diff --git a/.release-please-manifest.json b/.release-please-manifest.json
index 30b6d45ad63..582db2fa7f4 100644
--- a/.release-please-manifest.json
+++ b/.release-please-manifest.json
@@ -1,3 +1,3 @@
 {
-  ".": "0.10.1"
+  ".": "0.10.2"
 }
diff --git a/CHANGELOG.md b/CHANGELOG.md
index a2f9a80b24c..582ac754e35 100644
--- a/CHANGELOG.md
+++ b/CHANGELOG.md
@@ -1,5 +1,12 @@
 # Changelog
 
+## [0.10.2](https://github.com/noir-lang/noir/compare/v0.10.1...v0.10.2) (2023-08-16)
+
+
+### Bug Fixes
+
+* Prevent dead instruction elimination of brillig functions which may contain side-effects ([#2340](https://github.com/noir-lang/noir/issues/2340)) ([ba8ffd8](https://github.com/noir-lang/noir/commit/ba8ffd84c19b3516334c126bc2f25c725985baa3))
+
 ## [0.10.1](https://github.com/noir-lang/noir/compare/v0.10.0...v0.10.1) (2023-08-15)
 
 
diff --git a/Cargo.lock b/Cargo.lock
index 5e99a3d3550..b9c125f2340 100644
--- a/Cargo.lock
+++ b/Cargo.lock
@@ -210,7 +210,7 @@ dependencies = [
 
 [[package]]
 name = "arena"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "generational-arena",
 ]
@@ -1399,7 +1399,7 @@ dependencies = [
 
 [[package]]
 name = "fm"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "cfg-if",
  "codespan-reporting",
@@ -1934,7 +1934,7 @@ dependencies = [
 
 [[package]]
 name = "iter-extended"
-version = "0.10.1"
+version = "0.10.2"
 
 [[package]]
 name = "itertools"
@@ -2181,7 +2181,7 @@ checksum = "7843ec2de400bcbc6a6328c958dc38e5359da6e93e72e37bc5246bf1ae776389"
 
 [[package]]
 name = "nargo"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "base64",
@@ -2200,7 +2200,7 @@ dependencies = [
 
 [[package]]
 name = "nargo_cli"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "acvm-backend-barretenberg",
@@ -2242,7 +2242,7 @@ dependencies = [
 
 [[package]]
 name = "nargo_toml"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "dirs",
  "fm",
@@ -2268,7 +2268,7 @@ dependencies = [
 
 [[package]]
 name = "noir_lsp"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "async-lsp",
@@ -2289,7 +2289,7 @@ dependencies = [
 
 [[package]]
 name = "noir_wasm"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "build-data",
@@ -2307,7 +2307,7 @@ dependencies = [
 
 [[package]]
 name = "noirc_abi"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "iter-extended",
@@ -2321,7 +2321,7 @@ dependencies = [
 
 [[package]]
 name = "noirc_driver"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "base64",
@@ -2336,7 +2336,7 @@ dependencies = [
 
 [[package]]
 name = "noirc_errors"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "chumsky",
  "codespan",
@@ -2347,7 +2347,7 @@ dependencies = [
 
 [[package]]
 name = "noirc_evaluator"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "im",
@@ -2361,7 +2361,7 @@ dependencies = [
 
 [[package]]
 name = "noirc_frontend"
-version = "0.10.1"
+version = "0.10.2"
 dependencies = [
  "acvm",
  "arena",
diff --git a/Cargo.toml b/Cargo.toml
index 4ed4c31c535..e47cb2ab600 100644
--- a/Cargo.toml
+++ b/Cargo.toml
@@ -18,7 +18,7 @@ default-members = ["crates/nargo_cli"]
 
 [workspace.package]
 # x-release-please-start-version
-version = "0.10.1"
+version = "0.10.2"
 # x-release-please-end
 authors = ["The Noir Team <team@noir-lang.org>"]
 edition = "2021"
diff --git a/crates/nargo_cli/build.rs b/crates/nargo_cli/build.rs
index 2a3b80b3ab6..629d6fea340 100644
--- a/crates/nargo_cli/build.rs
+++ b/crates/nargo_cli/build.rs
@@ -41,6 +41,7 @@ fn main() {
 
     generate_execution_success_tests(&mut test_file, &test_dir);
     generate_compile_success_empty_tests(&mut test_file, &test_dir);
+    generate_compile_success_contract_tests(&mut test_file, &test_dir);
     generate_compile_failure_tests(&mut test_file, &test_dir);
 }
 
@@ -123,6 +124,43 @@ fn compile_success_empty_{test_name}() {{
     }
 }
 
+fn generate_compile_success_contract_tests(test_file: &mut File, test_data_dir: &Path) {
+    let test_sub_dir = "compile_success_contract";
+    let test_data_dir = test_data_dir.join(test_sub_dir);
+
+    let test_case_dirs =
+        fs::read_dir(test_data_dir).unwrap().flatten().filter(|c| c.path().is_dir());
+
+    for test_dir in test_case_dirs {
+        let test_name =
+            test_dir.file_name().into_string().expect("Directory can't be converted to string");
+        if test_name.contains('-') {
+            panic!(
+                "Invalid test directory: {test_name}. Cannot include `-`, please convert to `_`"
+            );
+        };
+        let test_dir = &test_dir.path();
+
+        write!(
+            test_file,
+            r#"
+#[test]
+fn compile_success_contract_{test_name}() {{
+    let test_program_dir = PathBuf::from("{test_dir}");
+
+    let mut cmd = Command::cargo_bin("nargo").unwrap();
+    cmd.arg("--program-dir").arg(test_program_dir);
+    cmd.arg("compile");
+
+    cmd.assert().success();
+}}
+            "#,
+            test_dir = test_dir.display(),
+        )
+        .expect("Could not write templated test file.");
+    }
+}
+
 fn generate_compile_failure_tests(test_file: &mut File, test_data_dir: &Path) {
     let test_sub_dir = "compile_failure";
     let test_data_dir = test_data_dir.join(test_sub_dir);
diff --git a/crates/nargo_cli/tests/README.md b/crates/nargo_cli/tests/README.md
index 5ead2e4c4ed..71e609ebf24 100644
--- a/crates/nargo_cli/tests/README.md
+++ b/crates/nargo_cli/tests/README.md
@@ -4,6 +4,7 @@ Integration tests for the Noir compiler are broken down into the following direc
 
 - `compile_failure`: programs which are not valid or unsatisfiable Noir code and so the compiler should reject.
 - `compile_success_empty`: programs which are valid satisfiable Noir code but have no opcodes.
+- `compile_success_contract`: contracts which are valid Noir code.
 - `execution_success`: programs which are valid Noir satisfiable code and have opcodes.
 
