diff --git a/CLAUDE.md b/CLAUDE.md
index 20fa093e1a3f861a4994935d2c533ebdae87750b..6551587779def5a16ed23ff0428ae3d31f8d4dd6 100644
--- a/CLAUDE.md
+++ b/CLAUDE.md
@@ -71,7 +71,8 @@ Conventions: light envelope (filename-derived fields at top level), id reference
 
 ## Current state
 
-- `jobs` config — implemented, 6 rows (`scripts/jobs/01_extract.py` → `data/jobs.jsonl`). Covers the ASTM-window prints from 2026-05-25 through 2026-06-13.
+- `jobs` config — implemented, 21 rows (`scripts/jobs/01_extract.py` → `data/jobs.jsonl`). Covers every 2026-dated print from 2026-05-25 through 2026-07-12 (including non-ASTM Hex Coasters / Nameplates / DragonBurner Cowl side prints).
+- Two dates carry two jobs each: 2026-06-27 (`D790 and D638 and other objects` + `Hex Coasters and Nameplates and Benchies`) and 2026-06-29 (`Debug Run` + `Nameplate`). Downstream lookups need to key by `job_id` or filter by object hash — a naive date-key lookup will pick whichever job happened to be extracted last.
 
 ## Planned configs
 
@@ -83,9 +84,13 @@ Conventions: light envelope (filename-derived fields at top level), id reference
 
 ## Scope note
 
-Current `source/` holds the **ASTM-subset** carried over from earlier work: 6 jobs (05-25, 05-30, 06-02, 06-07, 06-09, 06-13) / 13 sessions / 6 profiles / 4 ASTM STLs (the STLs referenced by non-06-13 jobs live inside their respective `.s4a` archives). If Database is meant to be the canonical printer-side dataset across all domains, broaden by re-pulling from `SLS4All-Backup` (has 29 jobs total, 22 non-ASTM) — but note the backup itself is stale as of 2026-06-22, so nothing after that (ASTM batches G–J_MB and Telemetry builds post-035) is currently anywhere on disk. Refresh the backup from the printer before doing a wider import.
+Current `source/` holds all **2026-dated** prints from SLS4All-Backup: 21 jobs / 42 sessions / 15 profiles. That's every print the backup has for 2026, including the non-ASTM side jobs (Hex Coasters, Nameplates, DragonBurner Cowl, Bucky). 2025-dated jobs (Bookmarks, Trophy Prints, T-Rex, etc.) are intentionally out of scope — they predate the current ASTM/Telemetry data-collection period.
 
-Latest-backfill map (2026-07-11): the 06-09 and 06-13 imports are the source prints behind ASTM batches F and G respectively. Batches H, I, J, J_MB are still waiting on a backup refresh.
+Loose STL geometry lives in `source/Objects/ASTM/` and is still ASTM-only (4 files); the STLs used by each print job are embedded inside the corresponding `.s4a` archive, so the `jobs` config is self-contained. If a future `objects` config wants to enumerate all STLs, it will need to either extract from the `.s4a` files or import the broader `SLS4All-Backup/Objects/` tree.
+
+Backfill trail (chronological):
+- 2026-07-11: imported 06-09 Cards + 06-13 Recycled Powder → ASTM batches F ← 06-13, G ← 06-09.
+- 2026-07-12: full 2026 sweep + backup refresh through 07-12 → ASTM batches E D790 ← 06-07, H ← 06-24, I ← 06-25, J/J_MB ← 06-27 (the `D790 and D638 and other objects` job, disambiguated from same-day Hex Coasters via STL-content match in the ASTM `_lib`).
 
 ## Adding a new config — recipe
 
diff --git a/README.md b/README.md
index 02310459fd0b9529405a5a2d5578e76442193226..a3279ce9ac13ba72808dbba1943b50b25cc88553 100644
--- a/README.md
+++ b/README.md
@@ -28,7 +28,7 @@ Domain-specific datasets (e.g. [`ppak10/Inova-Mk1-ASTM`](https://huggingface.co/
 
 | Config | Description | Script | Output |
 |---|---|---|---|
-| `jobs` | One row per `.s4a` print job, with the embedded `.metadata.json`. References `print_profile_id` and a list of `objects` (each with `object_file_id` + content hash). 6 rows: 2026-05-25 through 2026-06-13 (ASTM window). | `scripts/jobs/01_extract.py` | `data/jobs.jsonl` |
+| `jobs` | One row per `.s4a` print job, with the embedded `.metadata.json`. References `print_profile_id` and a list of `objects` (each with `object_file_id` + content hash). 21 rows: every 2026-dated print from 2026-05-25 through 2026-07-12. Two dates (06-27, 06-29) carry two jobs each, so filter by `job_name` or the objects list, not just `print_date`. | `scripts/jobs/01_extract.py` | `data/jobs.jsonl` |
 
 Planned (not yet implemented): `sessions`, `profiles`, `objects`.
 
diff --git a/data/jobs.jsonl b/data/jobs.jsonl
index a7234108b7199444481709f8c95f5d274e56d7f8..dc77b410ae9f1f0a5edc472bae56d4607bae85b4 100644
--- a/data/jobs.jsonl
+++ b/data/jobs.jsonl
@@ -1,6 +1,21 @@
+{"source_file": "Coasters and DragonBurner Cowl 2026_06_06.s4a", "print_date": "2026-06-06", "job_name": "Coasters and DragonBurner Cowl", "print_profile_id": "eab6ad99-107d-4684-a49c-5f586e9efcaa", "objects": [{"object_file_id": "2d0b2d30-ed68-4ead-80a1-080b05ebd5a3", "name": "BaseHex.STL", "hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "instance_count": 8, "scale": 100}, {"object_file_id": "55634074-c25c-4e4c-82b0-c88002baefc7", "name": "Cowl_NoProbe.stl", "hash": "EE6114FDA24ED3631E724B9414AE51EFC0D39278", "instance_count": 3, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "14ba29c0-20a0-4c67-ad2a-959f3a8fffbc", "Name": "Coasters and DragonBurner Cowl 2026_06_06", "PrintProfile": {"Id": "eab6ad99-107d-4684-a49c-5f586e9efcaa"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "95e95d07-ab98-4f4e-b7bb-8f4f8991b7f3", "Name": "Cowl_NoProbe.stl", "NestingPriority": null, "InstanceCount": 3, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "2d0b2d30-ed68-4ead-80a1-080b05ebd5a3", "Name": "BaseHex.STL", "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7"}, {"Id": "55634074-c25c-4e4c-82b0-c88002baefc7", "Name": "Cowl_NoProbe.stl", "Hash": "EE6114FDA24ED3631E724B9414AE51EFC0D39278"}], "NestingState": {"DensityPercent": 33.09, "ChamberDepth": 62.6, "ChamberVolume": 1388201.375, "SinteredVolume": 459388.811, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "eab6ad99-107d-4684-a49c-5f586e9efcaa"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "95e95d07-ab98-4f4e-b7bb-8f4f8991b7f3", "Name": "Cowl_NoProbe.stl", "NestingPriority": null, "InstanceCount": 3, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "3067ff63-1de3-48e9-85cc-ce2983e6a104", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "2400059a-4172-4665-a4d3-36ff4710ae36", "PX": -24.35, "PY": 3.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "eac4a860-25d0-4d7d-843f-2dab594b0b76", "M11": 0, "M44": 1, "M43": 3.747496, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "a25f21b2-8d1f-4af0-b3f6-20cbdc66a210", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "398a8e11-f51a-4c6c-8f76-a81bf5e92f5e", "PX": -24.35, "PY": 11.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "225a6de6-e139-4efb-99fc-1f965d32a3b2", "M11": 0, "M44": 1, "M43": 11.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "81231bdf-61d7-43b1-8c27-a067eaae5a33", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "c62e7ffa-650f-45c4-8de9-49d8b10fe0ef", "PX": -24.35, "PY": 19.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "da195d71-d948-4870-84d6-e258c5b325f8", "M11": 0, "M44": 1, "M43": 19.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "a17b9a52-aab4-4860-8bd9-9e40169abe4a", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "1dcb4458-4440-4d84-882c-9b20aedf3bcd", "PX": -24.35, "PY": 27.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e2301370-ceda-4788-8983-29583aab18ad", "M11": 0, "M44": 1, "M43": 27.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "0ffa2393-a69e-478a-ae00-b830139896bb", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "ffdc51de-043c-4a29-adc5-f2ecab500549", "PX": -24.35, "PY": 35.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4750412d-ef1b-42ae-a5f2-d6e03e612369", "M11": 0, "M44": 1, "M43": 35.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "9fc257c8-8296-4405-b084-415b9f5345fa", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "012c9a4e-60bb-4807-bc9a-b14f0449fd67", "PX": -24.35, "PY": 43.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e297ddc3-3a74-4a99-a291-a381ec6c065a", "M11": 0, "M44": 1, "M43": 43.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "2c91b6fd-f49d-41fb-948d-1427dcb3b128", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "52e3a87e-b704-4d30-b989-0e2de62a7a10", "PX": -24.35, "PY": 51.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fa3236c3-9684-4514-8fa0-2223e7ed772d", "M11": 0, "M44": 1, "M43": 51.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "7ee8a4ec-924b-4117-8f7d-0bcb52fa6bb0", "ObjectCopy": {"Id": "c7e18929-e090-465c-89b2-b2e973a204ff", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "30f52818-9a6d-4c69-826f-b87c592e74dd", "PX": -24.35, "PY": 59.747, "PZ": -18.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "bdeadb7c-9b9a-4b54-a512-73348557479e", "M11": 0, "M44": 1, "M43": 59.7475, "M42": 56.803, "M41": 50.65, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "cd5e5628-0fed-46f2-bac4-f4573f6a4035", "ObjectCopy": {"Id": "95e95d07-ab98-4f4e-b7bb-8f4f8991b7f3", "Name": "Cowl_NoProbe.stl", "NestingPriority": null, "InstanceCount": 3, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EE6114FDA24ED3631E724B9414AE51EFC0D39278", "TransformState": {"Id": "9f328f94-befa-445b-a614-7c4cf58ff7df", "PX": -2.349998, "PY": 27.747, "PZ": 52.803, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": -0.5, "QZ": 0.5, "QW": -0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fbf132f0-897c-4d4e-969c-1381343420fc", "M11": 0, "M44": 1, "M43": 27.7475, "M42": 127.803, "M41": 72.64999, "M34": 0, "M33": 0, "M31": 0, "M32": -1.03, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": -1.009, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "4258ac84-dfe7-4f49-bb28-caf10e3811fa", "ObjectCopy": {"Id": "95e95d07-ab98-4f4e-b7bb-8f4f8991b7f3", "Name": "Cowl_NoProbe.stl", "NestingPriority": null, "InstanceCount": 3, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EE6114FDA24ED3631E724B9414AE51EFC0D39278", "TransformState": {"Id": "80e7780a-85c8-44fd-bc78-178d1cf39c7c", "PX": 46.65, "PY": 28.747, "PZ": -38.197, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0.7071068, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "aac83400-6562-4b95-aea5-c20f16311dd8", "M11": 0, "M44": 1, "M43": 28.7475, "M42": 36.80299, "M41": 121.65, "M34": 0, "M33": 0, "M31": -1.03, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 1.009, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "9c8e7c04-5ce2-43d7-af72-a46c3739b50e", "ObjectCopy": {"Id": "95e95d07-ab98-4f4e-b7bb-8f4f8991b7f3", "Name": "Cowl_NoProbe.stl", "NestingPriority": null, "InstanceCount": 3, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EE6114FDA24ED3631E724B9414AE51EFC0D39278", "TransformState": {"Id": "633a75a7-f079-43ad-9679-6db030b1d7c0", "PX": 49.65, "PY": 27.747, "PZ": 32.803, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": -0.7071068, "QZ": 0, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8321c525-1250-49ce-8f24-614917645ef1", "M11": 0, "M44": 1, "M43": 27.7475, "M42": 107.803, "M41": 124.65, "M34": 0, "M33": 0, "M31": -1.03, "M32": 0, "M23": 0, "M22": -1.03, "M21": 0, "M14": 0, "M13": -1.009, "M12": 0, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-06T15:04:25.3969179+00:00"}, "ProfilingJob": null, "Id": "14ba29c0-20a0-4c67-ad2a-959f3a8fffbc", "Version": 1, "Type": 1, "Name": "Coasters and DragonBurner Cowl 2026_06_06", "CreatedAt": "2026-06-06T15:04:25.3969179+00:00"}}
+{"source_file": "Coasters and Nameplates 2026_06_08.s4a", "print_date": "2026-06-08", "job_name": "Coasters and Nameplates", "print_profile_id": "40abd1a6-8655-4d2c-a743-70c561179c15", "objects": [{"object_file_id": "8b6f90c9-e308-41dc-a67e-6ebedeb4234b", "name": "BaseHex.STL", "hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "instance_count": 2, "scale": 100}, {"object_file_id": "f192268a-2c8a-4994-aa43-78687615881a", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 1, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "9234419d-1b1b-455c-8e78-69ec95d313c6", "Name": "Coasters and Nameplates 2026_06_08", "PrintProfile": {"Id": "40abd1a6-8655-4d2c-a743-70c561179c15"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "c07e75a2-c36a-4c95-8408-551fe0119870", "Name": "BaseHex.STL", "NestingPriority": 1, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "ce75f50f-6bab-41b8-be5b-0881115130f0", "Name": "Nameplate Holder.STL", "NestingPriority": 2, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "8b6f90c9-e308-41dc-a67e-6ebedeb4234b", "Name": "BaseHex.STL", "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7"}, {"Id": "f192268a-2c8a-4994-aa43-78687615881a", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}], "NestingState": {"DensityPercent": 25.69, "ChamberDepth": 21.1, "ChamberVolume": 467908.125, "SinteredVolume": 120184.805, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "40abd1a6-8655-4d2c-a743-70c561179c15"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "c07e75a2-c36a-4c95-8408-551fe0119870", "Name": "BaseHex.STL", "NestingPriority": 1, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "ce75f50f-6bab-41b8-be5b-0881115130f0", "Name": "Nameplate Holder.STL", "NestingPriority": 2, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "1465d37c-afb5-4a93-9349-168ded9c2470", "ObjectCopy": {"Id": "c07e75a2-c36a-4c95-8408-551fe0119870", "Name": "BaseHex.STL", "NestingPriority": 1, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "05614bae-81ad-485e-9bc9-5e0c9752bd15", "PX": -22.517, "PY": 3.538, "PZ": -14, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2c020b2d-0d41-4300-b9ae-a621d22d2a60", "M11": 0, "M44": 1, "M43": 3.538307, "M42": 61, "M41": 52.483, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "8fc439d3-1474-4e5b-8931-e2206a4d5d74", "ObjectCopy": {"Id": "c07e75a2-c36a-4c95-8408-551fe0119870", "Name": "BaseHex.STL", "NestingPriority": 1, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "ffafc6e0-5d08-4e6f-807b-d2b6bad884f8", "PX": -22.517, "PY": 11.538, "PZ": -14, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "224b7169-655f-4a22-b545-678787a6f787", "M11": 0, "M44": 1, "M43": 11.53831, "M42": 61, "M41": 52.483, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "9a21331b-7a71-4e27-9e16-73c2cbbc8c10", "ObjectCopy": {"Id": "ce75f50f-6bab-41b8-be5b-0881115130f0", "Name": "Nameplate Holder.STL", "NestingPriority": 2, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "f7a9ee0a-124a-4d28-90fe-ea3c394d2edc", "PX": 46.483, "PY": 10.538, "PZ": 0, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7a1acb4f-baac-4795-bc9d-caa9dc78d0ec", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 75, "M41": 121.483, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-08T20:45:29.1030389+00:00"}, "ProfilingJob": null, "Id": "9234419d-1b1b-455c-8e78-69ec95d313c6", "Version": 1, "Type": 1, "Name": "Coasters and Nameplates 2026_06_08", "CreatedAt": "2026-06-08T20:45:29.1030389+00:00"}}
 {"source_file": "D256 and D638 2026_05_25.s4a", "print_date": "2026-05-25", "job_name": "D256 and D638", "print_profile_id": "52715389-d580-4be9-9194-ed300bdf911b", "objects": [{"object_file_id": "19b91ed5-d98b-4dee-929b-955b3d757ffc", "name": "d256_impact_specimen.STL", "hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "instance_count": 8, "scale": 100}, {"object_file_id": "062520e1-4f25-42b4-a323-e7d37c7be0b7", "name": "d638_type1.STL", "hash": "E4251951376A82B4303394F832996A2E9883EAB0", "instance_count": 5, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "ba17a5ba-a5f6-4d60-8832-b6c13a2dfa67", "Name": "D256 and D638 2026/05/25", "PrintProfile": {"Id": "52715389-d580-4be9-9194-ed300bdf911b"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "19b91ed5-d98b-4dee-929b-955b3d757ffc", "Name": "d256_impact_specimen.STL", "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72"}, {"Id": "062520e1-4f25-42b4-a323-e7d37c7be0b7", "Name": "d638_type1.STL", "Hash": "E4251951376A82B4303394F832996A2E9883EAB0"}], "NestingState": {"DensityPercent": 30.11, "ChamberDepth": 19.2, "ChamberVolume": 425774.219, "SinteredVolume": 128184.082, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "25682cd2-e92d-45c9-8121-f5640a59b389"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "8ae23bcb-6295-4d56-b09b-a5d97a9a862e", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "a9414427-c10f-4da9-bb09-e7f4cb890f2f", "PX": -64.822, "PY": 6.586, "PZ": -27.719, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d1769659-4fdb-4b68-97f8-435385a552eb", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 47.281, "M41": 10.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "f7a100e4-5d1c-485b-a814-3b5a364bc4df", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "c5dedbeb-6f2c-42a3-94d2-ca32a94b15e7", "PX": -53.822, "PY": 6.586, "PZ": 39.281, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d96ef366-cb3f-465c-9bec-7c61b656b626", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 114.281, "M41": 21.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "3515ef84-de71-4454-aa24-12626253a4d8", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "7b982e4d-2c5e-4c41-ab20-6427e06acc2a", "PX": -38.822, "PY": 6.586, "PZ": 13.281, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "71778e00-3647-4018-9930-f0a2d86e9c1b", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 88.281, "M41": 36.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "4ecdfe1e-63c1-4eca-91b6-31ebfbb45425", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "35ff21d8-ae94-44f8-8d20-1ca9aacf55d7", "PX": -23.822, "PY": 6.586, "PZ": 37.281, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "567f770a-7582-49be-9425-3e475edce449", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 112.281, "M41": 51.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "3c51ab74-a5e2-4b68-9e23-1837df6f3ad9", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "daf15224-d4de-47ff-a9ec-ec52e3616723", "PX": 18.178, "PY": 6.586, "PZ": -41.719, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "097949fb-001b-4dc4-b3fd-e99bd75e6f57", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 33.281, "M41": 93.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "011a3ddb-d41e-43a3-b922-56ef370ad5f1", "ObjectCopy": {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "E4251951376A82B4303394F832996A2E9883EAB0", "TransformState": {"Id": "14415ac5-81c1-4ce4-9a53-208cb02519c1", "PX": -14.822, "PY": 9.586, "PZ": 1.280998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.8734217, "QZ": 0, "QW": 0.4869645, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a76d9af1-bfd3-4e47-848e-d27d2dfd8cda", "M11": -0.5415031, "M44": 1, "M43": 9.5855, "M42": 76.281, "M41": 60.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": -0.541503, "M21": 0.8761703, "M14": 0, "M13": 0, "M12": -0.8761703, "M24": 0}, "IsOverlapping": false}, {"Id": "08b47d09-cb4d-4872-bb70-8a22ec1670e5", "ObjectCopy": {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "E4251951376A82B4303394F832996A2E9883EAB0", "TransformState": {"Id": "dcae365a-e286-4b57-a2de-2eea881e0e81", "PX": -8.821999, "PY": 9.586, "PZ": -0.7190018, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.8734217, "QZ": 0, "QW": 0.4869645, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d93e0ef9-dc92-4878-b05f-fbb34fb3d314", "M11": -0.5415031, "M44": 1, "M43": 9.5855, "M42": 74.281, "M41": 66.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": -0.541503, "M21": 0.8761703, "M14": 0, "M13": 0, "M12": -0.8761703, "M24": 0}, "IsOverlapping": false}, {"Id": "680ca380-332d-49b3-afe0-fc628c542db6", "ObjectCopy": {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "E4251951376A82B4303394F832996A2E9883EAB0", "TransformState": {"Id": "8f12bcb3-f25d-4176-8f96-78983b579204", "PX": -1.821999, "PY": 9.586, "PZ": -0.7190018, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.8734217, "QZ": 0, "QW": 0.4869645, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "df4466a8-d866-4426-a3c1-04f7cf964f5a", "M11": -0.5415031, "M44": 1, "M43": 9.5855, "M42": 74.281, "M41": 73.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": -0.541503, "M21": 0.8761703, "M14": 0, "M13": 0, "M12": -0.8761703, "M24": 0}, "IsOverlapping": false}, {"Id": "877d7b42-e76a-4c3b-9e04-9d56d35ff3a8", "ObjectCopy": {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "E4251951376A82B4303394F832996A2E9883EAB0", "TransformState": {"Id": "e3e2e250-7bdd-4666-88bd-8b72f8c79a95", "PX": 5.178001, "PY": 9.586, "PZ": -0.7190018, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.8734217, "QZ": 0, "QW": 0.4869645, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "77f5aa21-61ae-43d8-a8d0-e3d76e77090a", "M11": -0.5415031, "M44": 1, "M43": 9.5855, "M42": 74.281, "M41": 80.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": -0.541503, "M21": 0.8761703, "M14": 0, "M13": 0, "M12": -0.8761703, "M24": 0}, "IsOverlapping": false}, {"Id": "85ee52b3-5614-4f0e-8018-46bc2e4806b2", "ObjectCopy": {"Id": "abb6a7b5-db42-4c64-95e1-68bd271c0e04", "Name": "d638_type1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "E4251951376A82B4303394F832996A2E9883EAB0", "TransformState": {"Id": "33ccad3b-39f4-41f4-b910-1a0a78c97553", "PX": 12.178, "PY": 9.586, "PZ": -0.7190018, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.8734217, "QZ": 0, "QW": 0.4869645, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ea0365ea-7ca1-4c8d-ac90-2784f30ce283", "M11": -0.5415031, "M44": 1, "M43": 9.5855, "M42": 74.281, "M41": 87.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": -0.541503, "M21": 0.8761703, "M14": 0, "M13": 0, "M12": -0.8761703, "M24": 0}, "IsOverlapping": false}, {"Id": "ff603eaa-4434-4531-9764-e0a2e387dbc7", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "51ad542a-5026-4d19-b94d-271b896f1835", "PX": 33.178, "PY": 6.586, "PZ": -41.719, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0be40937-f508-474c-8b3e-f835570d31cb", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 33.281, "M41": 108.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "82705f67-b8cc-4eb7-845f-92efa67bd2a0", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "85ebe3b0-9679-4d58-9be5-9d4f523b0997", "PX": 48.178, "PY": 6.586, "PZ": -41.719, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "072c1fd5-fc2e-4f3d-b8ec-92e390df1ed1", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 33.281, "M41": 123.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "69f22834-c8fb-4dfc-ac5c-c67ca6186aa8", "ObjectCopy": {"Id": "3540c330-6bc3-4730-87b7-d120c3b5f475", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "e59040e1-9f1b-4c1b-8575-398dd4740fd7", "PX": 59.17799, "PY": 6.586, "PZ": 25.281, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "224fdc9a-3b92-4706-a27b-7c593aca0c37", "M11": 0, "M44": 1, "M43": 6.5855, "M42": 100.281, "M41": 134.178, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-05-24T18:41:36.523062+00:00"}, "ProfilingJob": null, "Id": "ba17a5ba-a5f6-4d60-8832-b6c13a2dfa67", "Version": 1, "Type": 1, "Name": "D256 and D638 2026/05/25", "CreatedAt": "2026-05-24T18:41:36.523062+00:00"}}
 {"source_file": "D256 and D638 2026_05_30.s4a", "print_date": "2026-05-30", "job_name": "D256 and D638", "print_profile_id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7", "objects": [{"object_file_id": "63406bc6-063d-43a0-b38e-8b7a1a55e9f7", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "692f3c49-b07f-4eff-8c1c-41e489e850fd", "name": "d256_impact_specimen.STL", "hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "instance_count": 8, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "287b0ba9-2a59-44de-bd39-c54d75eb823a", "Name": "D256 and D638 2026_05_30", "PrintProfile": {"Id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "63406bc6-063d-43a0-b38e-8b7a1a55e9f7", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "c228e0f1-8d8f-455d-92b7-47f981af511f", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}, {"Id": "692f3c49-b07f-4eff-8c1c-41e489e850fd", "Name": "d256_impact_specimen.STL", "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72"}], "NestingState": {"DensityPercent": 24.8, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 128158.242, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "33213584-1ee6-445b-a74c-6854443bfebc", "ObjectCopy": {"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "80d19370-fa5b-4c5f-970b-dabbf654421c", "PX": 0.9160004, "PY": 1.614, "PZ": -7, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9f85decb-e8b8-42d2-8127-9f60e62483e1", "M11": 0.7283199, "M44": 1, "M43": 1.614401, "M42": 68, "M41": 75.916, "M34": 0, "M33": 1.202822e-07, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 1.227856e-07, "M21": 0, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "0271f2a5-301f-4b6e-a14a-4f018c58ac33", "ObjectCopy": {"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "4ec797a2-5395-4059-a53b-140430f59d84", "PX": 0.9160004, "PY": 6.614, "PZ": -7, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9db326c4-c3f0-4de1-a49b-2484ceb225b5", "M11": 0.7283199, "M44": 1, "M43": 6.614401, "M42": 68, "M41": 75.916, "M34": 0, "M33": 1.202822e-07, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 1.227856e-07, "M21": 0, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "06766093-a20e-4106-8ce9-f4a58a3c3ab6", "ObjectCopy": {"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "feeb5754-8bd5-4039-9672-91a88b6abb47", "PX": 0.9160004, "PY": 11.614, "PZ": -7, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "01120a5b-d3b0-4a43-8ec3-2da7b6d208da", "M11": 0.7283199, "M44": 1, "M43": 11.6144, "M42": 68, "M41": 75.916, "M34": 0, "M33": 1.202822e-07, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 1.227856e-07, "M21": 0, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "9bc2379c-a2cf-4fac-ba0c-e06cac786aa1", "ObjectCopy": {"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "8923d375-8831-47a6-bacc-25b75685cd79", "PX": 0.9160004, "PY": 16.614, "PZ": -7, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3141445a-584f-4e13-81c3-924ba43c0d96", "M11": 0.7283199, "M44": 1, "M43": 16.6144, "M42": 68, "M41": 75.916, "M34": 0, "M33": 1.202822e-07, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 1.227856e-07, "M21": 0, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "f1439dc8-ec75-405d-869b-58af7118eb22", "ObjectCopy": {"Id": "a96d9102-7bf1-463c-9283-0eef0e4f8d6f", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "ba6ac8f5-3e72-495e-85c7-d44c7b4dfa6a", "BaseYaw": 45, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": false, "AllowAnyYawMode": 1}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "5661693c-3662-4494-950c-69a099dc1677", "PX": 0.9160004, "PY": 21.614, "PZ": -7, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "48dd948a-4e9a-40d0-afda-e100d5dc3562", "M11": 0.7283199, "M44": 1, "M43": 21.6144, "M42": 68, "M41": 75.916, "M34": 0, "M33": 1.202822e-07, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 1.227856e-07, "M21": 0, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "d55b3169-c49c-4fb1-ba59-38fb7d32e482", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "6dda8812-d0b7-478c-9b03-922bfe86a07a", "PX": -60.084, "PY": 6.614, "PZ": -28, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4d5ca970-d199-4d17-be96-49c74ded0793", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 47, "M41": 14.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "343b3ea5-78f6-4c7f-ab8c-5146743d2a92", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "dd0b07d9-92da-475c-b41f-97e1384d20ce", "PX": -45.084, "PY": 6.614, "PZ": -42, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d8a13c22-f9a4-4a4b-9ff6-5b54aafda3be", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 33, "M41": 29.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "89baf9c7-a003-4e1d-a847-756982b649f4", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "4bc7a5d1-24bb-4124-80a2-3f52a870c6be", "PX": -30.084, "PY": 6.614, "PZ": -42, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7f99a971-39bf-4de9-9f17-d773e873b925", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 33, "M41": 44.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "c5098267-fc5b-4a3f-80ed-d77beca3ebc2", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "ef954a9d-3a32-4fb2-9f7a-e08a2a74586a", "PX": 2.916, "PY": 6.614, "PZ": 42, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2f6fe6cd-4098-4c9f-b37e-bcba5436d8e1", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 117, "M41": 77.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "7c6ce999-9c94-401d-9869-82efcc53401f", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "3b99b09f-5415-4053-905c-9c303d4a46e3", "PX": 17.916, "PY": 6.614, "PZ": 27, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e3949bc8-c604-4948-a264-e11286023c31", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 102, "M41": 92.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "77bed774-14e0-4451-b7a8-27a172907f74", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "1358152e-9139-4f8a-af97-aa914186c90e", "PX": 32.916, "PY": 6.614, "PZ": 12, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ec387363-1c2c-49e6-97ef-9debe28ed9bf", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 87, "M41": 107.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "d3afe981-f6c7-4658-ab5f-25be0e4ff833", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "0265a229-c20f-4691-81b9-c05a25e706b3", "PX": 47.916, "PY": 6.614, "PZ": 1, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1f489d1b-4b7a-4ed9-9323-5ae2fe48b949", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 76, "M41": 122.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "44d1b2bb-eba0-4bd8-8aa0-0da5b56101ea", "ObjectCopy": {"Id": "a302df3c-ba2e-4df3-9ff8-af3bbb9ff2a0", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "b8586201-4a83-4e2e-a49d-df094652681b", "PX": 62.916, "PY": 6.614, "PZ": -13, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8b075bde-cc32-4e13-9364-6a66387f62d7", "M11": 0, "M44": 1, "M43": 6.614401, "M42": 62, "M41": 137.916, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-05-30T18:20:49.6735503+00:00"}, "ProfilingJob": null, "Id": "287b0ba9-2a59-44de-bd39-c54d75eb823a", "Version": 1, "Type": 1, "Name": "D256 and D638 2026_05_30", "CreatedAt": "2026-05-30T18:20:49.6735503+00:00"}}
