max funk

UI and back-end integration closed by https://github.com/systemaccounting/mxfactorial/pull/48. Leaving open until after /account/auth is complete.

##### hours worked requirement writing: 0.5

#### hours worked 16.5

replacing the common table expression with a [postgres function](https://github.com/systemaccounting/mxfactorial/blob/a591a65ac4888ec199c2f65a92f2ed8df1736b77/migrations/schema/000008_insert_transaction.up.sql) dropped a 6,537 character query to [2,698 characters](https://github.com/systemaccounting/mxfactorial/pull/361/files#diff-16f7c4b8a715f19d124e4b95855f032e68a5ed159fbeeb81befaf05189cbd6d6)

@dspadea @mplanchard 1. open docker desktop on mac 2. select Settings gear button at top right corner 3. scroll down on General tab 4. select gRPC FUSE or osxfs (Legacy)...

UI closed by https://github.com/systemaccounting/mxfactorial/pull/48. Leaving open until after /account/auth & email notification is complete.

separate issue: sharing relative vs absolute paths is testable behavior but that global [localClient](https://github.com/tailscale/tailscale/blob/42f01afe267acf97f7aa10a900d3d5e4e3816e57/cmd/tailscale/cli/cli.go#L81-L83) struct rules out a simple mock & assert unit test interface anyone? dynamic dispatch in a...

your shell script doesnt start the `main` binary with the emulator and the emulator expects a [bootstrap](https://github.com/aws/aws-lambda-runtime-interface-emulator/blob/71388dd788b7a5519262391ce73fe6548dbaf86e/cmd/aws-lambda-rie/main.go#L66) file so [give](https://github.com/awslabs/aws-lambda-web-adapter/blob/main/examples/gin/app/Dockerfile) one then extensions start in a [sandbox](https://github.com/aws/aws-lambda-runtime-interface-emulator/blob/71388dd788b7a5519262391ce73fe6548dbaf86e/cmd/aws-lambda-rie/main.go#L67-L71)

or just skip the keplerian state space orbits are represented directly as angle-evolving vectors in https://crates.io/crates/geonum this removes the need for keplerian elements, jacobians and hyperdual partials everything from dynamics...

no state space transformation needed the orbital state and its uncertainty can be represented directly in a polar angle-based form, which is: 1. non-singular (no special cases like zero eccentricity...