 The current testing flow can be thought of as shown:
@@ -29,6 +30,10 @@ flowchart TD
         C3 --> C6
         C5 --> C6
     end
+
+    subgraph compile_success_contract
+        D1[Attempt to compile] --> D2[Assert compilation succeeds]
+    end
 ```
 
 ## `execution_success` vs `compile_success_empty`
diff --git a/crates/nargo_cli/tests/execution_success/contracts/Nargo.toml b/crates/nargo_cli/tests/compile_success_contract/simple_contract/Nargo.toml
similarity index 76%
rename from crates/nargo_cli/tests/execution_success/contracts/Nargo.toml
rename to crates/nargo_cli/tests/compile_success_contract/simple_contract/Nargo.toml
index 4abcfab93d3..99340cf80b5 100644
--- a/crates/nargo_cli/tests/execution_success/contracts/Nargo.toml
+++ b/crates/nargo_cli/tests/compile_success_contract/simple_contract/Nargo.toml
@@ -1,7 +1,8 @@
 [package]
-name = "contracts"
+name = "simple_contract"
 type = "contract"
 authors = [""]
 compiler_version = "0.1"
 
 [dependencies]
+
diff --git a/crates/nargo_cli/tests/execution_success/contracts/src/main.nr b/crates/nargo_cli/tests/compile_success_contract/simple_contract/src/main.nr
similarity index 77%
rename from crates/nargo_cli/tests/execution_success/contracts/src/main.nr
rename to crates/nargo_cli/tests/compile_success_contract/simple_contract/src/main.nr
index c8d70cc2d0e..dd762ca3d21 100644
--- a/crates/nargo_cli/tests/execution_success/contracts/src/main.nr
+++ b/crates/nargo_cli/tests/compile_success_contract/simple_contract/src/main.nr
@@ -1,7 +1,3 @@
-fn main(x : Field, y : pub Field) {
-    assert(x * 2 == y * 3);
-}
-
 contract Foo {
     fn double(x: Field) -> pub Field { x * 2 }
     fn triple(x: Field) -> pub Field { x * 3 }
diff --git a/crates/nargo_cli/tests/compile_success_empty/intrinsic_die/src/main.nr b/crates/nargo_cli/tests/compile_success_empty/intrinsic_die/src/main.nr
index 5c59d2c8028..2762baf929c 100644
--- a/crates/nargo_cli/tests/compile_success_empty/intrinsic_die/src/main.nr
+++ b/crates/nargo_cli/tests/compile_success_empty/intrinsic_die/src/main.nr
@@ -6,4 +6,6 @@ fn main(x: Field) {
     let bytes = x.to_be_bytes(32);
   
     let hash = std::hash::pedersen([x]);
+    let _p1 = std::scalar_mul::fixed_base(x);
+
 }
diff --git a/crates/nargo_cli/tests/execution_success/str_as_bytes/Nargo.toml b/crates/nargo_cli/tests/compile_success_empty/str_as_bytes/Nargo.toml
similarity index 100%
rename from crates/nargo_cli/tests/execution_success/str_as_bytes/Nargo.toml
rename to crates/nargo_cli/tests/compile_success_empty/str_as_bytes/Nargo.toml
diff --git a/crates/nargo_cli/tests/execution_success/str_as_bytes/src/main.nr b/crates/nargo_cli/tests/compile_success_empty/str_as_bytes/src/main.nr
similarity index 100%
rename from crates/nargo_cli/tests/execution_success/str_as_bytes/src/main.nr
rename to crates/nargo_cli/tests/compile_success_empty/str_as_bytes/src/main.nr
diff --git a/crates/nargo_cli/tests/execution_success/6/target/6.json b/crates/nargo_cli/tests/execution_success/6/target/6.json
index 63cceafe477..1186a6b4960 100644
--- a/crates/nargo_cli/tests/execution_success/6/target/6.json
+++ b/crates/nargo_cli/tests/execution_success/6/target/6.json
@@ -1 +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":"H4sIAAAAAAAA/+2d+ZPNRxTFD2MYOxEREUFE9uU9M8NM9n3f9z0xMbLIvu/7IgiCIAiCIAiCIAiCIAiCIAhC/pDcW1q5uvzWp6u+XfV9Vaem7yjnnXvv82mmzJv/AKzBwUcdUV33sczUdb26xKvreXWpq0udb6nnX+J+T6n5XH3Po4FXl3l1Q69u5NWNvbqJVzf16mZe3dyrW3h1S68+xqtbefWxXt3aq4/z6jZefbxXt/XqE7y6nVef6NXtvfokr+7g1R29upNXn+zVnb36FK/ugsOvkTrOXx/6Oji0+4Zur43d/pq6PTV3+2jp5t7Kzbe1m2MbN6+2bi7tXP/tXZ8d3PN1crk7u3xdXJYSHPmaLcPh1+Ch1349k7/M5D9VdJrodNEZojNFZ4nOFp0jOld0nqggKoq6ispFFaJKUTdRd1GVqFp0vugC0YWii0QXiy4RXSq6THS56ArRlaKrCPmvFl0julZ0neh60Q2iG0U3iW4W3SK6VXSb6HbRHaI7RXeJ7hbdI7pXdJ/oftEDogdFD4keFj0ielTUQ1QjekzUU1SLIx8l7uOl7mN5oVtFRW33rrXF8mKPQtfqmqrKQkVlTbeqYlWxsqqyZ9eq8vLaqoqq7tU11d0L1cWK8tpir8rq8l6Fg4/6xqsQ9iheTczVi5erUOJ27j/qeLMshD2KzMw27+PmXM99rHuU10T9CD3Bex5/js2O8jnqk8dY0uMRfJ8A78Ufq+8n+DsqwHuBgDiHBsT+ryHmehLpwYmZ2eZ9ypxzOAV6PukGyvbtjWzDSfvuzd9RVDiVEfu/lpjraaQHJ2Zmm/cZc87hFOj5tBso2/dZZBtO2vez/B1Fyap/w+t9FN/QuT6HNKDckDjL64i5nkd6UGZmtnlfMOccyoGez7uBsn1fRLahrH2/yN9RlKx6eTwHPpRfQhpQbkSc5fXEXC8jPSgzM9u8r5hzDuVAz5fdQNm+ryLbUNa+X+XvKEpWvTxeAh/KryENKDcmzvIGYq7XkR6UmZlt3jfMOYdyoOfrbqBs3zeRbShr32/ydxQlq14er4EP5beQBpSbEGd5IzHX20gPyszMNu875pxDOdDzbTdQtu+7yDaUte93+TuKklUvj7fAh/J7SAPKTYmzvImY632kB2VmZpv3A3POoRzo+b4bKNv3Q2Qbytr3h/wdRcmql8d74EP5I6QB5WbEWd5MzPUx0oMyM7PN+4k551AO9PzYDZTt+ymyDWXt+1P+jqJk1cvjI/Ch/BnSgHJz4ixvIebqg/SgzMxs835uzjmUAz37uIGyffsi21DWvvvydxQlq14en4EP5X5IA8otiLO8lZirP9KDMjOzzfuFOedQDvTs7wbK9h2AbENZ+x7A31GUrHp59AMfygORBpRbEmd5GzHXIKQHZWZmm/dLc86hHOg5yA2U7TsY2Yay9j2Yv6MoWfXyGAg+lIcgDSgfQ5zl7cRcQ5EelJmZbd6vzDmHcqDnUDdQtu8wZBvK2vcw/o6iZNXLYwj4UB6ONKDcijjLO4i5RiA9KDMz27xfm3MO5UDPEW6gbN+RyDaUte+R/B1FyaqXx3DwoTwKaUD5WOIs7yTmGo30oMzMbPN+Y845lAM9R7uBsn3HINtQ1r7H8HcUJateHqPAh/JYpAHl1sRZ3kXMNQ7pQZmZ2eb91pxzKAd6jnMDZfuOR7ahrH2P5+8oSla9PMaCD+UJSAPKxxFneTcx10SkB2VmZpv3O3POoRzoOdENlO07CdmGsvY9ib+jKFn18pgAPpQnIw0otyHO8h5irilID8rMzDbv9+acQznQc4obKNt3KrINZe17Kn9HUbLq5TEZfChPQxpQPp44y3uJuaYjPSgzM9u8P5hzDuVAz+luoGzfGcg2lLXvGfwdRcmql8c08KE8E2lAuS1xlvcRc81CelBmZrZ5fzTnHMqBnrPcQNm+s5FtKGvfs/k7ipJVL4+Z4EN5DtKA8gnEWd5PzDUX6UGZmdnm/cmccygHes51A2X7zkO2oax9z+PvKEpWvTzmgA/l+UgDyu2Is3yAmGsB0oMyM7PN+7M551AO9FzgBsr2XYhsQ1n7XsjfUZSsennMBx/Ki5AGlE8kzvJBYq7FSA/KzMw27y/mnEM50HOxGyjbdwmyDWXtewl/R1Gy6uWxCHwoL0UaUG5PnOVDxFzLkB6UmZlt3l/NOYdyoOcyN1C273JkG8ra93L+jqJk1ctjKfhQXoE0oHwScZYPE3OtRHpQZma2eX8z5xzKgZ4r3UDZvquQbShr36v4O4qSVS+PFeBDeTXSgHIH4iwfIeZag/SgzMxs8/5uzjmUAz3XuIGyfdci21DWvtfydxQlq14eq8GH8jqkAeWOxFk+Ssy1HulBmZnZ5v3DnHMoB3qudwNl+25AtqGsfW/g7yhKVr081oEP5Y1IA8qdiLPsQcy1CelBmZnZ5v3TnHMoB3pucgNl+25GtqGsfW/m7yhKVr08NoIP5S1IA8onE2dZQ8y1FelBmZnZ5v3LnHMoB3pudQNl+25DtqGsfW/j7yhKVr08toAP5e1IA8qdibN8jJhrB9KDMjOzzfu3OedQDvTc4QbK9t2JbENZ+97J31GUrHp5bAcfyruQBpRPIc6yJzHXbqQHZWZmm/cfc86hHOi52w2U7bsH2Yay9r2Hv6MoWfXy2AU+lPciDSh3Ic6ylphrH9KDMjOzzfuvOedQDvTc5wbK9t2PbENZ+97P31GUrHp57AUfygcy3rfu58BRdhTad6nz0bwKDv2DrCDRz3d0v6bwaCAqEzUUNRI1FjURNcXBP+jNRS1ELUX6cwT1x1bpT0nRN+XX94DWtxzVd7jTN1TS9+/QbxfX707Ub4bR/3vdwT1fJ5F+3Vy/TKP/Kuhiev4fUgfSI5i2AAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
