNLwppzE7g0JXS4cQxTZ/XBS+GHr1ewQg/bQ+xh+jo1cZQJTr744mAZbpwsIl7va2oy1E1CCxGc3ZeEWLeqs2pglPjFfmiqgqEfQ5Ocwf1TgCtu96EJ3Yau9H6csCXORBvrMDr4XNwjSPuYOqt/u9j5xTKRkfp9OdsYe2Rnvsd1IalEybkivTK2WOCFwMZJDfgJ5B+4aZDL1bhJZxWZSw/DQy6GMBsJS5jgTnOLv3FTwx5xBZXJ+djmkPGHDNibAb8cniGWzjmmzupDlsJvEtPeEcnIRU1TAEh9QGQ8TU1HLPhmKN6Npow4lhZZL/A0LarBHWMQr3SrOquwIlzlA052LsjlCi7y1OQv+mauU8AVAbc5IYwJJsNn1FDx59oe6QdS7iQdU2f1oUvFL0OXfZMsR4LWhPORSCFlRf5lovMA1E5N5rdpR/uuGvxctICkNrnL4HExr+qsIp9zY2oKtriTcsquxBDGZKoFCMhwo8sOoUt1iJ/9mBJ+tU2INO0+fXQ3MXVWH7aY/4Md4JjuU3QPCWuZmjq+hXk4nK/kO6QZjUPo971jUIIZLbycb4qW+O55VWe1S6lzAT5uRGycmyhDbISNTAAbYZIg5EM4BHrL4nciKQ59iBHBNniZEOLUM3VWH76U/eHEIZGP4nt4vSRDk/MEB2ZN8LhPsERnrA0WVwLSNzAD09Sk5F3jFxDP2U06qzGlEWFKHjvcwRl8jvUADtweUpX2akGcEBnh9wJX0GY45f2QhwFWHATZSmLqrD5iufvDIT4bQSnCAQ09FjXBsVWENM5U/BgRDyLz6PrOTMhTcFd7HEJQW00rawyrOqst9bUTsg6XEadgPwpCSRxSMH6gCLoR6CGNwyUNigLe1k8V1I+rBmn34OAqmDqrj1zK/sCzgDVtQqgOQUaqySKtsCEjFdtniFXawz4SYSYtvwNvW+HuDQ7m5I2xqzqrguw2jyBdgH+TDWlvMXnYL0Lm7BBewhFU/JtSfRb4hF6qjeMwpGkYYatTZuqs/t1S+E1wdRnntB+7wfc4V41NRyQj4LPAloAkBc2CSxfnGSRT0xSzTXrR9PjaMfSrOqtIwkCfIm3pcsvMhgr+AKGRA+dsLG5yMKY96DHQLXFCRNMjPZ7gKPuMxLpDrsjUWf37xfKPgK9Y8zDWJj1U29siEWsCaVeQGUxF+gIXhWRhzOCbBbWCkKf2ihzsEpHMJp3VBDa7x6XSw/yQxw0wOTDWMRkUORAzgnlpgq04wrhDEnj9EgL4VXAJtW1cYuqs/sNS+AkOW9MOy9m1K9UNtamKBdhkRmxWEdz0pikPIu0fy9ie1wMDioShH4ZcTLeqs9rhjkAlxoBgwZXeNQF4xHjtsSDbdKNAIbjYNV3BsRtDh/sdwFiP1AaBItyiY+qs/uNS5xcEJ9iQrlFJ7fEVuLtGUuELpvZ0oUFWV+EZEdEhXpbGuIQm64R0FTCP1q/qrHamxcjgtZDLNPFFZG5Nch/cXgVFZWFp7VIasR/49KZomMDlIFYHN5vwU5aps/pPi/F/dd/TXE3VuF0gxYwg88FK59LShaYaNYKbK+2u7HAjALQeFYxgEZtgWXGTziqKTM0qwShj5agLmtJKHQH5X6iNsXdN8hse1AXTt9cxIipMuU+mz00MbWDqrB67GH8fmnDgPgEt1CN7MC9NeDxPTegYGf6UmqwsnFZFHgHmBe6wjAacDQ5xiGWTziq41cFnF/vYCqKgCeDa8Cs73NTe4KoAt2r8vvJvgr9FHAiGdoAD8bBS+MOBqbP6qKXiPweWoBF2KBghXwPVgswWEc20T00fRU2U0yYbUMrNgsPdu7wvjhlBZRVUxTfrrAKhiMK4xUUiAHnCJrRnD8bG54Q+d/CfHXh9aYp7voVAziPcRqFpMqgcJ6bO6nFL2R/YTVjHCHMYwV5Z1CtRZwwTChSwMJCcTVS64E6wtbYrFVcuSiE+9u0RCIQ6qzqrTSA4gK0BGNiFMrTUDMXMvj1WAgp7KLjTm2btiIoHgu9GGrRwGpcVEKx1YOqsPnop/IK3TSa0vduFSgX+/LGbuvaQjbU93FxA7Dtm23jTMba8DrG1Rx42IFnp/CSrOqvtzbD2JEut3qJ+PuLehif0rfWgMdkVdzZYbESBLY72jfxD5iGoBcT2JEwqTJ3V45c6v/BtCJ6bkG+KWB+o4AJeHblCF+sUApKDDsmbcQlJLUwQBZLQXoqb4NNQxpw26awKyuVtF/qm8o1f1NcygTWYPAhUxDxN8BJ1NmzEEOEcpbbniZASTo1ziLkwdVYfsxh+pvXyTBF5Amj3jOsyYZmgARFjODjBKbVoIxsBPYhAt4T2YCFuS8QhFsd75yadUJicCT2oiPZWJNgbpGodPhHIZYG7HMb2QlqdcoDTrTjryKgBd6sEI8AsTJ3Vxy52fktG8DW5voCqrwYQIdfCf9pTrUj64Zpse1kKlRAR0PwAGPVIFEoGaa+N2E06q+BXfSML2xU7gdVD1Nfq5FNv2yUEw0V5Hnc4eC6DXfGopCDWxLXkBvzC2DF1Vh+3VP7ROFJp/sqBE40od+OL4HC1F13B6iOxQ5aPKA3lxx50i2tvOCP2HfG1x3ayN+msOtee1EDwAxarQ1gH2tr7oZUrR1TOEVPidh5ce7Ylt2gGtWakySBfxgmhTclMndXHL5Z/jIj6xgx3BG4ZdUXwfxMKQRHXpcHKYWV9e7wKq8hN79yjxDG095cQGpscw6rOKlIWhHq50dMoPLlGaeNfgWxJCM7hF5AiSt+Vfc5xaKTjlPALxdUmGg+mhqmz+gQlcxLEfZYnEPvUn6gEP6KflscR8XuSEvyIcZY8hojfCUrwI+ZJ8mgifk9Wgh+R55BHEfE7UQl+RJ5S/omI31OU4EesM8g/EPE7SQl+xDqh/B0Rv6cqwY9Y55dHEPE7WQl+xD4deRgRv6cpwY/YZycPIeL3dCX4Eftk5cFE/J6hBD9in7sUIn7PVIIfcU5FMhG/ZynBjzhnJpGI324l+BHnROWBRPyerQQ/4j7Ls4n4PUcJfkQ/Lc8i4vdcJfgR4yx5BhG/U5TgR8yT5GlE/J6nBD8izyFPJeL3fCX4EXlKeQoRvxcowY9YZ5AnE/F7oRL8iHVCeRIRvxcpwY+4z/IiIn4vVoIf0U/LC4j4vUQJfsQ4S55HxO+lSvAj5knyXCJ+L1OCH3Gf5WVE/E5Vgh/RT8tLiPi9fCH85n7PC1b165IJtbWt1pJkX19/aA/WSxsjLLFKLC7ZpnfU5plCl30MrgZjpiBjwU8z9etOW9Wvs4ObBH9gmmrXhB4kVQnjZOMw5twm1HoZk/VjKb0J/eimPIWhjer2UzdNZZ32Rzwn8nKi/Z2mxP6+t03sj6272c7t99agu/n9La43uq51/2CLr7vtyw/WsO4Lleis/nCb31Om6QumzvvelKmzYqahk5Cklqa4ZU2Mw9B1+Cn8T7AxdS4Z16VUTEwuGlnVWTVDP3YmJeljN5ke3zQM0UnOubNjG8gZY6reumiTx9cepmy8qVMvEX98V0amzur5i83JdgH772tr8e+wnIx98M43KYDgYvW17Pu+kvvaZWe8bWMktSa3T99kWtVZNb7kklIfR+kAYpcDfpFE08r53so02jThP03WqwfWtnf9GDt8oEne4LcxdVa/vBR+uYm7uQz0/OCcscaOXR+nNq3t8wgbxjEzLqQY6xjw//sm2jO0oTIJzqZVnVVTxRiDX965Lps2nzeEOvoqEz69JO9yKH2Opsbc5ypOisnFm5DL2NS8IlNn9StL5Tkx135IXS/SNCZSaM7Kld7VNo8t1vU5CM5aHIJ0bsLP5xybBhcQdeLtqs5qV2vtm6trv9vZacgdftUgpo9lgncxzv7/yPvPeF2PqnwclyAq0qSDiGCLhTZr2j0DGiGIgLQAdgEzFQhNRZooBI2KLQQRjSFSQoDQRSyx+7XEGEUgYgSR0JuE0EILhPyvOf5fPPsNvxf39dyfPZ99REjO2WfvZ65Zs2ata611jTI9N4ARs2oSKryi6t45V4fYIFNn9Z2b6SzELhLNguPWYxuLdNXB1eEAm9bKsEp87IIzaWOvTcP1L7L0oipW4cquzipM18Inw9dpoObGbGJJY9YOxx0O2i65DO28blJIKfbgl+jD4mGLoeJKEabO6ru2ws913JkNF5LOwQ8pohyrNGWU5NhzVzmOAesQLe4AuMeWoo9xjHuJAST2gM4qrrOeU29efBkqeE3pIQE1fGcJxmrbddYlD324aF3KUm0Zst0KX4VrhKmz+u6t8FtwWGEJfsyxWm+6WXAJ42o0xtWy4EOWPLRCS7VamaBibjXGWobMU9did3VWVehLCNn0IcRYhliZyXFI8QjMuXgn8AW4nYIfY8ZDHjzhhleu+gyfCMNl6qy+ZzP8qg0qKfj0pqvH1WCHRMeQ0ordCK6UgusgIYyxi801NmWD6YjWmgpDPP6AzqqC6eErQoxRpPulBIRDuDhww1q1pLaMsU41ZAPg8kJsY9QzButa1N05zdRZfe9m/s9anNghk1wNYkGPBY65VQ+HmEtNtmWl4CGdG9oK2SCmwdKUGvOIZSnugM5qRkwI88QaLQJHadUsOOwRcagJRmsxiAtVtqUqSQXREAy2AxtjxAYxjamz+r7N7l8VEoK/WIHOgoB28fhXh7A81qUOhawhcdnMwNQgLrfHXFu1dqjNik67Oqu6qMV4n2J0vQ8VKdzG2nqLGwVOYdwswwek3pF2ALiC4NrYEQ+WmCKuJqbO6vu3mnNXy4JIGR/SllSXJSLM634oSOQFZ7VW1bHAKEMOsw9RIoXTjPOL2G5RuKMP6qwOTXNYmrGIE723uCSCiU5yrchu2hJtqLG38bupRbv0RWPzahEPo++WqbP6gc10BnOHCY6LEi7P5w408ZlUUbBBWzVcWFoywj5kbgk5RGm4WAwQzh6pq827OqtIJbq4boaPXEzw2njc0UNkEGfUml5wHyEJHo9i4CrG+U9BwRTxZyUjp1FMndUPbnZ+kTXDKBBCw7/FjBUuTgzOVbAxuWPi5viIDYlEMM7HEjIy1hqq8iAC+gGdVUR7+A5IufENTQjdIrEdb7eEpjriIcRJtaY4pOTDkl0ZJ9cMTQtk6wZBdWbqrH5oq/NrbC4el0dvGoYFz+cVDKuYoHGOCyzOWmcRsdnWcxFktsfkal1LzcRU8q7OqliwAwbRicD8ktYNIRCuEONBfSDPQDKsa/PNDCWRwRrkZhffI7KZjgSuOqbO6oc308nrI/UwZRypIeukpIUqSIAt/s3jyOKqXLTGGlUb2lBeeZxzXU0dinnqgM6qwaoWxI4IJoOzyAZhv9oN3YaCULr6BuNDpI7QWcPqS/Tj5w6F9dgA/cLUWf3frfwfMn4cVG/AsIBtgifHyUS0NgKNIYLqQCfgWMJC8W8Ig9s4lMtQauza4sI9oLMaexKkJYPOKR0+0pgaR6LcjinSIJvBSZYY8EW+dRxeOMw43n1ZEtBSnqmz+pHNdLYQoCSFNXrEbuPM+kWnbrFSk5GrDbIFFBSC4AUUJKiTZvD5B4klWF02uzqryuHqRRozntDQpo6nc8B0LWWEyRohDEgdJHAdPEWHD1xgrrGDI0zZxCGJ6Zg6q5dtdv+6ZkfcMR7L6BbeDkGH8lW1oe+Lz+6HhFjw+KhI40oA3WVNcPBiiHWwjF2dVRBeQ7kSyd6gpwTknkhog0qI43EmcH/wfsfQKovtSwPV2MHfIslBNIg/YuqsfnSz/A2MejYgEHAHg1kfZ0wKbkvkCEgZqkWWXywYd0Rr2So4wlrAdSF5GE8N2AM6q3o8m6RgvEO/CGwE1gWOGkS2aaYhkcHVEpQMKicug7+GafqhHVpxr2DxiqmzevlmOkehICCTEZVZXIatwotFXMkR7h82iHQOERxYhnGhgIGKbQg1OvAvbRlp667Oqh4sf24tugCiMCCEAR0BQwVsScYbS0MWGTQWqFWnRlDkcJcnsPk5J1OUZeqsfmwr/xfyKJZ0ECQO1By4KovUwkfdNHwSsmCHRAK0Abj6jnJHwJUCLwiGD9cDPn/e1VnV47mcoc9tcbJh1xXrGYqZIOlhqhHEC1iKjnwbF7waypbajwwHTAMiw5QTU2f141udX9TJkNwiSgkwsJTz0IsaFZDxeobXiNAyKj64e1tCOmFRCVpUwB0xVIEVLpMDOqtlPL7Xh98Miy2gWHBTFGCO+hqizL6MFx4QqYB1RonLZUSIyEaQJ2Jn8DMcU2f1E1vZ37gGFpw23BpIchMyUxwlJFr1mLRxRt4RF1waGSanyriPEezYgrQhA+Wod3VW1XhcA7FNMyUP1mW8bAjAkaxYEM0SC/hF6wcDaxzOLOirJRoHLzjeJMFNzNRZ/eRW9jdye7g9hB4aDB0I0Dre5UK+D/eHPA2sTBwirNEM8TFQnr4tLoVRjiyIe8MBndUR1yBsDqjSoaCbQP0hu0HpBDWV4V+R6FZwrvC1iKQN7hhQNfgdLF41OIvM1Fn91Fb3BwqOiL0AypDx9RZlZlSRkb7mJS4Bt2hr2mkPVnkB94TiMA47aHhgZ70YFw/orKY4whD8IfhktahjwrYomBRQLEmB8kKgZAyoK/wp6DFc06hruvFcpwzl+cLUWb1iM503uKnkEN4iQkFJN6s0lAajiuPNNBwzC5Y5BJ+R1o0SiUXlFkUSHPOKmMSqXZ1VjWt3lH0zErs8BKaj9wrh5MBTg39FzA2W9FhJz1TkeguOtAGTgOBwpILC1Fn99GY6l60iwJU8eiicwuLGGzbIOIYqrwYrPXjQghx/nGDQeg2LHReNQQnT1lh2dVZRuluQnuDWQdwnw1ki/4NvQKyCCh/izKGAibUjqEGCDcY2h4LqSh3pckcQyNRZ/cxm/AEqs3mpySkkWkNXHxVFcC1DLHU8WBD1eDoOhlI8iOeANSCFQzWpjC6SWv2uzir4K+QcKAo5XNfI0pATuhH2Ie1A7gY+dXCCwcl4BWHUW2JB5cjBxo89lRaEqbP62a3wA32JrMOO9wXg0XGSRp5qkQAnMFhagZ0ZLF5B7oXz55Db4sz58T4w0j6l067O6njkJS8j+xjtIMeIeg8atsEQUb08ptiIqGcoBuMmyg72PB4VS27kb/gizdRZ/dxm9heXZek4o86ieIu8oSjwdX48nDHeqO62lME9A13U1MZDGBpf263BmQa3p3Z1VnUHwYWswwouDoAs+BdJBsam4PlAu4I+GJQ0uJ2UCyiJGJUDS9jTeLHYJKbO6uc34w/Ag7o0nkzBkRvPCes20JJjDwEjHsb6cGuqihvYoHwONgY1Ej3e9WlgBMIBndXxKK7XI5kF3QoSO4+3JAEmaiwWhoZwG7wsrlsvcJURV66uqJ2aYx0NrVB1Vq/c7P7wDTU3MJnITq069sQADASsiUOpe7ztqhF1VB+WqtXw+IK0P3o1SHh8+gM6q8oOi0NQklAIwd9E4gxiqqXR5gceBzTFeJ95/Bu4fzO8pcAd9gWXTi6AhKmz+oVJ5iSI+yxfIPapf3ES/Ih+Wj5PxO+qSfAjxlnyWSJ+X5oEP2KeJJ8m4nf1JPgReQ75FBG/r7jZHPgReUr5BBG/a0yCH7HOIB8j4nfcJPgR64TyUSJ+15wEP2KdXz5CxO8rJ8GP2KcjHybid61J8CP22ckHifh91ST4Eftk5f1E/L56EvyIfe7yXiJ+XzMJfsQ5FXk3Eb9rT4Ifcc5M3knE72snwY84JyrvIOJ3nUnwI+6z7K55LX7XnQQ/op+WaxPxu94k+BHjLPlqIn7XnwQ/Yp4k1yLid4NJ8CPyHHJNIn5fNwl+RJ5SrkHE74aT4EesM8jVxPjlRpPgR6wTylVE/G48CX7EfZYbE8/vTSbBj+in5YZE/G46CX7EOEtuQMTvZpPgR8yT5HpE/G4+CX7EfZabE/G7xST4Ef203JSI3y03wm/1nNmOfp2YkmItY7rLeylD9ipF15cUjBXrl+50ydIWfJnR3tVYyhDkUBZfVGw0TP26r9/BT9foVA0Wn70Gn+3ic85BL2P0tMXa6+iBlGZz1NXpZOto2BZRi0+xJd/3aX/EcyK3JNrf109ifx87IvbH1t0c5/Zje9Dd/Pgh1xvd17o/ccjXPfblE3tY9ycn0Vn91FG/p2orMUZtTRkTsaUFHZseY07eORVVw490OS3JOKzS5qUW/KrFLr0q08MBnVUXdMBf9q5ojU+cjc/FRduGPKGPzepjgxYxKGuHeKsPPlQ15ESWmkVrps7qj290T+kFO+B8GgqoZuBvzBJM19V0X3XUy7KoZFMBiM2nLtg2ccmFJmOKzJZdnVXRi1tsAyK2u+LEFwlD93HJvfgYazRuKM1YGQPv2PKwDLmK0nLR0S7GMnVWf2Ij/CT16pPzMcHGnMne2RCWKq4r6RZmlGFOunjfh3bosdl0m3LGepNt3fgDOquu+6W1DKOFIcPwRfshmJeLcj2qJfZU46KTMlkP+cahUVBh80OR1FVF1Vl9yFb4wTe4YNTQD6vJq7oIPkT2UVn4qG4twAC2EV+V6pjwyraJwEi99xZoH9BZrc5W7VwVb7B6qcXZMbfSYYptiGFoOMGmSoYjbPA+Y8Kvw0F0FRers2bqrD50q/MbnBPdGmyqLHUp8PZwTEOwLCWc4mXJdhyw/5NhCL6kUAB29wqHLye97OqsylAAGfbVUw+m1m4WN/QrXYjGw08XBeA1rhgDexuyyfJ/8j1iw5DDrEyd1YdtlWcPbctUvBWdHG5J+KFma1BeGdxTw/UZNczGeJ9VsTiGWueCy8olqaalXZ1VNRRTDf6S2CHPY4yxBRAN2YqsrB8qHwIAvDdKjQOcLIwdbreqpmJcKlNn9Se3Or/K+Q5XFccgcYo9wuVjrbossRVxY05scbAjj98di1YR97GWZYle15LKQZ3V3OALuuohGPi+XiJuiNZwiXiNU618CTEMAdshOeqb4LgDbBxmRABdIlNn9eSt8FsqroWY4fOqc1iv0XBfdaik2ODTUiIiGo9/1S27Xod4G6I6B4DdUH5PB3RWcfC7bwuWvPjQO/42YiD86+KUac6ZoBpu9WKGCHgd+pCqFlWH5GBeWjVMndW01fk1NeHCdZJSqoh5S9RDEqAijMzZK7tY5YFAy0N5RhWBX9RNOZgPYjZ4ugM6q4iGrVKm5CFwbnDnjmBUVBmaeFFVgQfN+H6hjSi6pTG4DMewSNbaLtUzdVbzVvghgNH4BFhb9OMtAhhWhsvTpkosCA3DklpBuNcQX9shP9GGSncCDB0xcDmgs6rx54htlqBtqAUREKIVa4c4aJSqrRwTYSkJcXjpcAp1qFdrq3F5aUQ3VJ3VstX9O7BSAK0ixZCE84T4JOGzFB2w1GOT1DAY+Dx/TPpyMckiu/ClDHGGond1ViXZEXF7O7ShAoLxMLAOCLhhaLg8HA5tUkGqhOzCSOma1FD70LBw1lamzmrdDL86Qo0hTGlVR1yCzAyB7YiacXGqUnKAM0GusRR8xP+T60GQtygfF1wfB3RWdUaconFCEXn7IT+FiAgRpG7weONZg+qVqFgQSOo29AvHvd69xpWlekPewtRZbVvdH0jms1tq66nhjrA9OPis8QKG4FPCkzkkcM1o6UOcR6WGSwQp8uJNHypj4YDO6tIyeAFRyJtTGxLxiAYVAu5QYan4U+S7+B+PPYN14/oYugS4rrQg85FC1VntW9lfbMgiEJGNhxgaOIPYs/UpFRUQmsH5C4I1mJAbCnogLaQMpcahtmo8ll0O6Kw2XaLVNiIIbEPpFtcOfNuC5KwWQFGz0/CJRQO9vCDKacUGFzJ+C7dJ60yd1YdvZX86AiDct4uW8U4IQunBJlXcjGKGPhTCZKRlcIMWDjAqsCgIOpqCeSExU/aAzqodaju2L4sgS7NgrVRKfnA3faQXfRn6K2YZd1TuekipIxnpiD9BNgDtwNRZfcRW9qfLEMxChAFnZJdmh8w2UgRwLUh8JY8soS9GNTdkzkfaUcfrArXh/AXY6K7OKi4MUGneAD0reQlIbWGjAac3wn5tHFIpglAZd/h4aiSOfFHhYg8KOaTxhamz+sit8GteKhK4jDBvKJLnjtAMuT/cFKwNXhFXJ5JWBHBlyIGEcY+ojIUtS+u11F2dVcSHiIzzAvZqyOzDQbqhup8Rrtjo29AdxC7lNlQLEYgvDj4jIpQuYC5wpWumzuopW8V/Zbx8BbeVTBsS+3FIGLsB4RBL6UpjzbA2AxeJcKSVEnOGjRoFDgAUgjqgszqiljoUaU3vQ4kfCYdosDQG2cjQCzYmefy10POx10XEZ1wySY/Diy2KTJ3VR23l/8CzIOrVSxoq3ApxCUKQPh66AUsKbgEp7Xh2KWScvMGDt4SFHpPJgjmmqnZ1VsXDLdqklgBDhssETYrYcdGgZxeVQaqPNM1pY22JJsJZpkX/H+VtE+4uzdRZffRm/Cm4lVKUxs/PI9H1LXTlEzhUnC0sOIToYkx5PBqEHCIvQ/2uDRrfwhnGXZ1VGSnxeCoDVYO0dNB6YLQqCh3GG7BfZtwSPoBUwKrFdAQ7zQNRA+4UdQhH1Vl9zFb+z4bxuApYwPGuQ8gI9JDEjlceEEwHsJq4S4dAJWpBMJglpyxLkXF32tTh4Q7orMKn9eHw4NpAruDPEbWAkC0ebnNJAHyoLQczxFtRCijYDY30Q7nxdhM2iqmz+tjNzi/MAHzVUK+MYEeGyO+x96ZCymD2EZJ0+HfkBzAanDfcuzjA3SBRsx68q9vVWUVdoyOyacimh0IoQkbEOAUODyzq0IWClzWLAsWD4tx4PMIiTEcICEcQC+otjamz+rit7g+UjsBsikNlDwZjOvjjNER6Ywra9CG12hAVemCI2plYlDdiQ/pgERIjHam7OqugC3HzwohB9CH1A32D74lso3vUigrIm2pAPcSaImj8nEa2iKIi0kG1DGU9zdRZ/anN6h+m4l5QGvELyNGO6hBqPA3JFcJq1D0cHH8dgsiiarIoZER4RzceKViOVZp2dVaRqgypM5DZ+KEahouQOY+4D8wBSD4wBAUFALtkIJJ6GpqQS1oWfBFs3MXK1Fn96c3455GiDfVOM/h4BybOIbFFGregPIn/y8PW8FtI8BxK4+OduAZeDyTKKI23XZ1V1fKoniNyFKAuAX/PVxzzjsqdAofjZUFRCVERjjYOOu5lBNx+PIc4HsOSxNRZ/Zmtzi+IOtwTEfwp6h64GMb7pwhl4OhB3icUfYawXUDwUmCP4BQCbt88egkAgLdmV2cVfHwHpTeuYND1qPO68a8FmRpCQNzdcBUgNkfFF6GkH2S+H4/fYP0jY1wqU2f18Vvdv2AMlNEwmmxgUBm0MUIxNYrlJo2AeVwsx56GRDkIlroUjWgb1wA8YjXKHtBZBbE8HuTLqKqN6Nnk8TAtSIiKWhzor7yMky0gqMsoZwrupwJyp+Y2Nsk2ps7qz25lf6NwHofPQzkXV4kD9+5URK1iCCF7xBnLgkTLIP4wGRkYUrQqxx4TqnZQKLs6q/gz3DUI6kJVCt8PUTHCovEkIq7rugylzGW8AAYX2zQqADB5ROH4BKaDzvaFqbP6hK3wW8CDooQDz486xVDgRRaGjB41Xg2qYCQO4O/GSwYjhluQ54EsRNJiwuj7SO6AzmqE3xTw9ogaNaDudZD+OKYL7m5ELePJCITiONXI68BRJERGYLrA+YDJ8jYwdVafuNX9kZHtZwRzsaNgVkso4+VmxBpDPBZEPo7aeA8JJMpIJYaX8qCYkamB7kLiEnd1VhH2HXu+wDgQBj4WnMsM4gbOc7zTFxekc6h2OJTocmrgH1B+q+Ntkgi2G9dWZ+qsPmkz/gBsHKpEgjRtPELaqrKIjlHI7dEgBg4FxD6I0jZenhJQqMv4hGADQMeAq667Oqt6SH7jcOOSDR1RcQdAiJORL9caC0hAnN3x1CQQqCpqn7F5iJt0ASHbEXAydVafvFn9I4BaaSPtQGihbB6aqA1OftEj3fAV1fOR6aJGERAVL4hBxkNTSxvPCeWQDuis4oYAS424Gz5wFKCaWzJi6kH3jVY6hDaLHp1dSE5Q0BuROC6rVO2IzUGzMnVWnzLJnARxn+UpxD71n5sEP6KflicR8XvqJPgR4yx5AhG/n58EP2KeJI8n4vcLk+BH5Dnkp4n4PW0S/Ig8pTyOiN/TJ8GPWGeQxxDxO3US/Ih1QnkUEb9nTIIfsc4vjyTi94uT4Efs05GHE/H7pUnwI/bZSSPid9ok+BH7ZKUQ8fvlSfAj9rlLIuL3K5PgR5xTkZ8k4verk+BHnDOThxLxe+Yk+BHnROUniPj92iT4EfdZfo2I369Pgh/RT8uvEvH7jUnwI8ZZ8stE/H5zEvyIeZL8EhG/35oEPyLPIc8g4nf6JPgReUp5OhG/Z02CH7HOIL9AxO+MSfAj1gnlqUT8nj0JfsR9lmcT8fvtSfAj+ml5FhG/50yCHzHOkt8i4vc7k+BHzJPkN4j4PXcS/Ij7LM8l4ve7k+BH9NPyHCJ+v7cRfms/5xU7+nV6yEzUZcz512yUysqFIbwT4mJzNKGWHHoZvcKqFu1q1Cm7MbSeogF7n5n6dWfu4mekpDBURIJNtnfntOlhdMS7ZZFam7MB67T9/4SDht6Z1coWY33rVeI+7Y94TuT3iPZ35iT29+kjYn9s3c1xbj+9B93NzxxyvdF9rfuzh3zdY18+u4d1f24SndXPH/F7Sid89RgqXCxAzMUabWxyuZhsS7ZWA0UVqqi4AFm9RJ8qIM/aRltqi7s6q6p2l3pN1eTWTNfN6JKazkmac6nUPhQGes16MSY2rUPqKZlobXCCJQhTZ/WtW/X5i9SkfbWyiA3BtAGkLIt3vvhelI0+LM3ha8yyaGvcmNT0Tgct0VTVd3VW9RibG5u42LgstcMKl8UNfYXFj0mBOHQZXSz4267X6HJoJqulq6EeFVRl6qy+bas5Hdtc6a4tpUozMfmlFaf8UC/pFYAAw6C1NkMe1AqsP6boKsDOPTVvzQGd1SBNDQN0Qxy0NhX9AsOyXlLJZchCqTgkRZKtrbpQXTahYXfw3UOMQTN1Vv97K/srHf7H1ZCD1C49Z61b8sElX9z4rN27ZGAkpo0Rwy6LSdKHRIpPXUV1QGfVqBzrEnsWBTuGvS3KdGdqD6rDwrSqy9DxqkPHx0j1vjvRPhXnsm7WMXVW374VfvCgxYQkWbvWYxPfvWlDKNrmknPs1g1tiaHrhhPXXUl5TH963XzSS8m7Oqu6apt8zT7lnnFincLBdcmVIcM35FZbrSV6HUvUUbDSsMDUg1cAwetimTqr/7PZ+VU+D8kYUaH3Nu6jrnAz+iECXZ3BYu1SVFtw4nIYIr7eCe5Tb+AL3dJ3dVZljEpl32Ic09etLbh6cesOabJjk7IKtxJ8gNe+GFES4PbGBLjAJm0pJTJ1Vt+xlf0lfAxlh1JoEu1wzfYY9YLzrHB5Fly9ptmhuTCkjwVLSM32GkJ2+F3JcVdnVasepSCAsbroiBtizCU31YKPCGNKKMUH3aNNHVuVrRnaeX3xqvdYhuNl6qxeutmcsQjMZawpFXh9qztMEvctbkXclBXHbERNsCy3IHLDhYpr1xaB//JDHmFXZxWe02FJuC8ykDEL7CyElsQOdUI5ph/QEdrAgGG6aqgz2pZhlM0OgZ9umTqr79zq/IqJxWitcFHAm+O/pSxhyCsWuH6PaFB1i3s2m474BRHvgtAuILAzPQILt6uzqrwZcj4Z7q54iRnwJy8GJt5xZVSc6KHbahFU4+aBRSuxQ8InDymfhMUzdVbftdn9q5JxSARi9D07XJ1VI6BwFTBF2BpidV9jx73bAE/tGp7RIQQpwfelL/GAzuqQ9lmKb1X3DP+44NQmxHUJMWFxQ0gJ0Y1NIUVf9RiVX8SXIVnmcMA1/AMRv3dvdX6z4NLUuFRHxmKHiH7tDaEG/PkxyZ0ighCme61rQ8zh2pA7qUjNih+qoQd0VvHvCjdzQeQc7VANXRzyFIW4e6j2B6ejjX1xGVcGfqqz4k0oC8Ih4wGyYeqsvmcr/Mbk+tKRInT4KtycNilbl0XpWnMKiFy6XpCjAI0WEdEhccv4loiDveAuWHZ1VgXXrJWheJuCdw7xdhnPYYwYL7iQkGyE8Z7E0KJJUcPN6oYgMQpyTvzQEpg6q+/d7Pz6kUHDnuDcEDmP1nOD/B4WNM4dPiTCP3xGZB7B1Ob1ksY0fBlCZUonvauzKnWIbluELjGnvCCH64NRsIJzrkPGHqihxQwv4e0IAJdQhqoofrsa43Cqifi9byv7GwPnKqclGDckpJfQtUrRYrUwHhyqMcEfEbz4Ido7kuViYu64XEdeEe2uzqp2wMTD+LBkX5chrpzFlRBrTAVo5aiHgghSnug8bnrxQ9Mm60FTeARFTJ3V9292/0Z4HwVT8ccU10oeV4YkY7RLySNoQYKATKsZhVAkIT1JDXmr16mW5nvY1VkVJCt+8ct4nsDkPlRDB68SQVYl5aIvsEmccVw7avALafAStmoE5wrOcVmYOqsf2Or8ghJB1GFxLYB5AW2H26SXPFScRrIG/gAxbg4mO/h4XMu4IuAcwR4oMFCgYg7orCJ2HEJxDtFQjMYLouS+GBzTYzpAQ5c61SAFJBbi5p6H9ihSRkTvBcleoeqsfnAr+4tLLmBHhi4qrkSkrhqu3i9VjbemEv7bNTdUGgephZsF14sJQ0IGMRtssuzqrCpcyxlJnEP0GAPu2AIGCw6xjYAnjoN6bDeQduCaUlj1eM6pDVGaBANVnamz+qGt8GtaljKeQ2rZ5KGe43GrmqGWVzpSA5iaBwYRpgketHedrAZ2OOEpAGq/q7MKZC3u3AxyEAu0i8KibTcKpjuU5XGiWwJ7WnRVIS3VLsh4kCcirsRFjGiaqbP64c34F5XtYgriChiIzxG3bCqIzsZjA/jYKfXoM/JisADw9kjrEN+NB5f6EMMsYVdndWhTI4uBSwCB5VsBaeURqgCvof5TsFWwS+QyBfd8M64PtduC/LHWlLMpiqmz+r+b8c9IEQBVztXprrofL6sZ4CXjmQy4OVyO+Mzg8SywBLsPRzkeNAAfUMeNvKuzqmBlPjmEhrhicTMoN+oLCMAjbm/BPoC/HjpmcIHgvsCv4g4xMHXkJtY1HZg6qx/Z6vwaBCvLeDtqXCMOyMEzgbFCKSODPR5P1SRBrDcePcPnL8fC3gqzwZpsaOWAzmq1brysgVg8dg3yebyfM5iIgsXZIY1cUaWpCACR/+E6dgPPvsBHwhxTy0yd1cu2iv/G2wuI5xAd4+pMiGzHVYlkQIMvwKk1yHy9t8VlkINgU3saLLOPfggFgjve1VlVLZrSUwDE4LbS0GTF7aGQqSAItAU3PWoqoYM+ADkBImzo8jt4W3D3NSECYOqsfnQr/MzQKAOFgFMcPHJgpPwWJYsCIq9irUnlIbgfwUxHSRH1x3BMyBewgOkzfldnFTypj6CubYOzqygJumhV1ogscSFZEKaoN41/RLUKLrRbZMJmxC0gYcB8LYqps3r5VvjpOLgk0CLw9OJRhQCFYEEc4+91pHLIIJIg6225dzg0v8Q0pAdVQcALM4y7OqugX+E1yzGLQ2UIdoWaQC4joXEgbuBJW0Iyh5APjqHiJ8fhOzxgDCMWckyd1Y9tdX+gbGTARQ1iHjxCgyFEVB5hZOPA2dJxDrXKuJThFw1uyuC9QxiIeMSBgoq7OqsgFLAFAUvAsmOFd8SFjnqvHzE3qPwFaQ6oRrDZcHb62El3gkMMaJaGQjBTZ/XjW+EHz430zYCdKgiHkf8mO57xAknic0IFHvVIsNBiQCLjbAuILUQluLERbEeV667O6ri0QeVFHOM+RAhVAJMFNhXlUPBTUTlk2qP6K+AUyyAtwPNnBfYZNb/FWc3UWf3EVuc3jXfPRr1R4XTK6GgYQnhqEKkgOJGAoaaJIpqMF2URp9muc8MKMkhWQc3zoM4qquP4O9LGa3XZAGyYM2CAiQUD7gWlNrBVqBGPiB2HdrDa5thzJXCo2jF1Vj+5mf1FcEetD1Fyi1xDtCDMWHIdmVrrZbx1iOQKpZGhBTje85ORCyNSRm0IBP6uziqIesTc+Loh8IiCJfhXVJsCfCKSFThUsKjJDJFu7Ncy3MFiB7uPdASJnosLU2f1U5vhh2wLB6giZwB/P0hTXBTIUw0KkeMJJvD4urVmR0F46MijvulgpRrsQMYZPaCzisJwGA+TICrGrTMOcASSYHVsWnxzIGDVeDJoPKyZFO708fbIksfTw2BRU2XqrF6xVfw8XoaDx1Oj80dLQXnCjowuju4K1N5Q5VnEIebooE4CDA+csgTUScpwWag87eIHqx1y6ceq8LogaSkOxVGQgUhJIqA1iGmidb33gN0CjQBqbLz3heC5gy5k6qx+ejP+ACEG0IvjdYtWEJ+A0WxRgTh14EcLLkf8CeDzyFJgPAh9KyqPKHcuaqie7+qs4pJJo9iGuwNu0LeOHKYqhXIJ1h6QzMF0QxuJCK4NnHGQMiDPxvFuSL65Oquf2S7+GzruKJsnxMzZICzuDrFaRJloPDO12AByq0gCAaMM+AMc4PEGNqrgyIS92tVZ1XHQ19iG7g18wXCXuGJgt7DixSB8LuO5bI14sCN3BrggDLF8xIDHzrUwdVY/O8mcBHGf5bPEPvXPTYIf0U/Lp4n4fX4S/IhxlnyKiN+Vk+BHzJPkE0T8vjAJfkSeQz5GxO+Lk+BH5Cnlo0T8rpoEP2KdQT5CxO9Lk+BHrBPKh4n4XT0JfsQ6v3yQiN9X3HwO/Ih9OvJ+In7XmAQ/Yp+dvJeI33GT4Efsk5V3E/G75iT4Efvc5Z1E/L5yEvyIcyryDiJ+15oEP+KcmbydiN9XTYIfcU5U3kbE76snwY+4z7K75rX4fc0k+BH9tFyLiN+1J8GPGGfJNYn4fe0k+BHzJLkGEb/rTIIfkeeQq4n3x3UnwY/IU8pVRPyuNwl+xDqDfIGI3/UnwY9YJ5TPE/G7wST4EfdZbkC8P75uEvyIflquR8TvhpPgR4yz5DpE/G40CX7EPEmuTcTvxpPgR9xnuTERv5tMgh/RT8sNifjddCP8VveZ7OrsxdRGA38YmhTVuaFNoo6NfTnnj0lm9aXXqiWGVHtUzsRYVDChVCvGdaZ+3c128JMStU7LkKZzQzQA/+wXfEhjAz5X7lXwa3HR1+aaM0v08ZgQSeu+GrvUfdof8ZzITYn2d7NJ7O8LR8T+2Lqb49x+YQ+6m1885Hqj+1r3VYd83WNfrtrDur80ic7q1UfUT2gnQ4uyx+iiqKDwn6HiJMbk2OyYmR2qY2OS35S6dG978b3m0k2oS03yAXzDD+7Bbn745vs9L9r17NSY3Crd9qzsUnI1WYosNS5lTBr6lmJJGgv1bUA8hhR8izKGBd1l+IYf3cO6f2Tf646mwobH3i1alDbOdRNb7l73KFnBdrIzQMf45Zi9tyTNSKtu2Joxn8Q3/NQe1v2je163KDsmYl3KaszWtugVDksaMsnJLjB072KEobsU89IqTo11XXDocXSKFDv0oj+/h3X/2J7XrVJKxjVdAtbS4R5qS6aZIa8QfRoScDqbICY629sQPho6mFF13X0scVmG/756D+v+8UnyP+L+yI8T4++fmAQ/oj+THyXi95BJ8pevOI6HH/FOlYfuxiVLwQ2B1fVcDC4JrWrwvbfqy1ISlmmyl1BckeTDgpVXqwJul4hryNi4V/sjnhN5CNH+HjqJ/V3jiNgfO58a53Zgx743jztuz/HCul97W/c1D/m6x75ccw/r/srj5vAT1zri95RYoKO8M2HIBy7Nh9wKfkJzcuxJDLE6LjYEpBJlQU4ZeupLU6Lxc410cyDObF0VvwDv8Z6LSQq5aUKWPtRskdgH123rCON10Rkb4ZcejS1F8uJNR+rOjDP7RveUqKiwH6W1qsA74H9tEa+0NsjBA0gXZN41SCwFcBivva+5OWucHtxEtwfiTOcXnYc+Kf7umJZ3ZTFpwRdak8RYa5ZmUgL03th8TJNk6TkvySllTbbMOPPhk9zzX7VzfiV26ZJTHeIOWYvPwLx3PzRyTdN6KGCUPPTiCgxTBRg+KIIYsU+qLt4zz+8jDuxrDr5gx0LrRkL2oDD00qxEXcXGkagvKS4eH6t6r2qz1ak09HqiTiA3vhx+at0vIZ4TeTjR/h4xif199RGxP3bcMc7tV+8h7viaQx5v7Wvd1z7k6x77cu09rPtrJ4kzr3PE7ymxSvB3qxGwuMlmiYgOUZdQiCczwkux422xFpMsLSGwRTSbc7Pej9dnaou7cSaY32KaiylXVfGRuy4KtY4hmIVKUxuv0WTxTqfkrUEpzLhQk0qImrUfWuPMOPPRW/GZdlTHjPbOLajaob6hxhMvXVST5HJtXrWkax0ifDXFqBBhF7HjTZ2O39YH4sws2Y6Xo5AsmKia6iYb7GwtS4M5Lrk7MOuop3VjjIjDbmurTHL4p+hyZsaZj5nknr/uzvnV4/FAnbM42JR2HjVFZFtSCkqaEUE9rBh1KWMT8rLSULooGlWq6pCeeadaZJ7fx+6eC+9yia52myzO1oIccYHDgF30ikrKko5JyCefGj62WbCtOFsor0Sc+iUte40ziedEHkO0v8dOYn/XOyL2x447xrm93h7ijusf8nhrX+u+wSFf99iXG+xh3V83SZx5wyN+T2nXwGR2G3VArDKai8ZjHxaBIXizIbldLALa0nx1Lmhwa010sbqIziEi8D4QZxrvYseO6GQV/mIqJoB0jUPZeDzc4krC97DKAdjiu28Auo4n+GJoUczCjDN/Zis+Ez+wZjNe5xYTjOQq4wGWDmtBxuIQ/Sk9XnYrNZfFNcGXIQ9QbjyAht3xu3GmKGnKphaiNaIjIAjL6MMaqqKl1zge0a6I2Ef+oF08Ji8tQ0p5vMjc08KMMx8/yT1/o93zC+sKTSc/ns11Y1t8LkPRFqdEYIZWgxSWJQZl7XhQzgcfkBH57JeaRWvm+f3Z3XNhF6ezXXLxBZ8IB22kaqE7WMnov0HxQckCF+O6yzabOt779NWOE7NE/WXfTVfrfgnxnMjjifb3s5PY342PiP2x445xbm+8h7jjJoc83trXum96yNc99uWme1j3zSaJM29+1O8pb0otIcl4l8AiEmymRLskg0DQ4ZuPdzGyQrTtEHKCST32QFpAmR3xFGLdA3EmvpczKKmX8eSsyKKcGo9Gj2c7Y4rKWKV9Gm8FmhzyYqRG7ItJ2jrwrwjymXHmkzfrz3TZpcWojuDflK4DEpKus/KLshlsI1IS4xASltHrgGB+dP76pYnF/8XlAJ8pYJV7UMWBE1beIeJUBRF+i9EZ20xEldzHMRhQShds8OINzA/MJqrtNS2eGWc+ZZJ7/ha7fqb28cpEqia3Brq4GQ171jlJcy6V2rMNBomUXoyJqE+E1FMy0drgxjuo1L6Xn9vdV3xviw+hRjqXbBsMvm+jcwKHKYCoDoOYzuOVsujbmB0J2GSjbY3L6DT58va37nMSz4k8hWh/PzeJ/d3yiNgfO+4Y5/aWe4g7vv6Qx1v7WvetDvm6x77cag/r/oZJ4sxbH1E/sXa+cfTfXmsPdvO0Qz7fOPpBrrOHdT/9kM83jvrEDfew7lMP+XzjyJdvvod1P+OQzzcO/33rPaz7FyeZzyPuj/wiMf7+pUnwI/ozOZWI32mT5C/fyIufhHinyi8fqL/V1qMRtYBNsVhJ9eMdWLOEjusmSIzjvVZlwZ+UDvoLBT1tcgHl5LHMvFd9IOI5kdOI9vfLk9jfbY6I/bHzqXFub7OHe/O2hzyP3Ne6v+mQr3vsyzftYd3ffNwcfuJbjvg9tXa+8RnE+UZmnHn6JPONTyfONzLjzGdNcs9/6875XTs3wjy/Zxzgv/qCc7CojKMTXV/6onwBCZYyasDK9KRyCAofu/iIf5dsXdQlBi+ov7r+5fBT634J8ZzIs4j2d8Yk9vdtR8T+2HHHOLfftoe44/hDHm/ta93ffsjXPfbl2/ew7u+YJM78ziN+T62db3wGcb6RGWf+ziTzjU8nzjcy48znTnLPf9fO+V07N8I8v7+7e35T6w52jiRkcZJd7FH71OE9gjKuSqytlFitDg1HCwfd4ZThN/AZC9KzvfadE8+JPJdof787if3d7ojYHzvuGOf2dnuIO25/yOOtfa37Dod83WNf7rCHdd9xkjjzTkf8nlo73/gM4nwjM848a5L5xqcT5xuZcebzJrnn1e75XTk3wjy/Z+9+LyvROK8WWcYkR8vjEyavsL+1N5NV8EUjGXFLVdGP7iUw1TY7ZHgoULj05fBT634J8ZzI84j2d/Yk9idHxP7Yccc4t7KHuEMf8nhrX+s2h3zdY1/MHtZtJ4kz3VG/p1bONz6DON/IjDNfOMl849OJ843MOPNFk9zzftfPrJwbYZ7fcw7o4ARvWgR7bbVDXugWA8YflLUby0VlwmI9GZlJMCVIDOCwxcEYcrdOlxy+vP2t+5zEcyIvItrfOZPY33JE7I8dd4xzu+wh7giHPN7a17rjIV/32Je4h3XfeZI48y5H1E+snW8c/bffsge7eekhn28c/SDfuYd1v+yQzzeO+sSd9rDu8w75fOPIl90e1v3yQz7fOPz3Xfaw7ldMMp9H3B95BTH+fuUk+BH9mZxHxO9Vk+Qv382Ln4R4p8qrd+MSZXzrGRW1wUZ5h0JeXRLYrxGdLCX2Ua5EoAFnqhUiEe8QOYU2hjFCNmmvfefEcyKvItrfqyexv+85IvbHzqfGuf2ePdybJxzyPHJf6/7eQ77usS/fu4d13/W4OfzE3Y74PbV2vvHlxPlGZpz5p5PMN76MON/IjDP/bJJ7/sSd87t2boR5fs/f/V5lwXmJi8uLrSWOH5W9iWO5EdlqMio325HCL8708dGV6sliJRYHBsntl8NPrfslxHMif0a0v/Mnsb+7HxH7Y8cd49zefQ9xx/cd8nhrX+u+xyFf99iXe+xh3d8/SZx5zyN+T62db3w5cb6RGWf+1STzjS8jzjcy48y/nuSev9fO+V07N8I8v3+z+72CElsTTkcV75eGFKOXiOJIKoLETuFfK9yMdd5GVIaNWdzolsOndwYHfK/zjcRzIn9NtL+/mcT+7n1E7I8dd4xze+89xB0/cMjjrX2t+z6HfN1jX+6zh3Xfd5I4835H/J5aO9/4cuJ8IzPO/PtJ5htfRpxvZMaZ/zDJPX//3fO7cm6EeX7/cXdfI37Mgk2ryPxS0SnggCR8DhOrTxoLK7ZWW82CNCMguXBGqdixZGObT/bL4afW/RLiOZF/INrfP05ifw84IvbHjjvGuX3AHuKOkw55vLWvdT/wkK977MsD97DuB00SZz74qN9TK+cbX06cb2TGmRdOMt/4MuJ8IzPO/JdJ7vkf3PUzK+dGmOf3ot38K7Y8sgudDD5bQIphssV6rfbI1ZLRWFjWsTqTcwQ/3sdoSbBVkNQ2t+gvb3/rPifxnMi/EO3vokns74eOiP2x445xbn9oD3HHDx/yeGtf6/6RQ77usS8/sod1/+gkceaPHVE/sXa+8a7A7W57sJt/P+TzjaMf5J57WPcbD/l846hP3G8P637TIZ9vHPnyg/ew7jcf8vnG4b9/bA/rvniS+Tzi/sjFxPj7PybBj+jP5E1E/N4ySf7y47z4SYh3qvzngXmMjNJnb01jTRUXS3em6TGKUFChxFUTQsygvnLFLWsCYghTwIgE1H9rQg1un/ZHPCfyFqL9/eck9vcTR8T+2PnUOLc/sYd78yGHPI/c17ofesjXPfbloXtY98OOm8NP/OQRv6fWzje+mTjfyIwzL51kvvGNxPlGZpz5zknidOI+yzuJ+L1rEvyu9RW8NZ9M9KXvPnAunK04PEZcDh6Ej9Kg8tJS8Zs4ACXBcSVQjLolbxcx+CMD+jPYxQnqpvnL4bd21ojp899FtL93H0H7S4fY/thx2zhraQ9xWz7k8eq+1l0O+brHvpQ9rLsed/T8RJvxnlo5H/pm4nwoM07/wCTzoW8kzocy4/QPTnLPE/dZPkjE70OT4PdVX8Fbcyf6vw/v+pUeUH0fUkso5+PjZFTebUBWa+CrzLI4C6dVwREoFK6Vcd0NeSY4F9dC0fXL9pOundVixukfItrfh4+g/T38ENsfO24bZ+3he4jbHnHI49V9rfuRh3zdY18euYd1nzJJnM70E4+a8Z5aOV/7ZuJ8LTNOv3yS+do3EudrmXH6xya554n7LB8j4vfxSfD76q/grfnRRP/3iV2/UtKimm6hLt2AMdDWosYUjHLa4iBZD0bc9ZCtJByxDrp7TGmF7lJO0Qfz5fBbO+vGjNM/TrS/TxxB+3vMIbY/dtw2ztpj9hC3PfaQx6v7WvfjDvm6x748bg/r/qlJ4nSmn/jpCe+ptfPJbybOJzPj9M9MMp/8RuJ8MjNO/+wk/a0/s3vmVs59MWOuz+3ua8muRxzLPNQCXBtzOiiQafxaBKctRpiC76iHVa2Lq7aVRWLJwbTSW9qr3iLxnMhnifb3uUns7/FHxP7Yccc4t4/fQ9zxs4c83trXup9wyNc99uUJe1j3E4+bw0886Yj6ibXzyaN//if3YDdfPOTzyaMfqe1h3Vcd8vnkUd951B7W/aVDPp888uWf3sO6rz7k88nDfz9pD+v+ilvMwT8Q90d217wWv2tMgh/Rn8mXiPnLcbeYIy55MpGzIt6pcs0d/HTLFgFEQbAQvcddEhLKJ1HXNiYUxGtcmTnbJUezOFU0IoukQFAFi1Ioain7tD/iOZHjiOf3mpPY31OOiP2x86lxbp+yh3vz5w55HrmvdT/1kK977MtT97Dunz9uDj/xC0f8nlo7n3w1cT6ZGWded6N7au188lXE+WRmnHm9Se75p+2c37Wzpszze/3d86tt0qE5JLQocaYFpyqGY806ytVxVjsqmyng+DbAkH11fakKab0Gu4Wj+OXwU+t+CfGcyPWI5/f6k9jf04+I/bHjjnFun76HuOPUQx5v7Wvdzzjk6x778ow9rPsXJ4kzf+mI31Nr52uvJs7XMuPMG23FZ66cr72KOF/LjDNvPMk9f9rO+V07K8k8vzfZxa8vVkbfnoM1KGQkKPDW6lMvycZiYDDYUHiWGnGU4xK0WaLPMZqccTT68mXtb+XnJJ4TuTHx/N5kEvv75SNif+y4Y5zbX95D3PErhzze2te6f/WQr3vsy6/uYd3PnCTO/LUjfk+tnQ+9mjgfyowzb7EVn7lyPvQq4nwoM8685ST3/K/vnt+Vs37M8/v1B85vxI9x4ziV6JxLOo/TAKeiK04d2O6sVUjNmAVfikMM2rvH3pFEgiNvX35uZOXnJJ4TuSXx/H79JPb3G0fE/thxxzi3v7GHuOM3D3m8ta91/9YhX/fYl9/aw7pPnyTOfNZRv6dWzjdeTZxvZMaZ37hZf+a6+cariPONzDjzNpPc82fs+pmVcyPM83vbHfyw+yl6nDIdkcW6OM5EcnEcIoPf0nExo10CqUNBRmlxykRXoxalq+8onHx5+1v3OYnnRG5DPL+3ncT+nn1E7I8dd4xz++w9xB2/fcjjrX2t+zmHfN1jX56zh3X/ziRx5nOPqJ9YO984+m9/YQ9286232O95WTvfOPpBfmkP6/62fa975XzjqE/82h7Wffye1712vnHky8/aw7q/fc/rXjvfOPz3c/ew7u+YZD6PuD/yHcT4+zsnwY/oz+R4In7fNUn+8ru8+EmId6rcbvd7hSWgMmcLfIoyQYWw4LoIBdeHG1wJaJfmdEvZ5ggKyxddqq1Oh55NR1yxT/sjnhP5LqL93W4S+/u9I2J/7HxqnNvf28O9eeYhzyP3te7fP+TrHvvy+3tY91nHzeEnnnfE76m1840H4syV843MONNOMt94IM5cOd/IjDPdJPf82Tvnd+3cCPP8+t25kUXbiBPRKiq7ZUjIio09GRT2Wg84rfgDuwg2F7wF6rEO65BY/XhiObu+1ziTeE7EEe3PT2J/f3BE7I8dd4xz+wd7iDuef8jjrX2t+wWHfN1jX16wh3W/cJI480VH/J5aO9+4G2eunW9kxpl3nmS+8UCcuXK+kRln3