+{"source_file": "D638 and Bucky 2026_07_12.s4a", "print_date": "2026-07-12", "job_name": "D638 and Bucky", "print_profile_id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47", "objects": [{"object_file_id": "9ae3f6cd-98fe-44c6-9fd7-f440ac6eb4c7", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "ec8003c2-68b9-4534-8b9f-adea1817d13d", "name": "3DBenchy.stl", "hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "instance_count": 0, "scale": 100}, {"object_file_id": "956cf8d4-f65b-4e25-b841-0b585a3386d2", "name": "bucky60.stl", "hash": "09F61EB77BEB84A8572619730C50B8908F059940", "instance_count": 20, "scale": 300}], "metadata": {"AutomaticJob": {"Id": "2174e3e1-ace4-4dcf-b272-c5d513abb53b", "Name": "D638 and Bucky 2026_07_12", "PrintProfile": {"Id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "4d68125f-16a3-4472-a01c-af0527943bb5", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 0, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "9ae3f6cd-98fe-44c6-9fd7-f440ac6eb4c7", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "ec8003c2-68b9-4534-8b9f-adea1817d13d", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}, {"Id": "956cf8d4-f65b-4e25-b841-0b585a3386d2", "Name": "bucky60.stl", "Hash": "09F61EB77BEB84A8572619730C50B8908F059940"}], "NestingState": {"DensityPercent": 17.2, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 88859.531, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "4d68125f-16a3-4472-a01c-af0527943bb5", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 0, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "d453acec-0b0f-47d3-aab5-b670fcbd3a4f", "ObjectCopy": {"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "78319aec-cd5b-463a-b13b-170d8e7717c9", "PX": 0.02400208, "PY": 1.614, "PZ": -12.882, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "51d9eaea-19dc-4e7c-8f77-de82449c866f", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 62.118, "M41": 75.024, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "f88aa95f-e838-413a-bc9c-bb044536e83e", "ObjectCopy": {"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "d2b8f7ee-d8f7-497d-a14f-e66f36a8dae1", "PX": 0.02400208, "PY": 6.614, "PZ": -12.882, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "902aaf5f-3014-4395-b831-c982672dd076", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 62.118, "M41": 75.024, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "cc5f4f61-9005-4801-b6c4-387dc68a5c2d", "ObjectCopy": {"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "6c296d85-48d8-41e5-a4da-3653ded98df4", "PX": 0.02400208, "PY": 11.614, "PZ": -12.882, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4b5b01e7-2291-4d4e-9818-cb2375c1827a", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 62.118, "M41": 75.024, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "6e7e01c7-7963-4eb0-b0a1-203f06173ac9", "ObjectCopy": {"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "144f70e1-8f28-4b62-bf54-2f2979a9d78d", "PX": 0.02400208, "PY": 16.614, "PZ": -12.882, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "cbab32be-2d43-4194-a811-b42032f09f78", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 62.118, "M41": 75.024, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "b956e681-b723-4006-bbbf-952bf5bc4cc5", "ObjectCopy": {"Id": "6ee1f47a-b59c-47ec-99d2-eff1167ad1cf", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "d754b663-307f-433e-9a72-b806c55e97a1", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "7d80711e-84e9-46c3-8b9b-5db25326566d", "PX": 0.02400208, "PY": 21.614, "PZ": -12.882, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "c6d21390-c0a0-4275-8a39-18be47319ef6", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 62.118, "M41": 75.024, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "0296b09d-bf4a-45fa-aff1-cd7cc3187a05", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "bdc84411-fa03-4df0-baa2-b0d262f62b67", "PX": -60.976, "PY": 11.614, "PZ": -55.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "2a507004-bef8-4e1d-a39b-e87547b5a0cf", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 19.118, "M41": 14.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "3d07da45-f41a-43b2-9e18-b518d105243b", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "5c30df77-3bde-44ed-8058-4fd8cdbc7cba", "PX": -60.976, "PY": 11.614, "PZ": -27.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "5581b61d-7e8c-40b9-98dd-563f060f5668", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 47.118, "M41": 14.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "dd1960b4-5f2e-4f54-a8b7-97456ee3977d", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "037decf7-b4dc-419b-bcfb-a49f9b5cd3de", "PX": -60.976, "PY": 11.614, "PZ": 0.1179962, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "73b2480a-9352-48f6-82a9-5aeeb20acf31", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 75.118, "M41": 14.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "9206f4ec-3bd8-4105-b3e1-7f1a64e3c090", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "a5781a92-339a-4138-b64a-091ba201d70d", "PX": -56.976, "PY": 11.614, "PZ": 60.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "b55e4a7c-f295-4ff3-8691-e597ac2c0a1d", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 135.118, "M41": 18.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "8b170f27-7bc8-47cb-bb9a-8fd05e906218", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "e90e26c0-ec25-4372-9991-e779c608f3ea", "PX": -36.976, "PY": 11.614, "PZ": -41.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "2bee0adf-13d5-4278-8138-3e8c284be1e6", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 33.118, "M41": 38.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "23d84cb7-835a-428f-83ba-989a7678b879", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "f0b42a11-2d4d-4b54-addf-9a8382147a05", "PX": -36.976, "PY": 11.614, "PZ": -13.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "7998c200-6f77-48e8-8474-bbbd996d9947", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 61.118, "M41": 38.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "7334209b-2bfc-474f-b824-863c55471194", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "a8d99353-14f7-4da9-a67d-bb797015c78e", "PX": -34.976, "PY": 11.614, "PZ": 44.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "55cb0b90-0feb-4bed-9e8a-55c7901ac356", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 119.118, "M41": 40.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "ca50207f-3a6a-440b-abde-9284346a8475", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "61775ab1-411b-453d-baa8-e8430f28efe7", "PX": -17.976, "PY": 11.614, "PZ": -60.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "1def4b2d-700e-41ee-910f-9bd59fcee3a0", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 14.118, "M41": 57.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "d100b77d-ea00-4421-8e3a-dbefc0bfdf6c", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "4d6e9ae6-1d5e-4aea-82af-cae0c08c6289", "PX": -14.976, "PY": 11.614, "PZ": 26.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "c92cd716-7274-4a81-81c3-bedec21a4185", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 101.118, "M41": 60.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "8007fc9b-6bb1-467e-ad4b-ee9ebe938fd5", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "81c6074c-0af3-49d8-b06b-b56d02fb4fb7", "PX": -13.976, "PY": 11.614, "PZ": 61.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "9f0ff5be-e2af-48fd-a2f7-dd39fc7119f0", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 136.118, "M41": 61.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "c42cb118-d786-44cd-a75a-49d8b08f09ef", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "1e6de0f3-678a-46d7-9cf8-e4c059d0cf18", "PX": -9.975998, "PY": 11.614, "PZ": -33.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "b40c8e60-80ad-45d7-b2c9-6b9f50f113e7", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 41.118, "M41": 65.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "b2424ea0-8b90-4f3c-884c-ce0c5a3d48bb", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "e2df9b47-8687-40c7-9b7c-9e6dc7495782", "PX": 6.024002, "PY": 11.614, "PZ": 43.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "6cd36ffe-a574-4304-91de-13079aca8f76", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 118.118, "M41": 81.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "e0fe3131-c79a-46f1-b52e-7db6525322d3", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "19e54fcd-cc04-4677-90d8-aa8fb00948b4", "PX": 7.024002, "PY": 11.614, "PZ": 10.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "96ea9e10-0077-4222-a4fb-6063c1e35934", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 85.118, "M41": 82.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "9fc04cf0-c3ae-4c67-b424-43a8a32f829f", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "608d0100-e159-48f6-8c0e-a1844d4f1f16", "PX": 9.024002, "PY": 11.614, "PZ": -56.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "5e5861b1-1742-4c0b-a104-606d866e33cf", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 18.118, "M41": 84.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "7dddf76a-dbd6-414a-8fe6-03c6405983c2", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "43184fcd-aae1-4f99-8b6f-7304efc5f0b8", "PX": 26.024, "PY": 11.614, "PZ": 61.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "b6de4d65-08d1-47a6-a6b2-358ae0f95f05", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 136.118, "M41": 101.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "4d6671fd-0ec0-4048-9595-c2b3a81258a3", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "ddf31079-7587-42a6-833e-813b98ac39e3", "PX": 28.024, "PY": 11.614, "PZ": 27.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "24bf4e2c-60cd-4ecb-8654-4ca2349a15ee", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 102.118, "M41": 103.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "a550b414-b7a5-44dd-901b-2a3c153910c4", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "2a189b85-bb9d-49bb-a200-bc5ff8de7740", "PX": 29.024, "PY": 11.614, "PZ": -6.882004, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "ed35daef-3fb3-4d1c-a35d-0015b93ad570", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 68.118, "M41": 104.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "f44131bb-2c25-425a-8221-789efabd81d6", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "112f0d14-56fa-4fdb-9858-b1a909ca1469", "PX": 48.024, "PY": 11.614, "PZ": 45.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "15a02ba0-6acf-4d3b-bf57-17ec2720605f", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 120.118, "M41": 123.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "c904f8e1-bcc6-4f11-90c6-35769835ecdd", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "c867dab6-63f7-40e6-985e-10d0c98ed643", "PX": 50.024, "PY": 11.614, "PZ": 10.118, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "0eaa67d4-0f52-47e8-9cdb-a62c2ce7dc26", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 85.118, "M41": 125.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}, {"Id": "2ab6c15a-0cd5-4a88-a620-ab5084801f50", "ObjectCopy": {"Id": "8031efca-8c6c-4bbd-a5a0-2dc9fbb0a33e", "Name": "bucky60.stl", "NestingPriority": null, "InstanceCount": 20, "Scale": 300, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "09F61EB77BEB84A8572619730C50B8908F059940", "TransformState": {"Id": "65a5bd3c-3db2-4ba4-a3b4-1167cedaaa9e", "PX": 53.024, "PY": 11.614, "PZ": -20.882, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": -0.1179516, "QZ": -0.3849792, "QW": 0.7020465, "SX": 3, "SY": 3, "SZ": 3}, "MeshPrintTransform": {"Id": "b3b8f831-b434-4291-9f0a-6f0ad8cf4449", "M11": 2.088088, "M44": 1, "M43": 11.6144, "M42": 54.118, "M41": 128.024, "M34": 0, "M33": 0.04105686, "M31": 2.09845, "M32": -2.267785, "M23": 2.771359, "M22": 0.8718636, "M21": 0.8857155, "M14": 0, "M13": -1.216803, "M12": 1.909216, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-07-12T13:51:39.1499387+00:00"}, "ProfilingJob": null, "Id": "2174e3e1-ace4-4dcf-b272-c5d513abb53b", "Version": 1, "Type": 1, "Name": "D638 and Bucky 2026_07_12", "CreatedAt": "2026-07-12T13:51:39.1499387+00:00"}}
 {"source_file": "D790 and D638 2026_06_07.s4a", "print_date": "2026-06-07", "job_name": "D790 and D638", "print_profile_id": "40abd1a6-8655-4d2c-a743-70c561179c15", "objects": [{"object_file_id": "a258c160-f8d7-4420-a8ae-56955cc05dbb", "name": "d790_flex_specimen.STL", "hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "instance_count": 15, "scale": 100}, {"object_file_id": "04af30ed-287a-477c-993c-18d3109fe538", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "ce8cc169-e440-44e0-801b-dd9f9e84082d", "Name": "D790 and D638 2026_06_07", "PrintProfile": {"Id": "40abd1a6-8655-4d2c-a743-70c561179c15"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}], "ObjectFiles": [{"Id": "a258c160-f8d7-4420-a8ae-56955cc05dbb", "Name": "d790_flex_specimen.STL", "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590"}, {"Id": "04af30ed-287a-477c-993c-18d3109fe538", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "9bbbcfea-7fc9-4117-80c8-03ff75b61f4d", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}], "NestingState": {"DensityPercent": 24.65, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 127378.301, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "40abd1a6-8655-4d2c-a743-70c561179c15"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}], "Instances": [{"Id": "5aa7fcf7-c805-49bb-beb8-43b3f3288e03", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "8e7445bc-9a30-44a7-9e88-d605e5a122b8", "PX": -8.836998, "PY": 1.614, "PZ": 54.595, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0510bb63-8e9c-430a-8743-cf42cfe697d1", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 129.595, "M41": 66.163, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "a95629d9-bbc9-4b8c-a27c-f33c69e365ae", "ObjectCopy": {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "2e3793f9-6bdb-4374-8af3-00c587136c33", "PX": 0.163002, "PY": 1.614, "PZ": -12.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "de2cfa9f-3292-45db-bc7f-f55e66e35b09", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 62.595, "M41": 75.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "f26d72f6-8c1f-45e5-bac5-248d0fd3af30", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "4cd73a7a-dc83-4a80-bdf5-db8c4705fc35", "PX": -13.837, "PY": 1.614, "PZ": -34.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "955c4dbd-a054-493e-9889-2ea3513783f1", "M11": 0.8834605, "M44": 1, "M43": 1.6144, "M42": 40.595, "M41": 61.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "5d7de4d8-a459-4810-ad61-04f3dc972e49", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "ad98c6f5-6db3-4ba5-b98a-332457e7eb9e", "PX": 16.163, "PY": 1.614, "PZ": 3.595001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "144736da-008d-4703-8bcf-b32dcb63d079", "M11": 0.8564137, "M44": 1, "M43": 1.6144, "M42": 78.595, "M41": 91.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}, {"Id": "88df1ae7-573e-4167-9ecb-b802c2553c02", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "289b8fd5-0fd1-49a1-aab9-9d49fe0a69b8", "PX": -8.836998, "PY": 6.614, "PZ": 54.595, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0e5ce119-7f12-4be2-b9d4-6d1b02d02038", "M11": 1.03, "M44": 1, "M43": 6.6144, "M42": 129.595, "M41": 66.163, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "4cb86bef-7e2a-488b-8219-095c528a5612", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "0fac2163-2e40-4d1e-a330-a24d60fd345e", "PX": -13.837, "PY": 6.614, "PZ": -34.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "21e2ad9b-8331-40d0-a580-7afe1c72f0bb", "M11": 0.8834605, "M44": 1, "M43": 6.6144, "M42": 40.595, "M41": 61.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "1b020b9e-a016-404f-b816-57029de68421", "ObjectCopy": {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "51992e09-7e79-4e17-8b62-3c870279d5ff", "PX": 0.163002, "PY": 6.614, "PZ": -12.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d44d9367-0430-4a04-b937-8140c002af51", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 62.595, "M41": 75.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "1a04ae8a-c616-4c07-8ec7-1bba50ec8cd4", "ObjectCopy": {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "34e0ab7c-3923-499b-b348-dc5c2c415de7", "PX": 0.163002, "PY": 11.614, "PZ": -12.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "45711273-bae5-44de-971f-b83389bdbe80", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 62.595, "M41": 75.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "545d228f-7d5a-44ab-a389-b88b1fc0bee1", "ObjectCopy": {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "a205f61b-404d-4029-af48-ce7dc1e5fc6b", "PX": 0.163002, "PY": 16.614, "PZ": -12.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "12c10ece-3b10-4065-9c33-16a861756ebf", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 62.595, "M41": 75.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "87f26e20-8fa8-452a-8306-b77907eed9e4", "ObjectCopy": {"Id": "097045ad-d517-4f11-94ae-259782a45d1e", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b763bf1-755b-4fd4-bcf9-d6cfedf581c9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "9b0b996c-b997-40d5-bc1b-df03cf6cc55e", "PX": 0.163002, "PY": 21.614, "PZ": -12.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "30934939-ebb2-4d27-be66-aff92395f2d5", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 62.595, "M41": 75.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "be0edcd1-c29c-4c13-abd2-bbc4286edd33", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "51026708-ee40-4b8a-ace4-0cf0d038905f", "PX": 16.163, "PY": 6.614, "PZ": 3.595001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5326be65-3a99-425d-831d-154858d35159", "M11": 0.8564137, "M44": 1, "M43": 6.6144, "M42": 78.595, "M41": 91.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}, {"Id": "25bc8f09-05c6-404c-8d86-2dabee026273", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "812870ce-b3f6-446f-a3d8-4166a75357a3", "PX": -8.836998, "PY": 11.614, "PZ": 54.595, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d424d827-39c8-4b42-b279-79e66c20d1bb", "M11": 1.03, "M44": 1, "M43": 11.6144, "M42": 129.595, "M41": 66.163, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "d9169447-9874-4341-a640-e9e88a4eba3b", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "904d35dd-72a1-4353-b199-6d28d11c4fd7", "PX": -13.837, "PY": 11.614, "PZ": -34.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "05af8e1d-1ee8-46d5-948d-88afd23c4531", "M11": 0.8834605, "M44": 1, "M43": 11.6144, "M42": 40.595, "M41": 61.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "5be0e90d-ad45-4b86-a4bf-b882c0fb76bc", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "0435bc44-f15f-4b20-912c-6cebd95a4784", "PX": 16.163, "PY": 11.614, "PZ": 3.595001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d31f02e8-a0cb-4378-977c-231ea5865dc1", "M11": 0.8564137, "M44": 1, "M43": 11.6144, "M42": 78.595, "M41": 91.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}, {"Id": "caee6de3-d4d7-4dc7-9ffa-fe08470515c7", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "0f4fde3c-e764-4f47-9f82-cc974e0df061", "PX": -8.836998, "PY": 16.614, "PZ": 54.595, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2988e7d0-e499-44c9-a278-33995f993eac", "M11": 1.03, "M44": 1, "M43": 16.6144, "M42": 129.595, "M41": 66.163, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "97fda5cf-25ed-4acf-9a32-1d1c822616f4", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "84634062-58c6-40ee-8d53-54dbd06f920b", "PX": -13.837, "PY": 16.614, "PZ": -34.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1978deb7-3ba4-4d2b-b185-ff04961636b6", "M11": 0.8834605, "M44": 1, "M43": 16.6144, "M42": 40.595, "M41": 61.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "1e393f8f-913d-4207-ad3a-652e6674cf97", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "30e7afb2-84b5-475d-868f-46ae0bdc5896", "PX": 16.163, "PY": 16.614, "PZ": 3.595001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ea718b25-b492-479d-b34a-05b34d2d89c7", "M11": 0.8564137, "M44": 1, "M43": 16.6144, "M42": 78.595, "M41": 91.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}, {"Id": "701f60d2-e937-4bdc-97c1-6684d56d4dd8", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "c38db99b-cca5-4aa2-a519-8bcc06ab8538", "PX": -8.836998, "PY": 21.614, "PZ": 54.595, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "19572035-ecb4-4be3-8941-3c0ad375758c", "M11": 1.03, "M44": 1, "M43": 21.6144, "M42": 129.595, "M41": 66.163, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "d15964c5-e1f7-4bd3-8cb7-b78068fcb6e9", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "2ec7b0f4-b1c5-484a-8bab-b7d85989f843", "PX": -13.837, "PY": 21.614, "PZ": -34.405, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "dbbbbbb8-1e8d-4c23-b486-20d40fdb3e1f", "M11": 0.8834605, "M44": 1, "M43": 21.6144, "M42": 40.595, "M41": 61.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "e6f6a810-9f0f-46ab-ba9d-7184c1a77ef0", "ObjectCopy": {"Id": "70d6b4fe-e493-49ec-823b-b2fc2303408e", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 15, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a035d123-5637-4562-930b-f3e80e481067", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "95e1eeeb-63c3-4e8a-80f6-b25d25eca323", "PX": 16.163, "PY": 21.614, "PZ": 3.595001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3e8ce1b4-757f-4445-9a57-211d8f57387b", "M11": 0.8564137, "M44": 1, "M43": 21.6144, "M42": 78.595, "M41": 91.163, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-07T21:16:00.6146068+00:00"}, "ProfilingJob": null, "Id": "ce8cc169-e440-44e0-801b-dd9f9e84082d", "Version": 1, "Type": 1, "Name": "D790 and D638 2026_06_07", "CreatedAt": "2026-06-07T21:16:00.6146068+00:00"}}
+{"source_file": "D790 and D638 Debug Run 2026_06_29.s4a", "print_date": "2026-06-29", "job_name": "D790 and D638 Debug Run", "print_profile_id": "4dd4f13d-a089-4e1f-9654-64450de0d6fc", "objects": [{"object_file_id": "c0d16305-80d3-465d-80d0-07e43ee9d212", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "6a40e9cf-ee05-4abc-b9a8-20907580d3da", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 5, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "1931a639-1a7e-4fa4-9c07-39fd695ce03a", "Name": "D790 and D638 Debug Run 2026_06_29", "PrintProfile": {"Id": "4dd4f13d-a089-4e1f-9654-64450de0d6fc"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": true, "Objects": [{"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}], "ObjectFiles": [{"Id": "c0d16305-80d3-465d-80d0-07e43ee9d212", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "6a40e9cf-ee05-4abc-b9a8-20907580d3da", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}], "NestingState": {"DensityPercent": 12.11, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 62589.375, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "4dd4f13d-a089-4e1f-9654-64450de0d6fc"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}], "Instances": [{"Id": "e39484fb-7958-49df-bf4b-7d048b4ae9e3", "ObjectCopy": {"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "e07d7564-b020-4136-b7c0-d8698ffd59bd", "PX": 0.08999634, "PY": 1.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ac54d6c6-323d-49a8-b3a6-6559b3f00162", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "c170e743-e06d-489f-b7d2-63c263069d1d", "ObjectCopy": {"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "b41db5b2-1262-42ed-9f52-98f5efd15a11", "PX": 0.08999634, "PY": 6.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "49e209d9-dd54-44ee-8f15-fd1decb5b389", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "ab701af0-43c1-4879-ab75-fd8ee6fd0dad", "ObjectCopy": {"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "4e5d90d3-9211-4bdf-8ce3-3f2ed83796d6", "PX": 0.08999634, "PY": 11.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "485e4862-ccd9-4b20-9580-fc174bb72d6e", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "d2f64fa4-2ef6-45e2-9a98-2cf6bb941f2d", "ObjectCopy": {"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "85d5bcea-ff08-47d9-b0e9-c46e83161774", "PX": 0.08999634, "PY": 16.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fa7a6daf-889a-4deb-b59f-4a5d96588fc3", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "97494b58-ac0f-4e6b-97ca-27a939ebb9a0", "ObjectCopy": {"Id": "1e5e8f89-1534-4e9b-b034-615dfe752650", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bb47c08c-259a-4b54-8d87-d5f0206be3ce", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "64432ace-af2f-42d6-b701-4a6310f549d6", "PX": 0.08999634, "PY": 21.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "33155d00-7e7a-465b-b9ee-2db5e7d045e6", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "c7f2855a-7ab3-4c5d-8b86-a7f0601446aa", "ObjectCopy": {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "9a8bdd92-66a3-49a4-be4e-caec18c5d933", "PX": -32.91, "PY": 1.614, "PZ": -53.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "b2ea3cea-2f6a-4cfc-9cce-e434037f849f", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 21.871, "M41": 42.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "957fd170-d04a-4d02-8b47-f6bf210d4a24", "ObjectCopy": {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "5bb050b6-85f9-4e7a-a008-5280b767c4f1", "PX": -32.91, "PY": 1.614, "PZ": -38.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8a351d17-6b41-4029-960b-391f722fc0f1", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 36.871, "M41": 42.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "24c2501d-2ae1-4bd7-8439-1b6962cff7f8", "ObjectCopy": {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "ff9f5fb5-70f3-4f02-9b44-6e3fe8894ec6", "PX": -32.91, "PY": 1.614, "PZ": 54.871, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9f9c4f45-a637-4ecc-8a60-b0a400fcde1d", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 129.871, "M41": 42.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "b194ce38-27f9-4fce-9486-ca5ab4fcc336", "ObjectCopy": {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "c64b2306-bcba-4823-8846-61eddfe2131c", "PX": 0.08999634, "PY": 1.614, "PZ": 39.871, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2c36077a-ca35-45dd-b418-ae3d023f7658", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 114.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "7b644d76-e2c8-479d-9cdd-26ec1b59e3d9", "ObjectCopy": {"Id": "f04c1453-1620-4eae-9cf0-ee769244934e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a816771f-e978-4298-8aba-cd9b8e73664f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "7380d17f-651b-470a-9c3b-8f18937feebc", "PX": 16.09, "PY": 1.614, "PZ": 24.871, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "75557a75-88b0-42ca-8f1e-b51d95428455", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 99.871, "M41": 91.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-29T15:30:41.8627965+00:00"}, "ProfilingJob": null, "Id": "1931a639-1a7e-4fa4-9c07-39fd695ce03a", "Version": 1, "Type": 1, "Name": "D790 and D638 Debug Run 2026_06_29", "CreatedAt": "2026-06-29T15:30:41.8627965+00:00"}}
 {"source_file": "D790 and D638 Recycled Powder 2026_06_13.s4a", "print_date": "2026-06-13", "job_name": "D790 and D638 Recycled Powder", "print_profile_id": "2a3ba702-dd05-4728-9de0-34e5095682d5", "objects": [{"object_file_id": "43d9711e-c7b4-491c-b1c6-efd36f68561e", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "6f68dd76-aeb3-418e-8c93-f7652b2a7884", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 10, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "888c99c1-65b8-412b-9112-407b451c5f07", "Name": "D790 and D638 Recycled Powder 2026_06_13", "PrintProfile": {"Id": "2a3ba702-dd05-4728-9de0-34e5095682d5"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "43d9711e-c7b4-491c-b1c6-efd36f68561e", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "6f68dd76-aeb3-418e-8c93-f7652b2a7884", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}], "NestingState": {"DensityPercent": 15.46, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 79855.664, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "2a3ba702-dd05-4728-9de0-34e5095682d5"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "b2911fd2-2edf-4699-a874-6538ac4b0cfd", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "d0a399f7-a442-46ad-a9b7-b2326825bcb2", "PX": 0.0759964, "PY": 1.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4106f6ba-dd00-41b4-a0b5-d0197bca3a84", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "16456cbb-bd6a-4756-bc0a-9de813d12afe", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "e3e638a3-2018-4ca8-af8a-85fff6b005d0", "PX": 0.0759964, "PY": 6.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "63f56658-54a1-4b48-8807-46147244d1f2", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "ca5e21d0-79bd-4465-86f2-ffbc967c4445", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "32569872-2da0-4c27-ba10-66f6ab3ef316", "PX": 0.0759964, "PY": 11.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "49f3fd98-7d29-4656-8901-674bedebca5c", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "d93f42a6-7a90-40be-9758-49b5191a737b", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "b6207b49-8c7c-4c01-979c-465ae12389f1", "PX": 0.0759964, "PY": 16.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "24189f92-b938-41a0-a249-6b153f5d21cc", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "56bd492e-c786-4e08-ae75-715931b5c196", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "615ef3b0-bf2e-49ba-896a-093de4abda86", "PX": 0.0759964, "PY": 21.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7d034ce2-4d66-49c0-91b1-5ba12ff7d344", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "26709f5b-b4b6-4ef7-be7c-e53e39f5448b", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "66a5a25c-9b10-455e-a009-0d6d5ad145dd", "PX": 15.076, "PY": 1.614, "PZ": 32.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "672bc116-5cbe-4e38-8ffe-7b9dbce2abb2", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 107.323, "M41": 90.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "3c7c7824-6c65-46c3-a69f-8721866a33c3", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "fe4512da-6928-4613-8800-f309f1033b5f", "PX": 30.076, "PY": 1.614, "PZ": 21.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6cd2dda6-019b-41f7-bca1-b00da34caccd", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 96.323, "M41": 105.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "e3271b67-3215-4142-9091-732b7ba9d0f5", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "d7b5cde3-d1e8-4e4b-9d59-dfc3df8f14a9", "PX": 45.076, "PY": 1.614, "PZ": 12.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "33765a1c-f151-48c9-a7e4-cb39966b395c", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 87.323, "M41": 120.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "fba1ace4-d587-4f3e-92ca-996e225709aa", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "596cd69e-e234-4e99-b023-0f05ac55dd1e", "PX": 60.076, "PY": 1.614, "PZ": 3.322998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e855712e-f6c6-4170-baae-2f211990e1c7", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 78.323, "M41": 135.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "240a34e1-b9fc-46f4-9eb9-983b4d64f591", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "38208ef4-2cfc-452c-9ce6-4eebad81a026", "PX": -32.924, "PY": 1.614, "PZ": -54.677, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.7071068, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "606eef13-7df9-4d3d-9892-fe62a92d909f", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 20.323, "M41": 42.076, "M34": 0, "M33": 0, "M31": 0, "M32": -1.03, "M23": 1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "1534cdbb-f5f5-4283-b629-5123ed713c88", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "1dd9cf61-6695-40e6-8d22-a43f9411b310", "PX": -32.924, "PY": 1.614, "PZ": -39.677, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.7071068, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0374e467-d48f-49b1-85b0-160d77b41164", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 35.323, "M41": 42.076, "M34": 0, "M33": 0, "M31": 0, "M32": -1.03, "M23": 1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "34fadcb9-528a-48ce-b39f-debdc0c08a17", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0e4cc428-bdb9-43b2-b29d-cc6e22cf98a7", "PX": 15.076, "PY": 6.614, "PZ": 32.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9a27f24e-d3f7-4a10-9ad4-1470f89e9239", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 107.323, "M41": 90.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "9ebba26d-b537-4510-a327-d4a33791c3f3", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0ed41da6-bfc2-4ac5-873a-f20956e491b1", "PX": 30.076, "PY": 6.614, "PZ": 21.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2219c6f4-327a-49b1-bfbd-97eb8b4a0994", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 96.323, "M41": 105.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "fc08dfcf-11fd-4275-b0a0-5e59b770e18b", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "fc26f230-4d22-4e27-9b11-7d83c8832302", "PX": 45.076, "PY": 6.614, "PZ": 12.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e372f9bf-bd80-4767-9e67-4ac5baf08257", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 87.323, "M41": 120.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "8715dcbd-04fd-4fb1-a8d0-91e1bb568b09", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "cc4d7f91-6d48-4f38-adaf-95bec9b2c4c5", "PX": 60.076, "PY": 6.614, "PZ": 3.322998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "09a899bb-feaa-443b-ab44-e78a057c01cb", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 78.323, "M41": 135.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-13T14:45:05.1235985+00:00"}, "ProfilingJob": null, "Id": "888c99c1-65b8-412b-9112-407b451c5f07", "Version": 1, "Type": 1, "Name": "D790 and D638 Recycled Powder 2026_06_13", "CreatedAt": "2026-06-13T14:45:05.1235985+00:00"}}
