diff --git a/LICENSE b/LICENSE
deleted file mode 100644
index 8aa2645..0000000
--- a/LICENSE
+++ /dev/null
@@ -1,21 +0,0 @@
-MIT License
-
-Copyright (c) [year] [fullname]
-
-Permission is hereby granted, free of charge, to any person obtaining a copy
-of this software and associated documentation files (the "Software"), to deal
-in the Software without restriction, including without limitation the rights
-to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
-copies of the Software, and to permit persons to whom the Software is
-furnished to do so, subject to the following conditions:
-
-The above copyright notice and this permission notice shall be included in all
-copies or substantial portions of the Software.
-
-THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
-IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
-FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
-AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
-LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
-OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
-SOFTWARE.
diff --git a/README.md b/README.md
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--- a/README.md
+++ /dev/null
@@ -1,128 +0,0 @@
-<p align="center">
-<img src="img/redox-logo.png" alt="Redox logo" width="600"/>
-<img src="img/qmk-badge-dark.png" alt="QMK" width="145"/>
-</p>
-
-<h3 align="center">The Redox project repository</h3>
-
-<div align="center">
-
-[![Status](https://img.shields.io/badge/status-active-success.svg)]()
-[![GitHub Issues](https://img.shields.io/github/issues/mattdibi/redox-keyboard.svg)](https://github.com/mattdibi/redox-keyboard/issues)
-[![GitHub Pull Requests](https://img.shields.io/github/issues-pr/mattdibi/redox-keyboard.svg)](https://github.com/mattdibi/redox-keyboard/pulls)
-[![License](https://img.shields.io/badge/license-MIT-blue.svg)](/LICENSE)
-
-</div>
-
----
-
-The Redox project is an open-source, [QMK (Quantum Mechanical Keyboard Firmware)](https://github.com/qmk/qmk_firmware) powered, ergonomic split mechanical keyboard. This repository will be used to share information about the project and instruction on how to use and assemble the Redox keyboard.
-
-<p align="center">
-<img src="img/redox-1.jpg" alt="Redox" width="600" style="border-radius:3%"/>
-</p>
-
-**Designer's bio**: [Mattia Dal Ben (aka u/TiaMaT102)](mailto:matthewdibi@gmail.com) obtained a master's degree in Electrical Engineering with a specialization in Computer Science at the University of Udine. Currently works as a Software Engineer in R&D department for a big IoT and Embedded Computers company. Mechanical keyboard enthusiast and maker, the Redox keyboard is the result of all of his passions.
-
-## Rationale
-
-The Redox is a keyboard project designed with ergonomics in mind. It uses Cherry MX style mechanical switches laid out in a 7x5 columnar stagger layout with components that can easily be sourced.
-
-The design was heavily inspired by the [Ergodox keyboard](https://www.ergodox.io/), and its main goal is to reduce the size without sacrificing too many keys, hence the name **Re**duced Ergo**dox**.
-
-As an Ergodox user I couldn't ignore the few flaws of the original design and in a moment of arrogance I tried to fix them, thus the Redox features:
-- Easier to reach thumb cluster.
-- Additional easy-to-reach rotated 1.25u thumb key.
-- Reduced size.
-- Reduced costs (the Redox uses Arduino Pro Micro instead of the Teensy 2.0).
-- Either half can be plugged in to the PC since each half can act as the master.
-- Either half can work as a standalone keyboard to be used as a macropad/gaming keyboard.
-- RGB backlighting support.
-- 3D-printer friendly case.
-- Wireless [see section below](#wireless-implementations)
-- [VIA](https://caniusevia.com/) compatible (thanks to [Harshit Goel](https://github.com/harshitgoel96))
-- [ZMK firmware](https://zmk.dev/) compatible (thanks to [toddmok](https://github.com/toddmok))
-
-## Related projects
-
-- [**Redox handwire**](https://www.thingiverse.com/thing:2704567): The first incarnation of the Redox keyboard. It consists of a 3D-printed case and a handwired matrix.
-  - [Tilted Redox case](https://www.thingiverse.com/thing:2767216): tilted case for the Redox prototype by jschloer.
-    - [Tilted redox case pro micro](https://www.printables.com/model/382413-tilted-redox-case-for-micro-and-usbc): Remix of the tilted case to support pro micro and usb c instead of TRRS. 
-
-  - [couscous-kbd](https://gitlab.com/cschalkwijk/couscous-kbd): Redox-inspired parametric OpenSCAD keyboard design.
-  - [Redox tenting kit](https://www.thingiverse.com/make:484843): modified base to support tenting, mini-USB for the interconnect, and a hole for microswitch for reset needed when uploading new firmware by [Lenbok](https://github.com/Lenbok).
-  - [Iris-inspired Redox case](https://github.com/Lenbok/scad-redox-case): a case inspired both by the Redox rev1.0 and the Iris designed with OpenSCAD by [Lenbok](https://github.com/Lenbok).
-  - [Redodactyl keyboard](https://www.reddit.com/r/MechanicalKeyboards/comments/9j5pw5/enter_the_redodactyl_first_build/): handwired 3D printed Dactyl-inspired Redox variant by u/darknao.
-- [**Redox Manuform**](https://www.thingiverse.com/thing:3503380): full rework of the Redox case inspired by the Dactyl Manuform. Designed by [Fosk\_LL](https://www.thingiverse.com/Fosk_LL/about).
-- [**Redox rev1.0**](https://github.com/mattdibi/redox-keyboard/tree/master/redox): the Redox rev 1.0 is the first commercially available version of the Redox keyboard.
-	- Rev1.0 PCBs: available at [Falbatech's store](https://falba.tech/product/redox-pcb-electrical-boards-set-of-2/)
-    - Firmware sources:
-        - [QMK firmware for Redox](https://github.com/mattdibi/qmk_firmware/tree/master/keyboards/redox)
-	- 3D-printable cases:
-        - [3D printable case](https://www.thingiverse.com/thing:2886662), freely available.
-        - [Redox keyboard case (high profile)](https://www.thingiverse.com/thing:3825752), by [Michele Ferri](https://www.thingiverse.com/sako83/about).
-        - [Travel-friendly Redox Keyboard case](https://www.thingiverse.com/thing:3607303), by [Fosk\_LL](https://www.thingiverse.com/Fosk_LL/about).
-        - [Redox Neodox case](https://github.com/Pastitas/Redox-neodox-Case), by [Pastitas](https://github.com/Pastitas)
-        - [Redox big battery](https://github.com/marco-silvestri/redox-big-battery), by [Marco Silvestri](https://github.com/marco-silvestri).
-	- Commercially available cases:
-		- [Falbatech's bamboo cases with tilt kit](https://falba.tech/product/redox-standard-lift-bamboo-wood-case-with-oil-finish/)
-		- [Falbatech's fullhand bamboo cases](https://falba.tech/product/redox-fullhand-bamboo-wood-case-with-oil-finish-ver-2/)
-- [**Redox rev1.0W**](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w): the Redox rev 1.0W is the wireless version of the Redox keyboard.
-    - Rev1.0W PCBs: gerbers available in [this repo](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w/rev1.0W).
-    - Falbatech's Rev1.0W Hot-swap PCBs: available at [Falbatech's store](https://falba.tech/product/redox-wireless-pcb-electrical-boards-set-of-2/) (Incompatible with the 3D-printable cases down below)
-    - Firmware sources:
-        - [QMK firmware for Redox wireless](https://github.com/mattdibi/qmk_firmware/tree/master/keyboards/redox_w)
-        - [Nordic MCUs firmware for Redox wireless](https://github.com/mattdibi/redox-w-firmware)
-	- 3D-printable cases:
-        - [3D printed case](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w/case), freely available.
-        - [Redox Neodox case](https://github.com/Pastitas/Redox-neodox-Case), by [Pastitas](https://github.com/Pastitas)
-    - Commercially available cases (only compatible with the Falbatech's store PCBs):
-        - [Falbatech's bamboo and aliminium cases](https://falba.tech/product/redox-wireless-standard-lift-bamboo-wood-case-with-oil-finish/)
-		- [Falbatech's fullhand bamboo cases](https://falba.tech/product/redox-wireless-standard-lift-bamboo-wood-case-with-oil-finish-ver-1/)
-- [**Redox rev2.0WHS**](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w): the Redox rev 2.0WHS is the wireless hot-swappable version of the Redox keyboard.
-    - Rev2.0WHS PCBs: gerber files available [here](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w/rev2.0WHS/pcb)
-    - Firmware sources:
-        - [QMK firmware for Redox wireless](https://github.com/mattdibi/qmk_firmware/tree/master/keyboards/redox_w)
-        - [Nordic MCUs firmware for Redox wireless](https://github.com/mattdibi/redox-w-firmware)
-	- 3D-printable case:
-        - [3D printed case](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w/rev2.0WHS/case), freely available.
-
-## Wireless implementations
-
-The Redox keyboard uses two different wireless implementations, for simplicity I'll differentiate them on a firmware basis:
- - *QMK based*: Leveraging the [Gazel protocol](https://developer.nordicsemi.com/nRF5_SDK/nRF51_SDK_v5.x.x/doc/5.2.0/html/a00140.html). It needs its own PCB and a receiver dongle (see [Redox Wireless](https://github.com/mattdibi/redox-keyboard/tree/docs/zmk_update/redox-w) for details) and needs three YJ-14015 MCUs + a Pro Micro compatible controller.
- - *ZMK based*: Leveraging the Bluetooth protocol. It is based on the [Redox wired PCB](https://github.com/mattdibi/redox-keyboard/tree/master/redox) and the [nice!nano](https://nicekeyboards.com/nice-nano/) controller.
-
- The main differences for the two implementations are as follows:
- - _Battery life_: QMK Redox Wireless uses two CR2032 coin cell batteries which last [approximately one year (YMMV)](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w#battery-usage), while the nice!nano support LiPo rechargable batteries (you can choose the capacity you want but expect them to last for a [few weeks on a single charge](https://zmk.dev/power-profiler)).
- - _Flexibility_: The receiver dongle limits the flexibility of QMK Redox Wireless.
- - _Cost_: The 3x YJ-14015 + Pro Micro combo is cheaper than the two nice!nano you need for the ZMK Redox.
- - _Range_: The Bluetooth implementation should be more capable than what can be achieved with the QMK Redox Wireless (At this point in time, I lack the evidence to support these claims though).
-
-## Layout
-
-<p align="center">
-<img src="img/redox-layout.png" alt="Redox layout" width="600" style="border-radius:3%"/>
-</p>
-
-### Keycaps
-
-| Size  | Qty |                                     Notes                                    |
-|-------|:---:|:----------------------------------------------------------------------------:|
-| 1.5u  |   6 |                                                                              |
-| 1.25u |  10 | You can get away with 8 if you use two 1u keycaps for the 1.25u rotated keys |
-| 1u    |  54 |                                                                              |
-
-> :information_source: On [pimpmykeyboard.com](https://pimpmykeyboard.com/sa-1976-keyset-two-shot/) site you can find a SA 1976 keyset kit specifically made for the Redox keyboard: the "Ergo Redox kit (12 keys)".
-
-## Affiliations
-
-In partnership with Falbatech you can now use the code "**mattdibi05**" on Falbatech's store for a 5% OFF special discount.
-
-## Donations
-
-If you've read this far and found something useful, please consider donating to help me maintain and further develop this project.
-
-<p align="center">
-<a href="https://www.paypal.me/MattiaDalBen"><img src="img/donate-button.png" alt="Donate button" width=300/></a>
-</p>
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-[
-  {
-    "name": "Redox",
-    "author": "Mattia Dal Ben",
-    "switchMount": "cherry",
-    "plate": false,
-    "pcb": false
-  },
-  [
-    {
-      "x": 3.5,
-      "a": 7
-    },
-    "1u",
-    {
-      "x": 10.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 2.5
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u",
-    {
-      "x": 8.5
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 5.5
-    },
-    "1u",
-    {
-      "x": 6.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 0.25,
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u",
-    {
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 14.5
-    },
-    "1u",
-    {
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u"
-  ],
-  [
-    {
-      "y": -0.625,
-      "x": 6.5,
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 4.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.75,
-      "x": 3.5
-    },
-    "1u",
-    {
-      "x": 10.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 2.5
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u",
-    {
-      "x": 8.5
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 5.5
-    },
-    "1u",
-    {
-      "x": 6.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 0.25,
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u",
-    {
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 14.5
-    },
-    "1u",
-    {
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u"
-  ],
-  [
-    {
-      "y": -0.625,
-      "x": 6.5,
-      "c": "#e38a8a",
-      "h": 1.5
-    },
-    "1.5u",
-    {
-      "x": 4.5,
-      "h": 1.5
-    },
-    "1.5u"
-  ],
-  [
-    {
-      "y": -0.75,
-      "x": 3.5,
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 10.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 2.5
-    },
-    "1u",
-    {
-      "x": 1,
-      "n": true
-    },
-    "1u",
-    {
-      "x": 8.5,
-      "n": true
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 5.5
-    },
-    "1u",
-    {
-      "x": 6.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 0.25,
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u",
-    {
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 14.5
-    },
-    "1u",
-    {
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u"
-  ],
-  [
-    {
-      "y": -0.375,
-      "x": 3.5,
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 10.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 2.5
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u",
-    {
-      "x": 8.5
-    },
-    "1u",
-    {
-      "x": 1
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 5.5
-    },
-    "1u",
-    {
-      "x": 6.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
-      "x": 0.25,
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u",
-    {
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 14.5
-    },
-    "1u",
-    {
-      "c": "#e8c468",
-      "w": 1.25
-    },
-    "1.25u"
-  ],
-  [
-    {
-      "y": -0.375,
-      "x": 3.5,
-      "c": "#cccccc"
-    },
-    "1u",
-    {
-      "x": 10.5
-    },
-    "1u"
-  ],
-  [
-    {
-      "y": -0.875,
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</diagram></mxfile>
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-## Redox-W (Wireless)
-
-The Redox-W is the wireless version of the Redox keyboard, it comes in two flavours:
-
-- **Rev 1.0W**: The first revision of the Redox Wireless.
-- **Rev 2.0WHS**: Hot-swappable version of the Redox Wireless. It comes with some range improvements and limited compatibility with Rev1.0W cases (more on that in the [dedicated section](#case-compatibility)).
-
-The two hardware revision share the firmware and the receiver dongle. In this page you'll find assembly instructions for both versions of the keyboard.
-
-## Summary
-
-  - [Bill of materials](#bill-of-materials)
-  - [Receiver Assembly](#receiver-assembly)
-  - [Transmitters Assembly](#transmitters-assembly)
-    - [Rev 1.0W transmitters assembly](#rev-10w-transmitters-assembly)
-    - [Rev 2.0WHS transmitters assembly](#rev-20whs-transmitters-assembly)
-  - [Firmware](#firmware)
-  - [Battery usage](#battery-usage)
-  - [Case compatibility](#case-compatibility)
-
-## Bill of materials
-
-#### Transmitters
-
-| Qty | Item                                          | Notes                                               |
-|----:|-----------------------------------------------|-----------------------------------------------------|
-|   2 | Redox Wireless Transmitters PCB               | Available versions: [Rev.1.0W](https://falba.tech/), [Rev.2.0WHS](https://www.pcbway.com/project/shareproject/Redox_Wireless_rev2_0WHS.html) |
-|  70 | Cherry MX compatible switches                 |                                                     |
-|  70 | Kailh PCB sockets CPG151101S11                | Rev.2.0WHS **only**                                 |
-|   2 | YJ-14015 modules (Core51822B clones)          | [aliexpress](https://www.aliexpress.com/item/NRF51822-Core51822-BLE-4-0-Bluetooth-2-4G-Wireless-Module-Antenna-Board-For-ULP-SPI-I2C/32842154172.html?spm=2114.search0104.3.8.663a616aYeRlVr&ws_ab_test=searchweb0_0,searchweb201602_1_10065_10068_10843_10059_10884_10887_10696_100031_10084_10083_10103_10618_10304_10307_10820_10821_10302,searchweb201603_60,ppcSwitch_5&algo_expid=1dded059-5054-4890-bcc4-6face1150a21-1&algo_pvid=1dded059-5054-4890-bcc4-6face1150a21&priceBeautifyAB=0)
-|  70 | SOD-123 1N4148/1N4148W diodes                 | 1N4148 THT diodes can also be used                  |
-|   2 | Keystone 3034 SMT battery holders             | [digikey](https://www.digikey.com/product-detail/en/keystone-electronics/3034/36-3034-ND/4499289)|
-|   2 | JS102011SAQN SMT slide switch                 | [digikey](https://www.digikey.com/product-detail/en/c-k/JS102011SAQN/401-1999-1-ND/1640114)|
-|   2 | Right angle 0.1" header (1x4pin)              |                                                     |
-
-#### Receiver
-
-| Qty | Item                                          | Notes                                               |
-|----:|-----------------------------------------------|-----------------------------------------------------|
-|   1 | Redox receiver PCB                            | [PCB manufacturing link](https://www.pcbway.com/project/shareproject/Redox_Wireless_Receiver.html) |
-|   1 | YJ-14015 module (Core51822B clone)            | [aliexpress](https://www.aliexpress.com/item/NRF51822-Core51822-BLE-4-0-Bluetooth-2-4G-Wireless-Module-Antenna-Board-For-ULP-SPI-I2C/32842154172.html?spm=2114.search0104.3.8.663a616aYeRlVr&ws_ab_test=searchweb0_0,searchweb201602_1_10065_10068_10843_10059_10884_10887_10696_100031_10084_10083_10103_10618_10304_10307_10820_10821_10302,searchweb201603_60,ppcSwitch_5&algo_expid=1dded059-5054-4890-bcc4-6face1150a21-1&algo_pvid=1dded059-5054-4890-bcc4-6face1150a21&priceBeautifyAB=0) |
-|   1 | Arduino Pro Micro compatible microcontroller  |                                                     |
-|   1 | 1117 3.3v regulator in SOT223                 | [digikey](https://www.digikey.com/product-detail/en/diodes-incorporated/AZ1117IH-3.3TRG1/AZ1117IH-3.3TRG1DICT-ND/5699682)|
-|   2 | 330 Ohm 0805(2012 metric) SMD resistors       | Default configuration. Values depends on LED color, see [below](#resistor-values)|
-|   2 | 220 Ohm 0805(2012 metric) SMD resistors       | Default configuration. Values depends on LED color, see [below](#resistor-values)|
-|   3 | 1.5k Ohm 0805(2012 metric) SMD resistors      | Default configuration. See [below](#resistor-values)|
-|   1 | Red 0805(2012 metric) SMD standard LED        | Default configuration.                              |
-|   1 | Blue 0805(2012 metric) SMD standard LED       | Default configuration.                              |
-|   1 | Green 0805(2012 metric) SMD standard LED      | Default configuration.                              |
-|   1 | White 0805(2012 metric) SMD standard LED      | Default configuration.                              |
-|   1 | Through hole momentary switch                 | Dimensions 6mm x 6mm x 4.3mm                        |
-|   1 | Right angle 0.1" header (1x4pin)              |                                                     |
-|   2 | Straight 0.1" header (1x6pin)                 |                                                     |
-
-> :information_source: You can also use the [Mitosis receiver](https://github.com/reversebias/mitosis-hardware/blob/master/bom/README.md) since it's almost identical, or you can build a receiver on your own.
-
-> :warning: To program the YJ-14015 MCUs you need an ST-Link v2 programmer, these can be found on eBay or Aliexpress for as little as 2$ shipped. See [picture below](#nordic-mcus-firmware).
-
-##### Resistor values
-
-If you want to customize your LEDs color or save a few bucks by ordering the LED all the same color you can refer to this section for choosing the correct resistor values. Otherwise you can refer to the [default configuration](#default-configuration).
-
-There are two sets of resistor that you need for the receiver.
-
-- The voltage divider resistors (`R1`, `R2` and `R3`): anything between 1.5k Ohm and 4.7k Ohm is good.
-- The LEDs resistors (`R4`,`R6`,`R7` and `R8`): see the following table.
-
-| LED color | Vf   | Suggested resistor value |
-|-----------|------|--------------------------|
-| Red       | 1.7V | 330 Ohm                  |
-| Yellow    | 2.1V | 330 Ohm                  |
-| Blue      | 3.2V | 220 Ohm                  |
-| Green     | 2.2V | 330 Ohm                  |
-| White     | 3.6V | 220 Ohm                  |
-
-Depending on the color you choose to use you should use the resistor listed above.
-
-#### Default configuration
-
-Here you can find the default configuration for the receiver assembly.
-
-| Label | Component         |
-|-------|-------------------|
-| D1    | Red LED           |
-| D2    | Blue LED          |
-| D3    | Green LED         |
-| D4    | White LED         |
-| R4    |  330 Ohm resistor |
-| R6    |  220 Ohm resistor |
-| R7    |  330 Ohm resistor |
-| R8    |  220 Ohm resistor |
-| R1    | 1.5k Ohm resistor |
-| R2    | 1.5k Ohm resistor |
-| R3    | 1.5k Ohm resistor |
-
-## Receiver Assembly
-
-The receiver assembly is pretty straightforward, you can install the components in any order you like with the exception of the YJ-14015: it should be installed **after** the right angled header (PROGR_HEADER1). Suggested assembly order:
-
-1. Solder D1, D2, D3 and D4 LEDs. See [image](#leds-installation-detail) for orientation.
-2. Solder R4, R6, R7 and R8 resistors.
-3. Solder R1, R2 and R3 resistors.
-4. Solder the AMS1117.
-5. Solder the Arduino Pro Micro headers.
-6. Solder the programming headers. I suggest you to cut the excess of the header **before** soldering the headers. You should stay as flush to the PCB surface as possible since the controller will be soldered above the headers. Use some masking tape to help you keep the header in place while soldering.
-7. Solder the YJ-14015. I suggest you to glue it in place or use some masking tape to help you during soldering.
-8. Upload the firmware and you're done.
-
-##### Assembled PCB, front
-
-<p align="center">
-<img src="../img/redox-w-receiver-assembly-1.jpg" alt="Assembled receiver PCB, front." width="600"/>
-</p>
-
-##### Assembled PCB, back
-
-<p align="center">
-<img src="../img/redox-w-receiver-assembly-2.jpg" alt="Assembled receiver PCB, back." width="600"/>
-</p>
-
-##### LEDs installation detail
-
-<p align="center">
-<img src="../img/redox-w-receiver-assembly-3.jpg" alt="Assembled receiver PCB, LEDs installation detail." width="600"/>
-</p>
-
-> :information_source: Please note that here I installed 220 Ohm resistors because I used only blue and white LEDs as I only had those laying around. You should use the resistor values suggested [here](#resistor-values) or follow the [default configuration](#default-configuration).
-
-## Transmitters Assembly
-
-### Rev 1.0W transmitters assembly
-
-<p align="center">
-<img src="../img/redox-w-pcb1.jpg" alt="Wireless redox PCBs" width="600"/>
-</p>
-
-Assembly steps:
-
-- Solder components to PCBs (you can proceed in no particular order):
-  1. Solder the YJ-14015.
-  2. Solder 1N4148 diodes.
-  3. Solder slider switches.
-  4. Solder the battery holders. *Note*: Some solder is needed on the ground pad to contact properly with the battery. See [picture below](#battery-holder-installation-detail).
-  5. Solder the programming headers.
-- Fit the PCBs inside their cases.
-- Add the switches to the plate.
-- Solder switches to the PCB.
-- Add the CR2032 batteries.
-- Program the MCUs.
-- Close the case.
-
-##### Programming headers detail
-
-<p align="center">
-<img src="../img/pcb-w-assembly2.jpg" alt="Programming headers detail" width="600"/>
-</p>
-
-##### MCUs detail
-
-<p align="center">
-<img src="../img/pcb-w-assembly3.jpg" alt="MCUs detail" width="600"/>
-</p>
-
-##### Slider switch detail
-
-<p align="center">
-<img src="../img/pcb-w-assembly4.jpg" alt="Slider switch detail" width="600"/>
-</p>
-
-##### Diodes installation detail
-
-<p align="center">
-<img src="../img/pcb-w-assembly5.jpg" alt="Diode installation detail" width="600"/>
-</p>
-
-##### Battery holder installation detail
-
-<p align="center">
-<img src="../img/battery-installation1.jpg" alt="Battery holder installation detail. Ground pad." width="300"/>
-<img src="../img/battery-installation2.jpg" alt="Battery holder installation detail. Assembled." width="300"/>
-</p>
-
-##### Left and right hand completed assembly
-
-<p align="center">
-<img src="../img/pcb-w-assembly6.jpg" alt="Left and right hand completed assembly" width="600"/>
-</p>
-
-##### Assembled PCB
-
-<p align="center">
-<img src="../img/pcb-w-assembly1.jpg" alt="Wireless Redox assembled PCB" width="600"/>
-</p>
-
-### Rev 2.0WHS transmitters assembly
-
-<p align="center">
-<img src="../img/redox-w-2.0-transmitters-assembly-1.jpg" alt="Redox 2.0WHS PCBs, unassembled." width="600"/>
-</p>
-
-Suggested assembly order (there's no wrong way of doing this because all parts can be soldered in any order):
-1. Solder the YJ-14015.
-2. Solder the right angle 0.1" header. To test the solder job try uploading the firmware as described in the dedicated section.
-3. Solder the diodes taking into account the right orientation. The cathode side (denoted by the vertical line on the packaging) should face the squared hole on the PCB. See the [pictures](#diodes-and-hot-swap-socket-detail) for reference. If you have already assembled the Redox receiver, you can now test if the PCB is working properly by connecting the STLinkV2 debugger for supplying power to the transmitter and using a pair of pliers to short the Kailh socket pins.
-4. Solder the Kailh hot-swap sockets.
-5. Solder the battery holders.
-6. Solder the slide switch.