mWSe/6c43bPybq5Eeb5/e7d7yU4pj3WupSIPKHYjAQsqIitrMq3jPVW41Al7SMXg+UY5Cw9pCXo1pfav6z9rfycxHMidyHa33dPYn8vPiL2x447xrl98R7ijnMPeby1r3W/5JCve+zLS/aw7pdOEme+7IjfU2vnGw/EmSvnG5lx5l0nmW/cjTPXzjcy48y7TXLPn7d7flfOjTDP74m73wsLivjQGcfDNS+2FhW61jpbHzPMpoXgm7e5m2IV2GykdAqFAGfB91ez174N4jmRuxHt78RJ7O/lR8T+2HHHOLcv30Pc8YpDHm/ta92vPOTrHvvyyj2s+1WTxJmvPur31Mr5xgN185Xzjcw48/snmW88EGeunG9kxpn3nOSef82un1k5N8I8v/fa/V6pjJyguKVGcNoom1Qci1hHOtZ7GA3hVpq2+A8OHnLb2uGKrI6ueinef3n7W/c5iedE7km0v3tNYn+vPSL2x447xrl97R7ijj885PHWvtb9ukO+7rEvr9vDuv9okjjz9UfUT6ydbxz9t8/bg93c95DPN45+kBftYd33O+TzjaM+8bI9rPv+h3y+ceTLr97Duh9wyOcbh/9+/R7WfdIk83nE/ZGTiPH3AyfBj+jP5P5E/B40Sf7yx7z4SYh3qjx493shAhqvX6WIAp3NCrdnHC9jgW0CqxKrQpyyKC+pgSqBx6miwc11ZZvXFZTdPu2PeE7kQUT7e/Ak9vcnR8T+2PnUOLd/sod7808PeR65r3X/2SFf99iXP9vDus8/bg4/8edH/J5aO9/4AOJ8IzPOfMgk8433I843MuPMh05yz//FzvldOzfCPL8P2+2T89lKULqoRVqyJXqjvUW2rlzUxjenCgzE9IwSqa8KB1on8HYJZgXCLO91vpF4TuShRPt72CT295dHxP7Yccc4t3+5h7jjrw55vLWvdf/1IV/32Je/3sO6/2aSOPNvj/g9tXa+8QHE+UZmnJknmW+8H3G+kRlnlknu+b/bOb9r50aY57funguUBmtNQSGLyIuG70CdCB8ExyhocU25EmEgfsF5yB7ZZOrGmmBTq9l6nb+s/a38nMRzIoVof3US+/t/R8T+2HHHOLf/bw9xx98f8nhrX+v+h0O+7rEv/7CHdf/jJHHmPx3xe2rtfOMDiPONzDjzEZPMN96PON/IjDMfOck9f8Hu+V05N8I8v6fsngs93h9IqrsOWrtra3s3zi4dCZbRNqYaUg55ENWhwogqEsiRsQxDqMDjy+Gn1v0S4jmRRxLt75RJ7O+fj4j9seOOcW7/eQ9xx4WHPN7a17r/5ZCve+zLv+xh3RdNEmf+61G/p1bONz6AON/IjDMfO8l84/2I843MOPNxk9zz/7brZ1bOjTDP70/t7mtWVlJ1WXekDhZuptnaU2sJZ6s5n4xexlAH6ilI8NQgqhUo7FZBeze933fCiedEHke0v5+axP7ecETsjx13jHP7hj3EHf9+yOOtfa37jYd83WNf3riHdb9pkjjzzUfUT6ydbxz9t3++B7v52UM+3zj6Qf52D+t+wiGfbxz1iX/aw7qfeMjnG0e+/K97WPeTDvl84/Dfb97Dup88yXwecX/kycT4+ymT4Ef0Z/JEIn4/N0n+cjEvfhLinSpPPaC7oAR3Ys5ad5t9Dg0ESMe6RjTSQICAEMtjpKAcmwJBpVWaR7EVBWOwdH2veufEcyI/R7S/p05if/9xROyPnU+Nc/sfe7g333LI88h9rfs/D/m6x7785x7Wfclxc/iJ/zqifmJt/jz297/2YDenbRUfFu0jykaSYwiCD+KwShOQWDvTBgmBwotpyCa9QkkOX4zqVemq4o86EpJMzAPkNOL9/Mtb9UHppWedu1bIv8a8ZdFgkfApgJhfCpicUNySnZfSUPVTXlszyknO1BCdxN2YWCtVFSyxqKiBb8ioRtZSj1miRnYntVqL0mDvZfGj0R7nQUY9MGubu+pPIuL3K5PkJ8R9ll8h4verk8SHb93x+zIGwRcUjuH/apGE4nyQvFTnQwADGfpolMwhdFBuRcLiTKy6WAOjjB7VfKbff+bu94o1gBVtopwZjYRWLSmNundTklrpOcNla9XGULoDRYTztYRSFo3iLkrH7cvhp5PVEUe1dqxnqRn1Xu9RQs8N94xHsdhW6QaOLw4WFmV00EmorReHKnLqUTPz418l2t8zJ7G/tx0R+2PHq+Pcvm0Pccd/H/I4fV/rfvshX/fYl7fvYd3/M0l+8o4j6ifW5idjf9+xB7s5fav4euVeE/MoOZ14Pz9rK/x8qwV26A0qgKgiRYsMGh8S9dAEMAOMK9oas4RhPg15X8cXonCKErpHErKbUwiWi1oT9sEvGTVXraquDTkOEp7iLapUGinJqGyH2GDdSz82GGxKQR0yB8Osn5yxFX455aDN4nrqfQlprB3Zlu5LtssQH8YBdwDV2sVXyc2M066dXuwgJWzZjQ8BSzQ5aausChEnVIUaA7Jr/AwVo8++JmPSklxUyqH0jzQwIuJ0ujXT1MKsnzx7kvyOuM/ybCJ+vz1JfH3p7v1ufEC+03DGY4VDHakNKB8XlzCqyhk2qdTSuoRaF6fBWFjtFS6a1A0sOzHvzefs+hXccSBRFvy0VJ1UExYL32RLUzh28EkLTlrOxixewc/Y0Y49RsVjtOJBk+zT/oh+Wn6baH/PmcT+3nlE7I8d749z+849xG3vOuR5zr7W/e5Dvu6xL+/ew7rfc9wcfuK9R9RPrM3vxv6+dw92c9Yk+R0xD5WziPfz87aKr71BeUnb4FMW5B+hgcvWKiTYYimoPRWcn+hqrCXhI1cTLVgKfFrnkV4kfaB+t/LcMet3Z2+En3a5aaRuNcVUkKj2XKtaJIWCvKyqIWmwqOxCk2ZzW6LqyRUYqaqjCpoP5GQCvFMNrng5NvLX9ZBwrTDwXkSiyzqaY4oPMOjoo/U1llZaMEnh8OfIrN/9wST5HXGf5Q+I+D1/K/vr4Aod6sZmNDcv+Nj4H9NSscfU/CzKv7ZWk8Adhl7HAQ16Kagnmz4GGSqz/vQ8In4vmCQ/ed9O3KFz1MUZ65Ikt7TqasBBTsZXX0ZbyaKMQp1QZalqUGh1zPEO4RmxyQi37+WFu7zRIOOc/P/nglOsCCY0PmpINo//dN+NG8re4PF6qj5HP6ShXUOQ0FPa6/sTxHMiLyDa3wsnsb/3HxH7Y+dL49y+fw9x7wcOeZ64r3V/8JCve+zLB/ew7g8dN4ef+PAR9RNr8+Oxvx/eg92cN0l+TMzj5Tzi/fzyreLrlWflNGJ+zKwfv2Kr/C4KDqpNSFstWKy8FK+WvHTTCritYCIOtHGxGW+i6BiiWUZxGRXRjNpl8gfm76JHOoNlimkZhWLAiBJosXk8AuNVDyEbLbm0jOLoICcKyIrgfVystOYLs378ys3qx0O/CAYRvPSco3O5mmW8dOuwbpzjRYBwbD2pCmvRGk5Su1o1MHJFu938TgJK7F7LsogVUaYAuKXgH6JtxShwE92O/pKoKpwhKEmTBj+pfBoV5OCZ9eNXTcIvEPdZXkXE79WT4Ef00/IKIn6vmSS/+98DcVuuDjdRX+D/Kr4Gd1BcljCm9XHYS/NgcGvDrZ2WZlUOVhuQkrigiquleGbc9tpdv2KLWmwe2mbKj0clmniLIEKKTcn1rlsez3IhWOuL+MWnVpuKBUgU8KO57tP+iOdEXkO0v9dOYn8fOSL2x843x7n9yB7yhssOeZ69r3V/9JCve+zLR/ew7suPm8NPfOyI+om1/MLY34/twW7On4RfIPIgcj7xfv7zSfiF04n8ArN/4S82i2907MVGLCqpsBijcgoG5XKc2eBR+Gyh6Z6tNcY1053A/2Al0Wusw2S7ywms9VvM/oW/3Or8hkWaVjJqx8ksVSttsbZopDpnlpZ8qmAHWu8VJ9zV8cysYNkeBgraQR/oXwAZo0IaQmkZZWmPHz1EdvFtcN4Fi0NJutTWLWrUVsMN6FjhCqUIgDWuMPsX/mqS/Ji4z/JXRPz+ehL8iH5a/oKI399Mgh9xn+VviPj97ST58ceP2/WlxixpWbKpoFXhPCWoPp72CTF5eFSVvXYOsaegfhW1y7YW1YKpRg86lzpX+HcH4l5jW6tx3GelZ7+MZ7/jCIN7ToLQdnhnH23IdmlKK8RuNTcluPisif7/Q78iRdNAsaMMF/AzgFcNecw0peKOPbpe+mLxPRdcDHo8mCQLvmYQz1k55Zn9R39LtL+/m8T+PnFE7I+dr49z+4k95F2fPOQ8xb7W/alDvu6xL5/aw7qvOG4OP/HpI+on1vIzY38/vQe7uWgSfobII8lFxPv5XyfhZ84i8jPM/pl/24xfWOdrTiPyM8z+mTds1j+je5DYnMv4v0U11/BZC1bU02KdVT0XM7AF2TX8Ygo41MrqnhB8L7k+6QB+2rSe4A/U4oG48QX2m8Zjp0vXWcpQITAJpNlSvDa5q7ENdTHVKeVjYPbP/PtW+CWdug7WONN9GZ/AqGXYIAxFD3HHYh1OtXHKRMCcj43hAWof8bFx/RzIT+AXJbvuSooRLhMnFEd4iT2l8aQrCDOvYsNVoyv2C+buW3L4bTBlS2gpMftn3jgJv0DcZ3kjEb83TYIf0U/LG4j4vXkS/Ij7LG8m4nfxJPzCZ3brulYC4sYIxkeNFwMNCqi1xtpA8MPdaT2GH1uz3g290tSTeMQtWpva7HhRj5k3/Mdu3gB33FDNRY0HPyksYy6ydmOrNxoV3kXrEFocBSC9IEYYgkMVkULQTS2xlWWf9keMU+Viov39xyT299kjYn9svmOc28/uIW/93CHnefa17s8f8nWPffn8HtZ95XFz+IkvHFE/sZbfGvv7hT3YzaWT8FtEHk4uJd7P75yE3zqPyG8x+7feNQm/dTqR32L2b717K/ykBnx0m2F0qgKfFMez5nrMM/Xcench9Qi2P2ClParcJJUx7Lnk6INLB/q3Vvp9Zv/We7bCD/WS3BIWBo5LeXB2YhfUTkLUHmgUcHzBwvZUgQk2B/MB04UbA6dxSSqFA/1b8JmlLcbqKkaNZ09BhrUlRb34RXebAlYcQTqa4hcwjotCxR8FmYorJS8mMPu33jsJv0DcZ3kvEb/3TYIf0U/Lu4n4vX+r+xf+OypbsrU+LrWXNlrUx10iYKuVLovXFreqgVMMvuMmVTUjSoy4T2s6ON+p1v2SdxLx+8Ak9kfcZ/kAEb8PTsLPfHE379JRUI9XuG9Sdk58CiIxjjdlI6JGp1GtUqiuLCqbXpzKuhqP/GRIpLlgGjPv+tDuvVaRE5ilt2jHW7hLyBULxYVVUClDUJY70iNbsGaXQhbgUbSLVqogDGvLXvWPiH5aPki0vw9NYn9XHRH7Y/NF49xetYe8/0uHnCfb17qvPuTrHvty9R7WPQ40c91fsSc/cY1rHk0/sZYfHBsxsKP3TU7CDxJ5TLmCeD9/ehJ+8HwiP8jsH/zMJPzgWUR+kNk/+Nmt7G+lrz6NyA8y+wc/t9n5BZEXTI8dNJ5drMKJqmX8q+3LENwz1pvxqFDMbjGu2iY41gDTdd0W3w70D8bRJdeNGbjj/3suCefSaIutaPACRmN9oboMSAIKW2UJJQtwXFxYumb2D35+K/xS9qCbW1KxZgVLgDPsVjXdQcKE5vFfruLEuYgTixVEtahFexhRFoVi3oH3m2JzWiUnyYPZ0QF8TzV29Ag2FAOXbH1xtrcEJjz4JSzW5H5M2gzOslWdmf2DV07CzxD3Wa4k4veFSfAj+mn5HBG/L06CHzHOks8Q8btqEvyI+yxXEfH70iT81nEH8laTFW6NZVw/S+9VCkp6yiHwW7q1abyhaEJHxIxQCfdHDLhdalP4MquW4ph569W7eWtGobbgZkQMoU1BXGpcRvkQNyKCXwRTyVufUJR0aYz8jq6WVlFGdEgFvBK/T/sj+mn5EtH+rp7E/q55ROyPzbeNc3vNPfAmX0nm22ZZ97UO+brHvlxrD+v+qkn41a8+on5iLb869ver92A3173lHPwqkQeW3TWvxe96G+G3ll+9iMivMvtXr7+V/a3kV88j8qvM/tUbbGV/K/nV04n8KrN/9es2wk/1ng2IU69gNN3EpYTgsFJlWxYNj1/A3mldcqp9wdl13SstqOLZ8a/uoP7gynuT2b96w63sTy0xlgRjgb8DEarh/ZaQclQ+tqhj8TC5YYQJjCrWI1kpnD1rcOUWYHygf9V6wN4UkNJYl9Gt16hrlKLh95KNSY1vZkDn4nvUcb5TXqRgA7v31TD7V2+0lf2t+yXEfZYbEe/fG0+CH9FPy9cR8bvJJPgR4yy5PhG/m06CH3Gf5aZE/G62VfxXhyLKYhHEGFlQlUwKBc1FIZU79l5xyN4PNSkpaUEguFgvGpco4sIeEDdaZv/0jYn43Xwj/NZ+zq/Z5SeWgG8SNDI9v4wgaPEIiILtCI5tQAzuu1mqb/jGPTaUNX1zJlcERa2I99R35W6xi59Dgp9cXppLKL0irkCG2heXUNFFDIvAFjlSUwimFL7CitI25CWEioC1G6+/HH5q3S8hnhO5OdH+bjGJ/V37iNgfm68c5/bae+CdvvaQ87T7Wvd1Dvm6x75cZx884yT89PWOqJ9Yy0+P/b3eHuzm+En4aSKPLscT7+dvn4SfvpTITzP7p79jEn76fCI/zeyf/s5J+OmziPw0s3/6u7biF1bedacR+Wlm//TttsLPZlNiAItccTZVSIsXA7vCZ8ZHVQFkcrSANQ6xCqx3yQ1+MeMaaRp4HNBEUAu+jU043ovCtzIhNPwjnCEuKRX9uOf7QF2jCB3gILwBO+5UiSlp/EZi9k/ffiv8tFlgMLqVIeyRdG455lo0jiw+qG8AsuLWyLh2latdVxVxpJ3E7kJbUjrwfrF3JYgBkQ9nEHEhoTiAL0N0g+oKridVFsGVUmMyximdcTFp14aPNEProjP7p+8wCT9I3Ge5AzF+ueMk+BH9tNyOiN+dJsGPGGfJdxLxU5PgR9xnUUT8ZBL8iHmS3JGIn56EX73+bl+fLyi8d2WtryUq5RPuYI3AWWrvRoJekHA4r0c4bQQRZwZJgZgdWctIU6jvupod/BCEGo21mJozcp+AAMAjO4gCFiWUapWuyDmNR6qFHL8v0WYwAMdaA8xIjPZpf8RzIppof2YS+7vBEbE/Nt87zu0N9sDbfd0h57n3te4bHvJ1j3254R7WfaNJ+P0bH1E/sZbfH/t74z3YzYmT8PvEOoScSLyf7z4Jv38Fkd9n9u9/3yT8/kVEfp/Zv3+PSfj984j8PrN///sn4fdPJ/L7zP79e251fhXcVV601bg7Eghk3JKLXYICc4zzlcY82CDhx0trAWv0Ro0nj0tItvoc6oH+/ZVxB7N//16bzT80GI0KA5Piq4WZoFDiK+4J202XWFJXAYh6XC1YCQIQ3ZqOFh/d1aqeeOD+yOJt1MpXHH+/aHESYL4g9UNRvcDo4G6x2ojYaPR5Ak2n8e8Jfw53yuzfv/ck/BZxn+XexPv3BybBj+in5Z5E/O4zCX7EOEvuQcTvvlvhV310Q3Affqgh6hATE8qO2eKeLYj5kIBJMfg/1QzSumqCciMLM9GjXJwWZv/53Yn43W8S+yPus9yPiN/9J8GP6KflPkT8HjAJP32TA7oHpQ8GQrIb6vxe9+40cLFOOngaRJH4q13bPvQHwiILvEIwulbkMoiXIpN3OmkXP/inEHXriN1bDSEgODWgmVxSUfueDSJRkCEL0nesN/RsR9KJVAGfG5nFXucfiOdEHkC0v5Mmsb+bHhH7Y/Pl49zedA+8580OeZ1gX+u++SFf99iXm+9h3beYpD5yyyPqJ9bWR8b+3nIPdnPyJPURYh1HTibez2mS+siB+ZGV9RHm/EiepD5yKbE+wpwfKZPUR84n1keY8yN1kvrIWcT6CHN+pG1mf+tihdOI9RHm/EjfCr9YYA8qdgt7gV/LIauh8Z6MthZYweBy1W6JcRzHXoYH9D4D1WWo8i8H5kdwMTuzeOUSiMVQldPFLDrqkJpLNdRRPvH4QDm7Dp8qYjR8LPxgU637wJwfefhW5xcFObg1v0RpGctJMDqwrHDvJoQEPxJS6B22Bw+/jBDn2KXsl2K1VlXUgfkRh2V0cQB88bjWlRGvS0AMiH90BXEggiDTdGhABvcQvk2v+Mq09IQjXJjzI4+YhB8k7rM8ghi/PHIS/Ih+WjoRv1MmwY8YZ0kl4veoSfAj5kmSifg9ehL8iPssjybi95hJ8CP6aTmFiN9jJ+H3v36XX3TIXpRNS1Dj+WdBSIcIBtRDH7Vm53xGMl2XWEKNSOFEXHLgeJaRKYJ16Eze7nG7+OFnjbB1KK4t4EsCwqnRMFUKOBEdPMJQXaot+ID4nII0PrSevEE4Nlqeyz7tj3hO5LFE+3vcJPZ3qyNif+x6wzi3t9oDb/wNh7zOsq913/qQr3vsy633sO5vnKS+dJsj6ifW1pfG/t5mD3Zz6iT1JWIdTE4l3s/PmKS+dDyxvsScX/rFSepLVxDrS8z5pV+apL50EbG+xJxfOm2S+tJ5xPoSc37plyepL51OrC8x55d+ZbP5Jetq1t6M8SQcOAUUURMyPRmEIano8VxzwClzJeSEq3fJVgdUPRYs3nmzWxNaG7cx55d+dbP7V1v4tNxQbusqLy7hIjSowOFcRZiHsWWox+Na8PBcHdU2g+XAAy6I6VRvB+aX8DecxTXrc0BhKeIIFxnfEzett6jN5SWLzb23HoaIHIJOKeNVE8CKK0sx55eeOQk/SNxneSbx/v21SfAj+mn5FSJ+vz4JfsQ4S04j4vcbk+BHzJPkF4n4/eYk+BH3WX6TiN9vTYIf0U/LrxPxO30S/Ij7LKcT8XvWJPWR2+7wnoK4b0F27BBtN9AzttvWciwtBwTny+hRWhCp94AoHewDIsLFRCQsLaXQvaL21Z+xg58uPlVVYslYFDJ90EweKRdYpGCTV16BqZMkNSKGB5kxHiEAFsgs0yLIo77s/JckMJ8gm0oTjeXYhm+WEjJgUKhBaVCiFSRqKGBUDKLc7EABLFF0DMgicq/M+ddnEe3vjEns75uOiP2x6zXj3H7THnj3bz7kdap9rftbDvm6x758yx7W/a2T1Oe+7Yj6ibX1ubG/37YHuzlnkvocsY4o5xDv5xdPUp87kVifY87PnTtJfW63pra2Psecn3vJJPW5S4n1Oeb83Esnqc+dT6zPMefnXjZJfe4sYn2OOT933lb+b2WsdRqxPsecn3v5ZvNzbQmtBpvt4mrMCjyD8x5FzRpCw53pJIZs8DnNmKUDJk0jitQtaS2LzU860N+hW8BdY0dI2boObcF6UaOzbfhCA5vTqVY19B97RXFP96ELGYrEqpovzPm5V2zl/9qoYMJyslZL7iPOg9XAz8dlPITd/WBuWkfMh6Ptsx2vJy1wVxUn0VYtu/yMbrkgOq/F6oprJ4tbfMZ/4CIMfEBOcA4mwRYXU23tpo5wZzhMhR3MSpjzc6+chF8l7rO8khi/vGoS/Ih+Wl5OxO/Vk+BHjLPkZUT8XjMJfsQ8SV5CxO+1k+BH3Gd5LRG/P5wEP6KfllcT8XvdJPgR91leR8TvjyapLx2/yxsj8FO6KgWCNC+I+jJYCDA3vRiNyNBLAUu2uKyqLCCxfBXfS0oV+XA0WVN549fv4CdIPBFx+hoDsnyvBQSbxKKN7sohNxDlNChPkG0IdkGlZIuldrG6gNtbJO7T/og8pfwR0f5eP4n9ffsRsT92vWuc22/fQ93iOw55nW9f6/7OQ77usS/fuYd1f9ck9c3bHVE/sba+Ofb3dnuwmwsmqW8S67ByAfF+/udJ6psnE+ubzPnNCyepbx5PrG8y5zf/ZZL65hXE+iZzfvOiSeqbFxHrm8z5zX+dpL55HrG+yZzf/LdJ6punE+ubzPnNN2xlf0uAXbkArKJeOi5fg7MmehlxYkrJpGRT9xWfVWQBlAG3DUws1I5wMuXdmuTauJc5v/nvW+FnnEvRwQ2N21JhIWnMwMK/ZwSFYiOiF2UQxSRVUJi0uGXg17JFpNJhUma3Jgk8F4+v8zbYGL0JJuE2RnDeUeUEVk3lcbXjTtceZz2L1xGOAbYavTXBMuc33zgJv0rcZ3kj8f590yT4Ef20vIGI35snwY8YZ8m/EvG7eBL8iHmS/AsRv//Y6v5AqqZHxAz6QHR2prqiq0NAhngPMUYoC+iFmEJGEpw6gjXvrIqheVOGeDRzfumfifi9ZRL7I+6zvIWI339Ogh/RT8vFRPwumQQ/4j7LJUT8/muS+tztd3n3mi1yXWVBQYDvM4sf3KwCy5VBipk6egWRDQpoP1DVOoNtyBaEdB9CKMpQdf/eemAvZCnBe2RQpbloky+2ayUqKe+MsSoVUOzIjxScfsrWlIglpyWNNxaSSvu0P2KcKv9FtL+3TmJ/dzgi9seuF45ze4c91H3ueMjrpPta950O+brHvtxpD+tWk9SH5Yj6ibX14bG/sge7uWyS+jCxji2XEe/nj05SHz6VWB9mzg9fPkl9+ERifZg5P/yxSerDB+aHV9aHmfPDH5+kPnwpsT7MnB/+xCT14fOJ9WHm/PAnJ6kPn0WsDzPnhz+1FX4rY9XTiPVh5vzwFVudX1+wjIDz6mPGtQigavHVSKmqxTHIurQIRr8mLB5OKxXE2gAKBXZBEGwOvL8pOLu4gSzKBNn7RRD0mJ7TKBmUVvEDWtfSK8xzxExmKbjvTcwm5AhENXN++NOb9SfYmFEQx7GsGblIS8civW5T1kbjUtFu0dYFb8ZVmTNwxfWLakmGOeKePTA/DJ8JM41DK84gw5GQ8M/wpxnGleEclg5vB+AVMh0U1SUGBIiltiWgNFMVc374M5Pw08R9ls8Q45fPToIf0U/LFUT8PjcJfsQ4Sz5JxO/zk+BHzJPk40T8rpwEPyLPIZcT8fvCJPgR91m+QMTvi5PgR/TT8nkifldNgh9xn+UqIn5fmqS+qXfrFkhiSilI8MCKIm8OSJLBzKIOYJAIO9+9qao2N54XWTpoHoliUo4VzL6Ad2TWLa7enWtLg3tToDQNssrWXAUF6ZIG9xNjSb7h42gk9iX65LEE5KsoWRhUHMAFNFn2aX/EOFW+RLS/qyexP3NE7I9dbx3n1uyhbmYPeZ15X+t2h3zdY1/cHtbtJ6mvL0fUT6ytr4/9XfZgNzf5+jnq68Q+ANld81r8broRfmvr6+cQ6+vM+fWbbWV/K+vrJxPr68z59ZtvZX8r6+vHE+vrzPn1W2yE39r6+hXE+jpzfv2Wm9nfuvr6RcT6OnN+/eu38n8r6+vnEevrzPn1W22F38r6+unE+jpzfv0btsIP5VmLAret2cHPd3wS1MWrVdp4WSIujojasUP9tsEnNh2qG7pHyheT4LfkwPz6yryBOb9+663uD+cW24IOCR/P6wSnpRCHIH5RyA4aIpiETAGWpPBVrov0iAOOdGPEgEm73Zq4RItT2VVPatEwz5rhKUtJLQJWHPm8LNJhkAZxTSio0qtSQ1Ww6xAt/o85v/6NW+G37pcQ91m+kZh/3GYS/Ih+Wr6BiN9tJ8GPGGfJ1xPx+6ZJ8CPmSXILIn7fPAl+RJ5DbkbE71smwY+4z/ItRPy+dRL8iH5avomI37dtx79oMCxZIQ1NBgkaUmEda0LKH2pGlLykGEair1wsSIizLiohMxnPsISqDVN/4jZE/I6fxP6I+yzHE/H79o3wW/s5w259atFgpZzTKSPF0+ANSqwVNHZWi7cemTW4bh0ySi0alAuyGLDdKlnUYSyon4VZ9/mOHfy0QvajRJCSDkHd0EoIqYOH1M0Isivd2iBJbIxNgbRzSFNVwxchP49Ld3mf9kf00/LtRPv7jknsLx4R+2PXq8e5jXuoO975kNfp97XuuxzydY99ucse1v3dk/QnfM8R9RNr+xPG/n7PHuzmhEn6E4h9FHIC8X7+3kn6Ey4g9icw9RPuOkl/wqnE/gSmfsLdJulPOJHYn8DUTzhxkv6EA/oJK/sTmPoJd5+kP+FSYn8CUz/h+ybpTzif2J/A1E+4xyT9CWcR+xOY+gnfv5n/Wxfrn0bsT2DqJ9xzK/w6Lk1cuBZ+CF49wNzg6CTVHNVS8blThMNCKJPAWSOkwedLQ5FsESeq+nRAP8FX3MyuIbDGtRM79gKpCCLMlAEoLoooBbmNSUNtIMIBLviO0vJicY5x4Jn6CffaCj8EyxHYwUUh+rPw9LhFghXVRrqFWwXRRTF2AZw5p5Yli0Xw66VaG20+wO+LjHMKqLz3yNIa7u/gbEOwp3xpCF4yrHBBTO2TqITr3Xt8vY3GCJK8Wpn6CfeehN8n7rPcm5i//cAk+BH9tNyTiN99JsGPGGfJPYj43XcS/Ih5ktydiN/9JsGPyHPI3Yj43X8S/Ij7LPcn4veASfAj+mm5LxG/kybBj8jzyg8Q8XvgJPgR91keSMTvQZPU10/YrZsVFKJ8K/hzsLKxV/BVuiNvMwp8v0IiODKawcEU8A8FiQ+YMpe7KbFHJdR3lR+8i5+OoRtkkBY0JJaqQHcjSZfx+0aDCFlQ8nKphoK8yTU/svbaovM+5twk79P+iH5aHkS0vwdPYn/fe0Tsj13vH+f2e/dQt73rIe9z2Ne673bI1z325W57WPeJk/R33P2I+om1/R1jf+++B7s5ZZL+DmIfipxCvJ8fNUl/x2XE/g6mfsejJ+nvOIfY38HU73jMJP0dJxP7O5j6HY+dpL/jeGJ/B1O/43GT9HdcQezvYOp3/NQk/R0XEfs7mPodPz1Jf8d5xP4Opn7Hz0zS33E6sb+Dqd/x+K3sT4vHArHaLDjLCKI9jtXIDkoQtdSSi0XUAfdeorTWInII7RM+q68t1AM9GWvzLqZ+x89uhh8uWABhug19SSki2YKnw22Zk+mpt54QbojxMCLTY3G6Bm+DRogSrM1mtydDR4f7WnesNncrS1sQ/+lSskR4vRACYmefYOsVX5JEZw8XO8zS4nZptTP1O54wCb9P3Gd5AjH/eOIk+BH9tDyeiN+TJsGPGGfJTxPxe/Ik+BHzJHkcEb+nTIIfkeeQxxDx+7mt7t+IDBj0AEIM5GkJKZkT3L5IO0IJCVlY6w3XMoJera0xJuSMzCFGi+TMLd0x9RMeRcTvqZPYH3Gf5alE/H5+EvyIflqeQsTvFybBjxhnyZOI+D1tEvyI+yxPI+L39En6E75vt+6YQGW76lEGyWD4Uzbeu6G5iLsHFQJtS0Mtznin2ii14OtASyBFtosXEPyVWXc89cBcOW5C11oqqCYasODWKBBCKA1aG8C1t6E4pJ02SFpDqVqnYEYBcpGxYG33aX9EPy1PJ9rfqZPY3z2OiP2x+yXGub3HHure33/I+0T2te57HvJ1j3255x7Wfa9J+mPufUT9xNr+mLG/996D3Zw5SX8MsY9HziTez78/SX/MAf2Ylf0xTP2Ysybpj7mA2B/D1I953iT9MacS+2OY+jFnT9IfcyKxP4apH/MHk/THHNCPWdkfw9SPef4k/TGXEvtjmPoxL5ikP+Z8Yn8MUz/mhZP0x5xF7I9h6se8aCv8VuZKpxH7Y5j6MedsdX5LRwiGgK2GRWeN/wkeZuJ8CyUvLsUWYWw5+AgI8VGzA+IKcXQxS0YN74B+TLbSpGgszOVoW/fFJj1e7sQ37NEO1ZOqEb8gDs/JqGiDxbVhUAL0ortm6se8eDP7g5VEBysxfinFjSim4QqprUQEyYvp443SNkI/BLkmY9XFAIzxlyKuiQP1TesjLg+LGNE33Eg47jBd3UZQaJLPXuA6kYtEHFuTsGKHe79FAIIjjKCHqR9z7iT1EeI+y7nE/O0lk+BH9NNyDhG/l06CHzHOkhcS8XvZJPgR8yR5PhG/8ybBj8hzyNlE/F4+CX5EnlLOIuL3iknwI+6zvIKI3ysnwY/op+U8In6vmgQ/YpwlLyXi9+pJ8CPus7yaiN9rJunv+IED9eVgVVMWxboMNrHZiqSv6eJjVaBTbc3eFhSfiu4ugTvU4LQU0jrwYwn0tzDrtq/dxa/rgrKECSqUgBzTghzyNqIQo0ZfbjMGxAcyfI2irQoe6SvW3KtBigoeSdo+7Y/op+U1RPt77ST2d58jYn/sfpNxbu+zh76B+x7yPpt9rft+h3zdY1/ut4d133+S/qIHHFE/sba/aOzvA/ZgNxdO0l9E7IOSC4n3879M0l90ArG/iKlfdNEk/UWXEfuLmPpF/zpJf9E5xP4ipn7Rv03SX3Qysb+IqV/0hkn6i44n9hcx9Yv+fZL+oiuI/UVM/aI3TtJfdBGxv4ipX/SmSfqLziP2FzH1i948SX/R6cT+IqZ+0cWbxc8auQUcXVQ6aWtiKArLFvh7p+AW1XBVx36r2dHvgi/Al8DAcO4DcD2gX7Qyb2XqF/3HVvjV0Ed7j7VID4pOcIUel4dGNmdwAac+jAXRmbfjjDmE1WbRrjic0iXVg29KAf7h4AJsSbBYP0Z2WvNwAwkBefYRF0juvqXigBgyb0TNCSHliGFqy56pX/SWSeojxH2WtxDzj/+cBD+in5aLifhdMgl+xDhL3kTE778mwY+YJ8m/E/F76yT4EXkO+Tcifm+bBD8iTykXEfH770nwI+6z/DcRv7dPgh/RT8tbifj9zyT4EeMsuYSI3zsmwY+4z/IOIn6XboVfy4P6sBZJfqkocoATBqOZkNeZVlDeAZGALwDt1BbQDMFiOaDtegugA6RVpv7d24n4vXOS/piTrrnLxaLylnQrEQRqS/iWbkEpCimuFVtQ+YijzCJLi84o1Fdq0mATUVUpEm2Mnln3ftcOfgJGHbWD5np2Jca0YHnNgBYq4CkjSjpYUG+oWkTwdAq8ZU8o2qAUjvJNCqF8Wftb+TmJ50TeSbS/d01ifw88IvbH7tcZ5/aBe+i7eNAh71Pa17offMjXPfblwXtY9w9O0p/1Q0fUT6ztzxr7+0N7sJsrJ+nPIvaRyZXE+/kLk/RnnULsz2LqZ31xkv6s3Z6qtf1ZTP2sqybpz7qA2J/F1M/60iT9WacS+7OY+llXT9KfdSKxP4upn/UVt5qjP2u3p2ptfxZTP+saW+G3sj/rUmJ/FlM/67hbbeX/1vVnnU/sz2LqZ11zK/xW9medRezPYupnfeVm/m9drnkasT+LqZ91rY3w0zZrsRlZ2hKNXXpRFfcsfHpPRi2px/HGnI8IzxqiQocjKBqw9qKRorjcDvZU2Y5Ed0GSLQ75BCKYZpGvKMAzIj0camdbRuwcXVI54SLC7a5wO+O+Totj6md91Vb44UwhxcKKPDyegzOKRQM9pBnR44ZFUjIEr/BlGvUR5MMIQxSYh5Zdhl3GA/WRiHQMubLrOJvwkbh1EPUgNAaSSLERnOPfWl+sgJ4YD/VFnHcElxrgIUcMTP2sr97K/637JcR9lt01r8XvaybBj+in5VpE/K49CX7EOEuuScTvayfBj5gnyTWI+F1nEvyIPIdcTeSvrjsJfkSeUq4i4ne9SfAj7rNcj3h+rz8JfkQ/Ldch4neDSfAjxllybSJ+XzcJfsR9lq8j4nfDSfAj1gnl+kT8brQRfms/5w/v9g0YfJlZUEHpOSWfBKV3bX0BJwZ2r9hSwPojvUbFzYLZBksIchDkjxo/SxvD7Bu48Q5+GlWEgB8+arAWVJO43nrONoJgXxIIjdEW6TMo4o4EPoCLyt2iEC6oSpbU99rfRjwnciOi/d14Evv7kSNif+x+p3Fuf2QPfSs/esj7vPa17h875Ose+/Jje1j3j0/S3/YTR9RPrO1vG/v7E3uwmztuVV9a2d9G7MOTOxLv5zttVR9Z2d92JrG/janfprayv5X9bScQ+9uY+m2yWX1uXX/bZcT+NqZ+m96sv2Ndf9s5xP42pn6b2cz+1vW3nUzsb2Pqt9lJ+tuOJ/a3MfXb3CT9bVcQ+9uY+m1+kv62i4j9bUz9tmWS/rbziP1tTP22MEl/2+nE/jamflvc6v5FFjEsKuRqm2reLIj3asSyXIBX9wjNUgQgKvjUOq7OLq4aE5HG4U5pB3rS1ub9TP22O291fhG3lIAwtmocpWSVbXDsuAYcbMw13BWIe2Mo8GUVx9opZP1LdmXwDUiA7QH9NinGwsVhA3wXrTziH1y3GowCgscCH2dbEgSIZUzhtVhwVZeaCn54bd4apn7bXSapLxH3We5C5A++exL8iH5aIhG/75kEP2KcJQsRvxMmwY+YJ4kj4ve9k+BH5DnEEPG76yT4EXlKESJ+d9ssfkYc4duSUg7Nl1C8MTYh0AC3DIYqoEDSSsIfJ3DQSRUD7iWhegJer4AiDUz9ojsR8TtxEvsj7rOcSMTv7pPgR/TTclcift83CX7EOEtOIOJ3j0nwI+6z3IOI3/dPgh8xT5K7E/G75yT9WQ+55m79w47iegT5UlN3BXSiiaVX1PA82AnwpB4lFOeXpBZQZqgfdQXmNnifwPsUx+y7uNdu3wVIimPDjeB/RC1KL8dqPSDjFrC3AfXtQZh7lBPAcAZfqgfFsaBeocFvFOX2aX/EcyL3JNrfvSaxv4ceEftj94uNc/vQPfT9POyQ98nta90/ecjXPfblJ/ew7pMn6Q9MR9RPrO0PHPub9mA3dZL+QGIfo1Ti/dwm6Q+8kNgfyNQP7JP0B55C7A9k6gc+fJL+wAP6gSv7A5n6gY+YpD/wAmJ/IFM/8JGT9AeeSuwPZOoHnjJJf+CJxP5Apn7goybpD9zt6VvbH8jUD3z0JP2BlxL7A5n6gY+ZpD/wfGJ/IFM/8LGT9AeeRewPZOoHPm6r+3dlrn4asT+QqR/4U1vZX+8dOXB1MBWrEEogqzIplsXKgiwXJlVrQg6sPSiCjgNYkq4WwR8yYNN63e3pw9IaUju4OJzXjIDc9QacTMc3sMpYoIgiPnKNjj0b/nBBQp2R4sC4EXE2pn7gT29lf84MTsD24JChIUOAXaRWTcIRxZ2ofNMZDhHeDPclOJOaJVW4PqQiiA9N2e1PEFd8Qn7nB8YdQaVFrgLnh2u62tjz0nF/e0RFFVczssC2IBEEEDnKCJwyUz/wZyapzxH3WX6GyL88fhL8iH5afoqI389Ogh8xzpLHEvF7wiT4EfMkeTQRvydOgh+R55BTiPg9aRL8iDylPIKI35MnwY9YZ5BOxO8pk+BH3Gd5ChG/n5sEP6KflicR8XvqJPgR4yx5AhG/n58EP+I+y88T8fuFSfAj5knyc0T8njZJf1ve7VvBNyrOo6oEsgVMILiGHMF8gXDNKC3j7/nUwbuAp3VZhzpaR8Astggq1WddmH0rT7/Vbo1Cj3ohVmeqBnnbl5RQWm2g4BaUFqJGwbsZO2h1lGK8Q9EarCQ4vQZC3oe99lcSz4k8jWh/T5/E/soRsT92v904t2UffVOHvM9wX+tuh3zdY1/aHtbdJ+mvfPgR9RNr+yvH/j58D3Zz9iT9lcQ+UDmbeD//wST9lVcS+yuZ+pXPn6S/8kxifyVTv/IFk/RXnkDsr2TqV75wkv7Ky4j9lUz9yhdN0l95DrG/kqlfec4k/ZUnE/srmfqVL56kv/J4Yn8lU7/y3En6K68g9lcy9StfMkl/5UXE/kqmfuVLJ+mvPI/YX8nUr3zZJP2VpxP7K5n6ledteH4DDi8+0RBWDGrkt3DsiGdgSk0GlZDhFltogkNZsRZnmkYelw3szez2RK7lTZj6lS/fyv6aR14GB148jpZFoLc0D9tTKSFvg6N3i7OLtGiLXiJukB4Rx7XgMsy0lANvKosN451srArLK7irE6LG7otbEHq7XJUg09AdWbAtuHXhAz1WDxw8/jcshalf+YpJ6nPEfZZXEPmDV06CH9FPy3lE/F41CX7EOEteSsTv1ZPgR8yT5Fwifq+ZBD8izyHnEPF77ST4EXlKeSERvz+cBD9inUGeT8TvdZPgR9xneR0Rvz+aBD+in5bXEvF7/ST4EeMseTURvz/ejP9ryPY9qOHSQDCrlJeSXCgo+DgVkcRKKw08FChB0Mq29SWMcnDxNbYlC1W/95VE/P5kEvsj7rP8CRG/P50EP6KfltcT8fuzSfoDH7Hb9xMDKH8wViWjXte0UXAGg24epcsoYGUMKEQPghEF5GD9giqy7aC6czOj8YbZ93P+rq6aHzXuY9XoHhcQlGlRYNairqG1js8hGjWyYJMTk0F5gjc2PmGx2uahRb5P+yOeE/kzov2dP4n9PfKI2B+7X3Gc20fuoe/slEPep7mvdT/qkK977Muj9rDuR0/Sn/qYI+on1vanjv19zB7s5pJJ+lOJfbRyCfF+/q9J+lMP6Keu7E9l6qe+dZL+1AuJ/alM/dS3TdKfegqxP5Wpn/rfk/SnHtBPXdmfytRPffsk/akXEPtTmfqp/zNJf+qpxP5Upn7qOybpTz2R2J/K1E+9dJL+1AP6qSv7U5n6qe+cpD/1UmJ/KlM/9V2T9KeeT+xPZeqnvnuS/tSziP2pTP3U92yF30qu4zRifypTP/W9W/k/OHoEcmnkV6oaUxzuXaWNxVUMXiY3wQWMuBiOr7fuQJlkuH8Ltya9h2B3e0o1PCdCutRww9TcCoJAhJDjO8YMWw1lcRZpBtKdbuAgNO5i5B8xqhibD0Uz9VPftxV+3o1b0P5fRGvhAYNLNiIfhoMvOH8pg7wquDsSrDIvgjTM1xSbqTjj3e3Wh4E3cjbYKkid8X69IOzxy6Jhyvj7wSM/ibh/BsIGtBfILGPCePF+AOlzY+qnvn+S+iZxn+X9RP7lA5PgR/TT8l4ifh+cBD9inCXvJuL3oUnwI+ZJ8k4ifh+eBD8izyHvIOL3v5PgR+Qp5e1E/D4yCX7EOoO8jYjfZZPgR9xnuYyI30cnwY/op+V/ifhdPgl+xDhLPkTE72OT4EesU8sHiPh9fBL8iPssHyfi94lJ8CP6abmciN8nJ+mvfOw1d7+XWXLJ4xWb2HJOVUJCiWnQrgnfBxS0dj0rFEmWpSdQM24URUYnDUp+YASZfVOf2tX1A4cLntYupjurg8L/ZpDuATynQ/G2BKeLw+dA7UsCPofLMYKTMvikCWR52af9Ec+JfJJof5+axP4ed0Tsj93vOc7t4/bQt/dTh7zPdV/r/ulDvu6xLz+9h3X/zCT9vY8/on5ibX/v2N/H78FubvQNG9XXV/b3EvuQZXfNa/G78Ub4re3vrcT+XqZ+7022sr+V/b1XEvt7mfq9N93K/lb2955J7O9l6vfebCP81vb3nkDs72Xq9958M/tb1997GbG/l6nfe4ut/N/K/t5ziP29TP3eW26F38r+3pOJ/b1M/d6v38z/revvPZ7Y38vU773VVvit7O+9gtjfy9Tv/YbN/N+6/t6LiP29TP3eW291/67s7z2P2N/L1O/9xq3wW9nfezqxv5ep33ubrc5vTkUQOiuNleEjIfBVS4yqhmBwV8Qu0mFKKUXwJRr2iRTFg5yxgiyt2HywJ3cd78TU773tVvgpDyZJmRjGY0q1J9UXZLjBgdZqGaEzMlkNVzVm13uKtgTYS0YaAQjHzfnEA/29x9YXtUZog7OKS1eAVwtKmwBjcwq5H5IOMAhAWbswPB8yX8BegzXC1O/9pq3u33W/hLjP8k1E/uqbJ8GP6KflNkT8vmUS/IhxltyaiN+3ToIfMU+SWxHx+7ZJ8CPyHHJLIn7HT4IfkaeUmxPx+/ZJ8CPWGeSmRPy+Y6v4D6SVb6DrRiY/GBFwxMqPIa8cCqKz1JHja6TC+C1bYwCnAnK+KvwPYsLUmPqfNybi952T2B9xn+U7ifh91yT4Ef20fDsRv9tNgh8xzpJvI+J3+0nwI+ZJ8i1E/O4wCX7EfZY7EPG74yT4Ef203I6I3502wm/t5/zZ3f440NbNO9Ps4Je91RnFeVQqwemjZpSrCQHka7bJVhSJlypZobIkqpZelLiF2XemDuDXXa4o2eOzO8Ri1hgwkVg46oMoZHUbNEq2oenQHWrdxRu7BFQca4shO7dX+yOeE7kT0f7UJPb3hCNif+x+2XFun7CHvscnHvI+4X2t+0mHfN1jX560h3U/eZL+6KccUT+xtj967O9T9mA3J03SH03s45aTiPfzAyfpjz6b2B/N1I9+0CT90bs9zWv7o5n60Q+epD/6QmJ/NFM/+gcn6Y8+hdgfzdSP/qFJ+qMP6Eev7I9m6kf/8CT90RcQ+6OZ+tE/Mkl/9KnE/mimfvSPTtIffSKxP5qpH/1jk/RH7/Y0r+2PZupH//gk/dGXEvujmfrRPzFJf/T5xP5opn70Qybpjz6L2B/N1I9+6Fb+byVXdBqxP5qpH/2wrfAbnIptSEalwlV1RLbdGHyoOo4zopheEPk1SQbZP9BAUozkIyAl7jpaXXZ7mkGPDSHquDTkLVhQctgHCWVBNIN7HmRZAVZguhSoClwpSmcfMy6UYqwq0TH1o39yq/OLoDnV6gdJlbEsO+6TplMt+H+Pz+mAptfJi8Llmms38GutaGsSSIBiDuhHA5eBmQeFiAOsEfmphlsGsU5ARF4iLNyCrciIqbWFLQZEl1JUAQBwnYWpH33yJPVh4j7LyUT+L02CH9FPy8OI+OVJ8CPGWfIQIn5lEvyIeZL8OBG/Ogl+RJ5DfpSIX5sEPyJPKT9MxK9Pgh+xziA/SMTv4ZPgR6wTyoOI+D1iEvyI+yyPIOL3yEnwI/pp6UT8TpkEP2KcJZWI36MmwY+YJ0km4vfoSfAj7rM8mojfYybBj+in5RQifo+dpL/353b69nRRC/6WQtHYgvKTHDTqor2m6lCCKiiVosLZQSmiPBpGqS4sdlQOqjPOBGWYfXuP28FPJ21CQh3BL8qqUKV0Y1FZwKrzgtpsH90BMejgTF2yMXbwvqiOGVtT0t7v0/6I50QeS7S/x01if089IvbH7jce5/ape+gb/flD3me9r3X/wiFf99iXX9jDup82SX/504+on1jbXz729+l7sJszJukvJ/bByxnE+/nZk/SXX0LsL2fql//2JP3lldhfztQvf84k/eVXEvvLmfrlvzNJf/mZxP5ypn75cyfpLz+B2F/O1C//3Un6yy8j9pcz9ct/b5L+8nOI/eVM/fIzJ+kvP5nYX87UL//9SfrLjyf2lzP1y8+apL/8CmJ/OVO//HmT9JdfROwvZ+qXnz1Jf/l5xP5ypn75H0zSX346sb+cqV/+/K3sr8IYYly6Sgg5qrc16g7WqY0Y2Amu5/HJwEtVHDrwBTjW8FaD60JoB4Jgtyd8LW/H1C9/wVb2B0AsYPM4WDhwMWeEyr5lcCNp6RoHsFWJIx9DPJ1ABwbcpDiBJYfUUvcH9MuxvFzieOUvmME1GhhZqXBxyOFGY7lIKbIEF5BjLwrEobPDQ8CVgpb0ialf/sJJ6sPEfZYXEvmrF02CH9FPy/OJ+J0zCX7EOEvOJuL34knwI+ZJchYRv3MnwY/Ic8iZRPxeMgl+RJ5SfpeI30snwY9YZ5DfIeL3sknwI9YJ5beJ+J03CX7EfZbziPi9fBL8iH5aXkrE7xWT4EeMs+RcIn6vnAQ/Yp4k5xDxe9Uk+BH3WV5FxO/Vk+BH9NPyCiJ+r5kEP+I+y2uI+L12kv7oU3f6HsWJjwn1T9TRc29N12RDbSjGgd1uAWVNZ0drEurHoY0aU/VhKaiBxOiaKM3se/zDA3shqNkvAZ8NBWrnStD4TKag4qNS6Nn56NxoCQMRLqO6JSXgE+vRKlXAnn9Z+3MNdR3goTUKRYANNW2UKrH0bGsQFGyXmGpWPuVaGgqbTqQHVH5VjwH0PPP9n9cS7e8PJ7G/ZxwR+2P3a49z+4w99N3+4iHvU9/Xun/pkK977Msv7WHdp03Sn//LR9RPrO3PH/v7y3uwm4sn6c8nzhHIxcT7+T8m6c8/oJ+/sj+fqZ//lkn6888m9ucz9fP/c5L+/AP6+Sv785n6+ZdM0p9/IbE/n6mf/1+T9OefQuzPZ+rnv3WS/vzdnvq1/flM/fy3TdKffwGxP5+pn//fk/Tnn0rsz2fq5799kv78E4n9+Uz9/P+ZpD//gH7+yv58pn7+Oybpz7+U2J/P1M+/dJL+/POJ/flM/fx3TtKffxaxP5+pn/+urfzfSq7tNGJ/PlM//92bnd+egRuOa9QLWBExOL3eIk6LuHOdwaVhDG6TjvOKZWuXwOd5JCBAKXpVn3SgPx+2ivgEUZCMleCGCR5fhQV6eFeHYBI2jajPJPxUtyA+FBxyhNmlwj0Ypn7+ezabb9Dew54Q/lWcPyS8iDhkQbyMKxJxRUIgjaS2gioovtrQAiKOlsAL4M+zb7v1OSS7xdgFRoeAZQFVoHH/CGLvEen4gADILxYhEdJBjeBbwSRxw4QG9FAAjI2pn//eSerrxH2W9xL5v/dNgh/RT8u7ifi9fxL8iHGWvJOI3wcmwY+YJ8k7iPh9cBL8iDyHvJ2I34cmwY/IU8rbiPh9eBL8iHUG+S8ifv87CX7EOqH8JxG/j0yCH3Gf5SNE/C6bBD+in5YPE/H76CT4EeMs+SARv8snwY+YJ8n7ifh9bBL8iPssHyPi9/FJ8CP6afkoEb9PTIIfcZ/lE0T8PjlJf/mv7PaNil5AZuvuURhxKOdZFMnB82fUeJccNSqhqKOIy652izppKYsxoeTe+6izV2bf6Kd28ENRx+TW2uLUIh5LWBTqtCg5ehC4AcUZVLR6t1qCHbSxR+XH+UEdayNR1b5P+yP2Kconifb3qUns71ePiP2x+93Huf3VPfQtP/OQ9/nva92/dsjXPfbl1/aw7l+fZL7hN46on1g73zD29zf2YDc3u/VG9fWV8w3EOQzZXfNa/G6+EX5r5xtOIs43MN9vuMVW9rdyvuES4nwD8/2GW25lfyvnGypxvoH5fsPXb4Tf2vmGK4nzDcz3G261mf2tm284kzjfwHy/4Ru28n8r5xtOIM43MN9vuPVW+K2cb7iMON/AfL/hGzfzf+vmG84hzjcw32+4zVb4rZxvOJk438B8v+G2m/m/dfMNxxPnG5jvN3zTVvfvyvmGK4jzDcz3G755K/xWzjdcRJxvYL7f8C1b+b+V8w3nEecbmO83fOtW/m/lfMPpxPkG5vsN37bV+bXyf3pZBXckYt+GJAsBXmo4pEaqVUYHuCy1VOPwq0a4fCMt1SqiStC7MwlreU/m+w3Hb3V+nUoegVgfOYLBmTJIMVQrwSFZ634ZyQd4EiwXmSxWs2hjFYxVkC63apbdmQRcsnCQEbngkrwPiHYGxqBgBgGbo0tWOewIQmnQtDmIriOIVvimSwZNK8z3G759K/zW/RLiPsu3E/nT75gEP6Kflm8j4vedk+BHjLPkW4j4fdck+BHzJPkmIn63mwQ/Is8htyHid/tJ8CPylHJrIn53mAQ/Yp1BbkXE746T4EesE8otifjdaav8TYOzK2BMaig9IdsPIE+1Q/IFqhSLAM1eYjQOFLWA1godXApqnikuvQXUiZj6vTcn4qcmsT/iPosi4ieT4Ef003JHIn56EvyIcZbcnoifmQQ/Yp4k30XEz06CH3GfxRLxc5PgR/TToon4+UnwI+6zeCJ+y0b4rf2cv7nbH1wdCruIG30JoO51DxHFEI3yOeomXkBpVymLdWlBFVNSQ/FDYslRLUWnkBOz7zbs4IdqYWoNJVew6QpkbTV5LM/2nFVPKQzxIASzoYlWHuX/2uriasmoQSj8sdun/RF5SlmI9hcmsb/fOiL2x54XGOf2t/bQ9336IZ+T2Ne6n3XI1z325Vl7WPcZk8yHPPuI+om18yFjf5+9B7t5yCTzIcQ5FnkI8X5+6CTzIWcQ50OY74c8bJL5kN2ZjrXzIcz3Q35ykvmQs4nzIcz3Q06eZD7kwPshK+dDmO+HpEnmQy4kzocw3w/Jk8yHnEKcD2G+H1ImmQ/ZnelYOx/CfD+kTjIfcgFxPoT5fkibZD7kVOJ8CPP9kD7JfMiJxPkQ5vshD59kPmR3pmPtfAjz/ZBHTDIfcilxPoT5fsgjJ5kPOZ84H8J8P+SUSeZDziLOhzDfD3nUVva3kqs8jTgfwnw/5NGb8S96dLEtcOyp2GgX0xEk4xhnAZVaU7TBuAzLE21zR86PL3UOgV1p3agYnnRwPqRanO2oWnLgaFPwDamwLrkGNx4IqRqxI9auccd3XYK1opMvBrRMBOLM90Mesxl+VSp4gP5/xF+LDVktol9cmHBJGfQqWBTcKOBTEBZ28HkWdDMYmQqWqxV/oD+wuhHuLYiWNTxaQMiocgErCx+YFNjBAsLGqQDOBSwDwhaETh3hu2C33OIi8/2Qx07Sn0DcZ3kskX9+3CT4Ef20PJqI309Ngh8xzpJTiPj99CT4EfMkeQQRv5+ZBD8izyGdiN/jJ8GPyFNKJeL3s5PgR6wzSCbi94RJ8CPWCeVkIn5PnAQ/Yp1fHkbE70mT4EfcZ3kSEb8nT4If0U/LE4j4PWUS/IhxljyeiN/PTYIfMU+Snybi99RJ8CPuszyViN/PT4If0U/LU4j4/cIk+BH3WX6BiN/TJplv+O0D/dUd5SOPqkgrKHksYK17XFBk87XV0Y4QllyjEx2XiMqHjahZZpTVQ3bNRqOYfctPv/VujScso8uxopAPEtdkW4PuSxn9mzmkJbkcrNNtlKlDRElV459CqdIXFCe72af9EXlKeRrR/p4+if0954jYH3veYpzb5+yhb/53Dvmcyb7W/dxDvu6xL8/dw7p/d5L5mt87on5i7XzN2N/f24PdnDvJfA1xDkjOJd7PL5lkvuZi4nwN8/2al04yX3MScb6G+X7NyyaZr7mEOF/DfL/mvEnmaypxvob5fs3LJ5mvuZI4X8N8v+YVk8zXnEmcr2G+X/PKSeZrTiDO1zDfr3nVJPM1lxHna5jv17x6kvmac4jzNcz3a14zyXzNycT5Gub7Na+dZL7meOJ8DfP9mj+cZL7mCuJ8DfP9mtdNMl9zEXG+hvl+zR9NMl9zHnG+hvl+zesnma85nThfw3y/5o+38n9LRyCMcyYamRXCPmSuCHJBtMSMDCyDDAUqvcBHRkRvuKHz4AERjKjgYIJPvgWPN2a+X/Mn2/k/EMGgkxA3G9DCoFBBDLQQ3PCEC3iFhN9acDHgG1mdtA24SMFrIUaEn5MD79ekAIarFYugToPsSojKketZ3MgVcWSE32yqdASOCrfwMqwRd8wC+sVH/Glivl/zp5P0JxD3Wf6UyJ/+2ST4Ef20/DERv/MnwY8YZ8kfEfH780nwI+ZJ8odE/P5iEvyIPIe8hojfX06CH5GnlFcR8furSfAj1hnkFUT8/noS/Ih1QjmPiN/fTIIfsc4vLyXi97eT4EfcZ/lbIn5/Nwl+RD8tf03E7/9Ngh8xzpK/JOL395PgR8yT5M+J+P3DVvxp9g3Fxeq8QZkIhTYTY42jZAFurpnkTK09R8mDRPF9VNFt7KhLanBSXQzz/bM/I+L3j5PYH3Gf5R+J+P3TJPgR/bT8PRG/CybBj7jPcgERv3+eZD7kzJ2+b+ng/lFUQpEpGVSFUJ4LXlBFd72ZuKQFdREU+1quLRVlU0VlbxTUu1dGp26Yfd8X3nq3x2w0ezvn3YIid8llQQl6CaXGoHRKtvdoUcdNHgUH1LutoNiYrBvyXw6lm75P+yPGqfLPRPu7cBL7+/0jYn/seZVxbn9/D3MHZx3yOZ19rft5h3zdY1+et4d1nz3JfNIfHFE/sXY+aezvH+zBbi6fZD6JOEcllxPv549NMp904P2klfNJzPeTPj7JfNIZxPkk5vtJn5hkPunA+0kr55OY7yd9cpL5pLOJ80nM95M+Ncl80oH3k1bOJzHfT7pikvmkC4nzScz3kz49yXzSKcT5JOb7SZ+ZZD7pwPtJK+eTmO8nfXaS+aQLiPNJzPeTPjfJfNKpxPkk5vtJn59kPulE4nwS8/2kKyeZT9qdKVo7n8R8P+kLk8wnXUqcT2K+n/TFSeaTzifOJzHfT7pqkvmks4jzScz3k760lf2t5HpPI84nMd9Punqr+wP3oMmmpBADrodgIzy7AbWyWGRYBQmW6tIiiCdcoQHEYBNtkWOMsSLwrG53pkgjkQEJFlJVsKjFNT9417YIYkcPRjabcYpxdntPJSABtrogTDcjygHYifl+0ld841b3hwAoECfDxyO2MOPhJOS9OMdIh1sCmsh0NZK5CDNxxaqIgE1S6sjPXG4H+ouQYCRQ+QsOPbDr4G0CfEG2coxfVCO7AwWbXLSLtSBVsUc19p5jRNSoqe8nXWMr/Nb9EuI+y+6a1+J33CT4Ef20XE3k7685CX7EOEuuIuL3lZPgR8yT5AtE/K41CX5EnkM+T8TvqybBj8hTymeJ+H31JPgR6wzyaSJ+XzMJfsQ6oXyKiN+1J8GPWOeXTxDx+9pJ8CPus3wtMX6+ziT4Ef20fA0Rv+tOgh8xzpKvIuJ3vUnwI+ZJ8pVE/K4/CX7EPjs5jojfDSbBj7jPcgMifl83CX5EPy3XI+J3w0nwI+6z3JCI3402wm/t53z+NXdryQsKJg51YlQojTcKJRJ8+eLF94CqRw34/ksKyYLU9kvXqAkY0M+oMy8JNThm3/yNv3G3RuGUGgVuOwqzxrYiqMxiob4V3bXvyfSg2mhqx2+AIFcdPLzFZ0JtQbzfp/0R41S5EdH+bjyJ/b3giNgfe95nnNsX7GFu44WHfM5pX+t+0SFf99iXF+1h3edMMt/14iPqJ9bOd439ffEe7ObOG90va+e7iHNocmfi/XyXjfBbO9/1EOJ8F/P9ru/eyv5WznddTJzvYr7f9T1b2d/K+a6TiPNdzPe7TtgqP14533UJcb6L+X7X925mf+vmuypxvov5ftddt/J/K+e7riTOdzHf77rbVvitnO86kzjfxXy/68TN/N+6+a4TiPNdzPe77r4Vfivnuy4jzncx3+/6vs3837r5rnOI813M97vusdX9u3K+62TifBfz/a7v3wq/lfNdxxPnu5jvd91zs/78dfNdVxDnu5jvd91rK/+3cr7rIuJ8F/P9rntvZX8r57vOI853Md/v+oGt7G/lfNfpxPku5vtd99nq/oBfLxk5bUKaKhHhLDKv6FJCwgG22oMPULqkce5wnQqCZyR1qoTcwFIVW3dnstby7sz3u+67GX/aLJIyOxJ4xHhIbYctaAQsNg2PhzNpF2uQPnSXjY3SNOJmoAtUPeKVJx54/3EJyYGj9zpapUDgN9BeQA/fVQz+sDV3jKxNcRzdxQakH8lJxaFHTaEx3++63yT9HcR9lvsR+fv7T4If0U/LfYj4PWAS/IhxltybiN9Jk+BHzJPknkT8HjgJfkSeQ+5BxO9Bk+BH5Cnl7kT8HjwJfsQ6g9yNiN8PToIfsU4o30vE74cmwY9Y55fvIeL3w5vlb6g0ahTc8EkzUivwVCDgkU0hmdUoxPkchxzHqGZkVDWzHuV0JCk+Fpu8C8z3a+5CxO9HJrE/4j7LjxDx+9FJ8CP6afkhIn4/Ngl+xDhLHkzE78cnwY+YJ8kDifj9xCT4EXkOeQARv4dMgh9xn+UhRPweOgl+RD8tP07E72GT4EfcZ3kYEb+fnGQ+6dzdd2Ucymx20aiO57T0Nt5l0bU4pUMOqPF545JWqCmh9GaNbSj29Wi0VbWp5lJkzh2cvIufrlbM6LJRsSa3KOXcKAG6FkrQqKJW6baVECWP3lBVUb3uWjIKhM0szezT/ohxqvwk0f5OnsT+XnJE7I89LzXO7Uv2MPfy0kM+J7avdb/skK977MvL9rDu8yaZj3v5EfUTa+fjxv6+fA9288xJ5uOIc3zyTOL9/GuTzMedS5yPY74f9+uTzMftzrStnY9jvh/3G5PMx51BnI9jvh/3m5PMxx14P27lfBzz/bjfmmQ+7mzifBzz/bjTJ5mP251pWzsfx3w/7lmTzMddSJyPY74fd8Yk83GnEOfjmO/HPXuS+bjdmba183HM9+N+e5L5uAuI83HM9+OeM8l83KnE+Tjm+3G/M8l83InE+Tjm+3HPnWQ+7uBM27r5OOb7cb87yXzcpcT5OOb7cb83yXzc+cT5OOb7cWdOMh93FnE+jvl+3O9vdn7XceWnEefjmO/HnbXZ+fUW+QbsIsHJe1yYiJW16otrEUQ8LNFmA7fvcMDgHK3HdQ14CwLrkbUceD8OkaKTkEF3SQMvi+NdEAvl7hQipGQHeQA4wJsaJIQjyNb4/Yb4PSOHxN3EfD/ueZvlvx5xLrICkMeC6yOOoxyKRpKG/GrpWH3WwzjGc3w+gnJCIoEMTQ8G2Riz298rCnE1AhTcGSBZsA9Y2ILgWDsw3C5EBZ4HIWUHORhAdFvJVsowZvCyYx6U+X7c2ZP0xxD3Wc4m1j/+YBL8iH5aziLi9/xJ8CPGWXImEb8XTIIfMU+S3yXi98JJ8CPyHPI7RPxeNAl+RJ5SfpuI3zmT4EesM8gZRPxePAl+xDqhnE7E79xJ8CPW+eU3ifi9ZBL8iH068utE/F46CX7EfZaXEvF72ST4Ef20nEvE77xJ8CPGWXIOEb+XT4IfMU+SFxLxe8Uk+BF5Dnk+Eb9XToIfcZ/llUT8XjUJfkQ/LS8n4vfqSfAj7rO8mojfayaZ73rF7rtGqJ5X1JBqRy2l4FuMnmrdUStJixq9lT4uXUmIViQF41FeDt7bBbUDVJa8Z85tvPYbd+sKseYUollQ5+kVixidTEmhYiYmoWCNklko3dbufFZllGYNqhUVfw0V2b7X9/eIcaq8hmh/r53E/l55ROyPPW82zu0r9zA39KpDPme3r3W/+pCve+zLq/ew7tdMMl/42iPqJ9bOF479fe0e7Oatk8wXEucg5a3E+/ltk8wXXk6cL2S+X/jfk8wXPoQ4X8h8v/Dtk8wXXkycL2S+X/g/k8wXnkScL2S+X/iOSeYLLyHOFzLfL7x0kvnCSpwvZL5f+M5J5guvJM4XMt8vfNck84VnEucLme8XvnuS+cITiPOFzPcL3zPJfOFlxPlC5vuF751kvvAc4nwh8/3C900yX3gycb6Q+X7h+yeZLzyeOF/IfL/wA5PMF15BnC9kvl/4wUnmCy8izhcy3y/80CTzhecR5wuZ7xd+eJL5wtOJ84XM9wv/dyv8okGQZlP3GkR+QXRSAszHttxgMwK2QBckDeAAY7BgClVVogYdnyR0MA8H3i9cWbdgvl/4kc34UwXrqLFVZF/I0dyCg4qDpUTjikDakPXI3cA844jZHDtCEJs1wjjQ0XD+uzOBYEQb2ABEfsE5WxcVvMEKK/JfoLp0kFZjkVbDKwT8EEEWB7bbWPA9iJM88/3CyybpjyHus1xG5O8/Ogl+RD8t/0vE7/JJ8CPGWfIhIn4fmwQ/Yp4kHyDi9/FJ8CPyHPI+In6fmAQ/Ik8p7yHi98lJ8CPWGeRdRPw+NQl+xDqhXErE74pJ8CPW+eV/iPh9ehL8iH068t9E/D4zCX7EfZbPEPH77CT4Ef20XEHE73OT4EeMs+STRPw+Pwl+xDxJPk7E78pJ8CPyHHI5Eb8vTIIfcZ/lC0T8vjgJfkQ/LZ8n4nfVVviVXAzqlZJRLTM1ORSFSvMFhe7QTQAlHWoJ0nqyKbridEZBPLWs6pK9SYr5fvVnifh9aRL7I+6zfImI39WTzMf94e58jqQUCuofoYe06BBQVAkBRU9Ukb0e30VQ5huSjaikoGzvki0pllhQ40MZsDHnXr7iNjs1HrtE47PpVZmSpEutPY7yDaqDqN7jw9RqdUHVUIobLZ9OS7YalZqgszZ9n/ZH9NNyNdH+dvFTK3/t0/5ed0Tsjz2vN87t6/Ywd/VHh3xOcV/rfv0hX/fYl9fvYd1/PMl85p8cUT+xdj5z7O+f7MFuvmuj+2XtfCZxjlR217wWv9tthN/a+cwD72eunM9kvp95+63sb+V85rnE+Uzm+5l32Mr+Vs5nHng/c+V8JvP9zDtuhN/a+cwziPOZzPcz77SZ/a2bzzzwfubK+Uzm+5lqK/+3cj7zbOJ8JvP9TNkKv5XzmbszlWvnM5nvZ+rN/N+6+cwLifOZzPczzVb4rZzPPIU4n8l8P9Nu5v/WzWceeD9z5Xwm8/1Mt9X9u3I+8wLifCbz/Uy/FX4r5zNPJc5nMt/PXLbyfyvnM08kzmcy388MW/m/lfOZuzOVa+czme9nxq3sb+V85qXE+Uzm+5l33sr+Vs5nnk+cz2S+n3mXzc7vuvnMs4jzmcz3M797q/O7stZwGnE+k/l+5vdshV9MFp4K1pLHqYX7W3AhOkS/SC5G2oEMFclddB1ZXcfZVuMKBnGnTchKL7szlXB/oPPA6zlwEhVRI2i+AK8HC0SW3XMeGQtOMIIjhOs4zL7jovYLorU8CijM9zNP2Cr+W2IdEQQOJEpJyGklVY1gtlnUQXAIXemAwGUYKcI3i6MIUhoxjncBJKqWA+9n4ibQbdBa1SPYQeS3oCrVwbOAsxGQhxlEAk6x894jFzTeSlG9gcOXBuYiMN/P/N6t7G/dLyHus3wvsX5010nwI/pp+R4ifnebBD9inCV3IeJ34iT4EfMkiUT87j4JfkSeQxYift83CX5EnlIcEb97TIIfsc4ghojf90+CH7FOKELE756T4Ees88udiPjdaxL8iH06cgcifveeBD/iPsu9ifj9wCT4Ef203JOI330mwY8YZ8k9iPjddxL8iHmS3J2I3/0mwY/Ic8jdiPjdfxL8iPss9yfi94BJ8CP6abkvEb+TJsGP2OcuP0DE74GT4EfcZ3kgEb8HTTJf+Ke7c0Mo5S5KUHlDadyHEF3zxTQU3FWQrmIJo0NftzqaxV2IFSV41M1N1z2jsGyZc0MP3p0bKkZQmY695dHugHKM074a0xMKgQ1FmxhUCPjAqOwkLNZYHyr+F58zGsCyT/sj+ml5ENH+HjyJ/f3ZEbE/9rzjOLd/toe5tfMP+Zznvtb954d83WNf/nwP6/6LSeZb//KI+om1861jf/9yD3bztEnmW4lzuPI04v389EnmW59JnG9lvt966iTzrZcT51uZ77c+Y5L51ocQ51uZ77f+4iTzrRcT51uZ77f+0iTzrScR51uZ77eeNsl86yXE+Vbm+62/PMl8ayXOtzLfb/2VSeZbryTOtzLfb/3VSeZbzyTOtzLfb33mJPOtJxDnW5nvt/7aJPOtlxHnW5nvt/76JPOt5xDnW5nvt/7GJPOtJxPnW5nvt/7mJPOtxxPnW5nvt/7WJPOtVxDnW5nvt54+yXzrRcT5Vub7rc+aZL71POJ8K/P91jMmmW89nTjfyny/9dlbxS+CCAwWCBIGJRvQmQo5a8VCRQ06FZQp4uiWImJA3Act4QQjL4ELA8sifZHdmdS1dR/m+62/vd35RXSrkIGOOzUgOUDVCNna4N1xLwbcHciHHaADgAFoLGpBKKj84FejPvh+q0PsaH1GJcXIYu0i+LYJpSMQzwWJTPWgHpxSqQSLOwRpjGqlKTCFwAKxDfP91udM0l9E3Gd5DrF+9DuT4Ef00/JsIn7PnQQ/YpwlzyLi97uT4EfMk+S3iPj93iT4EXkO+Q0ifmdOgh+Rp5RfI+L3+5PgR6wzyK8S8TtrEvyIdUL5ZSJ+z5sEP2KdX36JiN/Zk+BH7NORZxDx+4Ot8l9TEipE4K3AwenswWWlbmVUKHXvyviK8pygrG4WsAAuVNtGz4XOx2poujDfP3s6Eb/nT2J/xH2W5xPxe8Ek+BH9tJxNxO+Fk+BHjLPkLCJ+L5oEP2KeJGcS8TtnEvyIPIf8LhG/F0+CH3Gf5cVE/M6dBD+in5YXEfF7yST4EXleeQERv5dOgh9xn+WlRPxeNsl85l/tzl3lMbhkUbQT06JBkjJ6D0R0bTE3iTUmFJld6ElQLI34ZovvqJ4WsyRxLjPnrs7bnbsKoyex+TS6OkUr25FSoRw7+jp7QZU6oAZZq3Wp5NhadyFrfawXyEZpyu3T/oh+Wl5GtL/zJrG/vz4i9seeFx3n9q/3MPf3N4d8TnZf6/7bQ77usS9/u4d1/90k88H/74j6ibXzwWN//98e7OYtk8wHE+eY5S3E+/k/J5kPfitxPpj5fvAlk8wH7870rp0PZr4f/F+TzAefS5wPZr4f/NZJ5oMPvB+8cj6Y+X7w2yaZDz6DOB/MfD/4vyeZD96d6V07H8x8P/jtk8wHn02cD2a+H/w/k8wHH3g/eOV8MPP94HdMMh98IXE+mPl+8KWTzAefQpwPZr4f/M5J5oN3Z3rXzgcz3w9+1yTzwRcQ54OZ7we/e5L54FOJ88HM94PfM8l88InE+WDm+8HvnWQ+eHemd+18MPP94PdNMh98KXE+mPl+8PsnmQ8+nzgfzHw/+AOTzAefRZwPZr4f/MGt8FtZqzmNOB/MfD/4Q1vFf2A/NA5b0d55D36qgXFGZIYjnQeLslRTQ8ZCKlgpowqqRLgGCu5frwswPfB+sEswZ2R8HqG1D/gfYIhYcWmD75eKE5zSyIZxnxtwDR1poQvWCIhAcNua+X7wh7eyPzCioRsYoSAcRgYHr4RIRYOUAz8Fntk2/BviP+MVakfg5jVy/74gsi4xNr/bn6/hGZMpDfy9A7dgUw/ZLGCpB+WQUYVK43pSCC0TIkIUWuKo+KECE1Dmwzlgvh/8v5P0ZxH3Wf6XWD/6yCT4Ef20fIiI32WT4EeMs+QDRPw+Ogl+xDxJ3kfE7/JJ8CPyHPIeIn4fmwQ/Ik8p7yLi9/FJ8CPWGeRSIn6fmAQ/Yp1Q/oeI3ycnwY9Y55f/JuL3qUnwI/bpyFuJ+F0xCX7EPju5hIjfpyfBj7jP8mkifp+ZBD+in5ZPEfH77CT4EeMs+QQRv89Ngh8xT5KPEfH7/CT4EXkO+SgRvysnwY+4z3IlEb8vTIIf0U/L54j4fXES/Ig8r3yGiN9Vk+BH3Ge5iojflyaZb/37nbk1qaEsXpVRzkXR15gSfVPejXclw9CRylG6XrTPufXgRp80ynujn0GyMbYz59auvs1uXatKszZjpd0mtZTYDOpZIYbgJKBSOEqCNjYdlmXoN6eigqrFKlRwFUpn+7Q/op+WLxHt7+pJ7O8fjoj9sedtx7n9hz3MTf7jIZ8z3te6/+mQr3vsyz/tYd0XTDJf/c9H1E+sna8e+/vPe7Cb2992G7tZO19NnAOX3TWvxe8OG+G3dr76wPvVK+erme9X33Ej/NbOVz+TOF/NfL/6Thvht3a++nLifDXz/Wq1EX5r56sfQpyvZr5fLbfdyv7WzVdfTJyvZr5frTfCb+189UnE+Wrm+9VmK/xWzldfQpyvZr5fbW+7lf9bN19difPVzPer3Vb4rZyvvpI4X818v9rfdiv/t26++kzifDXz/eplI/zWzlefQJyvZr5fHbbCb+V89WXE+Wrm+9VxI/zWzlefQ5yvZr5ffeeN8Fs7X30ycb6a+X71XTbCb+189fHE+Wrm+9XfvRF+a+erryDOVzPfr/6erfBbOV99EXG+mvl+9Qkb4bd2vvo84nw18/3q790Kv5Xz1acT56uZ71ffdSP8pFoTElLacWpzLmAItEJeobXqy6KxTBuKd17htIIkXnIW3AsIcEDjWWXM7kz02roZ8/3qu22EH/hnWBd4PRQ5EP65gAsUOVsc3NMg9qvF2S2oXGhw+THgqCHLUL6BwGqIe9SB96sXBIwKyWxBymdGsoLA2Yi0gKoTwmkkI3ACuGiLwKW6ovQCEBHsWKQ+cIrM96tP3Ag/te6XEPdZdte8Fr+7T4If0U/LXYn4fd8k+BHjLDmBiN89JsGPmCfJdxPx+/5J8CPyHHJnIn73nAQ/Ik8pgYjfvSbBj1hnEE/E796T4EesE4ol4vcDk+BHrPOLJuJ3n0nwI/bpiCLid99J8CP22ckdifjdbxL8iPss9yPid/9J8CP6abkPEb8HTIIfMc6SexPxO2kS/Ih5ktyTiN8DJ8GPyHPIPYj4PWgj/PSoWLSaVNVSdLWov2U9qGFvLEjp4C0+XMQqQHZapX3yMeulexQxRRYrTyDOWtydiN+DJ7E/4j7Lg4n4/eAk+BH9tDyQiN8PTYIfMc6SBxDx++FJ8CPus/wwEb8f2Qi/tZ/zwt25P7dE3dIYvdFN1zHWkfr/NZU71Mm1M7aKWB2DTg610VGJT9Za1FB7UcEz5/5+9La7dX1vzKhk1xhTWpYecit99HlaJ7pH323pPqJQa7DoiuJj9914VBAb6tNN79P+iH5afoRofz962zns71+OiP2x55XHuf2XPcydXnTI57T3te5/PeTrHvvyr3tY979NMp/+hiPqJ9bOp4/9fcMe7OZXbrtRf9bK+XTiHL3srnktfr+6EX5r59OfRpxPZ76f/syN8Fs7n/5W4nw68/30X9sIv7Xz6QfeT185n858P/3XN8Jv7Xz6ucT5dOb76b9x263sb918+oH301fOpzPfT//NjfBbO59+BnE+nfl++m9thd/K+fTdmfK18+nM99NPv+1W/m/dfPrZxPl05vvpz9oKv5Xz6bsz5Wvn05nvp59x263837r59AuJ8+nM99OfvRF+a+fTTyHOpzPfT//trfBbOZ++O1O+dj6d+X76czbCb+18+gXE+XTm++m/sxF+a+fTTyXOpzPfT3/uRvitnU8/kTifznw//Xc3wm/tfPruTPna+XTm++m/txV+K+fTLyXOpzPfTz9zI/zWzqefT5xPZ76f/vtb4bdyPv0s4nw68/30s2671fldV+s6jTifznw//Xkb4aezxYcH/wH8kMOBSB+1IjfeSbfZBDvKGKW1QYGCRQGBCuI55oz1IueHz9+dKdcSQar2PIzXJNXhBxtIBo1CybESXs6y4HJfbNW4ZPAtkFIjj3EBfIwzi2O+n372Rvip4c4DUntw9GCpcPfGRYM57TEgkB4miVgP0RuCG9AtYIs7qJPBBKJwV5Q72J+KSxaHEhdsix7MfXcISkJKZVRXcGPgTs+mgOSxuJDwo5AWdxQLRlWkJHC1zPfT/2Ar/Nb9EuI+y+6a1+L3/EnwI/ppeR4RvxdMgh8xzpLfJ+L3wknwI+ZJ8ntE/F40CX5EnkOeS8TvnEnwI/KU8hwifi+eBD9inUGeTcTv3EnwI9YJ5VlE/F4yCX7EOr/8FhG/l06CH7FPR36DiN/LJsGP2Gcnv0bE77xJ8CPus5xHxO/lk+BH9NPyUiJ+r5gEP2KcJecS8XvlJPi9iIjfOUT8XjUJfkSeQ15IxO/Vk+BHnBOQ5xPxe80k+BH3WV5DxO+1k+BH9NPyKiJ+fzgJfsQ4S15BxO91k+BH3Gd5HRG/P9oIv7Wf89935yb1YuNoItRKocDegva99GKSM6ggK19Q0rNGpCcU9ZQuoaO+F1svZfwo5Zhzk6/fxc+1Kh1l/C4JxURVJeSGEqHuKaF2G0ZLyhgZwocQO4qFY04INUH8QRydx/u0P6Kflj8i2t/rbzuH/b3xiNgfe957nNs37mFu902HfM59X+t+8yFf99iXN+9h3RdPMt//H0fUT6yd7x/7+x97sJv33Haj/raV8/1EHQLZXfNa/N67EX5r5/vfQpzvvz0Rv/dtZX8r5/t3Z/LXzvc/jTjf//6N8Fs73/9M4nz/W4nz/R/YCL+18/2XE+f770zE74O33cr+1s33P4Q4338ucb7/Qxvht3a+/2LifP/NiPh9eCv8Vs73n0Sc7z+DON//v7fdyv+tm++/hDjffyMifh/ZCr+V8/2VON9/NnG+/7LbbuX/1s33X0mc778jEb+PboTf2vn+M4nz/RcS59Mv3wq/lfP9JxDn+08h4vexjfBbO99/GXG+/yZE/D6+EX5r5/vPIc73X0Ccr/7ERvitne8/mTjffyoRv09uhN/a+f7jifP9JxLx+9RW+K2c77+CON9/XSJ+V2yE39r5/ouI8/2XEudbP70Vfivn+88jzvefT8TvM7fd6vyum+8/nTjffxYRv89uhR+o0zCKgj3bAH4ebAJ8F1gSZL+4DkAp69aN1wn8NEiDgJpaM8hnDQDVfqm7M/lr646nEfH73Eb46XEaEwpsaSQXDf/cEbSBjukjxRrJlhoVILuUllDsaQ38csDxtRqZhLV1dyZfPHJehHbaKWS3VsCeLrjdRzSDiwj3hwLCDmkcvCF4CJ3AL+B7Z6+GQkIsTyLi9/mN8FPrfglxn2V3zWvxu3IS/Ih+Wj5LxO8Lk+BHjLPk00T8vjgJfsQ8ST5FxO+qSfAj8hzyCSJ+X5oEPyJPKR8j4nf1JPgR6wzyUSJ+X/FNc+BHrBPKR4j4XWMS/Ih1fvkwEb/jJsGP2KcjHyTid81J8CP22cn7ifh95Ub4gexri7I5oFyBcrZ2o5HRotw7MtfRdhFQEMlZsJwSLSh8hUokaP0CPgu0PvX95fcS8bvWJPZH3GfZXfNa/L5qEvyIflquScTvqyfBjxhnyTWI+H3NJPgR8yTZzRnW4nftSfAj8hxyFRG/r50EPyJPKV8g4nedSfAj7rNch+j/rjsJfkQ/Ldcm4ne9SfAjxlny1UT8rj8JfsR9lusT8bvBRvit/Zxv2Zk71c4tvmuJo0MjqgX/VVJCUbTYXK2vOiaTosLPC6EbE0vr0kxLfhFJpnfm3OnX7eCnDXLRUFC3Rqm56z6GIF23Pstox0sOmahOXpeE8m12KY1WC4k1L2m0k5qyT/sj+mm5AdH+vm4S+/vPI2J/7Hn5cW7/cw9zz5cccp2Afa37vw75use+/Nce1v3WSfQR3nZE/cRafYSxv2/bg93cdSt+eqU+AlHHQe5KvJ/vthF+a/URdjUN1uoj7GpVrMXvxM3qI+v0EZ5G1Ed4C1Ef4e5b2d9KfYS3EvURvouI3/dtlR+v1EfY1TRYq4/wTKI+wj02s791+gjnEvURLifO93//Vv5vpT7CrqbBWn2EhxDxu+dW+K3URziDqI9wMXG+/16b+b91+gi7mgZr9RFOIuJ3763wW6mPcDZRH+ES4nz/D2zm/9bpI+xqGqzVR6hE/O6z1f27Uh/hQqI+wpXE+fT7boXfSn2EU4j6CGcS8bvfVv5vpT7CQU2DdfoIJxDxu/9W/m+lPsIFRH2Ey4jz1Q/Yyv5W6iOcStRHOIeI30lb2d9KfYQTifoIJxPxe+Bm53edPsKupsFafYTjifg9aKvzu1If4VKiPsIVxPngB2+F30p9hPOJ+ggXEfH7wc3O7zp9hLOI+gjnEfH7oa3i55W1wtOI+ginE/H74e34F53GVAiiMdwk2o3yJlI1WA7yMJQ7RIFDBa+KwA/xoQOVgDMXcN8cC37drqaBKgiCa9TZIgJKS0aC1/VI8nyriKht1R0/xtcI1grXhWTfevcJqTVuEu31k4n4/chW+MHwJIM+R2EIWYDRKMoOgQmEFCCQAzw+KKalIEMJGeU0F+oQiEDZAvlwLqrszteIqFFTHtcMKmw+KMR50hTCOyXV4DwrhC8ImBckd0hVVBulvRpwTWmkNc0/kYjfj07SH0jcZ/lRYv33xybBj+in5YeJ+P34JPgR4yz5QSJ+PzEJfsQ8SR5ExO8hk+BH5DnkJCJ+D50EPyJPKfcn4vewSfAj1hnkvkT8fnIS/Ih1QvkBIn4nT4Ifsc4v9yLilybBj9inI99PxC9Pgh+xz06+j4hfmQQ/Yp+snEjEr06CH3GfpRLxa5PgR/TTkon49UnwI8ZZcjIRv4dPgh8xT5KHEfF7xCT4EXkOeQgRv0dOgh+Rp5QfJ+J3yiT4EfdZTiHi96hJ8CP6aXkEEb9HT4IfMc6STsTvMZPgR9xneQwRv8dOMt//37tzu1mUcV6qmIovkNJU7npUy6tGbTQtuqCurCWlpIe84BKjX0Y7cM5jmCYz53Yftzu3u/ilxoZ6ahR8ct1KDnlZmqAebUYbLFalxrDtopPJtrXFLCGOTu2lWm3MPu2P6KflsUT7e9wk9vf2I2J/1yDb3Ti3b9/D3Pj/HHKdhX2t+x2HfN1jX96xh3VfOom+xDuPqJ9Yqy8x9vede7CbF06iL0HUwZAXEu/nF02iL7GrCbFWX2JX62MtfudMoi/xFqK+xO2J+L14En2JXU2ItfoSTyPqS5w7ib7EM4n6Em8l6ku8ZBJ9icuJ+hJ3JuL30kn0JR5C1Jc4l6gv8bJJ9CUuJupL3IyI33mT6EucRNSXOIOoL/HySfQlLiHqS9yIiN8rJtGXqER9ibOJ+hKvnERf4kqivsQdifi9ahJ9iTOJ+hIXEvURXj2JvsQJRH2JU4j4vWYSfYnLiPoSNyHi99pJ9CXOIepLXECc7//DSfQlTibqS5xKxO91k+hLHE/UlziRiN8fTaIvcQVRX+K6RPxeP4m+xEVEfYlLifPVfzyJvsR5RH2J84n4/ckk+hKnE/UlziLi96db2Z+yo8CKuAMXL+4DMbhBEKohb0N5EckJuCwkIrgQENFFHF5cJiYOnjCnUQLd1YRYW7c9jYjfn23l/zSS/qUiIsGKcgLpjosD0S8SV5iii6hnovqGFcC0cPqQNljwUVgG2LwFa9vVhEC0HBGkVPANo7aMUG+QraP+YWUw9jBGBOlgZkFL1FoBtmowfUBXvMdl/SQifudP0h9I3Gc5n1j//fNJ8CP6aflTIn5/MQl+xDhL/piI319Ogh8xT5I/IuL3V5PgR+Q55A+J+P31JPgReUp5DRG/v5kEP2KdQV5FxO9vJ8GPWCeUVxDx+7tJ8CPW+eU8In7/bxL8iH068lIifn8/CX7EPjs5l4jfP0yCH7FPVs4h4vePk+BH3Gf5RyJ+/zQJfkQ/LX9PxO+CSfAjxlnyd0T8/nkS/Ih5kvwNEb8LJ8GPyHPIXxHx+5dJ8CPylPIXRPwumgQ/4j7LRUT8/nUS/Ih+Wi4k4vdvk+BHjLPkAiJ+b5gEP+I+yxuI+P37VvhF3Vs3i9hUfei+iC74iDVE18U7/Ku4HoPK4/X0mmpDbR2fd6lLMt6F/ATirO2/EvF74yT6CO/amXuWpRpXus/K2aJUyX50GTS9uKWE3F3A9xA/GuWchNRkkaJQcrcoy7uktWbOPb9pd+55TDw7LM/XrB3WiQp1x3JSwKcdwxre2S7VezNa76xbLP4bgCw6OKeS/bL2t/JzEs+JvJFof2+axP7efUTs7xpkuxvn9t17mLt/zyHXqdjXut97yNc99uW9e1j3+ybR53j/EfUTa/U5xv6+fw92c9w3b2M3a/U5iDoisrvmtfhdcyP81upz7GpqrNXnuCsxvvnKrexvpT7HrqbGWn2OXa2Utfhdayv7W6nP8TSiPsdbiPocX7URfmv1Od5K1Of4LiJ+X72Z/a3T59jV1Firz/FMoj7H12zl/1bqc5xL1Oe4nKgvce2t8Fupz7GrqbFWn+MhRPy+djP/t06f4wyiPsfFRH2J62yF30p9jl1NjbX6HCcR8bvuZv5vnT7H2UR9jkuI+hLX2+r+XanPsaupsVafoxLxu/5W+K3U57iQqM9xJVEf4QZb+b+V+hynEPU5ziTi93Vb+b+V+hy7mhpr9TlOIOJ3w63sb6U+xwVEfY7LiPP9N9rK/lbqc5xK1Oc4h4jfjTc7v+v0OU4k6nOcTMTvJlud35X6HLuaGmv1OY4n4nfTrfBbqc9xKVGf4wrifPrNNju/6/Q5zifqc1xExO/mW8XPK/U5ziLqc5xHxO8WW9nfylrraUR9jtOJ+N1yK/sLoxCGegfCMAP/hTIRcjaEuIto1Ud2V1xL0QYFViu3ZJVGDLKglCsaXFff1dQAX7h0UNSxAxLtFChqLBkYhhEoF4Q14G5QhG4hoQ6VQNDgAh/1YIO6Cn76k4n4ff1m+IGks64r/HeB+4NLQ5pW4M41EATx2VUD7Ylqmwm+VQQ4I2tbrEmCqFC13f5AZMsITpBq4PiH5hVIHJgf/t6IYPCtvCkWviEExDMKG1YQEYJbAEzIgBGSP5GI3622un/X/RLiPsutiPXzb5gEP6KfllsS8bv1JPgR4yy5ORG/b5wEP2KeJDcl4nebSfAj8hxyYyJ+t50EPyJPKTck4vdNk+BHrDPIDYj4ffMk+BHrhHI9In7fMgl+xDq/XIeI37dOgh+xT0euTcTv2ybBj9hnJ19NxO/4SfAj9snKtYj4ffsk+BH3Wb6diN93TIIf0U/LtxHx+85J8CPGWfItRPy+axL8iHmSfBMRv9tNgh+R55DbEPG7/ST4EXlKuTURvztMgh9xn+UORPzuOAl+RD8ttyPid6dJ8CPGWfKdRPzUJPgR91kUET+ZBD/inKjckYif3gi/tZ/zA7vz7SUVZ7Nv1hybyfZLqBJQKh7d96HUKrmWam1sajGj32YJS2ttdKvW0eLAnBs3O/hJqzXYhE8yJh6zXZyp4+GT3FWpacn46RHFasDgfNZGmhpDkzVplZPPpuzT/ojnRDTR/swk9vfBI2J/bL2LcW4/uAfdgg8dcp2Pfa37w4d83WNfPryHdf/vJPomHzmifmKtvsnY34/swW76RvfLWn0Tog6LdOL9/PCN8Furb7KrSbJW3+SFRH2TR2xlfyv1TXY1Sdbqm+xqzazF75Fb2d9KfZO3EPVNbk/E75St8uOV+ia7miRr9U2eRtQ3edRm9rdO3+SZRH2TtxL1TR69lf9bqW9yOVHf5M5E/B6zFX4r9U0eQtQ3OZeob/LYzfzfOn2Ti4n6Jjcj4ve4rfBbqW9yElHf5AyivslPbeb/1umbXELUN7kREb+f3ur+XalvUon6JmcT9U1+Ziv8VuqbXEnUN7kjEb/Hb+X/VuqbnEnUN7mQqM/xs1v5v5X6JicQ9U1OIeL3hK3sb6W+yWVEfZObEPF74lb2t1Lf5ByivskFRH2JJ212ftfpm5xM1Dc5lYjfk7c6vyv1TY4n6pucSMTvKVvht1Lf5Aqivsl1ifj93Gbnd52+yUVEfZNLifP9T90qfl6pb3IeUd/kfCJ+P7+V/a3UNzmdqG9yFhG/X9gKPxDuYZDPAfEtytQa6XBESo+7QWyAOYEyBhkPQhReDf8Ir4/CNehlDwIUlrWrSbK27n0aEb+nbXZ/KFR8wVZZn20D+4nPichPjSQitoBot5cK+g82hfIQmGdpefD4dgGsIgc0SSQ2oIPMA9cLvmyszDhky2BwUPy04BNQqiwd2Y7FhqH8hKsD1T0F7k+Q/h7QmlmL39O3wm/dLyHuszydWD8/dRL8iH5afoGI3zMmwY8YZ8lTifj94iT4EfMkeQoRv1+aBD8izyFPIuJ32iT4EXlKeQIRv1+eBD9inUEeT8TvVybBj1gnlJ8m4verk+BHrPPL44j4PXMS/Ih9OvIYIn6/Ngl+xD47eRQRv1+fBD9in6w8kojfb2zF/9UQUkaRLeoFlAlIpphQFgJHik+pl9QHhz96o3OLtoDTAiEI6qVWkMeotEfm++kPJ+L3m5PYH3Gf5TeJ+P3WJPgR/bT8OhG/0yfBjxhnyTOJ+D1rEvyIeZL8ChG/MybBj8hzyGlE/J49CX5EnlJ+kYjfb0+CH3Gf5beJ+D1nEvyIflrOIOL3O5PgR4yz5HQifs+dBD/iPstzifj97iT4EeuE8hwifr+3EX5rP+dl19ztpRm9SG0Zg2/GuzEHIrXqglK6hFGTl+Rbak13q7ox2bvF10WpRWv8J0Tm3P2ZO/iNSeOkozJBOXyQ1kM3Ih4V++DHIIt32hf8fGd6LtoGo2QJy+jizkUF3fZpf8RzIr9HtL8zJ7G/jx4R+2PrhYxz+9E96D5cfsh1Uva17o8d8nWPffnYHtb98Un0YT5xRP3EWn2Ysb+f2IPd/NtG98tafRiijo38G/F+fsNW9ZGV+jAvJOrDHEfE79+3sr+V+jC7mi5r9WHuStTXeeNW9rdSH2ZX02WtPsyuVs9a/N60VX68Uh/maUR9mLcQ9WHevJn9rdOHeStRH+a7iPhdvJX/W6kPs6vpslYf5plEfZj/2Aq/lfow5xL1YS4n6pu8ZTP/t04fZlfTZa0+zEOI+P3nVvit1Ic5g6gPczFR3+SSzfzfOn2YXU2XtfowJxHx+6+t7t+V+jBnE/VhLiHqm7x1K/xW6sPsarqs1YepRPzetpX/W6kPcyFRH+ZKoj7Hf2/l/1bqw5xC1Ic5k4jf27eyv5X6MLuaLmv1YU4g4vc/W9nfSn2YC4j6MJcR9SXesdn5XacPcypRH+YcIn6XbnV+V+rDnEjUhzmZiN87t8JvpT7MrqbLWn2Y44n4vWuz87tOH+ZSoj7MFUR9hHdvFT+v1Ic5n6gPcxERv/dsZX8r9WHOIurDnEfE772b2d+6WvVpRH2Y04n4vW+r+wOsCCpCPrXxMcDLI5tHdCHglnAaUeFBdgW+eDCmqSKhQ/6lW0fo51UFjax3NV0USNYAdn9BkFMETM7IcMtS4BkWhOZI/RAOInRsuLhRtS8qwquiVOcHZYhy5pOJ+L1/s/oHQmfkBw4EFhi+UfnxqoNMwvUx6pNGYH0BJ2ypDUxD6KITmL2OWERFLHB3Pg5kX0vKIr1IC8gtvaQEEkd3bfCPY934G2no+YDciuBj4AUaMEAyM5hYY55IxO8DW9nful9C3Gf5ALF+/sFJ8CP6aXkfEb8PTYIfMc6S9xDx+/Ak+BHzJHkXEb//nQQ/Is8hlxLx+8gk+BF5SvkfIn6XTYIfsc4g/03E76OT4EesE8pbifhdPgl+xDq/XELE72OT4Efs05G3EPH7+CT4Efvs5GIifp+YBD9in6y8iYjfJyfBj9jnLv9OxO9Tk+BH3Gf5FBG/KybBj+in5RNE/D49CX7EOEs+RsTvM5PgR8yT5KNE/D47CX5EnkM+QsTvc5PgR+Qp5cNE/D4/CX7EfZbPE/G7chL8iH5aPkvE7wuT4EeMs+TTRPy+OAl+xH2WLxLxu2oS/Ih1QrmSiN+XNsJvdZ6+o1sgvajRHxlabCGN6bhQvSu+WW2z1NCaDalZFZJyGfXy6HR02ehYyhKTMUzdgqt38bOSRbxZlBZdvG4e/yXWWn+sudEs+LShVPzxGLlKS9JRV8l5NCiHYOs+7Y94TuRLRPu7ehL7+9QRsT+23so4t5/ag27GFYdcZ2Zf6/70IV/32JdP72Hdn5lEX+ezR9RPrNXXGfv72T3Yjf2Wbexmrb4OUQdIdte8Fj+3EX5r9XV2NXHW6ut0Ynzjt7K/lfo6u5o4a/V1XkjU11m2sr+V+jq7mjhr9XV2tY7W4hc2wm+tvs5biPo6tyfiFzezv3X6OruaOGv1dZ5G1Ne581b+b6W+zjOJ+jpvJerr3GUr/Fbq61xO1Ne5MxG/797M/63T13kIUV/nXKK+zvdshd9KfZ2Lifo6NyPid8Jm/m+dvs5JRH2dM4j6Ot+71f27Ul/nEqK+zo2I+N11K/xW6utUor7O2UR9nbtt5f9W6utcSdTXuSMRvxO38n8r9XXOJOrrXEjUh7n7Vva3Ul/nBKK+zilE/L5vK/tbqa9zGVFf5yZE/O6x2fldp69zDlFf5wKivsn3b3V+V+rrnEzU1zmViN89t8Jvpb7O8UR9nROJ+N1rs/O7Tl/nCqK+znWJ+N17q/h5pb7ORUR9nUuJ+hI/sJX9rdTXOY+or3M+Eb/7bGZ/6/R1Tifq65xFxO++m9lfy0VnVPSlRavGSo3BnYjEABEfOHvcuch1NWIWjTS5gBqoiHIyIg7bs1W7mjhr+wZOI+J3v63uX1cVeD7wSFh3R8kyxjK0glCFzKi8WS8ZDAxYBMTREcQBnBdOIDBMJjjUgHc1cbQdIXIDGZVQqcTCwBOMEBDMDq52jxtDcAEN24RfRUjeM9Js5NTgGwcU8UlE/O6/FX7rfglxn+X+xP6DB0yCH9FPy32J+J00CX7EOEt+gIjfAyfBj5gnyb2I+D1oEvyIPId8PxG/B0+CH5GnlO8j4veDk+BHrDPIiUT8fmgS/Ih1QrkrEb8fngQ/Yp1fTiDi9yOT4Efs05HvJuL3o5PgR+yzkzsT8fuxSfAj9slKIOL345PgR+xzF0/E7ycmwY+4z/ITRPweMgl+RD8tP0bE76GT4EeMs+RHiPg9bBL8iHmS/BARv5+cBD8izyEPJuJ38iT4EXlKeSARv7QVfiUutUUvdpEQXR3PBIZcU/UoD5lulmVBfRN1pYoSceijVNxRczfh2IRcDk8gzoo+gIhfnsT+iPssmYhfmQQ/op+Wk4n41UnwI8ZZ8jAifm0S/Ij7LI2IX58EP2KeJIWI38M3wm+1juE1dz6nUWJqq17aYhuua5O9ZIevqk5aaGOmKYvtccyBSByD1uPNHz0eT1K2WabuwyN28RPnXC+14APUqOKYOI0uiORSdZGgTZeibe06SJYkvvjQlhCLb9WZkvZpf8RzIg8n2t8jJrG/zx8R+2Pr1YxzO7Bj645ceU2u3cyy7i8c8nWPffnCHtb9xWvO4SeuOqJ+Yq0+0djfq/ZgN8/f6H5Zq09E1FGS5xPv5xdshN9afaJdTaG1+kS7WlFr8XvhVva3Up/ohUR9ouOI+L1oK/tbqU/0ntvufK+V+kR3Jeo7nbNVfrxSn2hXU2itPtGuVtRa/F68mf2t0yd6GlGf6C1EfaJzt/J/K/WJ3krUJ/ouIn4v2Qq/lfpEu5pCa/WJnknUJ3rpZv5vnT7RuUR9osuJ+jov2wq/lfpEu5pCa/WJHkLE77zN/N86faIziPpEFxP1dV6+1f27Up9oV1NorT7RSUT8XrEVfiv1ic4m6hNdQtTXeeVW/m+lPtFBTaF1+kSViN+rtvJ/K/WJLiTqE11J1Id59Vb2t1Kf6BSiPtGZRPxes5X9rdQn2tUUWqtPdAIRv9dudn7X6RNdQNQnuoyob/KHW53flfpEpxL1ic4h4ve6rfBbqU90IlGf6GQifn+02fldp0+0qym0Vp/oeCJ+r98qfl6pT3QpUZ/oCqI+xx9vZX8r9YnOJ+oTXUTE7082s791+kRnEfWJziPi96db3R8ra/2nEfWJTifi92db2V9DCScvDddFdgEx72BewLiAzcJVAlsBZ4ezvaDwiwOHKwCVjQbizgPthEBuV1NIjQJHRLko44wOjaK6gOjHXeRQoAJMto0CcsUeqHFdebDTC2julsaPBsf1ZCJ+52/Gv+QWikIcURyKwGkcq4SKYzFjqAG05xJtQfoqg1QusBZnRTukscqlqms/MN9QRltIVjBCBOUgsxEJOQSJSK+BEILL1uvQ3UKJTg+sUUrG6cbJhYNFFmmeSMTvzyfp7yXus/w5sX/jLybBj+in5c+I+P3lJPgR4yz5EyJ+fzUJfsQ8SV5PxO+vJ8GPyHPI64j4/c0k+BF5SnktEb+/nQQ/Yp1BXk3E7+8mwY9YJ5RXEvH7f5PgR6zzy8uJ+P39JPgR+3TkZUT8/mES/Ih9dvISIn7/OAl+xD5ZeTERv3+aBD9in7u8iIjfBZPgR9xnuYCI3z9Pgh/RT8s/EvG7cBL8iHGW/D0Rv3+ZBD9iniR/R8TvoknwI/Ic8jdE/P51EvyIPKX8FRG/f5sEP+Kco/wFEb83TIIfcZ/lDUT8/n0S/Ih+Wv6ViN8bJ8GPGGfJvxDxe9Mk+BH3Wd5ExO/Nk+BHzJPk34n4XbwRfms/55euudt/0K347mzwyi3G5TGvHnLPNnZdROvQ7dIyvpX1RSfxOrfY4+JUzUtfFFM34z928JOixlBaNjq1mEpXyRpZfLK+F6k+L8mWMRfl+2h/jLXlMWYbbTo2Ct7rPu2PeE7kYqL9/cck9nf1EbE/tt7POLcDO7Zuy1d8JdduZln3NQ75use+jM/IXvdxXzmHn7jmVx5NP7FW32ns7zX3YDdf+63b2M1afSeiDpXsrnktftfZCL+1+k67mkxr9Z0sMb657lb2t1LfaVeTaa2+067W1lr8rreV/a3Ud9rVZFqr7/RCor7T9TfCb62+064m01p9p/fcloffDTazv3X6Tm8h6jvdnojf123l/1bqO+1qMq3Vd3oaUd/phlvht1Lf6ZlEfae3EvWdbrSZ/1un73Q5Ud/pzkT8brwVfiv1nR5C1Hc6l6jvdJPN/N86faeLifpONyPid9Ot7t+V+k4nEfWdziDqO91sK/xW6jtdQtR3uhERv5tv5f9W6jtVor7T2UR9p1ts5f9W6jtdSdR3uiMRv1tuZX8r9Z3OJOo7XUjUJ/r6rexvpb7TCUR9p1OI+N1qs/O7Tt/pMqK+002I+H3DVud3pb7TOUR9pwuI+jq33gq/lfpOJxP1nU4l4veNm53fdfpOxxP1nU4k4nebreLnlfpOVxD1na5LxO+2W9nfSn2ni4j6TpcS9U2+aTP7W6fvdB5R3+l8In7fvNX9sVLf6XSivtNZRPy+ZTP84McTHCCcekkwOZzgrsBa9eyMGSY3RJ6QvIGNQWjocakgOh7sCWwNke+Tb8HruziNiN+3buX/Eqo3IJkrqmmon+GCQGG8wDJQNVtQbhvcOxaYcKYRnSQU1FDTVRYeE3/iYnjiAX0sB6oQSUzH/Qt7QzgYjAsov6MAmv9/5b13tHdXVe/t5UZFRFEELOi1IEGpa66+KCGE3kOHECCrAqEJCIQWokaNLcaOERERr6gUEZEgXSCEUFMIASQQEBIgBISoECzvdx7GO+4+d9zBP3v+9jhrnCf3YvI85znnt757rln3+iy0Xhs6MLBo1GwxsXuoaE8U7OBgMGii+AxB/W68lf2t+0WCz5luLPj+xpGT6Cfop+lGgvrdZBL9BPMs+nFB/X5qEv0E6yT6UUH9fnoS/QT7HPQjgvrddBL9BPuUdENB/W42iX6Ccwb6QUH9bj6JfoJzQvp+Qf1uMYl+gnN+ur6gfrecRD/B93To+wT1u9Uk+gm+Z0ffK6ifmkQ/wfdk6TqC+tEk+gm+507fJaif3uz8RyGT0Vp3nl+uQJuPO1dloOWnm3Ia7TpTeX7JQ2AMNIrTQwXSFU0vwlT3aYJnfb5TUD8zif0JPmcygvrZSfQT9NNEgvq5SfQTzLPoVoL6+Un0E6yT6BaC+oVJ9BPsc9DNBPWLk+gn2KeknxbUL02in+CcgW4iqN+tJ9FP8DnTrQX1u80k+gn6aYqC+t12Ev0E8yzygvrdbhL9BJ8z3U5Qv6Mm0U+wTqLbCOp3+430W/s5jzhi8S4X0q5WtbYjp2iDq4GaTdG7Wqqj1gf+VRvlTLKRMr8x5PlIZ6YxvI7DSXJHjl7q14zOrYTgs7EGvZCiVU6Bz4inTp7faezV6cwXtuVSM79RElACqmJTRXtll/YnuE/o9oL2d/Qk9veth8T+pHlJvG+/dQfcm287QtZuZln3tx/wdfNz+fYdrPuaR8zhJ77jkPqJtXwsfr7fsQO7OWmz+cg6PpYgx4tOEozPz9zq/fyVfKwl02otH+uFgnysZ03Cx1oyrdbysZassrX6PXszPtE6PtaLBPlY1xDU7zmb8WHW8bGWTKu1fKyjBfliz93M/tbxsZZMq7V8rCWrbK1+J2/Gh1nHxzpZkI91oSAf63mT8LEuFuRj3VRQv1Mm4WMtmVZr+VinCfKxfm4SPtZLBPlYVwrynX5+M/+3jo+1ZFqt5WMdL6jfL2wVf1fysc4Q5GOdL8h3OnUSPtaSabWWj3WsoH6/OAkf6wWCfKyLBPlOvzQJH2vJtFrLx2qC+v3yVva3ko91jiAf62pBPtFpW9nfSj7WiYJ8rOcL6vcrm+3fdXysJdNqLR/rKEH9fnWr/buSj3W2IB/rCkG+zq9Nwsc6RZCP9WJB/X59s/27jo91jCAf6wRB/X5jMz7ROj7Wkmm1lo91pKB+p29lfyv5WJcI8rGuEuTD/OZm9reOj3WWIB/rXEH9ztgqfqzkY50pyMd6qaB+v7WV/a18V+JUQT7W6YL6/fZW+kVuxaeGYNkSWlbIORKSkKpRN6AXj+oq8XybX8Hw2WnfbB1oEQ4uU4bKbcm0gvMzDoWdb/gWFd1EDOdRFOIbVzQUMecgg3aqNrA/eL+kUBPydAo2bvE4ajhJUL/f2cz/caWbOddAEq1hZph3D50Gpyk1oD3TXMCHqyg/uORCUEDPDoEXnXiUsnl5vlXzSy2mB4eUuKJh4HnXNu4SwreG0QyiT+cDtRiQIl+JVWVfvcsYKaFfY/rTBfX73UnejxZ8zvS7gu+//N4k+gn6afptQf1+fxL9BPMsOkNQvz+YRD/BOolOF9Tv+ZPoJ9jnoF8X1O8PJ9FPsE9Jvyqo35mT6Cc4Z6DTBPX7o0n0E5wT0i8J6veCSfQTnPPTqYL6/fEk+gm+p0M/L6jfCyfRT/A9OzpFUL8/mUQ/wfdk6WRB/V40iX6C77nTcwT1+9NJ9BM8p0LPEtTvxZPoJ/ic6cWC+v3ZJPoJ+ml6kaB+L5lEP8E8i14