+{"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":"H4sIAAAAAAAA/+2d+ZPNRxTFD2MYO7Hv+769N4t5Y1+DEARBEMswQxAEQRAEQRAEQRAEQRAEQRCEVOXfSt/SytU1v/Xpqm9XfV/Vrek7ynnnnvt8minz5l8A/+H1o5qp6vZjgeqrO32e09dw+nzb51vdfEc/z/6efPW5mo5GLacvcPraTl/H6es6fT2nr+/0DZy+odM3cvrGTv+e0zdx+qZO38zpmzt9C6dv6fStnL6107dx+rZO387p2zt9B6fv6PSdnL6z03dx+q5O3w1vXyPVrL485HXwZve17V7r2v3Vt3tqaPfR2ObexObbzObYwubVyubSxs7fzs7ZwT5fJ+u7i/XXzXrJw7uv2QK8fQ2+ee3XUP4LlP/upnqY6mmql6nepvqY6muqn6n+pgaYypjKmio0VWSq2FSJqYGmSk3lTJWZGmRqsKkhpoaaGmZquKkRpkaaGmVqtKkxpsbi3Uee/TjCfizKDCwurigtrMgWZRdlCsvKcyWZ4pLygblsLluSK1lSmCsqqsgV50rLystKM2XZ4qKKbGVJWVFl5vWjptLK+D2y3Ym+3uf5yuTZnbuPak6WGb9HlulZ+x2nzjXsx+pVvCZqBpgJzvO4OTao4nPUJw+xpHEBdMeD9+IPNfd4/o4ycF4gIOZQizh/D6KvCYgPTkzP2u8H6pzCyVNzgg2UrTsRyYaTzD2Rv6OgcCogzt+T6GsS4oMT07P2+6E6p3Dy1JxkA2XrTkay4SRzT+bvKIhX+RvexCp0fXOdgjigXJuYZS+ir6mID8pMz9rvR+qcQtlTc6oNlK07DcmGssw9jb+jIF7l8pgCPpSnIw4o1yFm2ZvoawbigzLTs/b7sTqnUPbUnGEDZevORLKhLHPP5O8oiFe5PKaDD+VZiAPKdYlZ9iH6mo34oMz0rP1+os4plD01Z9tA2bpzkGwoy9xz+DsK4lUuj1ngQ3ku4oByPWKWfYm+5iE+KDM9a7+fqnMKZU/NeTZQtu58JBvKMvd8/o6CeJXLYy74UF6AOKBcn5hlP6KvhYgPykzP2u8idU6h7Km50AbK1i1HsqEsc5fzdxTEq1weC8CH8mLEAeUGxCz7E30tQXxQZnrWfivUOYWyp+YSGyhbtxLJhrLMXcnfURCvcnksBh/KSxEHlBsSsxxA9LUM8UGZ6Vn7/UydUyh7ai6zgbJ1lyPZUJa5l/N3FMSrXB5LwYfyCsQB5UbELDNEXysRH5SZnrXfz9U5hbKn5kobKFt3FZINZZl7FX9HQbzK5bECfCivRhxQbkzMMkv0tQbxQZnpWfv9Qp1TKHtqrrGBsnXXItlQlrnX8ncUxKtcHqvBh/I6xAHl94hZFhJ9rUd8UGZ61n6/VOcUyp6a622gbN0NSDaUZe4N/B0F8SqXxzrwobwRcUC5CTHLIqKvTYgPykzP2u9X6pxC2VNzkw2UrbsZyYayzL2Zv6MgXuXy2Ag+lLcgDig3JWZZTPS1FfFBmelZ+/1anVMoe2putYGydbch2VCWubfxdxTEq1weW8CH8nbEAeVmxCxLiL52ID4oMz1rv9+ocwplT80dNlC27k4kG8oy907+joJ4lctjO/hQ3oU4oNycmOVAoq/diA/KTM/a77fqnELZU3O3DZStuwfJhrLMvYe/oyBe5fLYBT6U9yIOKLcgZllK9LUP8UGZ6Vn7/U6dUyh7au6zgbJ19yPZUJa59/N3FMSrXB57wYfyAcQB5ZbELHNEXwcRH5SZnrXf79U5hbKn5kEbKFv3EJINZZn7EH9HQbzK5XEAfCgfRhxQbkXMsozo6wjigzLTs/b7gzqnUPbUPGIDZeseRbKhLHMf5e8oiFe5PA6DD+VjiAPKrYlZDiL6Oo74oMz0rP3+qM4plD01j9tA2bonkGwoy9wn+DsK4lUuj2PgQ/kk4oByG2KWg4m+TiE+KDM9a78/qXMKZU/NUzZQtu5pJBvKMvdp/o6CeJXL4yT4UD6DOKDclpjlEKKvs4gPykzP2u/P6pxC2VPzrA2UrXsOyYayzH2Ov6MgXuXyOAM+lM8jDii3I2Y5lOjrAuKDMtOz9vuLOqdQ9tS8YANl615EsqEsc1/k7yiIV7k8zoMP5UuIA8rtiVkOI/q6jPigzPSs/f6qzimUPTUv20DZuleQbCjL3Ff4OwriVS6PS+BD+SrigHIHYpbDib6uIT4oMz1rv7+pcwplT81rNlC27nUkG8oy93X+joJ4lcvjKvhQvoE4oNyRmOUIoq+biA/KTM/a7+/qnELZU/OmDZStewvJhrLMfYu/oyBe5fK4AT6UbyMOKHciZjmS6OsO4oMy07P2+4c6p1D21LxjA2Xr3kWyoSxz3+XvKIhXuTxugw/le4gDyp2JWY4i+rqP+KDM9Kz9/qnOKZQ9Ne/bQNm6D5BsKMvcD/g7CuJVLo974EP5IeKAchdilqOJvh4hPigzPWu/f6lzCmVPzUc2ULbuYyQbyjL3Y/6OgniVy+Mh+FB+gjig3JWY5Riir6eID8pMz9rv3+qcQtlT86kNlK37DMmGssz9jL+jIF7l8ngCPpSfIw4odyNmOZbo6wXigzLTs/b7jzqnUPbUfGEDZeu+RLKhLHO/5O8oiFe5PJ6DD+VXCZ9b9vOqih35zp1vdcSvgEP+IAtI5PMd7a8JPGqZKjBV21QdU3VN1TNVH6//oDc01chUY1PycwTlx1bJT0mRN+WX94CWtxyVd7iTN1SS9++QbxeX706Ub4aR/3vdwT5fJ1PydXP5Mo38q6Cbmvl/ofZISdi1AAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/6/target/witness.tr b/crates/nargo_cli/tests/execution_success/6/target/witness.tr
index 7da9d161ef9..b1a3dda0f93 100644
Binary files a/crates/nargo_cli/tests/execution_success/6/target/witness.tr and b/crates/nargo_cli/tests/execution_success/6/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.json b/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.json
index 233ec3980c9..0004e657203 100644
--- a/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.json
+++ b/crates/nargo_cli/tests/execution_success/9_conditional/target/9_conditional.json
@@ -1 +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":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/9_conditional/target/witness.tr b/crates/nargo_cli/tests/execution_success/9_conditional/target/witness.tr
index 2ad04ee2c8a..691f42c0cc6 100644
Binary files a/crates/nargo_cli/tests/execution_success/9_conditional/target/witness.tr and b/crates/nargo_cli/tests/execution_success/9_conditional/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/Nargo.toml b/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/Nargo.toml
deleted file mode 100644
index 75c652d2f50..00000000000
--- a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/Nargo.toml
+++ /dev/null
@@ -1,7 +0,0 @@
-[package]
-name = "blackbox_func_simple_call"
-type = "bin"
-authors = [""]
-compiler_version = "0.1"
-
-[dependencies]
diff --git a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/Prover.toml b/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/Prover.toml
deleted file mode 100644
index 325164ff043..00000000000
--- a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/Prover.toml
+++ /dev/null
@@ -1,2 +0,0 @@
-
-x = 0xbd
diff --git a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/src/main.nr b/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/src/main.nr
deleted file mode 100644
index 24b98a540b0..00000000000
--- a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/src/main.nr
+++ /dev/null
@@ -1,9 +0,0 @@
-// The feature being tested is a call
-// to a black box function.
-// One with array input, one with a numeric input.
-use dep::std;
-
-fn main(x: Field) {
-    let _p1 = std::scalar_mul::fixed_base(x);
-    let _p2 = std::hash::pedersen([x]);
-}
diff --git a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/target/blackbox_func_simple_call.json b/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/target/blackbox_func_simple_call.json
deleted file mode 100644
index e7711b24f31..00000000000
--- a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/target/blackbox_func_simple_call.json
+++ /dev/null
@@ -1 +0,0 @@
-{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"}],"param_witnesses":{"x":[1]},"return_type":null,"return_witnesses":[]},"bytecode":"H4sIAAAAAAAA/12JSQoAMAgDp5uH/v+9pYo5iAMhJGPAJBmeq376l7apKT7YntNc5wNgQ27IZAAAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/target/witness.tr b/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/target/witness.tr
deleted file mode 100644
index 9a54a5c3a5a..00000000000
Binary files a/crates/nargo_cli/tests/execution_success/blackbox_func_simple_call/target/witness.tr and /dev/null differ
diff --git a/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/brillig_acir_as_brillig.json b/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/brillig_acir_as_brillig.json
index f24783e363c..602a109ed2a 100644
--- a/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/brillig_acir_as_brillig.json
+++ b/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/brillig_acir_as_brillig.json
@@ -1 +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
+{"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/execution_success/brillig_acir_as_brillig/target/witness.tr b/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/witness.tr
index 3e61478b2cf..5eb49fad28f 100644
Binary files a/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/witness.tr and b/crates/nargo_cli/tests/execution_success/brillig_acir_as_brillig/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/execution_success/brillig_calls/target/brillig_calls.json b/crates/nargo_cli/tests/execution_success/brillig_calls/target/brillig_calls.json
index bcb3bfd26b8..602a109ed2a 100644
--- a/crates/nargo_cli/tests/execution_success/brillig_calls/target/brillig_calls.json
+++ b/crates/nargo_cli/tests/execution_success/brillig_calls/target/brillig_calls.json
@@ -1 +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
+{"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/execution_success/brillig_calls/target/witness.tr b/crates/nargo_cli/tests/execution_success/brillig_calls/target/witness.tr
index 3e61478b2cf..5eb49fad28f 100644
Binary files a/crates/nargo_cli/tests/execution_success/brillig_calls/target/witness.tr and b/crates/nargo_cli/tests/execution_success/brillig_calls/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/execution_success/brillig_calls_array/target/brillig_calls_array.json b/crates/nargo_cli/tests/execution_success/brillig_calls_array/target/brillig_calls_array.json