+{"source_file": "D790 and D638 Recycled Powder 2026_06_24.s4a", "print_date": "2026-06-24", "job_name": "D790 and D638 Recycled Powder", "print_profile_id": "2a3ba702-dd05-4728-9de0-34e5095682d5", "objects": [{"object_file_id": "43d9711e-c7b4-491c-b1c6-efd36f68561e", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "6f68dd76-aeb3-418e-8c93-f7652b2a7884", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 10, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "888c99c1-65b8-412b-9112-407b451c5f07", "Name": "D790 and D638 Recycled Powder 2026_06_24", "PrintProfile": {"Id": "2a3ba702-dd05-4728-9de0-34e5095682d5"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "43d9711e-c7b4-491c-b1c6-efd36f68561e", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "6f68dd76-aeb3-418e-8c93-f7652b2a7884", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}], "NestingState": {"DensityPercent": 15.46, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 79855.664, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "2a3ba702-dd05-4728-9de0-34e5095682d5"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "b2911fd2-2edf-4699-a874-6538ac4b0cfd", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "d0a399f7-a442-46ad-a9b7-b2326825bcb2", "PX": 0.0759964, "PY": 1.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4106f6ba-dd00-41b4-a0b5-d0197bca3a84", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "16456cbb-bd6a-4756-bc0a-9de813d12afe", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "e3e638a3-2018-4ca8-af8a-85fff6b005d0", "PX": 0.0759964, "PY": 6.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "63f56658-54a1-4b48-8807-46147244d1f2", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "ca5e21d0-79bd-4465-86f2-ffbc967c4445", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "32569872-2da0-4c27-ba10-66f6ab3ef316", "PX": 0.0759964, "PY": 11.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "49f3fd98-7d29-4656-8901-674bedebca5c", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "d93f42a6-7a90-40be-9758-49b5191a737b", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "b6207b49-8c7c-4c01-979c-465ae12389f1", "PX": 0.0759964, "PY": 16.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "24189f92-b938-41a0-a249-6b153f5d21cc", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "56bd492e-c786-4e08-ae75-715931b5c196", "ObjectCopy": {"Id": "cb7cc14b-b756-41a1-9806-75cc2be03ff3", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "a59d49f7-6b8e-42bf-ac05-dbcc18923e0c", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "615ef3b0-bf2e-49ba-896a-093de4abda86", "PX": 0.0759964, "PY": 21.614, "PZ": -13.677, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7d034ce2-4d66-49c0-91b1-5ba12ff7d344", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 61.323, "M41": 75.076, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "26709f5b-b4b6-4ef7-be7c-e53e39f5448b", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "66a5a25c-9b10-455e-a009-0d6d5ad145dd", "PX": 15.076, "PY": 1.614, "PZ": 32.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "672bc116-5cbe-4e38-8ffe-7b9dbce2abb2", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 107.323, "M41": 90.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "3c7c7824-6c65-46c3-a69f-8721866a33c3", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "fe4512da-6928-4613-8800-f309f1033b5f", "PX": 30.076, "PY": 1.614, "PZ": 21.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6cd2dda6-019b-41f7-bca1-b00da34caccd", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 96.323, "M41": 105.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "e3271b67-3215-4142-9091-732b7ba9d0f5", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "d7b5cde3-d1e8-4e4b-9d59-dfc3df8f14a9", "PX": 45.076, "PY": 1.614, "PZ": 12.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "33765a1c-f151-48c9-a7e4-cb39966b395c", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 87.323, "M41": 120.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "fba1ace4-d587-4f3e-92ca-996e225709aa", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "596cd69e-e234-4e99-b023-0f05ac55dd1e", "PX": 60.076, "PY": 1.614, "PZ": 3.322998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e855712e-f6c6-4170-baae-2f211990e1c7", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 78.323, "M41": 135.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "240a34e1-b9fc-46f4-9eb9-983b4d64f591", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "38208ef4-2cfc-452c-9ce6-4eebad81a026", "PX": -32.924, "PY": 1.614, "PZ": -54.677, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.7071068, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "606eef13-7df9-4d3d-9892-fe62a92d909f", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 20.323, "M41": 42.076, "M34": 0, "M33": 0, "M31": 0, "M32": -1.03, "M23": 1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "1534cdbb-f5f5-4283-b629-5123ed713c88", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "1dd9cf61-6695-40e6-8d22-a43f9411b310", "PX": -32.924, "PY": 1.614, "PZ": -39.677, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.7071068, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0374e467-d48f-49b1-85b0-160d77b41164", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 35.323, "M41": 42.076, "M34": 0, "M33": 0, "M31": 0, "M32": -1.03, "M23": 1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "34fadcb9-528a-48ce-b39f-debdc0c08a17", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0e4cc428-bdb9-43b2-b29d-cc6e22cf98a7", "PX": 15.076, "PY": 6.614, "PZ": 32.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9a27f24e-d3f7-4a10-9ad4-1470f89e9239", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 107.323, "M41": 90.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "9ebba26d-b537-4510-a327-d4a33791c3f3", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0ed41da6-bfc2-4ac5-873a-f20956e491b1", "PX": 30.076, "PY": 6.614, "PZ": 21.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2219c6f4-327a-49b1-bfbd-97eb8b4a0994", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 96.323, "M41": 105.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "fc08dfcf-11fd-4275-b0a0-5e59b770e18b", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "fc26f230-4d22-4e27-9b11-7d83c8832302", "PX": 45.076, "PY": 6.614, "PZ": 12.323, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e372f9bf-bd80-4767-9e67-4ac5baf08257", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 87.323, "M41": 120.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "8715dcbd-04fd-4fb1-a8d0-91e1bb568b09", "ObjectCopy": {"Id": "1cf79313-4d33-4fe0-87ca-f5f2a3ca65cb", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "cc4d7f91-6d48-4f38-adaf-95bec9b2c4c5", "PX": 60.076, "PY": 6.614, "PZ": 3.322998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "09a899bb-feaa-443b-ab44-e78a057c01cb", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 78.323, "M41": 135.076, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-13T14:45:05.1235985+00:00"}, "ProfilingJob": null, "Id": "888c99c1-65b8-412b-9112-407b451c5f07", "Version": 1, "Type": 1, "Name": "D790 and D638 Recycled Powder 2026_06_24", "CreatedAt": "2026-06-13T14:45:05.1235985+00:00"}}
+{"source_file": "D790 and D638 Recycled Powder 2026_06_25.s4a", "print_date": "2026-06-25", "job_name": "D790 and D638 Recycled Powder", "print_profile_id": "60999faa-b7df-4aa0-b087-1780100c3a80", "objects": [{"object_file_id": "bd1128fd-fbce-41ad-9f25-ee1396a05887", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "e2f7b325-7104-42d4-911c-f01f7357db42", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 5, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "d9a50472-9973-4d2a-b8f2-9b6fc35c6362", "Name": "D790 and D638 Recycled Powder 2026_06_25", "PrintProfile": {"Id": "60999faa-b7df-4aa0-b087-1780100c3a80"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}], "ObjectFiles": [{"Id": "bd1128fd-fbce-41ad-9f25-ee1396a05887", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "e2f7b325-7104-42d4-911c-f01f7357db42", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}], "NestingState": {"DensityPercent": 12.11, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 62589.375, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "60999faa-b7df-4aa0-b087-1780100c3a80"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}], "Instances": [{"Id": "557f04c3-b7c6-420d-82b1-c19514181951", "ObjectCopy": {"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "bb2e0064-ec5f-447a-a094-2963bbca7631", "PX": 0.08999634, "PY": 1.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6f688525-07be-40f1-bde0-be6c241758d9", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "9e98623d-3ef3-4dda-8854-d65b43f49692", "ObjectCopy": {"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "c0c5c476-26c1-472e-a9ed-5064698e1696", "PX": 0.08999634, "PY": 6.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6ea0ac4f-86d6-4fe9-861c-fed338d8d9ef", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "264aedcc-140f-4338-bbdb-fdbdfb79d131", "ObjectCopy": {"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "43beed08-b9c8-4ab8-934a-7d6036a963ef", "PX": 0.08999634, "PY": 11.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "421bd16d-f3d8-4871-b136-6b394b836c9e", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "11f9c3fe-8d7f-42f2-bc3b-7bf5b6ac0c90", "ObjectCopy": {"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "47a1c17d-41ce-44d0-aa7d-03499c9fd320", "PX": 0.08999634, "PY": 16.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "f1b3022c-86fd-4204-ab92-03f68d2e68dd", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "745d6033-a20b-41b7-86ca-9d64c9625b3c", "ObjectCopy": {"Id": "1f9d4e35-60cf-4fa6-b4cb-9edb3673060d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "344267b8-b1e7-4feb-9322-8b07d2943c6f", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "9abec846-20ed-41e3-a66c-bb5a7b93b18e", "PX": 0.08999634, "PY": 21.614, "PZ": -12.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "be6b9680-3f0a-4978-b4b7-255c8f8ac9be", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 62.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "4143adc1-e840-4c84-9789-073bd44697b7", "ObjectCopy": {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "620aaa3d-62c4-4062-b3f5-1bbe3fed5fee", "PX": -32.91, "PY": 1.614, "PZ": -53.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "282c7d02-24cb-4536-b03d-71c4895077ff", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 21.871, "M41": 42.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "79e9ef3f-5ac5-4064-ad99-727b32143214", "ObjectCopy": {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "5e38f8fa-b06a-4697-b5a8-b2b7d37e4cb8", "PX": -32.91, "PY": 1.614, "PZ": -38.129, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "62973c3d-a609-4fe9-b70a-398e5bad250a", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 36.871, "M41": 42.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "704fae6b-4f56-40d5-be10-7c7ef72d1f8a", "ObjectCopy": {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "9719d919-1238-4644-b110-a418ef652852", "PX": -32.91, "PY": 1.614, "PZ": 54.871, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e97c893f-4345-4a9a-8a60-0800338c8866", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 129.871, "M41": 42.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "b0b160ed-03c1-43d1-aa79-fe6eed0db00f", "ObjectCopy": {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0d71b89d-b03c-4f6c-b8d0-8b5e866d751f", "PX": 0.08999634, "PY": 1.614, "PZ": 39.871, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e952b156-9ac5-41cd-b2b0-51504a394f91", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 114.871, "M41": 75.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "c57dc1f1-2a27-43c2-9bdd-21bb5ffaaf4e", "ObjectCopy": {"Id": "87b8f12f-3f76-4e40-9191-87e36369d90c", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "bc8bfcf2-29df-4723-bd06-8b34be102e1d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "e3cf450c-b557-4d53-809b-4d109a1ebae3", "PX": 16.09, "PY": 1.614, "PZ": 24.871, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "64c2e012-7e33-4c1c-9ed4-a9fe4f9dd8cb", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 99.871, "M41": 91.09, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-25T19:35:17.432877+00:00"}, "ProfilingJob": null, "Id": "d9a50472-9973-4d2a-b8f2-9b6fc35c6362", "Version": 1, "Type": 1, "Name": "D790 and D638 Recycled Powder 2026_06_25", "CreatedAt": "2026-06-25T19:35:17.432877+00:00"}}
 {"source_file": "D790 and D638 and Benchy 2026_06_02.s4a", "print_date": "2026-06-02", "job_name": "D790 and D638 and Benchy", "print_profile_id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7", "objects": [{"object_file_id": "825d73d1-1974-42a0-860e-d74c7715fa01", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 7, "scale": 100}, {"object_file_id": "d328bb16-ad30-43c3-b66d-a640f831b9cc", "name": "d790_flex_specimen.STL", "hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "instance_count": 10, "scale": 100}, {"object_file_id": "952a15c1-1c18-499a-99fb-27471f66c07e", "name": "3DBenchy.stl", "hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "instance_count": 2, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "633cb071-58fa-40ee-81ea-c23ec149dd34", "Name": "D790 and D638 and Benchy 2026_06_02", "PrintProfile": {"Id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "135b1361-2d0f-488d-95ab-afe173b3c314", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "825d73d1-1974-42a0-860e-d74c7715fa01", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "d328bb16-ad30-43c3-b66d-a640f831b9cc", "Name": "d790_flex_specimen.STL", "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590"}, {"Id": "952a15c1-1c18-499a-99fb-27471f66c07e", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}, {"Id": "b51144c3-4551-46b6-8edc-d1affb98bf43", "Name": "Micro_Catapult_v1.1.STL", "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6"}, {"Id": "84940810-261d-462c-9e5a-ab33e551e513", "Name": "cute_cat_ghost.stl", "Hash": "0A4CAD00E2BF52277585D229F29EC086981AAA6C"}], "NestingState": {"DensityPercent": 21.18, "ChamberDepth": 33.3, "ChamberVolume": 738452.125, "SinteredVolume": 156431.566, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "135b1361-2d0f-488d-95ab-afe173b3c314", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "fae090d1-ce7c-4fcc-abf7-105f3812a024", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "04b697ad-4030-4152-9067-cf63f96042a7", "PX": -1.984001, "PY": 1.642, "PZ": 11.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "de3af868-b565-4180-be15-2d877d434331", "M11": 0.7962008, "M44": 1, "M43": 1.641515, "M42": 86.993, "M41": 73.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "f01b89fb-de10-40e5-a993-e8560524fb68", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "bdf33adb-fa1b-4156-901b-9c0b9ce280ab", "PX": -0.9840012, "PY": 6.642, "PZ": 11.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0cff1d38-0d11-44f7-9c7d-c86ee3cce0dd", "M11": 0.7962008, "M44": 1, "M43": 6.641515, "M42": 86.993, "M41": 74.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "7fa04d87-a6ad-485d-994b-e97422c48f1f", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "6f9d2e50-a707-4644-be70-7b598446456a", "PX": 5.015999, "PY": 11.642, "PZ": 9.992996, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6597255, "QY": 0.2544843, "QZ": -0.2544842, "QW": 0.6597255, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e5467ec9-3a55-4b60-9a15-8fe2e6229c7f", "M11": 0.7631797, "M44": 1, "M43": 11.64151, "M42": 84.993, "M41": 80.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.6917056, "M32": 0.7631796, "M23": -1.009, "M22": 4.548905e-08, "M21": 4.122887e-08, "M14": 0, "M13": 0, "M12": -0.6917057, "M24": 0}, "IsOverlapping": false}, {"Id": "39115572-6dc4-43d5-ba19-0d5828c8e63a", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "c93dcbb1-d34a-42e3-89dc-e7cdf954f070", "PX": 6.015999, "PY": 16.642, "PZ": 6.992996, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0a076093-6739-41fe-aa55-11b9b55b8ea1", "M11": 0.7283199, "M44": 1, "M43": 16.64151, "M42": 81.993, "M41": 81.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 4.341125e-08, "M21": 4.341125e-08, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "9aeafe88-252d-4439-ba0d-b1ff9c6e549a", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "6d53c32e-3971-43f7-833d-0de9e9e0ec3d", "PX": 2.015999, "PY": 21.642, "PZ": 12.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "20e4ca15-b125-4a11-b420-47a03b1f3bf6", "M11": 0.7962008, "M44": 1, "M43": 21.64151, "M42": 87.993, "M41": 77.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "524bf69d-d1a1-4a1c-b9c2-7e076c86351d", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "82c8b8c2-7547-4509-a7e5-90e88a485316", "PX": 5.015999, "PY": 1.642, "PZ": -46.007, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.701789, "QY": 0.08655743, "QZ": -0.08655742, "QW": 0.701789, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "f069e9b2-0b90-470a-8849-cb844f5a5520", "M11": 0.9991322, "M44": 1, "M43": 1.641515, "M42": 28.993, "M41": 80.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.2502696, "M32": 0.9991321, "M23": -1.009, "M22": 5.955292e-08, "M21": 1.491723e-08, "M14": 0, "M13": 0, "M12": -0.2502696, "M24": 0}, "IsOverlapping": false}, {"Id": "8bc957c0-9702-4efa-bc15-95df965f143f", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "b621fef8-ed42-453f-9f0b-86d16e052a79", "PX": 15.016, "PY": 1.642, "PZ": 34.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "902d9209-b35f-4423-929a-d04235db312c", "M11": 0.8834605, "M44": 1, "M43": 1.641515, "M42": 109.993, "M41": 90.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "031043f5-52b5-4365-9b14-03ad6872b605", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "ef65580f-02d8-4bef-815d-0ab214b83dfd", "PX": 15.016, "PY": 6.642, "PZ": 31.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "dd1e7662-10e0-4041-addb-f57391f013cf", "M11": 0.8564137, "M44": 1, "M43": 6.641515, "M42": 106.993, "M41": 90.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}, {"Id": "c71c0ba1-10a0-48a0-b7b2-762b9998acfd", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "a5dc9bc3-8221-4a45-b357-0bb31149b1d3", "PX": 18.016, "PY": 11.642, "PZ": 27.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d7ca3ffc-3369-4065-bcd9-84b66ccb6cc6", "M11": 0.7962008, "M44": 1, "M43": 11.64151, "M42": 102.993, "M41": 93.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "20092f7b-cb91-4a45-ad6a-07ee34e69de3", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "9eaf3848-46db-485d-83cd-59bd3fbd5c19", "PX": 19.016, "PY": 16.642, "PZ": 24.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6597255, "QY": 0.2544843, "QZ": -0.2544842, "QW": 0.6597255, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7cf6fa23-0911-489f-9d93-574e8cd21aaf", "M11": 0.7631797, "M44": 1, "M43": 16.64151, "M42": 99.993, "M41": 94.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.6917056, "M32": 0.7631796, "M23": -1.009, "M22": 4.548905e-08, "M21": 4.122887e-08, "M14": 0, "M13": 0, "M12": -0.6917057, "M24": 0}, "IsOverlapping": false}, {"Id": "032ee5d6-cefa-47b5-b245-f9805d6582ed", "ObjectCopy": {"Id": "135b1361-2d0f-488d-95ab-afe173b3c314", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "b5348aa0-4459-47c5-8ab3-cd41901d1b2f", "PX": -49.984, "PY": 15.642, "PZ": -44.007, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ed92c198-5730-4567-be44-91ad33d20b1d", "M11": 0, "M44": 1, "M43": 15.64151, "M42": 30.993, "M41": 25.016, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "be447ee5-88a7-4c02-8dd5-db6a9c5b14e4", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "e2f76985-25a9-433c-a261-26049f788f53", "PX": -0.9840012, "PY": 26.642, "PZ": 11.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "edae54ad-253c-40e4-99ea-ed4a90559bff", "M11": 0.7962008, "M44": 1, "M43": 26.64151, "M42": 86.993, "M41": 74.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "35b8d7cb-7e9e-4151-82ea-e486f2e7a297", "ObjectCopy": {"Id": "135b1361-2d0f-488d-95ab-afe173b3c314", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "1e47f8c1-57f9-4587-8b18-ff5f03afe5d0", "PX": -49.984, "PY": 15.642, "PZ": 15.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ca97c2c4-2070-4389-8096-722005e1ddc6", "M11": 0, "M44": 1, "M43": 15.64151, "M42": 90.993, "M41": 25.016, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "849e5613-ae9f-49c4-a525-50f155506084", "ObjectCopy": {"Id": "48ccd9d7-8592-4476-9bb6-05e177f072c9", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 7, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8dd5acaa-0bd7-4b0a-bbe6-c544cc7086ef", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "182f78a5-266f-4afc-b88b-d8779cd5cdb9", "PX": 0.01599884, "PY": 31.642, "PZ": 0.9929962, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "02cda446-845a-469a-9c7a-8d5741aa34a1", "M11": 0.8273037, "M44": 1, "M43": 31.64151, "M42": 75.993, "M41": 75.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "0fd8d1f7-19f3-4385-8421-2a43d1187614", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "96aad107-c337-45aa-91f3-c60aa5769eec", "PX": 16.016, "PY": 21.642, "PZ": 29.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ea665b2d-8988-4529-8537-e8334d089466", "M11": 0.8273037, "M44": 1, "M43": 21.64151, "M42": 104.993, "M41": 91.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "20f5d9fe-190c-4c4f-87f1-16a860c29199", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "fb762f62-57ef-4c1b-bded-9da6563001a0", "PX": 15.016, "PY": 26.642, "PZ": 31.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6766589, "QY": 0.2052623, "QZ": -0.2052622, "QW": 0.676659, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6fa27e97-5a6f-41eb-8861-eb2698166d6b", "M11": 0.8564137, "M44": 1, "M43": 26.64151, "M42": 106.993, "M41": 90.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.5722373, "M32": 0.8564136, "M23": -1.009, "M22": 5.104623e-08, "M21": 3.4108e-08, "M14": 0, "M13": 0, "M12": -0.5722373, "M24": 0}, "IsOverlapping": false}, {"Id": "4558ff97-9ce7-47bc-9dab-83e3c7fada11", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "92bf0ca7-2c54-43f8-97a2-5fcf7bb338d5", "PX": 2.015999, "PY": 28.642, "PZ": -43.007, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6935199, "QY": 0.1379497, "QZ": -0.1379497, "QW": 0.6935199, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7035424d-67c9-4b2a-a2b4-5b2dd46a0a77", "M11": 0.9515958, "M44": 1, "M43": 28.64151, "M42": 31.993, "M41": 77.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.3941639, "M32": 0.9515958, "M23": -1.009, "M22": 5.671953e-08, "M21": 2.3494e-08, "M14": 0, "M13": 0, "M12": -0.3941639, "M24": 0}, "IsOverlapping": false}, {"Id": "f33ce62d-2c86-439a-830f-6c00841d0820", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "56227b46-b288-4080-9e28-e59ebefb84e4", "PX": 4.015999, "PY": 31.642, "PZ": 61.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.706255, "QY": 0.03469609, "QZ": -0.03469608, "QW": 0.7062551, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "77d7248b-299e-410a-8f3b-10270b38fcca", "M11": 1.02504, "M44": 1, "M43": 31.64151, "M42": 136.993, "M41": 79.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.1009576, "M32": 1.02504, "M23": -1.009, "M22": 6.109716e-08, "M21": 6.017545e-09, "M14": 0, "M13": 0, "M12": -0.1009577, "M24": 0}, "IsOverlapping": false}, {"Id": "8a855583-6e97-475d-851f-e3198f0a663f", "ObjectCopy": {"Id": "0de1255c-ad40-4e18-8115-3f3e1c2993b9", "Name": "d790_flex_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "c29ef7ee-973b-4a68-8d03-bb55d6fa7c44", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "262AF2F145769D8D5001A2E1FC5104454AEB1590", "TransformState": {"Id": "505d934b-5f73-46ed-a77b-a4fe07bacb43", "PX": 17.016, "PY": 31.642, "PZ": 11.993, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "00bdb2bc-064e-4f34-8633-475bde826286", "M11": 0.8273037, "M44": 1, "M43": 31.64151, "M42": 86.993, "M41": 92.016, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-02T20:08:55.6179564+00:00"}, "ProfilingJob": null, "Id": "633cb071-58fa-40ee-81ea-c23ec149dd34", "Version": 1, "Type": 1, "Name": "D790 and D638 and Benchy 2026_06_02", "CreatedAt": "2026-06-02T20:08:55.6179564+00:00"}}
 {"source_file": "D790 and D638 and Cards 2026_06_09.s4a", "print_date": "2026-06-09", "job_name": "D790 and D638 and Cards", "print_profile_id": "2a3ba702-dd05-4728-9de0-34e5095682d5", "objects": [{"object_file_id": "e742918f-5856-406d-8f15-24de226fa709", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "d46ab59d-00c5-478a-acd7-63b8979a341d", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 10, "scale": 100}, {"object_file_id": "61bf8abb-c48a-4fd1-be78-1a32b40c55e3", "name": "Card.STL", "hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "instance_count": 8, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "39ee5da1-ea1a-4dc6-8f5d-03f81ed64d4f", "Name": "D790 and D638 and Cards 2026_06_09", "PrintProfile": {"Id": "2a3ba702-dd05-4728-9de0-34e5095682d5"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "e742918f-5856-406d-8f15-24de226fa709", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "d46ab59d-00c5-478a-acd7-63b8979a341d", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}, {"Id": "c9a45858-3554-467d-8ea2-476f397afa7e", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}, {"Id": "54a6d03f-c6af-4a53-9fa0-ef0b4765e95d", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}, {"Id": "61bf8abb-c48a-4fd1-be78-1a32b40c55e3", "Name": "Card.STL", "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC"}, {"Id": "e6efa6fc-a885-46a8-acc4-056a1389a95b", "Name": "playing-card.stl", "Hash": "4D7046903D370715E909DF66005F386548F0169E"}], "NestingState": {"DensityPercent": 23.51, "ChamberDepth": 23.3, "ChamberVolume": 516694.781, "SinteredVolume": 121455.492, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "2a3ba702-dd05-4728-9de0-34e5095682d5"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "4841e9e1-7106-4570-96a1-d33204fd1ba1", "ObjectCopy": {"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "7ade85ef-7a10-4417-8748-ebccfec7b816", "PX": 0.06700134, "PY": 1.614, "PZ": -13.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2104cf05-ba52-4a28-a5b2-525a76f5126b", "M11": 0.8273037, "M44": 1, "M43": 1.6144, "M42": 61.246, "M41": 75.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "a5dba939-1264-4600-b399-2395b1142c1a", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "51ed3b08-fb25-48a6-be02-5026c3320a8c", "PX": -32.933, "PY": 1.614, "PZ": -54.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1380d867-2b98-4edd-b61b-b73958a706c8", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 20.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "810082b9-d07a-4a0d-aa47-694485321a4b", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "3459d293-9cdd-4ff0-ac35-64184a7a431c", "PX": -32.933, "PY": 1.614, "PZ": -39.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "b1d3075e-0a64-4c2f-bfdd-eace87d420d8", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 35.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "22d363f8-d1f1-4e96-a241-8c04c68cda82", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "4d1ea509-1b71-4087-ad98-8b1a576e96c0", "PX": 33.067, "PY": 1.614, "PZ": -8.753998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6899256, "QY": 0.154928, "QZ": -0.154928, "QW": 0.6899256, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9e331109-7db8-4e8d-a697-2c5f8a72a249", "M11": 0.931109, "M44": 1, "M43": 1.6144, "M42": 66.246, "M41": 108.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.4403817, "M32": 0.9311089, "M23": -1.009, "M22": 5.549842e-08, "M21": 2.62488e-08, "M14": 0, "M13": 0, "M12": -0.4403817, "M24": 0}, "IsOverlapping": false}, {"Id": "0b3dec60-6ef1-47b7-9445-645fdaff5f81", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "ad1024a8-066c-4583-ad90-4cc1f81be016", "PX": -32.933, "PY": 6.614, "PZ": -54.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8842d68c-dcc1-4e5a-b371-c09fe4be776c", "M11": 1.03, "M44": 1, "M43": 6.6144, "M42": 20.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "ca00ef26-da88-4d60-814b-7b075c4163f1", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "a0266278-3201-4ce4-9fcc-ee6729d3d9ed", "PX": -32.933, "PY": 6.614, "PZ": -39.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2f261cde-ebf9-49da-9d13-f9f95722635a", "M11": 1.03, "M44": 1, "M43": 6.6144, "M42": 35.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "373c2fa2-34f5-47e0-a37e-2889f681ae4b", "ObjectCopy": {"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "9db58e94-e588-4f98-bcd6-17d5f4196885", "PX": 0.06700134, "PY": 6.614, "PZ": -13.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ec4f1d76-d0b8-4c76-b274-fe21e0ae3921", "M11": 0.8273037, "M44": 1, "M43": 6.6144, "M42": 61.246, "M41": 75.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "c01aff6a-285d-43c3-bd68-595032ebfc76", "ObjectCopy": {"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "e98e65bb-8598-4c7b-a991-5b1e7b61f8e3", "PX": 0.06700134, "PY": 11.614, "PZ": -13.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "85522220-9388-4bf8-a6c6-ad91db71454f", "M11": 0.8273037, "M44": 1, "M43": 11.6144, "M42": 61.246, "M41": 75.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "282dba92-fb75-4b88-8be1-4fbd6f9edbbc", "ObjectCopy": {"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "d773a5fd-7214-4aa6-990b-405717d3b9cb", "PX": 0.06700134, "PY": 16.614, "PZ": -13.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "66add2a4-759d-462d-90a0-bafdc0bedd93", "M11": 0.8273037, "M44": 1, "M43": 16.6144, "M42": 61.246, "M41": 75.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "cd89ee47-9813-468c-a759-3989d0abf97d", "ObjectCopy": {"Id": "dd24a40d-6e00-4af7-9312-0bdb9f04b07d", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "55919c63-cc64-4759-b010-872c6b71c6d9", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "a6336278-5cfc-4fa2-b118-9608f749478b", "PX": 0.06700134, "PY": 21.614, "PZ": -13.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "28af1052-d854-4e6d-8509-82b1321922fc", "M11": 0.8273037, "M44": 1, "M43": 21.6144, "M42": 61.246, "M41": 75.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "8ae85945-9fbe-4888-b8b7-cb2a143f17ef", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "00d9a05d-b3f1-4811-a4c3-c945e0b0b7c7", "PX": 33.067, "PY": 6.614, "PZ": -8.753998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6899256, "QY": 0.154928, "QZ": -0.154928, "QW": 0.6899256, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2505c2aa-2359-41d7-941e-0593450e9b52", "M11": 0.931109, "M44": 1, "M43": 6.6144, "M42": 66.246, "M41": 108.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.4403817, "M32": 0.9311089, "M23": -1.009, "M22": 5.549842e-08, "M21": 2.62488e-08, "M14": 0, "M13": 0, "M12": -0.4403817, "M24": 0}, "IsOverlapping": false}, {"Id": "117d4646-0bc2-4020-b586-a330c1c8b1c3", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "4004ba64-8892-4beb-a2f5-40f7d9d3384f", "PX": -32.933, "PY": 11.614, "PZ": -54.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2a11af25-d2a7-4e21-8587-4aca5e32bc48", "M11": 1.03, "M44": 1, "M43": 11.6144, "M42": 20.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "1e2040d4-0990-4045-94d1-aa27d98f355d", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "3f1d9e67-2a25-4d63-84f7-53338aecdca9", "PX": -32.933, "PY": 11.614, "PZ": -39.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "04d64973-1185-482e-aabb-88157f2b3c32", "M11": 1.03, "M44": 1, "M43": 11.6144, "M42": 35.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "1e4598a5-b3b0-49bb-9fb2-0b7dffde4a08", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "6cc1a074-0448-4c42-b422-9b437119f5f3", "PX": 33.067, "PY": 11.614, "PZ": -8.753998, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6899256, "QY": 0.154928, "QZ": -0.154928, "QW": 0.6899256, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e0bf3d6b-e35b-4612-a31b-f4ed7e53649c", "M11": 0.931109, "M44": 1, "M43": 11.6144, "M42": 66.246, "M41": 108.067, "M34": 0, "M33": 6.014108e-08, "M31": 0.4403817, "M32": 0.9311089, "M23": -1.009, "M22": 5.549842e-08, "M21": 2.62488e-08, "M14": 0, "M13": 0, "M12": -0.4403817, "M24": 0}, "IsOverlapping": false}, {"Id": "982c8c5d-a5fe-4112-8d7a-fca80227131e", "ObjectCopy": {"Id": "da51140f-dde5-4e4a-b297-cc72d0497171", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "be28ba96-0bfe-40f5-9e8c-b06f8e9b02f2", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "e98ec402-e2e4-468b-a8d7-3cd059f78b07", "PX": -32.933, "PY": 16.614, "PZ": -54.754, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d41a8524-0cbf-41d5-9679-3fb6c6fe4623", "M11": 1.03, "M44": 1, "M43": 16.6144, "M42": 20.246, "M41": 42.067, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "798a18e8-3327-4cac-99ea-5e117a294ffb", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "511804f2-2f4b-4406-bce3-ca884499b3b0", "PX": 17.067, "PY": 0.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "37f301be-d8a9-4ff7-814c-822f40eb9d44", "M11": 1.03, "M44": 1, "M43": 0.6144003, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "9c638fd4-1e65-41d1-9175-cb4172a94140", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "9111e81d-a910-4dc6-9008-05891d04c0e0", "PX": 17.067, "PY": 3.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "877b76c6-e85a-470d-b769-00882aad6726", "M11": 1.03, "M44": 1, "M43": 3.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "b886e3b3-7212-43eb-a5e6-4988626cd051", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "8b272259-3687-45e5-ad3f-bce42800edf2", "PX": 17.067, "PY": 6.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2e438926-3e5e-4e28-bddc-a9f5caf58204", "M11": 1.03, "M44": 1, "M43": 6.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "6f033463-8c2f-45dc-9715-bd3a04efdd4f", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "8229c8f7-70c0-4910-863a-c63c568147db", "PX": 17.067, "PY": 9.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fb9cdd48-a68c-4d14-96e7-0207eda5005b", "M11": 1.03, "M44": 1, "M43": 9.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "e6eaadc6-30bf-4fe1-9a12-fb0da09b726c", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "afa3a88d-d1ee-4157-aef9-2b3d1373692a", "PX": 17.067, "PY": 12.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9bf7df54-340b-47dd-8168-1019dd7ae57d", "M11": 1.03, "M44": 1, "M43": 12.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "2fd690c7-bd87-44d6-8d1a-7e3cd60248d0", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "97c73840-4c1b-4053-83d0-b966609edbe7", "PX": 17.067, "PY": 15.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "62a74556-fec9-46f7-b292-da98178c8869", "M11": 1.03, "M44": 1, "M43": 15.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "57c914b1-3ed0-4aad-932b-811aabf97fda", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "a2e711c6-4d78-4a22-84b5-7ff5baca5beb", "PX": 17.067, "PY": 18.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "269d6d98-2606-42ad-936f-70cf1044d572", "M11": 1.03, "M44": 1, "M43": 18.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "3fe1a82b-bf8e-41e0-9540-21ed0444a027", "ObjectCopy": {"Id": "2d0670a5-0c16-4f72-b950-c372ab805dfe", "Name": "Card.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "8C92F2026F121B72F1D7090771175AC3D3D9F7CC", "TransformState": {"Id": "5c8d5edb-8eae-4e78-a81d-9cd424cc36d2", "PX": 17.067, "PY": 21.614, "PZ": 45.246, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4ff13bc1-dbc7-4682-a0e2-af9080d29e91", "M11": 1.03, "M44": 1, "M43": 21.6144, "M42": 120.246, "M41": 92.067, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-09T18:58:23.797713+00:00"}, "ProfilingJob": null, "Id": "39ee5da1-ea1a-4dc6-8f5d-03f81ed64d4f", "Version": 1, "Type": 1, "Name": "D790 and D638 and Cards 2026_06_09", "CreatedAt": "2026-06-09T18:58:23.797713+00:00"}}