oqN+fT6KfYJ1ELxDU739Pop9gn4POFNTvLybRT7BPSc8X1O+lk+gnOGeg3xfU7y8n0U/wOdNfCur3V5PoJ+in6S8E9fvrSfQTzLPozwX1e9kk+gk+Z3qZoH4vn0Q/wTqJ/kpQv1dspN/az3mtIxbvb2TypcZQnAs9j17Jltp9UTmm1gq/CJerNzF0fi3Eu6qy07WH0Xuk5JIkt+WVC/0o5pZdGCUnr2I2peBjqGB9aFbHYVzLulHV2SjHb8s7b0YbI0fruvE679L+BPcJvULQ/l45if195yGxP2neFO/b79wBN+jaR8jazSzr/q4Dvm5+Lt+1g3V/9xFz+InrHFI/sZYvxs/3Ojuwm8u3Ot+wki8myEGjywXj82e3er93JV/shYJ8sWsJ6ve5rexvJV9syQRbyxezgny2z29lfyv5Yksm2Fq+2JL1tla/K7aqj1fyxZZMsLV8sRcJ8sW+sJn9reOLLZlga/liS9bbWv2u3Iyvs44vdqEgX+zmgvp9cSv9VvLFlkywtXyxkwX5Yl/azP+t44udJsgXu1iQL/YvW+m3ki92pSBf7NaC+n15M/+3ji92vCBf7CWCfLGvbBV/V/LFzhfki91AUL+rttJvJV/sWEG+2BmCfLF/3cr/reSLXSTIF7uuoH7/thnfZB1frAnyxV4gyBf7963sbyVf7GpBvtgtBfX76lb2t5Iv9nxBvtg5gnysr222f9fxxY4S5IudKKjf1Vvt35V8sSsE+WLXE9Tv61vpt5Iv9mJBvtjZgnyn/9hs/67ji50gyBc7RVC//9yMb7KOL3akIF/sGEH9/msr+1vJF7tKkC92bUH9/nsz+1vHFztXkC92iSBf51tuvFH8WMkXe6kgX+wsQf3+x0b6reWLnS7IFztTUL9rbKQfoYeMrRQxdsR4F/VaUQNhFh179E9gRwpyoUhF+w8RhHvtFZ2DtrehkZu4fUywte+tnCqo3//cyv4Mag+U70p1WCEq34aiIqHQxwZFrof5mbcYSWKKicYCNY2Q6iAtrGs4tJnrkglGGSMP1BncsIYhcibZMNtDMdfR7YJxFxRtyL/RzE/4Bh4xyPC4CmE7t5r7MwT1O2Ir/7fuFwk+Z1quefW9spPoJ+in6RqC+n3bJPoJ5ln0LYL6ffsk+gnWSfRfgu9fXXMS/QT7HPQfgvp9xyT6CfYp6WpB/a41iX6Ccwb6qqB+3zmJfoJzQvo3Qf2uPYl+gnN+ukpQv++aRD/B93Toy4L6ffck+gm+Z0dfEtTvOpPoJ/ieLF0pqN/3TKKf4HvudIWgft87iX6C51Toc4L6XXcS/QSfM11XsP79vkn0E/TT9D2C+l1vEv0E8yz6bkH9rj+JfoJ1El1bUL8bTKKfYJ+DriWo3/dPop9gn5KuKajfD0yin+Ccgb5NUL8fnEQ/wedMPyio3w9Nop+gn6bvF9TvhpPoJ5hn0fUF9fvhrebnyUXS1iiMtEfBmHtkitZpq9vQDv+YQM7nZGP33pXa+d4yW5svjl++3Xc/l1r3i75PUL8fmcT+BJ8z/Yigfv9rEv0E/TTdUFC/H91Iv9V9tiMWvsDlxOesm2ulUrPWNTc0n6orrfvGL1EGfvHcjqaSUzmrAp+gHB8R8YOKJPfmx5b6NdNLTsUaxx+jpTEKdZ0Sc0a8qYPs6N45PqHmPf6oD9Vt4N9uOtDYpf0J7hP6UUH7+7FJ7O97D4n9SfO6eN9+7w64S9c94JyyXa37+w74uvm5fN8O1n29Sfhs1z+kfmItn42f7/V3YDfHbfV+9Eo+myBHjo4TjM8P36q+W8lnWzLV1vLZThKczx2/lf2t5LMtmWpr+WwvFOSzPWIr+1vJZ1sy1dby2ZasvLX6PXKr+ngln+1Fgny2awjq96jN7G8dn23JVFvLZztakG93wlb+byWfbclUW8tnW7Ly1uqXNzvftY7PdrIgn+1CQT5b2cz/reOzXSzIZ7upoH51K/1W8tmWTLW1fLbTBPlsbTP/t47P9hJBPtuVgnyxvlX8XclnWzLV1vLZjhfUb2w2n1vHZztDkM92viBf7NFb+b+VfLb9TLV1fLZjBfV7zFb+byWf7QWCfLaLBPlij93K/lby2ZZMtbV8tiao34lb2d9KPts5gny2qwX5WI/bbP+u47OdKMhne76gfo/fav+u5LMtmWpr+WxHCer3hK30W8lnO1uQz3aFIN/piZvt33V8tlME+WwvFtTvSVvlzyv5bMcI8tlOENTvZ7ayv5V8tiVTbS2f7UhB/Z68mf2t47NdIshnu0qQT/SUSfhsZwny2c4V1O+pk/DZzhTks71UUL+f3Wz/rnvX5FRBPtvpgvo9bTM+G2awHgmuiwXNqcalG9qmSDU8ckGNTmqrNsMSAzon6DxxhDZOoeMFIZCNLJlqWCVCdtQRLXo0Byy8ZBsYGSOfgS9EsxqzZTRNefoWlKmRp5u1I0d0zSA+95ME9Xv6VvFXWQRGFPi2YJRueBSHcFEq+n1qOMiBbgzGvLpxwYs+E+XQMF9SrGxuIy7fz8dw0sFuFYKRxfZGrw/NP/RdUQijdZ9i7aTRyAoFjVUNUdBf6BAC81PNuWR/uqB+z5jk/XLB50zPEHx/6KRJ9BP00/Q0Qf2eOYl+gnkWPVVQv2dNop9gnURPFtTv2ZPoJ9jnoCcJ6vecSfQT7FPSEwT1e+4k+gnOGehxgvqdPIl+gnNCeqygfs+bRD/BOT89WlC/UybRT/A9HeqC+v3cJPoJvmdHVVC/n59EP8H3ZCkL6vcLk+gn+J47PUpQv1Mn0U/wnAo9QlC/X5xEP8HnTL8oqN8vTaKfoJ+mXxDU75cn0U8wz6KfE9TvtEn0E6yT6HmC+v3KJPoJ9jnouYL6/eok+gn2KenZgvr92iT6Cc4Z6JmC+v36JPoJPmf6dUH9fmMS/QT9NP2qoH6nT6KfYJ5Fpwnq95uT6CfIaaBfEtTvjEn0E3zOdIagfr81iX6CfppOF9Tvtyfhi91gyTdqVaWoeymGDwsbo/ZAG7nZHLyxpmRTdPGa3DAx+Z5VUcGZ0fD9bM9ekhv0O0v9+Ey3KpXvpbQhZ5d1yMTvQ6XhR/JRmb2/01oLOVh+Fyj6HlOiwMiRtEv7E9wn9NuC9vc7k9jf9x8S+5PmnfG+/f4dcKt+4IBz3na17h884Ovm5/KDO1j3D03Ct7vhIfUTa/l2/HxvuAO7ed8kfDtBDh+9TzA+v38Svt1Jgny7ywX5dh+YhG/3QkG+3bUE9TtvEr7dkkm3lm9nBfmA50/Ct1sy6dby7ZaswbX6XTAJ327JpFvLt3uRIN/uwkn4dksm3Vq+3ZI1uFa/D07Ct7tQkG93c0H9LpqEb7dk0q3l250syLf70CR8u9ME+XYXC/LtLp6Eb3elIN/u1oL6fXgSvt3xgny7lwjy7T4yCd/ufEG+3Q0E9fvoJHy7YwX5dmcI8u3+aRK+3UWCfLvrCur3sUn4dk2Qb/cCQb7dJZPw7a4W5NvdUlC/j0/Ct3u+IN/uHEE+2ycm4dsdJci3O1FQv0sn4dtdIci3u56gfp+chG/3YkG+3dmCfLFPTcK3O0GQb3eKoH7/PAnf7khBvt0xgvp9ehK+3VWCfLtrC+r3mUn4ducK8u0uEeQ7XTYJ3+6lgny7swT1u3wSvt3pgny7MwX1++xW+mGBPROGcKSQyKIdiH5SjnDniI4Dg0iN2WVCOogqLmam3sFedOaBUuSLIJdMurXv/ZwqqN/nttKP0AFBj86jIZrQrjeZIowjN694wIuBOMyPmwpqIB5jZ2rYK8YVGHeGZDstmXTItltG0PWqRYdZiM8Oc0xszw7ZsPfR0YcjiBiuw11EjeEyewcehmp4XNefIajf5yd5v1zwOdPnBd8fumIS/QT9NH1WUL8vTKKfYJ5Flwnqd+Uk+gnWSfRpQf2+OIl+gn0O+pSgfl+aRD/BPiVdKqjfv0yin+CcgT4uqN+XJ9FPcE5IHxPU7yuT6Cc456ePCup31ST6Cb6nQx8W1O9fJ9FP8D07+pCgfv82iX6C78nSBwX1+/dJ9BN8z50uENTvq5PoJ3hOhc4T1O9rm81/0WLqPKE0gZRrmGF6jIqUi2jEW4VGqU8YlqH37k1zGOOGmIIOAYOk2IYPTxM8q/d+Qf2unsT+BJ8zXS2o39cn0U/QT9NXBfX7j0n0E8yz6N8E9fvPSfQTrJPoKkH9/msS/QT7HPRlQf3+exL9BPuU9CVB/b7lyDn0E5wz0JWC+v2PSfQTfM60XPNa/a4xiX6Cfpr+W9D+/uck+gnmWfSfgvodMYl+gnNq+rqgft86iX6Cz5m+VdD/fdsk+gn6afqfgvp9+0b6rf2cP7zkLg2vSTWvY+bD+qMaFfXII+pcm7JV1WCystqNEGK0toThylC5+8TnZrUkd+maS/2at6WXHl2gap2xow/0m2rr0VfjSnB8QiP6bohU9Sbpmm1nEA6pAUl2aX+C+4S+XdD+rjmJ/f3IIbE/aV4c79sf2QH3638dcE7ertb9owd83fxcfnQH6/6xSfiAP35I/cRaPiA/3x/fgd3caaP4spYPKMgxpDsJxuc7b6TfWj7g5YJ8wOME67u7bGV/K/mAS6bfWj7gSYJ8wLtuZX8r+YBLpt9aPuALBfmAd9uqPl7JB1wy/dbyAZesxrX63X0z+1vHB3yRIB/wGoL63WMr/7eSD7hk+q3lAx4tyFe851b6reQDLpl+a/mAS1bjWv3utZn/W8cHPFmQD3ihIB/w3lvpt5IPeLEgH/CmgvrdZzP/t44PuGT6reUDnibIB7zvVvF3JR/wJYJ8wCsF+XbHbqXfSj7gkum3lg94vKB+99vK/63kA54hyAc8X5Bvd/+t/N9KPuCS6beWD3isoH4P2Mr+VvIBXyDIB7xIkG/3wK3sbyUfcMn0W8sHbIL6PWiz/buOD3iOIB/wakE+24O32r8r+YAnCvIBny+o30O20m8lH3DJ9FvLBzxKUL+HbrZ/1/EBzxbkA14hyBd72Fb580o+4CmCfMAXC+p33Fb2t5IPeIwgH/AEQf0evpn9reMDLpl+a/mARwrqd/xW8WMlH/ASQT7gVYJ8rEdsZX8r+YBnCfIBzxXU75Gb7d91fMAzBfmALxXU71Gb9V/WvatzqiAf8HRB/U7YbP9itehNRRPRI0FC1xEtsKRs0ObkOVzjqgz+MSjMHnWJ7CLRsyk2osFFZcn0ww7FOLwVPqqdS+cJfIIXxLPARKCiKkZDtsFo4SQ1v9zgkVOjjYjkObSCb3uSoH55s/4phrNIOTrcOTI6JMoBrWVT0VYvqMPgA4fxXOKhSwLpImTBpsRwKGOwZlpdnk9HdaERhzqqNdVQzKGTg4Gxx4gZYTgl2CG6VDUUTPoChiP4HslWHtWbgSGw008X1K9M8n6+4HOmIvj+VZ1EP0E/TScI6tcm0U8wz6JHCurXJ9FPsE6i4wX1G5PoJ9jnoOME9Xv0JPoJ9inpoYL6PWYS/QTnDPRgQf0eO4l+gnNCeqCgfidOop/gnJ/uL6jf4ybRT/A9HTpWUL/HT6Kf4Ht2dB9B/Z4wiX6C78nSvQT1e+Ik+gm+5073ENTvSZPoJ3hOhe4mqN/PTKKf4Dkzuougfk+eRD/B50xPFtTvKZPoJ+in6UmC+j11Ev0E8yx6gqB+PzuJfoJ1Ej1OUL+nTaKfYJ+DHiuo39Mn0U+wT0mPFtTvGZPoJzhnoC6o30mT6Cf4nOkkQf2eOYl+gn6ani6o37Mm0U8wz6KfFdTv2ZPoJzinpqcI6vecSfQTfM70HEH9njuJfoJ+mp4lqN/Jk/DtfmLBrWIUVMxM5VD4In49i69+JRrBVM8HuZp3KfCxwdFNVyEkX40OJRSfRjZVklv1vIV+upUydHA9umybKr6pGkZypTt+7Tr6rLzhQ80mVm1U7RmLrpmPq2gs2u3S/gT3CZ0saH/Pm8T+bnRI7E+at8f79kY74Kb95AHnDO5q3Tc+4Ovm53LjHaz7yEn4ijc5pH5iLV+Rn+9NdmA3b5iEryjIgaQ3CMbnN271fvlKvuKSibiWr/g+Qb7imybhK54kyFe8XJCv+OZJ+IovFOQrXktQv7dsxhdbx1dcMhHX8hWtIJ/yrZPwFZdMxLV8xSXrcq1+/zgJX3HJRFzLV3yRIF/xbZPwFZdMxLV8xSXrcq1+b5+Er3ihIF/x5oL6vWMSvuKSibiWr3iyIF/x7En4iqcJ8hUvFuQrvnMSvuKVgnzFWwvqd84kfMXjBfmKLxHkK75rEr7i+YJ8xRsI6nfuJHzFYwX5imcI8hXfPQlf8SJBvuJ1BfV7zyR8xSbIV3yBIF/xvZPwFa8W5CveUlC/903CV3y+IF/xHEE+4Psn4SseJchXPFFQvw9Mwle8QpCveD1B/c6bhK/4YkG+4tmCfLvzJ+ErniDIVzxFUL8LJuErHinIVzxGUL8LJ+ErXiXIV7y2oH4fnISveK4gX/ESQb7YRZPwFV8qyFc8S1C/D03CVzxdkK94pqB+F29lf429kEW+7JHlBrTzsVZOzgz2q20eU3Mb0PAjvr8VahZ08FD2ovAdbaDxtWQirn1v6lRB/T682fwNvkhlzyUcLA7D2BArek0Yu8E+bEUfgTAiiTAThbHcN/biMJhzqIrJ3D4mIiGBTBiQD8zJPQ8/sUnR0q9wr8mje18VpgCBxSsRRomuQcD3xQAYM3ck6u4Zgvp9ZJL38wWfM31E8P2rj06in6CfposF9funSfQTzLPoIkH9PjaJfoJ1El0oqN8lk+gn2Oeg8wX1+/gk+gn2KekDgvp9YhL9BOcM9D5B/S6dRD/BOSG9R1C/T06in+Ccn84V1O9Tk+gn+J4OnSOo3z9Pop/ge3Z0tqB+n55EP8H3ZOntgvp9ZhL9BN9zp38U1O+ySfQTPKdCbxHU7/JJ9BM8Z0ZvEtTvs5PoJ/ic6bOC+n1uEv0E/TRdJqjf5yfRTzDPok8L6nfFJPoJ1kn0KUH9vjCJfoJ9DrpUUL8rJ9FPsE9JHxfU74uT6Cc4Z6CPCer3pc3O72O8ixkiv6+nY9AlGM3vFhg3cuH3EJS1auQQKGetYxnRYibZS8KXaUf0NEHWxUcF9fuXSexP8DnTvwjq9+VJ9BP00/RFQf2+Mol+gnkWfUFQv6sm0U+wTqLPC+r3r5PoJ/ic6V8F9fu3SfQT9NP0FUH9/n0SPuBPLflk0avhTB2xu6xsUzbwOVbfTEcyFKpN/Eo61c6HR/jyW2965VP8MVIpmiS5X19dcr+8aj5nvpmYug5J60CuU8+Uiymu91T4SLwulAyfGuKDF2H42qPqiSjt0v4E9wn9u6D9fXUS+/vpQ2J/0rxC3rc/vQPu3E0POKdxV+u+2QFfNz+Xm+1g3TefhE95i0PqJ9byKfn53mIHduNvso3drOVTCnI0abnmtfqFjfRby6d8nyCf8k6C+U3cyv5W8ikvF+RTHifI90xb2d9KPuWSKbmWT3mSIJ/y1hvpt5ZPuWRKruVTvlCQT3mbzexvHZ9yyZRcy6dcskLX6nfbrfzfSj7liwT5lNcQ1O92W+m3kk+5ZEqu5VMeLcj3PGoz/7eOT7lkSq7lUy5ZoWv1u/1W+q3kU54syKe8UJBPefRm/m8dn/JiQT7lTQX1u8NW8Xcln3LJlFzLpzxNkE95zFb6reRTvkSQT3mlIF/xjlv5v5V8yv1MyXV8yuMF9bvTVv5vJZ/yDEE+5fmCfMU7b2V/K/mUS6bkWj7lsYL63WUr+1vJp3yBIJ/yIkG+4l0327/r+JRLpuRaPmUT1O9uW+3flXzKcwT5lFcL8gHvvpV+K/mUJwryKZ8vqN89Ntu/6/iUS6bkWj7lUYL63XOr/Hkln/JsQT7lFYJ8u3ttZX8r+ZSnCPIpXyyo3703s791fMpjBPmUJwjqd5+t4sdKPuWSKbmWT3mkoH733cr+VvIpLxHkU14lyGc7drP9u45PeZYgn/JcQf3ut1n/ZR2f8kxBPuVLBfW7/1b6rXzX6VRBPuXpgvo9YLv5uUJ/ufkc4ZkwJkefvaK0chmLghbo0HFM5i4roggSGPx2hAAoSTD1zGPJlMSYN/LbLwrL4C4quv1QPlC2cLK9Yk6A8II6BIMWQtzv3J1B4xTfJ8FxFH+SoH4P3Cr/Q2+TKqpebn5yfxOm2FCR+ob/D5c/Es/ONQyHvxMayvxKmoUpIgKPUfu+83ElY+aOvgu2aEd7YWCejF5WY5vDdDQU9PbR1cJ01NiqUaVEwy+O4Ad0HxHuny6o34O2sr91v0jwOdODBN9fe/Ak+gn6aXqAoH4PmUQ/wTyL7ieo30Mn0U+wTqL7Cur3sEn0E+xz0L0F9TtuEv0E+5R0T0H9Hj6JfoJzBrq7oH7HT6Kf4JyQ7iqo3yMm0U9wzk93FtTvkZPoJ/ieDt1RUL9HTaKf4Ht2dAdB/U6YRD/B92Tp9oL65Un0E3zPnW4nqF+ZRD/Bcyp0G0H96iT6CZ4zoySoX5tEP8HnTE1Qvz6JfoJ+moqgfmMS/QTzLDpBUL9HT6KfYJ1EjxTU7zGT6CfY56DjBfV77CT6CfYp6ThB/U6cRD/BOQM9VFC/x02inyCngR4sqN/jJ9FP8DnT4wX1e8Ik+gn6aTpRUL8nTqKfYJ5FjxHU70mT6CdYJ9EQ1O9nJtFP8DnTzwjq9+RJ9BP00/REQf2espF+az/nLZfctKKjH9kPFU0oXaXuesqGjFN8fLpkw8ec+KiYLbVlQpepe8pt+JaiLkmSm/bUpX5N2ZRH8uRKztRy6418ra6UNihAgVp9Iz6dFoOrseVgVI3492wClbFL+xPcJ/QUQft76iT2d6tDYn/SvEfet7faAbdPHXDO5a7WTQd83fxcaAfr1pPwPc0h9RNr+Z78fM0O7OZvt3q/fCXfU5BDSn8rGJ9fvdX5pJV8zyWTcy3f8w2CfM+/28r+VvI9l0zOtXzP9wnyPV+zlf2t5HueJMj3vFyQ7/n3251PWsX3fKEg3/Nagvq9djP7W8f3XDI51/I9rSAf9azN+Hbr+J5LJudavueStbpWv9dtpd9KvueSybmW7/kiQb7nP2zm/9bxPZdMzrV8zyVrda1+r5+E73mhIN/z5oL6vWEz/7eO77lkcq7le54syPd841bxdyXf8zRBvufFgnzPN22l30q+55WCfM9bC+r35s34Euv4nscL8j1fIsj3fMtmfLF1fM/zBfmeNxDU761b2d9KvuexgnzPMwT5nv+4lf2t5HteJMj3vK6gfm/bbP+u43s2Qb7nCwT5nm/fav+u5HteLcj3vKWgfu/YSr+VfM/nC/I9zxHkU5692f5dx/c8SpDveaKgfu/cjM+2ju95hSDf83qC+p2zlf2t5Hu+WJDvebYgX/Fdm9nfOr7nCYJ8z1ME9Tt3q/ixku95pCDf8xhB/d69lf2t5HteJcj3vLagfu/ZbP+u43ueK8j3vESQb/fezfov6/ieLxXke54lqN/7ttJvJd/zdEG+55mC+r1/q/2L3YZWk+4obT3Xb+gjofD1GMximob+JrrMziERIQrawOgwToOOmohQrfh40g/IvXd2qqB+H9jM/qgiAA6uBbjO9egxWxRgiLT8SbuCa0TPD80tHmOgq8KNYpMZlYpo4eySyYmKBXrBeVYYExwm/k4oCEoYpqPIxXetqP8QXjAmSehT94YeGX5PYShn0LYIzxDU77xJzjcIPmc6T/D9tfMn0U/QT9P7BfW7YBL9BPMseq+gfhdOop9gnUTvFtTvg5PoJ9jnoHcJ6nfRJPoJ9inpnYL6fWgS/QTnDPQOQf0unkQ/wTkhvU1Qvw9Pop/gnJ/eKqjfRybRT/A9HXqzoH4fnUQ/wffs6I2C+v3TJPoJvidLrxfU72OT6Cf4nju9TlC/SybRT/CcCr1WUL+PT6Kf4Dkzeo2gfp/Y7PxMw1wW7WZ8uO7QrNMOg3H07tEnNXzhkSM0jrtLGAmhA4omP1qpGJSY3jTGdO5pgmdtXy2o36WT2J/gc6ZLBfX75CT6Cfpp+rigfp+aRD/BPIs+JqjfP0+in2CdRB8V1O/Tk+gn2OegDwvq95lJ9BPsU9KHBPW7bBL9BOcM9EFB/S6fRD/BOSFdIKjfZyfRT/A502cF9fvcJPoJ+mm6TFC/z0+in2CeRZ8W1O+KSfQTrJPoU4L6fWES/QSfM31BUL8rJ9FP0E/T5wX1++JG+q39nHbBnSOK+JJWfVOt8Xnh4Rt1fMPRelbDDfyYXEezpKNXJnr8qJyyt93svTMnyZ370lI/k7opld+INb72YoZpNMoYVntvs8++muxT05o5QUzuaolv2GaSla91p/YnuE/oi4L296VJ7M8dEvuT5mXyvnU74B76A84J3dW6wwFfNz+XsIN1x0n4qOmQ+om1fFR+vmkXHOWf2sZu1vJRBTmutFzzah7zRvqt5aO+QZCP6gXzG72V/a3ko75PkI96J0G+rNnK/lbyUS8X5KMeJ8iXtRvpt5aPumSaruWjniTIR3Wb2d86PuqSabqWj/pCQT6q38r/reSjLpmma/moS1bt6nx/K/1W8lFfJMhHvYagfnEz/7eOj7pkmq7lox4tyJdNW+m3ko+6ZJqu5aMuWbVr9bv1Zv5vHR/1ZEE+6oWCfNTbbBV/V/JRLxbko95UUL/bbqXfSj7qkmm6lo96miAf9XZb+b+VfNSXCPJRrxTkex61lf9byUddMk3X8lGPF9Tv9lvZ30o+6hmCfNTzBfmeR29lfyv5qEum6Vo+6rGC+t1hs/27jo/6AkE+6kWCfM9jttq/K/moS6bpWj5qE9Tvjlvpt5KPeo4gH/VqQT7lnTbbv+v4qCcK8lGfL6jfnbfKn1fyUZdM07V81KME9bvLVva3ko96tiAf9QpBvuJdN7O/dXzUUwT5qC8W1O9uW8WPlXzUYwT5qCcI6nf3rexvJR/12vvsbx0f9UhB/e6x2f5dx0e9RJCPepUgH/Cem/Vf1vFRzxLko54rqN+9ttJvJR/1TEE+6ksF9bv3VvnLynfFThXko54uqN99trI/nlCMimZyikh0MS3nF6sgTIHfI347hptMKPXRzcL+hU1iNyKpQ88Te5rGkmmKfmFNGKKjk43ZEwZG/B4DYZjn0eVrsDK0nNFUxMSvoPeMuSbKNxsseg6Y/qrqThLU775b2V/CHBKZSNShe0wYQzfYUrrB+ppGzZpVr45Hww3jcvSV0arGNo/IppNFPVaWfAnE3uwyhrkdWqFwbgptvlzQPOSM0PNUPmCKB9uNFa1ozOjQfjGI+fgf9rpPF9Tv2M3sb9UvEnzOdKzg+3/3m0Q/QT9N9xHU7/6T6CeYZ9G9BPV7wCT6CdZJdA9B/R44iX6CfQ66m6B+D5pEP8E+Jd1FUL8HT6Kf4JyB7iSo30Mm0U9wTkjHCOr30En0E5zz09GC+j1sEv0E39OhowT1O24S/QTfs6PbCur38En0E3xPlm4tqN/xk+gn+J47RUH9HjGJfoLnVMgL6vfISfQTPGdGVlC/R02in+A5UdKC+p0wiX6Cz5lOENQvT6KfoJ+mRwrqVybRTzDPouMF9auT6CdYJ9Fxgvq1SfQT7HPQQwX165PoJ9inpAcL6jcm0U9wzkAPFNTv0ZPoJzgnpPsL6veYSfQTfM70GEH9HjuJfoJ+moagfidOop9gnkVNUL/HTaKfYJ1ERVC/x0+in+BzpscL6veESfQT9NN0oqB+T9xIv9WchiVfkI+q6zgotBKbbrnEYvk1fj1SN2RDJHyjokqtxKixrppPNnlTQtRekSS370kL/Ug75U1uUVNMRlmTq8rJK3xMNICdtU4bPv9JXiffMtafEz5V7FU1Y2Pbpf0J7hN6oqD9PWkS+7vNIbE/ad4o79vb7IAbedsDzlnd1bpvd8DXzc/ldjtY91GT8GVvf9jjlO09Dm1ycI4w6q2GmWKqjlx8z7VQHEwV6x6/Z3xLNkarVLDGqk695CVnldKgQSVDdGeLJl+yCmN4z9iArnWIqdeiM9la8Uf8nSBrSpm5K8F7Sc7q32zHKYNYo4SOp+SGxYMpPdHAp4J0vXpnGx+crUwJHToXU3qpeeRKPfds93NWm6FAsDxnsw1GuRjaiN3C7JwZIeC7Dt8p9GIdfm5gQp7lZ916Lo4kOauv2oyTYviUDix1OKyGPBWtvK58bqHp4KgGGDvpZqGN6p7v6UzKQ0ZsVk15yVklYriPb7GHOAK+towOVVTcO2ecW0/W8A4JDd9Ux1xUUj344lT2fIZKkrP6t1udUwwOTeGYbU8m+6o1+4rgYxjVmRhrwKaGx8BA3nmLDaxMKtRSsgFGOsgtOatEw/K5udKcD8HljG3rYsU3Gc11PJPhNJ8IV45g1DH6XC3cCyX4whFUl+Ssvnqrczq5tmKYJRaa7YWBKdhiNeoQtLfBMh8LH0uF6kPeO9QzsBfxJyGZqopfclaV09Xq0iPiA3Mea/ZWlTC0bqbwX+WDZUk5WLrvoTAsRQVTc4jw2aY2Sc7q323G+UgwJxUZ76tJj4IA5FV21VndqoFxVge/aAphwzJZQYcWW+pYQesFNnmjhS13H4sfo5fiGVadY4HJOdJwfNi/AWIF/N1MIZfEuLyuYI6IfD1rSFskOauv2YzzAQc++sgW6+Rzrjq5qLUPygQTsfSickAoYQ5qGxVBxlcH/5+yqgigeslZpdgH7M409qljGG+QHbTQLdIVRh/FFsuoCt8NiYvDN2Y0GvOZSUOBpiQ5q3+/lf/DYoyFuSDDYE5o5q2VQmeMpdbKuOzJNwtvBSPJuqS9s9Y14tsiBOf9nNUAsbCFQ2Sepcs9Oh1LN7BnBGsLBbuq1sPinWan0Dg92iPaGnyGpCQ5q6/dSr9qK0M/e+BDsfzjHWO7te/GjRiMJULUbGRJaYTmoIsurseQk2MMXtrHWQ1m764CW0OOyJuNzo3TUpjcYJBmgP5xKLiKXAK+SUveQgcYpVGjJi3JWT1rs3PaBe48B824o0EaCoTChPOgCswL9YNBvhddNrpWZDHamWAV42NiQ0pnl5xVSsjoM+OkO8KQHsy8wKNBlqMtszHJYH0mwkEQcn4qWHNlwKXuUSHiaEnO6us243xQ7lihh+0h99BuNIajNDj57ruFZdjUDDJe70dhDDUjtJDBmb0ixNglZ1XDKPHFPjBVMLoUGTmD+NOhK6J7YNBtVN351PBIrM4mj5AsfC7iCMo+Sc7qP2y2f7FMVKR+r2ZL2aE68w7hgkrPVOtAeaVNN9ALiY2lEfEHqD8QaVDLjbyPs4rKxcHwUIshzUbBEhvcaeX8G5Ea9ogQ1Jv1mc8h44cEPJuAL4dnyF1ZK8lZff1W+jXSfI9IRS2qmQBQXERm3BpzxKJnQ/E26Z6wLQ2qXuipOatBjNHIV9SSsworQigP2Nm1o5brCOSF8ReOzbVFhAi4zYY0JuoKnzHiwM81DuUHSu5CSpKz+obNOFGqekaWo0BjcD4KKZSsqL90th6CmsaYX2ZHezU0/iwbSDIYdxk9AvOSs4p6zqbCBFvEpFqq7TnGVPQwEAEVbrbVInUZFvmzT6Xgq01Bpmn2+Oi2SXJW37iZ/4MdYJvuEd1jwVoa0/ENzMNifxWvUGZwD8Ht3WPQo04GXs4z0RKfvS45q6oUZSN8XEJuXBnKkLlhQw1iI00ipHxIh9DeMvibKIqjizkj2UZfJsbcnCRn9U2bcRYGLAMeyjt4vUKBcZ7ogRkdPeIJlmi1MdEgJKB8Q2egNUbJW+4vIJ8z+ziruZSENKUmhRhc0c8xHsKht4dShW8tyA2ZEf4udEXbDLvchRoCrDgSqpUiyVl983bxwyI/S2gpEhoHDotqcGwDKQ2KC/xKyAdReSindEOdgljtsQnR2mJWVopLziqXvqah6rAVeQqeR0cqiU2Kjh9aBCpBPZRxCNJoUcDb+jbQ+rFDo+wOFq5CkrP6lq3sD30WdE0ZhGqRZJRRDMoKEytKsT1DHMQX+1CGmXB9h77tgLvX2JjNa22WnFVCdVsTmi7Qn7EhfBeT5xoPpYpFeglHMPA7ffhK8AmOhskphNJCgq22KslZfetW+jW4uop96pIK3mFfcTcdmQyhn4VuCZqkaLMg6GI/o8nETDHD6EXt8LFzdEvOKoowtE9RtqjKlVkY6B8gNbLoOWuDSI6OqUN7DO2W3JDROJTHDY7SVRTWCrWiJGf1HzerPyI+4qghDUYPDb5bJGNNaNp1VAatk+twUSgWUkW/mTAriLXxLXKwS2Qy+zirBd1sh6DiYH6o4wJMDh3rXDSGHMgZ0XlhYCu2MGJIQV+/x4j+KnoJgx9ckeSsvm0r/QibjdlhtVoOqTYMpopF2GRFbjaQ3DjN5EGU/aknvl4PHVAUDC6E2rVaclYVYgQmMRoNFoR0xQB45Hh8WZBhbhRaCDYr5gomlaJCfIcwxqO0QaIIt2glOatv32r/osGJbojiVhJfvgJ3x00qfMDCVxdqVHUDnhEZHfJl4o5LZKwTylXInIxfclaV5hwZfS3UMgxfROXGyH309gZaVAaWxkEp4XnguzPRsKCXg1wdvdmCPzKSnNV3bNb/G3tXczHVmANI1wnNfHSla+dygalRCb25zrFSISJANIcJRjTITbCsvI+ziiETWyU6ylg55oK686gjov6Lgzv2lpHf8KA2ase3Y2RMmKor2lWGoQVJzurZm/XvI4MD9wBamEc6dF4YPF4bg45R4bfCWFk4rYE6Ap0XuMOeNHo22MQx932cVfRWg682u8wDUbQJ4NrwlQqR2muECvRWtd8b/xb4W+SB6NAGOBAPK4U/DJKc1Xdulf9ZdAm4YYeBEeo1tFpQ2SKjaXs0fQw1MU5rJmKUWwmb29m6l8cktLI6puL7OatQKGMwbhBICCI3PAS+9iBxPye6quA/Ffr6xMQ9zymQ9Ui3MWhqGpPjIslZPWczzmBVsI4Ec0joXhnMKzFnjA0DClgYmpwMle6ICWYMDqkIuRiF+Oz4EgikOkvOKgOCI7o1EANPoQcuzTDMdHxZCVrYoSOmM7M2YeKB5JubBpxOI1hBwTGCJGf1XVvpF71hTCjf24VJBX5+Uk3xRTbGOLi5iNw3VcN905S5rkNu7VGHBRQryjdaclb5zjC+kmUMbzA/T4jb8ISeXz3gTvZAzEYXG1kg59Gem3+oPAizgMxXwpQuyVk9d6v9C9+G5JlBviVjfWgFd/TVUSuoPFqMKA4UijdtC4pamCAGJJFvimvwaRhjtn2cVcK4nJ+CY8o3vsiN3tA1aB4NVOQ8DLzEnA0PImQ4Rxp8PRFKwsY9h1y7JGf13Zvpp/ldnpZRJ6DtXhEuC5aJNiByDAsn2ApnG1UT2oNIdHvkCwsRLZGHGGzvM/dxQmFyOjq0IviuSHRvUKopfEcoVwnuMiS+IW20GuF0B/Y6KmrIzZNgJJhdkrP6ns32b69Ivpp1Ha36oSERai38w1e1ouiHazJ8sxQmIURo80NgzCMxKAnEt42YfZxV9Fc9Nws5xDZ09ZD18Zy8OcNBCIaL8TxiOPpcGk/FY5KCXBNhyQZ8YVaSnNX3blV/cI+U2F9Z9EQzxt34INhcfKMruvoo7FDlI0vD+NGh3WL5DmfkvgkfO/HO3sdZtZav1EDygy6WQlqHtrX3gceVCZNz5JSIzsHytS2VsxnMmlEmo/mSGlKbXiU5q+/brP5IyPpShTtCbxlzRfT/GgZBGeFSY+WwMseXV2EVlXnnHiOOwPcvITXWNcclZxUlC1K9yu1pDJ4st7TxW2i2FCTn8AsoEcmpvuccAzcdW8EXkh0MjUenRpKz+v5JzkkIPmd6v+D7fx+YRD9BP03vFdTvvEn0E8yz6N2C+p0/iX6CdRK9S1C/CybRT7DPQe8U1O/CSfQT7FPSOwT1++Ak+gnOGehtgvpdNIl+gnNCequgfh+aRD/BOT+9WVC/iyfRT/A9HXqjoH4fnkQ/wffs6PWC+n1kEv0E35Ol1wnq99FJ9BN8z51eK6jfP02in+A5FXqNoH4fm0Q/wXNm9GpB/S6ZRD/Bc6L0KkH9Pj6JfoLPmT4uqN8nJtFP0E/TxwT1u3QS/QTzLPqooH6fnEQ/wTqJPiyo36cm0U+wz0EfEtTvnyfRT7BPSR8U1O/Tk+gnOGegCwT1+8wk+gnOCek8Qf0um0Q/wedMlwnqd/kk+gn6afq0oH6fnUQ/wTyLPiWo3+cm0U+wTqJLBfX7/CT6CT5n+rygfldMop+gn6bPCur3hY30W/s5j17y64qOg19bHb3Q3nv9kS+sJz5G2POg3G0xzDvi80xRVZ+jHVHrFil1/LEkv+7KJb/OBNsIP7C0oRj0QGVQTM3kkGrlE2qOUjE+9e50dMm22mLgo7quqdb6Lu1PcJ/QFwTt78pJ7O8Oh8T+pLmbvG/vsAPu5jEHnDe6q3Xf8YCvm5/LHXew7jtNwlm98yGPU5r5gkV573RvypBuQVEsNDoTt4zOOQSl8Ef4n2hyUbZoq0rpOhebNS05qzq4pHQp5LJq2uGTxpAt1VqVSXwgJ+UyvLHZFI+PHVrVXo/mKOPHq54kOau3/Olt7I+cinj+fvAr/grLqXgO3npGAUSbhx997/NSdUNVq73hYyRjFLvHN2lLzqr2vfZSXE6kIKKqEV9EWTN3yhtqyZSGfxjr5aC1cdalrPANdfEaf02Ss3qrrfSrDHezFer5YK022iTlcuPT2r4m2DC2mbax5DxSxH87hvYEPlRG0Zqy5KzqQVprfLmyqmo+nxfiSH5Qw3fvxdsau6tZj1xdHWSp69q9jhWmZ1PLkpxVtZF+KtfhQlGOiBkTJbKzst3ZweexyVhXI2Gv5RBJ2YY/rzUzgwuKWvJmyVlVYwzHro7/tjUtVIWvCqRd7g3eRVujzCgdYqSiOsUGr6iGd841hg1KclZpK/0YDk3JBGy3kTov0jUHV4cNbHqvbJX42BV70qbRuobrDxRGVQ2rcHXJWYXpWvhk+DoN1RyfTayZz9phu8NB21Aqs/OGyTHnNKIPycfgYYuxIaSQJGdVb6WfG4iZHQFJl+gZRVRSo66MopJGGaokPmAdk0UMgHvsOfmU+LgXmcQHGW+0jB+pjpJH9+QrU/C60oyAYt9Zo7HaDl10LcyHS9blQs1WxnYrfBXCiCRn1WylX8BmhSV4PsdqvRkmIAgjNBrjWg34kJU9O9VmtTJRpdJbSq0y5mloskvOqoojxFjMYBBjZViZKYlRPARzrt4RfAGiU/R8zJjx4BkRXrnmC3wiDFeSs2o306/ZqLKCT++6eYQGy4gORmmlYQghpSIcZKQxNtjSUlc2moFsravI8Ph9nFUF08NXxJQS0fChRqRDCByIsFaF3AMf61SMDYDLi6nzUc8UretJD+e0JGfVbeb/rMWOZUxyM8gFPRbI51Y9HGKpLdtelIKHdI7ZCsUgp8HSlOLziDVUt4+zWpATwjyxRovEkXozAZs9IQ810WhNBnmhKrY2RbkiG4LBDmhjDNlIpktyVv1m8VfFjOQvNagTkNAGj/90SMtTC40JWYy47IY1NcjL7Z5ra9YybZZ0XnJWdVXBeJ9TcmMwRQrRWFtvEVHgFDiysA/IY6DsgHAVybWxnA/WlBNCkyRnNWykH98WgEwZH9LW3EJISPOGZ4JECdirramBBSZiHOZgKBFcCyLEQG4XFGL0fs4qM81hacYiT/TeIkhEkxyV1lDd9JBsbGl0/t3ckw0jaDy8VsnD6IeV5KzGrfLnVAZMkAMlXJ4vA2riM6mqYIO2abiwHArSPlRuGTVE7QgsBgoXj9LVliVnFaXEIDcM+8hgotfGI0YzZBB71JpREY9QBPOlGAjF2P85Kpgi/qwW1DRKkrOaNtu/qJphFEih4d9SwQqDI4N9FW3Kbg9ujo/YUUhE43yqsaBibbEpj0bA2MdZRbaH74CSG9/QxDgsClu+uyV2NZAPIU9qLSdGycdQXOWda5hpgWrdIKkukpzVW2+1f40t1SN4jK5hWPB8XsGwqoka+7jC4qx1Fhmb7aNUQmW7h6t1PXeTci1LziqyGW8MshOC+WWtO1IghBDj0fpAnYFiWLfuu2GSCHcNSrfBj4RqZqCAa06Ss3qbrewPORtKD1N5SzHWSVGPjVAAW/yXx5ZFqAxaY42qMxvKK499rptpTMxT+zirBqsKyB2RTEZnUQ3CfrVjbkNFKt18h/EhU0fqrGH1NXn+uUxYTx3SB0nO6m238n+o+LFRvUGHBd0meHLsTGRrnGgwBNWhnYBtCQvFfyEN7rwpA5Mah7YIuPs4q2lkQlnC7Zw64CONaYkL5c5EGhRxAzuZUsQX+T6weeEwE9/7EjLUUl6Ss3q7rfYvCgWkZVijR+7Ge9YHnYfFSk1BrcbNFrSgkAQHtCDROukGn5+bWITVFbPkrCqH0Isyhq/Q0Kbx1TnodIXKabJGCoOmDgq4gT7FgA8MMNc00CPMxSRGYjpJzupRm8Vf1y3nHXxZxrDwdkg6lG+qM98Xn90zQix6fFSUcTWi3WVNdPBiyHWwjCVnFQ0vJlei2OP2FKG5RxQ7txISX86E3h+8355aNdgROlqNA/1bFDnIBvFHkpzV229Wv6GjXgwaCIjB6KzzHqOKaIkaASVDs6jyq0XHHdlasQqOsFX0ulA88FUDdh9nVfO1SQrGy/widCOwLvSo0cg23XQUMggtURG3clLg/jVM0zM7tCGuYPFKkrN69Fb2F2NFQkaclVkEw97gxRJCcoL7hw2inEMGhy4DBxR0oFJnUKND/6UHLluXnFXNXf7Se3IRjcKIFAbtCBgqZMvEdywxFhltLLRWneKkyCGWZ3TzS8mmKivJWb3DVv4vFh6WDDRIHFpz6FVZlBY+6a7hk1AFOxQSaBugVz8w7ogIKfCC6PAhPODzlyVnVfN1OcznttjZsOuG9TAxE016mGpC4wVdioF6GwFeMdlSe65w0GlAZphLluSsHrPV/sWcDMUtspQIA8ulMC+KJyB8e4bXyNAKJj6IvT2jnLCYBAUVESOYCqwQTPZxVitfvjfYb8ZgK1osiBQVmmO+hixzBL7hAZkKus4YcbmCDBHVCOpEPBn8DCfJWb3jVvbHYSBgtyFqoMjNqEyxlVBotT20cUHdkQKCRoHJqcrxGMmOrSgbClROeslZVXy5BnKbbmrhrgvfbAjBUaxYNJopVfQXrecOrHHYs2hfhWQcvCDfSYJILMlZvdNW9se1PdweUg+NDh0aoI3v5UK9D/eHOg1dmcQQ1mQYPoaWp+/B5cjjyIq8N+7jrHJeg7Q5YkqHgW5G6w/VDUYnmKmwf0Wh29Bzha9FJm0QY9Cqwe9g8arDWRRJzuqdt4ofGDgi94IojPH1FmNmTJFRvpaQQkQU7V077dFVDkwiR9IGBzb4zj3rybi0j7OaE6ch+EP0k1VQe2BbDEwqWixZoeWFRMkYtK7wp2iPIUxjrun4uk5i8nyV5KzeZSv9FNxUdkhvkaFgpFtUZtJgUonvTMM2s+gyx+gLyjoekVhMbjEkwTZvyEmsuvY++2t7Y9+Cwq4wYDp5r5BOsp4a/Vfk3OiS7o30TEOtF7ClDToJSA65FCRJzupdt/J/GC0iwaXC71A4hcXxHTaoOJjKq9GV5j5oRY3POxhtvY7FcqAxGGHaluqSs4rRXUB5gqiDvI/YWaL+g29AroIJH/JMJmBi7UhqUGCjY1tixXSlcbk8kARKclbvtln/AJPZElp2CoUWc/UxUUSvhWGpfGFB0nx1HAylejSeI9aAEg7TpMpvkbTml5xV9K9Qc2Ao5BCuUaWhJnSc9qHsQO2Gfir3BKMjvgWB5y2pYnLkYON7V6VFkuSs3n0r/dC+RNVh+X4BeHTsJK5TLQrgjA6WVujOcBevovbC/nOobbHnPN8PjLJP6bzkrPIlLyVw9cGvg+w16j3asB2GiOnlHrERWQ8TgxGJioM986Vi2XH9hi/SkpzVe2xmfymEMLBHncXwFnVDVejXeb44g++oHrZW7j1DXczU+CIMja8d1mBPo7enlpxVPdDgQtVhCYEDIhP+g7KBsSl4PrRd0T7gljR6O7lUtCRSUg5dwpH5xmKTJTmr99ysf4A+qMt8ZQq2HF8nrDurRXsXASMfxvoQNVVDBDYYn6MbgxmJ5nt9OjoCcR9nlS/F9ZqLWbRb0cQufJckxMSMxcLQkG6jL4tw6wmuMiHk6obZqdl7o6FXUc7qvTaLH75j5oZOJqpTq/auGICBoGviMOrmu101so7mY2hasccnlP3JK27C49Pv46wqyxaHpCRjEIK/icIZjame+TU/9HHQpuD7mfm/0Ps37C0J7nAEBJ1SIYkkZ/XeW+3fdb9I8DnTcs1r9bvPJPoJ+mm6p6B+951EP8E8i+4uqN+xk+gnWCfRXQX1u98k+gn2OejOgvrdfxL9BPuUdEdB/R4wiX6Ccwa6g6B+D5xEP8E5Id1eUL8HTaKf4Jyfbieo34Mn0U/wPR26jaB+D5lEP8H37CgJ6vfQSfQTfE+WgqB+D5tEP8H33MkJ6nfcJPoJnlMhI6jfwyfRT/CcGZGgfsdPop/gOVG6laB+j5hEP8HnTI8Q1O+Rk+gn6Kfp4YL6PWoS/QTzLHqYoH4nTKKfYJ1EDxHUL0+in2Cfgx4kqF+ZRD/BPiU9QFC/Ool+gnMGup+gfm0S/QTnhHRfQf36JPoJPmfqgvqNSfQT9NNUBfV79CT6CeZZlAX1e8wk+gnWSfQoQf0eO4l+gs+ZHiuo34mT6Cfop+nRgvo9biP9Vr/nvuDXkak5tcqnu7ynytirnNwIORpL1ofhdC3UA77MaO9aqpWBHMrii6pNRpJf9/iFfrolp1q0+Owt+mKDL6VEHfjoaU9tNH4HkrotSTens238wjaRCj6nnv3Ypf0J7hN6nKD9PX4S+7vrIbE/ae4m79u77oC7ebcDzhvd1brvfsDXzc/l7jtY9z0m4aze87DHqdZrSklbU/lEbO1Rp675mJN3TiXV8SNdySEbh1XaElrFr1ZtGE2ZEfdxVl3UEX/Zu6o1PnExvlSXbGc8oU/d6r2DFikqaxne6qOPTTFOJLRCWktyVl+22TlZPAHnMxNQDetvTIhm6GaGbzrpEILKNleI2H0ehMdGLrvYiU+R2brkrJIOLtgORexw1ZGvFJn7GMqoPqWWjGPSjCU+8I5HHgPjKmovVScbjJXkrL58q3MmeTSfnU8ZNuZM8c7GGBq5gRzcwowKzElX7wezQ/fOpttcCtabbR/G7+OsuuFD7wVGC0OG4ZP2DMwrVbmRVEgjtxR0VqZoxjcyo6DB5plI6poS5ay+Yiv94BtcNIr5YS171QLhQxSflIWPGtZCDGib8FW58QmvYjsRjNR7b6H2Ps5qc7Zp5xp5g9VTq87yuZUBU+wMw9Bwgl3VAkfY4X34hN+AgxgqBauLluSsvnIzzoJzpHuHTdXQQoW3h2NiYFnO2MUhFMsb7BsYhuhrjhViD6+w+UrWYclZJSaAsH2NPKJpbZjgmF/pYjIefroqCK8RYgzsjbHJ9A18D9nIOMwmyVn9m63qbGZb5uot6ewQJeGHum1ReWUQp9j1GcVmY7wvqlpsQ61LRbBymZrpeclZVUxMNfhLZBnPY4yxFRIxtqIo65nyQRDAe6MUb+BsYexwu011lVJokpzVV213TtsPuKrEB4lzGgkuH2vVNaReyfE5seBgRx6/y4tWCfFYUwjJ61Zz3c9ZLR2+YKgRo4HvGzUhQvSOIOI1drXyNabIAFtGjvpO2O4QG5sZGcCgJMlZ/dut9AsNYSEV+LzmHNZrNNxXY0qKjT6HmpDRePyn7sWNxvA2ZHUOAjsmv+d9nFVs/OF7wJKDj2PgbyMHwn8Gp0x3zkTVEdWrYQh4Yz6kalU1Rg6W0JuR5Ky+eqv9a1pGwHWUc27IeWvSjARoSCNL8coGqzwU6IXJM6oS/KLuysF8kLPB0+3jrCIbtkqZWhhwbhBzORklVZmJl1QjeNCC7xc7Z9E988FlOIZARWsbmpfkrP7dVvohgdH4BFhb8nwXAQyrwOVp0yhVpIYx5F6R7nXk15bxE50p3RkyDOTAdR9nVePPkduEqG1sFRkQshVrGQ6aqGlLexCWmpGH1wGn0Jhera1G8NLIbkQ5q6/ZjNMIrRREaygxKGM/IT/J+CxVRyx17yQ1DAY+z++hL4PJFtWFr5XhDFUvOauULWfc3jIbKiIZj6x1RMINQ0PwcNi0WUVqFIuLXNJ1arENZlg4a5skZ/XvN9OvcarBYEqrBvISVGZIbDlrRuBUtZaoVEatESo+4jdwPUjygvIpIHzs46zqgjxFY4ci8/aMn0JGhAxSd3g8vtageUUqVSSSujO/kOP68BohS42OukWSs/rareIHivniQusjd8QIO6KDz+IbMAifEp7MoYDrRtNgOI/KHUEEJXLwZjBlLO7jrIZe0Bcghbo5d0bEIxtUSLhjg6XiT1Hv4v94PDNYN8IHcwkQrjSh8qEqylk9ayv7Sx1VBDIyvoiho2eQRrE+56oiUjM4f0KyBhNyTNBD04IqkxqZtmo8ll33cVa7rslqm5AEdibdIuzAtwUUZ61Cilachk+sGuqVgCynVxtdLPgtRJM+JDmrr9vK/nSCQIi3QRPfE4JUmrtJDZGRDPOhkCajLIMbtHCASaGLgqSjK5gXCjNl93FWLdN27AiBUKVZdK1Uzp57N4PLixGYv2ICx6gyNKPUUYwM5J9oNkDtKMlZ/Yet7E9XBmYhw4AzsqFbxmyjRECvBYUvFa4SRjCqO8acc9nR+HaB1rH/Imx0yVlFwEArzRuoZ6mEiNIWNhqxexPs1yZGpRBSZcRwvmokcb2oENijQg1pfJXkrL5+K/26p4YCriDNYyJ5GUjNUPvDTcHa4BUROlG0IoGrjAOJHEdUwcJC6KPVtuSsIj9EZlwCuleM2YeDdEzdL0hXbPKduYN4SqUztRCJeHDwGQmpdEXnAiFdS3JW37BV/lf55iu4rWw6I/YTI4wdS8iwlKE01gxrM3CRSEd6rakU2KhR6AGghaD2cVY5a2lMpDVjMIkfBQdpdGkMqhHmBRuTPf5aHGXvdhHyBUEma968eERJkrP6xq38H/osyHp1yEzhVshLkIIMvugGXVL0FlDS8rVLsWDncR+8Zyx0D5MFc8xNLTmr5OEWbVYhwpDhMtEmRe4YNNqzQRV+kQZlmtPG2ppMgrPMQX+j5W0zYpeW5Ky+abP+KXortSqNn1+40PU9DuUzeqjYW1hwjMmllAtfGoQaogSm33Vu41s4w7TkrBKXxHxVBqYGOQy09dDRahh0GG/Q/TIcJXxEUwGrJjOQ7HQPRQ16p5hDOFHO6pu38n828uUq6ALyvQ6xINFDEcu3PCCZjuhqIpYyoBKzIBhMKLlQqMSx0+YBD7ePswqfNtjhwbWhuYI/R9aChmz1cJshQ3CmLUfD8FaMAiqehkb5oRzf3YQHJclZfctm+xdmgH4V0ysTuiMM+d27byrmgs4+UpIB/476AEaD/Ya4iw08DAo169F3dUvOKuYaA5lNRzXNhFCkjMhxKhweuqjMhYKXNUGhxYPhHF8eYZGmIwWEI0gV85YuyVl961bxA6MjdDbJYbIHgzED/ePMkN6UozaDUasdWaGHhpidkcV4I3WUDxYpMcqRtuSsol2IyAsjRqMPpR/aN/ieqDaGx6yoonnTDFoPqeWENn7JXC1iqIhyUAUm62lJzuo/bjb/MA1xQWnkL2iODkyHMOPpKK6QVmPu4eD4GwORSbVsMchI8I6OLykIe5OmJWcVpQqjztDMxg/VMFykzIXzPnQO0ORDh6BiAGBDgSJ5ZGZChhwCvgg27lKT5Ky+bbP+M5doTO803I936MQ5FLYo4wLGk/insK3ht1DgOYzG+Z64jr4emig8Gu/H7OP8Fp6eI3MkqE4Rf883bPOByZ1CD8dTwFAJWRG2NjY64jISbs/XIfJlWJQlOatv34wziCWjL4X+KeYeCAx8/ylSGTh6NO8zhj4MtotIXirsET2FiOhb+F0CCOCtufa+/Yv2Q7IcgtGux5zX8X9WVGpIARG74SqUYjo8ZvLdczPf8+U3WD9XjKFJclbfsVX8RcdAGQ2jKQYGVdA2RiqmeFhuMifMHFj2robEOAiWGqpGto0wAI/YjLL7OKtoLPOFfAVTNc