-
-##### MCUs detail
-
-<p align="center">
-<img src="../img/redox-w-2.0-transmitters-assembly-2.jpg" alt="MCUs detail 1" width="300"/>
-<img src="../img/redox-w-2.0-transmitters-assembly-3.jpg" alt="MCUs detail 2" width="300"/>
-</p>
-
-##### Diodes and hot-swap socket detail
-
-<p align="center">
-<img src="../img/redox-w-2.0-transmitters-assembly-4.jpg" alt="Diode and hot-swap socket detail 1" width="300"/>
-<img src="../img/redox-w-2.0-transmitters-assembly-5.jpg" alt="Diode and hot-swap socket detail 2" width="300"/>
-</p>
-
-##### Assembled PCB
-
-<p align="center">
-<img src="../img/redox-w-2.0-transmitters-assembly-7.jpg" alt="Wireless Redox assembled PCB" width="600"/>
-</p>
-
-##### Rev 2.0WHS 3D printed case
-
-<p align="center">
-<img src="../img/redox-w-2.0-case-1.jpg" alt="3D printed case" width="600"/>
-</p>
-
-[Here](https://github.com/mattdibi/redox-keyboard/tree/master/redox-w/rev2.0WHS/case) you can find the newly designed case for the Redox 2.0 WHS. Features:
-- Easy to print
-- Sturdy feeling
-- Minimal footprint
-- Integrated sound dampening
-
-I printed it with my Prusa Mini with 0.2 mm layer height. The STLs are for the left hand keyboard only, you'll need to mirror them along the X axis in your slicer for the right hand keyboard.
-
-Hardware required for assembly:
-- 10x M3 8 mm screws
-- 10x M3 nuts
-
-> :warning: The 3D printed case requires the use of SMD diodes. Through hole diodes will interfer witht the front plate.
-
-> :warning: The closed back design (file: `BackplateL.stl`) was not tested at the time of this writing.
-
-## Firmware
-
-**Basics**: The Redox keyboard works similarly to the [Mitosis keyboard](https://github.com/qmk/qmk_firmware/tree/master/keyboards/mitosis): we have two transmitters responsible for scanning the two matrices, which then transmit the matrix status through the [Gazel protocol](https://developer.nordicsemi.com/nRF5_SDK/nRF51_SDK_v5.x.x/doc/5.2.0/html/a00140.html) to the receiver. The receiver is another YJ-14015 which receives the two matrix scans and send it through serial to the Arduino Pro Micro. The Pro Micro is responsible for running QMK and converting the bytes received by the YJ-14015 into actual keystrokes.
-
-Firmware sources available here: [https://github.com/mattdibi/redox-w-firmware](https://github.com/mattdibi/redox-w-firmware).
-
-You'll need to upload the firmware to the corresponding MCUs as per the following diagram:
-
-<p align="center">
-<img src="../img/redox-w-firmware-1.png" alt="Redox-W firmware diagram." width="600"/>
-</p>
-
-Note that you'll need to upload the firmware for the YJ-14015 only once. Everything related to the keymap is handled by the Arduino Pro Micro and QMK Firmware, that's what you will need to modify to update the keymap.
-
-### Step-by-step firmware upload guide
-
-#### Arduino Pro Micro Firmware upload
-
-Let's start by uploading the QMK firmware on the Arduino, this will help us in diagnosing problems early on. The Redox Wireless uses QMK for its firmware, follow the QMK installation instructions [here](https://docs.qmk.fm/#/getting_started_build_tools), then compile and burn the firmware as follows:
-
-```sh
-$ cd path/to/qmk_firmware
-$ make redox_w:default:avrdude
-```
-
-You can find the code for the Redox here: [QMK - Redox Wireless keyboard](https://github.com/mattdibi/qmk_firmware/tree/redox_wireless/keyboards/redox_w).
-
-In the [Redox Wireless Keyboard firmware repository](https://github.com/mattdibi/redox-w-firmware/tree/master/precompiled) I added some pre-built hex files with the default keymap for testing purposes.
-
-#### Nordic MCUs Firmware upload using Docker
-
-To flash the firmware files to the corresponding MCUs, you'll need an STLinkV2 debugger.
-
-<p align="center">
-<img src="../img/st-link-v2-programmer.jpg" alt="ST-Link v2 programmer" width="300"/>
-</p>
-
-##### Setup
-
-###### Requirements
-
-- Linux-based distro (macOS should work too but wasn't tested)
-- [Docker](https://docs.docker.com/get-docker/)
-- [Docker-compose](https://docs.docker.com/compose/install/)
-- Download the [redox-w-firmware](https://github.com/mattdibi/redox-w-firmware) repository.
-
-###### Download the repository
-
-Open a terminal and download the Redox Wireless firmware repository wherever you want.
-
-```
-$ git clone https://github.com/mattdibi/redox-w-firmware.git
-```
-
-or
-
-```
-$ wget https://github.com/mattdibi/redox-w-firmware/archive/refs/heads/master.zip
-```
-
-###### Install the udev rules
-
-Install the udev rules for the STLinkV2 programmer contained inside the repository.
-
-```
-$ cd path/to/repository/redox-w-firmare/
-$ sudo cp 49-stlinkv2.rules /etc/udev/rules.d/
-$ udevadm control --reload-rules && udevadm trigger
-```
-
-Plug in, or replug in the programmer after this.
-
-###### Build the two container images
-
-From inside the `redox-w-firmware` folder run:
-
-```
-$ docker-compose build
-```
-
-After the process completes you should see three new images:
-
-```
-$ docker images
-REPOSITORY           TAG       IMAGE ID       CREATED          SIZE
-redox-fw-toolchain   latest    810de995238e   16 minutes ago   896MB
-redox-fw-openocd     latest    173d86d1409c   18 minutes ago   168MB
-ubuntu               16.04     8185511cd5ad   4 weeks ago      132MB
-```
-
-##### Programming the receiver
-
-###### Hook up the receiver
-
-Hook up the ST-Link debugger to the receiver board you assembled without the Arduino. You need to connect only the `VCC`, `GND`, `SWDIO` and `SWCLK` pins of the receiver board like this:
-
-| ST-Link Debugger | Receiver board |
-|------------------|----------------|
-|       3.3V       |       VCC      |
-|        GND       |       GND      |
-|       SWCLK      |      SWCLK     |
-|       SWDIO      |      SWDIO     |
-
-<p align="center">
-<img src="../img/redox-w-firmware-5.jpg" alt="ST-Link debugger wiring." width="600"/>
-</p>
-
-Then plug in the ST-Link debugger into your PC.
-
-###### Run the two images using docker compose
-
-After connecting the STLinkV2 debugger, from inside the `redox-w-firmware` folder run:
-
-```
-$ docker-compose up
-Creating redox-w-firmware_openocd_1 ... done
-Creating redox-w-firmware_toolchain_1 ... done
-Attaching to redox-w-firmware_openocd_1, redox-w-firmware_toolchain_1
-openocd_1    | Open On-Chip Debugger 0.9.0 (2018-01-24-01:05)
-openocd_1    | Licensed under GNU GPL v2
-openocd_1    | For bug reports, read
-openocd_1    | 	http://openocd.org/doc/doxygen/bugs.html
-openocd_1    | WARNING: target/nrf51_stlink.cfg is deprecated, please switch to target/nrf51.cfg
-openocd_1    | Info : auto-selecting first available session transport "hla_swd". To override use 'transport select <transport>'.
-openocd_1    | Info : The selected transport took over low-level target control. The results might differ compared to plain JTAG/SWD
-openocd_1    | adapter speed: 1000 kHz
-openocd_1    | Info : Unable to match requested speed 1000 kHz, using 950 kHz
-openocd_1    | Info : Unable to match requested speed 1000 kHz, using 950 kHz
-openocd_1    | Info : clock speed 950 kHz
-openocd_1    | Info : STLINK v2 JTAG v17 API v2 SWIM v4 VID 0x0483 PID 0x3748
-openocd_1    | Info : using stlink api v2
-openocd_1    | Info : Target voltage: 3.274320
-openocd_1    | Info : nrf51.cpu: hardware has 4 breakpoints, 2 watchpoints
-```
-
-From another terminal window, you should see the two containers running with the following command:
-
-```
-$ docker ps
-CONTAINER ID   IMAGE                       COMMAND                  CREATED         STATUS         PORTS     NAMES
-84f606ad7e25   redox-fw-toolchain:latest   "tail -f /dev/null"      4 seconds ago   Up 3 seconds             redox-w-firmware_toolchain_1
-8d0d6b5da95a   redox-fw-openocd:latest     "/bin/sh -c 'openocd…"   4 seconds ago   Up 3 seconds             redox-w-firmware_openocd_1
-```
-
-###### Build and upload the firmware
-
-We can now build and upload the firmware by issuing the following from the `redox-w-firmware` root directory:
-
-```
-$ docker exec -it redox-w-firmware_toolchain_1 ./redox-w-firmware/redox-w-receiver-basic/program.sh
-```
-
-if everything goes well we should see the following output:
-
-```
-============================= PROGRAMMING =============================
-Trying 127.0.0.1...
-Connected to localhost.
-Escape character is '^]'.
-Open On-Chip Debugger
-> reset halt
-target state: halted
-target halted due to debug-request, current mode: Thread 
-xPSR: 0xc1000000 pc: 0x00000ba8 msp: 0x20004000
-> flash write_image erase /usr/src/nRF5_SDK_11/redox-w-firmware/redox-w-receiver-basic/custom/armgcc/_build/nrf51822_xxac-receiver.hex
-auto erase enabled
-Unknown device (HWID 0x000000d1)
-using fast async flash loader. This is currently supported
-only with ST-Link and CMSIS-DAP. If you have issues, add
-"set WORKAREASIZE 0" before sourcing nrf51.cfg to disable it
-target state: halted
-target halted due to breakpoint, current mode: Thread 
-xPSR: 0x61000000 pc: 0x2000001e msp: 0x20004000
-wrote 16384 bytes from file /usr/src/nRF5_SDK_11/redox-w-firmware/redox-w-keyboard-basic/custom/armgcc/_build/nrf51822_xxac-receiver.hex in 0.782274s (20.453 KiB/s)
-> reset
-> Connection closed by foreign host.
-
-============================== FINISHED ===============================
-```
-
-while in the docker compose terminal we should see the following:
-
-```
-openocd_1    | Info : accepting 'telnet' connection on tcp/4444
-openocd_1    | target state: halted
-openocd_1    | target halted due to debug-request, current mode: Thread 
-openocd_1    | xPSR: 0xc1000000 pc: 0x00000ba8 msp: 0x20004000
-openocd_1    | auto erase enabled
-openocd_1    | Warn : Unknown device (HWID 0x000000d1)
-openocd_1    | Warn : using fast async flash loader. This is currently supported
-openocd_1    | Warn : only with ST-Link and CMSIS-DAP. If you have issues, add
-openocd_1    | Warn : "set WORKAREASIZE 0" before sourcing nrf51.cfg to disable it
-openocd_1    | target state: halted
-openocd_1    | target halted due to breakpoint, current mode: Thread 
-openocd_1    | xPSR: 0x61000000 pc: 0x2000001e msp: 0x20004000
-openocd_1    | wrote 16384 bytes from file /usr/src/nRF5_SDK_11/redox-w-firmware/redox-w-keyboard-basic/custom/armgcc/_build/nrf51822_xxac-receiver.hex in 0.782274s (20.453 KiB/s)
-openocd_1    | Info : dropped 'telnet' connection
-```
-
-###### Shutdown the container and disconnect the programmer
-
-We can now shutdown the containers by issuing a `Ctrl-C` inside the docker-compose terminal. After the command completes we can disconnect the STLinkV2 programmer and proceed to program the rest of the MCUs.
-
-```
-^CGracefully stopping... (press Ctrl+C again to force)
-Stopping redox-w-firmware_toolchain_1 ... done
-Stopping redox-w-firmware_openocd_1   ... done
-```
-
-##### Programming the two halves
-
-###### Hook up the transmitter
-
-Hook up the ST-Link programmer with the transmitters using the programming pins, and plug the debugger in you PC.
-
-<p align="center">
-<img src="../img/redox-w-firmware-3.jpg" alt="Transmitters programming pins." width="600"/>
-</p>
-
-Start a OpenOCD session as seen [above](#run-the-two-images-using-docker-compose) using docker-compose and start flashing the firmware.
-
-###### Left hand firmware flashing
-
-From another terminal window issue the following command:
-
-```
-$ docker exec -it redox-w-firmware_toolchain_1 ./redox-w-firmware/redox-w-keyboard-basic/program_left.sh
-```
-
-You should see a similar output as above. You can now shutdown the two containers, disconnect the programmer and proceed with the next MCU.
-
-###### Right hand firmware flashing
-
-After having hooked up the right hand to the ST-Link debugger and started a new OpenOCD session we can upload the right hand firmware.
-
-```
-$ docker exec -it redox-w-firmware_toolchain_1 ./redox-w-firmware/redox-w-keyboard-basic/program_right.sh
-```
-
-Congratulations! You flashed the Redox-W firmware.
-
-## Battery usage
-
-I got the current consumption for the transmitters using a shunt resistor (10 Ohm) and an oscilloscope during transmission.
-
-<p align="center">
-<img src="../img/redox-w-battery-usage.jpg" alt="Current draw for Redox-W transmitters" width="600"/>
-</p>
-
-Data:
-- Current peak of 5mA (I<sub>run</sub>) and 50us duration (t<sub>run</sub>)
-- Idle consumption of 2.7uA (I<sub>idle</sub>) between peaks, that is 950us duration (t<sub>idle</sub>).
-
-We can then calculate the average current consumption during typing (I<sub>avg</sub>) using the following:
-
-<a href="https://www.codecogs.com/eqnedit.php?latex=I_{avg}&space;=&space;\frac{I_{run}t_{run}&plus;&space;I_{idle}t_{idle}}{t_{run}&plus;t_{idle}}&space;=&space;\frac{5{mA}*50{\mu&space;A}&plus;2.7{\mu&space;A}*950{\mu&space;s}}{1ms}&space;\simeq&space;250&space;\mu&space;A" target="_blank"><img src="https://latex.codecogs.com/gif.latex?I_{avg}&space;=&space;\frac{I_{run}t_{run}&plus;&space;I_{idle}t_{idle}}{t_{run}&plus;t_{idle}}&space;=&space;\frac{5{mA}*50{\mu&space;s}&plus;2.7{\mu&space;A}*950{\mu&space;s}}{1ms}&space;\simeq&space;250&space;\mu&space;A" title="I_{avg} = \frac{I_{run}t_{run}+ I_{idle}t_{idle}}{t_{run}+t_{idle}} = \frac{5{mA}*50{\mu s}+2.7{\mu A}*950{\mu s}}{1ms} \simeq 250 \mu A" /></a>
-
-Knowing that the CR2032 battery is rated for 220mAh we get:
-
-<a href="https://www.codecogs.com/eqnedit.php?latex=t_{batt}&space;=&space;\frac{C_{batt}}{I_{avg}}&space;=&space;\frac{220{mAh}}{250{\mu&space;A}}&space;\simeq&space;880h" target="_blank"><img src="https://latex.codecogs.com/gif.latex?t_{batt}&space;=&space;\frac{C_{batt}}{I_{avg}}&space;=&space;\frac{220{mAh}}{250{\mu&space;A}}&space;\simeq&space;880h" title="t_{batt} = \frac{C_{batt}}{I_{avg}} = \frac{220{mAh}}{250{\mu A}} \simeq 880h" /></a>
-
-**TLDR**: We can expect **at least 880 hours** of continuous typing on the keyboard before needing to change the batteries. Keep in mind that when you're not typing (500ms without key presses is the time interval needed for the keyboard) the transmitters go into deep sleep mode and draw only 2.7uA. So for an everyday use (4 hours a day of continuous typing) you can expect a battery life of at least a year. Obviously your mileage may vary.
-
-> :information_source: After using my keyboard for a few years I can confirm that battery usage matches the above computations. Please note that a metallic case can greatly impact user experience and battery usage.
-
-## Case compatibility
-
-Revision 1.0W and 2.0WHS share a lot of similarities with the exception of a single mounting hole.
-
-<p align="center">
-<img src="../img/holes-case-compat.PNG" alt="Redox-W revisions compatibility." width="600"/>
-</p>
-
-As you can see from the above image, the mounting hole was moved a little lower in the rev 2.0WHS. This shouldn't compromise usability and fitment but take this into account if you want to fit a 2.0WHS PCB into a 1.0W case or vice-versa.
diff --git a/redox-w/firmware/49-stlinkv2.rules b/redox-w/firmware/49-stlinkv2.rules
deleted file mode 100644
index a11215c..0000000
--- a/redox-w/firmware/49-stlinkv2.rules
+++ /dev/null
@@ -1,12 +0,0 @@
-# stm32 discovery boards, with onboard st/linkv2
-# ie, STM32L, STM32F4.
-# STM32VL has st/linkv1, which is quite different
-
-SUBSYSTEMS=="usb", ATTRS{idVendor}=="0483", ATTRS{idProduct}=="3748", \
-    MODE:="0666", \
-    SYMLINK+="stlinkv2_%n"
-
-# If you share your linux system with other users, or just don't like the
-# idea of write permission for everybody, you can replace MODE:="0666" with
-# OWNER:="yourusername" to create the device owned by you, or with
-# GROUP:="somegroupname" and mange access using standard unix groups.
diff --git a/redox-w/firmware/precompiled-basic-left.hex b/redox-w/firmware/precompiled-basic-left.hex
deleted file mode 100644
index f597fd6..0000000
--- a/redox-w/firmware/precompiled-basic-left.hex
+++ /dev/null
@@ -1,958 +0,0 @@
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diff --git a/redox-w/firmware/precompiled-basic-receiver.hex b/redox-w/firmware/precompiled-basic-receiver.hex
deleted file mode 100644
index a4c0719..0000000
--- a/redox-w/firmware/precompiled-basic-receiver.hex
+++ /dev/null
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diff --git a/redox-w/firmware/precompiled-basic-right.hex b/redox-w/firmware/precompiled-basic-right.hex
deleted file mode 100644
index 81610c4..0000000
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diff --git a/redox-w/firmware/qmk_redox_w_default.hex b/redox-w/firmware/qmk_redox_w_default.hex
deleted file mode 100644
index 5e630dd..0000000
--- a/redox-w/firmware/qmk_redox_w_default.hex
+++ /dev/null
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diff --git a/redox-w/rev1.0W/case/RedoxWirelessRev1.0Test.step b/redox-w/rev1.0W/case/RedoxWirelessRev1.0Test.step
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index 3cae7e5..0000000
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-#51828=FILL_AREA_STYLE('Acciaio - Satinato',(#51832));
-#51829=FILL_AREA_STYLE('Opaque(219,188,126)',(#51833));
-#51830=FILL_AREA_STYLE('Opaque(129,129,129)',(#51834));
-#51831=FILL_AREA_STYLE('Opaque(15,102,15)',(#51835));
-#51832=FILL_AREA_STYLE_COLOUR('Acciaio - Satinato',#51836);
-#51833=FILL_AREA_STYLE_COLOUR('Opaque(219,188,126)',#51837);
-#51834=FILL_AREA_STYLE_COLOUR('Opaque(129,129,129)',#51838);
-#51835=FILL_AREA_STYLE_COLOUR('Opaque(15,102,15)',#51839);
-#51836=COLOUR_RGB('Acciaio - Satinato',0.627450980392157,0.627450980392157,
-0.627450980392157);
-#51837=COLOUR_RGB('Opaque(219,188,126)',0.858823529411765,0.737254901960784,
-0.494117647058824);
-#51838=COLOUR_RGB('Opaque(129,129,129)',0.505882352941176,0.505882352941176,
-0.505882352941176);
-#51839=COLOUR_RGB('Opaque(15,102,15)',0.0588235294117647,0.4,0.0588235294117647);
-ENDSEC;
-END-ISO-10303-21;
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@@ -1,452 +0,0 @@
-# Redox rev 1.0
-
-The Redox rev 1.0 is the first commercially available version of the Redox keyboard.
-
-Hardware availability:
-  - [Falbatech](https://falba.tech/)
-
-## Summary
-
-  - [Bill of materials](#bill-of-materials)
-  - [Other assembly guides](#other-assembly-guides)
-  - [Assembly guide](#assembly-guide)
-  - [Firmware](#firmware)
-  - [Hot swappable mod](#hot-swappable-mod)
-  - [RGB Underglow](#rgb-underglow)
-
-## Bill of materials
-
-| Qty | Item                                          | Notes                                               |
-|----:|-----------------------------------------------|-----------------------------------------------------|
-|  70 | Cherry MX compatible switches                 |                                                     |
-|   2 | Redox PCBs                                    | [Available here](https://falba.tech/product/redox-pcb-electrical-boards-set-of-2/)|
-|  70 | 1N4148 diodes                                 | SMD diodes can also be used                         |
-|   2 | PJ-320A 4 poles 3.5 mm TRRS connectors        |                                                     |
-|   2 | 4.7 kOhm resistors                            | Need to be soldered on one half only                |
-|   2 | Through hole momentary switch                 | Dimensions 6mm x 6mm x 4.3mm                        |
-|   2 | Arduino Pro Micro compatible microcontrollers | Beware of the infamous Green Pro Micro, see note below. |
-|   1 | TRRS cable                                    |                                                     |
-|   1 | USB micro cable                               |                                                     |
-|  70 | Cherry MX compatible keycaps                  | 10x 1.25u keycaps, 6x 1.5u keycaps, 54x 1u keycaps  |
-|  14 | WS2812/WS2812B leds                           | Optional RGB-underglow                              |
-
-
-> :warning: Pay attention to the Pro Micro you use in this project. Online you can find the infamous **Green Pro Micros** which have the same pinout of the normal Pro Micro but use a different power circuitry. Being the Redox a split keyboard that relies on detecting which side is directly powered to find which side is the master, these clones are not suited for the task. A more detailed explanation [here](http://www.40percent.club/2017/09/green-pro-micro.html). Please note that they can come in different colors, not necessarily green.
-
-> :warning: Before you start, flash the [Firmware](#firmware) to the ProMicros to make sure they are alright.
-
-## Other assembly guides
-
-External links to some other guides to building the Redox keyboard:
-
-- ["*Build your own keyboard*"](https://medium.com/@costask/build-your-own-keyboard-5df65cb68839) by @costask.
-- [Imgur build log](https://imgur.com/a/a6ck2Nc) (3D printed case).
-- ["*First Homebrew Keyboard -redox Build Log-*"](https://x1.inkenkun.com/archives/6007) by [インケンch](https://www.youtube.com/channel/UCXJZdip7JmW74HQHCtfYzFw) (Japanese only)
-- ["*Split Keyboard Build*"](https://kubami.com/articles/split-keyboard-build/) by Kuba Misiorny @kubami.
-- [Wooden case build with hand tools](https://www.instructables.com/Redox-Keyboard-With-Wooden-Case/) by Cédric Bosdonnat
-
-### Video guides
-
-Two great video guides by [インケンch](https://www.youtube.com/channel/UCXJZdip7JmW74HQHCtfYzFw) (Japanese only).
-
-<p align="center">
-<a href="http://www.youtube.com/watch?v=EVRlU_eR9j4"><img src="http://img.youtube.com/vi/EVRlU_eR9j4/0.jpg" alt="Redox hardware assembly" width="300"/></a>
-<a href="http://www.youtube.com/watch?v=jRIRdfIIa1Q"><img src="http://img.youtube.com/vi/jRIRdfIIa1Q/0.jpg" alt="Redox firmware" width="300"/></a>
-</p>
-
-Another great guide by [Antonio Raptors](https://www.youtube.com/channel/UCNYbiq6AH8AdYTKMokKaviQ) (Spanish only).
-
-<p align="center">
-<a href="https://www.youtube.com/watch?v=wRvfs1tUpZ4"><img src="http://img.youtube.com/vi/wRvfs1tUpZ4/0.jpg" alt="Como hacer un teclado mecánico para diseño / gaming - REDOX ESPAÑOL" width="300"/></a>
-</p>
-
-## Assembly guide
-
-<p align="center">
-<img src="../img/redox-pcb2.jpg" alt="Redox PCBs" width="600"/>
-</p>
-
-Installation steps:
-
-- Solder components:
-  1. Solder 1N4148 diodes. Keep the diode legs for the right hand controller installation.
-  2. Solder PJ-320A connectors.
-  3. Solder momentary switches.
-  4. Solder 4.7k Ohm resistors **on one half only**. If you are going for the RGB-underglow ignore this step.
-  5. Solder the Pro Micro header pins (**do not solder the Pro Micro controllers yet**). This step may differ depending on which case you're using. Refer to the following:
-    * See 3D-Printed case [right hand controller installation detail](#3d-printed-case-assembly).
-    * See Falbatech's [bamboo case](#falbatechs-bamboo-case-assembly).
-    * See [socketed Pro Micro installation guide](#pro-micro-sockets).
-  6. Optional see [RGB-underglow instructions](#rgb-underglow).
-- Flip the PCBs.
-- Solder switches to the PCB.
-  * If you want hot swappable switches, see
-    [the hot swappable switch instructions](#hot-swappable-switches).
-- Flip the PCBs again.
-- Solder Pro Micros to the header pins **following the PCB labeling**. The Pro Micro on the right half should be installed with the bottom facing the Redox PCB, the Pro Micro on the left half should be installed with the bottom facing away from the PCB. See [pictures](#left-hand-back-side-1) for details.
-
-##### Right hand back side:
-<p align="center">
-<img src="../img/pcb-assembly1.jpg" alt="Right hand back side" width="600"/>
-</p>
-
-##### Left hand back side:
-<p align="center">
-<img src="../img/pcb-assembly2.jpg" alt="Left hand back side" width="600"/>
-</p>
-
-##### Diode installation detail:
-<p align="center">
-<img src="../img/pcb-assembly3.jpg" alt="Diode installation detail" width="600"/>
-</p>
-
-### 3D Printed case assembly
-
-To lower the build costs I designed a 3D printable case which you can find in this repository or on [thingiverse](https://www.thingiverse.com/thing:2886662), feel free to modify it to best suit your needs.