+{"source_file": "D790 and D638 and D256 and Benchy 2026_07_01.s4a", "print_date": "2026-07-01", "job_name": "D790 and D638 and D256 and Benchy", "print_profile_id": "4a5a88d8-9fc1-452d-8157-f65a719f8746", "objects": [{"object_file_id": "86edde50-7b3c-4718-ac36-04352a8eacd9", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 10, "scale": 100}, {"object_file_id": "8257e938-123d-4bf9-8365-111c4cd1a994", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 10, "scale": 100}, {"object_file_id": "3d58e01e-1239-44f1-82da-344be323d148", "name": "d256_impact_specimen.STL", "hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "instance_count": 10, "scale": 100}, {"object_file_id": "ce223fe3-8c95-4511-87eb-0197e4e65763", "name": "3DBenchy.stl", "hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "instance_count": 2, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "ca32e5c2-349b-41d4-8ebe-5e82cf303f1e", "Name": "D790 and D638 and D256 and Benchy 2026_07_01", "PrintProfile": {"Id": "4a5a88d8-9fc1-452d-8157-f65a719f8746"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "4ca7c7e6-7abc-45d6-8dee-dde3e46ae57c", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "86edde50-7b3c-4718-ac36-04352a8eacd9", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "8257e938-123d-4bf9-8365-111c4cd1a994", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}, {"Id": "3d58e01e-1239-44f1-82da-344be323d148", "Name": "d256_impact_specimen.STL", "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72"}, {"Id": "ce223fe3-8c95-4511-87eb-0197e4e65763", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}], "NestingState": {"DensityPercent": 24.93, "ChamberDepth": 48.3, "ChamberVolume": 1071088.25, "SinteredVolume": 266998.465, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "4a5a88d8-9fc1-452d-8157-f65a719f8746"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "4ca7c7e6-7abc-45d6-8dee-dde3e46ae57c", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "87ce6bbc-cc1c-4d39-b4c0-ae837c913789", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "7eb66e48-585e-4473-8659-68e7d7a2485f", "PX": -1.947998, "PY": 1.642, "PZ": 12.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7656b4a0-efb5-4400-b51f-4e807a561398", "M11": 0.7962008, "M44": 1, "M43": 1.641515, "M42": 87.179, "M41": 73.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "03b877b2-8a33-4c60-ba50-4f954be91c9e", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "c7ee1c0b-d357-4afd-ba8e-c9952cd108d4", "PX": -0.947998, "PY": 6.642, "PZ": 12.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "70eb18e2-bb2b-4b9d-956d-d3ba2f4ef3c6", "M11": 0.7962008, "M44": 1, "M43": 6.641515, "M42": 87.179, "M41": 74.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "7d2c2df5-bf37-4baf-932c-50546b047efa", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "fa5346bd-3d1e-4dfa-bb85-7760b085d309", "PX": 5.052002, "PY": 11.642, "PZ": 10.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6597255, "QY": 0.2544843, "QZ": -0.2544842, "QW": 0.6597255, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "38c78edb-1c0a-409e-99ac-0f5c24aa7163", "M11": 0.7631797, "M44": 1, "M43": 11.64151, "M42": 85.179, "M41": 80.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.6917056, "M32": 0.7631796, "M23": -1.009, "M22": 4.548905e-08, "M21": 4.122887e-08, "M14": 0, "M13": 0, "M12": -0.6917057, "M24": 0}, "IsOverlapping": false}, {"Id": "284dfc39-a2e0-497f-b7b6-bba88dc3c5a1", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "d8fa1c9b-4381-4541-83e1-ee1212e79764", "PX": 6.052002, "PY": 16.642, "PZ": 7.179001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6532815, "QY": 0.2705981, "QZ": -0.2705981, "QW": 0.6532815, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "50911467-14ea-44f0-8c6c-247161a918bc", "M11": 0.7283199, "M44": 1, "M43": 16.64151, "M42": 82.179, "M41": 81.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.7283199, "M32": 0.7283199, "M23": -1.009, "M22": 4.341125e-08, "M21": 4.341125e-08, "M14": 0, "M13": 0, "M12": -0.7283199, "M24": 0}, "IsOverlapping": false}, {"Id": "16b4bf36-03c9-489f-9831-fdfbb095dda8", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "5ed32813-71cb-4edf-8ef1-9aa2e1634ac8", "PX": 2.052002, "PY": 21.642, "PZ": 13.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "564e1920-5844-486f-ad20-cb9b46c528bb", "M11": 0.7962008, "M44": 1, "M43": 21.64151, "M42": 88.179, "M41": 77.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "2e604cbd-ef20-47a5-8419-db04540f5d35", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "00af012a-2f76-4cae-892c-965e488c7346", "PX": -0.947998, "PY": 26.642, "PZ": 12.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6657722, "QY": 0.2382171, "QZ": -0.2382171, "QW": 0.6657723, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d3c9580c-f87a-4605-87ae-708216d557f3", "M11": 0.7962008, "M44": 1, "M43": 26.64151, "M42": 87.179, "M41": 74.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.653425, "M32": 0.7962006, "M23": -1.009, "M22": 4.745726e-08, "M21": 3.894717e-08, "M14": 0, "M13": 0, "M12": -0.6534251, "M24": 0}, "IsOverlapping": false}, {"Id": "61965638-5562-4d77-a691-e6d39781e7b6", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "7d9a2f0d-a1e4-4bed-8d53-6fcf05f8c666", "PX": 0.05200195, "PY": 31.642, "PZ": 1.179001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "edc3e0ef-6313-49d4-93da-99eaad5f3396", "M11": 0.8273037, "M44": 1, "M43": 31.64151, "M42": 76.179, "M41": 75.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "1a3610f1-61d3-4bd5-adf3-45e95448037c", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "1939bf21-7060-4ff8-8c7d-58e598176a55", "PX": 0.05200195, "PY": 36.642, "PZ": -12.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ca83782b-d45b-4125-af4b-06f0e2417646", "M11": 0.8273037, "M44": 1, "M43": 36.64151, "M42": 62.179, "M41": 75.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "eb267a35-c1ae-4f34-a10b-3aa5f6651610", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "1c6085c2-273e-48a4-84b8-d59bbc3f4f78", "PX": 0.05200195, "PY": 41.642, "PZ": -12.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7ddf38f9-74e5-4b39-a591-55daa37a92b6", "M11": 0.8273037, "M44": 1, "M43": 41.64151, "M42": 62.179, "M41": 75.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "6f7a8172-0e0c-4fc0-bcd5-48f48b7c054a", "ObjectCopy": {"Id": "78d54694-ac26-41f0-be04-f2f4a4a63669", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "28f1d1c6-61e0-43d8-a551-7bf6963022b0", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "a2eac22b-0bee-448c-a940-fdaf8e52c3dc", "PX": 0.05200195, "PY": 46.642, "PZ": -12.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8358f8c5-bf45-492c-9db6-8ee1e1cef516", "M11": 0.8273037, "M44": 1, "M43": 46.64151, "M42": 62.179, "M41": 75.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "151f3623-9ffd-4bba-a6f7-ac2e4f0515e2", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "48cb7b54-d861-48e5-8293-42a7ec3fa92a", "PX": 10.052, "PY": 16.642, "PZ": 68.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3e63fd6e-104c-49e3-98e7-974cc695e0c5", "M11": 1.03, "M44": 1, "M43": 16.64151, "M42": 143.179, "M41": 85.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "0f15671d-69ca-4c4f-a088-52890252dbe2", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "5dd6d976-7a9c-4a1e-9306-20c525bb34d7", "PX": 23.052, "PY": 16.642, "PZ": 53.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3d4c90e8-c787-4a1b-8a5d-acd8862ef909", "M11": 1.03, "M44": 1, "M43": 16.64151, "M42": 128.179, "M41": 98.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "7ccbbaeb-c584-4781-94ed-29077155f0db", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "28100947-37bf-449c-886b-4f8945a1c55a", "PX": 33.052, "PY": 16.642, "PZ": 21.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6899256, "QY": 0.154928, "QZ": -0.154928, "QW": 0.6899256, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4af8bd2a-db2d-4c0f-b922-190580f52ef7", "M11": 0.931109, "M44": 1, "M43": 16.64151, "M42": 96.179, "M41": 108.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.4403817, "M32": 0.9311089, "M23": -1.009, "M22": 5.549842e-08, "M21": 2.62488e-08, "M14": 0, "M13": 0, "M12": -0.4403817, "M24": 0}, "IsOverlapping": false}, {"Id": "44ddcaa5-229b-4cd7-9e4d-c231d06a77ea", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0ded2188-e92b-449d-982e-c66f7cfcdc17", "PX": 3.052002, "PY": 21.642, "PZ": 68.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "f0446c86-f700-4fbb-abae-dcb70aa84281", "M11": 1.03, "M44": 1, "M43": 21.64151, "M42": 143.179, "M41": 78.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "7a919df4-4a2e-4f16-b1c3-a1d7c44c80e9", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "1ed6eb54-b2f7-42f3-97d8-675438e9111c", "PX": 18.052, "PY": 21.642, "PZ": 53.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "23b08ce5-45ad-41ea-a312-a3db3e91cb5a", "M11": 1.03, "M44": 1, "M43": 21.64151, "M42": 128.179, "M41": 93.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "3a0f8f52-5f51-40b8-8a0e-c02a741808da", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "22cf6623-f9d6-4c7e-b5f8-96deab456ed1", "PX": 33.052, "PY": 21.642, "PZ": 21.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6899256, "QY": 0.154928, "QZ": -0.154928, "QW": 0.6899256, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1b57a7b2-4f1d-4bfc-8493-1ef16cae19a3", "M11": 0.931109, "M44": 1, "M43": 21.64151, "M42": 96.179, "M41": 108.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.4403817, "M32": 0.9311089, "M23": -1.009, "M22": 5.549842e-08, "M21": 2.62488e-08, "M14": 0, "M13": 0, "M12": -0.4403817, "M24": 0}, "IsOverlapping": false}, {"Id": "bc4f9e4d-0751-4b64-af9b-602884f87e3e", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "f9bfb191-a055-4033-ba16-66357af9e3e9", "PX": -0.947998, "PY": 26.642, "PZ": 68.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "c9b902da-17b0-4ab4-91ab-5e31986ee67f", "M11": 1.03, "M44": 1, "M43": 26.64151, "M42": 143.179, "M41": 74.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "3d188335-3f94-406f-9575-67c58d1cbe05", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "b4847b07-a469-4dc6-ace5-d97bd51e2c6e", "PX": 15.052, "PY": 26.642, "PZ": 52.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9d9344d1-0788-4f8e-838f-f7710da39a04", "M11": 1.03, "M44": 1, "M43": 26.64151, "M42": 127.179, "M41": 90.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "051feaa2-2403-4bc4-b27e-f43f68303acc", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "6f2425d0-0eb5-47b0-98c7-b7e1007768cb", "PX": 32.052, "PY": 26.642, "PZ": 37.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5b475f80-56ff-455d-aefd-f65eedd63a7d", "M11": 1.03, "M44": 1, "M43": 26.64151, "M42": 112.179, "M41": 107.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "c0255c35-8aa2-4236-a175-de5dbc29b8b5", "ObjectCopy": {"Id": "57ed0f34-60ba-42d2-bb84-64e1cee56f2e", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "06235e22-83f8-452f-8f7f-22815aec84e3", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "3f98c8a0-d388-4ccc-8c53-3be2af8e7e20", "PX": -18.948, "PY": 31.642, "PZ": 67.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8aa5fd53-8108-4dcb-983a-58cc1b3ab036", "M11": 1.03, "M44": 1, "M43": 31.64151, "M42": 142.179, "M41": 56.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "efc1a35d-cb0a-4ccc-9e35-fb6575681801", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "1aac3787-d887-4441-a5d7-aa983237860f", "PX": -23.948, "PY": 6.642, "PZ": -24.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3a741d58-5c35-4f77-a4aa-39e68c7251ac", "M11": 1.03, "M44": 1, "M43": 6.641515, "M42": 50.179, "M41": 51.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "8704cab5-a878-4544-ad9a-c5d20e7e5f3d", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "e12b1da9-049a-48ba-a483-9043461a2ab9", "PX": -11.948, "PY": 6.642, "PZ": -67.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4deebe7e-aed5-45e3-a78f-5c3cd4728db4", "M11": 1.03, "M44": 1, "M43": 6.641515, "M42": 7.179, "M41": 63.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "58a7a93b-e834-4e19-9092-861c2312b517", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "3dccf941-b6b5-4783-98e5-07139da03436", "PX": -1.947998, "PY": 6.642, "PZ": 68.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "05369544-d377-44b5-926b-21a8bc07c9b0", "M11": 1.03, "M44": 1, "M43": 6.641515, "M42": 143.179, "M41": 73.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "666000b4-3ae0-4f9f-8303-7df7117b0afd", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "ca3afc17-0d5b-40f5-a136-b3dd982b0c87", "PX": 1.052002, "PY": 6.642, "PZ": -52.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4c80ed82-dfdd-4129-b617-043c94e0e26e", "M11": 1.03, "M44": 1, "M43": 6.641515, "M42": 22.179, "M41": 76.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "2e24ffde-389a-4824-94d2-631b0019e7f1", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "a95ad34d-6160-4d90-93e2-5e94a4a3ddd0", "PX": 13.052, "PY": 6.642, "PZ": 52.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "aa0c234b-8b71-4936-97a5-be96e4b61ab4", "M11": 1.03, "M44": 1, "M43": 6.641515, "M42": 127.179, "M41": 88.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "3f911396-1153-45cf-8003-db95a779f7b8", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "a3b21503-4e1c-46e7-a74f-7e7e18f71b59", "PX": 28.052, "PY": 6.642, "PZ": 37.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ecc0707f-4681-42ff-8dba-f50d90c3ddd6", "M11": 1.03, "M44": 1, "M43": 6.641515, "M42": 112.179, "M41": 103.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "66a3426f-55de-45bd-8018-89ce79ba5554", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "2cda10c0-f5f4-47e2-8511-23daad389b18", "PX": 42.052, "PY": 6.642, "PZ": 6.179001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6814926, "QY": 0.1885944, "QZ": -0.1885944, "QW": 0.6814926, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e43324aa-1e15-4965-bc36-12734994ad00", "M11": 0.8834605, "M44": 1, "M43": 6.641515, "M42": 81.179, "M41": 117.052, "M34": 0, "M33": 6.014108e-08, "M31": 0.5295258, "M32": 0.8834603, "M23": -1.009, "M22": 5.265835e-08, "M21": 3.15622e-08, "M14": 0, "M13": 0, "M12": -0.5295258, "M24": 0}, "IsOverlapping": false}, {"Id": "419e6bf8-3b1a-4507-90dd-614b492febd6", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "9179c0a8-0c09-447c-8404-3869300370ff", "PX": -23.948, "PY": 21.642, "PZ": -24.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "28f996b8-9c55-419e-9f8b-c75b759e93f9", "M11": 1.03, "M44": 1, "M43": 21.64151, "M42": 50.179, "M41": 51.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "9d5e3e8b-06bc-487b-956f-ae61f0639a4d", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "3c687d16-c91a-4cce-bc61-723d55db1180", "PX": -11.948, "PY": 21.642, "PZ": -67.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9f18d720-28b2-46af-8040-0e38eb2e81b4", "M11": 1.03, "M44": 1, "M43": 21.64151, "M42": 7.179, "M41": 63.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "f81f3b0c-60bd-4281-9003-1f435f8f3e71", "ObjectCopy": {"Id": "11a36090-2849-4edf-972e-2872485be482", "Name": "d256_impact_specimen.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "7061433c-1e5b-4acd-a727-3e090941e7ec", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "AB07BE60702ECFC8F495612DF56280DB63050E72", "TransformState": {"Id": "392f27fa-b9c5-45f3-a61a-78b3ae30501a", "PX": 1.052002, "PY": 21.642, "PZ": -52.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0ca40e5c-9af5-4a97-9ae3-64382f63223a", "M11": 1.03, "M44": 1, "M43": 21.64151, "M42": 22.179, "M41": 76.052, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "7743f8e6-d42d-413f-9a61-c3d89a0b4417", "ObjectCopy": {"Id": "4ca7c7e6-7abc-45d6-8dee-dde3e46ae57c", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "c1d64b74-3777-4e76-aea8-384f9c85fdbb", "PX": -49.948, "PY": 15.642, "PZ": -43.821, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d54138d5-aba5-4a2b-a5f0-0f0e4658fed4", "M11": 0, "M44": 1, "M43": 15.64151, "M42": 31.179, "M41": 25.052, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "3115b281-86d6-4c5d-accf-6912026afc52", "ObjectCopy": {"Id": "4ca7c7e6-7abc-45d6-8dee-dde3e46ae57c", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "2fd999de-6dba-49d9-a53f-8547d49752a8", "PX": -49.948, "PY": 15.642, "PZ": 16.179, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "f92a6150-e26e-4af2-97d4-c29af5b10c21", "M11": 0, "M44": 1, "M43": 15.64151, "M42": 91.179, "M41": 25.052, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-07-01T19:46:12.9000477+00:00"}, "ProfilingJob": null, "Id": "ca32e5c2-349b-41d4-8ebe-5e82cf303f1e", "Version": 1, "Type": 1, "Name": "D790 and D638 and D256 and Benchy 2026_07_01", "CreatedAt": "2026-07-01T19:46:12.9000477+00:00"}}
+{"source_file": "D790 and D638 and Nameplate 2026_06_29.s4a", "print_date": "2026-06-29", "job_name": "D790 and D638 and Nameplate", "print_profile_id": "235f62c5-4967-41a9-8668-63a37752745d", "objects": [{"object_file_id": "0998166e-5033-4233-b96d-33231040f43b", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "1fdbc996-02e8-4306-a993-b1b85f22360d", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 10, "scale": 100}, {"object_file_id": "f255f433-d8ef-4135-b2a5-aa1ee6a1f97b", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 1, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "873a8965-6dc2-42c8-a187-24dd4b281ea1", "Name": "D790 and D638 and Nameplate 2026_06_29", "PrintProfile": {"Id": "235f62c5-4967-41a9-8668-63a37752745d"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "caaae215-246b-4a4e-8f2a-f985d51316d5", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "0998166e-5033-4233-b96d-33231040f43b", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "1fdbc996-02e8-4306-a993-b1b85f22360d", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}, {"Id": "f255f433-d8ef-4135-b2a5-aa1ee6a1f97b", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}], "NestingState": {"DensityPercent": 14.35, "ChamberDepth": 32.3, "ChamberVolume": 716276.375, "SinteredVolume": 102805.031, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "235f62c5-4967-41a9-8668-63a37752745d"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "caaae215-246b-4a4e-8f2a-f985d51316d5", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "0c9ba722-7e6b-4bc1-aec1-dfeaae00601c", "ObjectCopy": {"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "0d16633e-0d50-4cf1-affa-833e23042a17", "PX": 13.771, "PY": 10.614, "PZ": 0.2310028, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6316049, "QY": 0.3179232, "QZ": -0.3179232, "QW": 0.631605, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0d7ee8bb-b58b-48c9-90a7-08caf02520e5", "M11": 0.6135703, "M44": 1, "M43": 10.6144, "M42": 75.231, "M41": 88.771, "M34": 0, "M33": 6.014108e-08, "M31": 0.8273036, "M32": 0.6135702, "M23": -1.009, "M22": 3.657164e-08, "M21": 4.931114e-08, "M14": 0, "M13": 0, "M12": -0.8273037, "M24": 0}, "IsOverlapping": false}, {"Id": "80a5d24c-659e-40da-a479-daaec6926c97", "ObjectCopy": {"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "f63c6625-f3f9-4e09-826f-659c951d7d22", "PX": 9.771004, "PY": 15.614, "PZ": -1.768997, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6392169, "QY": 0.3023272, "QZ": -0.3023271, "QW": 0.6392171, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3ca651a9-6dc4-4e3c-b904-2b8fc5efb067", "M11": 0.653425, "M44": 1, "M43": 15.6144, "M42": 73.231, "M41": 84.771, "M34": 0, "M33": 6.014108e-08, "M31": 0.7962006, "M32": 0.653425, "M23": -1.009, "M22": 3.894717e-08, "M21": 4.745726e-08, "M14": 0, "M13": 0, "M12": -0.7962008, "M24": 0}, "IsOverlapping": false}, {"Id": "0030b3e4-7ba8-417c-8249-93b0ddf61b0a", "ObjectCopy": {"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "7c389049-3f6c-487f-87ff-1f012a938957", "PX": 4.771004, "PY": 20.614, "PZ": -3.768997, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6464438, "QY": 0.2865489, "QZ": -0.2865489, "QW": 0.646444, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a515e8ce-ccc4-4483-b0f0-2ef1b72c9740", "M11": 0.6917056, "M44": 1, "M43": 20.6144, "M42": 71.231, "M41": 79.771, "M34": 0, "M33": 6.014108e-08, "M31": 0.7631797, "M32": 0.6917056, "M23": -1.009, "M22": 4.122887e-08, "M21": 4.548906e-08, "M14": 0, "M13": 0, "M12": -0.7631797, "M24": 0}, "IsOverlapping": false}, {"Id": "9c3fe56e-c832-4d33-be3f-66d952a6a2ab", "ObjectCopy": {"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "06dfc1db-150b-4b58-8600-bad8418f2986", "PX": -0.2289963, "PY": 25.614, "PZ": -12.769, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "18a4c029-d607-40fc-916a-dad22eb79166", "M11": 0.8273037, "M44": 1, "M43": 25.6144, "M42": 62.231, "M41": 74.771, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "aa4f0be5-f7c1-4b31-8a01-b1cafd00f4f2", "ObjectCopy": {"Id": "4e89f767-ce6a-4f42-862a-2c7334f6f39b", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "3423f0a5-07a0-4e59-9e2a-4216254cc537", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "9c508681-46cb-4e0a-b12f-f203982e6e19", "PX": -0.2289963, "PY": 30.614, "PZ": -12.769, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d1cce5da-c8f9-4619-a7b4-991eb7bb438f", "M11": 0.8273037, "M44": 1, "M43": 30.6144, "M42": 62.231, "M41": 74.771, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "e7502201-39d7-448a-a8a2-c65117cc232e", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "c84c411b-9d05-4447-90da-2899456b9949", "PX": 6.771004, "PY": 1.614, "PZ": -67.769, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fb4b83b6-c1e8-4767-bcae-cd49892ac98e", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 7.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "89aba5ae-06ba-4272-b735-30379f252229", "ObjectCopy": {"Id": "caaae215-246b-4a4e-8f2a-f985d51316d5", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "b3292866-c482-48e0-b2b8-cbfd91392b0e", "PX": -55.229, "PY": 10.614, "PZ": 0.2310028, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fcf4ed4e-b083-4af1-bf22-2562ecd6ba0d", "M11": 0, "M44": 1, "M43": 10.6144, "M42": 75.231, "M41": 19.771, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "c5a0f78f-73e0-42d9-880d-cdf97633e70b", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "9f379892-5b5b-43d4-9238-976db7730c9d", "PX": 6.771004, "PY": 1.614, "PZ": -52.769, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d7e1ae18-ed46-4328-a179-c0ec5bd74249", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 22.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "639b5565-0098-400b-9656-905f78051414", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "9f05e339-e693-4b04-9318-78231485fe49", "PX": 6.771004, "PY": 1.614, "PZ": -37.769, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a3852533-4d31-4dcb-846d-4c174077a590", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 37.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "8b06d6f3-4d42-465c-a7cf-49b8d27e1e35", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "fa154c9e-2f70-402b-b87e-864eb19b8bbb", "PX": 6.771004, "PY": 1.614, "PZ": -22.769, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "c6011400-e95a-4dc0-83b3-5a5b0d09cb85", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 52.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "4dae4ffa-77be-477a-96f0-03b039f3183d", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "a445f03f-1283-4692-a5f8-8b19495caa95", "PX": 6.771004, "PY": 1.614, "PZ": -7.768997, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2a237768-6363-47bf-8d53-f273d30d3fb5", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 67.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "5512dbca-9494-4178-8ad2-3a2e40813c7b", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "9be9b6b7-1b88-4dae-a716-fb3f650c03ca", "PX": 6.771004, "PY": 1.614, "PZ": 7.231003, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ae9e2db2-9e32-42ed-98e0-107144e06f71", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 82.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "910092e9-bb16-4a2a-badc-a739bdb16d61", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "60b89e5c-1dbb-4166-8f71-dd5506a4c061", "PX": 6.771004, "PY": 1.614, "PZ": 22.231, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "56a8341b-7fec-4c96-97e0-c81fbbed1fb5", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 97.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "08c4a8e2-9ccd-45ef-88d0-cebb10e2fea4", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "0a788cda-f474-4ba5-9176-76a64375ae97", "PX": 6.771004, "PY": 1.614, "PZ": 37.231, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9d0c8021-2c4d-4e43-bb09-49b2c1e32cb7", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 112.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "2bfed27d-d1ed-4c97-85d6-f598fea98a53", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "c396e04d-ab74-46cf-ac3e-e8fbb7eaf7e3", "PX": 6.771004, "PY": 1.614, "PZ": 52.231, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "196b1b43-709a-4cfc-9f0b-e4d3a643774a", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 127.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "6f3de808-ea02-43a9-b268-8d1b4066726e", "ObjectCopy": {"Id": "059ca6d1-f77b-4d66-a140-4c13832aac00", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 10, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "6de2721b-471b-42e0-975e-26362fec458d", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "6f4f71f7-c243-47c6-abd2-898932fb6d19", "PX": 6.771004, "PY": 1.614, "PZ": 67.231, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ed0c27e0-6a61-4d3a-aa07-cbd4fb12ae65", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 142.231, "M41": 81.771, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-29T17:11:44.3746937+00:00"}, "ProfilingJob": null, "Id": "873a8965-6dc2-42c8-a187-24dd4b281ea1", "Version": 1, "Type": 1, "Name": "D790 and D638 and Nameplate 2026_06_29", "CreatedAt": "2026-06-29T17:11:44.3746937+00:00"}}
+{"source_file": "D790 and D638 and Nameplate 2026_07_10.s4a", "print_date": "2026-07-10", "job_name": "D790 and D638 and Nameplate", "print_profile_id": "b7ef6a68-590d-4f2d-a497-d559fd3ea151", "objects": [{"object_file_id": "f843fb40-bdc9-4da6-a8be-52484655e5f5", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 5, "scale": 100}, {"object_file_id": "32c6c57d-83e9-4bd8-b0d5-a6b33bb683f6", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "89110730-1242-4bf8-9509-2a14a7a6ca1b", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 1, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "85d38344-23d1-4e07-8bc0-eb5c626263b0", "Name": "D790 and D638 and Nameplate 2026_07_10", "PrintProfile": {"Id": "b7ef6a68-590d-4f2d-a497-d559fd3ea151"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "9002e67c-f360-4950-9877-051865dfeeab", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "f843fb40-bdc9-4da6-a8be-52484655e5f5", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}, {"Id": "32c6c57d-83e9-4bd8-b0d5-a6b33bb683f6", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "89110730-1242-4bf8-9509-2a14a7a6ca1b", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}], "NestingState": {"DensityPercent": 11.94, "ChamberDepth": 32.3, "ChamberVolume": 716276.375, "SinteredVolume": 85538.742, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "b7ef6a68-590d-4f2d-a497-d559fd3ea151"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "9002e67c-f360-4950-9877-051865dfeeab", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "6bd9e1fa-840c-48cf-b551-fd2846d38bd8", "ObjectCopy": {"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "8919d450-73c2-4141-9f24-775dbd59d90c", "PX": 6.959, "PY": 1.614, "PZ": -67.757, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7894276b-a70d-4b21-a0c8-bd157460ae0a", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 7.243, "M41": 81.959, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "28d521f9-400d-4642-8106-f855d1e115dd", "ObjectCopy": {"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "d136f3e2-ecb1-4fb3-b078-e8be1ca7dfa6", "PX": 6.959, "PY": 1.614, "PZ": -52.757, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5dc4b1c0-15c9-4491-84e9-5d3b44d96f16", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 22.243, "M41": 81.959, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "61d2eb73-71e3-4c42-94af-1b3b9cc22e29", "ObjectCopy": {"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "84ade303-42bb-48ea-9465-00ef5f839d6f", "PX": 6.959, "PY": 1.614, "PZ": -37.757, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "b69e57b8-96fa-4397-9276-f8ae6178bec0", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 37.243, "M41": 81.959, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "355c1bd6-9c45-4a06-aaad-c6b1f33914b3", "ObjectCopy": {"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "eeca55f6-faba-47ff-a1c5-2b1007052c6b", "PX": 6.959, "PY": 1.614, "PZ": -22.757, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "be91a955-8406-44be-8130-d32fff8a3cc6", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 52.243, "M41": 81.959, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "e738a13e-ed21-4957-a58b-e3b425b3e575", "ObjectCopy": {"Id": "47454dfd-bc55-4ba6-9a29-99e28ecda7fc", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "8b3996c8-ca3c-4908-b65c-adaacc75f87a", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "b9254433-2fa4-4dde-87db-87c43a5e3ca8", "PX": 6.959, "PY": 1.614, "PZ": -7.757004, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071067, "QY": 0, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9656b2eb-a8db-4b3d-a3a1-a74a47df4622", "M11": 1.03, "M44": 1, "M43": 1.6144, "M42": 67.243, "M41": 81.959, "M34": 0, "M33": 6.014108e-08, "M31": 0, "M32": 1.03, "M23": -1.009, "M22": 6.139278e-08, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "fe787266-b262-40d4-a863-96a4ab85302f", "ObjectCopy": {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "e24873fe-fd7f-4f04-9aee-13000db65fa8", "PX": 13.959, "PY": 10.614, "PZ": 0.2429962, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6316049, "QY": 0.3179232, "QZ": -0.3179232, "QW": 0.631605, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "df41d7ca-f525-4555-abfd-251ff176cd38", "M11": 0.6135703, "M44": 1, "M43": 10.6144, "M42": 75.243, "M41": 88.959, "M34": 0, "M33": 6.014108e-08, "M31": 0.8273036, "M32": 0.6135702, "M23": -1.009, "M22": 3.657164e-08, "M21": 4.931114e-08, "M14": 0, "M13": 0, "M12": -0.8273037, "M24": 0}, "IsOverlapping": false}, {"Id": "1d00ae47-b91c-49d0-8394-783eb7ee4ce3", "ObjectCopy": {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "81301d06-9ba7-47d2-ae96-e37bfdfb8c72", "PX": 9.959, "PY": 15.614, "PZ": -1.757004, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6392169, "QY": 0.3023272, "QZ": -0.3023271, "QW": 0.6392171, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "c6fab2cd-82dc-48c0-bc67-03522311480c", "M11": 0.653425, "M44": 1, "M43": 15.6144, "M42": 73.243, "M41": 84.959, "M34": 0, "M33": 6.014108e-08, "M31": 0.7962006, "M32": 0.653425, "M23": -1.009, "M22": 3.894717e-08, "M21": 4.745726e-08, "M14": 0, "M13": 0, "M12": -0.7962008, "M24": 0}, "IsOverlapping": false}, {"Id": "78d0e812-be4c-4778-85f3-cff3695815d6", "ObjectCopy": {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "a1753ba6-16d3-49e8-bda0-7e9be7433e8a", "PX": 4.959, "PY": 20.614, "PZ": -3.757004, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6464438, "QY": 0.2865489, "QZ": -0.2865489, "QW": 0.646444, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5786f634-5333-4411-9b10-ebfef94fd757", "M11": 0.6917056, "M44": 1, "M43": 20.6144, "M42": 71.243, "M41": 79.959, "M34": 0, "M33": 6.014108e-08, "M31": 0.7631797, "M32": 0.6917056, "M23": -1.009, "M22": 4.122887e-08, "M21": 4.548906e-08, "M14": 0, "M13": 0, "M12": -0.7631797, "M24": 0}, "IsOverlapping": false}, {"Id": "b272531b-f083-4d2c-9a58-cda94b1e6a8a", "ObjectCopy": {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "567f1f54-4606-40ee-83a5-aae5da858137", "PX": -0.04100037, "PY": 25.614, "PZ": -12.757, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d70d0659-cd41-4633-b9c5-30bb0ae74973", "M11": 0.8273037, "M44": 1, "M43": 25.6144, "M42": 62.243, "M41": 74.959, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "cd1d3729-9267-4288-adbc-3cfede326fc0", "ObjectCopy": {"Id": "9cfbbea4-583b-4cd5-91f3-835546bfca6c", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "38f1c82c-99a6-43f0-a3e6-4f5ed0c72286", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "4080188c-4e7f-4b84-ab56-a643192489e4", "PX": -0.04100037, "PY": 30.614, "PZ": -12.757, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "799da817-67ed-4584-ac14-bf41dae4d783", "M11": 0.8273037, "M44": 1, "M43": 30.6144, "M42": 62.243, "M41": 74.959, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "84efca47-bae8-4c75-a87b-78488f6070d7", "ObjectCopy": {"Id": "9002e67c-f360-4950-9877-051865dfeeab", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "042307fd-10a7-49ad-9af5-ad00dbae3ebd", "PX": -55.041, "PY": 10.614, "PZ": 0.2429962, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6ae009b1-4c8b-4055-97b1-8befefc2b746", "M11": 0, "M44": 1, "M43": 10.6144, "M42": 75.243, "M41": 19.959, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-07-10T20:49:37.8756099+00:00"}, "ProfilingJob": null, "Id": "85d38344-23d1-4e07-8bc0-eb5c626263b0", "Version": 1, "Type": 1, "Name": "D790 and D638 and Nameplate 2026_07_10", "CreatedAt": "2026-07-10T20:49:37.8756099+00:00"}}