6eTeGLadGEaJjFof1VAu9sQoO68jiTEJ8qmjutdH5ItktyVs/eyv54cJ7Y52Gci1Di0Ht3KmFWwSBkjzwjBBRaBvmHKajAUKI12rtMqFluoSw5q/gzxBokdbEphe+HrBhpEV+JiHDdApMyA98ABhfbNSYAMHlk4fgEZqCd7askZ/WdW+kX0AfFCAeeH3MKJvCiCkNFjxmvRquACwf07/gmA87hAuo8NAtRtJjI731kt4+zmuA3CX17ZI0aUo/GTX9s04DYjayFr4xAKo5djboOPYqMzAidLvR80MnyNkpyVs/ZKn4UVPsFyVwaGJi1Givf3Ixcg+GxaORjq/F9SGiicCnBXsqjxYxKDe0uFC5pyVlF2rd3fYFxaBj4VLEvCxo3cJ58T18KKOcw7XAY0ZXc0X/A+K3x3SQJ3W6ErSHJWX3XZv0DdOMwJSKUaXwJaW/KIjvGIHckgxw4VjT20SjtfPMUoYUa+BOiG4B2DHrVbclZ1Yz8xuZGkI0DWfGAQMiTUS+3liqagNi7fNUkFGgqaV/w8JA36YqG7EDCKclZPXez+UdEa6Vz2YHUQtnCTNQOJx80lxu+YXrOlS5mFBFZcUAOwhdNhc7XCZWY93FWESHQpUbeDR/IA6juQkFOze0+fpUOqU3Q/GYXihMM9DgTR7DKzXJujjarJGf13ZOckxB8zvRuwffU3zOJfoJ+mt4lqN97J9FPMM+idwrq975J9BOsk+gdgvq9fxL9BPsc9DZB/T4wiX6CfUp6q6B+502in+Ccgd4sqN/5k+gnOCekNwrqd8Ek+gnO+en1gvpdOIl+gu/p0OsE9fvgJPoJvmdHrxXU76JJ9BN8T5ZeI6jfhybRT/A9d3q1oH4XT6Kf4DkVepWgfh+eRD/Bc2b0SkH9PjKJfoLnROnlgvp9dBL9BJ8zfVRQv3+aRD9BP00fFtTvY5PoJ5hn0YcE9btkEv0E6yT6oKB+H59EP8E+B10gqN8nJtFPsE9J5wnqd+kk+gnOGej9gvp9chL9BOeE9F5B/T41iX6Cz5k+JajfP0+in6CfpksF9fv0JPoJ5ln0cUH9PjOJfoJ1En1MUL/LJtFP8DnTZYL6XT6JfoJ+mj4tqN9nN9Jv9X3mC36dZsxEC3zOvxWjVFEuMngnpmBLMrHVEkfld4VVq9q1pHNxfGg9J6OoFkl+3eeW+hmqOTJFJNpsx3BOmxH5jXgXArXWnY1Ypx3fAAcx78xqZauxvo9GaZf2J7hP6LOC9ve5Sezv3ofE/qS5m7xv770D7uZ9DjhvdFfrvu8BXzc/l/vuYN3HTsJZvd8hj1M646v5UGGwELFUa7Sx2ZVqiq3FWg0VVWykUoCyOiSfGyQv2iZbW09Lzqpqw+XRcjOldzN0N7rmrkum7lyubTBhYLSigzGpax3zyNkka6MjLIEkOas3vek29qeJWta+WQpkYzSdhaQQvPPVj6ps8jF0h68xIWhrHJ/U9E5HTck0NZacVc3H5vghBptCaANWGIJjvkLwfFIgMZfRpYq/7UZLrsRuigpDMT0qqibJWb3ZRvqR7a4O10Nt1E3KPvTqlGd6yWgQBBpGrbVhPKglWH/KyTWIXUbu3pp9nNVIXbEBOoaDtq6SDzAs6ynXUhkLpRIjRbJtvbnYXDGx4+ngu8eUopbkrN58K/urA/7HtVgitUGjFK179tFlXx1/1uFdNjAS0/mI4aBgMg1GpPg8VFL7OKtGldRCGoUU7Bj2FpQZzrQR1YCFadUCc7wac3wMNe+HI+1zda7obp0kZ/UWW+kHD1pNzFS06yN18sObzqBoW2opaVjHbAnmumHHDVdz4dOfXnefdahlyVnVTdvsW/G5jIId6xQ2rsuuMoaPcau9tZq8TjXpRFhpDDD16BVE8LpaSc7qLTfbv8oXRsaQimN0jkdDITJ6hkA3Z7BYG6rqATuuRIb4ekeIp97AF7owlpxV4qNSxfeU+PR17wGhF1GX0WR7J2UVohJ8gNe+GlIU4fb4BDjBJm2tNUlyVm+1lf1lfAxlmRSaSTuE2ZGSDtjPCsGzIvSabpm5wOhjwhJyt6PFWBx+l2CfP7H4XmokqkhgrK46IULwueSuevQJaUyNtfqoR7J54FEVa5idN4JXY6TKjleSs6o20g8/mmAuvKZc4fWtHjBJxFtERUTKhm3GWRMsywVkbgioCLu2EvyXZzzCkrMKz+mwJMSLAmVMgJ3F2DNZphPSHj9gILWBAcN0FdMZbS8wym4Z8DOsJGeVttq/ZFI1WisECnhz/C/VEBmvWOH6PbJBNSzibDED+Qsy3oDULiKxMyNBC7fkrCpvGOdT4O6qp1Qgf/ZkYOIDIaNhRzO31SKpRuSBRSuyjPApjPLJWLwkZ1VvFn9VNg6FQEp+FIfQ2TQSCtcgU4KtIVf3LQ3E3Q552tDwjA4pSI1+hBHSPs4qo31C9b3pUeAfA3ZtRl6XkRNWxyAlZDc2x5x803xUPpCvjCxz2ODaeEnOqtlq/xZC0NQIqlyxWIbot9GRasCf7yF3KhFSmOG1bh05h+uMO2kozapnaug+zir+WyEyV2TOyTI1NDjUKQp5N1P7o9PJphFcQcjAT3WWvIk1IB0yHiIbSc6q3Uo/PrkeBkqEAV+FyGmzsi0EpVsrOSJzGTqgRoEaPSGjQ+FW8C2RB3tCLAhLziohzFpi4m2O3jnk25Wvw+AcL7qYUWxEvk+CWTQ5abhZ3ZEkJkLNiR9aoyRn1W22fz1X0LAnODdkznzFpEF9DwvifYcPifQPnxGVRzStex0yn4avDCpTOuslZ5UaQ7ctUpdUcgmo4QZ3FCxhn+tY8AwUs5jhJbzlBDDEylRR/HYzxuUkyVn1W9kfHzhXJYdoHCOkQxxa5WSxWhgPNhWf4E9IXjxDe7lYriaVgeDKdUWyS86qdtDEw/iwZN8Cw5ULuRpTS7lCrZI0E0RQ8iTnEenJM9OmaG5TeCRFkpzVsFn8TfA+Cqbi94hrtXDIoGyMdjl7JC0oEFBpdaOQimSUJ7mjbvU6t9r9iEvOKqFY8cEHvp7AlMHUUO6rJDSrsnLJV9gk9jjCjuL+Qua+hG0aybmCcwxBkrMat9q/aIkg67AIC+i8oG2HaDJqYYoTF2voHyDHLdEUBx+PsIwQAeeI7oFCBwqtmH2cVeSODIpzyIZSMp6QJY9gsE33OEDMpc4tUkUTC3nzKMweRcmI7L2i2KuinNW0lf2lUCq6I8xFRUhE6arh6n1oiu+ayvhf1x1TGrmphciC8GIiI2SQs8Em65KzqhCWC4o4h+wxoZ2HwroVOMTOCU/ijbr3NFB2IEwprJqvc+oMpckwUDUkOau33kq/rilUvg6pF1OYnuMRVQ3T8upAaQBT89AgwTTRBx1DZ6uhHXZ4jpDaLzmrUNYi5hY0B7FAGxQWbYdRMF0my2NH94zuadVNxRyaDah4UCcir0QgRjYtyVm9zWb9F1VsMBV5BQzEl4QomyuyM75sAB8755F8QV2MLgC8Pco65Hd84dJgGGaNS84qs6lRxcAloIHle0XTyiNVgV5M/6l4VLBL1DIVcb4bN5h2W1E/tpZLMVVJclZvu1n/GSUCpCqlOT3U8HyzmoFexNdkwM0hOOIzo49noSW6+3CUfKEB+gGNI/KSs6pgZT47pIYIsYgMyvF8AQl4QvQmPAf0r5ljBheI3hf6q4ghBqaO2sS6rqMkZ/V2W+1fg2Ql8N1RHEYclINnQscKo4yC7jFfVZMJuR5feobPX/fS3gazwZps7HUfZ7VZxzdrIBdPQ6P5zPfncCeiYnGW0cgNU5qGBBD1H8KxYz1HgI+EOeZeJDmrR22V//HdC8jnkB0jdGZkthwqUQxo9Auwaw0qX+9tdQXNQXRTR+Yus0+eQYHoHS85q6onU0eOkBi9rcxMVkQPhUoFSaCtiPSYqcSB9gGaE2iEMZffwduid98yMgBJzurtt9LPMKMMLQTs4uhRA6PktxhZVDTyGtaaVWHgfkJnOlFOmD/GPZAvZEGnz/glZxV9Up/QurYdzq5hJOiSVUUjs0RAsmiYYt7E/4ppFVzosKiEDectaMKg8xWUJGf16K3004l7SWiLwNOTxxQCLQSLxjH+3kAphwoiE6reXsaAQ/MhZUYPqoqEF2aYlpxVtF/hNeuexWEyBLvCTKBULmgcGjfwpD2jmEPKB8fQ8JMT+w4PGSPnQk6Ss3qHreIHxkYGvShuzKOP0GEICZNHGBlvOFsH9qFWBUEZftEgUkbvHdJA5CMOLai05KyioYBHELEELDs1eEcEdMx7PefcaOUHlDloNaKbDWen93a6I2xiSBM6BsGSnNVjttIPnhvlm0F3qiIdRv2bLV/jhSaJLxkTeMwj0YUmgyYy9jahsYWsBBEbyXZSpS05qxy00cpL2MaDIYQqopOFbirGoehPJeVQafP0l9BTrNy0QJ+/KHSfMfMLzmpJzuodt9q/me8943kjej6e+I0GBuEpbqSiwYkCDDNNDNGIb5RFnmaHLh0rKGiyEmae+zmrmI7j71Dn2+qKgdgwZ8gAE4sGvReM2tCtwoyYM3ZsWu5qm73rSuBQtZPkrN5pM/tL6B31wVByi1qDNCHNCKVxpdZH5bsOUVxhNMIsQL7Pj7gWRqaM2RAa+EvOKhr1yLnxdQx4xMAS/VdMmyJ8IooVOFR0UbNhSDeeV2B3ECx391GOoNBzKUhyVu+8mX6otrCBGmoG9O+5aYpAgTrVYBDJVzChj69775YHwsyRx3zTwUo1ugMFe3QfZxWD4cgXkyArRtThDZygJLo6NgffHRqwiq8M4os1s0JM57tHQuGrh9FFzU2Ss3qXrfJnvhkOHk/xmz+aKsYTliu6xG9XYPaGKU8gh5xjoHUSYXjoKVPEnKSyy6pmyVklWC3j0vem8LqiaKkOw1E0A1GSJEhrkNMk68YYEU8LbQS0xvi+LyTPA+1CSc7qXTfrHyDFgHqJb7foFfkJOpo9KTROHfqjFcERfwL5PKoUGA9S34bJI8adQTH1fMlZRZDJPGxD7IAb9H2ghmlKYVyCtUcUczDd2LkQQdjAHkdTBs0z3t4dxbcsZ/Vu2+V/zHHH2DwjZy4GafFwyNUSxkR8zVSwEc2tShkNGGXQP8AG5juwMQVHJezVkrOqE7ev8RiGN/AF7C4RYmC3sOJgkD5Xvi5bIx8cqJ0hLhqGWD5ywL19TZKc1btvpd+6XyT4nGm55rX63WMS/QT9NN1VUL97TqKfYJ5FdxbU716T6CdYJ9EdBfW79yT6CfY56A6C+t1nEv0E+5R0e0H97juJfoJzBrqdoH7HTqKf4JyQbiOo3/0m0U9wzk9JUL/7T6Kf4Hs6FAT1e8Ak+gm+Z0dOUL8HTqKf4HuyZAT1e9Ak+gm+504kqN+DJ9FP8JwK3UpQv4dMop/gOTO6haB+D51EP8FzonQzQf0eNol+gs+ZHiao33GT6Cfop+khgvo9fBL9BPMsepCgfsdPop9gnUQPENTvEZPoJ9jnoPsJ6vfISfQT7FPSfQX1e9Qk+gnOGejegvqdMIl+gnNCuqegfnkS/QSfM2VB/cok+gn6aXqUoH51Ev0E8yx6hKB+bRL9BOskerigfn0S/QSfM3VB/cYk+gn6aaqC+j16I/1Wz7mWnL2UO7/AH5lJ0ZxjNonaO/blnN9DZo0wWtOUYm4jKWdSqiqaWJsl44Ykv+4xC/2oJq1zYDSdY2gA/t0HfEhjIz5XGY3wK7jkW3fdmZB82gOR9OGbsaHt0v4E9wk9WtD+HjOJ/T3gkNifNHeT9+0DdsDdfOAB543uat0POuDr5ufyoB2s+8GTcFYfckj9hHbELMqRkkukosL/Y4oTGVNSt3xmlqljfJLf1BaGt6P60UodJrbQMh0F3W6/A7t56U13u1+0G8UpPrlVhx1F2VBLM4UqhZZC5ZOGvudUs8ZCfWeJ+ZCC74n4sKC7E9Z85x2s+y93ve5kGmyYn13QpLRxbpjUy/B6JCoKtlOcgTrGhz1775m6od4c25ox98Ca77mDdf/VjtdNyvKJWJeL4rO1PXmFzZIZk5xtgKF7lxIM3eVUQm/YNdYNwqbH1qlULfOi77eDdf/1jtetcs7GdV0j1jLgHlrPphvGKySfGQGni4lkkrOjM/iIOZhJDT18qikE9t8P2cG6XzZJ/Sf4fOhlgvn3yyfRT9Cf0V8J6veKSeqXh8rlTyQYU+mVy7wkVEQIrG6UahAktGrRj9Gbr6FmLNMUT7G6StnHgJU3qyKiS0IYMjbt1P4E9wm9QtD+XjmJ/T3skNifdD3F+/ZhO4ibxx3wOnJX6374AV83P5eH72Ddx09SPz/ikMcpslBHeWci4wND97H0ip/QHe1diUFWp2BjRClRA2rKOPIIXZHGzzU0zL48sw9VfYDefJ+LyQq1aUaVzjRbFPbRDdsH0nhddcGD8GEkY2ulErwZKN0l88yztuIMqKTwPGrvTaHvgP9rK3mltUENHtF0QeXdIqVaIYfx2vtWurPGae5NDLsvz3Q+6MJ8UvxdPi3vajA54AutyWSsNaGbnCG9N7bsMUnCKCVkp5Q1xUrmma+bJM4/crF/KQ0aVHJjuEPR5As0H8MzI9d0rZmAUQvz4ioMU0UYPloEKeE5qRa8l9y//7DvuZboK55Y7MNQLB4tDB26paQb2cSFesgpeHys5r1q3TanMvN6ks5obnwz/dS6XyS4T+h1gvb3D5PY36MOif1J5x28bx+1g7zjhAOeb+1q3fmAr5ufS97BusskeWY95HGKrCL83WYIXdxsCyVkh5hLKOSTBeklWb5brKdMoWcktshmS+nWe759pvW0zDPR+a2mu5RLUw0feeiqMOtgYBYmTZ1voynknc7ZW4NRmHGxZZWRNWvPrHHJPPNNW/UzLU/HjPbOBUztMN9QfMXLINUpu9K6Vz3r1hjC13JKChl2Jct36gz8tt6XZxYqlm+OQrFgkupqmGLwZFsNHeYYynDorGOeNowxRA5PW1tlssO/JVeKZJ755knifFveZ8mXB+pSyMGmtPOYKaLaolox0kxI6mHFmEsZm1GX1Y7RRdWYUjWH8sw71ZPk/n3Lcl94V2pybdhssbcCasQAhwG7GA2TlJD3EPLZ546PbQIeK/YWxisJuz7ksNM8U3Cf0JsF7e8tk9hfPyT2J5138L7tO8g7xgHPt3a17kcf8HXzc3n0Dtb9mEnyzMce8jilXUcnc9ikI3IVfrmIL/uwSAzRN2PkdrVIaGv3zbmo0VvrpKvVlXSJCYn3vjzTeJcGnojOFhm8zdVENF0Tk4354hZXM76HVQ7CVj98h9CNr+BLsScyQTLPfPtW/Uz8wFYM385NJhoqjfgClgFrQcXikP0pzTe71VZqcJ3wZagDlOML0PB0/DLPJEVd2dxjsoZ0ggQx8HtYTBWtoyW+RLshY+f6Qbu0h5cmRinzjcwjB8k88x2TxPkTl/sX1hW7zp6vzXX8WHypTLTFLiGYodVoClNIUVnLF8r56CMqIl98aIW0lty/Zy/3hQ1OFxtK9RWfCBuNS7U4HKyE37/B8EFRgItxwxVbTOP7Pn2zvGNC0t/03nS17hcJ7hN6h6D9nT2J/T3ukNifdN7B+/ZxO8g7Hn/A861drfsJB3zd/FyesIN1P3GSPPNJhz1OeVNbjZn4XgKLTLCbmmzIBomgwzfnezGKQrbtkHKik7p3QVrEmB35FHLdfXkmvpczGKlXvnKWKCin+NJovrYz5aSMVdpnvivQlFiCoZbwXEzW1qH/iiRfMs88d7P3M11xORg1kPybOnREQTJ0UT4oW9BtREliHFLCyu86IJnnN3996GTxTwr7+pmErvKIqjr0hJV3yDhVRYbfU3LGdpMwJfeJDwbUOggPOHgD80NnE9P2loOXzDPfPUmc/5mln2mDb5nIzZTe0S7uRsOedcnUncu1jWKjQSGlgzEJ84mYR84mWRsd34Mq+t7Le5bPFd/b4kMoLuey7dzB953fnMBmimhUR25MF76lLPnOZ0ciHrLRtqXAb5p8c/tb9zkF9wm9W9D+3jOJ/T35kNifdN7B+/bJO8g7nnLA861drfupB3zd/FyeuoN1/+wkeebTDqmfWHu+kd+/fcQO7OYDB/x8I78PUnew7vMO+PlGnk88dgfrPv+An2/kevlJO1j3BQf8fCP776ftYN0XTnI+T/D50IWC+fcHJ9FP0J/R+YL6XTRJ/fJ0wXMjgjGVPrRv/tb6SIZUQDfFYiXN8z2wJsSBcBMpJb6vVVn0T+pA+wsDPW1KRcvJY5ml7dL+BPcJXSRofx+axP6ecUjsT7qe4n37jB3EzZMOeB25q3U/84Cvm5/LM3ew7mdNUj8/+5DHqbXnGy8QPN8omWd+YpLzjecJnm+UzDMvnSTOP0fw3Ijk/v3kvv7XCNgHQRVsneRGGEH5iiZYLpgBKzOyKjEqfOzqE/6binVJ1xQ9Yf7qxjfTT637RYL7hC4VtL9PTmJ/zz0k9iedd/C+fe4O8o6TD3i+tat1P++Ar5ufy/N2sO5TJskzf+6Qx6m15xsvEDzfKJlnfmaS843nCZ5vlMwzL5skzv+84LkRyf17+XL/5j4c7BxFSHBUXBpJ+zzgPaIyrlFqvdbUrI4dWwsb3WGX4TfwGSvKs52+dy64T+gyQfu7fBL7+4VDYn/SeQfv21/YQd5x6gHPt3a17l884Ovm5/KLO1j3L02SZ/7yIY9Ta883XiB4vlEyz7xikvON5wmeb5TMM78wSZw/TfDciOT+vXL5vSwl47wKFPgkRy/8CbNXeL5tdFNU9FWjGHGhqeT57SV0qm1xqPAwoHD5m+mn1v0iwX1CXxC0vysnsb9fOST2J5138L79lR3kHb96wPOtXa371w74uvm5/NoO1v3rk+SZv3HY49TK840XCJ5vlMwzvzzJ+cbzBM83SuaZX5kkzp8ueG5Ecv9etY+DE73pCd1rqx3qQhcMOv5oWTteLiYTFuspqEyiqZFSRA+bHIyhDOt0LfGb29+6zym4T+grgvZ31ST295uHxP6k8w7et7+5g7zjjAOeb+1q3b91wNfNz+W3drDu354kz/ydQ+on1p5v5Pdvn70Du/nqAT/fyO+D/NwO1v21A36+kecTv7yDdV99wM83cr38GztY99cP+PlG9t+/s4N1/8ck5/MEnw/9h2D+/Z+T6Cfoz+hqQf3+a5L65XcFz40IxlT672Veoozvo2Cixt0o7zDIayGj+8XZSahp8LgSiQacqVbIRLxD5hQ7H8aIxeSdvncuuE/ovwTt778nsb/fOyT2J11P8b79vR3Ezd8/4HXkrtb9Bwd83fxc/mAH637+JPXzHx7yOLX2fOPXBc83SuaZ17zZRu8DrTzf+DXB842SeeZ33GyO/Xum4LkRyf17raV+NWC/pOBKsK0m/lHFm8TLTahWs1Gl24ESPjgz+KMrNbLFSiw2DIrbb6afWveLBPcJLW1m7XO91iT290eHxP6k8w7et3+0g7zjBQc839rVuv/4gK+bn8sf72DdL5wkz/yTQx6n1p5v/Lrg+UbJPPO7N4pTa883fk3wfKNknnmdSeL8iwTPjUju3+9Z6hcV2ZaxOxp5HzpKjFEThiO5Ego7hf9scDPWeZswGTYmOH5bDp/eGWzwnZ5vFNwndB3BPPN7JrG/Pz0k9iedd/C+/dMd5B0vPuD51q7W/WcHfN38XP5sB+t+ySR55p8f8ji19nzj1wXPN0rmmdfbqp+58nzj1wTPN0rmmdefJM7/b8FzI5L79wY3W9av+DEBD62h8stV54gNkvE5TGo+ayys2tZsMwFlRkRx4YxSaWDJxnaf7TfTT637RYL7hK4vmGfeYBL7+4tDYn/SeQfv27/YQd7x0gOeb+1q3X95wNfNz+Uvd7Duv5okz/zrwx6nVp5v/Lrg+UbJPPOHtupnrjzf+DXB842SeeYNJ4nzLxM8NyK5f394oZ9OvXB1obPBZ4soMUyxWK/VHrVaNhoLKzo1Z0pJ6I8PPloSbSMUtd0F/c3tb93nFNwndEPBPPOHJ7G/lx8S+5POO3jfvnwHeccrDni+tat1v/KAr5ufyyt3sO6/mSTPfNUh9RM6B1XSoGZLqdxsQ8eRQiXumDX04JTTyAxb9V6lnj3aosN7/OSO2X1Fgsvv3/7hDuzmx2622/2iIwbOPLZGX5B6sN6gqZqS4dcMkG2XkpmGl1vsw+ITJnx1Qe2BXA997RYyvw/yJztY94/vfN1Vl65H1N6O5IZCMVKD4cqpD7TAI1YXYdupw+CtGyX6jL7qCFxtVRN4PvHnO1j3T+x63RQj6kL0/UcvDU++WR1q5PcXYuT9Urz2LdZiW6XYKtr3NaI3jFzfqEyG6+W/3sG6b7TjdWMA0oobuWVFgTCkUJRcSQ7FakQ1VHokhY55Nz1bFzCiQV3t+TxkGRhuWGL//aodrPsnN6v/Vv0iwedDPymYf994Ev0E/Rn9hKB+R05Sv/yt4LkRwZhKN1nmJdEl3zC4NLUXRcp6zPF6SIZvja6eUs5IUazPJWKl6NiFhgFmr3zOALnKTt8HEtwndKSg/d1E0P6+7Vv+j39e/pKuEQRtUS0/76uP+D///v//6zX+HzbxbTtY07f8Xz/n/9bxu/8fvyf6w3fxkF59hPz3/bsj5Ix/V+v+uyPEn9E+537QNV3++v8Aomncd90CHQA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/poseidonsponge_x5_254/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidonsponge_x5_254/target/witness.tr
new file mode 100644
index 00000000000..187a7e37598
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/poseidonsponge_x5_254/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/pred_eq/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/pred_eq/target/main.json
new file mode 100644
index 00000000000..86481ef0042
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/pred_eq/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+2UPQ7DIAyFnT+aLD2LHSAxW69SVHL/I7SVUEVTtpiKIV6wGD7bz9abAGCC3+jie4svHgtqEpbGxZiwzoE03XF2ni0a6xcmJsv2MbPWgQ2vzrsVHRkdaLNObxHWCrI6uRlRvRhNRstGWEvJntN++0zeZm5CFZgJdnX2Ol4zf6LFSyypL8AdQO74S809yO8IE+TnKGvUVAmz/mEoCsoYyiXJT0M5yFRRUGnuCHUbynvuUX5HX4ZSu6ZpPAHpR552sgkAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/pred_eq/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/pred_eq/target/witness.tr
new file mode 100644
index 00000000000..dd00292cdab
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/pred_eq/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/rebuild.sh b/crates/nargo_cli/tests/test_data_ssa_refactor/rebuild.sh
new file mode 100755
index 00000000000..13dfe52a836
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/rebuild.sh
@@ -0,0 +1,28 @@
+#!/bin/bash
+set -e
+
+# Parse exclude and fail directories from cargo.toml
+exclude_dirs=$(grep "^exclude" config.toml | sed 's/exclude = \[//;s/\]//;s/\"//g;s/ //g' | tr ',' '\n')
+fail_dirs=$(grep "^fail" config.toml | sed 's/fail = \[//;s/\]//;s/\"//g;s/ //g' | tr ',' '\n')
+
+# Convert them to array
+exclude_array=($exclude_dirs)
+fail_array=($fail_dirs)
+
+# Merge exclude and fail arrays
+exclude_fail_dirs=("${exclude_array[@]}" "${fail_array[@]}" "workspace")
+
+# Loop over every directory
+for dir in ./*; do
+  if [[ ! -d $dir ]]; then
+    continue
+  fi
+
+  dir_name=$(basename "$dir")
+  if [[ ! " ${exclude_fail_dirs[@]} " =~ " ${dir_name} " ]]; then
+      cd $dir
+      nargo compile --experimental-ssa main && nargo execute --experimental-ssa witness
+      cd ..
+  fi
+done
+
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/references/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/references/target/main.json
new file mode 100644
index 00000000000..21ab7e44411
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/references/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+2UXQqDMBCEV+tfLbRXSUyim7depdJ4/yO00giL9c1diOC8ZFGYOLPy3QDgAf/K4/mMp9onnREvo3prw9AFbfRLdX5Ep6wbe9SoHbp3h8YEtDj40Q/Ka2uCnpw3UzTLGbzC9FP19cg28mfM+XM+L0W/90LmYrU7+r4SyASre9Y93jeesV4usaSLgG8BfD+/VO6Cf0eKWCbf6aKUwVfC8cBXggz4KjKf4NvpWQoVVUPa4Jtz1/w7EgUfd6eLUgZfA8cDXwMy4LuS+QTfTs8mFsrt20La4Jtzt/w7EgUfd6dUH/r30McHDwAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/references/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/references/target/witness.tr
new file mode 100644
index 00000000000..5870572eae6
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/references/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/regression/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/regression/target/main.json
new file mode 100644
index 00000000000..49ddb63c018
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/regression/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":5,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"z","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1,2,3,4,5],"z":[6]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/regression/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/regression/target/witness.tr
new file mode 100644
index 00000000000..068e7b47830
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/regression/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/regression_method_cannot_be_found/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/regression_method_cannot_be_found/target/main.json
new file mode 100644
index 00000000000..7eb72b4b807
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/regression_method_cannot_be_found/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+3W2wqCQBAG4DXPZ30TtVKiG1+l00UQEtH7k0u78LfZxdBcGLQgu6DOfjOsMpYQwhLP4cF6avRqrr4btRl3q+ZwvBbGPY9//8odYzgqVqb2cFj3qCuZi23kYn2op4D95XuuWttQA4+3BrWM57PG7PYx2H3I2TVydiEvPQeslqZBS0C0hKyW9qUuIdES8Vo2aImIlpjXckJLTLQkvJYVWhKiZU5nN2W1LHdoSX+4LhmrpW3RkhEtc/qmc17LGi050VLwWg5oKYiW//9l2lKyWrojWkqCRbp1j3G9nYf7ZdCPYwu5gJC6ndJHwRcT7W7Pktd7j/sAeuM+j2gLAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/regression_method_cannot_be_found/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/regression_method_cannot_be_found/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/regression_method_cannot_be_found/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/scalar_mul/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/scalar_mul/target/main.json
new file mode 100644
index 00000000000..52e85742334
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/scalar_mul/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"a","type":{"kind":"field"},"visibility":"private"},{"name":"a_pub_x","type":{"kind":"field"},"visibility":"public"},{"name":"a_pub_y","type":{"kind":"field"},"visibility":"public"},{"name":"b","type":{"kind":"field"},"visibility":"private"},{"name":"b_pub_x","type":{"kind":"field"},"visibility":"public"},{"name":"b_pub_y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"a":[1],"a_pub_x":[2],"a_pub_y":[3],"b":[4],"b_pub_x":[5],"b_pub_y":[6]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/scalar_mul/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/scalar_mul/target/witness.tr
new file mode 100644
index 00000000000..1f7fe6f8977
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/scalar_mul/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/schnorr/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/schnorr/target/main.json
new file mode 100644
index 00000000000..188e175fee6
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/schnorr/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"message","type":{"kind":"array","length":10,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"pub_key_x","type":{"kind":"field"},"visibility":"private"},{"name":"pub_key_y","type":{"kind":"field"},"visibility":"private"},{"name":"signature","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"message":[1,2,3,4,5,6,7,8,9,10],"pub_key_x":[11],"pub_key_y":[12],"signature":[13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/6WV6U7bQBhFh6U06b7vS0r33Y7txC6lhFLKzjsQEd7/CRC5yneFOX+xNBodyZrEM/fcOUwpHabZMzcd8zF3WjwPXgAvgq+Al8BXwR1wF3yt9U4KTvg/i/G7S631u/Gu37uJdW+Bb4PvgO+C74Hvgx+AH4IfgR+Dn4Cfgp+Bn4NfgF+CX4Ffg3vgN+Bl8FvwO/B78AfwR/An8GfwF/BX8Dfwd/AP8E9wBs7BfXABLsEVeAAegmtwA/4FXgH/Bq+C/4DXwCPwOvgveAP8D7wJ/g/eAm+Dd8C74D3wfjrvjYX4Hj3qAbkv3+W4vJbL8lfOylO5KR/loLyTa/JLTskjuSNfemnmxXKa5V+ZV86VbeVZGVZulVXlU5lUDpU95U0ZU66UJeVHmVFOlA3lQRlo4qxX4kxX4+zW4pvW4yw2Ys83Y2+3Yg93Yq/2Yk+0P+rK69NxOh03Ym7vTyed96N70X3oHnT/uffcd+4595t7zX3mHnN/ubfcV+4p95N7qReze8j9495x37hn3C/uFfeJe8T94d5wX7gn3A/uBfeBe8D+23v7bs/tt722z/bY/tpb+2pP7ae9HMVsD+2fvbNv9sx+2avtmO2R/bE39qV9v4p9R/ve933ve973u+9dj25rPc0H6eIzF/Mo5uxyT37QWqvIBmU5GfYneZEfZf1mXFdZWY0HdV7nVV0d9+uimNRlPWzGzTBr8rKY5CdVU5zEYvir6QxMGHyyKAkAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/schnorr/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/schnorr/target/witness.tr
new file mode 100644
index 00000000000..1af0743a935
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/schnorr/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/sha256/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/sha256/target/main.json
new file mode 100644
index 00000000000..316f9055e6f
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/sha256/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"result","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result":[2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/sha256/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/sha256/target/witness.tr
new file mode 100644
index 00000000000..e0cd7de22c6
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/sha256/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_blocks/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_blocks/target/main.json
new file mode 100644
index 00000000000..5e3a4c080c9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_blocks/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"array","length":3,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result256","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result512","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result256":[4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35],"result512":[36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99],"x":[1,2,3]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_blocks/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_blocks/target/witness.tr
new file mode 100644
index 00000000000..b2245408b31
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_blocks/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_byte/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_byte/target/main.json
new file mode 100644
index 00000000000..e31d02a8cff
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_byte/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"result256","type":{"kind":"array","length":32,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"},{"name":"result512","type":{"kind":"array","length":64,"type":{"kind":"integer","sign":"unsigned","width":8}},"visibility":"private"}],"param_witnesses":{"result256":[2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33],"result512":[34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_byte/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_byte/target/witness.tr
new file mode 100644
index 00000000000..040f1224e20
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/sha2_byte/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/signed_division/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/signed_division/target/main.json
new file mode 100644
index 00000000000..ebd774b967a
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/signed_division/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"signed","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"signed","width":32},"visibility":"private"},{"name":"z","type":{"kind":"integer","sign":"signed","width":32},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2],"z":[3]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/signed_division/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/signed_division/target/witness.tr
new file mode 100644
index 00000000000..ab19b07049e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/signed_division/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_add_and_ret_arr/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_add_and_ret_arr/target/main.json
new file mode 100644
index 00000000000..15e3b668a20
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_add_and_ret_arr/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"array","length":1,"type":{"kind":"field"}},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/62PsQ3AIAwEDVnIxjbYXVYJitl/hDREQkoZvrnu9HcAQILv8uQ5if9GaXExVpFoJYjpwuLdFEV7NTJS07sYc5hY8+4NnYSDhjqPKcsbf729ael+ALEuHCwUAQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_add_and_ret_arr/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_add_and_ret_arr/target/witness.tr
new file mode 100644
index 00000000000..35e05b7622b
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_add_and_ret_arr/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_array_param/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_array_param/target/main.json
new file mode 100644
index 00000000000..047fb796783
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_array_param/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"xs","type":{"kind":"array","length":2,"type":{"kind":"field"}},"visibility":"private"}],"param_witnesses":{"xs":[1,2]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/02KsQ0AAAjCii7+f7ExMsBS0rQB8RuzTMUnunML8bI5DjgAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_array_param/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_array_param/target/witness.tr
new file mode 100644
index 00000000000..a8e277ea795
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_array_param/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_bitwise/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_bitwise/target/main.json
new file mode 100644
index 00000000000..9a136e30e3a
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_bitwise/target/main.json
@@ -0,0 +1 @@
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_bitwise/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_bitwise/target/witness.tr
new file mode 100644
index 00000000000..bdcaa81434e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_bitwise/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_comparison/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_comparison/target/main.json
new file mode 100644
index 00000000000..14f1b5cfad4