-
-<p align="center">
-<img src="../img/3d-printed-case.jpg" alt="3D printed case" width=600 />
-</p>
-
-Parts:
-
-| Qty | Item                                          | Notes                                               |
-|----:|-----------------------------------------------|-----------------------------------------------------|
-|   1 | Left top plate                                | [RedoxRev1TopLeft.STL](https://github.com/mattdibi/redox-keyboard/blob/master/redox/case/RedoxRev1TopLeft.STL)|
-|   1 | Left bottom                                   | [RedoxRev1BottomLeft.STL](https://github.com/mattdibi/redox-keyboard/blob/master/redox/case/RedoxRev1BottomLeft.STL)|
-|   1 | Right top plate                               | [RedoxRev1TopRight.STL](https://github.com/mattdibi/redox-keyboard/blob/master/redox/case/RedoxRev1TopRight.STL)|
-|   1 | Right bottom                                  | [RedoxRev1BottomRight.STL](https://github.com/mattdibi/redox-keyboard/blob/master/redox/case/RedoxRev1BottomRight.STL)|
-|  10 | M3 x 8mm (or 5mm) screws                      |                                                     |
-
-For the Pro Micro installation on the right hand use the diodes legs leftover from previous steps as this will make the controller's USB port much closer to the PCB, this is needed for the USB connector to fit in the 3D printed case. If you're using Falbatech's bamboo case this is not needed and you can use standard header pins. Right hand controller installation detail:
-
-1. Use a breadboard to keep the diode's legs from falling.
-2. Solder the diode's legs in place. You want to have the Pro Micro as close to the Redox's PCB as possible.
-3. Cut the excess.
-4. Apply some electrical tape under the controller to prevent shorts.
-5. Install your preferred switches (**remember: the controller installation is the last step**).
-6. Solder the controllers in place.
-
-<p align="center">
-<img src="../img/right-hand-controller-detail1.jpg" alt="Right hand controller installation detail" width="300"/>
-<img src="../img/right-hand-controller-detail2.jpg" alt="Right hand controller installation detail" width="300"/>
-</p>
-
-Here's some measurements of the Pro Micro installation:
-
-<p align="center">
-<img src="../img/right-hand-controller-detail3.jpg" alt="Right hand controller installation detail" width="400"/>
-</p>
-
-### Falbatech's bamboo case assembly
-
-If you're using Falbatech's bamboo case the use of the diode's legs is not needed and you can use standard header pins
-
-<p align="center">
-<img src="../img/falbatech-case-assembly.jpg" alt="Falbatech's case assembly" width="600"/>
-</p>
-
-## Firmware
-
-> :warning: If you have a Redox with RGB backlight installed you **MUST** use the serial connection. For details see [the RGB underglow firmware instructions.](#rgb-underglow)
-
-The Redox uses QMK for its firmware, follow the QMK installation instructions [here](https://docs.qmk.fm/#/getting_started_build_tools), then compile and burn the firmware on both halves as follows:
-
-```sh
-$ cd path/to/qmk_firmware
-$ make redox/rev1:default:avrdude
-```
-
-After issuing this command you should see the following output:
-
-```sh
-Detecting USB port, reset your controller now.....
-```
-
-Now you should reset the Pro Micros using the reset button as seen in the following picture:
-
-<p align="center">
-<img src="../img/reset-mcu.jpg" alt="Reset button" width="300"/>
-</p>
-
-> :warning: You always need to burn the firmware on **BOTH** halves of the keyboard.
-
-> :warning: Failing to upload Redox Firmware on Linux. Please refer to [issue #8060](https://github.com/qmk/qmk_firmware/issues/8060) of QMK firmware.
-
-You can find the code for the Redox here: [QMK - Redox keyboard](https://github.com/qmk/qmk_firmware/tree/master/keyboards/redox).
-
-In the [firmware/](https://github.com/mattdibi/redox-keyboard/tree/master/redox/firmware) folder I added some pre-built hex files with the default keymap for testing purpose. You can upload the firmware binaries directly using the command below:
-
-```sh
-avrdude -p atmega32u4 -P $(COM_PORT) -c avr109 -U flash:w:redox_rev1_default.hex
-```
-
-### Setting EE_hands to use either hands as master
-If you define `EE_HANDS` in your `config.h`, you will need to set the EEPROM for the left and right halves.
-
-The EEPROM is used to store whether the half is left handed or right handed. This makes it so that the same firmware file will run on both hands instead of having to flash left and right handed versions of the firmware to each half. To flash the EEPROM file for the left half run:
-```
-$ cd path/to/qmk/folder
-avrdude -p atmega32u4 -P $(COM_PORT) -c avr109 -U eeprom:w:"./quantum/split_common/eeprom-lefthand.eep"
-// or the equivalent in dfu-programmer
-```
-and similarly for right half
-```
-avrdude -p atmega32u4 -P $(COM_PORT) -c avr109 -U eeprom:w:"./quantum/split_common/eeprom-righthand.eep"
-// or the equivalent in dfu-programmer
-```
-
-> :warning: Replace `$(COM_PORT)` with the port of your device (e.g. `/dev/ttyACM0`)
-
-After you have flashed the EEPROM, you then need to set `EE_HANDS` in `keyboard/redox/keymaps/default/config.h` like so:
-
-```c++
-// ...
-/* Use I2C or Serial, not both */
-
-// #define USE_SERIAL
-#define USE_I2C
-
-/* Select hand configuration */
-
-// #define MASTER_LEFT
-// #define MASTER_RIGHT
-#define EE_HANDS
-
-#undef RGBLED_NUM
-#define RGBLIGHT_ANIMATIONS
-// ...
-```
-
-Then rebuild the hex files and reflash.
-
-Note that you need to program both halves, but you have the option of using different keymaps for each half. You could program the left half with a QWERTY layout and the right half with a Colemak layout using bootmagic's default layout option. Then if you connect the left half to a computer by USB the keyboard will use QWERTY and Colemak when the right half is connected.
-
-## Hot swappable mod
-
-With a few modifications to the original design, it is possible to make a
-Redox with hot swappable switches and socketed Pro Micros. This was tested
-with Falbatech's PCBs and PVC cases. The switch hotswap mod should work with
-any case with a top plate that the switches snap into, with about a millimeter
-of extra clearance between the top plate and the PCB, and another extra half
-millimeter or so between the PCB and case bottom. If your (non-Falba) PCBs
-have particularly small diameter thru-holes for switch pins, check the
-Mill-Max 7305 spec sheet to ensure the receptacles will fit.
-
-### Extended bill of materials
-
-| Qty | Item                                          | Notes                                               |
-|----:|-----------------------------------------------|-----------------------------------------------------|
-|   1 | Peel-A-Way Sockets (82 pin strip)             | Available from [keeb.io](https://keeb.io/collections/frontpage/products/peel-a-way-sockets-for-pro-micros?variant=12972145344606)|
-| 140 | Mill-Max 7305 Pin Receptacles                 | Available from [Digi-Key](https://www.digikey.com/product-detail/en/mill-max-manufacturing-corp/7305-0-15-15-47-27-10-0/ED1039-ND/1765737) or [Mouser](https://www.mouser.com/ProductDetail/Mill-Max/7305-0-15-15-47-27-10-0?qs=sGAEpiMZZMtzcnMBgC2bs4r8MywUouWab4lhjKyTlYM%3D)|
-|   1 | Roll of Kapton tape                           |                                                     |
-
-Some extra Mill-Max receptacles may come in handy, in case of soldering
-mistakes or manufacturing defects.
-
-### Pro Micro Sockets
-
-<p align="center">
-<img src="../img/hs-mod-peelaway-socket.jpg" alt="Pro Micro Peel-A-Way socket top detail" width="300"/>
-<img src="../img/hs-mod-peelaway-solder.jpg" alt="Pro Micro Peel-A-Way socket solder detail" width="300"/>
-</p>
-
-Socketing your microcontrollers will allow you to swap out broken Pro Micros,
-or swap any Pro Micro pin-compatible microcontroller (with, for example, USB-C)
-into a finished build. Before you begin, you'll want to follow the
-[standard assembly guide steps](#assembly-guide)
-for soldering 1N4148 diodes, PJ-320A connectors,
-momentary switches, and any resistors you'll be using. Remember to
-**trim the legs off your diodes and keep them**, as we'll be using the legs to
-make pins for each Pro Micro.
-
-Installation steps, after initial soldering:
-
-1. Using scissors or flush cutters, cut out two 12-pin strips of Peel-A-Way
-   sockets.
-2. With the bottom side of the PCB (the side with the diodes, momentary
-   switch, and TRRS connector visible) facing up, place the cut Peel-A-Way
-   socket strips into the thru-holes where the Pro Micro headers would
-   usually go.
-3. Temporarily fasten the Peel-A-Way sockets to the PCB with Kapton tape.
-4. Flip over the PCB.
-5. Solder the sockets into the thru-holes.
-6. Install your switches. This step differs depending on whether you plan
-   on making your switches hotswappable:
-   * For fixed, non-hotswap switches, follow [the standard assembly guide](#assembly-guide).
-   * Hotswap switch builds should follow [the hot swappable switch install guide](#hot-swappable-switches).
-7. Flip and orient your Pro Micro so that its labels match the labels on your
-   PCB, then cover the bottom of the Pro Micro in electrical or Kapton tape
-   to prevent shorts.
-8. Thread the least bent of your trimmed diode legs through the thru-holes
-   in your Pro Micro and into the corresponding sockets on the PCB.
-9. Keeping the Pro Micro as level as possible, solder the diode legs to the
-   Pro Micro. It may help to keep a USB cable attached to the Pro Micro, to
-   help ensure the port ends up in a usable orientation.
-10. Trim the excess length of the diode legs off of the top of the Pro Micro.
-11. Repeat these steps for the other half of your Redox.
-
-### Hot Swappable Switches
-
-> :warning: A few things to keep in mind:
-> - Some switch pins (so far, Kailh Box Royals) may be slighly too wide to
->   fit the Mill-Max receptacle. When in doubt, try it with spare receptacles.
-> - The only thing keeping the PCB attached to the top plate is the switches;
->   if you remove too many (more than half per side), the PCB will detach and
->   fall into the case. Try to swap only a few switches at once.
-
-<p align="center">
-<img src="../img/hs-mod-finished.jpg" alt="Finished Redox with hotswap switches" width=600 />
-</p>
-
-To build a Redox with hot swappable switches, follow these steps instead of
-the switch installation instructions in the standard build guide. Soldering
-Mill-Max receptacles is trickier than soldering bare switch pins; a small
-iron tip, small diameter solder, and relatively low temperatures are
-recommended.
-
-1. Take each of your switches and push a Mill-Max receptacle fully onto each
-   pin. One end of the receptacle has a small ring around it that makes it
-   wider than the other end; the receptacle should be oriented so that the
-   wide end is touching the switch housing (and will end up on the top,
-   plate-facing side of the PCB in the assembled keyboard).
-2. Snap switches into each of the four corners of your top plate, and two
-   more into the mounting holes that will be directly above the Pro Micro
-   in the assembled keyboard.
-3. Flip over the top plate and install the PCB.
-   - The receptacles might be a tight fit for the PCB thru-holes; if so,
-     press the PCB into the switches to make sure the PCB is fully mounted
-     and level.
-4. Install the rest of the switches, starting from the outside edges of the
-   plate and moving inward.
-   - Initially, installing switches will likely shift the surrounding unsoldered
-     switches and the PCB out of position, so pinch any jostled switches and
-     the PCB back together as you go.
-   - Be careful not to apply too much pressure to the stem of the switch, as
-     this could damage it.
-5. Solder your switches, starting from the corners then going from the outside
-   edges to the inner switches in roughly the same order as the previous step.
-   - Before soldering each switch, apply pressure to the top of the switch
-     and the bottom of the PCB a final time to ensure the switch, plate, and
-     PCB are all properly seated.
-   - Apply heat to the pin receptacle and pad, then melt your solder onto
-     the pad. You will want a "volcano" shaped solder joint which fully
-     encircles the bottom of the receptacle, but doesn't fill its inner
-     surface.
-   - If you need to test that you haven't accidentally soldered a pin
-     permanently into its receptacle by allowing solder to spill into the
-     inner surface of the receptacle, you can try and temporarily remove
-     the switch as you would during a hot swap. Use a switch puller to depress
-     the tabs on the top and bottom of the switch (or the left and right for
-     the flipped 1.5u key switches), and gently pull up on the switch until
-     it is free of the keyboard. Note that if the switch and receptacles are
-     still hot, it might take some extra effort to pull out the switch.
-     Next, snap the switch back into its socket, and fix any unsoldered
-     switches that were knocked out of place during this process.
-6. Repeat these steps for the other side of the keyboard.
-
-##### Installing Mill-Max receptacles onto switch pins:
-<p align="center">
-<img src="../img/hs-mod-millmax.jpg" alt="Mill-Max receptacle installation" width="600"/>
-</p>
-
-##### Pins, receptacles, and PCB in proper alignment:
-<p align="center">
-<img src="../img/hs-mod-pre-solder.jpg" alt="Proper alignment of receptacles, pins, and PCB" width="600"/>
-</p>
-
-##### Soldered hot swap receptacles:
-<p align="center">
-<img src="../img/hs-mod-soldered.jpg" alt="Soldered hot swap receptacles" width="600"/>
-</p>
-
-## RGB Underglow
-
-> :warning: With this configuration:
-> - You don't need to solder the 4.7k resistors since the I2C connection won't be used.
-> - You can use only one hand as master.
-
-Parts:
-- [ ] WS2812/WS2812B LED strip
-- [ ] 24 AWG (or smaller) stranded wire (white, red, black are good choices)
-
-Data connection:
-
-```
-Led strip Headers -> DIN -> DO -> TRRS pad -> (TRRS to other side) -> TRRS pad -> DIN
-```
-
-### Assembly: LEFT hand as master (usually plugged in to the PC)
-- On the LEFT hand:
-  1. Solder the LED Strip headers as seen in the pictures below.
-  2. Solder the DO Pin of the RGB strip to the TRRS pad as seen in the figures below.
-- On the RIGHT hand:
-  1. Solder VCC and GND of the RGB strip to the LED Strip headers.
-  2. Solder the DIN Pin of the RGB strip to the TRRS pad as seen in the figures below.
-- Flash the firmware with the serial and RGB Backlight options on, specifying the number of LEDs installed (see instruction [here](#rgb-underglow-firmware)).
-
-##### Left hand back side:
-<p align="center">
-<img src="../img/rgb-underglow1.jpg" alt="RGB underglow left hand backside" width="600"/>
-</p>
-
-##### Right hand back side:
-
-<p align="center">
-<img src="../img/rgb-underglow2.jpg" alt="RGB underglow left hand backside" width="600"/>
-</p>
-
-### Assembly: RIGHT hand as master
-- On the RIGHT hand:
-  1. Solder the LED Strip headers to the RGB strip.
-  2. Solder the DO Pin of the RGB strip to the TRRS pad.
-- On the LEFT hand:
-  1. Solder VCC and GND of the RGB strip to the LED Strip headers.
-  2. Solder the DIN Pin of the RGB strip to the TRRS pad.
-
-### RGB Underglow firmware
-
-To enable RGB backlighting you need to modify the default firmware as follows:
-- Use serial communication instead of I2C.
-- Set the master hand.
-- Set the number of LED you installed.
-
-To do this, modify `qmk_firmware/keyboards/redox/keymaps/default/config.h` as follows:
-
-```c++
-// ...
-
-/* You need to use the sarial communication since we
-used a cable to carry the data signal for the LED strip */
-#define USE_SERIAL
-
-/* Select hand configuration: you need to use as master
-the hand that drives the LED strip */
-#define MASTER_LEFT
-// #define MASTER_RIGHT
-
-/* Put the total number of led used here */
-#undef RGBLED_NUM
-#define RGBLIGHT_ANIMATIONS
-#define RGBLED_NUM 14
-#define RGBLIGHT_HUE_STEP 8
-#define RGBLIGHT_SAT_STEP 8
-#define RGBLIGHT_VAL_STEP 8
-
-// ...
-```
-
-Then compile and burn the firmware on both controllers:
-
-```sh
-$ cd path/to/qmk_firmware
-$ make redox/rev1:default:avrdude
-```
-
-## Layout
-
-<p align="center">
-<img src="../img/redox-layout.png" alt="Redox rev1.0 layout"/>
-</p>
-
-[KLE Layout permalink](http://www.keyboard-layout-editor.com/##@_name=Redox&author=Mattia%20Dal%20Ben&switchMount=cherry&plate:false&pcb:false%3B&@_x:3.5%3B&=%23%0A3&_x:10.5%3B&=*%0A8%3B&@_y:-0.875&x:2.5%3B&=%2F@%0A2&_x:1%3B&=$%0A4&_x:8.5%3B&=%2F&%0A7&_x:1%3B&=(%0A9%3B&@_y:-0.875&x:5.5%3B&=%25%0A5&_x:6.5%3B&=%5E%0A6%3B&@_y:-0.875&x:0.25&a:5&w:1.25%3B&=%60%0A%0A%0A%0A%0A%0ALayer%202&_a:4%3B&=!%0A1&_x:14.5%3B&=)%0A0&_a:5&w:1.25%3B&=-%0A%0A%0A%0A%0A%0ALayer%202%3B&@_y:-0.625&x:6.5%3B&=Layer%201&_x:4.5%3B&=Layer%201%3B&@_y:-0.75&x:3.5&a:4%3B&=E&_x:10.5%3B&=I%3B&@_y:-0.875&x:2.5%3B&=W&_x:1%3B&=R&_x:8.5%3B&=U&_x:1%3B&=O%3B&@_y:-0.875&x:5.5%3B&=T&_x:6.5%3B&=Y%3B&@_y:-0.875&x:0.25&a:5&w:1.25%3B&=TAB&_a:4%3B&=Q&_x:14.5%3B&=P&_a:5&w:1.25%3B&=%2F=%3B&@_y:-0.625&x:6.5&a:7&h:1.5%3B&=%5B&_x:4.5&h:1.5%3B&=%5D%3B&@_y:-0.75&x:3.5&a:4%3B&=D&_x:10.5%3B&=K%3B&@_y:-0.875&x:2.5%3B&=S&_x:1&n:true%3B&=F&_x:8.5&n:true%3B&=J&_x:1%3B&=L%3B&@_y:-0.875&x:5.5%3B&=G&_x:6.5%3B&=H%3B&@_y:-0.875&x:0.25&a:5&w:1.25%3B&=ESC&_a:4%3B&=A&_x:14.5%3B&=%2F:%0A%2F%3B&_a:5&w:1.25%3B&='%3B&@_y:-0.375&x:3.5&a:4%3B&=C&_x:10.5%3B&=%3C%0A,%3B&@_y:-0.875&x:2.5%3B&=X&_x:1%3B&=V&_x:8.5%3B&=M&_x:1%3B&=%3E%0A.%3B&@_y:-0.875&x:5.5%3B&=B&_x:6.5%3B&=N%3B&@_y:-0.875&x:0.25&a:5&w:1.25%3B&=SHIFT&_a:4%3B&=Z&_x:14.5%3B&=%3F%0A%2F%2F&_a:5&w:1.25%3B&=SHIFT%3B&@_y:-0.375&x:3.5%3B&=*%0A%0A%0A%0A%0A%0AALT&_x:10.5%3B&=Left%3B&@_y:-0.875&x:2.5%3B&=-&_x:12.5%3B&=Down%3B&@_y:-0.75&x:0.5%3B&=GUI&=+&_x:14.5%3B&=Up&=Right%3B&@_r:15&y:-2.625&x:5.75&w:1.25%3B&=%5C%0A%0A%0A%0A%0A%0ACTRL%3B&@_r:30&rx:6.5&ry:4.25&y:-1%3B&=PgUp&=PgDn%3B&@_h:1.5%3B&=Back%0A%0A%0A%0A%0A%0Aspace&_h:1.5%3B&=Del%3B&@_r:-30&rx:13&y:-1&x:-2%3B&=Home&=End%3B&@_x:-2&h:1.5%3B&=Enter&_h:1.5%3B&=Space%3B&@_r:-15&rx:0&ry:0&y:7.75&x:11.75&w:1.25%3B&=ALT)
diff --git a/redox/case/RedoxRev1BottomLeft.STL b/redox/case/RedoxRev1BottomLeft.STL
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diff --git a/redox/firmware/redox_rev1_default_RGB.hex b/redox/firmware/redox_rev1_default_RGB.hex
deleted file mode 100644
index 881f1d1..0000000
--- a/redox/firmware/redox_rev1_default_RGB.hex
+++ /dev/null
@@ -1,1460 +0,0 @@
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diff --git a/redox/pcb/Redox-schematic.pdf b/redox/pcb/Redox-schematic.pdf
deleted file mode 100644
index 298b1af..0000000
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diff --git a/redox/pcb/rev1.0/gerber_files.zip b/redox/pcb/rev1.0/gerber_files.zip
deleted file mode 100644
index 6e07036..0000000
Binary files a/redox/pcb/rev1.0/gerber_files.zip and /dev/null differ
diff --git a/redox/pcb/rev1.0/kicad_files/fp-lib-table b/redox/pcb/rev1.0/kicad_files/fp-lib-table
deleted file mode 100644
index 68cb4cd..0000000
--- a/redox/pcb/rev1.0/kicad_files/fp-lib-table
+++ /dev/null
@@ -1,6 +0,0 @@
-(fp_lib_table
-  (lib (name keebs)(type KiCad)(uri C:/Users/TiaMaT/Desktop/Redox_rev2/Librerie/keebs.pretty-master)(options "")(descr ""))
-  (lib (name keyboard_parts)(type KiCad)(uri C:/Users/TiaMaT/Desktop/Redox_rev2/Librerie/keyboard_parts.pretty-master)(options "")(descr ""))
-  (lib (name promicro)(type KiCad)(uri C:/Users/TiaMaT/Desktop/Redox_rev2/Librerie/ProMicroKiCad-master/promicro.pretty)(options "")(descr ""))
-  (lib (name myparts)(type KiCad)(uri /home/mattia/Scrivania/Redox_rev2/Librerie/myparts.pretty)(options "")(descr ""))
-)
diff --git a/redox/pcb/rev1.0/kicad_files/redox_rev1-cache.lib b/redox/pcb/rev1.0/kicad_files/redox_rev1-cache.lib
deleted file mode 100644
index f0b14ce..0000000
--- a/redox/pcb/rev1.0/kicad_files/redox_rev1-cache.lib
+++ /dev/null
@@ -1,188 +0,0 @@
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-X A0/PF7 17 700 -150 200 L 50 50 1 1 I
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-DEF R R 0 0 N Y 1 F N
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-F2 "" -70 0 50 V I C CNN
-F3 "" 0 0 50 H I C CNN
-$FPLIST
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-DEF SW_PUSH SW 0 40 N N 1 F N
-F0 "SW" 150 110 50 H V C CNN
-F1 "SW_PUSH" 0 -80 50 H V C CNN
-F2 "" 0 0 60 H V C CNN
-F3 "" 0 0 60 H V C CNN
-DRAW
-S -170 50 170 60 0 1 0 N
-P 4 0 1 0 -40 60 -30 90 30 90 40 60 N
-X 1 1 -300 0 200 R 60 60 0 1 P I
-X 2 2 300 0 200 L 60 60 0 1 P I
-ENDDRAW
-ENDDEF
-#
-# VCC
-#
-DEF VCC #PWR 0 0 Y Y 1 F P
-F0 "#PWR" 0 -150 50 H I C CNN
-F1 "VCC" 0 150 50 H V C CNN
-F2 "" 0 0 50 H I C CNN
-F3 "" 0 0 50 H I C CNN
-DRAW
-C 0 75 25 0 1 0 N
-P 2 0 1 0 0 0 0 50 N
-X VCC 1 0 0 0 U 50 50 1 1 W N
-ENDDRAW
-ENDDEF
-#
-#End Library
diff --git a/redox/pcb/rev1.0/kicad_files/redox_rev1.kicad_pcb b/redox/pcb/rev1.0/kicad_files/redox_rev1.kicad_pcb
deleted file mode 100644
index a9266ad..0000000
--- a/redox/pcb/rev1.0/kicad_files/redox_rev1.kicad_pcb
+++ /dev/null
@@ -1,9093 +0,0 @@
-(kicad_pcb (version 20171130) (host pcbnew 5.0.0-fee4fd1~66~ubuntu18.04.1)
-
-  (general
-    (thickness 1.6)
-    (drawings 24)
-    (tracks 570)
-    (zones 0)
-    (modules 86)
-    (nets 58)
-  )
-
-  (page A4)
-  (title_block
-    (title "Redox keyboard PCB")
-    (date 2018-05-05)
-    (rev 1.0)
-    (comment 1 "designed by Mattia Dal Ben (aka u/TiaMaT102)")
-    (comment 2 https://github.com/mattdibi/redox-keyboard)
-  )
-
-  (layers
-    (0 F.Cu signal)
-    (31 B.Cu signal)
-    (32 B.Adhes user)
-    (33 F.Adhes user)
-    (34 B.Paste user)
-    (35 F.Paste user)
-    (36 B.SilkS user)
-    (37 F.SilkS user)
-    (38 B.Mask user)
-    (39 F.Mask user)
-    (40 Dwgs.User user)
-    (41 Cmts.User user)
-    (42 Eco1.User user)
-    (43 Eco2.User user)
-    (44 Edge.Cuts user)
-    (45 Margin user)
-    (46 B.CrtYd user)
-    (47 F.CrtYd user)
-    (48 B.Fab user)
-    (49 F.Fab user)
-  )
-
-  (setup
-    (last_trace_width 0.25)
-    (trace_clearance 0.2)
-    (zone_clearance 0.508)
-    (zone_45_only no)
-    (trace_min 0.2)
-    (segment_width 0.2)
-    (edge_width 0.1)
-    (via_size 0.6)
-    (via_drill 0.4)
-    (via_min_size 0.4)
-    (via_min_drill 0.3)
-    (uvia_size 0.3)
-    (uvia_drill 0.1)
-    (uvias_allowed no)
-    (uvia_min_size 0.2)
-    (uvia_min_drill 0.1)
-    (pcb_text_width 0.3)
-    (pcb_text_size 1.5 1.5)
-    (mod_edge_width 0.15)
-    (mod_text_size 1 1)
-    (mod_text_width 0.15)
-    (pad_size 1.5 1.5)
-    (pad_drill 0.6)
-    (pad_to_mask_clearance 0)
-    (aux_axis_origin 0 0)
-    (visible_elements 7FFFFFFF)
-    (pcbplotparams
-      (layerselection 0x010fc_ffffffff)
-      (usegerberextensions true)
-      (usegerberattributes false)
-      (usegerberadvancedattributes false)
-      (creategerberjobfile false)
-      (excludeedgelayer true)
-      (linewidth 0.100000)
-      (plotframeref false)
-      (viasonmask false)
-      (mode 1)
-      (useauxorigin false)
-      (hpglpennumber 1)
-      (hpglpenspeed 20)
-      (hpglpendiameter 15.000000)
-      (psnegative false)
-      (psa4output false)
-      (plotreference true)
-      (plotvalue true)
-      (plotinvisibletext false)
-      (padsonsilk false)
-      (subtractmaskfromsilk false)
-      (outputformat 1)
-      (mirror false)
-      (drillshape 0)
-      (scaleselection 1)
-      (outputdirectory "gerber_files/"))
-  )
-
-  (net 0 "")
-  (net 1 "Net-(D0-Pad2)")
-  (net 2 row0)
-  (net 3 "Net-(D1-Pad2)")
-  (net 4 "Net-(D2-Pad2)")
-  (net 5 "Net-(D3-Pad2)")
-  (net 6 "Net-(D4-Pad2)")
-  (net 7 "Net-(D5-Pad2)")
-  (net 8 "Net-(D6-Pad2)")
-  (net 9 "Net-(D10-Pad2)")
-  (net 10 row1)
-  (net 11 "Net-(D11-Pad2)")
-  (net 12 "Net-(D12-Pad2)")
-  (net 13 "Net-(D13-Pad2)")
-  (net 14 "Net-(D14-Pad2)")
-  (net 15 "Net-(D15-Pad2)")
-  (net 16 "Net-(D16-Pad2)")
-  (net 17 "Net-(D20-Pad2)")
-  (net 18 row2)
-  (net 19 "Net-(D21-Pad2)")
-  (net 20 "Net-(D22-Pad2)")
-  (net 21 "Net-(D23-Pad2)")
-  (net 22 "Net-(D24-Pad2)")
-  (net 23 "Net-(D25-Pad2)")
-  (net 24 "Net-(D26-Pad2)")
-  (net 25 "Net-(D30-Pad2)")
-  (net 26 row3)
-  (net 27 "Net-(D31-Pad2)")
-  (net 28 "Net-(D32-Pad2)")
-  (net 29 "Net-(D33-Pad2)")
-  (net 30 "Net-(D34-Pad2)")
-  (net 31 "Net-(D35-Pad2)")
-  (net 32 "Net-(D36-Pad2)")
-  (net 33 "Net-(D40-Pad2)")
-  (net 34 row4)
-  (net 35 "Net-(D41-Pad2)")
-  (net 36 "Net-(D42-Pad2)")
-  (net 37 "Net-(D43-Pad2)")
-  (net 38 "Net-(D44-Pad2)")
-  (net 39 "Net-(D45-Pad2)")
-  (net 40 "Net-(D46-Pad2)")
-  (net 41 col0)
-  (net 42 col1)
-  (net 43 col2)
-  (net 44 col3)
-  (net 45 col4)
-  (net 46 col5)
-  (net 47 col6)
-  (net 48 VCC)
-  (net 49 SDA)
-  (net 50 SCL)
-  (net 51 rgb_data)
-  (net 52 GND)
-  (net 53 RST)
-  (net 54 "Net-(U1-Pad2)")
-  (net 55 "Net-(U1-Pad8)")
-  (net 56 "Net-(U1-Pad20)")
-  (net 57 "Net-(U1-Pad24)")
-
-  (net_class Default "Questo è il gruppo di collegamenti predefinito"
-    (clearance 0.2)
-    (trace_width 0.25)
-    (via_dia 0.6)
-    (via_drill 0.4)
-    (uvia_dia 0.3)
-    (uvia_drill 0.1)
-    (add_net GND)
-    (add_net "Net-(D0-Pad2)")
-    (add_net "Net-(D1-Pad2)")
-    (add_net "Net-(D10-Pad2)")
-    (add_net "Net-(D11-Pad2)")
-    (add_net "Net-(D12-Pad2)")
-    (add_net "Net-(D13-Pad2)")
-    (add_net "Net-(D14-Pad2)")
-    (add_net "Net-(D15-Pad2)")
-    (add_net "Net-(D16-Pad2)")
-    (add_net "Net-(D2-Pad2)")
-    (add_net "Net-(D20-Pad2)")
-    (add_net "Net-(D21-Pad2)")
-    (add_net "Net-(D22-Pad2)")
-    (add_net "Net-(D23-Pad2)")
-    (add_net "Net-(D24-Pad2)")
-    (add_net "Net-(D25-Pad2)")
-    (add_net "Net-(D26-Pad2)")
-    (add_net "Net-(D3-Pad2)")
-    (add_net "Net-(D30-Pad2)")
-    (add_net "Net-(D31-Pad2)")
-    (add_net "Net-(D32-Pad2)")
-    (add_net "Net-(D33-Pad2)")
-    (add_net "Net-(D34-Pad2)")
-    (add_net "Net-(D35-Pad2)")
-    (add_net "Net-(D36-Pad2)")
-    (add_net "Net-(D4-Pad2)")
-    (add_net "Net-(D40-Pad2)")
-    (add_net "Net-(D41-Pad2)")
-    (add_net "Net-(D42-Pad2)")
-    (add_net "Net-(D43-Pad2)")
-    (add_net "Net-(D44-Pad2)")
-    (add_net "Net-(D45-Pad2)")
-    (add_net "Net-(D46-Pad2)")
-    (add_net "Net-(D5-Pad2)")
-    (add_net "Net-(D6-Pad2)")
-    (add_net "Net-(U1-Pad2)")
-    (add_net "Net-(U1-Pad20)")
-    (add_net "Net-(U1-Pad24)")
-    (add_net "Net-(U1-Pad8)")
-    (add_net RST)
-    (add_net SCL)
-    (add_net SDA)
-    (add_net VCC)
-    (add_net col0)
-    (add_net col1)
-    (add_net col2)
-    (add_net col3)
-    (add_net col4)
-    (add_net col5)
-    (add_net col6)
-    (add_net rgb_data)
-    (add_net row0)
-    (add_net row1)
-    (add_net row2)
-    (add_net row3)
-    (add_net row4)
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A1DE)
-    (at 91.44 74.93 180)
-    (path /5A808D18)
-    (attr smd)
-    (fp_text reference D0 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 1 "Net-(D0-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 1 "Net-(D0-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A1EC)
-    (at 113.03 74.93 180)
-    (path /5A80908F)
-    (attr smd)
-    (fp_text reference D1 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 3 "Net-(D1-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 3 "Net-(D1-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A1FA)
-    (at 132.08 70.485 180)
-    (path /5A8091FC)
-    (attr smd)
-    (fp_text reference D2 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 4 "Net-(D2-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 4 "Net-(D2-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A208)
-    (at 151.13 67.945 180)
-    (path /5A809209)
-    (attr smd)
-    (fp_text reference D3 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 5 "Net-(D3-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 5 "Net-(D3-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A216)
-    (at 170.18 70.485 180)
-    (path /5A809493)
-    (attr smd)
-    (fp_text reference D4 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 6 "Net-(D4-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 6 "Net-(D4-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A224)
-    (at 189.23 72.39 180)
-    (path /5A8094A0)
-    (attr smd)
-    (fp_text reference D5 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 7 "Net-(D5-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 7 "Net-(D5-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A232)
-    (at 208.28 81.915 180)
-    (path /5A8094AD)
-    (attr smd)
-    (fp_text reference D6 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 8 "Net-(D6-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 8 "Net-(D6-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A240)
-    (at 91.44 93.98 180)
-    (path /5A809C23)
-    (attr smd)
-    (fp_text reference D10 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 9 "Net-(D10-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 9 "Net-(D10-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A24E)
-    (at 113.03 93.98 180)
-    (path /5A809C30)
-    (attr smd)
-    (fp_text reference D11 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 11 "Net-(D11-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 11 "Net-(D11-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A25C)
-    (at 132.08 89.535 180)
-    (path /5A809C3D)
-    (attr smd)
-    (fp_text reference D12 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 12 "Net-(D12-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 12 "Net-(D12-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A26A)
-    (at 151.13 86.995 180)
-    (path /5A809C4A)
-    (attr smd)
-    (fp_text reference D13 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 13 "Net-(D13-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 13 "Net-(D13-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A278)
-    (at 170.18 89.535 180)
-    (path /5A809C57)
-    (attr smd)
-    (fp_text reference D14 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 14 "Net-(D14-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 14 "Net-(D14-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A286)
-    (at 189.23 91.44 180)
-    (path /5A809C64)
-    (attr smd)
-    (fp_text reference D15 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 15 "Net-(D15-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 15 "Net-(D15-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A294)
-    (at 208.28 106.68 180)
-    (path /5A809C71)
-    (attr smd)
-    (fp_text reference D16 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 16 "Net-(D16-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 16 "Net-(D16-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2A2)
-    (at 91.44 113.03 180)
-    (path /5A80AB90)
-    (attr smd)
-    (fp_text reference D20 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 17 "Net-(D20-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 17 "Net-(D20-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2B0)
-    (at 113.03 113.03 180)
-    (path /5A80AB9D)
-    (attr smd)
-    (fp_text reference D21 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 19 "Net-(D21-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 19 "Net-(D21-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2BE)
-    (at 132.08 108.585 180)
-    (path /5A80ABAA)
-    (attr smd)
-    (fp_text reference D22 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 20 "Net-(D22-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 20 "Net-(D22-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2CC)
-    (at 151.13 106.045 180)
-    (path /5A80ABB7)
-    (attr smd)
-    (fp_text reference D23 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 21 "Net-(D23-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 21 "Net-(D23-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2DA)
-    (at 170.18 108.585 180)
-    (path /5A80ABC4)
-    (attr smd)
-    (fp_text reference D24 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 22 "Net-(D24-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 22 "Net-(D24-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2E8)
-    (at 189.23 110.49 180)
-    (path /5A80ABD1)
-    (attr smd)
-    (fp_text reference D25 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 23 "Net-(D25-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 23 "Net-(D25-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2F6)
-    (at 207.645 134.62 150)
-    (path /5A80ABDE)
-    (attr smd)
-    (fp_text reference D26 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 24 "Net-(D26-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 24 "Net-(D26-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A304)
-    (at 91.44 132.08 180)
-    (path /5A80ABF1)
-    (attr smd)
-    (fp_text reference D30 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 25 "Net-(D30-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 25 "Net-(D30-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A312)
-    (at 113.03 132.08 180)
-    (path /5A80ABFE)
-    (attr smd)