+{"source_file": "D790 and D638 and Other 2026_07_11.s4a", "print_date": "2026-07-11", "job_name": "D790 and D638 and Other", "print_profile_id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47", "objects": [{"object_file_id": "3bc075d1-ff19-4386-8f97-f900b87b6f87", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 5, "scale": 100}, {"object_file_id": "ec68c74e-c6cd-4128-bb88-719739d652da", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "e8a567c0-b0cd-4624-bfef-1ed84b42718f", "name": "Rocket.STL", "hash": "17CC55C96DE84813EE2580F5C88CE6ADFC48BD4E", "instance_count": 2, "scale": 100}, {"object_file_id": "d7d20451-37ef-4f24-a065-5253dd592160", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 5, "scale": 100}, {"object_file_id": "1473cce6-7085-485f-af2c-051ebb4dfe5f", "name": "Micro_Catapult_v1.1.STL", "hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "instance_count": 5, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "114184aa-d3d3-4a5b-9661-68b6464a8f29", "Name": "D790 and D638 and Other 2026_07_11", "PrintProfile": {"Id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "58e3d0d7-db98-4789-b17e-8daff727a2cc", "Name": "Rocket.STL", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "3bc075d1-ff19-4386-8f97-f900b87b6f87", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}, {"Id": "ec68c74e-c6cd-4128-bb88-719739d652da", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "e8a567c0-b0cd-4624-bfef-1ed84b42718f", "Name": "Rocket.STL", "Hash": "17CC55C96DE84813EE2580F5C88CE6ADFC48BD4E"}, {"Id": "d7d20451-37ef-4f24-a065-5253dd592160", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}, {"Id": "1473cce6-7085-485f-af2c-051ebb4dfe5f", "Name": "Micro_Catapult_v1.1.STL", "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6"}], "NestingState": {"DensityPercent": 11.91, "ChamberDepth": 126.1, "ChamberVolume": 2796360.75, "SinteredVolume": 333029.549, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "58e3d0d7-db98-4789-b17e-8daff727a2cc", "Name": "Rocket.STL", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "cb6f69ae-805f-42eb-abe6-8e4654d55f5d", "ObjectCopy": {"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "803ee234-c4ec-4e24-924c-81336cffab0b", "PX": -11.765, "PY": 1.636, "PZ": -8.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6236125, "QY": 0.3333279, "QZ": -0.3333278, "QW": 0.6236125, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d4c58fcf-7966-451c-8626-77c417df585b", "M11": 0.5722373, "M44": 1, "M43": 1.63624, "M42": 66.251, "M41": 63.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.8564137, "M32": 0.5722372, "M23": -1.009, "M22": 3.4108e-08, "M21": 5.104624e-08, "M14": 0, "M13": 0, "M12": -0.8564137, "M24": 0}, "IsOverlapping": false}, {"Id": "2fbf806d-bc9b-4e42-81c5-9d2da8a1d4e9", "ObjectCopy": {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "b6ff1a9e-55c0-494b-869e-1c452f8930f4", "PX": 0.2350006, "PY": 88.636, "PZ": -12.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7e4f9b65-b3fe-4423-b9a2-6e7283110c2d", "M11": 0.8273037, "M44": 1, "M43": 88.63624, "M42": 62.251, "M41": 75.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "a1dc9774-d5fe-4742-aec4-903fb26e7c38", "ObjectCopy": {"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "925b03b0-c024-4419-9f84-7a3e9bfd6d6d", "PX": -11.765, "PY": 1.636, "PZ": 19.251, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6236125, "QY": 0.3333279, "QZ": -0.3333278, "QW": 0.6236125, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0d02c9f7-e753-4d77-8a5c-39b78070d7e4", "M11": 0.5722373, "M44": 1, "M43": 1.63624, "M42": 94.251, "M41": 63.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.8564137, "M32": 0.5722372, "M23": -1.009, "M22": 3.4108e-08, "M21": 5.104624e-08, "M14": 0, "M13": 0, "M12": -0.8564137, "M24": 0}, "IsOverlapping": false}, {"Id": "e7d61006-9add-4efe-b01c-b23c46c0dfe9", "ObjectCopy": {"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "b3772a30-82fd-4798-9f4e-f3a52be48711", "PX": 61.235, "PY": 1.636, "PZ": -4.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5354275, "QY": 0.461863, "QZ": -0.461863, "QW": 0.5354275, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "bee5cee4-76fb-45cc-a6f0-d42693fd4535", "M11": 0.1511324, "M44": 1, "M43": 1.63624, "M42": 70.251, "M41": 136.235, "M34": 0, "M33": 6.014108e-08, "M31": 1.018852, "M32": 0.1511324, "M23": -1.009, "M22": 9.008193e-09, "M21": 6.07283e-08, "M14": 0, "M13": 0, "M12": -1.018852, "M24": 0}, "IsOverlapping": false}, {"Id": "fcd0345b-283b-4e02-99cd-dca55aeda5c1", "ObjectCopy": {"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "ba2eb7f9-6543-4f48-bc69-c07b5b1339c2", "PX": -63.765, "PY": 1.636, "PZ": -4.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5239316, "QY": 0.4748639, "QZ": -0.4748639, "QW": 0.5239316, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9638facb-3788-4462-81ec-41d9fee4c37f", "M11": 0.1009576, "M44": 1, "M43": 1.63624, "M42": 70.251, "M41": 11.235, "M34": 0, "M33": 6.014108e-08, "M31": 1.02504, "M32": 0.1009576, "M23": -1.009, "M22": 6.017545e-09, "M21": 6.109716e-08, "M14": 0, "M13": 0, "M12": -1.02504, "M24": 0}, "IsOverlapping": false}, {"Id": "beb8fb81-1c20-4913-91e6-5e240d173f72", "ObjectCopy": {"Id": "e4f60c71-f264-4f54-8869-51c2f3efaac1", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "672698ac-5679-40cb-919b-ebd9cd4dbc78", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "a12a9f4f-2d46-46a3-ac20-5f1c9cd084e2", "PX": -14.765, "PY": 6.636, "PZ": -5.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5974017, "QY": 0.3783005, "QZ": -0.3783004, "QW": 0.5974017, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d5ae4509-fc8f-457d-b749-51281bc75212", "M11": 0.4403818, "M44": 1, "M43": 6.63624, "M42": 69.251, "M41": 60.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.9311089, "M32": 0.4403817, "M23": -1.009, "M22": 2.62488e-08, "M21": 5.549842e-08, "M14": 0, "M13": 0, "M12": -0.931109, "M24": 0}, "IsOverlapping": false}, {"Id": "5266f43a-2901-4620-844a-79884d506c4d", "ObjectCopy": {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "bdf135bc-07f4-495b-971c-e47451a82669", "PX": 0.2350006, "PY": 93.636, "PZ": -12.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a9f84552-b5e5-4c8d-9d7c-895c9eac740c", "M11": 0.8273037, "M44": 1, "M43": 93.63624, "M42": 62.251, "M41": 75.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "8ab78af6-1826-450d-b93d-5935a1069344", "ObjectCopy": {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "2ed55f78-d1da-43ed-aa21-187656dbc6fd", "PX": 0.2350006, "PY": 98.636, "PZ": -12.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e09fce9a-bc1a-4507-a99b-d0eb81233832", "M11": 0.8273037, "M44": 1, "M43": 98.63624, "M42": 62.251, "M41": 75.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "644ef530-3fa1-4eda-b798-ec2ab8bd1eb7", "ObjectCopy": {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "9831f028-e8d1-4ed4-83fb-0c252a1acfca", "PX": 0.2350006, "PY": 103.636, "PZ": -12.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "4da0b56e-ba81-4de7-bb7c-9390696fbf41", "M11": 0.8273037, "M44": 1, "M43": 103.6362, "M42": 62.251, "M41": 75.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "3d55efe2-2c48-4a15-835c-5bc982e614bb", "ObjectCopy": {"Id": "3f476905-0e90-47c1-bad2-8b3fc4aa12ea", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "dfeebd10-2f73-4404-ba25-df030aa3d154", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "ab9e59c6-fc66-4c61-a72e-8e1455ed68e5", "PX": 0.2350006, "PY": 108.636, "PZ": -12.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6714178, "QY": 0.2218065, "QZ": -0.2218065, "QW": 0.6714179, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fb7bb8d1-4851-4333-9283-c740f26de923", "M11": 0.8273037, "M44": 1, "M43": 108.6362, "M42": 62.251, "M41": 75.235, "M34": 0, "M33": 6.014108e-08, "M31": 0.6135702, "M32": 0.8273036, "M23": -1.009, "M22": 4.931114e-08, "M21": 3.657164e-08, "M14": 0, "M13": 0, "M12": -0.6135703, "M24": 0}, "IsOverlapping": false}, {"Id": "50c5c73f-5b7b-4d9b-9f16-a57fca5a0c0a", "ObjectCopy": {"Id": "58e3d0d7-db98-4789-b17e-8daff727a2cc", "Name": "Rocket.STL", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "17CC55C96DE84813EE2580F5C88CE6ADFC48BD4E", "TransformState": {"Id": "9bdd4eb3-1238-424e-b0b1-5822562fe852", "PX": -29.765, "PY": 54.636, "PZ": 0.2509995, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.4367109, "QY": 0.2434822, "QZ": -0.1240604, "QW": 0.8570933, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "850aaee5-b98e-4410-8c49-29f4eebce54e", "M11": 0.8761703, "M44": 1, "M43": 54.63624, "M42": 75.251, "M41": 45.235, "M34": 0, "M33": 0.5930753, "M31": 0.4380851, "M32": 0.7088367, "M23": -0.8162981, "M22": 0.515, "M21": 0.3182875, "M14": 0, "M13": 0, "M12": -0.541503, "M24": 0}, "IsOverlapping": false}, {"Id": "28ca2616-d400-42f7-b0b3-030e8b56b465", "ObjectCopy": {"Id": "58e3d0d7-db98-4789-b17e-8daff727a2cc", "Name": "Rocket.STL", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "17CC55C96DE84813EE2580F5C88CE6ADFC48BD4E", "TransformState": {"Id": "e6bfd681-abed-48ff-b20a-d6d888cf314b", "PX": 11.235, "PY": 54.636, "PZ": -8.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.4367109, "QY": 0.2434822, "QZ": -0.1240604, "QW": 0.8570933, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "95afcacf-5e45-44b8-b48d-8651f7c7149e", "M11": 0.8761703, "M44": 1, "M43": 54.63624, "M42": 66.251, "M41": 86.235, "M34": 0, "M33": 0.5930753, "M31": 0.4380851, "M32": 0.7088367, "M23": -0.8162981, "M22": 0.515, "M21": 0.3182875, "M14": 0, "M13": 0, "M12": -0.541503, "M24": 0}, "IsOverlapping": false}, {"Id": "0980adc9-524b-4e17-9544-cd73c211d021", "ObjectCopy": {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "TransformState": {"Id": "875ee544-e712-47cd-b86b-90104b1f48e2", "PX": 26.235, "PY": 50.636, "PZ": -43.749, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": 0.7969062, "QZ": 0.03553465, "QW": 0.1366333, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9b56101f-c73a-4068-a106-ad81d78e3855", "M11": -0.2808236, "M44": 1, "M43": 50.63624, "M42": 31.251, "M41": 101.235, "M34": 0, "M33": 0.3102233, "M31": -0.9742519, "M32": -0.1069906, "M23": 0.2190998, "M22": -0.9889413, "M21": 0.1813042, "M14": 0, "M13": -0.9347928, "M12": -0.2672975, "M24": 0}, "IsOverlapping": false}, {"Id": "39a1dbdb-4cf6-42ba-a79f-b9b464b41311", "ObjectCopy": {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "TransformState": {"Id": "49d85c57-84af-43cb-a678-913ac19166b3", "PX": -38.765, "PY": 44.636, "PZ": -33.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0.7071068, "QZ": 0, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5b8b23ea-4a6a-4179-b99c-40d4f77e5048", "M11": 0, "M44": 1, "M43": 44.63624, "M42": 41.251, "M41": 36.235, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": 0, "M22": -1.03, "M21": 0, "M14": 0, "M13": 1.009, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "3b67e1f1-b289-4f14-96e0-5683ce855eb8", "ObjectCopy": {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "TransformState": {"Id": "a1217c91-246f-431a-a6ca-09e2041b3591", "PX": 37.235, "PY": 64.636, "PZ": 26.251, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5130039, "QY": 0.1386375, "QZ": -0.1146168, "QW": 0.8393269, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "091fabb4-b51a-4544-941d-3b5fb6349e45", "M11": 0.9633437, "M44": 1, "M43": 64.63624, "M42": 101.251, "M41": 112.235, "M34": 0, "M33": 0.4514063, "M31": 0.05166363, "M32": -0.9197244, "M23": 0.8368399, "M22": 0.4482696, "M21": 0.3608319, "M14": 0, "M13": -0.3376569, "M12": -0.1185804, "M24": 0}, "IsOverlapping": false}, {"Id": "3d23a935-3001-4646-b4d1-5e01a1859525", "ObjectCopy": {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "TransformState": {"Id": "b4811d15-2a8d-44da-84c8-549f5214c938", "PX": -38.765, "PY": 53.636, "PZ": 32.251, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.02763821, "QY": -0.6749281, "QZ": 0.7372569, "QW": 0.01266974, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7033d2c2-33ec-4bf3-af46-94a432d58f26", "M11": -1.028096, "M44": 1, "M43": 53.63624, "M42": 107.251, "M41": 36.235, "M34": 0, "M33": -0.08942095, "M31": -0.05766897, "M32": -1.024325, "M23": -1.004854, "M22": 0.09003914, "M21": 0.02436006, "M14": 0, "M13": -0.01879352, "M12": 0.05959097, "M24": 0}, "IsOverlapping": false}, {"Id": "94db20be-0fd0-4201-9ed4-7166d6121868", "ObjectCopy": {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "e9efb9a1-8a18-4f65-9582-4b47dc1bff9c", "PX": 14.235, "PY": 10.636, "PZ": -2.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e09fd47c-04be-4205-aee7-193ba9598e7b", "M11": 0, "M44": 1, "M43": 10.63624, "M42": 72.251, "M41": 89.235, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "bca03f5c-dceb-4caf-a320-ab0eb2c6a8c8", "ObjectCopy": {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "16561ca5-b64e-468c-bc96-538667d57e28", "PX": 53.235, "PY": 10.636, "PZ": -1.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": -0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2986e70f-3493-4afe-a026-5f6c5aa2af95", "M11": 0, "M44": 1, "M43": 10.63624, "M42": 73.251, "M41": 128.235, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": 1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "8831021c-60e4-412d-a103-c8f0783168b8", "ObjectCopy": {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "0a159c7f-456d-4ba8-a884-86c512f4823d", "PX": 25.235, "PY": 18.636, "PZ": 2.250999, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "eb25d5bf-9180-4c4a-885c-746e93e4abeb", "M11": 0, "M44": 1, "M43": 18.63624, "M42": 77.251, "M41": 100.235, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "e5d7642b-27ee-498c-944a-6ec76cbe7bef", "ObjectCopy": {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "6879202a-7e06-43bb-8e02-9a99ff2f8b50", "PX": -37.765, "PY": 17.636, "PZ": -2.749001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "bdf92218-cd20-425c-8e65-eaaaaa7ca09a", "M11": 0, "M44": 1, "M43": 17.63624, "M42": 72.251, "M41": 37.235, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "f26de15f-88be-4941-8bee-1adeab35b823", "ObjectCopy": {"Id": "5760d18e-f60f-41b9-9b7f-456fb371bde2", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "ed9474d2-7409-4896-b160-8a88ea8e1dac", "PX": -2.764999, "PY": 33.636, "PZ": 13.251, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.2732665, "QY": 0, "QZ": 0, "QW": 0.9619384, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "261ff835-2aea-4890-bd1a-019bf02c595a", "M11": 1.03, "M44": 1, "M43": 33.63624, "M42": 88.251, "M41": 72.235, "M34": 0, "M33": 0.8583066, "M31": 0, "M32": -0.5415031, "M23": 0.5304626, "M22": 0.8761703, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "af61c88b-c49d-4aee-836a-e191093f285f", "ObjectCopy": {"Id": "5bbc58a8-3dac-4771-bf8d-3b2da3fe9b44", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "TransformState": {"Id": "9d81cb01-1174-4e4d-a0d9-1d972166e63b", "PX": -26.765, "PY": 50.636, "PZ": -17.749, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.9989893, "QY": 0, "QZ": 0.04494821, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ee123716-af91-4dac-b3d6-2cc74817d588", "M11": 1.025838, "M44": 1, "M43": 50.63624, "M42": 57.251, "M41": 48.235, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": -1.025838, "M21": 0.09249982, "M14": 0, "M13": 0, "M12": 0.09249962, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-07-11T12:38:20.5596581+00:00"}, "ProfilingJob": null, "Id": "114184aa-d3d3-4a5b-9661-68b6464a8f29", "Version": 1, "Type": 1, "Name": "D790 and D638 and Other 2026_07_11", "CreatedAt": "2026-07-11T12:38:20.5596581+00:00"}}
+{"source_file": "D790 and D638 and other objects 2026_06_27.s4a", "print_date": "2026-06-27", "job_name": "D790 and D638 and other objects", "print_profile_id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e", "objects": [{"object_file_id": "9b7b08a5-1818-4aba-a869-825058f947f3", "name": "d638_type1_engraved.1.2.STL", "hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "instance_count": 5, "scale": 100}, {"object_file_id": "4931e6ba-dbd8-4d74-8542-0533277048b2", "name": "d790_flex_specimen_shorter.STL", "hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "instance_count": 6, "scale": 100}, {"object_file_id": "b1969cfe-7fe3-47d5-8839-123edb23fa51", "name": "3DBenchy.stl", "hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "instance_count": 0, "scale": 100}, {"object_file_id": "4e27301e-8d0d-4c58-894e-fe0adee01b16", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 4, "scale": 100}, {"object_file_id": "1c5f815f-c1bf-41ba-aecd-2255c77c9912", "name": "Micro_Catapult_v1.1.STL", "hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "instance_count": 1, "scale": 100}, {"object_file_id": "d43899da-1f82-48e7-b593-293862da4e47", "name": "cute_cat_ghost.stl", "hash": "0A4CAD00E2BF52277585D229F29EC086981AAA6C", "instance_count": 2, "scale": 100}, {"object_file_id": "386281bf-cab3-4df0-aae6-b4de419046d3", "name": "bucky180.stl", "hash": "76C542F548A15EFC7C4E6883653166BABBC23349", "instance_count": 0, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "26962ac6-d708-4c1d-93ec-9f56a47bb95f", "Name": "D790 and D638 and other objects 2026_06_27", "PrintProfile": {"Id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "efef349f-2f85-4866-8f09-f134c7c6218d", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 0, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "b48b78b9-2b89-4a69-9439-25f9897b1c11", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "5f3a4af7-4acb-45b0-b2fc-163d680c1aa3", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "7e2473cf-ad55-44a8-b7fb-b99b34461c81", "Name": "cute_cat_ghost.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "22ead3be-0398-4b1c-99ce-c7f149ddcb69", "Name": "bucky180.stl", "NestingPriority": null, "InstanceCount": 0, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "9b7b08a5-1818-4aba-a869-825058f947f3", "Name": "d638_type1_engraved.1.2.STL", "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060"}, {"Id": "4931e6ba-dbd8-4d74-8542-0533277048b2", "Name": "d790_flex_specimen_shorter.STL", "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB"}, {"Id": "b1969cfe-7fe3-47d5-8839-123edb23fa51", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}, {"Id": "4e27301e-8d0d-4c58-894e-fe0adee01b16", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}, {"Id": "1c5f815f-c1bf-41ba-aecd-2255c77c9912", "Name": "Micro_Catapult_v1.1.STL", "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6"}, {"Id": "d43899da-1f82-48e7-b593-293862da4e47", "Name": "cute_cat_ghost.stl", "Hash": "0A4CAD00E2BF52277585D229F29EC086981AAA6C"}, {"Id": "386281bf-cab3-4df0-aae6-b4de419046d3", "Name": "bucky180.stl", "Hash": "76C542F548A15EFC7C4E6883653166BABBC23349"}], "NestingState": {"DensityPercent": 17.43, "ChamberDepth": 56.7, "ChamberVolume": 1257364.5, "SinteredVolume": 219209.783, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "efef349f-2f85-4866-8f09-f134c7c6218d", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 0, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "b48b78b9-2b89-4a69-9439-25f9897b1c11", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "5f3a4af7-4acb-45b0-b2fc-163d680c1aa3", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "7e2473cf-ad55-44a8-b7fb-b99b34461c81", "Name": "cute_cat_ghost.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "22ead3be-0398-4b1c-99ce-c7f149ddcb69", "Name": "bucky180.stl", "NestingPriority": null, "InstanceCount": 0, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "dddd4c32-1ac5-4acc-a71a-bf850ad7ded0", "ObjectCopy": {"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "0d669e8d-0761-4e49-82cb-742fdc8a2436", "PX": -9.829002, "PY": 24.614, "PZ": -2.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6464438, "QY": 0.2865489, "QZ": -0.2865489, "QW": 0.646444, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5434e870-a2bc-4a65-92cc-d00cdefb6cb8", "M11": 0.6917056, "M44": 1, "M43": 24.6144, "M42": 72.308, "M41": 65.171, "M34": 0, "M33": 6.014108e-08, "M31": 0.7631797, "M32": 0.6917056, "M23": -1.009, "M22": 4.122887e-08, "M21": 4.548906e-08, "M14": 0, "M13": 0, "M12": -0.7631797, "M24": 0}, "IsOverlapping": false}, {"Id": "e0a62c14-5e37-4f80-85fc-21c858d03ed7", "ObjectCopy": {"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "030d91c3-62ff-4517-8e61-5b3d79bda77d", "PX": -11.829, "PY": 29.614, "PZ": -0.6920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6392169, "QY": 0.3023272, "QZ": -0.3023271, "QW": 0.6392171, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ed368dfd-77a2-4b38-ad35-3edfbf54120f", "M11": 0.653425, "M44": 1, "M43": 29.6144, "M42": 74.308, "M41": 63.171, "M34": 0, "M33": 6.014108e-08, "M31": 0.7962006, "M32": 0.653425, "M23": -1.009, "M22": 3.894717e-08, "M21": 4.745726e-08, "M14": 0, "M13": 0, "M12": -0.7962008, "M24": 0}, "IsOverlapping": false}, {"Id": "e585893d-cea0-4d7b-a984-179729d6018c", "ObjectCopy": {"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "13b39a54-1596-471b-8d99-004e0eea2103", "PX": -11.829, "PY": 34.614, "PZ": -0.6920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6392169, "QY": 0.3023272, "QZ": -0.3023271, "QW": 0.6392171, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "80d5257a-e7a0-4625-9aea-9f296d5b1a73", "M11": 0.653425, "M44": 1, "M43": 34.6144, "M42": 74.308, "M41": 63.171, "M34": 0, "M33": 6.014108e-08, "M31": 0.7962006, "M32": 0.653425, "M23": -1.009, "M22": 3.894717e-08, "M21": 4.745726e-08, "M14": 0, "M13": 0, "M12": -0.7962008, "M24": 0}, "IsOverlapping": false}, {"Id": "5ff32b87-99d4-4a7a-acdb-5f6165b5734e", "ObjectCopy": {"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "ef596e17-3428-4619-9752-7d6b8cca650b", "PX": -11.829, "PY": 39.614, "PZ": -0.6920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6392169, "QY": 0.3023272, "QZ": -0.3023271, "QW": 0.6392171, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "72c2b7bc-c599-43f6-987f-b8ac4ed351f7", "M11": 0.653425, "M44": 1, "M43": 39.6144, "M42": 74.308, "M41": 63.171, "M34": 0, "M33": 6.014108e-08, "M31": 0.7962006, "M32": 0.653425, "M23": -1.009, "M22": 3.894717e-08, "M21": 4.745726e-08, "M14": 0, "M13": 0, "M12": -0.7962008, "M24": 0}, "IsOverlapping": false}, {"Id": "e8fc3b2e-6c2b-4ea4-8d16-f45cd32c1ebc", "ObjectCopy": {"Id": "313a440b-c31a-4edd-ae3e-beac0d71ac62", "Name": "d638_type1_engraved.1.2.STL", "NestingPriority": null, "InstanceCount": 5, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "08762d89-d561-4927-a9e5-39e4f61b26dc", "BaseYaw": 0, "BasePitch": 90, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "DF1094145C185460BC10B5CA1BA89B9DBFE00060", "TransformState": {"Id": "cffa661b-9cf9-45ae-8c42-02440ff7bab1", "PX": -11.829, "PY": 44.614, "PZ": -0.6920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.6392169, "QY": 0.3023272, "QZ": -0.3023271, "QW": 0.6392171, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1d29ae11-5093-435e-8630-755c5e56109c", "M11": 0.653425, "M44": 1, "M43": 44.6144, "M42": 74.308, "M41": 63.171, "M34": 0, "M33": 6.014108e-08, "M31": 0.7962006, "M32": 0.653425, "M23": -1.009, "M22": 3.894717e-08, "M21": 4.745726e-08, "M14": 0, "M13": 0, "M12": -0.7962008, "M24": 0}, "IsOverlapping": false}, {"Id": "b64bd882-6d59-4885-b3a9-63622e85069d", "ObjectCopy": {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "79037f8d-9180-4a3e-b9fc-c55bbf941c88", "PX": -67.829, "PY": 1.614, "PZ": -1.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "7f67ab5f-8a5a-4750-b78d-3365ff0b7750", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 73.308, "M41": 7.171, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "6133b647-9f71-4f51-be62-d967958abb01", "ObjectCopy": {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "5f4dacdf-093c-4c5d-b6cf-23a73be3f79b", "PX": -27.829, "PY": 1.614, "PZ": -4.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5c9a8ed2-b496-4f1d-abe8-f54ecfbbc4ac", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 70.308, "M41": 47.171, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "1805ac5d-8f5d-4e89-b9c9-2207f7fc964a", "ObjectCopy": {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "1d6373e7-700f-48eb-b955-3bbda22f9a66", "PX": 11.171, "PY": 1.614, "PZ": -4.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e32c81a2-d605-4588-964d-0d8d28a3f8d9", "M11": 0, "M44": 1, "M43": 1.6144, "M42": 70.308, "M41": 86.171, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "c0f039ae-e14f-4908-bf16-c137f3c53f9b", "ObjectCopy": {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "cc4cac51-4145-46bb-917b-c7e47f280b0b", "PX": -67.829, "PY": 6.614, "PZ": -0.6920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "c319373b-5a48-4756-b191-732bc6f60883", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 74.308, "M41": 7.171, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "6122cafb-4de6-45ca-ba79-498a38e5bdc8", "ObjectCopy": {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "58df25b8-2d2a-4678-9cc6-89ee9d4933f0", "PX": -27.829, "PY": 6.614, "PZ": -3.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "8a2881c6-b917-4998-852b-27aa83aa4cd2", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 71.308, "M41": 47.171, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "07188298-5d57-4343-99a0-bdd8da3a0a9d", "ObjectCopy": {"Id": "5859aecc-2819-4f65-b17a-3291eb003229", "Name": "d790_flex_specimen_shorter.STL", "NestingPriority": null, "InstanceCount": 6, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2B2585C7F9D89A6FC89AE68995DEA3F84AE1F3FB", "TransformState": {"Id": "8e0bdbda-ed12-4dcc-9c0c-cdb642344dff", "PX": 10.171, "PY": 6.614, "PZ": -3.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.5, "QY": 0.5, "QZ": -0.5, "QW": 0.5, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a88c4f57-b186-47f8-b13c-7f50b82ba8ac", "M11": 0, "M44": 1, "M43": 6.6144, "M42": 71.308, "M41": 85.171, "M34": 0, "M33": 0, "M31": 1.03, "M32": 0, "M23": -1.009, "M22": 0, "M21": 0, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "a1aef0d7-cf77-4803-81c1-2cbff3cdd31f", "ObjectCopy": {"Id": "b48b78b9-2b89-4a69-9439-25f9897b1c11", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "54cb3fff-b5f0-4ddc-b345-17e11c01ab58", "PX": -54.829, "PY": 10.614, "PZ": 1.307999, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "11c5abce-37be-4d10-be66-66e71e70acdd", "M11": 0, "M44": 1, "M43": 10.6144, "M42": 76.308, "M41": 20.171, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "88feb808-f8ec-432f-8e80-b46122d6d686", "ObjectCopy": {"Id": "b48b78b9-2b89-4a69-9439-25f9897b1c11", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "5d5ff273-f5aa-489c-94e9-5cfd341404e1", "PX": -15.829, "PY": 10.614, "PZ": -1.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "5afb0245-108a-40cd-b572-1198c213a84c", "M11": 0, "M44": 1, "M43": 10.6144, "M42": 73.308, "M41": 59.171, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "40097cbb-6491-46ad-8d87-e8b8b04cd853", "ObjectCopy": {"Id": "b48b78b9-2b89-4a69-9439-25f9897b1c11", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "d0db7251-b006-47c3-a5ca-452e52ff9fbb", "PX": 23.171, "PY": 10.614, "PZ": -1.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ab07ad7f-9a58-4f3e-8e97-3c771ff5441d", "M11": 0, "M44": 1, "M43": 10.6144, "M42": 73.308, "M41": 98.171, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "8d1d6ace-8b1a-4eed-ac50-625e3b57d905", "ObjectCopy": {"Id": "b48b78b9-2b89-4a69-9439-25f9897b1c11", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "4e5cf97d-d8ba-42a3-aff6-391de6ee65bf", "PX": 47.171, "PY": 10.614, "PZ": -1.692001, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ed50163e-f35b-443f-bcf9-cef5ec03887d", "M11": 0, "M44": 1, "M43": 10.6144, "M42": 73.308, "M41": 122.171, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "226e6bff-3537-43d0-9484-23d4b1807331", "ObjectCopy": {"Id": "5f3a4af7-4acb-45b0-b2fc-163d680c1aa3", "Name": "Micro_Catapult_v1.1.STL", "NestingPriority": null, "InstanceCount": 1, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "EEC14907B6A0C1EC279D4885402266E2B47C68C6", "TransformState": {"Id": "94ce954e-6754-438b-b972-c79e3131a4b9", "PX": 35.171, "PY": 28.614, "PZ": 32.308, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0.7071068, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "0f31b275-153f-4484-b639-7f3d25dc0bc2", "M11": 0, "M44": 1, "M43": 28.6144, "M42": 107.308, "M41": 110.171, "M34": 0, "M33": 0, "M31": -1.03, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 1.009, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "377e1bf5-61ca-4bee-abf1-87b20a4a0dd5", "ObjectCopy": {"Id": "7e2473cf-ad55-44a8-b7fb-b99b34461c81", "Name": "cute_cat_ghost.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "0A4CAD00E2BF52277585D229F29EC086981AAA6C", "TransformState": {"Id": "72439292-bd07-4a10-ae15-67046b17b2da", "PX": 49.171, "PY": 33.614, "PZ": -21.692, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": 0.7969062, "QZ": -0.03553465, "QW": -0.1366333, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "fae6eee5-8607-470a-9067-c910ce137c6b", "M11": -0.2808236, "M44": 1, "M43": 33.61441, "M42": 53.308, "M41": 124.171, "M34": 0, "M33": 0.3102233, "M31": -0.9742519, "M32": 0.1069906, "M23": -0.2190998, "M22": -0.9889413, "M21": -0.1813042, "M14": 0, "M13": -0.9347928, "M12": 0.2672975, "M24": 0}, "IsOverlapping": false}, {"Id": "f2c30d21-ffdd-4f22-b72e-c7a64414285d", "ObjectCopy": {"Id": "7e2473cf-ad55-44a8-b7fb-b99b34461c81", "Name": "cute_cat_ghost.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "0A4CAD00E2BF52277585D229F29EC086981AAA6C", "TransformState": {"Id": "ca2ded19-9a9c-4920-a59b-7591e63c46c3", "PX": -49.829, "PY": 34.614, "PZ": -35.692, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.5873748, "QY": 0.7969062, "QZ": -0.03553465, "QW": -0.1366333, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "618c48df-c63e-4c01-9ef4-06532ab2a66b", "M11": -0.2808236, "M44": 1, "M43": 34.61441, "M42": 39.308, "M41": 25.171, "M34": 0, "M33": 0.3102233, "M31": -0.9742519, "M32": 0.1069906, "M23": -0.2190998, "M22": -0.9889413, "M21": -0.1813042, "M14": 0, "M13": -0.9347928, "M12": 0.2672975, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-27T19:20:26.682959+00:00"}, "ProfilingJob": null, "Id": "26962ac6-d708-4c1d-93ec-9f56a47bb95f", "Version": 1, "Type": 1, "Name": "D790 and D638 and other objects 2026_06_27", "CreatedAt": "2026-06-27T19:20:26.682959+00:00"}}
+{"source_file": "Hex Coasters 2026_05_31.s4a", "print_date": "2026-05-31", "job_name": "Hex Coasters", "print_profile_id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7", "objects": [{"object_file_id": "25bc92ad-ae56-4738-8705-6f99ff7b5816", "name": "BaseHex.STL", "hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "instance_count": 4, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "86b2040c-73e6-445e-b63d-ecd23be43086", "Name": "Hex Coasters 2026_05_31", "PrintProfile": {"Id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "4cc4544d-eae7-4065-b768-c6f2b0cd2ee9", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "a27794d8-9248-4a84-8404-a986f5d0ff85", "Name": "BaseHexV3.STL", "Hash": "BFF9D577CACD99489F21DEC4EA10B1D34A7EA572"}, {"Id": "25bc92ad-ae56-4738-8705-6f99ff7b5816", "Name": "BaseHex.STL", "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7"}], "NestingState": {"DensityPercent": 29.53, "ChamberDepth": 29.7, "ChamberVolume": 658619.5, "SinteredVolume": 194470.875, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "4cc4544d-eae7-4065-b768-c6f2b0cd2ee9", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "0615eefd-edfb-469a-814f-7ec42b34132f", "ObjectCopy": {"Id": "4cc4544d-eae7-4065-b768-c6f2b0cd2ee9", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "76335f87-26bf-4116-88cc-3f2551c2e715", "PX": 0, "PY": 2.803, "PZ": 0, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e3f52595-5fde-4cb5-b40f-3a04800e017f", "M11": 0, "M44": 1, "M43": 2.803128, "M42": 75, "M41": 75, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "f154b186-2eb9-43e3-aac3-6f6ba79d57b0", "ObjectCopy": {"Id": "4cc4544d-eae7-4065-b768-c6f2b0cd2ee9", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "c24621db-7db2-4db7-b749-f117ff0aac71", "PX": 0, "PY": 10.803, "PZ": 0, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "9ab030f5-4208-4e70-9414-fb3b229e0955", "M11": 0, "M44": 1, "M43": 10.80313, "M42": 75, "M41": 75, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "2e18f8c9-70ea-4324-8991-7591ead9ec4a", "ObjectCopy": {"Id": "4cc4544d-eae7-4065-b768-c6f2b0cd2ee9", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "006deda9-9c99-47d3-84e3-955167705c2e", "PX": 0, "PY": 18.803, "PZ": 0, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "19bf406a-96d4-48af-8e2d-6875ebba6b54", "M11": 0, "M44": 1, "M43": 18.80313, "M42": 75, "M41": 75, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "ae287fc9-0efd-4b8f-adb3-955949757247", "ObjectCopy": {"Id": "4cc4544d-eae7-4065-b768-c6f2b0cd2ee9", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "9e3833fc-4cf7-4a7a-babf-9bdcbf53a628", "PX": 0, "PY": 26.803, "PZ": 0, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "661b2215-3d4b-4daa-aad8-44b8849b1385", "M11": 0, "M44": 1, "M43": 26.80313, "M42": 75, "M41": 75, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-05-31T19:08:15.6655161+00:00"}, "ProfilingJob": null, "Id": "86b2040c-73e6-445e-b63d-ecd23be43086", "Version": 1, "Type": 1, "Name": "Hex Coasters 2026_05_31", "CreatedAt": "2026-05-31T19:08:15.6655161+00:00"}}