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_comparison/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/91VSw6DIBAd/6ZNegaPwAgo7HqVmuqxe5ZCClRJdwxN00mMoMmbeR/lDAAXeFVprgLe5ddXd2dphQUdFoOoEnHRLyqDUXvyVhD74LHb25dD1LyKhuBsEmKdxxU53tioFyWZkMukUKFU8j4qzlcl1KwXPTONgq+4Sc03NwSBUAdCiVgBsyY0MHfYSvj9sDUGo92HrYnC1n4hbARCHQglYgXMFvKFraQxMsxaE/pBwDv4AZmC2xmMPtKUVFD/AXSuid/bpkPUs/pvM8Ncp0zBIPqhjI4zdoT69YRYBPqxT/oVNPqFOTvId3I9AUIbN2DvCQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_comparison/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_comparison/target/witness.tr
new file mode 100644
index 00000000000..9147f126d90
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_comparison/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_mut/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_mut/target/main.json
new file mode 100644
index 00000000000..cef8d9c64fb
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_mut/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/62Puw2AMAwFHVjI38TuWIUIZ/8RaIIUiRJec93p3Q4ABd7bJo9J/DYqi0uwqmbjJKETObobqvXq5GRuF7tIunqLHg2DVJKGhYwp2/77xU9vWbpvUqwCVxQBAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_mut/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_mut/target/witness.tr
new file mode 100644
index 00000000000..9e7641cea1e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_mut/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_not/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_not/target/main.json
new file mode 100644
index 00000000000..721ed177551
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_not/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"boolean"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"boolean"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/62QQQ7AIAgEsf0QCCjc+pWa4v+f0IOaeG8nIexhs8nuCQAHDNLUad7O8lzzMxaRqDmI6cbszRRFWzEyUtMnG3OYWPXmFZ2Eg7o6dxykH7OOLQu/QbBtsXq/ZJ4XsyQBAAA=","proving_key":null,"verification_key":null}
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_not/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_not/target/witness.tr
new file mode 100644
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Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_not/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_print/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_print/target/main.json
new file mode 100644
index 00000000000..c32483551a8
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_print/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_print/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_print/target/witness.tr
new file mode 100644
index 00000000000..35e05b7622b
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_print/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_addition/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_addition/target/main.json
new file mode 100644
index 00000000000..760ad038b13
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_addition/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"field"},"return_witnesses":[2]},"bytecode":"H4sIAAAAAAAA/62PsQ3AIAwEDVnIxjbYXVYJitl/hDREQkoZvrnu9HcAQILv8uQ5if9GaXExVpFoJYjpwuLdFEV7NTJS07sYc5hY8+4NnYSDhjqPKcsbf729ael+ALEuHCwUAQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_addition/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_addition/target/witness.tr
new file mode 100644
index 00000000000..94ea8c8f2b1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_addition/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_no_body/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_no_body/target/main.json
new file mode 100644
index 00000000000..50ac33922a2
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_no_body/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"_x","type":{"kind":"field"},"visibility":"private"},{"name":"_y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"_x":[1],"_y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NmQABGKM2EJAYAy/hJWSAAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_no_body/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_no_body/target/witness.tr
new file mode 100644
index 00000000000..94ea8c8f2b1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_program_no_body/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_radix/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_radix/target/main.json
new file mode 100644
index 00000000000..19174442c53
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_radix/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1UQY6DMAw0JIXtVtvLfiQhSUlu+5VFDf9/QoUaJBehHsq44tCRUAyHiWds5kxEv3RHXZ4ZVTn/ymm2wVY4LqNYz1OtS10xHRV7V4t3zfTNUIJ6nbl4n/suW2f/TZeGGIwPwyXaaEMM1y46l6OPfRpSb5L1LtsxJDcWshrY1w9wDs/8e1VzHu9QOK6rBs4C6V+zsodE+H8PuD+G93tgtS5nvbITjYAmWtyz9PG88g16ucSQDgK8DeGWX0p3g5/RQzjt3dMZNbhPBeyzBXK9K/hakgm+L1Z/gm8jZ1sMRfMead/BN+k+4mckGnxIT98VAppkQuCb1Z8Q2Mipi6Fo3hPtOwQm3Sf8jERDAO0pxw1Zj4LykxAAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_radix/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_radix/target/witness.tr
new file mode 100644
index 00000000000..ea78fdfb023
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_radix/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_range/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_range/target/main.json
new file mode 100644
index 00000000000..f17f8d33d2b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_range/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NiwA0A040bgxwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_range/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_range/target/witness.tr
new file mode 100644
index 00000000000..335f5adfd77
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_range/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shield/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shield/target/main.json
new file mode 100644
index 00000000000..a4ba495169a
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shield/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"priv_key","type":{"kind":"field"},"visibility":"private"},{"name":"note_root","type":{"kind":"field"},"visibility":"public"},{"name":"index","type":{"kind":"field"},"visibility":"private"},{"name":"note_hash_path","type":{"kind":"array","length":3,"type":{"kind":"field"}},"visibility":"private"},{"name":"to_pubkey_x","type":{"kind":"field"},"visibility":"private"},{"name":"to_pubkey_y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"index":[3],"note_hash_path":[4,5,6],"note_root":[2],"priv_key":[1],"to_pubkey_x":[7],"to_pubkey_y":[8]},"return_type":{"kind":"array","length":2,"type":{"kind":"field"}},"return_witnesses":[13,15]},"bytecode":"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","proving_key":null,"verification_key":null}
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shield/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shield/target/witness.tr
new file mode 100644
index 00000000000..a2b9c6c8f76
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shield/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shift_left_right/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shift_left_right/target/main.json
new file mode 100644
index 00000000000..37a77c85d44
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shift_left_right/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/9WWW47DIAxFb5OGPkaaj1lBl2AHaOBvtjLRkP0voaUlEkFVf2Kq1hKCKJIf1ycOXwB+cLfNdTVpP2VnZO+j/aad1hlv5HwRCpPxyxQ1aAsdxEVo0jplTYhBt0XMtmIDNJ2NCUMfWPMf9X50lowdz44dW2f/e6d1cMYNfvQDeTY68GS9DtPNuBHwNaXEWrkaqS7ETG8MMc+HyFGHDK5tWvNzl+B7BttaQASEWhQkJDp3+BTYZHOFLGwpQyJ19bHDCyamwnJixqB7PIeY1tmiAes+CGIFuYm5Qx0wpPWT/EtI6rcX1E/hAfyQHwaSOef5HrLzfANpHjChKtSEIk6p4zcqDpZaTTpU8HuEHPy16j7K92gxnN5d09wucUTRSmgNAAA=","proving_key":null,"verification_key":null}
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shift_left_right/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shift_left_right/target/witness.tr
new file mode 100644
index 00000000000..9470bbe781a
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/simple_shift_left_right/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/slices/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/slices/target/main.json
new file mode 100644
index 00000000000..4aa7b5e9e3b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/slices/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+2UOw7DIAyGnRdNO/QsdoBgtl6lUcn9j9CHqITSqAumYqgXI4bP/Db+jwBwgs9oY77EjHlBbcLSOBsT3BRI0xUnv7BFY5eZicmyvU2sdWDDzi/eoSejA63W6zXCOgFWWF/h1IPR7OhvhPV3cixM39vvnNvkrotZFdAEmzrbPp537kSLlxhSX4A7gNznL6V7kJ8RJsjqe/qOmo1PgZjx+V8Zn4IyxndIzn/jy2Sq2FBp7gh1G99T9yg/o6/Gl9uHEeQXKl2cO7yu87ASCgAA","proving_key":null,"verification_key":null}
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diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/slices/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/slices/target/witness.tr
new file mode 100644
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Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/slices/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/strings/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/strings/target/main.json
new file mode 100644
index 00000000000..dab0dd72cbd
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/strings/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"message","type":{"kind":"string","length":11},"visibility":"public"},{"name":"y","type":{"kind":"field"},"visibility":"private"},{"name":"hex_as_string","type":{"kind":"string","length":4},"visibility":"private"},{"name":"hex_as_field","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"hex_as_field":[17],"hex_as_string":[13,14,15,16],"message":[1,2,3,4,5,6,7,8,9,10,11],"y":[12]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/strings/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/strings/target/witness.tr
new file mode 100644
index 00000000000..d0f4c3b600f
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/strings/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/struct/target/main.json
new file mode 100644
index 00000000000..f0702af5d35
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/struct/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+2WTQ6CMBCFp6D4g7rxIi1tpd15FYl4/yMosSQjEjd9NZDwNp2weJ15Q770RERn+lYWzms4tbwY09ZVq7S6yco3zkpjm4tTTlln75XTunXG1b7xtfTK6FY9rNcP+ZYAeuXMS0aqeHmIkfnFYH4ZJ4Xsmfe7Gqkz9i0PZ5FgJhrcM8zxNPINenmKJa0S+K4J9/OnmnuN35FklpPPtBcafBnQqwDm9y/wAXv+AN+G1Qv4Ij2LECjad0vTBl839xa/o6TgQ2faKwf3iXzxISG6o/m9HpE98373rF4gGum5C4GifUuaNkS7uUv8jn5CNDaHkuYHAUFpIHBg9QKBSE8RAkX7HmnaEOj8jvgdJX1JoTPlegJxtsmfWBMAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/struct/target/witness.tr
new file mode 100644
index 00000000000..71a6b98c022
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/struct/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct_array_inputs/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_array_inputs/target/main.json
new file mode 100644
index 00000000000..16d2e5ab961
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_array_inputs/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"foos","type":{"kind":"array","length":3,"type":{"kind":"struct","fields":[{"name":"bar","type":{"kind":"field"}},{"name":"baz","type":{"kind":"field"}}]}},"visibility":"private"}],"param_witnesses":{"foos":[1,2,3,4,5,6]},"return_type":{"kind":"field"},"return_witnesses":[7]},"bytecode":"H4sIAAAAAAAA/62QQQ6EQAgE2XV1fQ4M4MDNrzhx/P8T1IjJ3LWTTh06qRBGAPjClTE4BD+xdUd/R/tmu9MF5yA+C/UvuobGxTiJ1JwqMS2YvJiiaJmMjNR0TcZcTSx78YxOwpU2dd5C9n/vLoTmv2dO9w6fLRrUiAEAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct_array_inputs/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_array_inputs/target/witness.tr
new file mode 100644
index 00000000000..82307dcb96e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_array_inputs/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct_fields_ordering/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_fields_ordering/target/main.json
new file mode 100644
index 00000000000..573b630fdc4
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_fields_ordering/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"y","type":{"kind":"struct","fields":[{"name":"foo","type":{"kind":"integer","sign":"unsigned","width":32}},{"name":"bar","type":{"kind":"field"}}]},"visibility":"public"}],"param_witnesses":{"y":[1,2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/+1USQ6DMAw0AVKqSn1Dn5CQBJxbvwJt+P8TurmSi7jhVBwYKXLkw9hjJ3MEgBN8UDyPoniBXyiKV4pmHWzBuJzpvE99m6yzg2njiMH4MHZo0QYM9xadS+ixj2PsTbTeJTuF6CYiKwW40vTGTZP+OQph/aUcl+H9Vgt3xXIlRZ1BE8zqzOd4XsiJFs+xpCoDbw1yjz+X7lp+R4ZRbn6mX0gbnxLsU4OY8Q3/Mj4NeYzvwO678a3k1DRQad4Gtm18L92N/I6yGp/kTBXrkX+eB1B0uWMmCgAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct_fields_ordering/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_fields_ordering/target/witness.tr
new file mode 100644
index 00000000000..4ca94e980e2
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_fields_ordering/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct_inputs/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_inputs/target/main.json
new file mode 100644
index 00000000000..5634656235b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_inputs/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"struct","fields":[{"name":"foo","type":{"kind":"integer","sign":"unsigned","width":32}},{"name":"bar","type":{"kind":"field"}},{"name":"message","type":{"kind":"string","length":5}}]},"visibility":"public"},{"name":"z","type":{"kind":"struct","fields":[{"name":"val","type":{"kind":"field"}},{"name":"array","type":{"kind":"array","length":2,"type":{"kind":"field"}}},{"name":"message","type":{"kind":"string","length":5}}]},"visibility":"public"},{"name":"a","type":{"kind":"struct","fields":[{"name":"bar_struct","type":{"kind":"struct","fields":[{"name":"val","type":{"kind":"field"}},{"name":"array","type":{"kind":"array","length":2,"type":{"kind":"field"}}},{"name":"message","type":{"kind":"string","length":5}}]}},{"name":"baz","type":{"kind":"field"}}]},"visibility":"public"}],"param_witnesses":{"a":[17,18,19,20,21,22,23,24,25],"x":[1],"y":[2,3,4,5,6,7,8],"z":[9,10,11,12,13,14,15,16]},"return_type":{"kind":"field"},"return_witnesses":[19]},"bytecode":"H4sIAAAAAAAA/+2c3VPTQBTFLy0tn6LyrYAgCIIgJE3aJoBQAfkQEBAQfBQtj/7/j3aHm8xNpuPLns1sZ3JnMrvLNKfnnl1+w2SG/CSiv/RUXa2rwNecWHe3rl6xLqXW5dS6J7XuFVeR7yfWLfH9PeIzJb5PVX/rGhBagyntZ6n1UGr9PLV+Ib6nLLwMstYQ3yM/F3kZbl0jQms0pT2WWo+n1hOp9aT4jj7hZZS1xvmeSUpWkccGj55T8/1mvdJ0PfeXUwkfgqrjVx9qgRu41aD6pxJ4XjPwg3r4ENad0PW9pvtYDb1H56n6hJajV+5LoK/XOF9OmXNPV1cqS0evXKRn6XdKzLt5LLQ5E2UDPVHqe9I5DrX5GfTLTWzSlAHdacIdflN9T+P3yBGS1mcaFRqi/cCeh4G+ZqjzIIr0LP2+EfMcopqaMxwoWneW7Iao6nsWv0dGIYrONCo0RAeAPY8Afc1R50EU6Vn6fSvmOUQ1Nec4ULTuPNkNUdX3PH6PjEIUnWlUhZRP5F+iuloL1HngQ3qWft+JeQ4+Tc0FDhStu0h2g0/1vYjfI6PgQ2caFRp8A0CtJWB+WYEP6DkBvvdinoNPU3OJA0XrLpPd4FN9L+P3yCj40JlGVQD77AP6XAFqZQW+FTIDvg9inoNPU3OFA0XrrpLd4FN9r+L3yCj40JlGVQT77AL6LAK11nA9ZgZRpGfp96OY5xDV1FzjQNG662Q3RFXf6/g9+i9EdXNYN+QT/ddjN7DnDYBW81FVGGYFvg0yAz65aTn4NDU3OFC0rkt2g0/17eL3yCj4KsD+I28V9uny6FGy0FAsAfPwCQbF31lB0SczUKyKeQ5FTU2fA0Xr1shuKKq+a/g9ig+qx55rPNYpWWjYlIF5BwSDTTUr2ARkBjahmOew0dQMOFC07ibZDRvV9yZ+j+KDWmfPmzxuUbLQsOkB5r1NnQebbTIDm09insNGU3ObA0Xr7pDdsFF97+D3KD6oW+x5h8ddShYaNr3AvBsEg00lK9g0yAxsPot5DhtNzQYHitbdI7tho3T28HsUH9Rd9rzH4z4lC93PPjjvqNBQHAX6PCAYFDN74H5AZqD4RcxzKGpqHnCgaN1DshuKqu9D/B4ZfeB+BOw/8nbEPg95PKZkoaE4BszjhGBQzOyB+wmZgeJXMc+hqKl5woGidU/Jbiiqvk/xexQf1GP2fMrjGSULDZtxYN7nBINNZs/AzskMbL6JeQ4bTc1zDhSte0F2w0b1fYHfo/ignrHnCx4vKVlo2EwA876izoPNFZmBzXcxz2GjqXnFgaJ1r8lu2Ki+r/F7FB/US/Z8zeMNJQsNm0lg3rcEg01mD9xvyQxsfoh5DhtNzVsOFK17R3bDRvV9h9+j+KDesOc7Hu8pWeh+7oF5Ry+5VL9U6pC3ezmo+j/H6IWg7V7YqV4+Gb2ks91LNF+JDNRn/gHuQ+wx/VQAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/struct_inputs/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_inputs/target/witness.tr
new file mode 100644
index 00000000000..6ddf16de41f
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/struct_inputs/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/submodules/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/submodules/target/main.json
new file mode 100644
index 00000000000..6852d8455f6
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/submodules/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":1},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":1},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/81SSQ7DIAw0Weitb7FZgrn1K0Ul/39CKyVIFsqtRspIyODDmJmxBYAHHDC/M53ViHfrgaivs3rcQqjJVfL0RpcLRwyxbExMkePHsfeVA6dccsJMwVfaY/Y7Hmgz5o4X/wMZRa5JUe+syGVFHhJG2ctZjwvlf5eL+yR6bSfsAE3Qzel9fF70VIePCGkZwLuC3sKO0r3qZ4SC8vaeSnwBymcsatEFAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/submodules/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/submodules/target/witness.tr
new file mode 100644
index 00000000000..2d05a243aef
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/submodules/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_be_bytes/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/to_be_bytes/target/main.json
new file mode 100644
index 00000000000..bf5d3f822cd
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/to_be_bytes/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"array","length":31,"type":{"kind":"integer","sign":"unsigned","width":8}},"return_witnesses":[32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3,2]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_be_bytes/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/to_be_bytes/target/witness.tr
new file mode 100644
index 00000000000..2b40f24c5fc
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/to_be_bytes/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_bits/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bits/target/main.json
new file mode 100644
index 00000000000..d1dbb3968e9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bits/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NkwA0A9IrFgRwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_bits/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bits/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bits/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_bytes_integration/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bytes_integration/target/main.json
new file mode 100644
index 00000000000..ea0a7e0bcba
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bytes_integration/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"a","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"a":[2],"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_bytes_integration/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bytes_integration/target/witness.tr
new file mode 100644
index 00000000000..8cb0dd46219
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/to_bytes_integration/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_le_bytes/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/to_le_bytes/target/main.json
new file mode 100644
index 00000000000..b78cd5bfbc3
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/to_le_bytes/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":{"kind":"array","length":4,"type":{"kind":"integer","sign":"unsigned","width":8}},"return_witnesses":[2,3,4,33]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/to_le_bytes/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/to_le_bytes/target/witness.tr
new file mode 100644
index 00000000000..aed1127db2e
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/to_le_bytes/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/tuples/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/tuples/target/main.json
new file mode 100644
index 00000000000..f0104d96112
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/tuples/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/tuples/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/tuples/target/witness.tr
new file mode 100644
index 00000000000..b1d464bb89d
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/tuples/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/unconstrained_empty/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/unconstrained_empty/target/main.json
new file mode 100644
index 00000000000..1e4d4119abd
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/unconstrained_empty/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/62OyQkAIAwEJ3j9rEU7sP+qDJiHiL7MQMhnmV0BhEXmTbxkhv32SVJHMFfVK9sm77J+eidxBFAoAQEAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/unconstrained_empty/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/unconstrained_empty/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/unconstrained_empty/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/unit/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/unit/target/main.json
new file mode 100644
index 00000000000..d1dbb3968e9
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/unit/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[],"param_witnesses":{},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NkwA0A9IrFgRwAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/unit/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/unit/target/witness.tr
new file mode 100644
index 00000000000..4e90289d5e1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/unit/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/vectors/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/vectors/target/main.json
new file mode 100644
index 00000000000..6f8083c126c
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/vectors/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/2NmQABGKM2EJAYAy/hJWSAAAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/vectors/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/vectors/target/witness.tr
new file mode 100644
index 00000000000..3530c6f59c1
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/vectors/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/workspace_default_member/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/workspace_default_member/target/main.json
new file mode 100644
index 00000000000..733ceee98d8
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/workspace_default_member/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"field"},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/7WTMRLEIAhFMYmWexYQjdjtVdZZc/8jJIWFk9gFaXAsHvwPOACw8Iy15W/L+C7IdCzGPYSafCWmH/pcJGKIZRcSihL/XpirBEm55ISZAlc6YuajwRZF1qqnEd3FMAMvjbKXmj33/W6D9zLYCTdBE9zq3H38DP5Ui88Y0jaBa0Fv+Wfptvozwg756PmtDxb0D6o/nBOuGXV3ZQUAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/workspace_default_member/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/workspace_default_member/target/witness.tr
new file mode 100644
index 00000000000..a51064da4b6
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/workspace_default_member/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/xor/target/main.json b/crates/nargo_cli/tests/test_data_ssa_refactor/xor/target/main.json
new file mode 100644
index 00000000000..dd7dcad973b
--- /dev/null
+++ b/crates/nargo_cli/tests/test_data_ssa_refactor/xor/target/main.json
@@ -0,0 +1 @@
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"private"},{"name":"y","type":{"kind":"integer","sign":"unsigned","width":32},"visibility":"public"}],"param_witnesses":{"x":[1],"y":[2]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/7VTSw4CIQzt/NCVZ/AI7QBD2XkViXD/I2gUk4qzm/ISUlqS18+jJwA4wwfD64zVXoU/Cn8Q79/4BL8Yq71Vi8dAk+CyuDmXw5rJ0h3XmNij82ljYvLsHytbm9lxiCkGjORspuKjLZVsVuDK5Y1g6ixaDMr9z3pcKOtdxH1utAOhq+nQEzR52jledmKqyXuItHTgNaD3+Xv1bfQ1QkH5V/PRORjQXyi5OE+QKW5cVQUAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/test_data_ssa_refactor/xor/target/witness.tr b/crates/nargo_cli/tests/test_data_ssa_refactor/xor/target/witness.tr
new file mode 100644
index 00000000000..33813f242f6
Binary files /dev/null and b/crates/nargo_cli/tests/test_data_ssa_refactor/xor/target/witness.tr differ
diff --git a/crates/noirc_driver/src/lib.rs b/crates/noirc_driver/src/lib.rs
index e12b6ec00db..92519da9ab3 100644
--- a/crates/noirc_driver/src/lib.rs
+++ b/crates/noirc_driver/src/lib.rs
@@ -22,7 +22,7 @@ mod program;
 pub use contract::{CompiledContract, ContractFunction, ContractFunctionType};
 pub use program::CompiledProgram;
 