-    (fp_text reference D31 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 27 "Net-(D31-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 27 "Net-(D31-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A320)
-    (at 132.08 127.635 180)
-    (path /5A80AC0B)
-    (attr smd)
-    (fp_text reference D32 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 28 "Net-(D32-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 28 "Net-(D32-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A32E)
-    (at 151.13 125.095 180)
-    (path /5A80AC18)
-    (attr smd)
-    (fp_text reference D33 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 29 "Net-(D33-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 29 "Net-(D33-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A33C)
-    (at 170.18 127.635 180)
-    (path /5A80AC25)
-    (attr smd)
-    (fp_text reference D34 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 30 "Net-(D34-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 30 "Net-(D34-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A34A)
-    (at 189.23 129.54 180)
-    (path /5A80AC32)
-    (attr smd)
-    (fp_text reference D35 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 31 "Net-(D35-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 31 "Net-(D35-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A358)
-    (at 224.155 144.145 150)
-    (path /5A80AC3F)
-    (attr smd)
-    (fp_text reference D36 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 32 "Net-(D36-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 32 "Net-(D36-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A366)
-    (at 103.505 142.875 270)
-    (path /5A80E499)
-    (attr smd)
-    (fp_text reference D40 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 33 "Net-(D40-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 33 "Net-(D40-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A374)
-    (at 122.555 140.97 270)
-    (path /5A80E4A6)
-    (attr smd)
-    (fp_text reference D41 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 35 "Net-(D41-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 35 "Net-(D41-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A382)
-    (at 141.605 138.43 270)
-    (path /5A80E4B3)
-    (attr smd)
-    (fp_text reference D42 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 36 "Net-(D42-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 36 "Net-(D42-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A390)
-    (at 160.655 135.89 270)
-    (path /5A80E4C0)
-    (attr smd)
-    (fp_text reference D43 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 37 "Net-(D43-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 37 "Net-(D43-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A39E)
-    (at 187.96 144.526 255)
-    (path /5A80E4CD)
-    (attr smd)
-    (fp_text reference D44 (at -0.0254 1.4 255) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 255) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 255) (size 2.5 0.5) (layers B.Cu)
-      (net 38 "Net-(D44-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 255) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 255) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 255) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 255) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 255) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 255) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 255) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 255) (size 2.5 0.5) (layers F.Cu)
-      (net 38 "Net-(D44-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 255) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A3AC)
-    (at 195.326 155.956 150)
-    (path /5A80E4DA)
-    (attr smd)
-    (fp_text reference D45 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 39 "Net-(D45-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 39 "Net-(D45-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A3BA)
-    (at 212.09 165.608 150)
-    (path /5A80E4E7)
-    (attr smd)
-    (fp_text reference D46 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 40 "Net-(D46-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 40 "Net-(D46-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Resistor-Compact (layer F.Cu) (tedit 597B3C60) (tstamp 5A80A659)
-    (at 200.66 59.436 90)
-    (path /5A80A2DF)
-    (attr smd)
-    (fp_text reference R1 (at 0 0 90) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text value 4.7k (at 0 0 90) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 2.794 0) (end 3.302 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0) (end -2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0) (end 3.302 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (pad 2 thru_hole circle (at -3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 48 VCC))
-    (pad 1 thru_hole circle (at 3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask)
-      (net 49 SDA))
-  )
-
-  (module Keebio-Parts:Resistor-Compact (layer F.Cu) (tedit 597B3C60) (tstamp 5A80A65F)
-    (at 214.884 59.436 90)
-    (path /5A80A522)
-    (attr smd)
-    (fp_text reference R2 (at 0 0 90) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text value 4.7k (at 0 0 90) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 2.794 0) (end 3.302 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0) (end -2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0) (end 3.302 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (pad 2 thru_hole circle (at -3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 48 VCC))
-    (pad 1 thru_hole circle (at 3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask)
-      (net 50 SCL))
-  )
-
-  (module Pin_Headers:Pin_Header_Straight_1x03_Pitch2.54mm (layer F.Cu) (tedit 59650532) (tstamp 5A80A666)
-    (at 198.882 101.6)
-    (descr "Through hole straight pin header, 1x03, 2.54mm pitch, single row")
-    (tags "Through hole pin header THT 1x03 2.54mm single row")
-    (path /5A8088A7)
-    (fp_text reference RGB_STRIP1 (at 0 -2.33) (layer F.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text value Conn_01x03 (at 0 7.41) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_line (start -0.635 -1.27) (end 1.27 -1.27) (layer F.Fab) (width 0.1))
-    (fp_line (start 1.27 -1.27) (end 1.27 6.35) (layer F.Fab) (width 0.1))
-    (fp_line (start 1.27 6.35) (end -1.27 6.35) (layer F.Fab) (width 0.1))
-    (fp_line (start -1.27 6.35) (end -1.27 -0.635) (layer F.Fab) (width 0.1))
-    (fp_line (start -1.27 -0.635) (end -0.635 -1.27) (layer F.Fab) (width 0.1))
-    (fp_line (start -1.33 6.41) (end 1.33 6.41) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 1.27) (end -1.33 6.41) (layer F.SilkS) (width 0.12))
-    (fp_line (start 1.33 1.27) (end 1.33 6.41) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 1.27) (end 1.33 1.27) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 0) (end -1.33 -1.33) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 -1.33) (end 0 -1.33) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.8 -1.8) (end -1.8 6.85) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.8 6.85) (end 1.8 6.85) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 1.8 6.85) (end 1.8 -1.8) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 1.8 -1.8) (end -1.8 -1.8) (layer F.CrtYd) (width 0.05))
-    (fp_text user %R (at 0 2.54 90) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (pad 1 thru_hole rect (at 0 0) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)
-      (net 48 VCC))
-    (pad 2 thru_hole oval (at 0 2.54) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)
-      (net 51 rgb_data))
-    (pad 3 thru_hole oval (at 0 5.08) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (model ${KISYS3DMOD}/Pin_Headers.3dshapes/Pin_Header_Straight_1x03_Pitch2.54mm.wrl
-      (at (xyz 0 0 0))
-      (scale (xyz 1 1 1))
-      (rotate (xyz 0 0 0))
-    )
-  )
-
-  (module Buttons_Switches_ThroughHole:SW_PUSH_6mm_h4.3mm (layer F.Cu) (tedit 5923F252) (tstamp 5A80A66E)
-    (at 114.808 51.308)
-    (descr "tactile push button, 6x6mm e.g. PHAP33xx series, height=4.3mm")
-    (tags "tact sw push 6mm")
-    (path /5A808917)
-    (fp_text reference RST_SW1 (at 3.25 -2) (layer F.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text value SW_PUSH (at 3.75 6.7) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text user %R (at 3.25 2.25) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_line (start 3.25 -0.75) (end 6.25 -0.75) (layer F.Fab) (width 0.1))
-    (fp_line (start 6.25 -0.75) (end 6.25 5.25) (layer F.Fab) (width 0.1))
-    (fp_line (start 6.25 5.25) (end 0.25 5.25) (layer F.Fab) (width 0.1))
-    (fp_line (start 0.25 5.25) (end 0.25 -0.75) (layer F.Fab) (width 0.1))
-    (fp_line (start 0.25 -0.75) (end 3.25 -0.75) (layer F.Fab) (width 0.1))
-    (fp_line (start 7.75 6) (end 8 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 8 6) (end 8 5.75) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 7.75 -1.5) (end 8 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 8 -1.5) (end 8 -1.25) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 -1.25) (end -1.5 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 -1.5) (end -1.25 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 5.75) (end -1.5 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 6) (end -1.25 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.25 -1.5) (end 7.75 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 5.75) (end -1.5 -1.25) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 7.75 6) (end -1.25 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 8 -1.25) (end 8 5.75) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 1 5.5) (end 5.5 5.5) (layer F.SilkS) (width 0.12))
-    (fp_line (start -0.25 1.5) (end -0.25 3) (layer F.SilkS) (width 0.12))
-    (fp_line (start 5.5 -1) (end 1 -1) (layer F.SilkS) (width 0.12))
-    (fp_line (start 6.75 3) (end 6.75 1.5) (layer F.SilkS) (width 0.12))
-    (fp_circle (center 3.25 2.25) (end 1.25 2.5) (layer F.Fab) (width 0.1))
-    (pad 2 thru_hole circle (at 0 4.5 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (pad 1 thru_hole circle (at 0 0 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 53 RST))
-    (pad 2 thru_hole circle (at 6.5 4.5 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (pad 1 thru_hole circle (at 6.5 0 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 53 RST))
-    (model ${KISYS3DMOD}/Buttons_Switches_THT.3dshapes/SW_PUSH_6mm_h4.3mm.wrl
-      (offset (xyz 0.1269999980926514 0 0))
-      (scale (xyz 0.3937 0.3937 0.3937))
-      (rotate (xyz 0 0 0))
-    )
-  )
-
-  (module Keebio-Parts:TRRS-PJ-320A-dual (layer F.Cu) (tedit 5970F8E5) (tstamp 5A80A67B)
-    (at 207.772 50.8)
-    (path /5A8087E2)
-    (fp_text reference TRRS1 (at 0 14.2) (layer Dwgs.User)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text value Audio-Jack-4 (at 0 -5.6) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text user PJ-320A (at 4 5.25 270) (layer B.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user PJ-320A (at -4 5.25 90) (layer F.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_line (start 5.1 0) (end 5.1 -2) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.5 -2) (end 5.1 -2) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.5 0) (end -0.5 -2) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.75 12.1) (end 5.35 12.1) (layer B.SilkS) (width 0.15))
-    (fp_line (start 5.35 0) (end 5.35 12.1) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.75 0) (end 5.35 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.75 0) (end -0.75 12.1) (layer B.SilkS) (width 0.15))
-    (fp_line (start 0.5 -2) (end -5.1 -2) (layer F.SilkS) (width 0.15))
-    (fp_line (start -5.1 0) (end -5.1 -2) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.5 0) (end 0.5 -2) (layer F.SilkS) (width 0.15))
-    (fp_line (start -5.35 0) (end -5.35 12.1) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.75 0) (end 0.75 12.1) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.75 12.1) (end -5.35 12.1) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.75 0) (end -5.35 0) (layer F.SilkS) (width 0.15))
-    (pad "" np_thru_hole circle (at 2.3 8.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad "" np_thru_hole circle (at 2.3 1.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad 1 thru_hole oval (at 4.6 11.3) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 48 VCC))
-    (pad 1 thru_hole oval (at -4.6 11.3) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 48 VCC))
-    (pad 2 thru_hole oval (at 0 10.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 50 SCL))
-    (pad 4 thru_hole oval (at 0 3.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (pad "" np_thru_hole circle (at -2.3 8.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad "" np_thru_hole circle (at -2.3 1.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad 3 thru_hole oval (at 0 6.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 49 SDA))
-  )
-
-  (module Keebio-Parts:ArduinoProMicro (layer F.Cu) (tedit 5A4BEDC1) (tstamp 5A80A697)
-    (at 151.13 66.04 270)
-    (path /5A8086FE)
-    (fp_text reference U1 (at 0 1.625 270) (layer F.SilkS) hide
-      (effects (font (size 1.27 1.524) (thickness 0.2032)))
-    )
-    (fp_text value ProMicro (at 0 0 270) (layer F.SilkS) hide
-      (effects (font (size 1.27 1.524) (thickness 0.2032)))
-    )
-    (fp_line (start -12.7 6.35) (end -12.7 8.89) (layer B.SilkS) (width 0.381))
-    (fp_line (start -15.24 6.35) (end -12.7 6.35) (layer B.SilkS) (width 0.381))
-    (fp_text user D2 (at -11.43 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D0 (at -1.27 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D1 (at -3.81 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user GND (at -6.35 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user GND (at -8.89 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D4 (at 1.27 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user C6 (at 3.81 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D7 (at 6.35 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user E6 (at 8.89 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B4 (at 11.43 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B5 (at 13.97 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B6 (at 13.97 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B2 (at 11.43 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B3 (at 8.89 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B1 (at 6.35 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user F7 (at 3.81 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F6 (at 1.27 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F5 (at -1.27 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F4 (at -3.81 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user VCC (at -6.35 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user RST (at -8.89 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user GND (at -11.43 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user RAW (at -13.97 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user RAW (at -13.97 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user GND (at -11.43 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user RST (at -8.89 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user VCC (at -6.35 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F4 (at -3.81 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F5 (at -1.27 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user F6 (at 1.27 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user F7 (at 3.81 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B1 (at 6.35 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B3 (at 8.89 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B2 (at 11.43 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B6 (at 13.97 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B5 (at 13.97 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B4 (at 11.43 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user E6 (at 8.89 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D7 (at 6.35 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user C6 (at 3.81 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D4 (at 1.27 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user GND (at -8.89 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user GND (at -6.35 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D1 (at -3.81 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D0 (at -1.27 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D2 (at -11.43 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user TX0 (at -13.97 4.826) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user TX0 (at -13.97 4.699) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start -15.24 -8.89) (end -15.24 8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start -15.24 8.89) (end 15.24 8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start 15.24 8.89) (end 15.24 -8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start 15.24 -8.89) (end -15.24 -8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start -15.24 6.35) (end -12.7 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -12.7 6.35) (end -12.7 8.89) (layer F.SilkS) (width 0.381))
-    (pad 1 thru_hole rect (at -13.97 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 51 rgb_data))
-    (pad 2 thru_hole circle (at -11.43 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 54 "Net-(U1-Pad2)"))
-    (pad 3 thru_hole circle (at -8.89 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 52 GND))
-    (pad 4 thru_hole circle (at -6.35 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 52 GND))
-    (pad 5 thru_hole circle (at -3.81 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 49 SDA))
-    (pad 6 thru_hole circle (at -1.27 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 50 SCL))
-    (pad 7 thru_hole circle (at 1.27 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 2 row0))
-    (pad 8 thru_hole circle (at 3.81 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 55 "Net-(U1-Pad8)"))
-    (pad 9 thru_hole circle (at 6.35 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 10 row1))
-    (pad 10 thru_hole circle (at 8.89 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 18 row2))
-    (pad 11 thru_hole circle (at 11.43 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 26 row3))
-    (pad 13 thru_hole circle (at 13.97 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 47 col6))
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-      (net 46 col5))
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-      (net 45 col4))
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-      (net 44 col3))
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-      (net 43 col2))
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-      (net 42 col1))
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-      (net 41 col0))
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-      (net 56 "Net-(U1-Pad20)"))
-    (pad 21 thru_hole circle (at -6.35 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 48 VCC))
-    (pad 22 thru_hole circle (at -8.89 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 53 RST))
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-      (net 52 GND))
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-      (net 34 row4))
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-      (net 57 "Net-(U1-Pad24)"))
-    (model /Users/danny/Documents/proj/custom-keyboard/kicad-libs/3d_models/ArduinoProMicro.wrl
-      (offset (xyz -13.96999979019165 -7.619999885559082 -5.841999912261963))
-      (scale (xyz 0.395 0.395 0.395))
-      (rotate (xyz 90 180 180))
-    )
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-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A87166C)
-    (at 213.36 144.272)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A871675)
-    (at 85.725 53.975)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A87167E)
-    (at 102.87 128.905)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A871687)
-    (at 196.215 52.07)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
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-    (fp_text reference G*** (at 0 0 90) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3)))
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-    (fp_text value LOGO (at 0.75 0 90) (layer F.SilkS) hide
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-
-  (module Symbols:OSHW-Symbol_8.9x8mm_SilkScreen (layer B.Cu) (tedit 0) (tstamp 5A8716E1)
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-    (descr "Open Source Hardware Symbol")
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-      (xy -3.164214 0.611123) (xy -3.116675 0.721143) (xy -3.065484 0.841035) (xy -3.014473 0.961773)
-      (xy -2.967473 1.074329) (xy -2.928315 1.169674) (xy -2.90083 1.238783) (xy -2.88885 1.272626)
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-      (xy -3.387458 2.027291) (xy -3.455438 2.131903) (xy -3.505011 2.211517) (xy -3.532157 2.259893)
-      (xy -3.536078 2.270738) (xy -3.519224 2.29598) (xy -3.472631 2.349876) (xy -3.402251 2.426387)
-      (xy -3.314034 2.519477) (xy -3.213934 2.623105) (xy -3.107901 2.731236) (xy -3.001888 2.83783)
-      (xy -2.901847 2.93685) (xy -2.813729 3.022258) (xy -2.743486 3.088015) (xy -2.697071 3.128084)
-      (xy -2.681543 3.137647) (xy -2.65626 3.1242) (xy -2.595788 3.086425) (xy -2.506007 3.028165)
-      (xy -2.392796 2.953266) (xy -2.262036 2.865575) (xy -2.1634 2.798767) (xy -1.665042 2.459888)
-      (xy -1.249629 2.631135) (xy -0.834215 2.802382) (xy -0.721633 3.399573) (xy -0.60905 3.996765)
-      (xy 0.633953 3.996765) (xy 0.746536 3.399573)) (layer B.SilkS) (width 0.01))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A62D)
-    (at 176.53 141.605 345)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4C7)
-    (fp_text reference K44 (at -0.22 2.79 345) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 345) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 348.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 14.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 345) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 345) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 345) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 315.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 341.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 38 "Net-(D44-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A55C)
-    (at 91.44 123.825)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABEB)
-    (fp_text reference K30 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 25 "Net-(D30-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A4D7)
-    (at 91.44 104.775)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AB8A)
-    (fp_text reference K20 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
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-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 17 "Net-(D20-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A452)
-    (at 91.44 85.725)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C1D)
-    (fp_text reference K10 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 9 "Net-(D10-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A3CD)
-    (at 91.44 66.675)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A808C37)
-    (fp_text reference K0 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 1 "Net-(D0-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5CE)
-    (at 228.6 137.16 330)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC39)
-    (fp_text reference K36 (at -0.22 2.79 330) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 330) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 333.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 359.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 330) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 300.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 326.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 32 "Net-(D36-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A61A)
-    (at 151.13 135.89)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4BA)
-    (fp_text reference K43 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 37 "Net-(D43-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A607)
-    (at 132.08 138.43)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4AD)
-    (fp_text reference K42 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 36 "Net-(D42-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5F4)
-    (at 113.03 142.875)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4A0)
-    (fp_text reference K41 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 35 "Net-(D41-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5E1)
-    (at 93.98 142.875)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E493)
-    (fp_text reference K40 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 33 "Net-(D40-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5BB)
-    (at 189.23 121.285)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC2C)
-    (fp_text reference K35 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 31 "Net-(D35-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5A8)
-    (at 170.18 119.38)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC1F)
-    (fp_text reference K34 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 30 "Net-(D34-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A595)
-    (at 151.13 116.84)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC12)
-    (fp_text reference K33 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 29 "Net-(D33-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A582)
-    (at 132.08 119.38)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC05)
-    (fp_text reference K32 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 28 "Net-(D32-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A56F)
-    (at 113.03 123.825)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABF8)
-    (fp_text reference K31 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 27 "Net-(D31-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A549)
-    (at 212.09 127.635 330)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABD8)
-    (fp_text reference K26 (at -0.22 2.79 330) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 330) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 333.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 359.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 330) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 300.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 326.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 24 "Net-(D26-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A536)
-    (at 189.23 102.235)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABCB)
-    (fp_text reference K25 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 23 "Net-(D25-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A523)
-    (at 170.18 100.33)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABBE)
-    (fp_text reference K24 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 22 "Net-(D24-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A510)
-    (at 151.13 97.79)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABB1)
-    (fp_text reference K23 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 21 "Net-(D23-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A4FD)
-    (at 132.08 100.33)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABA4)
-    (fp_text reference K22 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 20 "Net-(D22-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A4EA)
-    (at 113.03 104.775)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AB97)
-    (fp_text reference K21 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 19 "Net-(D21-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A4B1)
-    (at 189.23 83.185)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C5E)
-    (fp_text reference K15 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 15 "Net-(D15-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A49E)
-    (at 170.18 81.28)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C51)
-    (fp_text reference K14 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 14 "Net-(D14-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A48B)
-    (at 151.13 78.74)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C44)
-    (fp_text reference K13 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 13 "Net-(D13-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A478)
-    (at 132.08 81.28)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C37)
-    (fp_text reference K12 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 12 "Net-(D12-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A465)
-    (at 113.03 85.725)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C2A)
-    (fp_text reference K11 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 11 "Net-(D11-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A43F)
-    (at 208.28 73.66)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A8094A7)
-    (fp_text reference K6 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 8 "Net-(D6-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A42C)
-    (at 189.23 64.135)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80949A)
-    (fp_text reference K5 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 7 "Net-(D5-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A419)
-    (at 170.18 62.23)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80948D)
-    (fp_text reference K4 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 6 "Net-(D4-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A406)
-    (at 151.13 59.69)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809203)
-    (fp_text reference K3 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 5 "Net-(D3-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A3F3)
-    (at 132.08 62.23)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A8091F6)
-    (fp_text reference K2 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 4 "Net-(D2-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A3E0)
-    (at 113.03 66.675)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809089)
-    (fp_text reference K1 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 3 "Net-(D1-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200) (tstamp 5A80A4C4)
-    (at 208.28 97.79 270)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C6B)
-    (fp_text reference K16 (at -0.254 2.794 270) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 270) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 4.572) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -6.35 -4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -4.572 -6.35) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 -6.35) (end 6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -14.1605 -9.398) (end 14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 -9.398) (end 14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 9.398) (end -14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -14.1605 9.398) (end -14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.985 -6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 273.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 299.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 270) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 270) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 270) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 240.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 266.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 16 "Net-(D16-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200) (tstamp 5A80A653)
-    (at 216.535 158.115 240)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4E1)
-    (fp_text reference K46 (at -0.254 2.794 240) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 240) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 4.572) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -6.35 -4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -4.572 -6.35) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 -6.35) (end 6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -14.1605 -9.398) (end 14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 -9.398) (end 14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 9.398) (end -14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -14.1605 9.398) (end -14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.985 -6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 243.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 269.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 240) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 210.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 236.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 40 "Net-(D46-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200) (tstamp 5A80A640)