+{"source_file": "Hex Coasters and Nameplates and Benchies 2026_06_27.s4a", "print_date": "2026-06-27", "job_name": "Hex Coasters and Nameplates and Benchies", "print_profile_id": "19c9dc41-cde7-4aa8-9203-5eced056967f", "objects": [{"object_file_id": "eb866750-e7ce-4ab4-a00a-71fe67362e43", "name": "BaseHex.STL", "hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "instance_count": 8, "scale": 100}, {"object_file_id": "efa73592-8dac-459e-8961-982a6389a85a", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 4, "scale": 100}, {"object_file_id": "bfb43a63-b500-4b63-9342-2a72148615ce", "name": "3DBenchy.stl", "hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "instance_count": 2, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "1db81092-362a-45c0-9222-2e29074eb07b", "Name": "Hex Coasters and Nameplates and Benchies 2026_06_27", "PrintProfile": {"Id": "19c9dc41-cde7-4aa8-9203-5eced056967f"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "eb866750-e7ce-4ab4-a00a-71fe67362e43", "Name": "BaseHex.STL", "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7"}, {"Id": "efa73592-8dac-459e-8961-982a6389a85a", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}, {"Id": "bfb43a63-b500-4b63-9342-2a72148615ce", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}], "NestingState": {"DensityPercent": 35.35, "ChamberDepth": 66.2, "ChamberVolume": 1468034.125, "SinteredVolume": 519014.988, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "19c9dc41-cde7-4aa8-9203-5eced056967f"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "0eb066c6-3ae3-4d6f-b4b6-cf294dd0b687", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "1d4b9ad9-8efd-42df-8640-a6296f5b25a9", "PX": -24.142, "PY": 3.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ad3323c8-6ace-44bd-8cb3-ccead4883c7a", "M11": 1.03, "M44": 1, "M43": 3.538307, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "10eb1625-6876-42cc-b437-48a6acdea792", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "8dea99c2-b233-4639-8f7e-597380f8a875", "PX": -24.142, "PY": 11.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "76273ce3-7f94-4e0a-ae87-530e55d65637", "M11": 1.03, "M44": 1, "M43": 11.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "776007f7-9b8a-44ac-8818-b5b63317d684", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "4b584cd5-b6f6-45f9-ae94-c7ecbf7d8c86", "PX": -24.142, "PY": 19.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2539a560-f825-4acc-bfb7-ab2a637cf5f9", "M11": 1.03, "M44": 1, "M43": 19.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "0a3d6ca4-e991-41b7-b051-b0c47817e130", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "e4856591-5f3d-4587-904c-c52725357ece", "PX": -24.142, "PY": 27.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d066420c-a165-463b-908d-91b192d28b2c", "M11": 1.03, "M44": 1, "M43": 27.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "b783be5a-bdf9-4701-a5e4-6f3285f216b8", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "64f3f672-7bf0-40cc-a8bc-72025eceffad", "PX": -24.142, "PY": 35.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "bd984d47-b5b6-42fc-9389-f182a6706fd2", "M11": 1.03, "M44": 1, "M43": 35.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "3b8dd33b-1205-404f-b784-7c11f9a42c40", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "507fc120-0b85-4ba0-bbe6-5f954146fc28", "PX": -24.142, "PY": 43.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "2671ba3f-f840-4e84-a482-26693dbe0f91", "M11": 1.03, "M44": 1, "M43": 43.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "254871b6-ba43-4bba-90a0-466fcdb1bac2", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "5431b869-48a5-4740-9749-c5286eae3f36", "PX": -24.142, "PY": 51.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a608a7c6-d1f2-4888-b5b1-2b6d341855b9", "M11": 1.03, "M44": 1, "M43": 51.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "8f2ed0fa-3466-43d6-9d9b-a6e885ca54e2", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "04019e11-c1e7-4004-84cf-4966b9fe3294", "PX": -24.142, "PY": 59.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1c6045d3-0f66-4b5e-959d-3d19d96ebedc", "M11": 1.03, "M44": 1, "M43": 59.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "747fa5df-8545-4ce3-b030-eb719c955957", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "87db237e-db3b-4da4-a37c-93176d5f9047", "PX": 45.858, "PY": 10.538, "PZ": -2.807999, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "51f01010-5b3e-4e20-8b17-88a5fad3b09d", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 72.192, "M41": 120.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "0840798a-87b7-4331-b7f2-7e975a2afa11", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "ef45d542-b3f3-4a1f-9e58-944291872811", "PX": 55.858, "PY": 19.538, "PZ": 0.1920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e9fe964f-c5f2-4c0d-9fbc-405ab44006c5", "M11": 0, "M44": 1, "M43": 19.53831, "M42": 75.192, "M41": 130.858, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "e94e49cc-c8fa-412e-ac86-d5fa07df1f1e", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "1f66eef9-ce09-4ad3-a568-c907ac4bc2b3", "PX": 45.858, "PY": 41.538, "PZ": -2.807999, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "89e00b85-38ec-4336-ac93-f94b7976e3e4", "M11": 0, "M44": 1, "M43": 41.53831, "M42": 72.192, "M41": 120.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "893af8e6-f8f1-4be7-8fdb-920998f25625", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "921394d4-d581-4f7b-8ef6-6a68ec37c86e", "PX": 55.858, "PY": 50.538, "PZ": 0.1920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "e34fe595-323d-425b-a6df-a98fa7127a02", "M11": 0, "M44": 1, "M43": 50.53831, "M42": 75.192, "M41": 130.858, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "92e5be9c-a3c4-449a-8bf7-a394232bce1e", "ObjectCopy": {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "fa0b651e-9258-48ad-869d-339157b02357", "PX": -48.142, "PY": 25.538, "PZ": 54.192, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.385026, "QY": 0.8951381, "QZ": 0.217115, "QW": 0.05782623, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3cc83343-061a-4274-8817-c1147dc1e86c", "M11": -0.7177268, "M44": 1, "M43": 25.53831, "M42": 129.192, "M41": 26.858, "M34": 0, "M33": 0.6147152, "M31": -0.7358451, "M32": 0.3544916, "M23": 0.437124, "M22": -0.9260054, "M21": -0.06557487, "M14": 0, "M13": -0.6701707, "M12": -0.2788362, "M24": 0}, "IsOverlapping": false}, {"Id": "7623fd9c-3a71-44d1-8d6a-b6e6b9384022", "ObjectCopy": {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "41532cd5-8a17-445e-a700-0eab61aa5502", "PX": -3.141998, "PY": 42.538, "PZ": 52.192, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.9229458, "QY": 0.1863533, "QZ": -0.04152675, "QW": -0.3342441, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "374f44ed-b771-4dd0-b934-d958b7ffb582", "M11": 0.9549087, "M44": 1, "M43": 42.53831, "M42": 127.192, "M41": 71.858, "M34": 0, "M33": -0.7134704, "M31": 0.3257145, "M32": -0.6514291, "M23": 0.6069143, "M22": -0.7963061, "M21": -0.2072658, "M14": 0, "M13": 0.3750937, "M12": 0.04935887, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-27T12:43:12.6835457+00:00"}, "ProfilingJob": null, "Id": "1db81092-362a-45c0-9222-2e29074eb07b", "Version": 1, "Type": 1, "Name": "Hex Coasters and Nameplates and Benchies 2026_06_27", "CreatedAt": "2026-06-27T12:43:12.6835457+00:00"}}
+{"source_file": "Hex Coasters and Nameplates and Benchies 2026_06_28.s4a", "print_date": "2026-06-28", "job_name": "Hex Coasters and Nameplates and Benchies", "print_profile_id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e", "objects": [{"object_file_id": "eb866750-e7ce-4ab4-a00a-71fe67362e43", "name": "BaseHex.STL", "hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "instance_count": 8, "scale": 100}, {"object_file_id": "efa73592-8dac-459e-8961-982a6389a85a", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 4, "scale": 100}, {"object_file_id": "bfb43a63-b500-4b63-9342-2a72148615ce", "name": "3DBenchy.stl", "hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "instance_count": 2, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "a5981272-4877-43da-b046-c5b7ebd22c5d", "Name": "Hex Coasters and Nameplates and Benchies 2026_06_28", "PrintProfile": {"Id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "eb866750-e7ce-4ab4-a00a-71fe67362e43", "Name": "BaseHex.STL", "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7"}, {"Id": "efa73592-8dac-459e-8961-982a6389a85a", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}, {"Id": "bfb43a63-b500-4b63-9342-2a72148615ce", "Name": "3DBenchy.stl", "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18"}], "NestingState": {"DensityPercent": 35.35, "ChamberDepth": 66.2, "ChamberVolume": 1468034.125, "SinteredVolume": 519014.988, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "49df0918-2ebe-4e3d-acdd-76d567921d24", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "eff2ddbf-7093-40c1-9067-f846575ed1b0", "PX": -24.142, "PY": 3.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "107e6165-95a5-4baf-9f22-ae5601a08305", "M11": 1.03, "M44": 1, "M43": 3.538307, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "b968821c-fb07-4302-aeb4-f8bda725d1d3", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "b68c5821-879f-424f-bff9-1ba070681ba1", "PX": -24.142, "PY": 11.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "379ef2fc-fc59-4faf-ab83-b2e20bcd2e1a", "M11": 1.03, "M44": 1, "M43": 11.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "6597be26-b5f5-445e-b0a8-70481ad66a5f", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "fc56f7bc-7ee9-422f-a338-a604126e08c0", "PX": -24.142, "PY": 19.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1a9ac2c2-de7b-4128-a341-c6b3ce153ca4", "M11": 1.03, "M44": 1, "M43": 19.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "a15099ac-e5c6-46d9-a2ab-42c43c3ed432", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "ad35b4ff-ad96-4f05-9f99-01fbabe9dac3", "PX": -24.142, "PY": 27.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "b3fe7821-b45a-45f3-a95f-54ddb342aaf9", "M11": 1.03, "M44": 1, "M43": 27.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "f71380a2-b4e5-4cb3-b6e6-f06f73b699c5", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "4d908a29-8cf6-4546-9547-37c15a26a5a4", "PX": -24.142, "PY": 35.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "6dc3cd50-8633-459a-8d7b-634eadd9c094", "M11": 1.03, "M44": 1, "M43": 35.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "9dfb6d25-ef22-44fd-9359-83064d5f2632", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "8aed9bd5-5f0b-49d3-b4e3-7498ef2694de", "PX": -24.142, "PY": 43.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "1cef9830-a966-4970-b107-9414a907a58e", "M11": 1.03, "M44": 1, "M43": 43.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "1376229a-d106-4b4e-91e8-f69870b7c3e6", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "81699428-22b0-4d7c-be30-0ffdfe61d23c", "PX": -24.142, "PY": 51.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "47dca42f-7cee-48a3-8692-d81830d13eaf", "M11": 1.03, "M44": 1, "M43": 51.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "2658b370-4e10-4df9-8029-8578d5bff3eb", "ObjectCopy": {"Id": "fca734aa-c9d4-4662-9241-bc37d89da17e", "Name": "BaseHex.STL", "NestingPriority": null, "InstanceCount": 8, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": [{"Id": "5cb67d58-c540-4747-ad91-c7e0da4c86be", "BaseYaw": 0, "BasePitch": 0, "BaseRoll": 0, "Freedom": 0, "AllowAnyYaw": true, "AllowAnyYawMode": 2}]}, "Hash": "3F8E3F48BB02D0289CD5EF6F22D7F567115C46C7", "TransformState": {"Id": "7304d802-a272-449b-bfbd-b755b61287c7", "PX": -24.142, "PY": 59.538, "PZ": -16.808, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0, "QZ": 0, "QW": 1, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "89ad5fa1-c42d-4fef-b931-fb71465479f2", "M11": 1.03, "M44": 1, "M43": 59.53831, "M42": 58.192, "M41": 50.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 1.03, "M21": 0, "M14": 0, "M13": 0, "M12": 0, "M24": 0}, "IsOverlapping": false}, {"Id": "db220c5f-d1ad-41a1-83e9-0a39ffb61163", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "701b84f6-fc1a-414e-a177-7a3e68509b5f", "PX": 45.858, "PY": 10.538, "PZ": -2.807999, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "d616fdb7-04a8-434c-b014-6544c96c8c2a", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 72.192, "M41": 120.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "6da4d542-3241-41fa-8543-c442be0bfb09", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "00c8d9a6-fc80-45b0-86ba-18e3d1847e1f", "PX": 55.858, "PY": 19.538, "PZ": 0.1920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "f8ac0b9c-4438-41c1-b94e-dfbfeb478329", "M11": 0, "M44": 1, "M43": 19.53831, "M42": 75.192, "M41": 130.858, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "1954f00b-c218-46fe-be68-5fb793216bcb", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "60f61b85-00f0-4d4e-8c4b-cd155c190add", "PX": 45.858, "PY": 41.538, "PZ": -2.807999, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a6fd2039-5673-422e-acc6-3fa84143df18", "M11": 0, "M44": 1, "M43": 41.53831, "M42": 72.192, "M41": 120.858, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "b1ce0b7b-ed57-4800-bcf3-92a163a00be5", "ObjectCopy": {"Id": "ec392a5f-5de8-4796-8731-88db56945f34", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "2019812b-2caf-40b6-8a10-24a5da47dd6c", "PX": 55.858, "PY": 50.538, "PZ": 0.1920013, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "ceaa22a0-f416-454e-918a-1f6ae56be3e6", "M11": 0, "M44": 1, "M43": 50.53831, "M42": 75.192, "M41": 130.858, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "97b74572-9589-4658-a005-50a9594c871b", "ObjectCopy": {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "9d42a840-3b74-4837-9094-78afb398fd97", "PX": -48.142, "PY": 25.538, "PZ": 54.192, "RX": 0, "RY": 0, "RZ": 0, "QX": -0.385026, "QY": 0.8951381, "QZ": 0.217115, "QW": 0.05782623, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "50850972-01c3-44d7-96dd-b82fd8235be3", "M11": -0.7177268, "M44": 1, "M43": 25.53831, "M42": 129.192, "M41": 26.858, "M34": 0, "M33": 0.6147152, "M31": -0.7358451, "M32": 0.3544916, "M23": 0.437124, "M22": -0.9260054, "M21": -0.06557487, "M14": 0, "M13": -0.6701707, "M12": -0.2788362, "M24": 0}, "IsOverlapping": false}, {"Id": "882bd7b9-fee2-450a-88c4-c9b7b2e316b1", "ObjectCopy": {"Id": "13485a06-2a97-4434-9010-303ac17751ea", "Name": "3DBenchy.stl", "NestingPriority": null, "InstanceCount": 2, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "C240F46CA3F38C6C8D61B6F4247898577231AF18", "TransformState": {"Id": "c0f1e580-803b-44fe-9ae3-cea1a5f58781", "PX": -3.141998, "PY": 42.538, "PZ": 52.192, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.9229458, "QY": 0.1863533, "QZ": -0.04152675, "QW": -0.3342441, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a3d0e628-3e04-4b19-9249-8e03ec9109c0", "M11": 0.9549087, "M44": 1, "M43": 42.53831, "M42": 127.192, "M41": 71.858, "M34": 0, "M33": -0.7134704, "M31": 0.3257145, "M32": -0.6514291, "M23": 0.6069143, "M22": -0.7963061, "M21": -0.2072658, "M14": 0, "M13": 0.3750937, "M12": 0.04935887, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-06-28T11:22:21.0228541+00:00"}, "ProfilingJob": null, "Id": "a5981272-4877-43da-b046-c5b7ebd22c5d", "Version": 1, "Type": 1, "Name": "Hex Coasters and Nameplates and Benchies 2026_06_28", "CreatedAt": "2026-06-28T11:22:21.0228541+00:00"}}
+{"source_file": "Nameplates 2026_07_09.s4a", "print_date": "2026-07-09", "job_name": "Nameplates", "print_profile_id": "165d76eb-2b36-47d6-8985-ec0e9a51d57a", "objects": [{"object_file_id": "fdbe3b04-617f-421b-b1a5-4902343a0f96", "name": "Nameplate Holder.STL", "hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "instance_count": 4, "scale": 100}], "metadata": {"AutomaticJob": {"Id": "4496276d-3e27-43d4-b9d1-83ddd7087eb5", "Name": "Nameplates 2026_07_09", "PrintProfile": {"Id": "165d76eb-2b36-47d6-8985-ec0e9a51d57a"}, "AvailableDepth": 200, "AggressiveNestingEnabled": false, "DryPrintEnabled": false, "Objects": [{"Id": "48d8ae7c-d11c-4989-9566-ae70fefb694b", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "ObjectFiles": [{"Id": "fdbe3b04-617f-421b-b1a5-4902343a0f96", "Name": "Nameplate Holder.STL", "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7"}], "NestingState": {"DensityPercent": 19.62, "ChamberDepth": 21.1, "ChamberVolume": 467908.125, "SinteredVolume": 91797.469, "AvailableDepth": 200, "PrintProfileJobHash": "AF28E5D3E6DE502902FFD097CF93C6C7", "PrintProfile": {"Id": "165d76eb-2b36-47d6-8985-ec0e9a51d57a"}, "AggressiveNestingEnabled": false, "Objects": [{"Id": "48d8ae7c-d11c-4989-9566-ae70fefb694b", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}], "Instances": [{"Id": "87de78aa-b75f-4f74-a94e-58a99f19bcd2", "ObjectCopy": {"Id": "48d8ae7c-d11c-4989-9566-ae70fefb694b", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "6482f2e9-ac8b-467d-8e11-01cf730687a8", "PX": -50.978, "PY": 10.538, "PZ": 1.5, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "259918fe-faf8-46e6-af7b-536d54759c9d", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 76.5, "M41": 24.022, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "e1f233fc-8bd4-46cf-a6b9-46f796e140d4", "ObjectCopy": {"Id": "48d8ae7c-d11c-4989-9566-ae70fefb694b", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "2ebb006a-1044-4b1f-aaa5-2a383f9231e3", "PX": -11.978, "PY": 10.538, "PZ": -1.5, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "f6c8e4ab-eed9-4f1c-b0fd-19da334a02de", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 73.5, "M41": 63.022, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "0d2fdc7c-4599-425b-88c6-077f87f46e04", "ObjectCopy": {"Id": "48d8ae7c-d11c-4989-9566-ae70fefb694b", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "056f89e5-748c-427e-bf7f-fe8b796ac133", "PX": 27.022, "PY": 10.538, "PZ": -1.5, "RX": 0, "RY": 0, "RZ": 0, "QX": 0, "QY": 0.7071068, "QZ": 0, "QW": 0.7071068, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "a67d8896-9821-4273-9ade-fc86ee21ff97", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 73.5, "M41": 102.022, "M34": 0, "M33": 1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": 1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}, {"Id": "3d4f3545-2885-42c6-9d01-caa85d4c0a8f", "ObjectCopy": {"Id": "48d8ae7c-d11c-4989-9566-ae70fefb694b", "Name": "Nameplate Holder.STL", "NestingPriority": null, "InstanceCount": 4, "Scale": 100, "Units": 1, "Inset": 0, "Margin": 0, "IsThinObject": false, "RelativeEnergyDensityPercent": 100, "Constraints": []}, "Hash": "2C8187E17D8DA6746AAF6F8A6C684D90E995FBD7", "TransformState": {"Id": "9ea3970e-9077-4261-9954-c5b3b3009a79", "PX": 51.022, "PY": 10.538, "PZ": -1.5, "RX": 0, "RY": 0, "RZ": 0, "QX": 0.7071068, "QY": 0, "QZ": -0.7071068, "QW": 0, "SX": 1, "SY": 1, "SZ": 1}, "MeshPrintTransform": {"Id": "3a9490e9-eef5-4d46-9265-4de9fef858ef", "M11": 0, "M44": 1, "M43": 10.53831, "M42": 73.5, "M41": 126.022, "M34": 0, "M33": -1.009, "M31": 0, "M32": 0, "M23": 0, "M22": 0, "M21": -1.03, "M14": 0, "M13": 0, "M12": -1.03, "M24": 0}, "IsOverlapping": false}]}, "CreatedAt": "2026-07-09T20:55:52.4906758+00:00"}, "ProfilingJob": null, "Id": "4496276d-3e27-43d4-b9d1-83ddd7087eb5", "Version": 1, "Type": 1, "Name": "Nameplates 2026_07_09", "CreatedAt": "2026-07-09T20:55:52.4906758+00:00"}}
diff --git a/source/Jobs/Coasters and DragonBurner Cowl 2026_06_06.s4a b/source/Jobs/Coasters and DragonBurner Cowl 2026_06_06.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..e8aa48b1ec856ea49ac9954f7a115034c5fcb609
--- /dev/null
+++ b/source/Jobs/Coasters and DragonBurner Cowl 2026_06_06.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:894dcbc2315a79614cc840fcc5b994209683bc1d00e1c599ddd6a1fa6ee5adca
+size 534990
diff --git a/source/Jobs/Coasters and Nameplates 2026_06_08.s4a b/source/Jobs/Coasters and Nameplates 2026_06_08.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..2b9d12e5a0976c42542aa260d0475048d0e75997
--- /dev/null
+++ b/source/Jobs/Coasters and Nameplates 2026_06_08.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:c1b8643910aa43e4b011cec2552b09cb7910bb2cff8678566b56bbcdc2d0d07c
+size 955965
diff --git a/source/Jobs/D638 and Bucky 2026_07_12.s4a b/source/Jobs/D638 and Bucky 2026_07_12.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..38542373725fcddd0f5e16ee706862224acb0024
--- /dev/null
+++ b/source/Jobs/D638 and Bucky 2026_07_12.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:dd0e14e5494bd2259d552cb3edea900e1084ef2071b95f8d5dcc6c76d16b85e8
+size 4704647
diff --git a/source/Jobs/D790 and D638 Debug Run 2026_06_29.s4a b/source/Jobs/D790 and D638 Debug Run 2026_06_29.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..d09da9237248522912c6c04118748ade833ba577
--- /dev/null
+++ b/source/Jobs/D790 and D638 Debug Run 2026_06_29.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:5fadbe7f4046966ce9666161495b227a91a1a6cf247d53d342d01f254a9ffec3
+size 7913
diff --git a/source/Jobs/D790 and D638 Recycled Powder 2026_06_24.s4a b/source/Jobs/D790 and D638 Recycled Powder 2026_06_24.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..8446d1292d290d572b1a0f89ebb96754fc8e9a72
--- /dev/null
+++ b/source/Jobs/D790 and D638 Recycled Powder 2026_06_24.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:c5c20472c66c6f9a3dedb659b8917fe97a47f10e9c92c2e53ce6dc9279844804
+size 8428
diff --git a/source/Jobs/D790 and D638 Recycled Powder 2026_06_25.s4a b/source/Jobs/D790 and D638 Recycled Powder 2026_06_25.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..813e03cad5f2e9a3f8b604c7a0c48738ec1affbe
--- /dev/null
+++ b/source/Jobs/D790 and D638 Recycled Powder 2026_06_25.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:700f4dab28bfa8477ed50d0f405e4aa51aa88ab3947971d035b7e5980ef3274d
+size 7911
diff --git a/source/Jobs/D790 and D638 and D256 and Benchy 2026_07_01.s4a b/source/Jobs/D790 and D638 and D256 and Benchy 2026_07_01.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..7c6b9854086b4b46d9cab1ec498d7189ba117d0f
--- /dev/null
+++ b/source/Jobs/D790 and D638 and D256 and Benchy 2026_07_01.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:5f48b0fe1763509460a92921ad967dcd355e8669556f358d0a9bdf7385314f3a
+size 4495556
diff --git a/source/Jobs/D790 and D638 and Nameplate 2026_06_29.s4a b/source/Jobs/D790 and D638 and Nameplate 2026_06_29.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..42be96e219ad2f0ce68189b1b452715e99206b99
--- /dev/null
+++ b/source/Jobs/D790 and D638 and Nameplate 2026_06_29.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:951dc1ca9d9ea9c42e1b6a865cb9297325f8137b7a09f774f20e2c8f07a3d019
+size 591958
diff --git a/source/Jobs/D790 and D638 and Nameplate 2026_07_10.s4a b/source/Jobs/D790 and D638 and Nameplate 2026_07_10.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..f3904ea4c140723cee1b3b1c641f7cb1ecc9ea15
--- /dev/null
+++ b/source/Jobs/D790 and D638 and Nameplate 2026_07_10.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:e9182e9c0afdfbdb2c69a90597f0f780d18f6bb647302baf3c4af0c18f2bd20a
+size 591394
diff --git a/source/Jobs/D790 and D638 and Other 2026_07_11.s4a b/source/Jobs/D790 and D638 and Other 2026_07_11.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..8c2d725f4b54183afcf47aab6081bb53462625b6
--- /dev/null
+++ b/source/Jobs/D790 and D638 and Other 2026_07_11.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:dd5742ac6462f4b0412c5d89463ed459ddb95f4f0bbf9455ce15ae8643e6d42f
+size 1479605
diff --git a/source/Jobs/D790 and D638 and other objects 2026_06_27.s4a b/source/Jobs/D790 and D638 and other objects 2026_06_27.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..4e26fc9ff8c1a7a91b7c4252db5cd051a25edf64
--- /dev/null
+++ b/source/Jobs/D790 and D638 and other objects 2026_06_27.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:10663d3d8b06d76a132f0b58049c4ed55199ed3e19ec1ebe873276b4cdcbe8c3
+size 16863710
diff --git a/source/Jobs/Hex Coasters 2026_05_31.s4a b/source/Jobs/Hex Coasters 2026_05_31.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..f97a7a9b8eaf99c317113182ade36d967f1aafd5
--- /dev/null
+++ b/source/Jobs/Hex Coasters 2026_05_31.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:c77fa797057d50d040a699fa480a596584f43e05730b7b55add8e44c736a701a
+size 677853
diff --git a/source/Jobs/Hex Coasters and Nameplates and Benchies 2026_06_27.s4a b/source/Jobs/Hex Coasters and Nameplates and Benchies 2026_06_27.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..8a5ad02ff65c4ff5540984db87c32fde0846a34e
--- /dev/null
+++ b/source/Jobs/Hex Coasters and Nameplates and Benchies 2026_06_27.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:19fee4716b4acf962514c92e9e285a54a78042ec68e029ec3af4c41bf3c72411
+size 5441737
diff --git a/source/Jobs/Hex Coasters and Nameplates and Benchies 2026_06_28.s4a b/source/Jobs/Hex Coasters and Nameplates and Benchies 2026_06_28.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..fd0e4da7046db6c4fb4c854a6b86c7d18bdfae47
--- /dev/null
+++ b/source/Jobs/Hex Coasters and Nameplates and Benchies 2026_06_28.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:70c63f7321df4bb9a27dc4b81dce05a040b9e0009a2b08c6da77dcf3aae38817
+size 5441754
diff --git a/source/Jobs/Nameplates 2026_07_09.s4a b/source/Jobs/Nameplates 2026_07_09.s4a
new file mode 100644
index 0000000000000000000000000000000000000000..f9e90c65a5013e2ba0fe2292436a4dd476b68c76
--- /dev/null
+++ b/source/Jobs/Nameplates 2026_07_09.s4a	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:70a39ff0371c3184c9efddd55a32130813c74062704dc689f1fc2404bcf09033
+size 584432
diff --git a/source/PrintProfiles/2026_06_25 28mJ_mm Formlabs PA12 GF.60999faa-b7df-4aa0-b087-1780100c3a80.json b/source/PrintProfiles/2026_06_25 28mJ_mm Formlabs PA12 GF.60999faa-b7df-4aa0-b087-1780100c3a80.json
new file mode 100644
index 0000000000000000000000000000000000000000..5c801cfe680ae8adc316ad17a5491bfc7f9e06cb
--- /dev/null
+++ b/source/PrintProfiles/2026_06_25 28mJ_mm Formlabs PA12 GF.60999faa-b7df-4aa0-b087-1780100c3a80.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "60999faa-b7df-4aa0-b087-1780100c3a80",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:15.8528413",
+    "ObjectLayerOverheadDuration": "00:00:00.0237686",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_06_25 28mJ/mm Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 173,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 173,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 8,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 172,
+  "HeatingTargetPrintBed": 172,
+  "HeatingTargetAnalyse": 172,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 1500,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    28,
+    18
+  ],
+  "LaserFillEnergyDensity": 28,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_06_27 28mJ_mm (Higher Temp and Skip Preheating) Formlabs PA12 GF.19c9dc41-cde7-4aa8-9203-5eced056967f.json b/source/PrintProfiles/2026_06_27 28mJ_mm (Higher Temp and Skip Preheating) Formlabs PA12 GF.19c9dc41-cde7-4aa8-9203-5eced056967f.json
new file mode 100644
index 0000000000000000000000000000000000000000..0d7fc6c5cca01d44dfc7fbdf88f5a6ec66650144
--- /dev/null
+++ b/source/PrintProfiles/2026_06_27 28mJ_mm (Higher Temp and Skip Preheating) Formlabs PA12 GF.19c9dc41-cde7-4aa8-9203-5eced056967f.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "19c9dc41-cde7-4aa8-9203-5eced056967f",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:18.8305389",
+    "ObjectLayerOverheadDuration": "00:00:00.0674185",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_06_27 28mJ/mm (Higher Temp and Skip Preheating) Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 175,
+  "SurfaceTarget2Time": "00:00:01",
+  "SurfaceTarget2Collapsed": 175,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 173,
+  "HeatingTargetPrintBed": 173,
+  "HeatingTargetAnalyse": 173,
+  "HeatingMinimumTime": "00:00:01",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 1500,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    28,
+    20
+  ],
+  "LaserFillEnergyDensity": 28,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_06_27 32mJ_mm Formlabs (Higher Temp) PA12 GF.2be9f3cd-d2af-49a9-9c40-2c9c778e593e.json b/source/PrintProfiles/2026_06_27 32mJ_mm Formlabs (Higher Temp) PA12 GF.2be9f3cd-d2af-49a9-9c40-2c9c778e593e.json
new file mode 100644
index 0000000000000000000000000000000000000000..7c941463a2099530eced5334a6a3cade06a06e4c
--- /dev/null
+++ b/source/PrintProfiles/2026_06_27 32mJ_mm Formlabs (Higher Temp) PA12 GF.2be9f3cd-d2af-49a9-9c40-2c9c778e593e.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:13.2950716",
+    "ObjectLayerOverheadDuration": "00:00:00.0348154",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_06_27 32mJ/mm Formlabs (Higher Temp) PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 178,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 178,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 173,
+  "HeatingTargetPrintBed": 173,
+  "HeatingTargetAnalyse": 173,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 1500,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    32,
+    20
+  ],
+  "LaserFillEnergyDensity": 32,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_06_29 36mJ_mm Formlabs PA12 GF.235f62c5-4967-41a9-8668-63a37752745d.json b/source/PrintProfiles/2026_06_29 36mJ_mm Formlabs PA12 GF.235f62c5-4967-41a9-8668-63a37752745d.json
new file mode 100644
index 0000000000000000000000000000000000000000..20be912c2360daa08a4c3e29d2d3f1ea1c78dbc7
--- /dev/null
+++ b/source/PrintProfiles/2026_06_29 36mJ_mm Formlabs PA12 GF.235f62c5-4967-41a9-8668-63a37752745d.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "235f62c5-4967-41a9-8668-63a37752745d",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:15.5179940",
+    "ObjectLayerOverheadDuration": "00:00:00.0301970",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_06_29 36mJ/mm Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 173,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 173,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 172,
+  "HeatingTargetPrintBed": 172,
+  "HeatingTargetAnalyse": 172,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 1500,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    36,
+    24
+  ],
+  "LaserFillEnergyDensity": 36,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_06_29 Cold Dry Run Debug.4dd4f13d-a089-4e1f-9654-64450de0d6fc.json b/source/PrintProfiles/2026_06_29 Cold Dry Run Debug.4dd4f13d-a089-4e1f-9654-64450de0d6fc.json
new file mode 100644
index 0000000000000000000000000000000000000000..6d2fe8fd657a64b43cfac708f49565a5e26934da
--- /dev/null
+++ b/source/PrintProfiles/2026_06_29 Cold Dry Run Debug.4dd4f13d-a089-4e1f-9654-64450de0d6fc.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "4dd4f13d-a089-4e1f-9654-64450de0d6fc",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:13.2950716",
+    "ObjectLayerOverheadDuration": "00:00:00.0348154",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_06_29 Cold Dry Run Debug",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 178,
+  "SurfaceTarget2Time": "00:00:01",
+  "SurfaceTarget2Collapsed": 178,
+  "CoolingThreshold1": 40,
+  "CoolingThreshold2": 40,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "00:00:01",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 40,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 40,
+  "HeatingTargetPrint": 40,
+  "HeatingTargetPrintBed": 40,
+  "HeatingTargetAnalyse": 173,
+  "HeatingMinimumTime": "00:00:01",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 40,
+  "BeginLayerTemperatureTargetCollapsed": 40,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 40,
+  "BedPreparationTemperatureTargetCollapsed": 40,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 40,
+  "PrintCapTemperatureTargetCollapsed": 40,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 1500,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    32,
+    20
+  ],
+  "LaserFillEnergyDensity": 32,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 40,
+  "AutoTuningMaxTemperature": 50,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_07_01 40mJ_mm Formlabs PA12 GF.4a5a88d8-9fc1-452d-8157-f65a719f8746.json b/source/PrintProfiles/2026_07_01 40mJ_mm Formlabs PA12 GF.4a5a88d8-9fc1-452d-8157-f65a719f8746.json
new file mode 100644
index 0000000000000000000000000000000000000000..a9913ee0b26d005c3ea7bdb9532a35214d33dc0f
--- /dev/null
+++ b/source/PrintProfiles/2026_07_01 40mJ_mm Formlabs PA12 GF.4a5a88d8-9fc1-452d-8157-f65a719f8746.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "4a5a88d8-9fc1-452d-8157-f65a719f8746",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:15.5179940",
+    "ObjectLayerOverheadDuration": "00:00:00.0301970",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_07_01 40mJ/mm Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 173,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 173,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 172,
+  "HeatingTargetPrintBed": 172,
+  "HeatingTargetAnalyse": 172,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 1500,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    40,
+    28
+  ],
+  "LaserFillEnergyDensity": 40,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_07_09 40mJ_mm Extended Cap Formlabs PA12 GF.165d76eb-2b36-47d6-8985-ec0e9a51d57a.json b/source/PrintProfiles/2026_07_09 40mJ_mm Extended Cap Formlabs PA12 GF.165d76eb-2b36-47d6-8985-ec0e9a51d57a.json
new file mode 100644
index 0000000000000000000000000000000000000000..953b84133617ed4f9d5584aed91387c3b953a696
--- /dev/null
+++ b/source/PrintProfiles/2026_07_09 40mJ_mm Extended Cap Formlabs PA12 GF.165d76eb-2b36-47d6-8985-ec0e9a51d57a.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "165d76eb-2b36-47d6-8985-ec0e9a51d57a",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:16.5100999",
+    "ObjectLayerOverheadDuration": "00:00:00.0285249",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_07_09 40mJ/mm Extended Cap Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 173,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 173,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 172,
+  "HeatingTargetPrintBed": 172,
+  "HeatingTargetAnalyse": 172,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 5000,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    40,
+    28
+  ],