index 084ba896c05..9edb9f78b80 100644
--- a/crates/nargo_cli/tests/execution_success/brillig_calls_array/target/brillig_calls_array.json
+++ b/crates/nargo_cli/tests/execution_success/brillig_calls_array/target/brillig_calls_array.json
@@ -1 +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
+{"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/execution_success/brillig_nested_arrays/target/brillig_nested_arrays.json b/crates/nargo_cli/tests/execution_success/brillig_nested_arrays/target/brillig_nested_arrays.json
index a627c0cfa54..f6f085d1b2b 100644
--- a/crates/nargo_cli/tests/execution_success/brillig_nested_arrays/target/brillig_nested_arrays.json
+++ b/crates/nargo_cli/tests/execution_success/brillig_nested_arrays/target/brillig_nested_arrays.json
@@ -1 +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
+{"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/execution_success/brillig_references/target/brillig_references.json b/crates/nargo_cli/tests/execution_success/brillig_references/target/brillig_references.json
index 167e6a20c57..c16a1a326bc 100644
--- a/crates/nargo_cli/tests/execution_success/brillig_references/target/brillig_references.json
+++ b/crates/nargo_cli/tests/execution_success/brillig_references/target/brillig_references.json
@@ -1 +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
+{"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/execution_success/contracts/Prover.toml b/crates/nargo_cli/tests/execution_success/contracts/Prover.toml
deleted file mode 100644
index 97d5b1e0eed..00000000000
--- a/crates/nargo_cli/tests/execution_success/contracts/Prover.toml
+++ /dev/null
@@ -1,2 +0,0 @@
-x = 3
-y = 2
diff --git a/crates/nargo_cli/tests/execution_success/contracts/target/contracts.json b/crates/nargo_cli/tests/execution_success/contracts/target/contracts.json
deleted file mode 100644
index 672eaff3bc9..00000000000
--- a/crates/nargo_cli/tests/execution_success/contracts/target/contracts.json
+++ /dev/null
@@ -1 +0,0 @@
-{"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/81TMQ7DIAyEJGTsW2wMwWz9SlHN/59QKaISStlqpNxii+F8dza7McaZX6ytPluF/+Btx0VwhCDJCxK+wOfCEUIsByNj5Pj2TCQcOOWSE2QMJFhjJqknZFHgqk3Yqufx5LKDLK1ulqipude7DfplcBP7BE/mMuea42Pwpjp8xpK2CbzO6B3/LN9Of0fQUd46U9tp/Pb9J/oAW/It2nEFAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/contracts/target/witness.tr b/crates/nargo_cli/tests/execution_success/contracts/target/witness.tr
deleted file mode 100644
index 9b6d4b799b4..00000000000
Binary files a/crates/nargo_cli/tests/execution_success/contracts/target/witness.tr and /dev/null differ
diff --git a/crates/nargo_cli/tests/execution_success/debug_logs/target/debug_logs.json b/crates/nargo_cli/tests/execution_success/debug_logs/target/debug_logs.json
index 70e33f07499..f9aec53cef1 100644
--- a/crates/nargo_cli/tests/execution_success/debug_logs/target/debug_logs.json
+++ b/crates/nargo_cli/tests/execution_success/debug_logs/target/debug_logs.json
@@ -1 +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
+{"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/+3dy3LjRtIvcEhq3Xi/X3Whbt32rCjJEuVdb85bnM30uDvCEY4Oh8OLeZmzPg/wbb/t9zTzEp+JIuwUVURlh/MPJKKSERNNkZ7K+qFIoJCVAE+SJBkk7nHwx//2Ns/X/7YS/+Pj5t/l33o8/4hp9/GfmHYflph2V5+qtX1XP4G2779A7YLG7Rn0ObPPr3ugtu/bz+//2/x7+sf/9rfeOxKPv/y8bnNPts3l4R9tHG7aam36/U40xv1P6+1zsLV99hL/GCUk/hHpm0xflsuj5K+xkWnTfY6PSf8za9b3Onn/iPx7LGu73yMxs3azv49hcR8e1m2cBPwnnn6cFOg/gcV9Tsf/NOA/9fTjtED/KSyumy/UAv6apx+1Av01WNznz5kxz1/39KNeoL8Oi/v8w7qNRsDf8PSjUaC/QeIi9n9c/7ECv2xcN+9sBvxNTz+aBfqbJC5i/Ln+YwV+2birx3UbrYC/5elHq0B/CxZ3le7/2gF/29OPdoH+NizuKv38dwL+jqcfnQL9HRIXMf/h+k8V+BHzH66/psAvG/d5tW6jG/B3Pf3oFujvkriI4x/Xf6zALxvX5R97AX/P049egf4eiYsYf67/WIFfNu5zOv79gL/v6Ue/QH8fFvf5ad3GIOAfePoxKNA/IHERxz+uv6bAjzj+cf0dBX7E/J/rbynwy8Z9flm3MQz4h55+DAv0D0lcxPGP6z9W4Efkf7j+hgK/bNzH+3Ubo4B/5OnHqED/CBb3Md3/jQP+sacf4wL9Y1hcty48Cfgnnn5MCvRPSFzpNdX1mla2X/v1t5+//v7L1+1Nse5atkTeIq9l75+TbtMly+1lYrFttQ78jnTEapboo2o1H6sXULtWs5Q+rGbJPWCf38Jq7uTaXj7QNoXrktJjmVBbS2Q/90H9XD/+a/Pves0gOygekNey49c+ee1gy1n12rSsXiarTZM9d7tfnm5tD7rttrdRkkDrl5bya1Nuf1XzjH3W9yJrc062tmn2N642x52b1wP+ompzdvmBtTnp+DcC/qJqc3b5cbUpbt7dDPiLqk3Z5cfVZrjcdCvgL6o2Y5cfV5vx/KY2w+cvqjZjl5/WRCD2f1x/TYFfNq47v+gE/EXVpuzy42ozHh6+xY+uzeD4hdemntdtdAP+omozdvlpTQDi+Mf1NxT4ZeO6telewF9UbcYuf5G1CT5/UbUJu/y0JgBx/Of6Wwr8iP0/119T4JeN6/Jfg4C/qNqUXX7c2rzLb9C460defgO4Pg/Lb9C118ya9Z2uvdL8BmLtdbi1TbO/6Zon4vvN9dcU+BH5Da6/rsCPmN9x/Q0FfkR+g+tvKvAj5jdcf0uBP/b9HyK/wfW3FfhjH39EfoPr7yjwx378Q+Q3uP6uAj8iv8H19xT47fgvGbd6+39EfoPr7yvwS9d859SeZi/7ak/XD3pLonfk+SH5/2Xpog55bXvZIklel/dbzWruw2r+Nu1azapr12pW04fVrG7atZrVpdWs7m+1e0Sef5Tpu9WsCnitZtVqVq1mVdRvNauJ1axazSrPbzWrf/03VrMq2Q+rWbWaVatZtZpVv99qVv+KazWrknGtZtVqVq1m1WpW/3pett9qVkX9VrOaWM2K1azy/FazWr7falZF/VazmljNqtWs8vx2/C/fbzWrsnGtZvXtQyae1ay6h9WsuofVrLqHfX437VrN6uuH1awmVrNqNatWs7r8Ww+rWV23YTWr+X6rWX3bD6tZleyH1axazarVrFrNqt9vNauouFazum7DalZ5fqtZLd9vNauSca1m1WpWrWbValbdw2pWy/dbzYpkXKtZpe2H/FazWr7falZF/VazmljNqtWs8vx2/C/fbzWrsnFjq1ndT94+rPZKtp/rx+fNhi6xpmqJqqnK+prVVB2Kxli90Nq07bHf3kYJiX9E+ibTF7cNZWvGXM6R5lTfkf6vH3XyPrBe7J7uoLJ2t/Pb8nHdMfc04D/19EM295vvP4XFfX5TU+fzF1VTt8uPq6lz51z1gL+omrpdfmBNXZpzbAT8RdXU7fIDa+rSc45mwF9UTd0uP831IvZ/XP+JAr9sXJdzbAX8RdUU7vLTc13E+HP9Jwr8snFXj+s22gF/UTWVu/y4msJVuv/rBPxF1RTu8uNq6lbp578b8BdVU7fLj6spW72pKfP5i6op2+UH1pSl3/9+wF9UTdkuP811Ib7/XH9bgR9x/OP6TxT4ZeO6a3cHAX9RNWW7/LSOCzH+XP+JAj/i/I/rryvwy8Z9vl+3MQz4h55+SOf+8/xDWNznN2suPv/I0w/Emssu/wgW1605jwP+sacf4wL9YxIXsf/j+k8U+BHn/1x/U4E/9vFH7P+4/qECv2xcd6+OScA/8fRjUqB/Aov7lJ7/TQP+qacf0wL9UxIXcf7H9bcV+BH5H66/o8CPyP9w/V0FfkT+h+vvKfDH/v1HzH+4/hMFfkT+h+vvK/DHPv6ycV3N/Szgn3n6MSvQPyNxEfUfXH9NgR+R/+D6Rwr8snFdzf084J97+jEv0D8ncRH1L1x/Q4Efsf7P9bcU+BHHP67/RIEfkf/j+psK/LJxn9L6z7OA/8zTj7MC/WckLqL+mes/VuBHfP+5/hMFfsT6J9dfV+BHrH9y/QMFfkT+n+sfKvAj5v9c/0iBP/b9H2L+w/U3FfhjH3/E+h/XP1bgj338Eflfrr+vwB/7+CPWf7j+tgJ/7Ps/2bir9Frx84D/3NOP8wL95yQuYv7L9Y8U+BH7P67/RIEfMf/l+psK/Ij8F9d/rMAf++cfcf0/13+qwI9Y/+X6awr8iPwn119X4Eesf3L9DQV+O/5Lxq3e8T/28UfUP3H9UwX+2I9/sZ//IeqfuP6ZAr8d/yXjVm//LxvX3XP0IuC/8PTjokD/hfn/jItY/+D6+wr8iPwP13+swI/Y/3H9Jwr8iPN/rr+uwI+of+L6Bwr8iPonrn+owI+Y/3P9IwX+2Pd/iPwP199U4I99/GXjrl7WbVwG/JeeflwW6L8kcRHjz/WfKPAj5v9cf1+BP/bxR9Q/cf1tBX5E/RPXP1bgR9Q/cf1nCvyI+S/XP1Lgj33/h5j/cv1NBX5E/ovrP1bgj/3zj6h/4vpPFfgR679cf02BH5H/5PrrCvyI9U+uv6HAb8d/ybjVO/7HPv6I+ieuf6rAH/vxL/bzP0T9E9c/U+C3479k3Ort/xH1P1z/uflL98vGfUr9i4B/4enHokD/gsRFjP+C6T9X4D+SjbvM+c3xd6Q7++Q5/Qnp7L/5N3k/6yL898PfkY70Ev9DJp67T7h8u67+CNDuZ1C7P4Da/QJq9ydMu+6+kYB2QdsX9vn9EdQu6vO7Am3fT6B2X0Dtor4Xld8Ocm0vX33n9mTbTucLQm0tq9jP9eO/Nv+u12UON88PyGvZ/GCfvHaw5TxNXk9u1o/tedjf7/v9w5H8tl2uzdk5aStBrI/eL0+3tgfddtvbKEler5HKnqsvl/Lrf25/VUvejn3W9zp5n67/yeYh3ffkJHm9TbO/a7C4Lv9RD/jrnn7IrsPl++uwuG79txHwNzz9kM3D5fsbsLhu/tYM+JuefsiuQ+X7m7C4bp7ZCvhbnn7I3oc+39+CxXXnc+2Av+3ph2wdZr6f1l0i9n9cf02BXzauW//tBPwdTz9kf4ct309/dw0x/lx/TYFfNq5b/+0G/F1PP2R/hy7fT393DnH84/obCvyycd36by/g73n6Ifs7fPn+HiyuW//tB/x9Tz9kr0PJ99PrThDHf66/pcCP2P9z/TUFftm4Lv81CPgHnn7IXoed7x/A4rr8Bo27fuTlN2hfZK/FxuU3RqT/mTXre528T/MbsnVGbnyHyettmv1N64oQ32+uv6bAj8hvcP11BX7E/I7rbyjwI/IbXH9TgR8xv+H6Wwr8se//EPkNrr+twB/7+CPyG1x/R4E/9uMfIr/B9XcV+BH5Da6/p8Bvx3/JuNXb/yPyG1x/X4FfOKdwn1Pfm7287lpWAkNTwQfkOa0FPiT/vyxd1CGvbS9bJIQFrwmmnWsl/odMPFTto5uzyrf7sMS0a7WP7uHuJVWhcQPVMNvnd9MuqkbcalaX1axZle7nPqif68d/b2YEtP4zmwTor7ddfkbV22ZrJFm9rWyNq1uPOt7aPnnrUfSaVNm1I7ceJXs+4va1tN40s2Z9L7Le9DR5vU1pHzBx3flYI+Avqt50lx9Yb5qOfzPgL6redJcfWG+anjO0Av6i6k13+YH1pul6VDvgL6redJcfV2/p8lGdgL+oestdfpoHR+z/uP66Ar9sXHdu1A34i6q33OWneXDE+HP9dQV+4fWIdD2qF/AXVW+5y0/XARDHP66/qcAvvB6Trkf1A/6i6k13+XH1hm49ahDwF1VvuMtPa/wQx3+uv63Aj9j/c/11BX7ZuC53Nwz4h55+SK8L5fmHsLirl9OtuOtHXn6D9kV4TQ6W3xiT/mdWWmOZvU/zG7L39XfjO9raptnf9D7+iO83119X4EfkN7j+hgI/Yn7H9TcV+BH5Da6/pcCPmN9w/W0F/tj3f4j8BtffUeCPffyFf08oXfOeBPwTTz8mBfonsLju/m3TgH/q6Yfsfb3z/VNYXHefuVnAP/P0Q/a+zvn+GSzuKs3vzAP+uacf8wL9c1jc5/T7fxbwn3n6Ifu7Xvl++jteiO8/1z9R4Ecc/7j+ugK/bFxXA3ge8J97+iF7X+N8P72PMWL8uf66Aj/i/I/rbynwy8Z9+3vqPv+Fpx+I3xPe5cf9nvDzm/vJ+/xF/Z7wLj+9jztifYvr7ynwI/Z/XD/698Q4fsT5P9ffUeCPffxj3//JxnW/p7wI+BeefiwK9C9gcZ/S87+rgP/K048r0X7k+69IXMT5H9c/UeBH5H+4/qkCPyL/w/XPFPgR+R+uf67AH/v3HzH/4frrCvyI/A/Xf6bAH/v4I+p7uf6uAj+i/oPrbyrwI/IfXH9PgR9R38v19xX4EfUvXH9bgR+x/s/1jxX4Yz/+IfJ/XH9HgV827lNa/3kd8F97+nFdoP+axEXUP3P9NQV+xPef668r8CPWP7n+lgI/Yv2T6z9X4Efk/7n+CwV+xPyf6+8p8Me+/0PMf7j+jgJ/7OOPWP/j+i8V+GMff0T+l+s/U+CPffwR6z9c/0SBP/b9n2zcVXofvZuA/8bTj5sC/TckLmL+y/X3FPgR+z+uv67Aj5j/cv0dBX5E/ovrrynwx/75R1z/z/U3FPgR679cf1OBH5H/5PpbCvyI9U+uv63Ab8d/ybjVO/7HPv6I+ieuv6vAH/vxL/bzP0T9E9ffV+C3479k3Ort/xH3N+T6B+Yv3Y9Y/+D6zxT4Lf8jGbd6+7/Yz/8R9U9c/7kCP6L+ieu/UOC39R/JuJb/oe2H/Jb/Kd8vG9f9ZudtwH/r6cdtgf5bEhcx/lx/XYEfMf/n+s8U+GMff0T9E9c/UeBH1D9x/ZcK/Ij6J67/WoEfMf/l+nsK/LHv/xDzX66/o8CPyH9x/TUF/tg//4j6J66/ocCPWP/l+psK/Ij8J9ffUuBHrH9y/W0Ffjv+S8at3vE/9vFH1D9x/V0F/tiPf7Gf/yHqn7j+vgK/Hf8l41Zv/4+o/+H6B+Yv3S8b9yn13wX8d55+3BXovyNxEePP9Q8U+EfCcU+Sv37T+dfffv76+y9fsy6cbP5dd21/87xFunhAnr8jzw/J8yPSRhamQ17LNve/yf8nIx4nb39qWcx94GucvCYVZ0+ureV2X//v5t/1Rtzfeu9Ifpulvz8tvH2W6w9L9oFpbfr9TjTG/XK9fQ4S/zhvb6OExD8ifZPpi9uGR6Jtuhz2Mel/Zs36XifvH5F/j2Vt6Wf9cGubZn8fw+K6OdxJwH/i6cdJgf4TWFyXwz4N+E89/Tgt0H8Ki+vO4WsBf83TD9m1pHx/DRbX5bDrAX/d0w/Zc6l8fx0W153DNgL+hqcfsmtJ+X66doTY/3H9xwr8snFdDrsZ8Dc9/ZDNJeb7ae4QMf5c/7ECv3AON81htwL+lqcfsmuJ+X66dog4/nH9pwr8wmu4aQ67HfC3Pf2QzaXm+9uwuC6H3Qn4O55+yK4l5vvp2iHi+M/11xX4Eft/rv9YgV82rsvhdQP+rqcfsmup+X66diqdU8jJ4dG0R5Yi2iOv048NPVUvJO9GE4sJeU0yHiL/Jt3HfUAfs0d909mCcoQP1cwRPj5ajtByhJYjfNsPyxFK9sNyhJYjtByh5Qj9fssRouK6+3xUKUcoG9f9znmVcmSx+xGff66/qcAvG9dd51ylHKnlCEX9aY68SjlCxPhz/ccK/MLXuaTj3wv4e55+yF5vke/vweK6NbJ+wN/39EP2eot8P72+AnH+y/XXFPiFr3NZrdsYBPwDTz9k663z/QNYXHefl2HAP/T0Y1igfwiL+5ze52oU8I88/ZCuN8/zj0hcxPGP6z9W4EfkP7j+hgK/bNzHdPzHAf/Y049xgf4xiYuY/3L9HQV+xPef6z9W4Ecc/7j+gQI/4vyf628r8MvGdfc5mwT8E08/ZO+3l++n99dDnP9w/T0FfsT+j+s/VuBHzH+4/oYCP6L+g+s/UuCP/fOPqP/g+k8U+BH1H1z/qQI/Iv/F9dcU+BH1H1x/XYHfjv+Scat3/I99/GXjumvEpgH/1NOPaYH+KYmLOP5x/acK/IjzP66/p8CPWP/k+rsK/IjjP9dfV+BH7P+5/mMFftm47hqxWcA/8/RjVqB/Zv4/4x7KxuVcI0cvR9snr2XvP5JuZ92DXyt3TDrSS/wPmXirR0y7bu4t3+7DErQdPlVr+7rvNmD7/qta4+bm+IB2v1SrXfu+uYd9Htzj7f5Bru3lA22zKvdOrMr127Y9ZfuZyPbzzff1cDNZW+dP6BpK9lo2lzskr2XvvyOvZe8fkNey9/fJa3Timr2WvZ9sxZdz38Ou8c/Ou7Nr/IV/6+nlNHl9DTTddtvbKEmg18Eu5XPc7jhKr/HLrHXyb1HXONaT19s0+xt3jZ/LcbQC/qKu8dvlB94HKx3/dsBf1DVuu/zA+2C9ucbL5y/qGq9dftw1Tm6NtxvwF3WN0y4/8BqfNMfbC/iLusZnl5+uLSD2f1x/U4FfNq477+0H/EVd47TLT6+tQYw/199U4JeN6/Jrg4C/qGucdvmLvMbJ5y/qGqddftw1Tqs31/j4/EVd47TLj7vGZZWucY8D/qKucdnlx9W4P6ff/0nAX1SN+y4/rS1BfP+5/oECP+L4x/U3Ffhl4z68qfHw+Yuqcdrlp2vLiPHn+psK/IjzP66/o8AvG9fd42YW8BdV47DLP4PFfU7XeeYB/9zTj3mB/jksrqvxOwv4zzz9OCvQf0biIvZ/XH9TgR9x/s/19xT4Yx9/xP6P658p8MvGddc4nwf8555+nBfoP4fFfUrP/y4C/gtPPy4K9F+QuIjzP65/oMCPyP9w/UMFfkT+h+sfKfAj8j9c/1iBP/bvP2L+w/U3FfgR+R+uf6LAH/v4y8Z19a6XAf+lpx+XBfovSVxE/QfX31bgR+Q/uP65Ar9sXHeN4yLgX3j6sSjQvyBxEfUvC6a/q8CPWP9fMP19BX7E8W/B9DcV+BH5vwXT31Pgl437lNZ/XgX8V55+XIn2I99/ReIi6p+5/oYCP+L7z/U3FfgR659cf0eBH7H+yfVPFfgR+X+uf6bAj5j/c/1zBf7Y93+I+Q/X31Pgj338Eet/XP+ZAn/s44/I/3L9EwX+2Mcfsf7D9Q8U+GPf/8nGdfd4vw74rz39uC7Qf03iIua/XP9cgR+x/+P6mwr8iPkv199T4Efkv7j+hgJ/7J9/xPX/XH9LgR+x/sv1txX4EflPrr+jwI9Y/+T6uwr8dvyXjFu943/s44+of+L6LxT4Yz/+xX7+h6h/4vovFfjt+C8Zt3r7f9m47j6nNwH/jacfNwX6b8z/Z1zE+gfXP1HgR+R/uP6GAj9i/8f1NxX4Eef/XH9HgR9R/8T1TxX4EfVPXP9MgR8x/+f65wr8se//EPkfrr+nwB/7+MvGXb2s27gN+G89/bgt0H9L4iLGn+tvKvAj5v9c/0SBP/bxR9Q/cf0DBX5E/RPXf6bAj6h/4vqvFPgR81+uf67AH/v+DzH/5fp7CvyI/BfX31Dgj/3zj6h/4vpbCvyI9V+uv63Aj8h/cv0dBX7E+ifX31Xgt+O/ZNzqHf9jH39E/RPXf6HAH/vxL/bzP0T9E9d/qcBvx3/JuNXb/yPqf7j+a/OX7peN+5T67wL+O08/7gr035G4iPHn+q8V+GXjfv50uhV3/djb+vsjeU778l60L7jfN/5A+p9Z35O/s/dpfu+DrC0d3/fJ622a/f2BxEUc37j+pgI/Ir/H9bcU+BHnN1x/W4Efkd/j+jsK/Ij5PdffVeCPff+HyO9x/T0F/tjHH3F/Y66/r8CPqO/h+gcK/Ijft+H6hwr8iN+34fpHCvyI37fh+scK/LF//2M//iHqe7n+iQJ/7OMf+/kf4vo2rn+qwI+4vo3rnynwI9Z3uf65Ar+d/0vGtfN/2n7Ir2H8EfU9XP+FAr9s3Ocv6za+C/i/8/TjuwL935n/z7iI33fm+s8V+BHnv1z/QIEfkf/i+ocK/Ij8F9c/UuBH5L+4/rECf+zff8T8j+tvKvAj8l9c/0SBP/bxR8z/uf4LBX5E/QvX31bgR+R/uP65Aj+ivp/rv1TgR9T/cP1dBX5E/QPX31fgj/34h8h/cv09Bf6FaFz3+85c/0KBH1H/zfU3FPhj//4j1n+5/o4CP2L9l+ufKvAj1n+5/pkCf+zzf5v/SMat3vwn9vGPff+HuL8h13+mwC8b9+nLuo3vA/7vPf34vkD/9yQu4vyf6+8r8CPWf7j+gQI/Yv2X6x8q8CPWf7n+kQI/Yv2X6x8r8Mf+/UfM/7j+pgI/Yv2X658o8Mc+/rF//xHzf67/TIH/Sta/pO2H/FcK/Ij8F9c/V+CPff+HyH9x/T0FfsT6F9ffUOCP/fOPuP8R199S4EfUf3H9bQV+xPon199R4EfUP3H9XQV+O/67x8fNv8u/9aje8T/28bf8v6jf8v+J5f8t/8/zW/6/fL/l/0X9lv9PqjX+sZ//Iepfuf6pAj+i/ovrnynwW/5fMq6d/9P2Q347/y/fH/v+L/b1b8T9f7j+cwV+y/+I+i3/k1j+x/I/PL/lf8r3W/5H1F+58Ufc/4frv1Dgj73+I/b8B+L+P1z/pQJ/7PUvsa//W/5PMm718n8L0bhP31T/uVDgt/pnybi2/knbD/lt/bN8v61/ivpt/TOx+Y+tf/L8GsY/9vU/y/+K+i3/m1Rr/O36f1G/Xf+f8P12/X/5fpv/Ssa16/9p+yG/5b/K99v1/6J+u/4/qVb+067/l4xrx3/afshv+a/y/Vb/JOq3+qekWud/Vv8k6rfjf1Kt/f+1aNzVN63/Xpu/dH/s6x+W/5GMa/VPtP2Q3+qfyvdb/ZOo39Z/Esv/WP6H59cw/jeicVcvtP2Q/0aB3+qfRP1W/5RUa/yt/knUb/VPCd9v9U/l+23+KxnX6p9o+yG/5b/K91v9k6jf6p+SauU/bf1TMq4d/2n7Ib/lv8r3W/2TqN/qn5Jqnf9Z/ZOo347/SbX2/1b/FLf/VjTu0zf5bxX47fMft9/q/yTjWv6Tth/yW/1f+X6r/xP1W/1fYuuflv/k+S3/Wb4/9vznB1n/F9p+yP/B/KX7rf5T1G/1n0m1xt/qP0X9Vv+Z8P1W/1m+385/JONa/SdtP+S3/Gf5fqv/FPVb/WdSrfy31X9IxrXjP20/5Lf8Z/l+q/8U9Vv9Z1Kt8z+r/xT12/E/qdb+P/b6r9j9Vv8pGbd64/9eOO7JH20cb9r69befv/7+y9esC7XNv+uu7W+e90gXD8jzd+T5IXl+RJ4fk+cnpO3TzfN/k9eyYfgP+f+8J+3sJVuPj5t/l3/vcX9AsHtkI2DiufsPybfrzuvk231YgvoLatet71ZnO7j1OPs8PN4nnodM28s3fT4l/2Y7tT3y2v7Wf38k36d/HpGYQm0uD0lfW5vn72Rj5B0/6KbMNiHdnfqOH/B9+xHpVC/xP2TirR4x7b79bgi1W7F9hFu7q864ubkmYPtW7RiH+l48gNq174VrFzRuT18w7aI+D2+/x3JtL1/1WXg+kJ5jCrW1RPZzH9RP2bG6/wxs+4ftdv9nM0Naz0ez+VZ2or1+LZvXvCOvZe8fkNey9/fJa+XMee8fUHPebJKZzXlPRWOsXtbtnWxtn+1J60fy/JRsw5qwd91mXdaXHj8apP+ZNet7nbxfJzbZ2iy3v6ptbdPs7wYsrlsTaAb8TU8/ZNcm8v1NWFxXE9UK+FuefsjWZuX7W7C4bk24HfC3Pf2QXZvO97dhcV1NVCfg73j6IVuble/vwOK6NdFuwN/19EN2bTbfT9diEfs/rr+hwC8b153v9QL+nqcfsrVZ+X5ai4UYf66/ocAvG9ed5/YD/r6nH/0C/X1YXHdN1CDgH3j6IXttVr5/AIu7Sj//w4B/6OnHsED/EBZ3ldaEjQL+kacfowL9I1jc5/T7Pw74x55+jAv0j0lcxPef6+8r8COOf1x/Q4FfNq5bT5gE/BNPP2Svzc7302uxEePP9TcU+BHnf1x/W4FfNq67J9Q04J96+iF7b6p8/xQW190Tahbwzzz9kL03Vb5/BovrauLnAf/c0w/Z2vx8P63FR+z/uP6GAj/i/J/r7yrwxz7+iP0f1z9V4JeN62oQzwL+M08/ZO9Nku8/g8V9Ss//zgP+c08/zgv0n5O4iPM/rr+vwI/I/3D9AwV+RP6H6x8q8CPyP1z/SIE/9u8/Yv7D9TcU+BH5H65/rMAf+/jLxnX3BLgI+C88/ZC9N0G+n96LAFH/wfW3FPgR+Q+uf6bAL3xPjHT/dxnwX3r6IXtvgnw/vRcBov6F6+8o8CPW/7n+ngI/4vjH9TcU+BH5P66/q8AvG/cprf9cBPwLTz8WBfoXJC6i/nnB9NcV+BHf/wXT31DgR6x/Lpj+tgI/Yv1zwfRPFPgR+f8F0z9V4EfM/xdM/0yBP/b9H2L+s2D6uwr8sY8/Yv1vwfTPFfhjH39E/nfB9I8V+GMff8T6z4Lp7yvwx77/k43rfhPlKuC/8vTjSrQf+f4rEhcx/+X6Zwr8iP0f199Q4EfMf7n+rgI/Iv/F9dcV+GP//COu/+f6mwr8iPVfrr+lwI/If3L9bQV+xPon199R4Lfjv2Tc6h3/Yx9/RP0T13+uwB/78S/28z9E/RPXf6HAb8d/ybjV2//LxnX397wO+K89/bgu0H9t/j/jItY/uP6xAj8i/8P11xX4Efs/rr+hwI84/+f62wr8iPonrn+iwI+of+L6pwr8iPk/1z9T4I99/4fI/3D9XQX+2MdfNq77Ta6bgP/G04+bAv03JC5i/Ln+hgI/Yv7P9Y8V+GMff0T9E9ffV+BH1D9x/XMF/oWsf0nbD/kXCvyI+S/XP1Pgj33/h5j/cv1dBX5E/ovrryvwx/75R9Q/cf1NBX7E+i/X31LgR+Q/uf62Aj9i/ZPr7yjw2/FfMm71jv+xjz+i/onrP1fgj/34F/v5H6L+ieu/UOC3479k3Ort/xH1P1z/lflL98vGfUr9twH/racftwX6b0lcxPhz/VcK/LJx3e8b07jrx97W3x/Jc9qXO9G+4H7f+D3pf2bN+l4n79P83ntZWzq+d8nrbZr9/Z7ERRzfuP6GAj8iv8f1NxX4Eec3XH9LgR+R3+P62wr8iPk9199R4I99/4fI73H9XQX+2McfcX9jrr+nwI+o7+H6+wr8iN+34foHCvyI37fh+ocK/Ijft+H6Rwr8sX//Yz/+Iep7uf6xAn/s4x/7+R/i+jauf6LAj7i+jeufKvAj1ne5/pkCv53/S8a183/afsivYfxj3/8hrm/h+ucK/IjfN+b6zxT4Lf8j6rf8T2L5H8v/8PyW/ynfb/kfUX/lxh9R3871nyvwx17/EXv+A1HfzvVfKPDHXv8S+/q/5f8k41Yv/4f4fWOu/1KB3+qfJePa+idtP+S39c/y/bb+Keq39c/E5j9Vmv/EPv6xr/9Z/lfUb/nfpFrjH/v6T+z7v4Wsf0nbD/kXCvw2/5WMa/Nf2n7Ir2H+a/kvybh2/T9tP+S36//L99v1/6J+u/4/seO/5b94fqt/Kt9v9U+ifqt/Svh+q38q3x/7/v9KNO7qm9Z/r8xfuj/29Q/L/0jGtfon2n7Ib/VP5fut/knUb+s/ieV/LP/D82sY/2vRuO73jbn+awV+q38S9Vv9U1Kt8bf6J1G/1T8lfP9Cgd/mv5Jxbf5L2w/5rf6pfL/VP0nGtfon2n7Ib/VP5ftt/VMyrh3/afshv+W/yvdb/ZOo3+qfkmqd/1n9k6jfjv9Jtfb/Vv8Utx/x+8Zc/40Cf+zjfyccd/17zsebtn797eevv//yNevC6ebfddf2N897pIsH5Pk78vyQPD8iz49Je9nPSP+bvFbbei0h3OPk7c8ui22DA9KhdZBJ4n/IxHNzbkC7X6rV7uM9qN1/Ytp9WGLadTlowLjZ5yx9uH084PPwL1C7oM+ZfR7c4/EB1K7td9LHM2j7PoOOFytQf9/ud+TaXr7q855s2+lcVKitJbKf+6B+Co/VF1zb95+Bbf9QZNv/Z3O2cZr8deKRnTCs/87m50fktez9Q/Ja9v478lr2/gF5LXt/n7yWvb9HXsveT7biC26Ll6NE/LuxXJuzfFUrQdROfP603j61re2zfZL2kTyn9ROyebzlUr42wB0fW6T/mbVBPNn7tDZAdo3C7Y8byettSscWE9flRtsBf9vTD9k1+nx/GxbX1YZ0Av6Opx+yOfp8fwcW162NdQP+rqcfsmvU+f4uLK6rDekF/D1PP2R/oyLf34PFdWtD/YC/7+mHbI12vp/WZCP2f1x/S4FfNq47nx0E/ANPP2R/ozHfT3+TETH+XH9LgV/4tzHT38YZBvxDTz9kf6My3z+ExXXXhowC/pGnH7K/UZnvH8HiurzIOOAfe/ohe41Wvn8Mi+t+G3US8E88/ZC9Rj3fP4HFdb+NOg34p55+yF6jnu+n16Qjvv9c/1CBH3H84/pbCvyycd36zizgn3n6IVujl++nNXmI8ef6Wwr8iPM/rr+rwC9cG5qut8wD/rmnH7LXqOb757C47t4oZwH/macfZwX6z2BxXW3wecB/7umHbI16vp/WpCP2f1x/S4Efcf7P9fcV+GMff8S1IRcB/4WnH7I1+vn+C1hcV39yGfBfevoh+xut+f5L84PiPqXnv4uAf+Hpx6JA/4LERZz/Lpj+oQI/Iv+1YPpHCvyI/NeC6R8r8CPyXwumf6LAH/v3HzH/WzD9LQV+RP5rwfRPFfhjH3/E/H/B9J8r8CPqXxZMf0eBH5H/WTD9Zwr8snHdteFXAf+Vpx+y1yjm++k1iYj6H66/p8CPqH/g+gcK/IjjH9ffUuBH5D+5/r4Cv2zcp0/rNq4D/mtPP64L9F+TuIj6b66/qcCP+P5z/S0FfsT6L9ffVeBHrP9y/TMFfsT6L9c/V+BHzP+5/jMF/tj3f4j5D9ffV+CPffxj3//JxnX3xr8J+G88/ZC9R1O+/wYW9+nLuo3bgP/W04/bAv23JC7i/J/rHyjwI9Z/uP6hAj9i/ZfrHynwI9Z/uf6xAj9i/Zfrnyjwx/79R8z/uP6WAj9i/Zfrnyrwxz7+sX//EfN/rv9agV82rvttrLuA/87TD+l7lOb570hcRP6L6z9T4Efs/7j+lgI/Iv/F9fcV+BHrX1x/U4E/9s8/4v5HXH9bgR9R/8X1dxT4EeufXH9XgR9R/8T19xT47fgvGbd6x//Yxx+R/+f6Bwr8iPN/rp+e/5flR+T/uf6RAj8i/8/1jxX4Efl/rn+iwB/79z/24x8i/8/1TxX4Yx//2M//EPWvXP9MgR9R/8X1zxX4Lf8vGdfO/2n7Ib+d/5fvj33/h1j/5vqvFfgR9//h+i8V+C3/I+q3/E9i+R/L//D8lv8p32/5H1F/5cYfcf8frv9cgT/2+o/Y8x8LWf837f8WCvyx17/Evv5v+T/JuNXL/12Jxn36pvrPKwV+q3+WjGvrn7T9kN/WP8v32/qnqN/WPxOb/9j6J8+vYfxjX/+z/K+o3/K/SbXGP/b1n9j3f3b9v2Rcm//S9kN+m/+W77f8l2Rcu/6fth/y2/X/5fvt+n9Rv13/n9jx3/JfPL/VP5Xvt/onUb/VPyV8/0KB347/knGrt/+XjbtK13/fB/zvPf14X6D/vfn/jItY/+D6pwr8iPwP199U4Efs/7j+lgI/4vyf6+8q8CPqn7j+mQI/ov6J658r8CPm/1z/mQJ/7Ps/RP6H6+8r8Mc+/rJxVy/rNj4E/B88/fhQoP8DiYsYf66/pcCPmP9z/VMF/tjHH1H/xPUPFfgR9U9c/7UCP6L+ieu/VeBHzH+5/jMF/tj3f4j5L9ffV+BH5L+4/qYCf+yff0T9E9ffVuBHrP9y/R0FfkT+k+vvKvAj1j+5/p4Cvx3/JeNW7/gf+/gj6p+4/nMF/tiPf7Gf/y1k/d+U/1so8NvxXzJu9fb/iPofrv/O/KX7ZeM+pf7vAv7vPP34rkD/dyQuYvy5/jvzl+5HrP9x/VMFfkT+k+tvKvAjjv9cf0uBH5H/4vq7CvyI+j+uf6bAj6j/4/rnCvyI81+u/0yBP/b9HyL/yfX3FfhjH39E/pPrP1fgv5D1f6Hth/wX5i/dH/v3P/bzv9jHH1H/yfUPFfivZf0/0vZD/msFfkT9J9d/q8Bv5z+Sce38h7Yf8ms4/7H8p2Tc6n3+EfWfXH9bgR9R/8L1dxT4Y89/I+o/uP6eAr8d/yXjWv6Tth/yW/6zfH/sx7/Yz/8Wsv5vyv8tFPjt+C8Zt3r7f6t/i9tv9Z+Scas3/rJxP3863Yq7fuxt/f2RPKd9+V60L8slKr/3D9L/zJr1vU7ep/m9f8ja0vH9Pnm9TbO//0HiIo5vXH9LgR+R3+P62wr8iPMbrr+jwI/I73H9XQV+xPye6+8p8Me+/0Pk97j+vgJ/7OM/EI27eqTth/wDBX5EfQ/XP1TgH8n6v+nzP1LgH8v6n2j7If9YgX8iGvf5m77/EwX+2L//sR//EPW9XP9UgT/28Y/9/A9xfSPXP1PgR1zfyPXPFfgR67tc/5kCv53/S8a183/afsivYfwR9T1c/7kCP+L6Pq7/wvyl+y9F4z590/nvpQK/5b9E/Zb/Siz/Zfkvnt/yX+X7Lf8l6rf5f1Kt+X/s9S+x538Wsv5v2v8tFPhjr/+Jvf7B8p+ScauX/7wSjfv0ibYf8l8p8Fv9t2RcW/+l7Yf8tv5bvt/Wf0X9tv6b2PzH1n95fg3jH/v+71o07uqb8j/XCvw3onGfvtD2Q/4bBX67/kHUb+u/ia3/2vovz2/rv+X7bf1X1G/rv0m1xj/273/s83/E/c25/lsFfst/Sca1/BdtP+TXkP+y9S/JuHb/I9p+yG/3Pyrfb/c/EvXb/Y8SO/7b+hfPb/c/Kt9v+X9Rv+X/E8v/W/6f57f8f/l+y/+L+q3+NanW+Z/Vv4r6rf41sfy/nf/z/Hb+X77f6l8l41Zv/dvu/yMZ1/I/tP2Q3/I/5fst/yMZ1/I/tP2Q3/I/5fvt/j+Sce3+P7T9kN/u/1O+fyHrt/v/JHy/3f+nfL/l/yTj2v1/aPshv93/p3y/rX9KxrX1T9p+yG/rn+X7bf1TMq7Nf2j7Ib+tf5bvj339z/K/on7L/ybVGn+7/l/Ub9f/J3y/Xf9fvt/mv5Jx7fp/2n7Ib/mv8v12/b+o367/T6qV/7Tr/yXj2vGfth/yW/6rfL/VP4n6rf4pqdb530LWb/VPiR3/q7T/vxONu/qm9d8785fuj339w/I/knGt/om2H/Jb/VP5fqt/EvXb+k9i+R/L//D8Gsb/vWjc1QttP+R/r8Bv9U+ifqt/Sqo1/lb/JOq3+qeE77f6p/L9Nv+VjGv1T7T9kN/yX+X7rf5J1G/1T0m18p+2/ikZ147/tP2Q3/Jf5fut/knUb/VPSbXO/xayfqt/Suz4X6X9v9U/xe3/IBr36Zv8HxT47fMft9/q/yTjWv6Tth/yW/1f+X6r/xP1W/1fYuuflv/k+S3/Wb4/9vznhaz/C20/5L8wf+l+q/8U9Vv9Z1Kt8bf6T1G/1X8mfL/Vf5bvt/MfybhW/0nbD/kt/1m+3+o/Rf1W/5lUK/9t9R+Sce34T9sP+S3/Wb7f6j9F/Vb/mVTr/G8h67f6z8SO/1Xa/1v9W9x+q/+UjFu98f9eOO7JH20cb9r69befv/7+y9eE0NePddf2N88npIsH5Pk78vyQPD8iz4/J8xPy/JTEqW2e/4e81th6LSGb4Xjz37x6fNz8u/x7j3va5r5w23ukrcc/jsM/fF49fL5/vP/n8uHHTy9Pyx+ePj2/3L/cP708/fTw8vj4+eWHl9WPn35cLX+8/+Hx8/2Xpx8fv2waOxBo6/OX9PGvA98GJa9J+Q/k2lrS/r7zPN8nr2Uf2iOAKdmKs70dWwn4w4oYpHeAdg8TuQ8/yn0oP0ZL0uSbHcrf3Q6S2/QoKWYnqsl8DPr87CWvP0uJ+OfKLWJlsSS27+Zg8NOhWB9dognQx0fBPn7Z1cfl33tA+ij8GfopgX0+McemdXvyB/H7z3JjhTk2rfehx/LuH6Td2UPY/yTYzzffpf+/mTGeJn+duWSTyPVr2X78gLy2Pck8Je/vkdfoJDRJXp8ZfRTaNoBJbXqMzc7QWpt+n4jG+Pxp3f7x1vbZnih/JM9PyDY8Ffau26yJtumOz3XS/8ya9b1O3q8RW13Wlu4zT5PX25T2ARPXJVkbAX/D049Ggf4GLK4rMmkG/E1PP2SLnfL9TVhct8jWCvhbnn7IJvvz/S1YXFdk0g74255+yBY75fvbsLhukakT8Hc8/ZBd7M3308VdxP6P668r8MvGdUUm3YC/6+mHbLFXvp8WdyHGn+uvK/DLxl09rtvoBfw9Tz9kF7vz/T1YXHeRST/g73v6IVvsle/vw+Ku0s//IOAfePoxKNA/gMVdpUU2w4B/6OmH7MVO+f4hLO5z+v0fBfwjTz9GBfpHJC7i+8/19xT4Ecc/rr+uwC8b111kOg74x55+jAv0j0lcxPhz/XUFfsT5H9ffUuCXjetusjMJ+CeefkwK9E9gcd1NdqYB/9TTD9mL3fP9U1hcV2Q8C/hnnn7I3uwp309v7oTY/3H9dQV+xPk/199R4I99/IVvspau/c8D/rmnH7I3O8v3z2Fx3Zr9WcB/5umH7MUe+f4z84PiPqXnv+cB/7mnH7IXe+X76cVdiPNfrr+nwI/If3H9fQV+RP6L6x8o8CPyX1z/UIE/9u8/Yv7H9dcV+BH5L65/pMAf+/gj5v9c/0yBH1H/wvU3FfgR+R+uf6rAL3yThXT/dxHwX3j6IXuz03w/vbkpov6H628r8CPqH7j+rgI/4vjH9dcV+BH5T66/o8AvG/fp07qNy4D/0tOPywL9lyQuov6b668p8CO+/1x/XYEfsf7L9bcU+BHrv1z/WIEfsf7L9U8U+BHzf65/qsAf+/4PMf/h+jsK/LGPf+z7P9m47ib7i4B/4enHokD/Ahb36cu6jauA/8rTjyvRfuT7r0hcxPk/199V4Ees/3D9PQV+xPov199X4Ees/3L9AwV+xPov1z9U4I/9+4+Y/3H9dQV+xPov1z9S4I99/GP//iPm/1z/pQK/bFz3I1vXAf+1px/XBfqvSVxE/ovrnyrwI/Z/XH9dgR+R/+L6Owr8iPUvrr+mwB/75x9x/yOuv6HAj6j/4vqbCvyI9U+uv6XAj6h/4vrbCvx2/JeMW73jf+zjj8j/c/1dBX7E+T/X31PgR+T/uf6+Aj8i/8/1DxT4Efl/rn+owB/79z/24x8i/8/1jxT4Yx//2M//EPWvXP9YgR9R/8X1TxT4Lf8vGdfO/2n7Ib+d/5fvj33/h1j/5vovFfgR9//h+s8U+C3/I+q3/E9i+R+u3/I/5fst/yPqt/xPUq3xR9z/h+ufKfDHXv8Re/4Dcf8frv9cgT/2+pfY1/8t/ycZt3r5P8T9f7j+CwV+q3+WjGvrn7T9kN/WP8v32/qnqN/WPxOb/1Rp/hP7+Me+/mf5X1G/5X+Tao1/7Os/se//rmT9dv1/YvNfm//y/Hb9f/l+u/5fMq5d/0/bD/nt+v/y/Xb9v2RcO/7T9kN+y3+V77f6J1G/1T8l1Tr/s/onUb8d/5Nq7f9l467S9d+bgP/G04+bAv035v8zLmL9g+sfKfAj8j9cf02BH7H/4/rrCvyI83+uv6XAj6h/4vrHCvyI+ieuf6LAj5j/c/1TBf7Y93+I/A/X31Hgj338ZeOuXtZt3Ab8t55+3BbovyVxEePP9dcV+BHzf65/pMAf+/gj6p+4/p4CP6L+ieu/VOBH1D9x/VcK/Ij5L9c/VeCPff+HmP9y/R0FfkT+i+uvKfDH/vlH1D9x/Q0FfsT6L9ffVOBH5D+5/pYCP2L9k+tvK/Db8V8ybvWO/7GPP6L+ieufKfDHfvyL/fwPUf/E9Z8r8NvxXzJu9fb/iPofrv/a/KX7ZeM+pf67gP/O04+7Av13JC5i/Ln+a/OX7kes/3H9IwV+RP6T668p8COO/1x/XYEfkf/i+lsK/Ij6P65/rMCPqP/j+icK/IjzX65/qsAf+/4Pkf/k+jsK/LGPPyL/yfXPFPjnsv4vtP2Qf27+0v2xf/9jP/+LffwR9Z9cf0+BH1H/yfVfKvBfyfqXtP2Q/0qB385/JOPa+Q9tP+TXcP5j+U/JuNX7/CPqP7n+hgI/ov6F628q8Mee/0bUf3D9bQV+O/5LxrX8J20/5Lf8Z/n+2I9/sZ//Ieo/uf5zBX47/kvGrd7+P/b6r9j9Vv8pGbd6438qHPeEmH/97eevv//ydXtTrLu2v3l+SLp4QJ6/I8/pf3NE2sja+w95/5TE2ku2Hh+FjHukE9nzfRLnfwFKXP63uX8HAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/import/target/import.json b/crates/nargo_cli/tests/execution_success/import/target/import.json
index 39e7c2047f6..5249e410b3a 100644
--- a/crates/nargo_cli/tests/execution_success/import/target/import.json
+++ b/crates/nargo_cli/tests/execution_success/import/target/import.json
@@ -1 +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/7VTSQ7DIAw0SRt66ltslmBu/UpRyf9fULVSieQmucWMhGw4jMdjcwOACX4wLTfi/m75+D0X+MfY4qNFPAcygsvjHEJNrpKnJ7pcOGKIZWZiihxfjr2vHDjlkhNmCr7SErNfGtmgyHXV6xFH4a+EUfZSU7PUO4l83YfhYCemDj3Bps7Wx/vBm2rxHkPqYZQFveXv1bfVnxEKyp3msz5YRZ2D0Cg/z4oPWGlYTZUFAAA=","proving_key":null,"verification_key":null}
\ No newline at end of file
+{"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/7VTMQ7DIAw0JGTsW2wMwWz9SlHJ/59QqSISSthibjFiON+d7Q0AHNyxtPpuFZ+BTMfFuIdQk6/E9EGfi0QMsexCQlHi1wtzlSApl5wwU+BKR8x8NDKryLXoefxzmUGWRjlLTc293nXwtoOd2CZ4gkufa46vwZ9q8xlDWifwOtBb/lm+nf6MsKO8aX6ag1PUaTuN/fGc+AEp7slRcQUAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/import/target/witness.tr b/crates/nargo_cli/tests/execution_success/import/target/witness.tr
index 82dd0af1b38..a51064da4b6 100644
Binary files a/crates/nargo_cli/tests/execution_success/import/target/witness.tr and b/crates/nargo_cli/tests/execution_success/import/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/execution_success/merkle_insert/target/merkle_insert.json b/crates/nargo_cli/tests/execution_success/merkle_insert/target/merkle_insert.json
index 566d6d67556..d809f81c0cb 100644
--- a/crates/nargo_cli/tests/execution_success/merkle_insert/target/merkle_insert.json
+++ b/crates/nargo_cli/tests/execution_success/merkle_insert/target/merkle_insert.json
@@ -1 +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
+{"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/execution_success/references/target/references.json b/crates/nargo_cli/tests/execution_success/references/target/references.json
index f3cd7eb1f69..8a4a2753be0 100644
--- a/crates/nargo_cli/tests/execution_success/references/target/references.json
+++ b/crates/nargo_cli/tests/execution_success/references/target/references.json
@@ -1 +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/+2UXQ6DIBCEF3+qtUl7FRBQeOtVaor3P0JrismG+uZugonzAtFkYGbJdwOAB/yriOszrnKflEBeWg7GhLEPSquX7P3krDR2Gpxyyjr77p3WwRk3+smP0iujg5qt13M0Kwi8wvxT+fUQG/kFcf6Czkvi+5ZoXyWzw/8vDJkgOSft8b7xjfRwjiGVDL4V0D1+rtwV/Ywkssy+01U5g6+G44GvBh7wXdD+BN9Oz5qpqAbyBt+Su6GfESv4qDtdlTP4Wjge+FrgAd8V7U/w7fRsY6HUvh3kDb4ld0c/I1bwUXYqkjtifQBGeiGvEw8AAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
+{"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/execution_success/references/target/witness.tr b/crates/nargo_cli/tests/execution_success/references/target/witness.tr
index 5870572eae6..22a1c7fe109 100644
Binary files a/crates/nargo_cli/tests/execution_success/references/target/witness.tr and b/crates/nargo_cli/tests/execution_success/references/target/witness.tr differ
diff --git a/crates/nargo_cli/tests/execution_success/struct_array_inputs/target/struct_array_inputs.json b/crates/nargo_cli/tests/execution_success/struct_array_inputs/target/struct_array_inputs.json
index ae9889ac047..04300644274 100644
--- a/crates/nargo_cli/tests/execution_success/struct_array_inputs/target/struct_array_inputs.json
+++ b/crates/nargo_cli/tests/execution_success/struct_array_inputs/target/struct_array_inputs.json
@@ -1 +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/62QWwqAQAhFp3fL0VEb/WsrDU37X0JFBn0GdUHOx4WjOIYQ6nClc/bOyrvmmNb7u7vTOGcnfAt2P7r6h4tgYi4pFiRcIFpWAZY8KSqKyhqVqChrsmwJDJkKbmK0uWz47y54+9/Kee7eAaHW1ZqoAQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"foos","type":{"kind":"array","length":3,"type":{"kind":"struct","name":"Foo","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/62QWwqAQAhFp3fL0VEb/WsrDU37X0JFBn0GdUHOx4WjOIYQ6nClc/bOyrvmmNb7u7vTOGcnfAt2P7r6h4tgYi4pFiRcIFpWAZY8KSqKyhqVqChrsmwJDJkKbmK0uWz47y54+9/Kee7eAaHW1ZqoAQAA","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/struct_fields_ordering/target/struct_fields_ordering.json b/crates/nargo_cli/tests/execution_success/struct_fields_ordering/target/struct_fields_ordering.json
index a3477f884ca..98fb56abc2a 100644
--- a/crates/nargo_cli/tests/execution_success/struct_fields_ordering/target/struct_fields_ordering.json
+++ b/crates/nargo_cli/tests/execution_success/struct_fields_ordering/target/struct_fields_ordering.json
@@ -1 +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/+1UUQ7CIAztYMMZE8/gEWDABn9eZVN2/yPotCaV7G/F7MOXkJJ+vPa18I4AcII3qucRGC/wDYHxilFvg6kIl9W9c2nokrFm1F2cgtfOT30wwfjg712wNgUXhjjFQUfjbDKzj3ZGMsnAleYXbhL156iY9Us+Lk37rVfuguQkRlVAE2R18jmeV3KsxUssqS7A2wDf4y+lu+HfkSaUu5/pB9zGJxj7VMBmfOOvjE9BGeM7kPvf+DZyKhwoN28L+za+RXfLv6Oixsc90wWC9Eo/0QP0CrogLgoAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"y","type":{"kind":"struct","name":"myStruct","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/+1UUQ7CIAztYMMZE8/gEWDABn9eZVN2/yPotCaV7G/F7MOXkJJ+vPa18I4AcII3qucRGC/wDYHxilFvg6kIl9W9c2nokrFm1F2cgtfOT30wwfjg712wNgUXhjjFQUfjbDKzj3ZGMsnAleYXbhL156iY9Us+Lk37rVfuguQkRlVAE2R18jmeV3KsxUssqS7A2wDf4y+lu+HfkSaUu5/pB9zGJxj7VMBmfOOvjE9BGeM7kPvf+DZyKhwoN28L+za+RXfLv6Oixsc90wWC9Eo/0QP0CrogLgoAAA==","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/struct_inputs/target/struct_inputs.json b/crates/nargo_cli/tests/execution_success/struct_inputs/target/struct_inputs.json
index 1d72b648552..fdda73b1663 100644
--- a/crates/nargo_cli/tests/execution_success/struct_inputs/target/struct_inputs.json
+++ b/crates/nargo_cli/tests/execution_success/struct_inputs/target/struct_inputs.json
@@ -1 +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":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