-    (at 200.025 148.59 240)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4D4)
-    (fp_text reference K45 (at -0.254 2.794 240) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 240) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 4.572) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -6.35 -4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -4.572 -6.35) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 -6.35) (end 6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -14.1605 -9.398) (end 14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 -9.398) (end 14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 9.398) (end -14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -14.1605 9.398) (end -14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.985 -6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 243.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 269.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 240) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 210.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 236.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 39 "Net-(D45-Pad2)"))
-  )
-
-  (module myparts:qmk-badge (layer F.Cu) (tedit 0) (tstamp 5B7EFC47)
-    (at 179.578 51.943)
-    (fp_text reference G*** (at 0 0) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3)))
-    )
-    (fp_text value LOGO (at 0.75 0) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3)))
-    )
-    (fp_poly (pts (xy -0.361128 -1.644355) (xy -0.318686 -1.625463) (xy -0.300242 -1.58982) (xy -0.296538 -1.564189)
-      (xy -0.297924 -1.505199) (xy -0.319677 -1.477877) (xy -0.365932 -1.47835) (xy -0.383343 -1.482793)
-      (xy -0.462689 -1.486523) (xy -0.538621 -1.451795) (xy -0.610059 -1.379156) (xy -0.622997 -1.36117)
-      (xy -0.683846 -1.272729) (xy -0.683846 -0.644769) (xy -0.840825 -0.644769) (xy -0.835604 -1.138115)
-      (xy -0.830384 -1.631462) (xy -0.762 -1.631462) (xy -0.716821 -1.628229) (xy -0.695298 -1.610861)
-      (xy -0.685209 -1.567849) (xy -0.683846 -1.557872) (xy -0.674077 -1.484283) (xy -0.62005 -1.552314)
-      (xy -0.549435 -1.613658) (xy -0.463295 -1.646769) (xy -0.373861 -1.647299) (xy -0.361128 -1.644355)) (layer F.SilkS) (width 0.01))
-    (fp_poly (pts (xy -3.39903 -1.631299) (xy -3.365962 -1.61109) (xy -3.363295 -1.607039) (xy -3.35225 -1.577993)
-      (xy -3.332586 -1.517951) (xy -3.306353 -1.433509) (xy -3.275602 -1.331261) (xy -3.24335 -1.221154)
-      (xy -3.210616 -1.109609) (xy -3.180799 -1.011072) (xy -3.155832 -0.931687) (xy -3.137646 -0.877598)
-      (xy -3.128174 -0.854948) (xy -3.128163 -0.854936) (xy -3.119255 -0.868207) (xy -3.1025 -0.913816)
-      (xy -3.079643 -0.986218) (xy -3.05243 -1.07987) (xy -3.022607 -1.189227) (xy -3.021051 -1.195115)
-      (xy -2.98372 -1.336683) (xy -2.954707 -1.444936) (xy -2.932012 -1.524247) (xy -2.913637 -1.578992)
-      (xy -2.897585 -1.613545) (xy -2.881857 -1.632281) (xy -2.864455 -1.639576) (xy -2.843382 -1.639803)
-      (xy -2.818992 -1.637528) (xy -2.746224 -1.631462) (xy -2.654637 -1.318846) (xy -2.622073 -1.20711)
-      (xy -2.591733 -1.10193) (xy -2.56607 -1.011897) (xy -2.547542 -0.945603) (xy -2.540876 -0.920816)
-      (xy -2.52594 -0.872114) (xy -2.513368 -0.846081) (xy -2.509366 -0.844737) (xy -2.50135 -0.865489)
-      (xy -2.484315 -0.918099) (xy -2.460014 -0.996861) (xy -2.4302 -1.096069) (xy -2.396626 -1.210017)
-      (xy -2.387087 -1.242767) (xy -2.274144 -1.631462) (xy -2.209203 -1.637769) (xy -2.159656 -1.637256)
-      (xy -2.127721 -1.627434) (xy -2.126682 -1.626498) (xy -2.127045 -1.602966) (xy -2.138728 -1.546213)
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diff --git a/redox/pcb/rev1.0/kicad_files/redox_rev1.kicad_pcb-bak b/redox/pcb/rev1.0/kicad_files/redox_rev1.kicad_pcb-bak
deleted file mode 100644
index 9344738..0000000
--- a/redox/pcb/rev1.0/kicad_files/redox_rev1.kicad_pcb-bak
+++ /dev/null
@@ -1,9093 +0,0 @@
-(kicad_pcb (version 20171130) (host pcbnew 5.0.0-fee4fd1~66~ubuntu18.04.1)
-
-  (general
-    (thickness 1.6)
-    (drawings 24)
-    (tracks 570)
-    (zones 0)
-    (modules 86)
-    (nets 58)
-  )
-
-  (page A4)
-  (title_block
-    (title "Redox keyboard PCB")
-    (date 2018-05-05)
-    (rev 1.0)
-    (comment 1 "designed by Mattia Dal Ben (aka u/TiaMaT102)")
-    (comment 2 https://github.com/mattdibi/redox-keyboard)
-  )
-
-  (layers
-    (0 F.Cu signal)
-    (31 B.Cu signal)
-    (32 B.Adhes user)
-    (33 F.Adhes user)
-    (34 B.Paste user)
-    (35 F.Paste user)
-    (36 B.SilkS user)
-    (37 F.SilkS user)
-    (38 B.Mask user)
-    (39 F.Mask user)
-    (40 Dwgs.User user)
-    (41 Cmts.User user)
-    (42 Eco1.User user)
-    (43 Eco2.User user)
-    (44 Edge.Cuts user)
-    (45 Margin user)
-    (46 B.CrtYd user)
-    (47 F.CrtYd user)
-    (48 B.Fab user)
-    (49 F.Fab user)
-  )
-
-  (setup
-    (last_trace_width 0.25)
-    (trace_clearance 0.2)
-    (zone_clearance 0.508)
-    (zone_45_only no)
-    (trace_min 0.2)
-    (segment_width 0.2)
-    (edge_width 0.1)
-    (via_size 0.6)
-    (via_drill 0.4)
-    (via_min_size 0.4)
-    (via_min_drill 0.3)
-    (uvia_size 0.3)
-    (uvia_drill 0.1)
-    (uvias_allowed no)
-    (uvia_min_size 0.2)
-    (uvia_min_drill 0.1)
-    (pcb_text_width 0.3)
-    (pcb_text_size 1.5 1.5)
-    (mod_edge_width 0.15)
-    (mod_text_size 1 1)
-    (mod_text_width 0.15)
-    (pad_size 1.5 1.5)
-    (pad_drill 0.6)
-    (pad_to_mask_clearance 0)
-    (aux_axis_origin 0 0)
-    (visible_elements 7FFFFFFF)
-    (pcbplotparams
-      (layerselection 0x010fc_80000001)
-      (usegerberextensions true)
-      (usegerberattributes false)
-      (usegerberadvancedattributes false)
-      (creategerberjobfile false)
-      (excludeedgelayer true)
-      (linewidth 0.100000)
-      (plotframeref false)
-      (viasonmask false)
-      (mode 1)
-      (useauxorigin false)
-      (hpglpennumber 1)
-      (hpglpenspeed 20)
-      (hpglpendiameter 15.000000)
-      (psnegative false)
-      (psa4output false)
-      (plotreference true)
-      (plotvalue true)
-      (plotinvisibletext false)
-      (padsonsilk false)
-      (subtractmaskfromsilk false)
-      (outputformat 1)
-      (mirror false)
-      (drillshape 0)
-      (scaleselection 1)
-      (outputdirectory "gerber_files/"))
-  )
-
-  (net 0 "")
-  (net 1 "Net-(D0-Pad2)")
-  (net 2 row0)
-  (net 3 "Net-(D1-Pad2)")
-  (net 4 "Net-(D2-Pad2)")
-  (net 5 "Net-(D3-Pad2)")
-  (net 6 "Net-(D4-Pad2)")
-  (net 7 "Net-(D5-Pad2)")
-  (net 8 "Net-(D6-Pad2)")
-  (net 9 "Net-(D10-Pad2)")
-  (net 10 row1)
-  (net 11 "Net-(D11-Pad2)")
-  (net 12 "Net-(D12-Pad2)")
-  (net 13 "Net-(D13-Pad2)")
-  (net 14 "Net-(D14-Pad2)")
-  (net 15 "Net-(D15-Pad2)")
-  (net 16 "Net-(D16-Pad2)")
-  (net 17 "Net-(D20-Pad2)")
-  (net 18 row2)
-  (net 19 "Net-(D21-Pad2)")
-  (net 20 "Net-(D22-Pad2)")
-  (net 21 "Net-(D23-Pad2)")
-  (net 22 "Net-(D24-Pad2)")
-  (net 23 "Net-(D25-Pad2)")
-  (net 24 "Net-(D26-Pad2)")
-  (net 25 "Net-(D30-Pad2)")
-  (net 26 row3)
-  (net 27 "Net-(D31-Pad2)")
-  (net 28 "Net-(D32-Pad2)")
-  (net 29 "Net-(D33-Pad2)")
-  (net 30 "Net-(D34-Pad2)")
-  (net 31 "Net-(D35-Pad2)")
-  (net 32 "Net-(D36-Pad2)")
-  (net 33 "Net-(D40-Pad2)")
-  (net 34 row4)
-  (net 35 "Net-(D41-Pad2)")
-  (net 36 "Net-(D42-Pad2)")
-  (net 37 "Net-(D43-Pad2)")
-  (net 38 "Net-(D44-Pad2)")
-  (net 39 "Net-(D45-Pad2)")
-  (net 40 "Net-(D46-Pad2)")
-  (net 41 col0)
-  (net 42 col1)
-  (net 43 col2)
-  (net 44 col3)
-  (net 45 col4)
-  (net 46 col5)
-  (net 47 col6)
-  (net 48 VCC)
-  (net 49 SDA)
-  (net 50 SCL)
-  (net 51 rgb_data)
-  (net 52 GND)
-  (net 53 RST)
-  (net 54 "Net-(U1-Pad2)")
-  (net 55 "Net-(U1-Pad8)")
-  (net 56 "Net-(U1-Pad20)")
-  (net 57 "Net-(U1-Pad24)")
-
-  (net_class Default "Questo è il gruppo di collegamenti predefinito"
-    (clearance 0.2)
-    (trace_width 0.25)
-    (via_dia 0.6)
-    (via_drill 0.4)
-    (uvia_dia 0.3)
-    (uvia_drill 0.1)
-    (add_net GND)
-    (add_net "Net-(D0-Pad2)")
-    (add_net "Net-(D1-Pad2)")
-    (add_net "Net-(D10-Pad2)")
-    (add_net "Net-(D11-Pad2)")
-    (add_net "Net-(D12-Pad2)")
-    (add_net "Net-(D13-Pad2)")
-    (add_net "Net-(D14-Pad2)")
-    (add_net "Net-(D15-Pad2)")
-    (add_net "Net-(D16-Pad2)")
-    (add_net "Net-(D2-Pad2)")
-    (add_net "Net-(D20-Pad2)")
-    (add_net "Net-(D21-Pad2)")
-    (add_net "Net-(D22-Pad2)")
-    (add_net "Net-(D23-Pad2)")
-    (add_net "Net-(D24-Pad2)")
-    (add_net "Net-(D25-Pad2)")
-    (add_net "Net-(D26-Pad2)")
-    (add_net "Net-(D3-Pad2)")
-    (add_net "Net-(D30-Pad2)")
-    (add_net "Net-(D31-Pad2)")
-    (add_net "Net-(D32-Pad2)")
-    (add_net "Net-(D33-Pad2)")
-    (add_net "Net-(D34-Pad2)")
-    (add_net "Net-(D35-Pad2)")
-    (add_net "Net-(D36-Pad2)")
-    (add_net "Net-(D4-Pad2)")
-    (add_net "Net-(D40-Pad2)")
-    (add_net "Net-(D41-Pad2)")
-    (add_net "Net-(D42-Pad2)")
-    (add_net "Net-(D43-Pad2)")
-    (add_net "Net-(D44-Pad2)")
-    (add_net "Net-(D45-Pad2)")
-    (add_net "Net-(D46-Pad2)")
-    (add_net "Net-(D5-Pad2)")
-    (add_net "Net-(D6-Pad2)")
-    (add_net "Net-(U1-Pad2)")
-    (add_net "Net-(U1-Pad20)")
-    (add_net "Net-(U1-Pad24)")
-    (add_net "Net-(U1-Pad8)")
-    (add_net RST)
-    (add_net SCL)
-    (add_net SDA)
-    (add_net VCC)
-    (add_net col0)
-    (add_net col1)
-    (add_net col2)
-    (add_net col3)
-    (add_net col4)
-    (add_net col5)
-    (add_net col6)
-    (add_net rgb_data)
-    (add_net row0)
-    (add_net row1)
-    (add_net row2)
-    (add_net row3)
-    (add_net row4)
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A1DE)
-    (at 91.44 74.93 180)
-    (path /5A808D18)
-    (attr smd)
-    (fp_text reference D0 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 1 "Net-(D0-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 1 "Net-(D0-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A1EC)
-    (at 113.03 74.93 180)
-    (path /5A80908F)
-    (attr smd)
-    (fp_text reference D1 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 3 "Net-(D1-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 3 "Net-(D1-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A1FA)
-    (at 132.08 70.485 180)
-    (path /5A8091FC)
-    (attr smd)
-    (fp_text reference D2 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 4 "Net-(D2-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 4 "Net-(D2-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A208)
-    (at 151.13 67.945 180)
-    (path /5A809209)
-    (attr smd)
-    (fp_text reference D3 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 5 "Net-(D3-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 5 "Net-(D3-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A216)
-    (at 170.18 70.485 180)
-    (path /5A809493)
-    (attr smd)
-    (fp_text reference D4 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 6 "Net-(D4-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 6 "Net-(D4-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A224)
-    (at 189.23 72.39 180)
-    (path /5A8094A0)
-    (attr smd)
-    (fp_text reference D5 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 7 "Net-(D5-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 7 "Net-(D5-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A232)
-    (at 208.28 81.915 180)
-    (path /5A8094AD)
-    (attr smd)
-    (fp_text reference D6 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 8 "Net-(D6-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 2 row0))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 2 row0))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 2 row0))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 8 "Net-(D6-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 2 row0) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A240)
-    (at 91.44 93.98 180)
-    (path /5A809C23)
-    (attr smd)
-    (fp_text reference D10 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 9 "Net-(D10-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 9 "Net-(D10-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A24E)
-    (at 113.03 93.98 180)
-    (path /5A809C30)
-    (attr smd)
-    (fp_text reference D11 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 11 "Net-(D11-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 11 "Net-(D11-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A25C)
-    (at 132.08 89.535 180)
-    (path /5A809C3D)
-    (attr smd)
-    (fp_text reference D12 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 12 "Net-(D12-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 12 "Net-(D12-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A26A)
-    (at 151.13 86.995 180)
-    (path /5A809C4A)
-    (attr smd)
-    (fp_text reference D13 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 13 "Net-(D13-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 13 "Net-(D13-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A278)
-    (at 170.18 89.535 180)
-    (path /5A809C57)
-    (attr smd)
-    (fp_text reference D14 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 14 "Net-(D14-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 14 "Net-(D14-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A286)
-    (at 189.23 91.44 180)
-    (path /5A809C64)
-    (attr smd)
-    (fp_text reference D15 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 15 "Net-(D15-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 15 "Net-(D15-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A294)
-    (at 208.28 106.68 180)
-    (path /5A809C71)
-    (attr smd)
-    (fp_text reference D16 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 16 "Net-(D16-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 10 row1))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 10 row1))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 10 row1))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 16 "Net-(D16-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 10 row1) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2A2)
-    (at 91.44 113.03 180)
-    (path /5A80AB90)
-    (attr smd)
-    (fp_text reference D20 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 17 "Net-(D20-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 17 "Net-(D20-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2B0)
-    (at 113.03 113.03 180)
-    (path /5A80AB9D)
-    (attr smd)
-    (fp_text reference D21 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 19 "Net-(D21-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 19 "Net-(D21-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2BE)
-    (at 132.08 108.585 180)
-    (path /5A80ABAA)
-    (attr smd)
-    (fp_text reference D22 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 20 "Net-(D22-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 20 "Net-(D22-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2CC)
-    (at 151.13 106.045 180)
-    (path /5A80ABB7)
-    (attr smd)
-    (fp_text reference D23 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 21 "Net-(D23-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 21 "Net-(D23-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2DA)
-    (at 170.18 108.585 180)
-    (path /5A80ABC4)
-    (attr smd)
-    (fp_text reference D24 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 22 "Net-(D24-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 22 "Net-(D24-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2E8)
-    (at 189.23 110.49 180)
-    (path /5A80ABD1)
-    (attr smd)
-    (fp_text reference D25 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 23 "Net-(D25-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 23 "Net-(D25-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A2F6)
-    (at 207.645 134.62 150)
-    (path /5A80ABDE)
-    (attr smd)
-    (fp_text reference D26 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 24 "Net-(D26-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 18 row2))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 18 row2))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 18 row2))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 24 "Net-(D26-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 18 row2) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A304)
-    (at 91.44 132.08 180)
-    (path /5A80ABF1)
-    (attr smd)
-    (fp_text reference D30 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 25 "Net-(D30-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 25 "Net-(D30-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A312)
-    (at 113.03 132.08 180)
-    (path /5A80ABFE)
-    (attr smd)
-    (fp_text reference D31 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 27 "Net-(D31-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 27 "Net-(D31-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A320)
-    (at 132.08 127.635 180)
-    (path /5A80AC0B)
-    (attr smd)
-    (fp_text reference D32 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 28 "Net-(D32-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 28 "Net-(D32-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A32E)
-    (at 151.13 125.095 180)
-    (path /5A80AC18)
-    (attr smd)
-    (fp_text reference D33 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 29 "Net-(D33-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 29 "Net-(D33-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A33C)
-    (at 170.18 127.635 180)
-    (path /5A80AC25)
-    (attr smd)
-    (fp_text reference D34 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 30 "Net-(D34-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 30 "Net-(D34-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A34A)
-    (at 189.23 129.54 180)
-    (path /5A80AC32)
-    (attr smd)
-    (fp_text reference D35 (at -0.0254 1.4 180) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 180) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 31 "Net-(D35-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 180) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 180) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 31 "Net-(D35-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 180) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A358)
-    (at 224.155 144.145 150)
-    (path /5A80AC3F)
-    (attr smd)
-    (fp_text reference D36 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 32 "Net-(D36-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 26 row3))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 26 row3))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 26 row3))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 32 "Net-(D36-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 26 row3) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A366)
-    (at 103.505 142.875 270)
-    (path /5A80E499)
-    (attr smd)
-    (fp_text reference D40 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 33 "Net-(D40-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 33 "Net-(D40-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A374)
-    (at 122.555 140.97 270)
-    (path /5A80E4A6)
-    (attr smd)
-    (fp_text reference D41 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 35 "Net-(D41-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 35 "Net-(D41-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A382)
-    (at 141.605 138.43 270)
-    (path /5A80E4B3)
-    (attr smd)
-    (fp_text reference D42 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 36 "Net-(D42-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 36 "Net-(D42-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A390)
-    (at 160.655 135.89 270)
-    (path /5A80E4C0)
-    (attr smd)
-    (fp_text reference D43 (at -0.0254 1.4 270) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 270) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 37 "Net-(D43-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 270) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 270) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 37 "Net-(D43-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 270) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A39E)
-    (at 187.96 144.526 255)
-    (path /5A80E4CD)
-    (attr smd)
-    (fp_text reference D44 (at -0.0254 1.4 255) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 255) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 255) (size 2.5 0.5) (layers B.Cu)
-      (net 38 "Net-(D44-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 255) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 255) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 255) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 255) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 255) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 255) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 255) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 255) (size 2.5 0.5) (layers F.Cu)
-      (net 38 "Net-(D44-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 255) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A3AC)
-    (at 195.326 155.956 150)
-    (path /5A80E4DA)
-    (attr smd)
-    (fp_text reference D45 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 39 "Net-(D45-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 39 "Net-(D45-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 39 "Net-(D45-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA) (tstamp 5A80A3BA)
-    (at 212.09 165.608 150)
-    (path /5A80E4E7)
-    (attr smd)
-    (fp_text reference D46 (at -0.0254 1.4 150) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text value D (at 0 -1.925 150) (layer F.SilkS) hide
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 1.905 0.762) (end 1.905 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -0.762) (end -2.54 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -0.762) (end -2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 0.762) (end 2.54 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 0.762) (end 2.54 0.762) (layer F.SilkS) (width 0.15))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 40 "Net-(D46-Pad2)") (solder_mask_margin -999))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask)
-      (net 34 row4))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers B.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-    (pad 1 smd rect (at 1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 34 row4))
-    (pad 2 smd rect (at -1.575 0 150) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad 2 thru_hole circle (at -3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad 1 thru_hole rect (at 3.9 0 150) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 34 row4))
-    (pad 2 smd rect (at -2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 40 "Net-(D46-Pad2)") (solder_mask_margin -999))
-    (pad 1 smd rect (at 2.7 0 150) (size 2.5 0.5) (layers F.Cu)
-      (net 34 row4) (solder_mask_margin -999))
-  )
-
-  (module Keebio-Parts:Resistor-Compact (layer F.Cu) (tedit 597B3C60) (tstamp 5A80A659)
-    (at 200.66 59.436 90)
-    (path /5A80A2DF)
-    (attr smd)
-    (fp_text reference R1 (at 0 0 90) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text value 4.7k (at 0 0 90) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 2.794 0) (end 3.302 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0) (end -2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0) (end 3.302 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (pad 2 thru_hole circle (at -3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 48 VCC))
-    (pad 1 thru_hole circle (at 3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask)
-      (net 49 SDA))
-  )
-
-  (module Keebio-Parts:Resistor-Compact (layer F.Cu) (tedit 597B3C60) (tstamp 5A80A65F)
-    (at 214.884 59.436 90)
-    (path /5A80A522)
-    (attr smd)
-    (fp_text reference R2 (at 0 0 90) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text value 4.7k (at 0 0 90) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start 2.794 0) (end 3.302 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer B.SilkS) (width 0.15))
-    (fp_line (start -2.794 0) (end -2.794 -0.762) (layer B.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start 2.794 0) (end 3.302 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -3.302 0) (end -2.794 0) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 0.762) (end -2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer F.SilkS) (width 0.15))
-    (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer F.SilkS) (width 0.15))
-    (pad 2 thru_hole circle (at -3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS)
-      (net 48 VCC))
-    (pad 1 thru_hole circle (at 3.9 0 90) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask)
-      (net 50 SCL))
-  )
-
-  (module Pin_Headers:Pin_Header_Straight_1x03_Pitch2.54mm (layer F.Cu) (tedit 59650532) (tstamp 5A80A666)
-    (at 198.882 101.6)
-    (descr "Through hole straight pin header, 1x03, 2.54mm pitch, single row")
-    (tags "Through hole pin header THT 1x03 2.54mm single row")
-    (path /5A8088A7)
-    (fp_text reference RGB_STRIP1 (at 0 -2.33) (layer F.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text value Conn_01x03 (at 0 7.41) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_line (start -0.635 -1.27) (end 1.27 -1.27) (layer F.Fab) (width 0.1))
-    (fp_line (start 1.27 -1.27) (end 1.27 6.35) (layer F.Fab) (width 0.1))
-    (fp_line (start 1.27 6.35) (end -1.27 6.35) (layer F.Fab) (width 0.1))
-    (fp_line (start -1.27 6.35) (end -1.27 -0.635) (layer F.Fab) (width 0.1))
-    (fp_line (start -1.27 -0.635) (end -0.635 -1.27) (layer F.Fab) (width 0.1))
-    (fp_line (start -1.33 6.41) (end 1.33 6.41) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 1.27) (end -1.33 6.41) (layer F.SilkS) (width 0.12))
-    (fp_line (start 1.33 1.27) (end 1.33 6.41) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 1.27) (end 1.33 1.27) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 0) (end -1.33 -1.33) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.33 -1.33) (end 0 -1.33) (layer F.SilkS) (width 0.12))
-    (fp_line (start -1.8 -1.8) (end -1.8 6.85) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.8 6.85) (end 1.8 6.85) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 1.8 6.85) (end 1.8 -1.8) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 1.8 -1.8) (end -1.8 -1.8) (layer F.CrtYd) (width 0.05))
-    (fp_text user %R (at 0 2.54 90) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (pad 1 thru_hole rect (at 0 0) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)
-      (net 48 VCC))
-    (pad 2 thru_hole oval (at 0 2.54) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)
-      (net 51 rgb_data))
-    (pad 3 thru_hole oval (at 0 5.08) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (model ${KISYS3DMOD}/Pin_Headers.3dshapes/Pin_Header_Straight_1x03_Pitch2.54mm.wrl
-      (at (xyz 0 0 0))
-      (scale (xyz 1 1 1))
-      (rotate (xyz 0 0 0))
-    )
-  )
-
-  (module Buttons_Switches_ThroughHole:SW_PUSH_6mm_h4.3mm (layer F.Cu) (tedit 5923F252) (tstamp 5A80A66E)
-    (at 114.808 51.308)
-    (descr "tactile push button, 6x6mm e.g. PHAP33xx series, height=4.3mm")
-    (tags "tact sw push 6mm")
-    (path /5A808917)
-    (fp_text reference RST_SW1 (at 3.25 -2) (layer F.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text value SW_PUSH (at 3.75 6.7) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text user %R (at 3.25 2.25) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_line (start 3.25 -0.75) (end 6.25 -0.75) (layer F.Fab) (width 0.1))
-    (fp_line (start 6.25 -0.75) (end 6.25 5.25) (layer F.Fab) (width 0.1))
-    (fp_line (start 6.25 5.25) (end 0.25 5.25) (layer F.Fab) (width 0.1))
-    (fp_line (start 0.25 5.25) (end 0.25 -0.75) (layer F.Fab) (width 0.1))
-    (fp_line (start 0.25 -0.75) (end 3.25 -0.75) (layer F.Fab) (width 0.1))
-    (fp_line (start 7.75 6) (end 8 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 8 6) (end 8 5.75) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 7.75 -1.5) (end 8 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 8 -1.5) (end 8 -1.25) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 -1.25) (end -1.5 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 -1.5) (end -1.25 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 5.75) (end -1.5 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 6) (end -1.25 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.25 -1.5) (end 7.75 -1.5) (layer F.CrtYd) (width 0.05))
-    (fp_line (start -1.5 5.75) (end -1.5 -1.25) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 7.75 6) (end -1.25 6) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 8 -1.25) (end 8 5.75) (layer F.CrtYd) (width 0.05))
-    (fp_line (start 1 5.5) (end 5.5 5.5) (layer F.SilkS) (width 0.12))
-    (fp_line (start -0.25 1.5) (end -0.25 3) (layer F.SilkS) (width 0.12))
-    (fp_line (start 5.5 -1) (end 1 -1) (layer F.SilkS) (width 0.12))
-    (fp_line (start 6.75 3) (end 6.75 1.5) (layer F.SilkS) (width 0.12))
-    (fp_circle (center 3.25 2.25) (end 1.25 2.5) (layer F.Fab) (width 0.1))
-    (pad 2 thru_hole circle (at 0 4.5 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (pad 1 thru_hole circle (at 0 0 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 53 RST))
-    (pad 2 thru_hole circle (at 6.5 4.5 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (pad 1 thru_hole circle (at 6.5 0 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)
-      (net 53 RST))
-    (model ${KISYS3DMOD}/Buttons_Switches_THT.3dshapes/SW_PUSH_6mm_h4.3mm.wrl
-      (offset (xyz 0.1269999980926514 0 0))
-      (scale (xyz 0.3937 0.3937 0.3937))
-      (rotate (xyz 0 0 0))
-    )
-  )
-
-  (module Keebio-Parts:TRRS-PJ-320A-dual (layer F.Cu) (tedit 5970F8E5) (tstamp 5A80A67B)
-    (at 207.772 50.8)
-    (path /5A8087E2)
-    (fp_text reference TRRS1 (at 0 14.2) (layer Dwgs.User)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text value Audio-Jack-4 (at 0 -5.6) (layer F.Fab)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_text user PJ-320A (at 4 5.25 270) (layer B.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user PJ-320A (at -4 5.25 90) (layer F.SilkS)
-      (effects (font (size 1 1) (thickness 0.15)))
-    )
-    (fp_line (start 5.1 0) (end 5.1 -2) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.5 -2) (end 5.1 -2) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.5 0) (end -0.5 -2) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.75 12.1) (end 5.35 12.1) (layer B.SilkS) (width 0.15))
-    (fp_line (start 5.35 0) (end 5.35 12.1) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.75 0) (end 5.35 0) (layer B.SilkS) (width 0.15))
-    (fp_line (start -0.75 0) (end -0.75 12.1) (layer B.SilkS) (width 0.15))
-    (fp_line (start 0.5 -2) (end -5.1 -2) (layer F.SilkS) (width 0.15))
-    (fp_line (start -5.1 0) (end -5.1 -2) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.5 0) (end 0.5 -2) (layer F.SilkS) (width 0.15))
-    (fp_line (start -5.35 0) (end -5.35 12.1) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.75 0) (end 0.75 12.1) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.75 12.1) (end -5.35 12.1) (layer F.SilkS) (width 0.15))
-    (fp_line (start 0.75 0) (end -5.35 0) (layer F.SilkS) (width 0.15))
-    (pad "" np_thru_hole circle (at 2.3 8.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad "" np_thru_hole circle (at 2.3 1.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad 1 thru_hole oval (at 4.6 11.3) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 48 VCC))
-    (pad 1 thru_hole oval (at -4.6 11.3) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 48 VCC))
-    (pad 2 thru_hole oval (at 0 10.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 50 SCL))
-    (pad 4 thru_hole oval (at 0 3.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 52 GND))
-    (pad "" np_thru_hole circle (at -2.3 8.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad "" np_thru_hole circle (at -2.3 1.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-    (pad 3 thru_hole oval (at 0 6.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask)
-      (net 49 SDA))
-  )
-
-  (module Keebio-Parts:ArduinoProMicro (layer F.Cu) (tedit 5A4BEDC1) (tstamp 5A80A697)
-    (at 151.13 66.04 270)
-    (path /5A8086FE)
-    (fp_text reference U1 (at 0 1.625 270) (layer F.SilkS) hide
-      (effects (font (size 1.27 1.524) (thickness 0.2032)))
-    )
-    (fp_text value ProMicro (at 0 0 270) (layer F.SilkS) hide
-      (effects (font (size 1.27 1.524) (thickness 0.2032)))
-    )
-    (fp_line (start -12.7 6.35) (end -12.7 8.89) (layer B.SilkS) (width 0.381))
-    (fp_line (start -15.24 6.35) (end -12.7 6.35) (layer B.SilkS) (width 0.381))