+  "LaserFillEnergyDensity": 40,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_07_10 32mJ_mm Extended Cap Formlabs PA12 GF.b7ef6a68-590d-4f2d-a497-d559fd3ea151.json b/source/PrintProfiles/2026_07_10 32mJ_mm Extended Cap Formlabs PA12 GF.b7ef6a68-590d-4f2d-a497-d559fd3ea151.json
new file mode 100644
index 0000000000000000000000000000000000000000..6b176920eb679d1ab770c00b87bef2a95d215e6f
--- /dev/null
+++ b/source/PrintProfiles/2026_07_10 32mJ_mm Extended Cap Formlabs PA12 GF.b7ef6a68-590d-4f2d-a497-d559fd3ea151.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "b7ef6a68-590d-4f2d-a497-d559fd3ea151",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:15.9052276",
+    "ObjectLayerOverheadDuration": "00:00:00.0259417",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_07_10 32mJ/mm Extended Cap Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 173,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 173,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 172,
+  "HeatingTargetPrintBed": 172,
+  "HeatingTargetAnalyse": 172,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 5000,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    32,
+    20
+  ],
+  "LaserFillEnergyDensity": 32,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 50,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintProfiles/2026_07_11 40mJ_mm 25% Overlap Formlabs PA12 GF.86cf7346-e10f-40a7-8c66-5a97d84d4b47.json b/source/PrintProfiles/2026_07_11 40mJ_mm 25% Overlap Formlabs PA12 GF.86cf7346-e10f-40a7-8c66-5a97d84d4b47.json
new file mode 100644
index 0000000000000000000000000000000000000000..c50389ba3976580348bf21ee21fffcee19924e3d
--- /dev/null
+++ b/source/PrintProfiles/2026_07_11 40mJ_mm 25% Overlap Formlabs PA12 GF.86cf7346-e10f-40a7-8c66-5a97d84d4b47.json	
@@ -0,0 +1,112 @@
+{
+  "Id": "86cf7346-e10f-40a7-8c66-5a97d84d4b47",
+  "Stats": {
+    "LayerLatencyExtrapolationHash": "E30DD97E554B5E64AFDA526EB961EA2A",
+    "RecoatOnlyAverageDuration": "00:00:16.5100999",
+    "ObjectLayerOverheadDuration": "00:00:00.0285249",
+    "LayerLatencyExtrapolation": "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"
+  },
+  "Name": "2026_07_11 40mJ/mm 25% Overlap Formlabs PA12 GF",
+  "XProjectionPercent": 100,
+  "YProjectionPercent": 100,
+  "IsAutoHeatingEnabled": true,
+  "IsAutoCoolingEnabled": true,
+  "PrintableWidth": null,
+  "PrintableHeight": null,
+  "PrintableDepth": null,
+  "PrintableXDiameter": null,
+  "PrintableYDiameter": null,
+  "CutCornerDistanceTopLeft": null,
+  "CutCornerDistanceTopRight": null,
+  "CutCornerDistanceBottomLeft": null,
+  "CutCornerDistanceBottomRight": null,
+  "LayerThickness": 100,
+  "HeatingThreshold": 20,
+  "SurfaceTarget": 168,
+  "SurfaceTarget2": 173,
+  "SurfaceTarget2Time": "00:45:00",
+  "SurfaceTarget2Collapsed": 173,
+  "CoolingThreshold1": 165,
+  "CoolingThreshold2": 100,
+  "CoolingRate1": 0.7,
+  "CoolingRate2": 0.7,
+  "CoolingMinimumTime": "02:00:00",
+  "CoolingTimePercent": 35,
+  "CoolingTarget": 60,
+  "CoolingHeatHold": false,
+  "HeatingRate": 10,
+  "SurfaceHeatingRate": 8,
+  "HeatingTargetPowder": 145,
+  "HeatingTargetPrint": 172,
+  "HeatingTargetPrintBed": 172,
+  "HeatingTargetAnalyse": 172,
+  "HeatingMinimumTime": "01:10:00",
+  "HeatingTargetPrintBed2": 0,
+  "HeatingTargetPrintBed2Thickness1": 0,
+  "HeatingTargetPrintBed2Thickness2": 0,
+  "RecoaterPowderSpeedPercent": 100,
+  "RecoaterPrintSpeedPercent": 100,
+  "RecoaterPasses": 1,
+  "RecoaterMaxDistance": 0,
+  "CustomSinteredVolumePercent": 0,
+  "PowderVolumePercent": 110,
+  "RecoaterShakePercent": 0,
+  "BeginLayerTemperatureTarget": 176,
+  "BeginLayerTemperatureTargetCollapsed": 176,
+  "LayerExtendDelay": "00:00:00",
+  "BeginLayerTemperatureDelay": "00:00:03",
+  "BedPreparationTemperatureTarget": 174,
+  "BedPreparationTemperatureTargetCollapsed": 174,
+  "BedPreparationTemperatureIncrease": true,
+  "BedPreparationTemperatureIncreaseFromPercent": 10,
+  "BedPreparationTemperatureIncreaseToPercent": 60,
+  "BedPreparationTemperatureDelay": "00:00:03",
+  "BedPreparationThickness": 13000,
+  "BedPreparationFirstExtraThickLayerCount": 5,
+  "BedPreparationFirstExtraThicknessMultiplier": 2,
+  "PrintCapTemperatureTarget": 174,
+  "PrintCapTemperatureTargetCollapsed": 174,
+  "PrintCapTemperatureDelay": "00:00:03",
+  "PrintCapThickness": 5000,
+  "TotalEnergyDensityPercent": 100,
+  "LaserOnPercent": 100,
+  "LaserFirstOutlineEnergyDensity": null,
+  "LaserOtherOutlineEnergyDensity": null,
+  "LaserOutlineEnergyDensities": [
+    40,
+    28
+  ],
+  "LaserFillEnergyDensity": 40,
+  "TotalIncreasedEnergyDensityPercent": 0,
+  "OutlineCount": 2,
+  "FillOutlineSkipCount": 1,
+  "IsFillEnabled": true,
+  "HotspotOverlapPercent": 25,
+  "SinteredVolumeFactor": 1.9,
+  "HeatingLayerStartTemperature": 40,
+  "HeatingLayerEndTemperature": 0,
+  "HeatingLayerPeriod": "00:00:30",
+  "ShrinkageCorrectionType": 2,
+  "OutlinePowerPrecision": 3,
+  "OutlinePowerIncrease": 3,
+  "AddPowderDepth": 50,
+  "ShrinkageCorrectionStandard": {
+    "Id": "7922baeb-587f-47bc-b085-24ac3a53f714",
+    "XScalePercent": 103,
+    "YScalePercent": 103,
+    "ZScalePercent": 100.90
+  },
+  "UseSoftHeater": true,
+  "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+  "AutoTuningEnabled": false,
+  "AutoTuningExpectedDetectionTemperature": 182,
+  "AutoTuningMaxTemperature": 200,
+  "AutoTuningThresholdPercent": 2,
+  "AutoTuningTemperatureOffset": 9.5,
+  "AutoTuningLayerThicknessMultiplier": 2,
+  "AutoTuningTemperatureStep": 1,
+  "ZMove": 700,
+  "HalogenMaxPercent": 100,
+  "Material": "Custom1",
+  "CreatedAt": null
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-01-03_21-09-44-318.8c58f94d-47d4-4d64-8764-97eba7217f24.Pouya and Yayati's Trophy Prints.json b/source/PrintSessions/2026-01-03_21-09-44-318.8c58f94d-47d4-4d64-8764-97eba7217f24.Pouya and Yayati's Trophy Prints.json
new file mode 100644
index 0000000000000000000000000000000000000000..4173dd22975df7e7c31d9b22cb685661842f4464
--- /dev/null
+++ b/source/PrintSessions/2026-01-03_21-09-44-318.8c58f94d-47d4-4d64-8764-97eba7217f24.Pouya and Yayati's Trophy Prints.json	
@@ -0,0 +1,157 @@
+{
+  "Id": "8c58f94d-47d4-4d64-8764-97eba7217f24",
+  "Result": 0,
+  "StartTime": "2026-01-03T21:09:44.318009+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 58122.6699139708,
+  "SinteredVolumeMax": 96969.8185918295,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 20,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1465556.92916101,
+  "TotalPowderDepth": 37.5072152623485,
+  "FinalPrintDepth": 29.8615949121257,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "Pouya and Yayati\u0027s Trophy Prints",
+  "JobId": "0e88140e-99e9-4e7d-86c0-a57f39234d89",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "f2b3677b-1398-42fc-9f63-c49c6a15f225",
+    "PrintProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 172,
+    "SurfaceTarget2": 176,
+    "SurfaceTarget2Collapsed": 176,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 176,
+    "HeatingTargetPrintBed": 176,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-01-03_21-46-30-208.9b902eba-09ba-4c3d-8063-1e4e4cbb287e.Pouya and Yayati's Trophy Prints.json b/source/PrintSessions/2026-01-03_21-46-30-208.9b902eba-09ba-4c3d-8063-1e4e4cbb287e.Pouya and Yayati's Trophy Prints.json
new file mode 100644
index 0000000000000000000000000000000000000000..5687513f4f4d1381e2bfd87d5dbce4d732379fc2
--- /dev/null
+++ b/source/PrintSessions/2026-01-03_21-46-30-208.9b902eba-09ba-4c3d-8063-1e4e4cbb287e.Pouya and Yayati's Trophy Prints.json	
@@ -0,0 +1,157 @@
+{
+  "Id": "9b902eba-09ba-4c3d-8063-1e4e4cbb287e",
+  "Result": 0,
+  "StartTime": "2026-01-03T21:46:30.2088568+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 58122.6699139708,
+  "SinteredVolumeMax": 96969.8185918295,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 20,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1465556.92916101,
+  "TotalPowderDepth": 37.5072152623485,
+  "FinalPrintDepth": 29.8615949121257,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "Pouya and Yayati\u0027s Trophy Prints",
+  "JobId": "0e88140e-99e9-4e7d-86c0-a57f39234d89",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "c6fc1887-f9c9-4ab1-b784-616225a7fda3",
+    "PrintProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 172,
+    "SurfaceTarget2": 176,
+    "SurfaceTarget2Collapsed": 176,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 176,
+    "HeatingTargetPrintBed": 176,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-01-06_19-11-05-052.abb53e14-5c39-44b5-a059-7632aadd6e90.Yayati's Trophy Prints.json b/source/PrintSessions/2026-01-06_19-11-05-052.abb53e14-5c39-44b5-a059-7632aadd6e90.Yayati's Trophy Prints.json
new file mode 100644
index 0000000000000000000000000000000000000000..49b5201367f5d168c7a5b9aaa44daa799e1ec97d
--- /dev/null
+++ b/source/PrintSessions/2026-01-06_19-11-05-052.abb53e14-5c39-44b5-a059-7632aadd6e90.Yayati's Trophy Prints.json	
@@ -0,0 +1,157 @@
+{
+  "Id": "abb53e14-5c39-44b5-a059-7632aadd6e90",
+  "Result": 1,
+  "StartTime": "2026-01-06T19:11:05.0528314+00:00",
+  "CompleteTime": "2026-01-07T04:51:02.4079355+00:00",
+  "Duration": "09:39:57.3551041",
+  "CoolingDuration": "03:17:05.8230714",
+  "HeatingDuration": "02:33:52.8302370",
+  "ObjectsDuration": "02:55:16.7996920",
+  "CompletedPreview": true,
+  "SinteredVolume": 187435.872716704,
+  "SinteredVolumeMax": 321617.712733939,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 23.6,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1705801.94558242,
+  "TotalPowderDepth": 43.6556775754318,
+  "FinalPrintDepth": 38.1,
+  "BedPreparationTemperatureTarget": 178,
+  "BeginLayerTemperatureTarget": 180,
+  "PrintCapTemperatureTarget": 178,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "01:44:31.8473679",
+  "HalogenDuration": "07:23:56.6001427",
+  "RDistance": 651.035999999998,
+  "Z1Distance": 0.991051261113782,
+  "Z2Distance": 1.9449,
+  "JobName": "Yayati\u0027s Trophy Prints",
+  "JobId": "9ff1b90f-5064-4884-a6e0-f8dfedb6722f",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "31ca277d-979e-4acc-848a-25840ce5e422",
+    "PrintProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 172,
+    "SurfaceTarget2": 176,
+    "SurfaceTarget2Collapsed": 176,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 176,
+    "HeatingTargetPrintBed": 176,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-02-09_02-49-55-065.14b7abb4-7090-496a-bc6f-0c8733f9572f.powders-2026-02-09_02-48.json b/source/PrintSessions/2026-02-09_02-49-55-065.14b7abb4-7090-496a-bc6f-0c8733f9572f.powders-2026-02-09_02-48.json
new file mode 100644
index 0000000000000000000000000000000000000000..1d88a66d5807bdea8be2b527df89d4e66709a045
--- /dev/null
+++ b/source/PrintSessions/2026-02-09_02-49-55-065.14b7abb4-7090-496a-bc6f-0c8733f9572f.powders-2026-02-09_02-48.json
@@ -0,0 +1,157 @@
+{
+  "Id": "14b7abb4-7090-496a-bc6f-0c8733f9572f",
+  "Result": 2,
+  "StartTime": "2026-02-09T02:49:55.0658866+00:00",
+  "CompleteTime": "2026-02-09T02:50:46.2620497+00:00",
+  "Duration": "00:00:51.1961631",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": false,
+  "SinteredVolume": 0,
+  "SinteredVolumeMax": 0,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 0,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 234444,
+  "TotalPowderDepth": 6,
+  "FinalPrintDepth": 0,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:14.9998115",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "powders-2026-02-09_02-48",
+  "JobId": "608ada77-3828-472a-b1ac-4a0f332084b0",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "56b1d544-fc73-4b28-8f06-8577ad0c3c61",
+    "PrintProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 172,
+    "SurfaceTarget2": 176,
+    "SurfaceTarget2Collapsed": 176,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 176,
+    "HeatingTargetPrintBed": 176,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 5,
+    "PowderTuningGridMargin": 3,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-02-09_02-53-45-535.f2889ba6-4234-4f25-b2f6-988817c58fc4.powders-2026-02-09_02-53.json b/source/PrintSessions/2026-02-09_02-53-45-535.f2889ba6-4234-4f25-b2f6-988817c58fc4.powders-2026-02-09_02-53.json
new file mode 100644
index 0000000000000000000000000000000000000000..2d307413567bdf7618351024625d44cc3629ccc8
--- /dev/null
+++ b/source/PrintSessions/2026-02-09_02-53-45-535.f2889ba6-4234-4f25-b2f6-988817c58fc4.powders-2026-02-09_02-53.json
@@ -0,0 +1,157 @@
+{
+  "Id": "f2889ba6-4234-4f25-b2f6-988817c58fc4",
+  "Result": 2,
+  "StartTime": "2026-02-09T02:53:45.5351782+00:00",
+  "CompleteTime": "2026-02-09T02:55:45.8270445+00:00",
+  "Duration": "00:02:00.2918663",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": false,
+  "SinteredVolume": 0,
+  "SinteredVolumeMax": 0,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 0,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 234444,
+  "TotalPowderDepth": 6,
+  "FinalPrintDepth": 0,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "powders-2026-02-09_02-53",
+  "JobId": "dbf43b51-8e88-4ee4-9292-72da7bb3373f",
+  "ProfileName": "parameter_test_demo",
+  "ProfileId": "1f53c04f-02c5-4bc6-adea-3abe2a448285",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "3f08b120-8c8e-4188-afc1-f8fb53ef8ccb",
+    "PrintProfileId": "1f53c04f-02c5-4bc6-adea-3abe2a448285",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "00:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 0,
+    "SurfaceTarget2": 0,
+    "SurfaceTarget2Collapsed": null,
+    "SurfaceTarget2Time": "00:00:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 0,
+    "HeatingTargetPrint": 0,
+    "HeatingTargetPrintBed": 0,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 5,
+    "PowderTuningGridMargin": 3,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-02-09_02-56-42-117.e32e49ae-715e-4bb0-84b3-9c56e839adbd.powders-2026-02-09_02-56.json b/source/PrintSessions/2026-02-09_02-56-42-117.e32e49ae-715e-4bb0-84b3-9c56e839adbd.powders-2026-02-09_02-56.json
new file mode 100644
index 0000000000000000000000000000000000000000..15e4e71ecb5206d619b88d7a966c20c4657b2b45
--- /dev/null
+++ b/source/PrintSessions/2026-02-09_02-56-42-117.e32e49ae-715e-4bb0-84b3-9c56e839adbd.powders-2026-02-09_02-56.json
@@ -0,0 +1,157 @@
+{
+  "Id": "e32e49ae-715e-4bb0-84b3-9c56e839adbd",
+  "Result": 1,
+  "StartTime": "2026-02-09T02:56:42.1172684+00:00",
+  "CompleteTime": "2026-02-09T03:03:33.2563263+00:00",
+  "Duration": "00:06:51.1390579",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": false,
+  "SinteredVolume": 0,
+  "SinteredVolumeMax": 0,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 0,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 234444,
+  "TotalPowderDepth": 6,
+  "FinalPrintDepth": 0,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:06.9999540",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "powders-2026-02-09_02-56",
+  "JobId": "98d73ae7-2694-4156-972f-c7dd02b82464",
+  "ProfileName": "parameter_test_demo",
+  "ProfileId": "1f53c04f-02c5-4bc6-adea-3abe2a448285",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "44be9ec1-9613-4bb8-a035-312699599256",
+    "PrintProfileId": "1f53c04f-02c5-4bc6-adea-3abe2a448285",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "00:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 0,
+    "SurfaceTarget2": 0,
+    "SurfaceTarget2Collapsed": null,
+    "SurfaceTarget2Time": "00:00:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 0,
+    "HeatingTargetPrint": 0,
+    "HeatingTargetPrintBed": 0,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "00:00:01",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 5,
+    "PowderTuningGridMargin": 3,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-04-29_21-42-54-264.b9a92c63-6979-41b4-9bc1-414b598e8e46.Motor Retainers.json b/source/PrintSessions/2026-04-29_21-42-54-264.b9a92c63-6979-41b4-9bc1-414b598e8e46.Motor Retainers.json
new file mode 100644
index 0000000000000000000000000000000000000000..15cbf7d44d4be2291c5c4dc3e2b11ce9a2a4ca05
--- /dev/null
+++ b/source/PrintSessions/2026-04-29_21-42-54-264.b9a92c63-6979-41b4-9bc1-414b598e8e46.Motor Retainers.json	
@@ -0,0 +1,157 @@
+{
+  "Id": "b9a92c63-6979-41b4-9bc1-414b598e8e46",
+  "Result": 2,
+  "StartTime": "2026-04-29T21:42:54.2643756+00:00",
+  "CompleteTime": "2026-04-30T00:55:51.2521577+00:00",
+  "Duration": "03:12:56.9877821",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "02:32:52.7802254",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 67325.8901660856,
+  "SinteredVolumeMax": 162018.366301199,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 19.5,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1482340.69612536,
+  "TotalPowderDepth": 37.9367532406552,
+  "FinalPrintDepth": 10.8,
+  "BedPreparationTemperatureTarget": 178,
+  "BeginLayerTemperatureTarget": 180,
+  "PrintCapTemperatureTarget": 178,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "03:11:14.8865656",
+  "RDistance": 387.18,
+  "Z1Distance": 0.576458333418639,
+  "Z2Distance": 1.1448,
+  "JobName": "Motor Retainers",
+  "JobId": "c31b1296-fef3-4cba-b2ae-74c26a972027",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "dabb688b-9f9b-47cd-b68b-43d158aab8b1",
+    "PrintProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 172,
+    "SurfaceTarget2": 176,
+    "SurfaceTarget2Collapsed": 176,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 176,
+    "HeatingTargetPrintBed": 176,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-04-30_20-42-49-818.94ac08da-7ab3-4bfc-b92a-3c17c53b92c4.Motor Retainers.json b/source/PrintSessions/2026-04-30_20-42-49-818.94ac08da-7ab3-4bfc-b92a-3c17c53b92c4.Motor Retainers.json
new file mode 100644
index 0000000000000000000000000000000000000000..81f193916c2ce656ccb6b1c8141cca9d81947829
--- /dev/null
+++ b/source/PrintSessions/2026-04-30_20-42-49-818.94ac08da-7ab3-4bfc-b92a-3c17c53b92c4.Motor Retainers.json	
@@ -0,0 +1,157 @@
+{
+  "Id": "94ac08da-7ab3-4bfc-b92a-3c17c53b92c4",
+  "Result": 0,
+  "StartTime": "2026-04-30T20:42:49.8186372+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 67325.8901660856,
+  "SinteredVolumeMax": 162018.366301199,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 19.5,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1482340.69612536,
+  "TotalPowderDepth": 37.9367532406552,
+  "FinalPrintDepth": 30.2035741557952,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "Motor Retainers",
+  "JobId": "c31b1296-fef3-4cba-b2ae-74c26a972027",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "e1e95990-22e9-4f0f-9f88-42ecd43ef081",
+    "PrintProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 172,
+    "SurfaceTarget2Collapsed": 172,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-04-30_21-40-24-184.7791ece5-5ad5-4e99-9223-76b62e12df1f.Motor Retainers.json b/source/PrintSessions/2026-04-30_21-40-24-184.7791ece5-5ad5-4e99-9223-76b62e12df1f.Motor Retainers.json
new file mode 100644
index 0000000000000000000000000000000000000000..c74a3af3bfb9ceb12f4b288236a0879353311960
--- /dev/null
+++ b/source/PrintSessions/2026-04-30_21-40-24-184.7791ece5-5ad5-4e99-9223-76b62e12df1f.Motor Retainers.json	
@@ -0,0 +1,157 @@
+{
+  "Id": "7791ece5-5ad5-4e99-9223-76b62e12df1f",
+  "Result": 0,
+  "StartTime": "2026-04-30T21:40:24.1848836+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 67325.8901660856,
+  "SinteredVolumeMax": 162018.366301199,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 19.5,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1482340.69612536,
+  "TotalPowderDepth": 37.9367532406552,
+  "FinalPrintDepth": 30.2035741557952,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "Motor Retainers",
+  "JobId": "c31b1296-fef3-4cba-b2ae-74c26a972027",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "e2252efb-ad44-4b9f-91cd-3852f4a81e44",
+    "PrintProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 172,
+    "SurfaceTarget2Collapsed": 172,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.205.0.1864",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.205.0.1864.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2025-10-17T12:59:29.9820942+00:00",
+    "ArchiveSize": 106594942,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.205.0.1864.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-05-25_18-17-44-703.c011d2e2-7e92-46f8-878a-c9ec2f1f0382.analysis_2026-05-25_19-16-08.json b/source/PrintSessions/2026-05-25_18-17-44-703.c011d2e2-7e92-46f8-878a-c9ec2f1f0382.analysis_2026-05-25_19-16-08.json
new file mode 100644
index 0000000000000000000000000000000000000000..ed9b951672ad35e0f11163f992b332f016b2d711
--- /dev/null
+++ b/source/PrintSessions/2026-05-25_18-17-44-703.c011d2e2-7e92-46f8-878a-c9ec2f1f0382.analysis_2026-05-25_19-16-08.json
@@ -0,0 +1,159 @@
+{
+  "Id": "c011d2e2-7e92-46f8-878a-c9ec2f1f0382",
+  "Result": 2,
+  "StartTime": "2026-05-25T18:17:44.7035316+00:00",
+  "CompleteTime": "2026-05-25T18:48:37.061107+00:00",
+  "Duration": "00:30:52.3575754",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": false,
+  "SinteredVolume": 0,
+  "SinteredVolumeMax": 0,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 0,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 234444,
+  "TotalPowderDepth": 6,
+  "FinalPrintDepth": 6.4,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:30:52.3570444",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "analysis_2026-05-25_19-16-08",
+  "JobId": "f635271d-3bf1-4bcc-b2b0-fd1e5b06e64e",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "c64be28e-70e2-46c1-94a4-e30b5ca976c1",
+    "PrintProfileName": "Formlabs PA12 GF",
+    "PrintProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": null,
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 172,
+    "SurfaceTarget2Collapsed": 172,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": false,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-05-25_18-50-41-175.9fa8a29f-144f-4c9e-9943-4c22165d1d50.thermo setup job.json b/source/PrintSessions/2026-05-25_18-50-41-175.9fa8a29f-144f-4c9e-9943-4c22165d1d50.thermo setup job.json
new file mode 100644
index 0000000000000000000000000000000000000000..a9cd17af31b3d7eff00202b21037ba1ff4130e45
--- /dev/null
+++ b/source/PrintSessions/2026-05-25_18-50-41-175.9fa8a29f-144f-4c9e-9943-4c22165d1d50.thermo setup job.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "9fa8a29f-144f-4c9e-9943-4c22165d1d50",
+  "Result": 1,
+  "StartTime": "2026-05-25T18:50:41.1751076+00:00",
+  "CompleteTime": "2026-05-25T21:09:17.2023848+00:00",
+  "Duration": "02:18:36.0272772",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": false,
+  "SinteredVolume": 0,
+  "SinteredVolumeMax": 0,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 0,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 234444,
+  "TotalPowderDepth": 6,
+  "FinalPrintDepth": 0,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "02:18:31.0266316",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "thermo setup job",
+  "JobId": "d86da73b-d576-413a-a82c-c5c348e37bbd",
+  "ProfileName": "Formlabs PA12 GF",
+  "ProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "9d2d6880-ffde-4710-90fc-55f205ef4172",
+    "PrintProfileName": "Formlabs PA12 GF",
+    "PrintProfileId": "02b9a959-4b5a-4117-b9fc-793ba22e3c5f",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 172,
+    "SurfaceTarget2Collapsed": 172,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": false,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-05-31_19-20-19-429.79cf0fe8-937e-4fb0-8d99-424ec337dbc5.Hex Coasters 2026_05_31.json b/source/PrintSessions/2026-05-31_19-20-19-429.79cf0fe8-937e-4fb0-8d99-424ec337dbc5.Hex Coasters 2026_05_31.json
new file mode 100644
index 0000000000000000000000000000000000000000..85001109eeea231aecef31292e03c862e23835fb
--- /dev/null
+++ b/source/PrintSessions/2026-05-31_19-20-19-429.79cf0fe8-937e-4fb0-8d99-424ec337dbc5.Hex Coasters 2026_05_31.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "79cf0fe8-937e-4fb0-8d99-424ec337dbc5",
+  "Result": 1,
+  "StartTime": "2026-05-31T19:20:19.4292789+00:00",
+  "CompleteTime": "2026-06-01T05:26:31.6971105+00:00",
+  "Duration": "10:06:12.2678316",
+  "CoolingDuration": "03:15:43.9086759",
+  "HeatingDuration": "02:44:46.8820031",
+  "ObjectsDuration": "03:14:07.4786023",
+  "CompletedPreview": true,
+  "SinteredVolume": 214264.564199479,
+  "SinteredVolumeMax": 393281.660116891,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 29.6,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1948462.03395564,
+  "TotalPowderDepth": 49.8659475343104,
+  "FinalPrintDepth": 44.1,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 176,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "02:01:13.7881684",
+  "HalogenDuration": "07:24:50.4142898",
+  "RDistance": 728.471999999998,
+  "Z1Distance": 1.11064526033963,
+  "Z2Distance": 2.17769999999999,
+  "JobName": "Hex Coasters 2026_05_31",
+  "JobId": "86b2040c-73e6-445e-b63d-ecd23be43086",
+  "ProfileName": "2026_05_30 20mJ/mm Formlabs PA12 GF",
+  "ProfileId": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "f8c83697-326e-4652-98e2-c313e9414990",
+    "PrintProfileName": "2026_05_30 20mJ/mm Formlabs PA12 GF",
+    "PrintProfileId": "feafe2b0-9a24-4a4a-8991-8cfd330d53d7",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 20,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 172,
+    "SurfaceTarget2Collapsed": 172,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-06_15-21-49-561.1b603294-1429-40df-a4e7-e1ea845f0c62.Coasters and DragonBurner Cowl 2026_06_06.json b/source/PrintSessions/2026-06-06_15-21-49-561.1b603294-1429-40df-a4e7-e1ea845f0c62.Coasters and DragonBurner Cowl 2026_06_06.json
new file mode 100644
index 0000000000000000000000000000000000000000..5a23357e12aded9b2b860d73c4b2c46faeec7ddd
--- /dev/null
+++ b/source/PrintSessions/2026-06-06_15-21-49-561.1b603294-1429-40df-a4e7-e1ea845f0c62.Coasters and DragonBurner Cowl 2026_06_06.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "1b603294-1429-40df-a4e7-e1ea845f0c62",
+  "Result": 1,
+  "StartTime": "2026-06-06T15:21:49.5610364+00:00",
+  "CompleteTime": "2026-06-07T06:07:44.8988115+00:00",
+  "Duration": "14:45:55.3377751",
+  "CoolingDuration": "03:23:32.5248839",
+  "HeatingDuration": "03:36:54.9832090",
+  "ObjectsDuration": "06:55:08.1110244",
+  "CompletedPreview": true,
+  "SinteredVolume": 485764.473670414,
+  "SinteredVolumeMax": 852137.355583418,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 62.5,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 3313384.71159347,
+  "TotalPowderDepth": 84.7976841785706,
+  "FinalPrintDepth": 77,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "04:20:40.8215376",
+  "HalogenDuration": "11:49:35.8223695",
+  "RDistance": 1141.464,
+  "Z1Distance": 1.7503767647559,
+  "Z2Distance": 3.42019999999999,
+  "JobName": "Coasters and DragonBurner Cowl 2026_06_06",
+  "JobId": "14ba29c0-20a0-4c67-ad2a-959f3a8fffbc",
+  "ProfileName": "2026_06_06 20mJ/mm Formlabs PA12 GF",
+  "ProfileId": "eab6ad99-107d-4684-a49c-5f586e9efcaa",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "42ead5a5-ab94-4fd5-a925-5dcb6a1b1e0d",
+    "PrintProfileName": "2026_06_06 20mJ/mm Formlabs PA12 GF",
+    "PrintProfileId": "eab6ad99-107d-4684-a49c-5f586e9efcaa",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      28,
+      18
+    ],
+    "LaserFillEnergyDensity": 15,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-23_21-20-34-077.6b5d2aeb-81e6-4dd9-879d-c7b1a7a74043.SLS4All Dry Test.json b/source/PrintSessions/2026-06-23_21-20-34-077.6b5d2aeb-81e6-4dd9-879d-c7b1a7a74043.SLS4All Dry Test.json
new file mode 100644
index 0000000000000000000000000000000000000000..4fb4151eda31f7e5c285c88d289a5ef39de798ce
--- /dev/null
+++ b/source/PrintSessions/2026-06-23_21-20-34-077.6b5d2aeb-81e6-4dd9-879d-c7b1a7a74043.SLS4All Dry Test.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "6b5d2aeb-81e6-4dd9-879d-c7b1a7a74043",
+  "Result": 1,
+  "StartTime": "2026-06-23T21:20:34.0777627+00:00",
+  "CompleteTime": "2026-06-24T04:36:48.8015132+00:00",
+  "Duration": "07:16:14.7237505",
+  "CoolingDuration": "02:38:12.2232340",
+  "HeatingDuration": "02:46:37.5510295",
+  "ObjectsDuration": "01:51:19.2681047",
+  "CompletedPreview": true,
+  "SinteredVolume": 9180.7666255272,
+  "SinteredVolumeMax": 27997.6067998015,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 30.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1267884.98,
+  "TotalPowderDepth": 32.4483027076829,
+  "FinalPrintDepth": 2,
+  "BedPreparationTemperatureTarget": 178,
+  "BeginLayerTemperatureTarget": 180,
+  "PrintCapTemperatureTarget": 178,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "04:18:30.8176033",
+  "RDistance": 603.235999999997,
+  "Z1Distance": 0.883400000000002,
+  "Z2Distance": 1.7688,
+  "JobName": "SLS4All Dry Test",
+  "JobId": "98bf9775-3f70-4b1a-be90-7d923cd344e9",
+  "ProfileName": "Formlabs PA12 GF (100% Recycled)",
+  "ProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "294b3e8f-c31a-45af-962c-e2a9cb38d249",
+    "PrintProfileName": "Formlabs PA12 GF (100% Recycled)",
+    "PrintProfileId": "25682cd2-e92d-45c9-8121-f5640a59b389",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 180,
+    "BeginLayerTemperatureTargetCollapsed": 180,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 178,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 178,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 178,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      24,
+      16
+    ],
+    "LaserFillEnergyDensity": 14,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 172,
+    "SurfaceTarget2": 176,
+    "SurfaceTarget2Collapsed": 176,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 176,
+    "HeatingTargetPrintBed": 176,
+    "HeatingTargetAnalyse": 176,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": true,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": false,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-24_20-29-19-395.bda45a6d-7a40-4ed5-a8de-acfdc33c3293.D790 and D638 Recycled Powder 2026_06_24.json b/source/PrintSessions/2026-06-24_20-29-19-395.bda45a6d-7a40-4ed5-a8de-acfdc33c3293.D790 and D638 Recycled Powder 2026_06_24.json
new file mode 100644
index 0000000000000000000000000000000000000000..88eb6357ca8dca4f4112eab126428282c4b2a0d7
--- /dev/null
+++ b/source/PrintSessions/2026-06-24_20-29-19-395.bda45a6d-7a40-4ed5-a8de-acfdc33c3293.D790 and D638 Recycled Powder 2026_06_24.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "bda45a6d-7a40-4ed5-a8de-acfdc33c3293",
+  "Result": 1,
+  "StartTime": "2026-06-24T20:29:19.3959019+00:00",
+  "CompleteTime": "2026-06-25T05:33:48.5761896+00:00",
+  "Duration": "09:04:29.1802877",
+  "CoolingDuration": "03:01:09.6867332",
+  "HeatingDuration": "02:48:19.7794446",
+  "ObjectsDuration": "02:24:10.5529928",
+  "CompletedPreview": true,
+  "SinteredVolume": 85958.3353692441,
+  "SinteredVolumeMax": 161876.937733194,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 23.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1608880.63439782,
+  "TotalPowderDepth": 41.1752222551523,
+  "FinalPrintDepth": 37.7,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "01:21:30.8975578",
+  "HalogenDuration": "06:42:45.5386756",
+  "RDistance": 673.98,
+  "Z1Distance": 1.02216816415599,
+  "Z2Distance": 2.0117,
+  "JobName": "D790 and D638 Recycled Powder 2026_06_24",
+  "JobId": "888c99c1-65b8-412b-9112-407b451c5f07",
+  "ProfileName": "2026_06_09 24mJ/mm Formlabs PA12 GF",
+  "ProfileId": "2a3ba702-dd05-4728-9de0-34e5095682d5",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "17dafc63-15f5-4ea6-b1ac-75014b1c3bdb",
+    "PrintProfileName": "2026_06_09 24mJ/mm Formlabs PA12 GF",
+    "PrintProfileId": "2a3ba702-dd05-4728-9de0-34e5095682d5",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      28,
+      18
+    ],
+    "LaserFillEnergyDensity": 24,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-25_19-43-34-892.387b80d6-0256-4b94-9c54-7a37bb01ff59.D790 and D638 Recycled Powder 2026_06_25.json b/source/PrintSessions/2026-06-25_19-43-34-892.387b80d6-0256-4b94-9c54-7a37bb01ff59.D790 and D638 Recycled Powder 2026_06_25.json
new file mode 100644
index 0000000000000000000000000000000000000000..f32a3decbcdb3e741e628f08b43bd1e222894612
--- /dev/null
+++ b/source/PrintSessions/2026-06-25_19-43-34-892.387b80d6-0256-4b94-9c54-7a37bb01ff59.D790 and D638 Recycled Powder 2026_06_25.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "387b80d6-0256-4b94-9c54-7a37bb01ff59",
+  "Result": 1,
+  "StartTime": "2026-06-25T19:43:34.8923017+00:00",
+  "CompleteTime": "2026-06-26T04:19:37.7660157+00:00",
+  "Duration": "08:36:02.8737140",
+  "CoolingDuration": "03:00:35.2643333",
+  "HeatingDuration": "02:32:27.3587025",
+  "ObjectsDuration": "02:11:15.8396432",
+  "CompletedPreview": true,
+  "SinteredVolume": 67003.478982808,
+  "SinteredVolumeMax": 130848.340505309,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 23.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1592713.10215803,
+  "TotalPowderDepth": 40.7614552428221,
+  "FinalPrintDepth": 37.7,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "01:10:45.9121534",
+  "HalogenDuration": "06:13:53.1827200",
+  "RDistance": 643.387999999999,
+  "Z1Distance": 0.976954350028585,
+  "Z2Distance": 1.9221,
+  "JobName": "D790 and D638 Recycled Powder 2026_06_25",
+  "JobId": "d9a50472-9973-4d2a-b8f2-9b6fc35c6362",
+  "ProfileName": "2026_06_25 28mJ/mm Formlabs PA12 GF",
+  "ProfileId": "60999faa-b7df-4aa0-b087-1780100c3a80",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "2492dc37-7826-4423-ad55-751e037dac2d",