-#[derive(Args, Clone, Debug, Serialize, Deserialize)]
+#[derive(Args, Clone, Debug, Default, Serialize, Deserialize)]
 pub struct CompileOptions {
     /// Emit debug information for the intermediate SSA IR
     #[arg(short, long)]
@@ -39,28 +39,11 @@ pub struct CompileOptions {
     #[arg(short, long)]
     pub deny_warnings: bool,
 
-    /// Display output of `println` statements
-    #[arg(long)]
-    pub show_output: bool,
-
     /// Compile and optimize using the new experimental SSA pass
     #[arg(long)]
     pub experimental_ssa: bool,
 }
 
-impl Default for CompileOptions {
-    fn default() -> Self {
-        Self {
-            show_ssa: false,
-            show_brillig: false,
-            print_acir: false,
-            deny_warnings: false,
-            show_output: true,
-            experimental_ssa: false,
-        }
-    }
-}
-
 /// Helper type used to signify where only warnings are expected in file diagnostics
 pub type Warnings = Vec<FileDiagnostic>;
 
@@ -216,7 +199,7 @@ pub fn compile_main(
         }
     };
 
-    let compiled_program = compile_no_check(context, options, main)?;
+    let compiled_program = compile_no_check(context, true, options, main)?;
 
     if options.print_acir {
         println!("Compiled ACIR for main:");
@@ -283,7 +266,7 @@ fn compile_contract(
     let mut errs = Vec::new();
     for function_id in &contract.functions {
         let name = context.function_name(function_id).to_owned();
-        let function = match compile_no_check(context, options, *function_id) {
+        let function = match compile_no_check(context, true, options, *function_id) {
             Ok(function) => function,
             Err(err) => {
                 errs.push(err);
@@ -320,20 +303,16 @@ fn compile_contract(
 #[allow(deprecated)]
 pub fn compile_no_check(
     context: &Context,
+    show_output: bool,
     options: &CompileOptions,
     main_function: FuncId,
 ) -> Result<CompiledProgram, FileDiagnostic> {
     let program = monomorphize(main_function, &context.def_interner);
 
     let (circuit, debug, abi) = if options.experimental_ssa {
-        experimental_create_circuit(
-            program,
-            options.show_ssa,
-            options.show_brillig,
-            options.show_output,
-        )?
+        experimental_create_circuit(program, options.show_ssa, options.show_brillig, show_output)?
     } else {
-        create_circuit(program, options.show_ssa, options.show_output)?
+        create_circuit(program, options.show_ssa, show_output)?
     };
 
     if options.print_acir {
diff --git a/crates/noirc_evaluator/src/brillig/brillig_gen/brillig_block.rs b/crates/noirc_evaluator/src/brillig/brillig_gen/brillig_block.rs
index 3beae3db64b..6d2112b7933 100644
--- a/crates/noirc_evaluator/src/brillig/brillig_gen/brillig_block.rs
+++ b/crates/noirc_evaluator/src/brillig/brillig_gen/brillig_block.rs
@@ -5,7 +5,7 @@ use crate::brillig::brillig_ir::{
     BrilligBinaryOp, BrilligContext, BRILLIG_INTEGER_ARITHMETIC_BIT_SIZE,
 };
 use crate::ssa_refactor::ir::function::FunctionId;
-use crate::ssa_refactor::ir::instruction::Intrinsic;
+use crate::ssa_refactor::ir::instruction::{Endian, Intrinsic};
 use crate::ssa_refactor::ir::{
     basic_block::{BasicBlock, BasicBlockId},
     dfg::DataFlowGraph,
@@ -327,6 +327,45 @@ impl<'block> BrilligBlock<'block> {
                         arguments,
                     );
                 }
+                Value::Intrinsic(Intrinsic::ToRadix(endianness)) => {
+                    let source = self.convert_ssa_register_value(arguments[0], dfg);
+                    let radix = self.convert_ssa_register_value(arguments[1], dfg);
+                    let limb_count = self.convert_ssa_register_value(arguments[2], dfg);
+                    let target_slice = self.function_context.create_variable(
+                        self.brillig_context,
+                        dfg.instruction_results(instruction_id)[0],
+                        dfg,
+                    );
+
+                    self.brillig_context.radix_instruction(
+                        source,
+                        self.function_context.extract_heap_vector(target_slice),
+                        radix,
+                        limb_count,
+                        matches!(endianness, Endian::Big),
+                    );
+                }
+                Value::Intrinsic(Intrinsic::ToBits(endianness)) => {
+                    let source = self.convert_ssa_register_value(arguments[0], dfg);
+                    let limb_count = self.convert_ssa_register_value(arguments[1], dfg);
+                    let target_slice = self.function_context.create_variable(
+                        self.brillig_context,
+                        dfg.instruction_results(instruction_id)[0],
+                        dfg,
+                    );
+
+                    let radix = self.brillig_context.make_constant(2_usize.into());
+
+                    self.brillig_context.radix_instruction(
+                        source,
+                        self.function_context.extract_heap_vector(target_slice),
+                        radix,
+                        limb_count,
+                        matches!(endianness, Endian::Big),
+                    );
+
+                    self.brillig_context.deallocate_register(radix);
+                }
                 _ => {
                     unreachable!("unsupported function call type {:?}", dfg[*func])
                 }
diff --git a/crates/noirc_evaluator/src/brillig/brillig_ir.rs b/crates/noirc_evaluator/src/brillig/brillig_ir.rs
index 2de3aeb16dc..ce371a05647 100644
--- a/crates/noirc_evaluator/src/brillig/brillig_ir.rs
+++ b/crates/noirc_evaluator/src/brillig/brillig_ir.rs
@@ -230,43 +230,57 @@ impl BrilligContext {
             destination_pointer,
             num_elements_register,
         );
-        let index_register = self.make_constant(0_u128.into());
+
+        let value_register = self.allocate_register();
+
+        self.loop_instruction(num_elements_register, |ctx, iterator| {
+            ctx.array_get(source_pointer, iterator, value_register);
+            ctx.array_set(destination_pointer, iterator, value_register);
+        });
+
+        self.deallocate_register(value_register);
+    }
+
+    /// This instruction will issue a loop that will iterate iteration_count times
+    /// The body of the loop should be issued by the caller in the on_iteration closure.
+    fn loop_instruction<F>(&mut self, iteration_count: RegisterIndex, on_iteration: F)
+    where
+        F: FnOnce(&mut BrilligContext, RegisterIndex),
+    {
+        let iterator_register = self.make_constant(0_u128.into());
 
         let loop_label = self.next_section_label();
         self.enter_next_section();
 