-    (fp_text user D2 (at -11.43 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D0 (at -1.27 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D1 (at -3.81 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user GND (at -6.35 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user GND (at -8.89 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D4 (at 1.27 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user C6 (at 3.81 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user D7 (at 6.35 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user E6 (at 8.89 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B4 (at 11.43 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B5 (at 13.97 5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B6 (at 13.97 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B2 (at 11.43 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B3 (at 8.89 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B1 (at 6.35 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user F7 (at 3.81 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F6 (at 1.27 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F5 (at -1.27 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F4 (at -3.81 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user VCC (at -6.35 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user RST (at -8.89 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user GND (at -11.43 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user RAW (at -13.97 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user RAW (at -13.97 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user GND (at -11.43 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user RST (at -8.89 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user VCC (at -6.35 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F4 (at -3.81 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user F5 (at -1.27 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user F6 (at 1.27 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user F7 (at 3.81 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B1 (at 6.35 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B3 (at 8.89 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B2 (at 11.43 -5.461) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user B6 (at 13.97 -5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B5 (at 13.97 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user B4 (at 11.43 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user E6 (at 8.89 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D7 (at 6.35 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user C6 (at 3.81 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D4 (at 1.27 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user GND (at -8.89 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user GND (at -6.35 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D1 (at -3.81 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D0 (at -1.27 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user D2 (at -11.43 5.461) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_text user TX0 (at -13.97 4.826) (layer B.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-    )
-    (fp_text user TX0 (at -13.97 4.699) (layer F.SilkS)
-      (effects (font (size 0.8 0.8) (thickness 0.15)))
-    )
-    (fp_line (start -15.24 -8.89) (end -15.24 8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start -15.24 8.89) (end 15.24 8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start 15.24 8.89) (end 15.24 -8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start 15.24 -8.89) (end -15.24 -8.89) (layer F.SilkS) (width 0.381))
-    (fp_line (start -15.24 6.35) (end -12.7 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -12.7 6.35) (end -12.7 8.89) (layer F.SilkS) (width 0.381))
-    (pad 1 thru_hole rect (at -13.97 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 51 rgb_data))
-    (pad 2 thru_hole circle (at -11.43 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 54 "Net-(U1-Pad2)"))
-    (pad 3 thru_hole circle (at -8.89 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 52 GND))
-    (pad 4 thru_hole circle (at -6.35 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 52 GND))
-    (pad 5 thru_hole circle (at -3.81 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 49 SDA))
-    (pad 6 thru_hole circle (at -1.27 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 50 SCL))
-    (pad 7 thru_hole circle (at 1.27 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 2 row0))
-    (pad 8 thru_hole circle (at 3.81 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 55 "Net-(U1-Pad8)"))
-    (pad 9 thru_hole circle (at 6.35 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 10 row1))
-    (pad 10 thru_hole circle (at 8.89 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 18 row2))
-    (pad 11 thru_hole circle (at 11.43 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 26 row3))
-    (pad 13 thru_hole circle (at 13.97 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 47 col6))
-    (pad 14 thru_hole circle (at 11.43 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 46 col5))
-    (pad 15 thru_hole circle (at 8.89 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 45 col4))
-    (pad 16 thru_hole circle (at 6.35 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 44 col3))
-    (pad 17 thru_hole circle (at 3.81 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 43 col2))
-    (pad 18 thru_hole circle (at 1.27 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 42 col1))
-    (pad 19 thru_hole circle (at -1.27 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 41 col0))
-    (pad 20 thru_hole circle (at -3.81 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 56 "Net-(U1-Pad20)"))
-    (pad 21 thru_hole circle (at -6.35 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 48 VCC))
-    (pad 22 thru_hole circle (at -8.89 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 53 RST))
-    (pad 23 thru_hole circle (at -11.43 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 52 GND))
-    (pad 12 thru_hole circle (at 13.97 7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 34 row4))
-    (pad 24 thru_hole circle (at -13.97 -7.62 270) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask)
-      (net 57 "Net-(U1-Pad24)"))
-    (model /Users/danny/Documents/proj/custom-keyboard/kicad-libs/3d_models/ArduinoProMicro.wrl
-      (offset (xyz -13.96999979019165 -7.619999885559082 -5.841999912261963))
-      (scale (xyz 0.395 0.395 0.395))
-      (rotate (xyz 90 180 180))
-    )
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A87166C)
-    (at 213.36 144.272)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A871675)
-    (at 85.725 53.975)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A87167E)
-    (at 102.87 128.905)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0) (tstamp 5A871687)
-    (at 196.215 52.07)
-    (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-  )
-
-  (module myparts:redox-logo (layer F.Cu) (tedit 0) (tstamp 5A884522)
-    (at 102.235 102.87 90)
-    (fp_text reference G*** (at 0 0 90) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3)))
-    )
-    (fp_text value LOGO (at 0.75 0 90) (layer F.SilkS) hide
-      (effects (font (size 1.524 1.524) (thickness 0.3)))
-    )
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-    (descr "Open Source Hardware Symbol")
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-
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-    (at 176.53 141.605 345)
-    (descr MXALPS)
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-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 348.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 14.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 38 "Net-(D44-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 345) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 345) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 345) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 315.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 341.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 38 "Net-(D44-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A55C)
-    (at 91.44 123.825)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABEB)
-    (fp_text reference K30 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 25 "Net-(D30-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 25 "Net-(D30-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A4D7)
-    (at 91.44 104.775)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AB8A)
-    (fp_text reference K20 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 17 "Net-(D20-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 17 "Net-(D20-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A452)
-    (at 91.44 85.725)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C1D)
-    (fp_text reference K10 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 9 "Net-(D10-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 9 "Net-(D10-Pad2)"))
-  )
-
-  (module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8) (tstamp 5A80A3CD)
-    (at 91.44 66.675)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A808C37)
-    (fp_text reference K0 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 1 "Net-(D0-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 1 "Net-(D0-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5CE)
-    (at 228.6 137.16 330)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC39)
-    (fp_text reference K36 (at -0.22 2.79 330) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 330) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 333.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 359.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 32 "Net-(D36-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 330) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 300.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 326.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 32 "Net-(D36-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A61A)
-    (at 151.13 135.89)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4BA)
-    (fp_text reference K43 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 37 "Net-(D43-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 37 "Net-(D43-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A607)
-    (at 132.08 138.43)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4AD)
-    (fp_text reference K42 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 36 "Net-(D42-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 36 "Net-(D42-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5F4)
-    (at 113.03 142.875)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4A0)
-    (fp_text reference K41 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 35 "Net-(D41-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 35 "Net-(D41-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5E1)
-    (at 93.98 142.875)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E493)
-    (fp_text reference K40 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 33 "Net-(D40-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 41 col0))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 33 "Net-(D40-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5BB)
-    (at 189.23 121.285)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC2C)
-    (fp_text reference K35 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 31 "Net-(D35-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 31 "Net-(D35-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A5A8)
-    (at 170.18 119.38)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC1F)
-    (fp_text reference K34 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 30 "Net-(D34-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 30 "Net-(D34-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A595)
-    (at 151.13 116.84)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC12)
-    (fp_text reference K33 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 29 "Net-(D33-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 29 "Net-(D33-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A582)
-    (at 132.08 119.38)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AC05)
-    (fp_text reference K32 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 28 "Net-(D32-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 28 "Net-(D32-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A56F)
-    (at 113.03 123.825)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABF8)
-    (fp_text reference K31 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 27 "Net-(D31-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 27 "Net-(D31-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A549)
-    (at 212.09 127.635 330)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABD8)
-    (fp_text reference K26 (at -0.22 2.79 330) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 330) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 333.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 359.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 24 "Net-(D26-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 330) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 330) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 300.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 326.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 24 "Net-(D26-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A536)
-    (at 189.23 102.235)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABCB)
-    (fp_text reference K25 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 23 "Net-(D25-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 23 "Net-(D25-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A523)
-    (at 170.18 100.33)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABBE)
-    (fp_text reference K24 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 22 "Net-(D24-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 22 "Net-(D24-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A510)
-    (at 151.13 97.79)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABB1)
-    (fp_text reference K23 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 21 "Net-(D23-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 21 "Net-(D23-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A4FD)
-    (at 132.08 100.33)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80ABA4)
-    (fp_text reference K22 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 20 "Net-(D22-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 20 "Net-(D22-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A4EA)
-    (at 113.03 104.775)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80AB97)
-    (fp_text reference K21 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 19 "Net-(D21-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 19 "Net-(D21-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A4B1)
-    (at 189.23 83.185)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C5E)
-    (fp_text reference K15 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 15 "Net-(D15-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 15 "Net-(D15-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A49E)
-    (at 170.18 81.28)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C51)
-    (fp_text reference K14 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 14 "Net-(D14-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 14 "Net-(D14-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A48B)
-    (at 151.13 78.74)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C44)
-    (fp_text reference K13 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 13 "Net-(D13-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 13 "Net-(D13-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A478)
-    (at 132.08 81.28)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C37)
-    (fp_text reference K12 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 12 "Net-(D12-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 12 "Net-(D12-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A465)
-    (at 113.03 85.725)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C2A)
-    (fp_text reference K11 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 11 "Net-(D11-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 11 "Net-(D11-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A43F)
-    (at 208.28 73.66)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A8094A7)
-    (fp_text reference K6 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 8 "Net-(D6-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 8 "Net-(D6-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A42C)
-    (at 189.23 64.135)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80949A)
-    (fp_text reference K5 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 7 "Net-(D5-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 7 "Net-(D5-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A419)
-    (at 170.18 62.23)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80948D)
-    (fp_text reference K4 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 6 "Net-(D4-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 45 col4))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 6 "Net-(D4-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A406)
-    (at 151.13 59.69)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809203)
-    (fp_text reference K3 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 5 "Net-(D3-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 44 col3))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 5 "Net-(D3-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A3F3)
-    (at 132.08 62.23)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A8091F6)
-    (fp_text reference K2 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 4 "Net-(D2-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 43 col2))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 4 "Net-(D2-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325) (tstamp 5A80A3E0)
-    (at 113.03 66.675)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809089)
-    (fp_text reference K1 (at -0.22 2.79) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 3 "Net-(D1-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 42 col1))
-    (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 3 "Net-(D1-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200) (tstamp 5A80A4C4)
-    (at 208.28 97.79 270)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A809C6B)
-    (fp_text reference K16 (at -0.254 2.794 270) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 270) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 4.572) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -6.35 -4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -4.572 -6.35) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 -6.35) (end 6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -14.1605 -9.398) (end 14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 -9.398) (end 14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 9.398) (end -14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -14.1605 9.398) (end -14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start -6.985 -6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 273.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 299.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 16 "Net-(D16-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 270) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 270) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 270) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 240.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 266.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 16 "Net-(D16-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200) (tstamp 5A80A653)
-    (at 216.535 158.115 240)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4E1)
-    (fp_text reference K46 (at -0.254 2.794 240) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 240) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
-    (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 6.35) (end 6.35 4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
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-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
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-    (fp_line (start -6.985 -6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 243.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 3.405 -3.27 269.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 40 "Net-(D46-Pad2)"))
-    (pad HOLE np_thru_hole circle (at 0 0 240) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at -5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 210.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 47 col6))
-    (pad 2 thru_hole oval (at 2.52 -4.79 236.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 40 "Net-(D46-Pad2)"))
-  )
-
-  (module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200) (tstamp 5A80A640)
-    (at 200.025 148.59 240)
-    (descr MXALPS)
-    (tags MXALPS)
-    (path /5A80E4D4)
-    (fp_text reference K45 (at -0.254 2.794 240) (layer F.SilkS) hide
-      (effects (font (size 1 1) (thickness 0.2)))
-    )
-    (fp_text value KEYSW (at 0 4.572 240) (layer F.SilkS)
-      (effects (font (size 1.524 1.524) (thickness 0.3048)))
-    )
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-    (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 4.572) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end -6.35 -4.572) (layer B.SilkS) (width 0.381))
-    (fp_line (start -4.572 -6.35) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-    (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 -6.35) (end 6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-    (fp_line (start -14.1605 -9.398) (end 14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 -9.398) (end 14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start 14.1605 9.398) (end -14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -14.1605 9.398) (end -14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-    (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-    (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
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-    (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
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-    (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
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-    (fp_line (start -6.985 -6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-    (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-    (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-    (pad 1 thru_hole oval (at -2.52 -4.79 243.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 3.405 -3.27 269.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 39 "Net-(D45-Pad2)"))
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-    (pad HOLE np_thru_hole circle (at -5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad HOLE np_thru_hole circle (at 5.08 0 240) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-    (pad 1 thru_hole oval (at -3.405 -3.27 210.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS)
-      (net 46 col5))
-    (pad 2 thru_hole oval (at 2.52 -4.79 236.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS)
-      (net 39 "Net-(D45-Pad2)"))
-  )
-
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-      )
-    )
-  )
-)
diff --git a/redox/pcb/rev1.0/kicad_files/redox_rev1.net b/redox/pcb/rev1.0/kicad_files/redox_rev1.net
deleted file mode 100644
index e16db0b..0000000
--- a/redox/pcb/rev1.0/kicad_files/redox_rev1.net
+++ /dev/null
@@ -1,814 +0,0 @@
-(export (version D)
-  (design
-    (source C:/Users/TiaMaT/Desktop/Redox_rev2/KicadFiles_Redox_rev2/redox_rev2.sch)
-    (date "11/02/2018 20:45:14")
-    (tool "Eeschema 4.0.7")
-    (sheet (number 1) (name /) (tstamps /)
-      (title_block
-        (title)
-        (company)
-        (rev)
-        (date)
-        (source redox_rev2.sch)
-        (comment (number 1) (value ""))
-        (comment (number 2) (value ""))
-        (comment (number 3) (value ""))
-        (comment (number 4) (value "")))))
-  (components
-    (comp (ref U1)
-      (value ProMicro)
-      (footprint Keebio-Parts:ArduinoProMicro)
-      (libsource (lib keebio) (part ProMicro))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8086FE))
-    (comp (ref TRRS1)
-      (value Audio-Jack-4)
-      (footprint Keebio-Parts:TRRS-PJ-320A-dual)
-      (libsource (lib conn) (part Audio-Jack-4))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8087E2))
-    (comp (ref RGB_STRIP1)
-      (value Conn_01x03)
-      (footprint Pin_Headers:Pin_Header_Straight_1x03_Pitch2.54mm)
-      (libsource (lib conn) (part Conn_01x03))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8088A7))
-    (comp (ref RST_SW1)
-      (value SW_PUSH)
-      (footprint Buttons_Switches_ThroughHole:SW_PUSH_6mm_h4.3mm)
-      (libsource (lib keyboard_parts) (part SW_PUSH))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A808917))
-    (comp (ref K0)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A808C37))
-    (comp (ref D0)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A808D18))
-    (comp (ref K1)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809089))
-    (comp (ref D1)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80908F))
-    (comp (ref K2)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8091F6))
-    (comp (ref D2)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8091FC))
-    (comp (ref K3)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809203))
-    (comp (ref D3)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809209))
-    (comp (ref K4)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80948D))
-    (comp (ref D4)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809493))
-    (comp (ref K5)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80949A))
-    (comp (ref D5)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8094A0))
-    (comp (ref K6)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8094A7))
-    (comp (ref D6)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A8094AD))
-    (comp (ref K10)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C1D))
-    (comp (ref D10)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C23))
-    (comp (ref K11)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C2A))
-    (comp (ref D11)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C30))
-    (comp (ref K12)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C37))
-    (comp (ref D12)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C3D))
-    (comp (ref K13)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C44))
-    (comp (ref D13)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C4A))
-    (comp (ref K14)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C51))
-    (comp (ref D14)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C57))
-    (comp (ref K15)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C5E))
-    (comp (ref D15)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C64))
-    (comp (ref K16)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C6B))
-    (comp (ref D16)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A809C71))
-    (comp (ref K20)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AB8A))
-    (comp (ref D20)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AB90))
-    (comp (ref K21)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AB97))
-    (comp (ref D21)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AB9D))
-    (comp (ref K22)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABA4))
-    (comp (ref D22)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABAA))
-    (comp (ref K23)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABB1))
-    (comp (ref D23)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABB7))
-    (comp (ref K24)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABBE))
-    (comp (ref D24)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABC4))
-    (comp (ref K25)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABCB))
-    (comp (ref D25)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABD1))
-    (comp (ref K26)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABD8))
-    (comp (ref D26)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABDE))
-    (comp (ref K30)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABEB))
-    (comp (ref D30)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABF1))
-    (comp (ref K31)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABF8))
-    (comp (ref D31)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80ABFE))
-    (comp (ref K32)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC05))
-    (comp (ref D32)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC0B))
-    (comp (ref K33)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC12))
-    (comp (ref D33)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC18))
-    (comp (ref K34)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC1F))
-    (comp (ref D34)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC25))
-    (comp (ref K35)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC2C))
-    (comp (ref D35)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC32))
-    (comp (ref K36)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC39))
-    (comp (ref D36)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80AC3F))
-    (comp (ref K40)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E493))
-    (comp (ref D40)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E499))
-    (comp (ref K41)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4A0))
-    (comp (ref D41)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4A6))
-    (comp (ref K42)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4AD))
-    (comp (ref D42)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4B3))
-    (comp (ref K43)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4BA))
-    (comp (ref D43)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4C0))
-    (comp (ref K44)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4C7))
-    (comp (ref D44)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4CD))
-    (comp (ref K45)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4D4))
-    (comp (ref D45)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4DA))
-    (comp (ref K46)
-      (value KEYSW)
-      (footprint Keebio-Parts:Hybrid_PCB_100H_Dual_hole-nosilk)
-      (libsource (lib keyboard_parts) (part KEYSW))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4E1))
-    (comp (ref D46)
-      (value D)
-      (footprint Keebio-Parts:Diode-dual)
-      (libsource (lib device) (part D))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80E4E7))
-    (comp (ref R1)
-      (value 4.7k)
-      (footprint Keebio-Parts:Resistor-Compact)
-      (libsource (lib device) (part R))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80A2DF))
-    (comp (ref R2)
-      (value 4.7k)
-      (footprint Keebio-Parts:Resistor-Compact)
-      (libsource (lib device) (part R))
-      (sheetpath (names /) (tstamps /))
-      (tstamp 5A80A522)))
-  (libparts
-    (libpart (lib conn) (part Audio-Jack-4)
-      (description "4-pin (audio) jack receptable (stereo + 4th pin/TRRS connector)")
-      (docs ~)
-      (fields
-        (field (name Reference) J)
-        (field (name Value) Audio-Jack-4))
-      (pins
-        (pin (num 1) (name ~) (type passive))
-        (pin (num 2) (name ~) (type passive))
-        (pin (num 3) (name ~) (type passive))
-        (pin (num 4) (name ~) (type passive))))
-    (libpart (lib conn) (part Conn_01x03)
-      (description "Generic connector, single row, 01x03")
-      (docs ~)
-      (footprints
-        (fp Connector*:*_??x*mm*)
-        (fp Connector*:*1x??x*mm*)
-        (fp Pin?Header?Straight?1X*)
-        (fp Pin?Header?Angled?1X*)
-        (fp Socket?Strip?Straight?1X*)
-        (fp Socket?Strip?Angled?1X*))
-      (fields
-        (field (name Reference) J)
-        (field (name Value) Conn_01x03))
-      (pins
-        (pin (num 1) (name Pin_1) (type passive))
-        (pin (num 2) (name Pin_2) (type passive))
-        (pin (num 3) (name Pin_3) (type passive))))
-    (libpart (lib device) (part D)
-      (description Diode)
-      (footprints
-        (fp TO-???*)
-        (fp *SingleDiode)
-        (fp *_Diode_*)
-        (fp *SingleDiode*)
-        (fp D_*))
-      (fields
-        (field (name Reference) D)
-        (field (name Value) D))
-      (pins
-        (pin (num 1) (name K) (type passive))
-        (pin (num 2) (name A) (type passive))))
-    (libpart (lib keyboard_parts) (part KEYSW)
-      (fields
-        (field (name Reference) K?)