+{"backend":"acvm-backend-barretenberg","abi":{"parameters":[{"name":"x","type":{"kind":"field"},"visibility":"private"},{"name":"y","type":{"kind":"struct","name":"myStruct","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","name":"barStruct","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","name":"fooStruct","fields":[{"name":"bar_struct","type":{"kind":"struct","name":"barStruct","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":"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","proving_key":null,"verification_key":null}
\ No newline at end of file
diff --git a/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/to_bytes_integration.json b/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/to_bytes_integration.json
index 71fa3e08251..49165933d3d 100644
--- a/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/to_bytes_integration.json
+++ b/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/to_bytes_integration.json
@@ -1 +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
+{"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/execution_success/to_bytes_integration/target/witness.tr b/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/witness.tr
index 28d06219edf..fafbf7f5b95 100644
Binary files a/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/witness.tr and b/crates/nargo_cli/tests/execution_success/to_bytes_integration/target/witness.tr differ
diff --git a/crates/noirc_evaluator/src/ssa/ir/instruction.rs b/crates/noirc_evaluator/src/ssa/ir/instruction.rs
index bc6c1d27e4b..4fe43c726bf 100644
--- a/crates/noirc_evaluator/src/ssa/ir/instruction.rs
+++ b/crates/noirc_evaluator/src/ssa/ir/instruction.rs
@@ -228,6 +228,15 @@ impl Instruction {
             // Some `Intrinsic`s have side effects so we must check what kind of `Call` this is.
             Call { func, .. } => match dfg[*func] {
                 Value::Intrinsic(intrinsic) => intrinsic.has_side_effects(),
+
+                // All foreign functions are treated as having side effects.
+                // This is because they can be used to pass information
+                // from the ACVM to the external world during execution.
+                Value::ForeignFunction(_) => true,
+
+                // We must assume that functions contain a side effect as we cannot inspect more deeply.
+                Value::Function(_) => true,
+
                 _ => false,
             },
         }
diff --git a/crates/noirc_frontend/src/ast/statement.rs b/crates/noirc_frontend/src/ast/statement.rs
index e35394e0729..7d51ed60b46 100644
--- a/crates/noirc_frontend/src/ast/statement.rs
+++ b/crates/noirc_frontend/src/ast/statement.rs
@@ -78,17 +78,11 @@ impl Statement {
                             Statement::Expression(expr)
                         }
                     }
-
-                    // Don't wrap expressions that are not the last expression in
-                    // a block in a Semi so that we can report errors in the type checker
-                    // for unneeded expressions like { 1 + 2; 3 }
-                    (_, Some(_), false) => Statement::Expression(expr),
                     (_, None, false) => {
                         emit_error(missing_semicolon);
                         Statement::Expression(expr)
                     }
-
-                    (_, Some(_), true) => Statement::Semi(expr),
+                    (_, Some(_), _) => Statement::Semi(expr),
                     (_, None, true) => Statement::Expression(expr),
                 }
             }
diff --git a/crates/noirc_frontend/src/hir/type_check/errors.rs b/crates/noirc_frontend/src/hir/type_check/errors.rs
index 9e085422316..30f65fcbc5c 100644
--- a/crates/noirc_frontend/src/hir/type_check/errors.rs
+++ b/crates/noirc_frontend/src/hir/type_check/errors.rs
@@ -98,6 +98,8 @@ pub enum TypeCheckError {
     CallDeprecated { name: String, note: Option<String>, span: Span },
     #[error("{0}")]
     ResolverError(ResolverError),
+    #[error("Unused expression result of type {expr_type}")]
+    UnusedResultError { expr_type: Type, expr_span: Span },
 }
 
 impl TypeCheckError {
@@ -227,6 +229,13 @@ impl From<TypeCheckError> for Diagnostic {
 
                 Diagnostic::simple_warning(primary_message, secondary_message, span)
             }
+            TypeCheckError::UnusedResultError { expr_type, expr_span } => {
+                Diagnostic::simple_warning(
+                    format!("Unused expression result of type {expr_type}"),
+                    String::new(),
+                    expr_span,
+                )
+            }
         }
     }
 }
diff --git a/crates/noirc_frontend/src/hir/type_check/expr.rs b/crates/noirc_frontend/src/hir/type_check/expr.rs
index 99b312adb0d..41d98438024 100644
--- a/crates/noirc_frontend/src/hir/type_check/expr.rs
+++ b/crates/noirc_frontend/src/hir/type_check/expr.rs
@@ -231,19 +231,21 @@ impl<'interner> TypeChecker<'interner> {
                 for (i, stmt) in statements.iter().enumerate() {
                     let expr_type = self.check_statement(stmt);
 
-                    if i + 1 < statements.len() {
-                        let id = match self.interner.statement(stmt) {
-                            crate::hir_def::stmt::HirStatement::Expression(expr) => expr,
-                            _ => *expr_id,
-                        };
+                    if let crate::hir_def::stmt::HirStatement::Semi(expr) =
+                        self.interner.statement(stmt)
+                    {
+                        let inner_expr_type = self.interner.id_type(expr);
+                        let span = self.interner.expr_span(&expr);
 
-                        let span = self.interner.expr_span(&id);
-                        self.unify(&expr_type, &Type::Unit, || TypeCheckError::TypeMismatch {
-                            expected_typ: Type::Unit.to_string(),
-                            expr_typ: expr_type.to_string(),
-                            expr_span: span,
+                        self.unify(&inner_expr_type, &Type::Unit, || {
+                            TypeCheckError::UnusedResultError {
+                                expr_type: inner_expr_type.clone(),
+                                expr_span: span,
+                            }
                         });
-                    } else {
+                    }
+
+                    if i + 1 == statements.len() {
                         block_type = expr_type;
                     }
                 }
diff --git a/crates/wasm/package.json b/crates/wasm/package.json
index 73b0284e89c..bb8ca45a288 100644
--- a/crates/wasm/package.json
+++ b/crates/wasm/package.json
@@ -3,7 +3,7 @@
   "collaborators": [
     "The Noir Team <team@noir-lang.org>"
   ],
-  "version": "0.10.1",
+  "version": "0.10.2",
   "license": "(MIT OR Apache-2.0)",
   "main": "./nodejs/noir_wasm.js",
   "types": "./web/noir_wasm.d.ts",
diff --git a/flake.nix b/flake.nix
index 9edae168a7f..df7db00433a 100644
--- a/flake.nix
+++ b/flake.nix
@@ -117,7 +117,7 @@
 
       sharedArgs = {
         # x-release-please-start-version
-        version = "0.10.1";
+        version = "0.10.2";
         # x-release-please-end
 
         src = pkgs.lib.cleanSourceWith {