         // Loop body
 
-        // Check if index < num_elements
-        let index_less_than_array_len = self.allocate_register();
+        // Check if iterator < iteration_count
+        let iterator_less_than_iterations = self.allocate_register();
         self.memory_op(
-            index_register,
-            num_elements_register,
-            index_less_than_array_len,
+            iterator_register,
+            iteration_count,
+            iterator_less_than_iterations,
             BinaryIntOp::LessThan,
         );
 
         let exit_loop_label = self.next_section_label();
 
-        self.not_instruction(index_less_than_array_len, 1, index_less_than_array_len);
-        self.jump_if_instruction(index_less_than_array_len, exit_loop_label);
+        self.not_instruction(iterator_less_than_iterations, 1, iterator_less_than_iterations);
+        self.jump_if_instruction(iterator_less_than_iterations, exit_loop_label);
 
-        // Copy the element from source to destination
-        let value_register = self.allocate_register();
-        self.array_get(source_pointer, index_register, value_register);
-        self.array_set(destination_pointer, index_register, value_register);
+        // Call the on iteration function
+        on_iteration(self, iterator_register);
 
-        // Increment the index register
-        self.usize_op_in_place(index_register, BinaryIntOp::Add, 1);
+        // Increment the iterator register
+        self.usize_op_in_place(iterator_register, BinaryIntOp::Add, 1);
 
         self.jump_instruction(loop_label);
 
         // Exit the loop
         self.enter_next_section();
         // Deallocate our temporary registers
-        self.deallocate_register(index_less_than_array_len);
-        self.deallocate_register(value_register);
-        self.deallocate_register(index_register);
+        self.deallocate_register(iterator_less_than_iterations);
+        self.deallocate_register(iterator_register);
     }
 
     /// Adds a label to the next opcode
@@ -853,6 +867,92 @@ impl BrilligContext {
         self.debug_show.black_box_op_instruction(op);
         self.push_opcode(BrilligOpcode::BlackBox(op));
     }
+
+    /// Issues a to_radix instruction. This instruction will write the modulus of the source register
+    /// And the radix register limb_count times to the target vector.
+    pub(crate) fn radix_instruction(
+        &mut self,
+        source: RegisterIndex,
+        target_vector: HeapVector,
+        radix: RegisterIndex,
+        limb_count: RegisterIndex,
+        big_endian: bool,
+    ) {
+        self.mov_instruction(target_vector.size, limb_count);
+        self.allocate_array_instruction(target_vector.pointer, target_vector.size);
+
+        let shifted_register = self.allocate_register();
+        self.mov_instruction(shifted_register, source);
+
+        let modulus_register: RegisterIndex = self.allocate_register();
+
+        self.loop_instruction(target_vector.size, |ctx, iterator_register| {
+            // Compute the modulus
+            ctx.modulo_instruction(
+                modulus_register,
+                shifted_register,
+                radix,
+                FieldElement::max_num_bits(),
+                false,
+            );
+            // Write it
+            ctx.array_set(target_vector.pointer, iterator_register, modulus_register);
+            // Integer div the field
+            ctx.binary_instruction(
+                shifted_register,
+                radix,
+                shifted_register,
+                BrilligBinaryOp::Integer {
+                    op: BinaryIntOp::UnsignedDiv,
+                    bit_size: FieldElement::max_num_bits(),
+                },
+            );
+        });
+
+        // Deallocate our temporary registers
+        self.deallocate_register(shifted_register);
+        self.deallocate_register(modulus_register);
+
+        if big_endian {
+            self.reverse_vector_in_place_instruction(target_vector);
+        }
+    }
+
+    /// This instruction will reverse the order of the elements in a vector.
+    pub(crate) fn reverse_vector_in_place_instruction(&mut self, vector: HeapVector) {
+        let iteration_count = self.allocate_register();
+        self.usize_op(vector.size, iteration_count, BinaryIntOp::UnsignedDiv, 2);
+
+        let start_value_register = self.allocate_register();
+        let index_at_end_of_array = self.allocate_register();
+        let end_value_register = self.allocate_register();
+
+        self.loop_instruction(iteration_count, |ctx, iterator_register| {
+            // Load both values
+            ctx.array_get(vector.pointer, iterator_register, start_value_register);
+
+            // The index at the end of array is size - 1 - iterator
+            ctx.mov_instruction(index_at_end_of_array, vector.size);
+            ctx.usize_op_in_place(index_at_end_of_array, BinaryIntOp::Sub, 1);
+            ctx.memory_op(
+                index_at_end_of_array,
+                iterator_register,
+                index_at_end_of_array,
+                BinaryIntOp::Sub,
+            );
+
+            ctx.array_get(vector.pointer, index_at_end_of_array, end_value_register);
+
+            // Write both values
+            ctx.array_set(vector.pointer, iterator_register, end_value_register);
+            ctx.array_set(vector.pointer, index_at_end_of_array, start_value_register);
+        });
+
+        self.deallocate_register(iteration_count);
+        self.deallocate_register(start_value_register);
+        self.deallocate_register(end_value_register);
+        self.deallocate_register(index_at_end_of_array);
+    }
 }
 
 /// Type to encapsulate the binary operation types in Brillig
diff --git a/crates/noirc_evaluator/src/ssa_refactor/acir_gen/acir_ir/acir_variable.rs b/crates/noirc_evaluator/src/ssa_refactor/acir_gen/acir_ir/acir_variable.rs
index 61c3386ccbd..3580639893f 100644
--- a/crates/noirc_evaluator/src/ssa_refactor/acir_gen/acir_ir/acir_variable.rs
+++ b/crates/noirc_evaluator/src/ssa_refactor/acir_gen/acir_ir/acir_variable.rs
@@ -1,8 +1,10 @@
 use super::{errors::AcirGenError, generated_acir::GeneratedAcir};
 use crate::brillig::brillig_gen::brillig_directive;
-use crate::ssa_refactor::acir_gen::AcirValue;
+use crate::ssa_refactor::acir_gen::{AcirDynamicArray, AcirValue};
 use crate::ssa_refactor::ir::types::Type as SsaType;
 use crate::ssa_refactor::ir::{instruction::Endian, types::NumericType};
+use acvm::acir::circuit::opcodes::{BlockId, MemOp};
+use acvm::acir::circuit::Opcode;
 use acvm::acir::{
     brillig::Opcode as BrilligOpcode,
     circuit::brillig::{BrilligInputs, BrilligOutputs},
@@ -173,7 +175,7 @@ impl AcirContext {
         let field_type = AcirType::NumericType(NumericType::NativeField);
 
         let results = self.brillig(
-            Some(predicate),
+            predicate,
             inverse_code,
             vec![AcirValue::Var(var, field_type.clone())],
             vec![field_type],
@@ -210,7 +212,9 @@ impl AcirContext {
         assert_eq!(results.len(), 1);
         match results[0] {
             AcirValue::Var(var, _) => var,
-            AcirValue::Array(_) => unreachable!("ICE - expected a variable"),
+            AcirValue::DynamicArray(_) | AcirValue::Array(_) => {
+                unreachable!("ICE - expected a variable")
+            }
         }
     }
 
@@ -789,6 +793,7 @@ impl AcirContext {
                     Self::flatten_value(acir_vars, value);
                 }
             }
+            AcirValue::DynamicArray(_) => unreachable!("Cannot flatten a dynamic array"),
         }
     }
 
@@ -810,7 +815,7 @@ impl AcirContext {
 
     pub(crate) fn brillig(
         &mut self,
-        predicate: Option<AcirVar>,
+        predicate: AcirVar,
         code: Vec<BrilligOpcode>,
         inputs: Vec<AcirValue>,
         outputs: Vec<AcirType>,
@@ -826,6 +831,11 @@ impl AcirContext {
                 }
                 BrilligInputs::Array(var_expressions)
             }
+            AcirValue::DynamicArray(_) => {
+                let mut var_expressions = Vec::new();
+                self.brillig_array_input(&mut var_expressions, i);
+                BrilligInputs::Array(var_expressions)
+            }
         });
 
         let mut b_outputs = Vec::new();
@@ -851,13 +861,13 @@ impl AcirContext {
                 AcirValue::Array(array_values)
             }
         });
-        let predicate = predicate.map(|var| self.vars[&var].to_expression().into_owned());
-        self.acir_ir.brillig(predicate, code, b_inputs, b_outputs);
+        let predicate = self.vars[&predicate].to_expression().into_owned();
+        self.acir_ir.brillig(Some(predicate), code, b_inputs, b_outputs);
 
         outputs_var
     }
 
-    fn brillig_array_input(&self, var_expressions: &mut Vec<Expression>, input: AcirValue) {
+    fn brillig_array_input(&mut self, var_expressions: &mut Vec<Expression>, input: AcirValue) {
         match input {
             AcirValue::Var(var, _) => {
                 var_expressions.push(self.vars[&var].to_expression().into_owned());
@@ -867,6 +877,24 @@ impl AcirContext {
                     self.brillig_array_input(var_expressions, var);
                 }
             }
+            AcirValue::DynamicArray(AcirDynamicArray { block_id, len }) => {
+                for i in 0..len {
+                    // We generate witnesses corresponding to the array values
+                    let index = AcirValue::Var(
+                        self.add_constant(FieldElement::from(i as u128)),
+                        AcirType::NumericType(NumericType::NativeField),
+                    );
+                    let index_var = index.into_var();
+
+                    let value_read_var = self.read_from_memory(block_id, &index_var);
+                    let value_read = AcirValue::Var(
+                        value_read_var,
+                        AcirType::NumericType(NumericType::NativeField),
+                    );
+
+                    self.brillig_array_input(var_expressions, value_read);
+                }
+            }
         }
     }
 
@@ -901,6 +929,11 @@ impl AcirContext {
 
         Ok(outputs_var)
     }
+    /// Converts an AcirVar to a Witness
+    fn var_to_witness(&mut self, var: AcirVar) -> Witness {
+        let var_data = self.vars.get(&var).expect("ICE: undeclared AcirVar");
+        self.acir_ir.get_or_create_witness(&var_data.to_expression())
+    }
 
     /// Constrain lhs to be less than rhs
     fn less_than_constrain(
@@ -913,6 +946,72 @@ impl AcirContext {
         let lhs_less_than_rhs = self.more_than_eq_var(rhs, lhs, bit_size, predicate)?;
         self.maybe_eq_predicate(lhs_less_than_rhs, predicate)
     }
+
+    /// Returns a Variable that is constrained to be the result of reading
+    /// from the memory `block_id` at the given `index`.
+    pub(crate) fn read_from_memory(&mut self, block_id: BlockId, index: &AcirVar) -> AcirVar {
+        // Fetch the witness corresponding to the index
+        let index_witness = self.var_to_witness(*index);
+
+        // Create a Variable to hold the result of the read and extract the corresponding Witness
+        let value_read_var = self.add_variable();
+        let value_read_witness = self.var_to_witness(value_read_var);
+
+        // Add the memory read operation to the list of opcodes
+        let read_op = Expression::zero();
+        let op = MemOp {
+            operation: read_op,
+            index: index_witness.into(),
+            value: value_read_witness.into(),
+        };
+        self.acir_ir.opcodes.push(Opcode::MemoryOp { block_id, op });
+
+        value_read_var
+    }
+
+    /// Constrains the Variable `value` to be the new value located at `index` in the memory `block_id`.
+    pub(crate) fn write_to_memory(&mut self, block_id: BlockId, index: &AcirVar, value: &AcirVar) {
+        // Fetch the witness corresponding to the index
+        //
+        let index_witness = self.var_to_witness(*index);
+
+        // Fetch the witness corresponding to the value to be written
+        let value_write_witness = self.var_to_witness(*value);
+
+        // Add the memory write operation to the list of opcodes
+        let write_op = Expression::one();
+        let op = MemOp {
+            operation: write_op,
+            index: index_witness.into(),
+            value: value_write_witness.into(),
+        };
+        self.acir_ir.opcodes.push(Opcode::MemoryOp { block_id, op });
+    }
+
+    /// Initializes an array in memory with the given values `optional_values`.
+    /// If `optional_values` is empty, then the array is initialized with zeros.
+    pub(crate) fn initialize_array(
+        &mut self,
+        block_id: BlockId,
+        len: usize,
+        optional_values: Option<&[AcirValue]>,
+    ) {
+        // If the optional values are supplied, then we fill the initialized
+        // array with those values. If not, then we fill it with zeros.
+        let initialized_values = match optional_values {
+            None => {
+                let zero = self.add_constant(FieldElement::zero());
+                let zero_witness = self.var_to_witness(zero);
+                vec![zero_witness; len]
+            }
+            Some(optional_values) => vecmap(optional_values, |value| {
+                let value = value.clone().into_var();
+                self.var_to_witness(value)
+            }),
+        };
+
+        self.acir_ir.opcodes.push(Opcode::MemoryInit { block_id, init: initialized_values });
+    }
 }
 
 /// Enum representing the possible values that a
diff --git a/crates/noirc_evaluator/src/ssa_refactor/acir_gen/mod.rs b/crates/noirc_evaluator/src/ssa_refactor/acir_gen/mod.rs
index 0e665466d42..99c69ce8ae5 100644
--- a/crates/noirc_evaluator/src/ssa_refactor/acir_gen/mod.rs
+++ b/crates/noirc_evaluator/src/ssa_refactor/acir_gen/mod.rs
@@ -1,6 +1,7 @@
 //! This file holds the pass to convert from Noir's SSA IR to ACIR.
 
-use std::collections::HashMap;
+use std::collections::{HashMap, HashSet};
+use std::fmt::Debug;
 
 use crate::{
     brillig::{
@@ -28,7 +29,7 @@ use super::{
     ssa_gen::Ssa,
 };
 use acvm::{
-    acir::{brillig::Opcode, native_types::Expression},
+    acir::{brillig::Opcode, circuit::opcodes::BlockId, native_types::Expression},
     FieldElement,
 };
 use iter_extended::{try_vecmap, vecmap};
@@ -55,19 +56,44 @@ struct Context {
 
     /// Manages and builds the `AcirVar`s to which the converted SSA values refer.
     acir_context: AcirContext,
+
+    /// Track initialized acir dynamic arrays
+    ///
+    /// An acir array must start with a MemoryInit ACIR opcodes
+    /// and then have MemoryOp opcodes
+    /// This set is used to ensure that a MemoryOp opcode is only pushed to the circuit
+    /// if there is already a MemoryInit opcode.
+    initialized_arrays: HashSet<BlockId>,
+}
+
+#[derive(Clone)]
+pub(crate) struct AcirDynamicArray {
+    /// Identification for the Acir dynamic array
+    /// This is essentially a ACIR pointer to the array
+    block_id: BlockId,
+    /// Length of the array
+    len: usize,
+}
+impl Debug for AcirDynamicArray {
+    fn fmt(&self, f: &mut core::fmt::Formatter<'_>) -> core::fmt::Result {
+        write!(f, "id: {}, len: {}", self.block_id.0, self.len)
+    }
 }
 
 #[derive(Debug, Clone)]
 pub(crate) enum AcirValue {
     Var(AcirVar, AcirType),
     Array(im::Vector<AcirValue>),
+    DynamicArray(AcirDynamicArray),
 }
 
 impl AcirValue {
     fn into_var(self) -> AcirVar {
         match self {
             AcirValue::Var(var, _) => var,
-            AcirValue::Array(_) => panic!("Called AcirValue::into_var on an array"),
+            AcirValue::DynamicArray(_) | AcirValue::Array(_) => {
+                panic!("Called AcirValue::into_var on an array")
+            }
         }
     }
 
@@ -75,6 +101,7 @@ impl AcirValue {
         match self {
             AcirValue::Var(var, typ) => vec![(var, typ)],
             AcirValue::Array(array) => array.into_iter().flat_map(AcirValue::flatten).collect(),
+            AcirValue::DynamicArray(_) => unimplemented!("Cannot flatten a dynamic array"),
         }
     }
 }
@@ -116,7 +143,12 @@ impl Context {
         let mut acir_context = AcirContext::default();
         let current_side_effects_enabled_var = acir_context.add_constant(FieldElement::one());
 
-        Context { ssa_values: HashMap::new(), current_side_effects_enabled_var, acir_context }
+        Context {
+            ssa_values: HashMap::new(),
+            current_side_effects_enabled_var,
+            acir_context,
+            initialized_arrays: HashSet::new(),
+        }
     }
 
     /// Converts SSA into ACIR
@@ -171,7 +203,8 @@ impl Context {
 
         let code = self.gen_brillig_for(main_func, &brillig);
 
-        let output_values = self.acir_context.brillig(None, code, inputs, outputs);
+        let output_values =
+            self.acir_context.brillig(self.current_side_effects_enabled_var, code, inputs, outputs);
         let output_vars: Vec<_> = output_values
             .iter()
             .flat_map(|value| value.clone().flatten())
@@ -194,6 +227,17 @@ impl Context {
         for param_id in params {
             let typ = dfg.type_of_value(*param_id);
             let value = self.convert_ssa_block_param(&typ)?;
+            match &value {
+                AcirValue::Var(_, _) => (),
+                AcirValue::Array(values) => {
+                    let block_id = BlockId(param_id.to_usize() as u32);
+                    let v = vecmap(values, |v| v.clone());
+                    self.initialize_array(block_id, values.len(), Some(&v));
+                }
+                AcirValue::DynamicArray(_) => unreachable!(
+                    "The dynamic array type is created in Acir gen and therefore cannot be a block parameter"
+                ),
+            }
             self.ssa_values.insert(*param_id, value);
         }
         Ok(())
@@ -284,7 +328,7 @@ impl Context {
 
                                 let outputs: Vec<AcirType> = vecmap(result_ids, |result_id| dfg.type_of_value(*result_id).into());
 
-                                let output_values = self.acir_context.brillig(Some(self.current_side_effects_enabled_var), code, inputs, outputs);
+                                let output_values = self.acir_context.brillig(self.current_side_effects_enabled_var, code, inputs, outputs);
 
                                 // Compiler sanity check
                                 assert_eq!(result_ids.len(), output_values.len(), "ICE: The number of Brillig output values should match the result ids in SSA");
@@ -384,36 +428,174 @@ impl Context {
         store_value: Option<ValueId>,
         dfg: &DataFlowGraph,
     ) -> Result<(), AcirGenError> {
-        let array = self.convert_array_value(array, dfg);
-        let index = dfg
-            .get_numeric_constant(index)
-            .expect("Expected array index to be a known constant")
-            .try_to_u64()
-            .expect("Expected array index to fit into a u64") as usize;
-
-        let array_size = array.len();
-        if index >= array_size {
-            // Ignore the error if side effects are disabled.
-            if self.acir_context.is_constant_one(&self.current_side_effects_enabled_var) {
-                let location = self.acir_context.get_location();
-                return Err(AcirGenError::IndexOutOfBounds { index, array_size, location });
-            }
-            let result_type = dfg.type_of_value(dfg.instruction_results(instruction)[0]);
-            let value = self.create_default_value(&result_type)?;
-            self.define_result(dfg, instruction, value);
-            return Ok(());
+        let index_const = dfg.get_numeric_constant(index);
+
+        match self.convert_value(array, dfg) {
+            AcirValue::Var(acir_var, _) => panic!("Expected an array value, found: {acir_var:?}"),
+            AcirValue::Array(array) => {
+                if let Some(index_const) = index_const {
+                    let array_size = array.len();
+                    let index =
+                        index_const.try_to_u64().expect("Expected array index to fit into a u64")
+                            as usize;
+                    if index >= array_size {
+                        // Ignore the error if side effects are disabled.
+                        if self.acir_context.is_constant_one(&self.current_side_effects_enabled_var)
+                        {
+                            let location = self.acir_context.get_location();
+                            return Err(AcirGenError::IndexOutOfBounds {
+                                index,
+                                array_size,
+                                location,
+                            });
+                        }
+                        let result_type =
+                            dfg.type_of_value(dfg.instruction_results(instruction)[0]);
+                        let value = self.create_default_value(&result_type)?;
+                        self.define_result(dfg, instruction, value);
+                        return Ok(());
+                    }
+
+                    let value = match store_value {
+                        Some(store_value) => {
+                            let store_value = self.convert_value(store_value, dfg);
+                            AcirValue::Array(array.update(index, store_value))
+                        }
+                        None => array[index].clone(),
+                    };
+
+                    self.define_result(dfg, instruction, value);
+                    return Ok(());
+                }
+            }
+            AcirValue::DynamicArray(_) => (),
+        }
+
+        if let Some(store) = store_value {
+            self.array_set(instruction, array, index, store, dfg);
+        } else {
+            self.array_get(instruction, array, index, dfg);
+        }
+
+        Ok(())
+    }
+
+    /// Generates a read opcode for the array
+    fn array_get(
+        &mut self,
+        instruction: InstructionId,
+        array: ValueId,
+        index: ValueId,
+        dfg: &DataFlowGraph,
+    ) {
+        let array = dfg.resolve(array);
+        let block_id = BlockId(array.to_usize() as u32);
+        if !self.initialized_arrays.contains(&block_id) {
+            match &dfg[array] {
+                Value::Array { array, .. } => {
+                    let values: Vec<AcirValue> =
+                        array.iter().map(|i| self.convert_value(*i, dfg)).collect();
+                    self.initialize_array(block_id, array.len(), Some(&values));
+                }
+                _ => panic!("reading uninitialized array"),
+            }
         }
 
-        let value = match store_value {
-            Some(store_value) => {
-                let store_value = self.convert_value(store_value, dfg);
-                AcirValue::Array(array.update(index, store_value))
+        let index_var = self.convert_value(index, dfg).into_var();
+        let read = self.acir_context.read_from_memory(block_id, &index_var);
+        let typ = match dfg.type_of_value(array) {
+            Type::Array(typ, _) => {
+                if typ.len() != 1 {
+                    unimplemented!(
+                        "Non-const array indices is not implemented for non-homogenous array"
+                    );
+                }
+                typ[0].clone()
             }
-            None => array[index].clone(),
+            _ => unreachable!("ICE - expected an array"),
         };
+        let typ = AcirType::from(typ);
+        self.define_result(dfg, instruction, AcirValue::Var(read, typ));
+    }
 
-        self.define_result(dfg, instruction, value);
-        Ok(())
+    /// Copy the array and generates a write opcode on the new array
+    ///
+    /// Note: Copying the array is inefficient and is not the way we want to do it in the end.
+    fn array_set(
+        &mut self,
+        instruction: InstructionId,
+        array: ValueId,
+        index: ValueId,
+        store_value: ValueId,
+        dfg: &DataFlowGraph,
+    ) {
+        // Fetch the internal SSA ID for the array
+        let array = dfg.resolve(array);
+        let array_ssa_id = array.to_usize() as u32;
+
+        // Use the SSA ID to create a block ID
+        // There is currently a 1-1 mapping from array SSA ID to block ID
+        let block_id = BlockId(array_ssa_id);
+
+        // Every array has a length in its type, so we fetch that from
+        // the SSA IR.
+        let len = match dfg.type_of_value(array) {
+            Type::Array(_, len) => len,
+            _ => unreachable!("ICE - expected an array"),
+        };
+
+        // Check if the array has already been initialized in ACIR gen
+        // if not, we initialize it using the values from SSA
+        let already_initialized = self.initialized_arrays.contains(&block_id);
+        if !already_initialized {
+            match &dfg[array] {
+                Value::Array { array, .. } => {
+                    let values: Vec<AcirValue> =
+                        array.iter().map(|i| self.convert_value(*i, dfg)).collect();
+                    self.initialize_array(block_id, array.len(), Some(&values));
+                }
+                _ => panic!("Array {} should be initialized", array),
+            }
+        }
+
+        // Since array_set creates a new array, we create a new block ID for this
+        // array.
+        let result_id = dfg
+            .instruction_results(instruction)
+            .first()
+            .expect("Array set does not have one result");
+        let result_array_id = result_id.to_usize() as u32;
+        let result_block_id = BlockId(result_array_id);
+
+        // Initialize the new array with zero values
+        self.initialize_array(result_block_id, len, None);
+
+        // Copy the values from the old array into the newly created zeroed array
+        for i in 0..len {
+            let index = AcirValue::Var(
+                self.acir_context.add_constant(FieldElement::from(i as u128)),
+                AcirType::NumericType(NumericType::NativeField),
+            );
+            let var = index.into_var();
+            let read = self.acir_context.read_from_memory(block_id, &var);
+            self.acir_context.write_to_memory(result_block_id, &var, &read);
+        }
+
+        // Write the new value into the new array at the specified index
+        let index_var = self.convert_value(index, dfg).into_var();
+        let value_var = self.convert_value(store_value, dfg).into_var();
+        self.acir_context.write_to_memory(result_block_id, &index_var, &value_var);
+
+        let result_value =
+            AcirValue::DynamicArray(AcirDynamicArray { block_id: result_block_id, len });
+        self.define_result(dfg, instruction, result_value);
+    }
+
+    /// Initializes an array with the given values and caches the fact that we
+    /// have initialized this array.
+    fn initialize_array(&mut self, array: BlockId, len: usize, values: Option<&[AcirValue]>) {
+        self.acir_context.initialize_array(array, len, values);
+        self.initialized_arrays.insert(array);
     }
 
     /// Remember the result of an instruction returning a single value
@@ -495,21 +677,11 @@ impl Context {
         acir_value
     }
 
-    fn convert_array_value(
-        &mut self,
-        value_id: ValueId,
-        dfg: &DataFlowGraph,
-    ) -> im::Vector<AcirValue> {
-        match self.convert_value(value_id, dfg) {
-            AcirValue::Var(acir_var, _) => panic!("Expected an array value, found: {acir_var:?}"),
-            AcirValue::Array(array) => array,
-        }
-    }
-
     fn convert_numeric_value(&mut self, value_id: ValueId, dfg: &DataFlowGraph) -> AcirVar {
         match self.convert_value(value_id, dfg) {
             AcirValue::Var(acir_var, _) => acir_var,
             AcirValue::Array(array) => panic!("Expected a numeric value, found: {array:?}"),
+            AcirValue::DynamicArray(_) => panic!("Expected a numeric value, found an array"),
         }
     }
 
@@ -642,7 +814,9 @@ impl Context {
     ) -> Result<AcirVar, AcirGenError> {
         let (variable, incoming_type) = match self.convert_value(*value_id, dfg) {
             AcirValue::Var(variable, typ) => (variable, typ),
-            AcirValue::Array(_) => unreachable!("Cast is only applied to numerics"),
+            AcirValue::DynamicArray(_) | AcirValue::Array(_) => {
+                unreachable!("Cast is only applied to numerics")
+            }
         };
         let target_numeric = match typ {
             Type::Numeric(numeric) => numeric,
diff --git a/crates/noirc_evaluator/src/ssa_refactor/ir/value.rs b/crates/noirc_evaluator/src/ssa_refactor/ir/value.rs
index 346b0b92df2..03475f5f514 100644
--- a/crates/noirc_evaluator/src/ssa_refactor/ir/value.rs
+++ b/crates/noirc_evaluator/src/ssa_refactor/ir/value.rs
@@ -64,7 +64,9 @@ impl Value {
             Value::Instruction { typ, .. } => typ.clone(),
             Value::Param { typ, .. } => typ.clone(),
             Value::NumericConstant { typ, .. } => typ.clone(),
-            Value::Array { element_type, array } => Type::Array(element_type.clone(), array.len() / element_type.len()),
+            Value::Array { element_type, array } => {
+                Type::Array(element_type.clone(), array.len() / element_type.len())
+            }
             Value::Function { .. } => Type::Function,
             Value::Intrinsic { .. } => Type::Function,
             Value::ForeignFunction { .. } => Type::Function,
diff --git a/crates/noirc_frontend/src/hir/def_collector/dc_crate.rs b/crates/noirc_frontend/src/hir/def_collector/dc_crate.rs
index d5fc0251d6e..3f30a4990e4 100644
--- a/crates/noirc_frontend/src/hir/def_collector/dc_crate.rs
+++ b/crates/noirc_frontend/src/hir/def_collector/dc_crate.rs
@@ -450,6 +450,7 @@ fn resolve_function_set(
     let file_id = unresolved_functions.file_id;
 
     vecmap(unresolved_functions.functions, |(mod_id, func_id, func)| {
+        let module_id = ModuleId { krate: crate_id, local_id: mod_id };
         let path_resolver =
             StandardPathResolver::new(ModuleId { local_id: mod_id, krate: crate_id });
 
@@ -460,7 +461,7 @@ fn resolve_function_set(
         resolver.set_generics(impl_generics.clone());
         resolver.set_self_type(self_type.clone());
 
-        let (hir_func, func_meta, errs) = resolver.resolve_function(func, func_id);
+        let (hir_func, func_meta, errs) = resolver.resolve_function(func, func_id, module_id);
         interner.push_fn_meta(func_meta, func_id);
         interner.update_fn(func_id, hir_func);
         extend_errors(errors, file_id, errs);
diff --git a/crates/noirc_frontend/src/hir/def_map/mod.rs b/crates/noirc_frontend/src/hir/def_map/mod.rs
index cc16746daed..daffadc7e3b 100644
--- a/crates/noirc_frontend/src/hir/def_map/mod.rs
+++ b/crates/noirc_frontend/src/hir/def_map/mod.rs
@@ -39,6 +39,12 @@ pub struct ModuleId {
     pub local_id: LocalModuleId,
 }
 
+impl ModuleId {
+    pub fn dummy_id() -> ModuleId {
+        ModuleId { krate: CrateId::dummy_id(), local_id: LocalModuleId::dummy_id() }
+    }
+}
+
 impl ModuleId {
     pub fn module(self, def_maps: &HashMap<CrateId, CrateDefMap>) -> &ModuleData {
         &def_maps[&self.krate].modules()[self.local_id.0]
@@ -185,7 +191,16 @@ impl CrateDefMap {
 
     /// Find a child module's name by inspecting its parent.
     /// Currently required as modules do not store their own names.
-    fn get_module_path(&self, child_id: Index, parent: Option<LocalModuleId>) -> String {
+    pub fn get_module_path(&self, child_id: Index, parent: Option<LocalModuleId>) -> String {
+        self.get_module_path_with_separator(child_id, parent, ".")
+    }
+
+    pub fn get_module_path_with_separator(
+        &self,
+        child_id: Index,
+        parent: Option<LocalModuleId>,
+        separator: &str,
+    ) -> String {
         if let Some(id) = parent {
             let parent = &self.modules[id.0];
             let name = parent
@@ -195,11 +210,11 @@ impl CrateDefMap {
                 .map(|(name, _)| &name.0.contents)
                 .expect("Child module was not a child of the given parent module");
 
-            let parent_name = self.get_module_path(id.0, parent.parent);
+            let parent_name = self.get_module_path_with_separator(id.0, parent.parent, separator);
             if parent_name.is_empty() {
                 name.to_string()
             } else {
-                format!("{parent_name}.{name}")
+                format!("{parent_name}{separator}{name}")
             }
         } else {
             String::new()
diff --git a/crates/noirc_frontend/src/hir/mod.rs b/crates/noirc_frontend/src/hir/mod.rs
index 6c9237bff48..5937f57a8c7 100644
--- a/crates/noirc_frontend/src/hir/mod.rs
+++ b/crates/noirc_frontend/src/hir/mod.rs
@@ -87,16 +87,35 @@ impl Context {
         &self,
         crate_id: &CrateId,
         pattern: &str,
-    ) -> Vec<FuncId> {
+    ) -> Vec<(String, FuncId)> {
         let interner = &self.def_interner;
-        self.def_map(crate_id)
-            .expect("The local crate should be analyzed already")
+        let def_map = self.def_map(crate_id).expect("The local crate should be analyzed already");
+
+        def_map
             .get_all_test_functions(interner)
-            .filter_map(|id| interner.function_name(&id).contains(pattern).then_some(id))
+            .filter_map(|id| {
+                let name = interner.function_name(&id);
+
+                let meta = interner.function_meta(&id);
+                let module = self.module(meta.module_id);
+
+                let parent = def_map.get_module_path_with_separator(
+                    meta.module_id.local_id.0,
+                    module.parent,
+                    "::",
+                );
+                let path =
+                    if parent.is_empty() { name.into() } else { format!("{parent}::{name}") };
+
+                path.contains(pattern).then_some((path, id))
+            })
             .collect()
     }
 
-    pub fn get_all_test_functions_in_workspace_matching(&self, pattern: &str) -> Vec<FuncId> {
+    pub fn get_all_test_functions_in_workspace_matching(
+        &self,
+        pattern: &str,
+    ) -> Vec<(String, FuncId)> {
         let mut tests = Vec::new();
 
         for crate_id in self.crate_graph.iter_keys() {
diff --git a/crates/noirc_frontend/src/hir/resolution/resolver.rs b/crates/noirc_frontend/src/hir/resolution/resolver.rs
index cb40ac32082..5553669b746 100644
--- a/crates/noirc_frontend/src/hir/resolution/resolver.rs
+++ b/crates/noirc_frontend/src/hir/resolution/resolver.rs
@@ -22,7 +22,7 @@ use std::collections::{HashMap, HashSet};
 use std::rc::Rc;
 
 use crate::graph::CrateId;
-use crate::hir::def_map::{ModuleDefId, TryFromModuleDefId, MAIN_FUNCTION};
+use crate::hir::def_map::{ModuleDefId, ModuleId, TryFromModuleDefId, MAIN_FUNCTION};
 use crate::hir_def::stmt::{HirAssignStatement, HirLValue, HirPattern};
 use crate::node_interner::{
     DefinitionId, DefinitionKind, ExprId, FuncId, NodeInterner, StmtId, StructId,
@@ -137,6 +137,7 @@ impl<'a> Resolver<'a> {
         mut self,
         func: NoirFunction,
         func_id: FuncId,
+        module_id: ModuleId,
     ) -> (HirFunction, FuncMeta, Vec<ResolverError>) {
         self.scopes.start_function();
 
@@ -145,7 +146,7 @@ impl<'a> Resolver<'a> {
 
         self.add_generics(&func.def.generics);
 
-        let (hir_func, func_meta) = self.intern_function(func, func_id);
+        let (hir_func, func_meta) = self.intern_function(func, func_id, module_id);
         let func_scope_tree = self.scopes.end_function();
 
         self.check_for_unused_variables_in_scope_tree(func_scope_tree);
@@ -304,8 +305,13 @@ impl<'a> Resolver<'a> {
         }
     }
 
-    fn intern_function(&mut self, func: NoirFunction, id: FuncId) -> (HirFunction, FuncMeta) {
-        let func_meta = self.extract_meta(&func, id);
+    fn intern_function(
+        &mut self,
+        func: NoirFunction,
+        id: FuncId,
+        module_id: ModuleId,
+    ) -> (HirFunction, FuncMeta) {
+        let func_meta = self.extract_meta(&func, id, module_id);
         let hir_func = match func.kind {
             FunctionKind::Builtin | FunctionKind::LowLevel | FunctionKind::Oracle => {
                 HirFunction::empty()
@@ -586,7 +592,12 @@ impl<'a> Resolver<'a> {
     /// to be used in analysis and intern the function parameters
     /// Prerequisite: self.add_generics() has already been called with the given
     /// function's generics, including any generics from the impl, if any.
-    fn extract_meta(&mut self, func: &NoirFunction, func_id: FuncId) -> FuncMeta {
+    fn extract_meta(
+        &mut self,
+        func: &NoirFunction,
+        func_id: FuncId,
+        module_id: ModuleId,
+    ) -> FuncMeta {
         let location = Location::new(func.name_ident().span(), self.file);
         let id = self.interner.function_definition_id(func_id);
         let name_ident = HirIdent { id, location };
@@ -652,6 +663,7 @@ impl<'a> Resolver<'a> {
             name: name_ident,
             kind: func.kind,
             attributes,
+            module_id,
             contract_function_type: self.handle_function_type(func),
             is_internal: self.handle_is_function_internal(func),
             is_unconstrained: func.def.is_unconstrained,
@@ -1361,7 +1373,7 @@ mod test {
             let id = interner.push_fn(HirFunction::empty());
             interner.push_function_definition(func.name().to_string(), id);
             let resolver = Resolver::new(&mut interner, &path_resolver, &def_maps, file);
-            let (_, _, err) = resolver.resolve_function(func, id);
+            let (_, _, err) = resolver.resolve_function(func, id, ModuleId::dummy_id());
             errors.extend(err);
         }
 
diff --git a/crates/noirc_frontend/src/hir/type_check/expr.rs b/crates/noirc_frontend/src/hir/type_check/expr.rs
index 1625c8a320f..13b2211f087 100644
--- a/crates/noirc_frontend/src/hir/type_check/expr.rs
+++ b/crates/noirc_frontend/src/hir/type_check/expr.rs
@@ -340,13 +340,14 @@ impl<'interner> TypeChecker<'interner> {
     }
 
     fn check_cast(&mut self, from: Type, to: Type, span: Span) -> Type {
-        let is_comp_time = match from {
+        let is_comp_time = match from.follow_bindings() {
             Type::Integer(is_comp_time, ..) => is_comp_time,
             Type::FieldElement(is_comp_time) => is_comp_time,
-            Type::PolymorphicInteger(is_comp_time, binding) => match &*binding.borrow() {
-                TypeBinding::Bound(from) => return self.check_cast(from.clone(), to, span),
-                TypeBinding::Unbound(_) => is_comp_time,
-            },
+            Type::PolymorphicInteger(is_comp_time, _) => is_comp_time,
+            Type::TypeVariable(_) => {
+                self.errors.push(TypeCheckError::TypeAnnotationsNeeded { span });
+                return Type::Error;
+            }
             Type::Bool(is_comp_time) => is_comp_time,
             Type::Error => return Type::Error,
             from => {
diff --git a/crates/noirc_frontend/src/hir/type_check/mod.rs b/crates/noirc_frontend/src/hir/type_check/mod.rs
index b8bb6c788e9..a36c1ea67bc 100644
--- a/crates/noirc_frontend/src/hir/type_check/mod.rs
+++ b/crates/noirc_frontend/src/hir/type_check/mod.rs
@@ -229,6 +229,7 @@ mod test {
         let func_meta = FuncMeta {
             name,
             kind: FunctionKind::Normal,
+            module_id: ModuleId::dummy_id(),
             attributes: None,
             location,
             contract_function_type: None,
@@ -378,7 +379,8 @@ mod test {
 
         let func_meta = vecmap(program.functions, |nf| {
             let resolver = Resolver::new(&mut interner, &path_resolver, &def_maps, file);
-            let (hir_func, func_meta, resolver_errors) = resolver.resolve_function(nf, main_id);
+            let (hir_func, func_meta, resolver_errors) =
+                resolver.resolve_function(nf, main_id, ModuleId::dummy_id());
             assert_eq!(resolver_errors, vec![]);
             (hir_func, func_meta)
         });
diff --git a/crates/noirc_frontend/src/hir_def/function.rs b/crates/noirc_frontend/src/hir_def/function.rs
index 304772f1d0e..a69e8bb08b5 100644
--- a/crates/noirc_frontend/src/hir_def/function.rs
+++ b/crates/noirc_frontend/src/hir_def/function.rs
@@ -4,6 +4,7 @@ use noirc_errors::{Location, Span};
 
 use super::expr::{HirBlockExpression, HirExpression, HirIdent};
 use super::stmt::HirPattern;
+use crate::hir::def_map::ModuleId;
 use crate::node_interner::{ExprId, NodeInterner};
 use crate::{token::Attribute, FunctionKind};
 use crate::{ContractFunctionType, Type};
@@ -116,6 +117,8 @@ pub struct FuncMeta {
 
     pub kind: FunctionKind,
 
+    pub module_id: ModuleId,
+
     /// A function's attributes are the `#[...]` items above the function
     /// definition, if any. Currently, this is limited to a maximum of only one
     /// Attribute per function.
diff --git a/crates/wasm/src/compile.rs b/crates/wasm/src/compile.rs
index 7321b4f31e4..f58269522f4 100644
--- a/crates/wasm/src/compile.rs
+++ b/crates/wasm/src/compile.rs
@@ -107,8 +107,8 @@ pub fn compile(args: JsValue) -> JsValue {
         <JsValue as JsValueSerdeExt>::from_serde(&optimized_contracts).unwrap()
     } else {
         let main = context.get_main_function(&crate_id).expect("Could not find main function!");
-        let mut compiled_program =
-            compile_no_check(&context, &options.compile_options, main).expect("Compilation failed");
+        let mut compiled_program = compile_no_check(&context, true, &options.compile_options, main)
+            .expect("Compilation failed");
 
         compiled_program.circuit = optimize_circuit(compiled_program.circuit);