-        (field (name Value) KEYSW))
-      (pins
-        (pin (num 1) (name ~) (type passive))
-        (pin (num 2) (name ~) (type passive))))
-    (libpart (lib keebio) (part ProMicro)
-      (fields
-        (field (name Reference) U)
-        (field (name Value) ProMicro))
-      (pins
-        (pin (num 1) (name TX0/PD3) (type input))
-        (pin (num 2) (name RX1/PD2) (type input))
-        (pin (num 3) (name GND) (type input))
-        (pin (num 4) (name GND) (type input))
-        (pin (num 5) (name 2/PD1) (type input))
-        (pin (num 6) (name 3/PD0) (type input))
-        (pin (num 7) (name 4/PD4) (type input))
-        (pin (num 8) (name 5/PC6) (type input))
-        (pin (num 9) (name 6/PD7) (type input))
-        (pin (num 10) (name 7/PE6) (type input))
-        (pin (num 11) (name 8/PB4) (type input))
-        (pin (num 12) (name 9/PB5) (type input))
-        (pin (num 13) (name 10/PB6) (type input))
-        (pin (num 14) (name 16/PB2) (type input))
-        (pin (num 15) (name 14/PB3) (type input))
-        (pin (num 16) (name 15/PB1) (type input))
-        (pin (num 17) (name A0/PF7) (type input))
-        (pin (num 18) (name A1/PF6) (type input))
-        (pin (num 19) (name A2/PF5) (type input))
-        (pin (num 20) (name A3/PF4) (type input))
-        (pin (num 21) (name VCC) (type input))
-        (pin (num 22) (name RST) (type input))
-        (pin (num 23) (name GND) (type input))
-        (pin (num 24) (name RAW) (type input))))
-    (libpart (lib device) (part R)
-      (description Resistor)
-      (footprints
-        (fp R_*)
-        (fp R_*))
-      (fields
-        (field (name Reference) R)
-        (field (name Value) R))
-      (pins
-        (pin (num 1) (name ~) (type passive))
-        (pin (num 2) (name ~) (type passive))))
-    (libpart (lib keyboard_parts) (part SW_PUSH)
-      (fields
-        (field (name Reference) SW)
-        (field (name Value) SW_PUSH))
-      (pins
-        (pin (num 1) (name 1) (type passive))
-        (pin (num 2) (name 2) (type passive)))))
-  (libraries
-    (library (logical device)
-      (uri "E:\\Program Files\\KiCad\\share\\kicad\\library\\device.lib"))
-    (library (logical conn)
-      (uri "E:\\Program Files\\KiCad\\share\\kicad\\library\\conn.lib"))
-    (library (logical keyboard_parts)
-      (uri C:\Users\TiaMaT\Desktop\Redox_rev2\Librerie\kicad_lib_tmk-master\keyboard_parts.lib))
-    (library (logical keebio)
-      (uri C:\Users\TiaMaT\Desktop\Redox_rev2\Librerie\keebio-components-master\keebio.lib)))
-  (nets
-    (net (code 1) (name "Net-(D36-Pad2)")
-      (node (ref D36) (pin 2))
-      (node (ref K36) (pin 2)))
-    (net (code 2) (name "Net-(D35-Pad2)")
-      (node (ref D35) (pin 2))
-      (node (ref K35) (pin 2)))
-    (net (code 3) (name "Net-(D34-Pad2)")
-      (node (ref K34) (pin 2))
-      (node (ref D34) (pin 2)))
-    (net (code 4) (name "Net-(D33-Pad2)")
-      (node (ref K33) (pin 2))
-      (node (ref D33) (pin 2)))
-    (net (code 5) (name "Net-(D32-Pad2)")
-      (node (ref D32) (pin 2))
-      (node (ref K32) (pin 2)))
-    (net (code 6) (name "Net-(D40-Pad2)")
-      (node (ref K40) (pin 2))
-      (node (ref D40) (pin 2)))
-    (net (code 7) (name "Net-(D42-Pad2)")
-      (node (ref K42) (pin 2))
-      (node (ref D42) (pin 2)))
-    (net (code 8) (name "Net-(D41-Pad2)")
-      (node (ref K41) (pin 2))
-      (node (ref D41) (pin 2)))
-    (net (code 9) (name "Net-(D23-Pad2)")
-      (node (ref D23) (pin 2))
-      (node (ref K23) (pin 2)))
-    (net (code 10) (name "Net-(D25-Pad2)")
-      (node (ref K25) (pin 2))
-      (node (ref D25) (pin 2)))
-    (net (code 11) (name "Net-(D24-Pad2)")
-      (node (ref D24) (pin 2))
-      (node (ref K24) (pin 2)))
-    (net (code 12) (name "Net-(D22-Pad2)")
-      (node (ref D22) (pin 2))
-      (node (ref K22) (pin 2)))
-    (net (code 13) (name "Net-(D21-Pad2)")
-      (node (ref D21) (pin 2))
-      (node (ref K21) (pin 2)))
-    (net (code 14) (name "Net-(D31-Pad2)")
-      (node (ref D31) (pin 2))
-      (node (ref K31) (pin 2)))
-    (net (code 15) (name "Net-(D30-Pad2)")
-      (node (ref D30) (pin 2))
-      (node (ref K30) (pin 2)))
-    (net (code 16) (name row3)
-      (node (ref D36) (pin 1))
-      (node (ref D31) (pin 1))
-      (node (ref U1) (pin 11))
-      (node (ref D34) (pin 1))
-      (node (ref D30) (pin 1))
-      (node (ref D33) (pin 1))
-      (node (ref D35) (pin 1))
-      (node (ref D32) (pin 1)))
-    (net (code 17) (name "Net-(D43-Pad2)")
-      (node (ref K43) (pin 2))
-      (node (ref D43) (pin 2)))
-    (net (code 18) (name "Net-(D26-Pad2)")
-      (node (ref D26) (pin 2))
-      (node (ref K26) (pin 2)))
-    (net (code 19) (name SCL)
-      (node (ref R2) (pin 1))
-      (node (ref TRRS1) (pin 2))
-      (node (ref U1) (pin 6)))
-    (net (code 20) (name VCC)
-      (node (ref U1) (pin 21))
-      (node (ref TRRS1) (pin 1))
-      (node (ref RGB_STRIP1) (pin 1))
-      (node (ref R1) (pin 2))
-      (node (ref R2) (pin 2)))
-    (net (code 21) (name SDA)
-      (node (ref U1) (pin 5))
-      (node (ref R1) (pin 1))
-      (node (ref TRRS1) (pin 3)))
-    (net (code 22) (name row4)
-      (node (ref D41) (pin 1))
-      (node (ref D40) (pin 1))
-      (node (ref D46) (pin 1))
-      (node (ref D45) (pin 1))
-      (node (ref D43) (pin 1))
-      (node (ref D44) (pin 1))
-      (node (ref U1) (pin 12))
-      (node (ref D42) (pin 1)))
-    (net (code 23) (name "Net-(D46-Pad2)")
-      (node (ref D46) (pin 2))
-      (node (ref K46) (pin 2)))
-    (net (code 24) (name "Net-(D45-Pad2)")
-      (node (ref D45) (pin 2))
-      (node (ref K45) (pin 2)))
-    (net (code 25) (name "Net-(D44-Pad2)")
-      (node (ref K44) (pin 2))
-      (node (ref D44) (pin 2)))
-    (net (code 26) (name "Net-(U1-Pad24)")
-      (node (ref U1) (pin 24)))
-    (net (code 27) (name rgb_data)
-      (node (ref RGB_STRIP1) (pin 2))
-      (node (ref U1) (pin 1)))
-    (net (code 28) (name GND)
-      (node (ref U1) (pin 3))
-      (node (ref RST_SW1) (pin 2))
-      (node (ref U1) (pin 23))
-      (node (ref U1) (pin 4))
-      (node (ref TRRS1) (pin 4))
-      (node (ref RGB_STRIP1) (pin 3)))
-    (net (code 29) (name "Net-(U1-Pad20)")
-      (node (ref U1) (pin 20)))
-    (net (code 30) (name "Net-(U1-Pad8)")
-      (node (ref U1) (pin 8)))
-    (net (code 31) (name "Net-(U1-Pad2)")
-      (node (ref U1) (pin 2)))
-    (net (code 32) (name RST)
-      (node (ref RST_SW1) (pin 1))
-      (node (ref U1) (pin 22)))
-    (net (code 33) (name "Net-(D12-Pad2)")
-      (node (ref K12) (pin 2))
-      (node (ref D12) (pin 2)))
-    (net (code 34) (name "Net-(D14-Pad2)")
-      (node (ref K14) (pin 2))
-      (node (ref D14) (pin 2)))
-    (net (code 35) (name "Net-(D13-Pad2)")
-      (node (ref D13) (pin 2))
-      (node (ref K13) (pin 2)))
-    (net (code 36) (name "Net-(D15-Pad2)")
-      (node (ref D15) (pin 2))
-      (node (ref K15) (pin 2)))
-    (net (code 37) (name "Net-(D11-Pad2)")
-      (node (ref K11) (pin 2))
-      (node (ref D11) (pin 2)))
-    (net (code 38) (name "Net-(D10-Pad2)")
-      (node (ref K10) (pin 2))
-      (node (ref D10) (pin 2)))
-    (net (code 39) (name "Net-(D20-Pad2)")
-      (node (ref D20) (pin 2))
-      (node (ref K20) (pin 2)))
-    (net (code 40) (name row2)
-      (node (ref D20) (pin 1))
-      (node (ref D26) (pin 1))
-      (node (ref D23) (pin 1))
-      (node (ref U1) (pin 10))
-      (node (ref D24) (pin 1))
-      (node (ref D21) (pin 1))
-      (node (ref D25) (pin 1))
-      (node (ref D22) (pin 1)))
-    (net (code 41) (name "Net-(D16-Pad2)")
-      (node (ref K16) (pin 2))
-      (node (ref D16) (pin 2)))
-    (net (code 42) (name col2)
-      (node (ref K42) (pin 1))
-      (node (ref K22) (pin 1))
-      (node (ref K12) (pin 1))
-      (node (ref U1) (pin 17))
-      (node (ref K2) (pin 1))
-      (node (ref K32) (pin 1)))
-    (net (code 43) (name "Net-(D4-Pad2)")
-      (node (ref K4) (pin 2))
-      (node (ref D4) (pin 2)))
-    (net (code 44) (name col4)
-      (node (ref K24) (pin 1))
-      (node (ref K4) (pin 1))
-      (node (ref K14) (pin 1))
-      (node (ref K44) (pin 1))
-      (node (ref U1) (pin 15))
-      (node (ref K34) (pin 1)))
-    (net (code 45) (name "Net-(D3-Pad2)")
-      (node (ref K3) (pin 2))
-      (node (ref D3) (pin 2)))
-    (net (code 46) (name col3)
-      (node (ref K13) (pin 1))
-      (node (ref K23) (pin 1))
-      (node (ref K33) (pin 1))
-      (node (ref K43) (pin 1))
-      (node (ref K3) (pin 1))
-      (node (ref U1) (pin 16)))
-    (net (code 47) (name "Net-(D2-Pad2)")
-      (node (ref D2) (pin 2))
-      (node (ref K2) (pin 2)))
-    (net (code 48) (name "Net-(D1-Pad2)")
-      (node (ref D1) (pin 2))
-      (node (ref K1) (pin 2)))
-    (net (code 49) (name col1)
-      (node (ref K11) (pin 1))
-      (node (ref K21) (pin 1))
-      (node (ref K1) (pin 1))
-      (node (ref K41) (pin 1))
-      (node (ref K31) (pin 1))
-      (node (ref U1) (pin 18)))
-    (net (code 50) (name "Net-(D0-Pad2)")
-      (node (ref K0) (pin 2))
-      (node (ref D0) (pin 2)))
-    (net (code 51) (name "Net-(D6-Pad2)")
-      (node (ref K6) (pin 2))
-      (node (ref D6) (pin 2)))
-    (net (code 52) (name row1)
-      (node (ref D10) (pin 1))
-      (node (ref U1) (pin 9))
-      (node (ref D15) (pin 1))
-      (node (ref D16) (pin 1))
-      (node (ref D13) (pin 1))
-      (node (ref D12) (pin 1))
-      (node (ref D14) (pin 1))
-      (node (ref D11) (pin 1)))
-    (net (code 53) (name col0)
-      (node (ref K30) (pin 1))
-      (node (ref U1) (pin 19))
-      (node (ref K40) (pin 1))
-      (node (ref K0) (pin 1))
-      (node (ref K20) (pin 1))
-      (node (ref K10) (pin 1)))
-    (net (code 54) (name col6)
-      (node (ref K36) (pin 1))
-      (node (ref K46) (pin 1))
-      (node (ref U1) (pin 13))
-      (node (ref K6) (pin 1))
-      (node (ref K16) (pin 1))
-      (node (ref K26) (pin 1)))
-    (net (code 55) (name "Net-(D5-Pad2)")
-      (node (ref K5) (pin 2))
-      (node (ref D5) (pin 2)))
-    (net (code 56) (name row0)
-      (node (ref D5) (pin 1))
-      (node (ref U1) (pin 7))
-      (node (ref D3) (pin 1))
-      (node (ref D4) (pin 1))
-      (node (ref D2) (pin 1))
-      (node (ref D0) (pin 1))
-      (node (ref D1) (pin 1))
-      (node (ref D6) (pin 1)))
-    (net (code 57) (name col5)
-      (node (ref K35) (pin 1))
-      (node (ref K5) (pin 1))
-      (node (ref K25) (pin 1))
-      (node (ref U1) (pin 14))
-      (node (ref K15) (pin 1))
-      (node (ref K45) (pin 1)))))
\ No newline at end of file
diff --git a/redox/pcb/rev1.0/kicad_files/redox_rev1.pro b/redox/pcb/rev1.0/kicad_files/redox_rev1.pro
deleted file mode 100644
index 83ab7d4..0000000
--- a/redox/pcb/rev1.0/kicad_files/redox_rev1.pro
+++ /dev/null
@@ -1,76 +0,0 @@
-update=05/05/2018 10:43:38
-version=1
-last_client=kicad
-[pcbnew]
-version=1
-LastNetListRead=
-UseCmpFile=1
-PadDrill=0.600000000000
-PadDrillOvalY=0.600000000000
-PadSizeH=1.500000000000
-PadSizeV=1.500000000000
-PcbTextSizeV=1.500000000000
-PcbTextSizeH=1.500000000000
-PcbTextThickness=0.300000000000
-ModuleTextSizeV=1.000000000000
-ModuleTextSizeH=1.000000000000
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diff --git a/redox/pcb/rev1.0/kicad_files/redox_rev1.sch b/redox/pcb/rev1.0/kicad_files/redox_rev1.sch
deleted file mode 100644
index 1e5be16..0000000
--- a/redox/pcb/rev1.0/kicad_files/redox_rev1.sch
+++ /dev/null
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diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/ArduinoProMicro.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/ArduinoProMicro.kicad_mod
deleted file mode 100644
index 502a2f6..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/ArduinoProMicro.kicad_mod
+++ /dev/null
@@ -1,189 +0,0 @@
-(module Keebio-Parts:ArduinoProMicro (layer F.Cu) (tedit 5A4BEDC1)
-  (fp_text reference U1 (at 0 1.625) (layer F.SilkS) hide
-    (effects (font (size 1.27 1.524) (thickness 0.2032)))
-  )
-  (fp_text value ProMicro (at 0 0) (layer F.SilkS) hide
-    (effects (font (size 1.27 1.524) (thickness 0.2032)))
-  )
-  (fp_line (start -12.7 6.35) (end -12.7 8.89) (layer F.SilkS) (width 0.381))
-  (fp_line (start -15.24 6.35) (end -12.7 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 15.24 -8.89) (end -15.24 -8.89) (layer F.SilkS) (width 0.381))
-  (fp_line (start 15.24 8.89) (end 15.24 -8.89) (layer F.SilkS) (width 0.381))
-  (fp_line (start -15.24 8.89) (end 15.24 8.89) (layer F.SilkS) (width 0.381))
-  (fp_line (start -15.24 -8.89) (end -15.24 8.89) (layer F.SilkS) (width 0.381))
-  (fp_text user TX0 (at -13.97 4.699 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user TX0 (at -13.97 4.826 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user D2 (at -11.43 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user D0 (at -1.27 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user D1 (at -3.81 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user GND (at -6.35 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user GND (at -8.89 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user D4 (at 1.27 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user C6 (at 3.81 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user D7 (at 6.35 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user E6 (at 8.89 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B4 (at 11.43 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B5 (at 13.97 5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B6 (at 13.97 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B2 (at 11.43 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user B3 (at 8.89 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B1 (at 6.35 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user F7 (at 3.81 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user F6 (at 1.27 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user F5 (at -1.27 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user F4 (at -3.81 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user VCC (at -6.35 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user RST (at -8.89 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user GND (at -11.43 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user RAW (at -13.97 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user RAW (at -13.97 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user GND (at -11.43 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user RST (at -8.89 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user VCC (at -6.35 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user F4 (at -3.81 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user F5 (at -1.27 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user F6 (at 1.27 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user F7 (at 3.81 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B1 (at 6.35 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user B3 (at 8.89 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user B2 (at 11.43 -5.461 -270) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text user B6 (at 13.97 -5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user B5 (at 13.97 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user B4 (at 11.43 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user E6 (at 8.89 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user D7 (at 6.35 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user C6 (at 3.81 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user D4 (at 1.27 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user GND (at -8.89 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user GND (at -6.35 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user D1 (at -3.81 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user D0 (at -1.27 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text user D2 (at -11.43 5.461 -270) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_line (start -15.24 6.35) (end -12.7 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -12.7 6.35) (end -12.7 8.89) (layer B.SilkS) (width 0.381))
-  (pad 24 thru_hole circle (at -13.97 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 12 thru_hole circle (at 13.97 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 23 thru_hole circle (at -11.43 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 22 thru_hole circle (at -8.89 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 21 thru_hole circle (at -6.35 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 20 thru_hole circle (at -3.81 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 19 thru_hole circle (at -1.27 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 18 thru_hole circle (at 1.27 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 17 thru_hole circle (at 3.81 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 16 thru_hole circle (at 6.35 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 15 thru_hole circle (at 8.89 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 14 thru_hole circle (at 11.43 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 13 thru_hole circle (at 13.97 -7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 11 thru_hole circle (at 11.43 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 10 thru_hole circle (at 8.89 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 9 thru_hole circle (at 6.35 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 8 thru_hole circle (at 3.81 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 7 thru_hole circle (at 1.27 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 6 thru_hole circle (at -1.27 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 5 thru_hole circle (at -3.81 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 4 thru_hole circle (at -6.35 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 3 thru_hole circle (at -8.89 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 2 thru_hole circle (at -11.43 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (pad 1 thru_hole rect (at -13.97 7.62) (size 1.7526 1.7526) (drill 1.0922) (layers *.Cu *.SilkS *.Mask))
-  (model /Users/danny/Documents/proj/custom-keyboard/kicad-libs/3d_models/ArduinoProMicro.wrl
-    (offset (xyz -13.96999979019165 -7.619999885559082 -5.841999912261963))
-    (scale (xyz 0.395 0.395 0.395))
-    (rotate (xyz 90 180 180))
-  )
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/Diode-dual.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/Diode-dual.kicad_mod
deleted file mode 100644
index 08e3c7f..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/Diode-dual.kicad_mod
+++ /dev/null
@@ -1,34 +0,0 @@
-(module Keebio-Parts:Diode-dual (layer F.Cu) (tedit 5A4BD0FA)
-  (attr smd)
-  (fp_text reference D46 (at -0.0254 1.4) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_text value D (at 0 -1.925) (layer F.SilkS) hide
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_line (start -2.540001 0.762) (end 2.54 0.761999) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.54 0.761999) (end 2.540001 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.540001 -0.762) (end -2.54 -0.761999) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.54 -0.761999) (end -2.540001 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.540001 0.762) (end -2.032001 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.159 0.762) (end 2.159 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.286 -0.762) (end 2.286 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.413 0.762) (end 2.413 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.032001 -0.762) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 1.904999 0.762) (end 1.905 -0.761999) (layer F.SilkS) (width 0.15))
-  (fp_line (start 1.778 0.762) (end 1.778 -0.762) (layer F.SilkS) (width 0.15))
-  (pad 1 smd rect (at 2.7 0) (size 2.5 0.5) (layers F.Cu)
-    (solder_mask_margin -999))
-  (pad 2 smd rect (at -2.7 0) (size 2.5 0.5) (layers F.Cu)
-    (solder_mask_margin -999))
-  (pad 1 thru_hole rect (at 3.9 0) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS))
-  (pad 2 thru_hole circle (at -3.9 0) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS))
-  (pad 2 smd rect (at -1.575 0) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask))
-  (pad 1 smd rect (at 1.575 0) (size 1.2 1.2) (layers F.Cu F.Paste F.Mask))
-  (pad 1 smd rect (at 2.7 0) (size 2.5 0.5) (layers B.Cu)
-    (solder_mask_margin -999))
-  (pad 1 smd rect (at 1.575 0) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask))
-  (pad 2 smd rect (at -1.575 0) (size 1.2 1.2) (layers B.Cu B.Paste B.Mask))
-  (pad 2 smd rect (at -2.7 0) (size 2.5 0.5) (layers B.Cu)
-    (solder_mask_margin -999))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/HOLE_M3.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/HOLE_M3.kicad_mod
deleted file mode 100644
index b3a73be..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/HOLE_M3.kicad_mod
+++ /dev/null
@@ -1,9 +0,0 @@
-(module keyboard_parts:HOLE_M3 (layer F.Cu) (tedit 0)
-  (fp_text reference HOLE_M3 (at 0 -4.5) (layer F.SilkS) hide
-    (effects (font (size 1.524 1.524) (thickness 0.3048)))
-  )
-  (fp_text value VAL** (at 0.05 -7.25) (layer F.SilkS) hide
-    (effects (font (size 1.524 1.524) (thickness 0.3048)))
-  )
-  (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 3.2) (layers *.Cu *.Mask F.SilkS))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_100-dualside.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_100-dualside.kicad_mod
deleted file mode 100644
index 1a9a399..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_100-dualside.kicad_mod