+    "PrintProfileName": "2026_06_25 28mJ/mm Formlabs PA12 GF",
+    "PrintProfileId": "60999faa-b7df-4aa0-b087-1780100c3a80",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      28,
+      18
+    ],
+    "LaserFillEnergyDensity": 28,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 8,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-27_13-07-57-769.f21cb2ea-c406-4662-b142-9abcff73c6ba.Hex Coasters and Nameplates and Benchies 2026_06_27.json b/source/PrintSessions/2026-06-27_13-07-57-769.f21cb2ea-c406-4662-b142-9abcff73c6ba.Hex Coasters and Nameplates and Benchies 2026_06_27.json
new file mode 100644
index 0000000000000000000000000000000000000000..389316fa8a2c278189b4c9f52a8a3192fe46107e
--- /dev/null
+++ b/source/PrintSessions/2026-06-27_13-07-57-769.f21cb2ea-c406-4662-b142-9abcff73c6ba.Hex Coasters and Nameplates and Benchies 2026_06_27.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "f21cb2ea-c406-4662-b142-9abcff73c6ba",
+  "Result": 2,
+  "StartTime": "2026-06-27T13:07:57.7698688+00:00",
+  "CompleteTime": "2026-06-27T17:33:49.9200502+00:00",
+  "Duration": "04:25:52.1501814",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "03:35:33.6732874",
+  "ObjectsDuration": "00:04:30.4689351",
+  "CompletedPreview": true,
+  "SinteredVolume": 841016.988794989,
+  "SinteredVolumeMax": 1440164.98290176,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 95.1,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 4735346.79424881,
+  "TotalPowderDepth": 121.189199832339,
+  "FinalPrintDepth": 14,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:01:39.0008409",
+  "HalogenDuration": "04:22:18.5265139",
+  "RDistance": 536.316000000002,
+  "Z1Distance": 0.797689527357292,
+  "Z2Distance": 1.58479999999999,
+  "JobName": "Hex Coasters and Nameplates and Benchies 2026_06_27",
+  "JobId": "1db81092-362a-45c0-9222-2e29074eb07b",
+  "ProfileName": "2026_06_27 28mJ/mm (Higher Temp) Formlabs PA12 GF",
+  "ProfileId": "41df0e06-7bcf-433a-a065-acc01f49646a",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "6708cad8-cdf9-459d-93df-e29b54d859c9",
+    "PrintProfileName": "2026_06_27 28mJ/mm (Higher Temp) Formlabs PA12 GF",
+    "PrintProfileId": "41df0e06-7bcf-433a-a065-acc01f49646a",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      28,
+      20
+    ],
+    "LaserFillEnergyDensity": 28,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 175,
+    "SurfaceTarget2Collapsed": 175,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 173,
+    "HeatingTargetPrintBed": 173,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-27_17-50-42-049.77352496-12a7-479f-ad33-c9a65558f92c.Hex Coasters and Nameplates and Benchies 2026_06_27.json b/source/PrintSessions/2026-06-27_17-50-42-049.77352496-12a7-479f-ad33-c9a65558f92c.Hex Coasters and Nameplates and Benchies 2026_06_27.json
new file mode 100644
index 0000000000000000000000000000000000000000..5448b1814342b5b52f30b9c63ccd20b7293da63f
--- /dev/null
+++ b/source/PrintSessions/2026-06-27_17-50-42-049.77352496-12a7-479f-ad33-c9a65558f92c.Hex Coasters and Nameplates and Benchies 2026_06_27.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "77352496-12a7-479f-ad33-c9a65558f92c",
+  "Result": 2,
+  "StartTime": "2026-06-27T17:50:42.0492095+00:00",
+  "CompleteTime": "2026-06-27T17:53:19.4158025+00:00",
+  "Duration": "00:02:37.3665930",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:02:25.7543590",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 841016.988794989,
+  "SinteredVolumeMax": 1440164.98290176,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 95.1,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 4735346.79424881,
+  "TotalPowderDepth": 121.189199832339,
+  "FinalPrintDepth": 14,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:02:29.6211527",
+  "RDistance": 4.77999999999884,
+  "Z1Distance": 0.007000000000005,
+  "Z2Distance": 0.01400000000001,
+  "JobName": "Hex Coasters and Nameplates and Benchies 2026_06_27",
+  "JobId": "1db81092-362a-45c0-9222-2e29074eb07b",
+  "ProfileName": "2026_06_27 28mJ/mm (Higher Temp) Formlabs PA12 GF",
+  "ProfileId": "41df0e06-7bcf-433a-a065-acc01f49646a",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "7b6ea59b-2baa-4fba-aced-e307f2e6de4c",
+    "PrintProfileName": "2026_06_27 28mJ/mm (Higher Temp) Formlabs PA12 GF",
+    "PrintProfileId": "41df0e06-7bcf-433a-a065-acc01f49646a",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      28,
+      20
+    ],
+    "LaserFillEnergyDensity": 28,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 175,
+    "SurfaceTarget2Collapsed": 175,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 173,
+    "HeatingTargetPrintBed": 173,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-27_17-58-57-948.8a86eac0-9032-414a-a211-c2aceb7d08eb.Hex Coasters and Nameplates and Benchies 2026_06_27.json b/source/PrintSessions/2026-06-27_17-58-57-948.8a86eac0-9032-414a-a211-c2aceb7d08eb.Hex Coasters and Nameplates and Benchies 2026_06_27.json
new file mode 100644
index 0000000000000000000000000000000000000000..846bee28565d6426f42c283dca25ac6429f0990f
--- /dev/null
+++ b/source/PrintSessions/2026-06-27_17-58-57-948.8a86eac0-9032-414a-a211-c2aceb7d08eb.Hex Coasters and Nameplates and Benchies 2026_06_27.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "8a86eac0-9032-414a-a211-c2aceb7d08eb",
+  "Result": 2,
+  "StartTime": "2026-06-27T17:58:57.9480113+00:00",
+  "CompleteTime": "2026-06-27T18:29:29.9248526+00:00",
+  "Duration": "00:30:31.9768413",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:30:16.8469486",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 560462.331565918,
+  "SinteredVolumeMax": 957409.608643689,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 66.1,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 3491428.73608276,
+  "TotalPowderDepth": 89.3542697467053,
+  "FinalPrintDepth": 14,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:30:19.7242216",
+  "RDistance": 57.362000000001,
+  "Z1Distance": 0.0840000000000032,
+  "Z2Distance": 0.167999999999992,
+  "JobName": "Hex Coasters and Nameplates and Benchies 2026_06_27",
+  "JobId": "1db81092-362a-45c0-9222-2e29074eb07b",
+  "ProfileName": "2026_06_27 28mJ/mm (Higher Temp and Skip Preheating) Formlabs PA12 GF",
+  "ProfileId": "19c9dc41-cde7-4aa8-9203-5eced056967f",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "f8ace1b6-dd14-42e4-a122-5faa7dddeff6",
+    "PrintProfileName": "2026_06_27 28mJ/mm (Higher Temp and Skip Preheating) Formlabs PA12 GF",
+    "PrintProfileId": "19c9dc41-cde7-4aa8-9203-5eced056967f",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      28,
+      20
+    ],
+    "LaserFillEnergyDensity": 28,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 175,
+    "SurfaceTarget2Collapsed": 175,
+    "SurfaceTarget2Time": "00:00:01",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 173,
+    "HeatingTargetPrintBed": 173,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "00:00:01",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-27_19-38-32-920.85053af7-dee6-41b8-9768-d9a26695f7e1.D790 and D638 and other objects 2026_06_27.json b/source/PrintSessions/2026-06-27_19-38-32-920.85053af7-dee6-41b8-9768-d9a26695f7e1.D790 and D638 and other objects 2026_06_27.json
new file mode 100644
index 0000000000000000000000000000000000000000..bbd73ce5ded6fb13022cc1090f4314af70c7cfae
--- /dev/null
+++ b/source/PrintSessions/2026-06-27_19-38-32-920.85053af7-dee6-41b8-9768-d9a26695f7e1.D790 and D638 and other objects 2026_06_27.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "85053af7-dee6-41b8-9768-d9a26695f7e1",
+  "Result": 1,
+  "StartTime": "2026-06-27T19:38:32.920208+00:00",
+  "CompleteTime": "2026-06-28T07:39:03.5584423+00:00",
+  "Duration": "12:00:30.6382343",
+  "CoolingDuration": "03:12:16.9826088",
+  "HeatingDuration": "02:14:39.1757887",
+  "ObjectsDuration": "05:45:11.0928640",
+  "CompletedPreview": true,
+  "SinteredVolume": 237355.872521616,
+  "SinteredVolumeMax": 472875.353885461,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 56.6,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 2913871.83755085,
+  "TotalPowderDepth": 74.5731647016135,
+  "FinalPrintDepth": 85.1,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 177,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "03:05:13.8649579",
+  "HalogenDuration": "09:20:42.7324523",
+  "RDistance": 929.232,
+  "Z1Distance": 1.42937252697045,
+  "Z2Distance": 2.79270000000001,
+  "JobName": "D790 and D638 and other objects 2026_06_27",
+  "JobId": "26962ac6-d708-4c1d-93ec-9f56a47bb95f",
+  "ProfileName": "2026_06_27 32mJ/mm (Higher Temp) Formlabs PA12 GF",
+  "ProfileId": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "79113251-bd7f-417c-9dcb-121869f77445",
+    "PrintProfileName": "2026_06_27 32mJ/mm (Higher Temp) Formlabs PA12 GF",
+    "PrintProfileId": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      32,
+      20
+    ],
+    "LaserFillEnergyDensity": 32,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 175,
+    "SurfaceTarget2Collapsed": 175,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 173,
+    "HeatingTargetPrintBed": 173,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-28_12-49-57-675.13492c56-8d6e-4d6b-aa45-ae155d04bdf9.Hex Coasters and Nameplates and Benchies 2026_06_28.json b/source/PrintSessions/2026-06-28_12-49-57-675.13492c56-8d6e-4d6b-aa45-ae155d04bdf9.Hex Coasters and Nameplates and Benchies 2026_06_28.json
new file mode 100644
index 0000000000000000000000000000000000000000..368fa6630da2dbecf2a2e02d911808588b3f63c5
--- /dev/null
+++ b/source/PrintSessions/2026-06-28_12-49-57-675.13492c56-8d6e-4d6b-aa45-ae155d04bdf9.Hex Coasters and Nameplates and Benchies 2026_06_28.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "13492c56-8d6e-4d6b-aa45-ae155d04bdf9",
+  "Result": 1,
+  "StartTime": "2026-06-28T12:49:57.6758428+00:00",
+  "CompleteTime": "2026-06-29T09:16:31.515924+00:00",
+  "Duration": "20:26:33.8400812",
+  "CoolingDuration": "04:23:14.7537750",
+  "HeatingDuration": "03:27:40.5533401",
+  "ObjectsDuration": "11:48:02.9633541",
+  "CompletedPreview": true,
+  "SinteredVolume": 560462.331565918,
+  "SinteredVolumeMax": 957409.608643689,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 66.1,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 3491428.73608276,
+  "TotalPowderDepth": 89.3542697467053,
+  "FinalPrintDepth": 80.6,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 174,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "09:15:21.3505891",
+  "HalogenDuration": "15:42:46.4637054",
+  "RDistance": 1158.672,
+  "Z1Distance": 1.78015421156591,
+  "Z2Distance": 3.47420000000001,
+  "JobName": "Hex Coasters and Nameplates and Benchies 2026_06_28",
+  "JobId": "a5981272-4877-43da-b046-c5b7ebd22c5d",
+  "ProfileName": "2026_06_27 32mJ/mm (Higher Temp) Formlabs PA12 GF",
+  "ProfileId": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "902b680b-b0c5-4b17-a30a-4047e995782c",
+    "PrintProfileName": "2026_06_27 32mJ/mm (Higher Temp) Formlabs PA12 GF",
+    "PrintProfileId": "2be9f3cd-d2af-49a9-9c40-2c9c778e593e",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      32,
+      20
+    ],
+    "LaserFillEnergyDensity": 32,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 178,
+    "SurfaceTarget2Collapsed": 178,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 173,
+    "HeatingTargetPrintBed": 173,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-29_16-52-50-413.a57818ef-256f-48ea-9ef1-f245f8878caa.D790 and D638 Debug Run 2026_06_29.json b/source/PrintSessions/2026-06-29_16-52-50-413.a57818ef-256f-48ea-9ef1-f245f8878caa.D790 and D638 Debug Run 2026_06_29.json
new file mode 100644
index 0000000000000000000000000000000000000000..de1e313cd825136e3eb5d1cec12bfce9481209ef
--- /dev/null
+++ b/source/PrintSessions/2026-06-29_16-52-50-413.a57818ef-256f-48ea-9ef1-f245f8878caa.D790 and D638 Debug Run 2026_06_29.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "a57818ef-256f-48ea-9ef1-f245f8878caa",
+  "Result": 2,
+  "StartTime": "2026-06-29T16:52:50.4132501+00:00",
+  "CompleteTime": "2026-06-29T16:54:09.2213885+00:00",
+  "Duration": "00:01:18.8081384",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:01:16.0312369",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 67003.478982808,
+  "SinteredVolumeMax": 130848.340505309,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 23.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1028345.68,
+  "TotalPowderDepth": 26.3179014178226,
+  "FinalPrintDepth": 0,
+  "BedPreparationTemperatureTarget": 40,
+  "BeginLayerTemperatureTarget": 40,
+  "PrintCapTemperatureTarget": 40,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:32.9999001",
+  "RDistance": 2.86800000000221,
+  "Z1Distance": 0.00420000000000442,
+  "Z2Distance": 0.00839999999999464,
+  "JobName": "D790 and D638 Debug Run 2026_06_29",
+  "JobId": "1931a639-1a7e-4fa4-9c07-39fd695ce03a",
+  "ProfileName": "2026_06_29 Cold Dry Run Debug",
+  "ProfileId": "4dd4f13d-a089-4e1f-9654-64450de0d6fc",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "659c6f00-f0b0-4e67-aaa1-1863bfbd3772",
+    "PrintProfileName": "2026_06_29 Cold Dry Run Debug",
+    "PrintProfileId": "4dd4f13d-a089-4e1f-9654-64450de0d6fc",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 40,
+    "BeginLayerTemperatureTargetCollapsed": 40,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 40,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 40,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 40,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      32,
+      20
+    ],
+    "LaserFillEnergyDensity": 32,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 40,
+    "CoolingThreshold2": 40,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "00:00:01",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 40,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 178,
+    "SurfaceTarget2Collapsed": 178,
+    "SurfaceTarget2Time": "00:00:01",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 40,
+    "HeatingTargetPrint": 40,
+    "HeatingTargetPrintBed": 40,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "00:00:01",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": true,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": false,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 40,
+    "AutoTuningMaxTemperature": 50,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-29_16-57-01-755.eb01760d-00d1-4fa3-8a89-4d3c532d6db7.D790 and D638 Debug Run 2026_06_29.json b/source/PrintSessions/2026-06-29_16-57-01-755.eb01760d-00d1-4fa3-8a89-4d3c532d6db7.D790 and D638 Debug Run 2026_06_29.json
new file mode 100644
index 0000000000000000000000000000000000000000..94460ed280065865813ea3c2d71df56de98c5236
--- /dev/null
+++ b/source/PrintSessions/2026-06-29_16-57-01-755.eb01760d-00d1-4fa3-8a89-4d3c532d6db7.D790 and D638 Debug Run 2026_06_29.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "eb01760d-00d1-4fa3-8a89-4d3c532d6db7",
+  "Result": 2,
+  "StartTime": "2026-06-29T16:57:01.7552288+00:00",
+  "CompleteTime": "2026-06-29T17:10:54.4279199+00:00",
+  "Duration": "00:13:52.6726911",
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:13:50.6656221",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 67003.478982808,
+  "SinteredVolumeMax": 130848.340505309,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 0,
+  "PrintCapThickness": 0,
+  "JobChamberDepth": 23.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1028345.68,
+  "TotalPowderDepth": 26.3179014178226,
+  "FinalPrintDepth": 0,
+  "BedPreparationTemperatureTarget": 40,
+  "BeginLayerTemperatureTarget": 40,
+  "PrintCapTemperatureTarget": 40,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:10:56.3689415",
+  "RDistance": 26.768,
+  "Z1Distance": 0.0391999999999939,
+  "Z2Distance": 0.078400000000002,
+  "JobName": "D790 and D638 Debug Run 2026_06_29",
+  "JobId": "1931a639-1a7e-4fa4-9c07-39fd695ce03a",
+  "ProfileName": "2026_06_29 Cold Dry Run Debug",
+  "ProfileId": "4dd4f13d-a089-4e1f-9654-64450de0d6fc",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "c64bc3f3-b512-45c7-9989-15c4a74bcdf8",
+    "PrintProfileName": "2026_06_29 Cold Dry Run Debug",
+    "PrintProfileId": "4dd4f13d-a089-4e1f-9654-64450de0d6fc",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 40,
+    "BeginLayerTemperatureTargetCollapsed": 40,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 40,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 40,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 40,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 0,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 0,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      32,
+      20
+    ],
+    "LaserFillEnergyDensity": 32,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 40,
+    "CoolingThreshold2": 40,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "00:00:01",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 40,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 178,
+    "SurfaceTarget2Collapsed": 178,
+    "SurfaceTarget2Time": "00:00:01",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 40,
+    "HeatingTargetPrint": 40,
+    "HeatingTargetPrintBed": 40,
+    "HeatingTargetAnalyse": 173,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "00:00:01",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": true,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": false,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 40,
+    "AutoTuningMaxTemperature": 50,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-06-29_17-24-33-277.74afcb28-891d-480d-998b-9b71f5585970.D790 and D638 and Nameplate 2026_06_29.json b/source/PrintSessions/2026-06-29_17-24-33-277.74afcb28-891d-480d-998b-9b71f5585970.D790 and D638 and Nameplate 2026_06_29.json
new file mode 100644
index 0000000000000000000000000000000000000000..e0983d0a8a157c22fd8103ed7279fd387560ea4e
--- /dev/null
+++ b/source/PrintSessions/2026-06-29_17-24-33-277.74afcb28-891d-480d-998b-9b71f5585970.D790 and D638 and Nameplate 2026_06_29.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "74afcb28-891d-480d-998b-9b71f5585970",
+  "Result": 1,
+  "StartTime": "2026-06-29T17:24:33.2773605+00:00",
+  "CompleteTime": "2026-06-30T03:53:26.200346+00:00",
+  "Duration": "10:28:52.9229855",
+  "CoolingDuration": "03:05:49.7950639",
+  "HeatingDuration": "02:34:00.0341785",
+  "ObjectsDuration": "03:57:30.7357534",
+  "CompletedPreview": true,
+  "SinteredVolume": 110631.16344101,
+  "SinteredVolumeMax": 161921.403113405,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 32.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1916882.9032012,
+  "TotalPowderDepth": 49.0577597174898,
+  "FinalPrintDepth": 46.7,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "02:34:25.8566228",
+  "HalogenDuration": "07:51:52.1697038",
+  "RDistance": 733.252,
+  "Z1Distance": 1.11685066758345,
+  "Z2Distance": 2.1943,
+  "JobName": "D790 and D638 and Nameplate 2026_06_29",
+  "JobId": "873a8965-6dc2-42c8-a187-24dd4b281ea1",
+  "ProfileName": "2026_06_29 36mJ/mm Formlabs PA12 GF",
+  "ProfileId": "235f62c5-4967-41a9-8668-63a37752745d",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "14cb56db-39c1-439c-a114-79e999f41ef4",
+    "PrintProfileName": "2026_06_29 36mJ/mm Formlabs PA12 GF",
+    "PrintProfileId": "235f62c5-4967-41a9-8668-63a37752745d",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      36,
+      24
+    ],
+    "LaserFillEnergyDensity": 36,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-07-01_20-01-58-048.83b8b77d-124d-4ad4-9853-9bc2b7b22c73.D790 and D638 and D256 and Benchy 2026_07_01.json b/source/PrintSessions/2026-07-01_20-01-58-048.83b8b77d-124d-4ad4-9853-9bc2b7b22c73.D790 and D638 and D256 and Benchy 2026_07_01.json
new file mode 100644
index 0000000000000000000000000000000000000000..74f3133d914ab03a42e42629611456dfa841ba03
--- /dev/null
+++ b/source/PrintSessions/2026-07-01_20-01-58-048.83b8b77d-124d-4ad4-9853-9bc2b7b22c73.D790 and D638 and D256 and Benchy 2026_07_01.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "83b8b77d-124d-4ad4-9853-9bc2b7b22c73",
+  "Result": 0,
+  "StartTime": "2026-07-01T20:01:58.048761+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 283657.76082586,
+  "SinteredVolumeMax": 451829.339302352,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 1500,
+  "JobChamberDepth": 48.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 2615458.59626807,
+  "TotalPowderDepth": 66.9360340960246,
+  "FinalPrintDepth": 53.2915259429091,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "D790 and D638 and D256 and Benchy 2026_07_01",
+  "JobId": "ca32e5c2-349b-41d4-8ebe-5e82cf303f1e",
+  "ProfileName": "2026_07_01 40mJ/mm Formlabs PA12 GF",
+  "ProfileId": "4a5a88d8-9fc1-452d-8157-f65a719f8746",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "1aa2652f-d205-4614-b6d8-adb429a62ca0",
+    "PrintProfileName": "2026_07_01 40mJ/mm Formlabs PA12 GF",
+    "PrintProfileId": "4a5a88d8-9fc1-452d-8157-f65a719f8746",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 1500,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      40,
+      28
+    ],
+    "LaserFillEnergyDensity": 40,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-07-09_21-06-35-175.2e137841-2757-4708-a6f8-70e950ddb4eb.Nameplates 2026_07_09.json b/source/PrintSessions/2026-07-09_21-06-35-175.2e137841-2757-4708-a6f8-70e950ddb4eb.Nameplates 2026_07_09.json
new file mode 100644
index 0000000000000000000000000000000000000000..c9d5eb310c94b4fe37f1f6ef594097adce6865b9
--- /dev/null
+++ b/source/PrintSessions/2026-07-09_21-06-35-175.2e137841-2757-4708-a6f8-70e950ddb4eb.Nameplates 2026_07_09.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "2e137841-2757-4708-a6f8-70e950ddb4eb",
+  "Result": 1,
+  "StartTime": "2026-07-09T21:06:35.1757478+00:00",
+  "CompleteTime": "2026-07-10T06:42:03.0844897+00:00",
+  "Duration": "09:35:27.9087419",
+  "CoolingDuration": "03:01:51.0953241",
+  "HeatingDuration": "02:51:54.8823164",
+  "ObjectsDuration": "02:39:45.7597790",
+  "CompletedPreview": true,
+  "SinteredVolume": 98935.7632407855,
+  "SinteredVolumeMax": 155155.47028083,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 5000,
+  "JobChamberDepth": 21,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1649864.2660937,
+  "TotalPowderDepth": 42.2240944385959,
+  "FinalPrintDepth": 39,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "01:42:34.8798406",
+  "HalogenDuration": "07:18:12.1308500",
+  "RDistance": 699.791999999998,
+  "Z1Distance": 1.0616355570418,
+  "Z2Distance": 2.0886,
+  "JobName": "Nameplates 2026_07_09",
+  "JobId": "4496276d-3e27-43d4-b9d1-83ddd7087eb5",
+  "ProfileName": "2026_07_09 40mJ/mm Extended Cap Formlabs PA12 GF",
+  "ProfileId": "165d76eb-2b36-47d6-8985-ec0e9a51d57a",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "f5014ed8-a1c2-475b-9bbb-73e1ad32019c",
+    "PrintProfileName": "2026_07_09 40mJ/mm Extended Cap Formlabs PA12 GF",
+    "PrintProfileId": "165d76eb-2b36-47d6-8985-ec0e9a51d57a",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 5000,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      40,
+      28
+    ],
+    "LaserFillEnergyDensity": 40,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-07-10_21-24-52-699.a823ed90-e27a-4029-83b5-f4688b1d0b37.D790 and D638 and Nameplate 2026_07_10.json b/source/PrintSessions/2026-07-10_21-24-52-699.a823ed90-e27a-4029-83b5-f4688b1d0b37.D790 and D638 and Nameplate 2026_07_10.json
new file mode 100644
index 0000000000000000000000000000000000000000..604a32a1b551210dd5665cdbaf16bbcb6718b7a1
--- /dev/null
+++ b/source/PrintSessions/2026-07-10_21-24-52-699.a823ed90-e27a-4029-83b5-f4688b1d0b37.D790 and D638 and Nameplate 2026_07_10.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "a823ed90-e27a-4029-83b5-f4688b1d0b37",
+  "Result": 1,
+  "StartTime": "2026-07-10T21:24:52.6999098+00:00",
+  "CompleteTime": "2026-07-11T07:54:39.0599961+00:00",
+  "Duration": "10:29:46.3600863",
+  "CoolingDuration": "03:06:17.9051670",
+  "HeatingDuration": "02:52:55.5720733",
+  "ObjectsDuration": "03:27:28.6724639",
+  "CompletedPreview": true,
+  "SinteredVolume": 91639.9488105885,
+  "SinteredVolumeMax": 161315.209718527,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 5000,
+  "JobChamberDepth": 32.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 2036336.69453755,
+  "TotalPowderDepth": 52.114876760443,
+  "FinalPrintDepth": 50.2,
+  "BedPreparationTemperatureTarget": 174,
+  "BeginLayerTemperatureTarget": 176,
+  "PrintCapTemperatureTarget": 174,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "02:02:10.8191130",
+  "HalogenDuration": "08:00:04.9292113",
+  "RDistance": 802.084000000002,
+  "Z1Distance": 1.22070778487967,
+  "Z2Distance": 2.3994,
+  "JobName": "D790 and D638 and Nameplate 2026_07_10",
+  "JobId": "85d38344-23d1-4e07-8bc0-eb5c626263b0",
+  "ProfileName": "2026_07_10 32mJ/mm Extended Cap Formlabs PA12 GF",
+  "ProfileId": "b7ef6a68-590d-4f2d-a497-d559fd3ea151",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "36f988ab-db8e-4cdd-a3f2-9b6b60bc86b9",
+    "PrintProfileName": "2026_07_10 32mJ/mm Extended Cap Formlabs PA12 GF",
+    "PrintProfileId": "b7ef6a68-590d-4f2d-a497-d559fd3ea151",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 50,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 5000,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      32,
+      20
+    ],
+    "LaserFillEnergyDensity": 32,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-07-11_13-24-37-914.20242dc3-221d-4cac-8c3c-976dec8a28eb.D790 and D638 and Other 2026_07_11.json b/source/PrintSessions/2026-07-11_13-24-37-914.20242dc3-221d-4cac-8c3c-976dec8a28eb.D790 and D638 and Other 2026_07_11.json
new file mode 100644
index 0000000000000000000000000000000000000000..4980410f417a86c3e6355cf87543ddc3370b93ad
--- /dev/null
+++ b/source/PrintSessions/2026-07-11_13-24-37-914.20242dc3-221d-4cac-8c3c-976dec8a28eb.D790 and D638 and Other 2026_07_11.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "20242dc3-221d-4cac-8c3c-976dec8a28eb",
+  "Result": 0,
+  "StartTime": "2026-07-11T13:24:37.9149018+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 361578.369169658,
+  "SinteredVolumeMax": 850891.48312064,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 5000,
+  "JobChamberDepth": 126,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 5605468.84646812,
+  "TotalPowderDepth": 143.457768502537,
+  "FinalPrintDepth": 114.214764814081,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": true,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "D790 and D638 and Other 2026_07_11",
+  "JobId": "114184aa-d3d3-4a5b-9661-68b6464a8f29",
+  "ProfileName": "2026_07_11 40mJ/mm 25% Overlap Formlabs PA12 GF",
+  "ProfileId": "86cf7346-e10f-40a7-8c66-5a97d84d4b47",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "dad63408-db8f-4e80-b7a9-df514039edba",
+    "PrintProfileName": "2026_07_11 40mJ/mm 25% Overlap Formlabs PA12 GF",
+    "PrintProfileId": "86cf7346-e10f-40a7-8c66-5a97d84d4b47",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 5000,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      40,
+      28
+    ],
+    "LaserFillEnergyDensity": 40,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file
diff --git a/source/PrintSessions/2026-07-12_15-14-22-529.94291c71-23d1-4883-b2a8-fa854c5fd293.D638 and Bucky 2026_07_12.json b/source/PrintSessions/2026-07-12_15-14-22-529.94291c71-23d1-4883-b2a8-fa854c5fd293.D638 and Bucky 2026_07_12.json
new file mode 100644
index 0000000000000000000000000000000000000000..058278f067182825b80bdaac7b36e3f0487085cf
--- /dev/null
+++ b/source/PrintSessions/2026-07-12_15-14-22-529.94291c71-23d1-4883-b2a8-fa854c5fd293.D638 and Bucky 2026_07_12.json	
@@ -0,0 +1,159 @@
+{
+  "Id": "94291c71-23d1-4883-b2a8-fa854c5fd293",
+  "Result": 0,
+  "StartTime": "2026-07-12T15:14:22.5298502+00:00",
+  "CompleteTime": null,
+  "Duration": null,
+  "CoolingDuration": "00:00:00",
+  "HeatingDuration": "00:00:00",
+  "ObjectsDuration": "00:00:00",
+  "CompletedPreview": true,
+  "SinteredVolume": 80926.5172166902,
+  "SinteredVolumeMax": 128445.413601307,
+  "LayerThickness": 100,
+  "BedPreparationThickness": 13000,
+  "PrintCapThickness": 5000,
+  "JobChamberDepth": 23.2,
+  "ProfileSinteredVolumeFactor": 1.9,
+  "TotalPowderVolume": 1711230.70077121,
+  "TotalPowderDepth": 43.7946128057329,
+  "FinalPrintDepth": 34.8673442640514,
+  "BedPreparationTemperatureTarget": null,
+  "BeginLayerTemperatureTarget": null,
+  "PrintCapTemperatureTarget": null,
+  "PrintChamberArea": 31109,
+  "PowderChamberArea": 39074,
+  "HasEjected": false,
+  "LaserDuration": "00:00:00",
+  "HalogenDuration": "00:00:00",
+  "RDistance": 0,
+  "Z1Distance": 0,
+  "Z2Distance": 0,
+  "JobName": "D638 and Bucky 2026_07_12",
+  "JobId": "2174e3e1-ace4-4dcf-b272-c5d513abb53b",
+  "ProfileName": "2026_07_11 40mJ/mm 25% Overlap Formlabs PA12 GF",
+  "ProfileId": "86cf7346-e10f-40a7-8c66-5a97d84d4b47",
+  "ExceptionString": null,
+  "PrintSetup": {
+    "Id": "58feeacb-6a2e-4946-8874-d25b432441ed",
+    "PrintProfileName": "2026_07_11 40mJ/mm 25% Overlap Formlabs PA12 GF",
+    "PrintProfileId": "86cf7346-e10f-40a7-8c66-5a97d84d4b47",
+    "LaserOffSpeedA": null,
+    "SoftHeaterFilename": "/surface/analysis_2025-10-21_00-57-47.s4a-sha",
+    "ConfigurationName": "Material-Custom1",
+    "LayerStart": 0,
+    "LayerCount": null,
+    "IsBeginEndLayerEnabled": true,
+    "PrintableWidth": 150,
+    "PrintableHeight": 150,
+    "PrintableDepth": 200,
+    "LaserOnPercent": 100,
+    "HotspotOverlapPercent": 25,
+    "OutlineCount": 2,
+    "FillOutlineSkipCount": 1,
+    "IsFillEnabled": true,
+    "XProjectionPercent": 100,
+    "YProjectionPercent": 100,
+    "LayerThickness": 100,
+    "BeginLayerTemperatureTarget": 176,
+    "BeginLayerTemperatureTargetCollapsed": 176,
+    "LayerExtendDelay": "00:00:00",
+    "BeginLayerTemperatureDelay": "00:00:03",
+    "BedPreparationTemperatureTarget": 174,
+    "BedPreparationTemperatureIncrease": true,
+    "BedPreparationTemperatureIncreaseFromPercent": 10,
+    "BedPreparationTemperatureIncreaseToPercent": 60,
+    "BedPreparationTemperatureTargetCollapsed": 174,
+    "BedPreparationTemperatureDelay": "00:00:03",
+    "PrintCapTemperatureTarget": 174,
+    "PrintCapTemperatureDelay": "00:00:03",
+    "BedPreparationThickness": 13000,
+    "BedPreparationFirstExtraThickLayerCount": 5,
+    "BedPreparationFirstExtraThicknessMultiplier": 2,
+    "PrintCapThickness": 5000,
+    "TotalEnergyDensityPercent": 100,
+    "LaserFirstOutlineEnergyDensity": 0,
+    "LaserOtherOutlineEnergyDensity": 0,
+    "LaserOutlineEnergyDensities": [
+      40,
+      28
+    ],
+    "LaserFillEnergyDensity": 40,
+    "TotalIncreasedEnergyDensityPercent": 0,
+    "LaserWattage": 10000,
+    "SinteredVolumeFactor": 1.9,
+    "HeatingLayerStartTemperature": 40,
+    "HeatingLayerPeriod": "00:00:30",
+    "HeatingLayerEndTemperature": 0,
+    "FillPhase": 0,
+    "IsAutoCoolingEnabled": true,
+    "IsAutoHeatingEnabled": true,
+    "CoolingThreshold1": 165,
+    "CoolingThreshold2": 100,
+    "CoolingRate1": 0.7,
+    "CoolingRate2": 0.7,
+    "CoolingMinimumTime": "02:00:00",
+    "CoolingTimePercent": 35,
+    "CoolingTarget": 60,
+    "CoolingHeatHold": false,
+    "SurfaceTarget": 168,
+    "SurfaceTarget2": 173,
+    "SurfaceTarget2Collapsed": 173,
+    "SurfaceTarget2Time": "00:45:00",
+    "HeatingThreshold": 20,
+    "HeatingRate": 10,
+    "SurfaceHeatingRate": 8,
+    "HeatingTargetPowder": 145,
+    "HeatingTargetPrint": 172,
+    "HeatingTargetPrintBed": 172,
+    "HeatingTargetAnalyse": 172,
+    "HeatingTargetPrintBed2": 0,
+    "HeatingTargetPrintBed2Thickness1": 0,
+    "HeatingTargetPrintBed2Thickness2": 0,
+    "HeatingMinimumTime": "01:10:00",
+    "OutlinePowerPrecision": 3,
+    "OutlinePowerIncrease": 3,
+    "IsThinObject": false,
+    "DryPrintEnabled": false,
+    "LaserOutlineSpeedXY": 0,
+    "LaserFillSpeedXY": 0,
+    "DisableLayerAdditiveMovement": false,
+    "NoGradualHeating": false,
+    "NeedsLaser": true,
+    "PowderTuningDepth": 0,
+    "PowderTuningGridDim": 0,
+    "PowderTuningGridMargin": 0,
+    "AutoTuningEnabled": false,
+    "AutoTuningExpectedDetectionTemperature": 182,
+    "AutoTuningMaxTemperature": 200,
+    "AutoTuningThresholdPercent": 2,
+    "AutoTuningTemperatureOffset": 9.5,
+    "AutoTuningLayerThicknessMultiplier": 2,
+    "AutoTuningTemperatureStep": 1,
+    "RecoaterPowderSpeedPercent": 100,
+    "RecoaterPrintSpeedPercent": 100,
+    "RecoaterShakePercent": 0,
+    "RecoaterPasses": 1,
+    "RecoaterMaxDistance": 0,
+    "CustomSinteredVolumePercent": 0,
+    "PowderVolumePercent": 110,
+    "ZMove": 700,
+    "HotspotXScalePercent": 100,
+    "HotspotYScalePercent": 100,
+    "HotspotScale": {},
+    "HalogenMaxPercent": 100
+  },
+  "ApplicationInfo": {
+    "Identity": {
+      "Architecture": "arm64",
+      "Platform": "linux",
+      "VersionString": "1.206.139.2317",
+      "Channel": "stable"
+    },
+    "ArchiveFormat": "zip",
+    "ArchiveUri": "https://compact.sls4all.com/ApplicationUpdate/download/sls4all.compact.1.206.139.2317.linux-arm64.zip?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429",
+    "PublishedAt": "2026-05-15T15:38:23.1283469+00:00",
+    "ArchiveSize": 130434907,
+    "ReleaseNotesUrl": "https://compact.sls4all.com/ApplicationUpdate/releasenotes/sls4all.compact.1.206.139.2317.linux-arm64?DeploymentId=7cfca654-4abe-4606-9678-462e2c5d6429"
+  }
+}
\ No newline at end of file