+++ /dev/null
@@ -1,55 +0,0 @@
-(module canadian_footprints:Mx_Alps_100-dualside (layer F.Cu) (tedit 59986325)
-  (descr MXALPS)
-  (tags MXALPS)
-  (fp_text reference K1 (at -0.22 2.79) (layer F.SilkS) hide
-    (effects (font (size 1 1) (thickness 0.2)))
-  )
-  (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-    (effects (font (size 1.524 1.524) (thickness 0.3048)))
-  )
-  (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-  (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-  (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -9.398 9.398) (end -9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start 9.398 9.398) (end -9.398 9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start 9.398 -9.398) (end 9.398 9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start -9.398 -9.398) (end 9.398 -9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-  (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-  (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS))
-  (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS))
-  (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-  (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-  (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-  (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS))
-  (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_125-dualside.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_125-dualside.kicad_mod
deleted file mode 100644
index ef1addb..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_125-dualside.kicad_mod
+++ /dev/null
@@ -1,55 +0,0 @@
-(module myparts:Mx_Alps_125-dualside (layer F.Cu) (tedit 5AED7DC8)
-  (descr MXALPS)
-  (tags MXALPS)
-  (fp_text reference K0 (at -0.22 2.79) (layer F.SilkS) hide
-    (effects (font (size 1 1) (thickness 0.2)))
-  )
-  (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-    (effects (font (size 1.524 1.524) (thickness 0.3048)))
-  )
-  (fp_line (start -7.62 7.62) (end -7.62 -7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.62 7.62) (end -7.62 7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.62 -7.62) (end 7.62 7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.62 -7.62) (end 7.62 -7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -6.985 6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 6.985) (end -6.985 6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 -6.985) (end 6.985 6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-  (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-  (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -11.781 9.398) (end -11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start 11.781 9.398) (end -11.781 9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start 11.781 -9.398) (end 11.781 9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start -11.781 -9.398) (end 11.781 -9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.985 -6.985) (end -6.985 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 6.985) (end 6.985 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer B.SilkS) (width 0.381))
-  (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-  (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS))
-  (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS))
-  (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-  (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-  (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-  (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS))
-  (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_150-dualsided.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_150-dualsided.kicad_mod
deleted file mode 100644
index 8293e53..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/Mx_Alps_150-dualsided.kicad_mod
+++ /dev/null
@@ -1,53 +0,0 @@
-(module canadian_footprints:Mx_Alps_150-dualsided (layer F.Cu) (tedit 59303200)
-  (descr MXALPS)
-  (tags MXALPS)
-  (fp_text reference K45 (at -0.254 2.794) (layer F.SilkS) hide
-    (effects (font (size 1 1) (thickness 0.2)))
-  )
-  (fp_text value KEYSW (at 0 4.572) (layer F.SilkS)
-    (effects (font (size 1.524 1.524) (thickness 0.3048)))
-  )
-  (fp_line (start -7.62 7.620001) (end -7.620001 -7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.620001 7.62) (end -7.62 7.620001) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.62 -7.620001) (end 7.620001 7.62) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.620001 -7.62) (end 7.62 -7.620001) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.75 -6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start 7.75 6.4) (end 7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.75 6.4) (end 7.75 6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -7.75 6.4) (end -7.75 -6.4) (layer Dwgs.User) (width 0.3))
-  (fp_line (start -6.985 6.984999) (end -6.984999 -6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.984999 6.985) (end -6.985 6.984999) (layer Eco2.User) (width 0.1524))
-  (fp_line (start 6.985 -6.984999) (end 6.984999 6.985) (layer Eco2.User) (width 0.1524))
-  (fp_line (start -6.984999 -6.985) (end 6.985 -6.984999) (layer Eco2.User) (width 0.1524))
-  (fp_line (start -6.35 -4.572) (end -6.35 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -6.35 6.35) (end -6.35 4.572) (layer F.SilkS) (width 0.381))
-  (fp_line (start -4.572 6.35) (end -6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 6.35) (end 4.572 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 4.572) (end 6.35 6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start 6.35 -6.35) (end 6.35 -4.572) (layer F.SilkS) (width 0.381))
-  (fp_line (start 4.572 -6.35) (end 6.35 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -6.35 -6.35) (end -4.572 -6.35) (layer F.SilkS) (width 0.381))
-  (fp_line (start -14.1605 9.398) (end -14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start 14.1605 9.398) (end -14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start 14.1605 -9.398) (end 14.1605 9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start -14.1605 -9.398) (end 14.1605 -9.398) (layer Dwgs.User) (width 0.1524))
-  (fp_line (start -6.35 6.35) (end -6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 6.35) (end -6.35 6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 -6.35) (end 6.35 6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start -6.35 -6.35) (end 6.35 -6.35) (layer Cmts.User) (width 0.1524))
-  (fp_line (start 6.35 -6.35) (end 4.572 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -4.572 -6.35) (end -6.35 -6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 -6.35) (end -6.35 -4.572) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 4.572) (end -6.35 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start -6.35 6.35) (end -4.572 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 4.572 6.35) (end 6.35 6.35) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 6.35) (end 6.35 4.572) (layer B.SilkS) (width 0.381))
-  (fp_line (start 6.35 -4.572) (end 6.35 -6.35) (layer B.SilkS) (width 0.381))
-  (pad 2 thru_hole oval (at 2.52 -4.79 356.1) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS))
-  (pad 1 thru_hole oval (at -3.405 -3.27 330.95) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS))
-  (pad HOLE np_thru_hole circle (at 5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-  (pad HOLE np_thru_hole circle (at -5.08 0) (size 1.7018 1.7018) (drill 1.7018) (layers *.Cu))
-  (pad HOLE np_thru_hole circle (at 0 0) (size 3.9878 3.9878) (drill 3.9878) (layers *.Cu))
-  (pad 2 thru_hole oval (at 3.405 -3.27 29.05) (size 2.5 4.17) (drill oval 1.5 3.17) (layers *.Cu *.Mask F.SilkS))
-  (pad 1 thru_hole oval (at -2.52 -4.79 3.9) (size 2.5 3.08) (drill oval 1.5 2.08) (layers *.Cu *.Mask F.SilkS))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/OSHW-Symbol_8.9x8mm_SilkScreen.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/OSHW-Symbol_8.9x8mm_SilkScreen.kicad_mod
deleted file mode 100644
index 951b860..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/OSHW-Symbol_8.9x8mm_SilkScreen.kicad_mod
+++ /dev/null
@@ -1,96 +0,0 @@
-(module Symbols:OSHW-Symbol_8.9x8mm_SilkScreen (layer F.Cu) (tedit 0)
-  (descr "Open Source Hardware Symbol")
-  (tags "Logo Symbol OSHW")
-  (attr virtual)
-  (fp_text reference REF*** (at 0 0) (layer F.SilkS) hide
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_text value OSHW-Logo2_14.6x12mm_SilkScreen (at 0.75 0) (layer F.Fab) hide
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_poly (pts (xy 0.746536 -3.399573) (xy 0.859118 -2.802382) (xy 1.274531 -2.631135) (xy 1.689945 -2.459888)
-    (xy 2.188302 -2.798767) (xy 2.327869 -2.893123) (xy 2.454029 -2.97737) (xy 2.560896 -3.047662)
-    (xy 2.642583 -3.100153) (xy 2.693202 -3.130996) (xy 2.706987 -3.137647) (xy 2.731821 -3.120542)
-    (xy 2.784889 -3.073256) (xy 2.860241 -3.001828) (xy 2.95193 -2.9123) (xy 3.054008 -2.810711)
-    (xy 3.160527 -2.703102) (xy 3.265537 -2.595513) (xy 3.363092 -2.493985) (xy 3.447243 -2.404559)
-    (xy 3.512041 -2.333274) (xy 3.551538 -2.286172) (xy 3.560981 -2.270408) (xy 3.547392 -2.241347)
-    (xy 3.509294 -2.177679) (xy 3.450694 -2.085633) (xy 3.375598 -1.971436) (xy 3.288009 -1.841316)
-    (xy 3.237255 -1.767099) (xy 3.144746 -1.631578) (xy 3.062541 -1.509284) (xy 2.994631 -1.406305)
-    (xy 2.945001 -1.328727) (xy 2.917641 -1.282639) (xy 2.91353 -1.272953) (xy 2.92285 -1.245426)
-    (xy 2.948255 -1.181272) (xy 2.985912 -1.08951) (xy 3.031987 -0.979161) (xy 3.082647 -0.859245)
-    (xy 3.13406 -0.738781) (xy 3.18239 -0.626791) (xy 3.223807 -0.532293) (xy 3.254475 -0.464308)
-    (xy 3.270562 -0.431857) (xy 3.271512 -0.43058) (xy 3.296773 -0.424383) (xy 3.364046 -0.41056)
-    (xy 3.466361 -0.390468) (xy 3.596742 -0.365466) (xy 3.748217 -0.336914) (xy 3.836594 -0.320449)
-    (xy 3.998453 -0.289631) (xy 4.14465 -0.260306) (xy 4.267788 -0.234079) (xy 4.36047 -0.212554)
-    (xy 4.415302 -0.197335) (xy 4.426324 -0.192507) (xy 4.437119 -0.159826) (xy 4.44583 -0.086015)
-    (xy 4.452461 0.020292) (xy 4.457019 0.150467) (xy 4.45951 0.295876) (xy 4.459939 0.44789)
-    (xy 4.458312 0.597877) (xy 4.454636 0.737206) (xy 4.448916 0.857245) (xy 4.441158 0.949365)
-    (xy 4.431369 1.004932) (xy 4.425497 1.0165) (xy 4.3904 1.030365) (xy 4.316029 1.050188)
-    (xy 4.212224 1.073639) (xy 4.08882 1.098391) (xy 4.045742 1.106398) (xy 3.838048 1.144441)
-    (xy 3.673985 1.175079) (xy 3.548131 1.199529) (xy 3.455066 1.219009) (xy 3.389368 1.234736)
-    (xy 3.345618 1.247928) (xy 3.318393 1.259804) (xy 3.302273 1.27158) (xy 3.300018 1.273908)
-    (xy 3.277504 1.3114) (xy 3.243159 1.384365) (xy 3.200412 1.483867) (xy 3.152693 1.600973)
-    (xy 3.103431 1.726748) (xy 3.056056 1.852257) (xy 3.013996 1.968565) (xy 2.980681 2.066739)
-    (xy 2.959542 2.137843) (xy 2.954006 2.172942) (xy 2.954467 2.174172) (xy 2.973224 2.202861)
-    (xy 3.015777 2.265985) (xy 3.077654 2.356973) (xy 3.154383 2.469255) (xy 3.241492 2.59626)
-    (xy 3.266299 2.632353) (xy 3.354753 2.763203) (xy 3.432589 2.882591) (xy 3.495567 2.983662)
-    (xy 3.539446 3.059559) (xy 3.559986 3.103427) (xy 3.560981 3.108817) (xy 3.543723 3.137144)
-    (xy 3.496036 3.193261) (xy 3.424051 3.271137) (xy 3.333898 3.36474) (xy 3.231706 3.468041)
-    (xy 3.123606 3.575006) (xy 3.015729 3.679606) (xy 2.914205 3.775809) (xy 2.825163 3.857584)
-    (xy 2.754734 3.9189) (xy 2.709048 3.953726) (xy 2.69641 3.959412) (xy 2.666992 3.94602)
-    (xy 2.606762 3.909899) (xy 2.52553 3.857136) (xy 2.463031 3.814667) (xy 2.349786 3.73674)
-    (xy 2.215675 3.644984) (xy 2.081156 3.553375) (xy 2.008834 3.504346) (xy 1.764039 3.33877)
-    (xy 1.558551 3.449875) (xy 1.464937 3.498548) (xy 1.385331 3.536381) (xy 1.331468 3.557958)
-    (xy 1.317758 3.560961) (xy 1.301271 3.538793) (xy 1.268746 3.476149) (xy 1.222609 3.378809)
-    (xy 1.165291 3.252549) (xy 1.099217 3.10315) (xy 1.026816 2.936388) (xy 0.950517 2.758042)
-    (xy 0.872747 2.573891) (xy 0.795935 2.389712) (xy 0.722507 2.211285) (xy 0.654893 2.044387)
-    (xy 0.595521 1.894797) (xy 0.546817 1.768293) (xy 0.511211 1.670654) (xy 0.491131 1.607657)
-    (xy 0.487901 1.586021) (xy 0.513497 1.558424) (xy 0.569539 1.513625) (xy 0.644312 1.460934)
-    (xy 0.650588 1.456765) (xy 0.843846 1.302069) (xy 0.999675 1.121591) (xy 1.116725 0.921102)
-    (xy 1.193646 0.706374) (xy 1.229087 0.483177) (xy 1.221698 0.257281) (xy 1.170128 0.034459)
-    (xy 1.073027 -0.179521) (xy 1.044459 -0.226336) (xy 0.895869 -0.415382) (xy 0.720328 -0.567188)
-    (xy 0.523911 -0.680966) (xy 0.312694 -0.755925) (xy 0.092754 -0.791278) (xy -0.129836 -0.786233)
-    (xy -0.348998 -0.740001) (xy -0.558657 -0.651794) (xy -0.752738 -0.520821) (xy -0.812773 -0.467663)
-    (xy -0.965564 -0.301261) (xy -1.076902 -0.126088) (xy -1.153276 0.070266) (xy -1.195812 0.264717)
-    (xy -1.206313 0.483342) (xy -1.171299 0.703052) (xy -1.094326 0.91642) (xy -0.978952 1.116022)
-    (xy -0.828734 1.294429) (xy -0.647226 1.444217) (xy -0.623372 1.460006) (xy -0.547798 1.511712)
-    (xy -0.490348 1.556512) (xy -0.462882 1.585117) (xy -0.462482 1.586021) (xy -0.468379 1.616964)
-    (xy -0.491754 1.687191) (xy -0.530178 1.790925) (xy -0.581222 1.92239) (xy -0.642457 2.075807)
-    (xy -0.711455 2.245401) (xy -0.785786 2.425393) (xy -0.863021 2.610008) (xy -0.940731 2.793468)
-    (xy -1.016488 2.969996) (xy -1.087862 3.133814) (xy -1.152425 3.279147) (xy -1.207747 3.400217)
-    (xy -1.251399 3.491247) (xy -1.280953 3.54646) (xy -1.292855 3.560961) (xy -1.329222 3.549669)
-    (xy -1.397269 3.519385) (xy -1.485263 3.47552) (xy -1.533649 3.449875) (xy -1.739136 3.33877)
-    (xy -1.983931 3.504346) (xy -2.108893 3.58917) (xy -2.245704 3.682516) (xy -2.373911 3.770408)
-    (xy -2.438128 3.814667) (xy -2.528448 3.875318) (xy -2.604928 3.923381) (xy -2.657592 3.95277)
-    (xy -2.674697 3.958982) (xy -2.699594 3.942223) (xy -2.754694 3.895436) (xy -2.834656 3.82348)
-    (xy -2.934139 3.731212) (xy -3.047799 3.62349) (xy -3.119684 3.554326) (xy -3.245448 3.430757)
-    (xy -3.354136 3.320234) (xy -3.441354 3.227485) (xy -3.50271 3.157237) (xy -3.533808 3.11422)
-    (xy -3.536791 3.10549) (xy -3.522946 3.072284) (xy -3.484687 3.005142) (xy -3.426258 2.910863)
-    (xy -3.351902 2.796245) (xy -3.265864 2.668083) (xy -3.241397 2.632353) (xy -3.152245 2.502489)
-    (xy -3.072261 2.385569) (xy -3.005919 2.288162) (xy -2.957688 2.216839) (xy -2.932042 2.17817)
-    (xy -2.929564 2.174172) (xy -2.93327 2.143355) (xy -2.952938 2.075599) (xy -2.985139 1.979839)
-    (xy -3.026444 1.865009) (xy -3.073424 1.740044) (xy -3.12265 1.613879) (xy -3.170691 1.495448)
-    (xy -3.214118 1.393685) (xy -3.249503 1.317526) (xy -3.273415 1.275904) (xy -3.275115 1.273908)
-    (xy -3.289737 1.262013) (xy -3.314434 1.25025) (xy -3.354627 1.237401) (xy -3.415736 1.222249)
-    (xy -3.503182 1.203576) (xy -3.622387 1.180165) (xy -3.778772 1.150797) (xy -3.977756 1.114255)
-    (xy -4.020839 1.106398) (xy -4.148529 1.081727) (xy -4.259846 1.057593) (xy -4.344954 1.036324)
-    (xy -4.394016 1.020248) (xy -4.400594 1.0165) (xy -4.411435 0.983273) (xy -4.420246 0.909021)
-    (xy -4.427023 0.802376) (xy -4.431759 0.671967) (xy -4.434449 0.526427) (xy -4.435086 0.374386)
-    (xy -4.433665 0.224476) (xy -4.430179 0.085328) (xy -4.424623 -0.034428) (xy -4.416991 -0.126159)
-    (xy -4.407277 -0.181234) (xy -4.401421 -0.192507) (xy -4.368819 -0.203877) (xy -4.294581 -0.222376)
-    (xy -4.186103 -0.246398) (xy -4.050782 -0.274338) (xy -3.896014 -0.304592) (xy -3.811692 -0.320449)
-    (xy -3.651703 -0.350356) (xy -3.509032 -0.37745) (xy -3.390651 -0.400369) (xy -3.303534 -0.417757)
-    (xy -3.254654 -0.428253) (xy -3.246609 -0.43058) (xy -3.233012 -0.456814) (xy -3.20427 -0.520005)
-    (xy -3.164214 -0.611123) (xy -3.116675 -0.721143) (xy -3.065484 -0.841035) (xy -3.014473 -0.961773)
-    (xy -2.967473 -1.074329) (xy -2.928315 -1.169674) (xy -2.90083 -1.238783) (xy -2.88885 -1.272626)
-    (xy -2.888627 -1.274105) (xy -2.902208 -1.300803) (xy -2.940284 -1.36224) (xy -2.998852 -1.452311)
-    (xy -3.073911 -1.56491) (xy -3.161459 -1.69393) (xy -3.212352 -1.768039) (xy -3.30509 -1.903923)
-    (xy -3.387458 -2.027291) (xy -3.455438 -2.131903) (xy -3.505011 -2.211517) (xy -3.532157 -2.259893)
-    (xy -3.536078 -2.270738) (xy -3.519224 -2.29598) (xy -3.472631 -2.349876) (xy -3.402251 -2.426387)
-    (xy -3.314034 -2.519477) (xy -3.213934 -2.623105) (xy -3.107901 -2.731236) (xy -3.001888 -2.83783)
-    (xy -2.901847 -2.93685) (xy -2.813729 -3.022258) (xy -2.743486 -3.088015) (xy -2.697071 -3.128084)
-    (xy -2.681543 -3.137647) (xy -2.65626 -3.1242) (xy -2.595788 -3.086425) (xy -2.506007 -3.028165)
-    (xy -2.392796 -2.953266) (xy -2.262036 -2.865575) (xy -2.1634 -2.798767) (xy -1.665042 -2.459888)
-    (xy -1.249629 -2.631135) (xy -0.834215 -2.802382) (xy -0.721633 -3.399573) (xy -0.60905 -3.996765)
-    (xy 0.633953 -3.996765) (xy 0.746536 -3.399573)) (layer F.SilkS) (width 0.01))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/Pin_Header_Straight_1x03_Pitch2.54mm.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/Pin_Header_Straight_1x03_Pitch2.54mm.kicad_mod
deleted file mode 100644
index 7f1af33..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/Pin_Header_Straight_1x03_Pitch2.54mm.kicad_mod
+++ /dev/null
@@ -1,36 +0,0 @@
-(module Pin_Headers:Pin_Header_Straight_1x03_Pitch2.54mm (layer F.Cu) (tedit 59650532)
-  (descr "Through hole straight pin header, 1x03, 2.54mm pitch, single row")
-  (tags "Through hole pin header THT 1x03 2.54mm single row")
-  (fp_text reference RGB_STRIP1 (at 0 -2.33) (layer F.SilkS)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_text value Conn_01x03 (at 0 7.41) (layer F.Fab)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_text user %R (at 0 2.54 90) (layer F.Fab)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_line (start 1.8 -1.8) (end -1.8 -1.8) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 1.8 6.85) (end 1.8 -1.8) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.8 6.85) (end 1.8 6.85) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.8 -1.8) (end -1.8 6.85) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.33 -1.33) (end 0 -1.33) (layer F.SilkS) (width 0.12))
-  (fp_line (start -1.33 0) (end -1.33 -1.33) (layer F.SilkS) (width 0.12))
-  (fp_line (start -1.33 1.27) (end 1.33 1.27) (layer F.SilkS) (width 0.12))
-  (fp_line (start 1.33 1.27) (end 1.33 6.41) (layer F.SilkS) (width 0.12))
-  (fp_line (start -1.33 1.27) (end -1.33 6.41) (layer F.SilkS) (width 0.12))
-  (fp_line (start -1.33 6.41) (end 1.33 6.41) (layer F.SilkS) (width 0.12))
-  (fp_line (start -1.27 -0.635) (end -0.635 -1.27) (layer F.Fab) (width 0.1))
-  (fp_line (start -1.27 6.35) (end -1.27 -0.635) (layer F.Fab) (width 0.1))
-  (fp_line (start 1.27 6.35) (end -1.27 6.35) (layer F.Fab) (width 0.1))
-  (fp_line (start 1.27 -1.27) (end 1.27 6.35) (layer F.Fab) (width 0.1))
-  (fp_line (start -0.635 -1.27) (end 1.27 -1.27) (layer F.Fab) (width 0.1))
-  (pad 3 thru_hole oval (at 0 5.08) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask))
-  (pad 2 thru_hole oval (at 0 2.54) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask))
-  (pad 1 thru_hole rect (at 0 0) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask))
-  (model ${KISYS3DMOD}/Pin_Headers.3dshapes/Pin_Header_Straight_1x03_Pitch2.54mm.wrl
-    (at (xyz 0 0 0))
-    (scale (xyz 1 1 1))
-    (rotate (xyz 0 0 0))
-  )
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/Resistor-Compact.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/Resistor-Compact.kicad_mod
deleted file mode 100644
index 65bc87a..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/Resistor-Compact.kicad_mod
+++ /dev/null
@@ -1,48 +0,0 @@
-(module Keebio-Parts:Resistor-Compact (layer F.Cu) (tedit 597B3C60)
-  (attr smd)
-  (fp_text reference R2 (at 0 0) (layer B.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)) (justify mirror))
-  )
-  (fp_text value 4.7k (at 0 0) (layer F.SilkS)
-    (effects (font (size 0.8 0.8) (thickness 0.15)))
-  )
-  (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start -2.794 0.762) (end -2.794 -0.762) (layer F.SilkS) (width 0.15))
-  (fp_line (start -3.302 0) (end -2.794 0) (layer F.SilkS) (width 0.15))
-  (fp_line (start 2.794 0) (end 3.302 0) (layer F.SilkS) (width 0.15))
-  (fp_line (start -3.302 0) (end -2.794 0) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.794 0) (end -2.794 -0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.794 -0.762) (end -2.54 -1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.54 -1.016) (end -2.286 -1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.286 -1.016) (end -2.032 -0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.032 -0.762) (end 2.032 -0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.032 -0.762) (end 2.286 -1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.286 -1.016) (end 2.54 -1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.54 -1.016) (end 2.794 -0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.794 -0.762) (end 2.794 0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.794 0.762) (end 2.54 1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.54 1.016) (end 2.286 1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.286 1.016) (end 2.032 0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.032 0.762) (end -2.032 0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.032 0.762) (end -2.286 1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.286 1.016) (end -2.54 1.016) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.54 1.016) (end -2.794 0.762) (layer B.SilkS) (width 0.15))
-  (fp_line (start -2.794 0.762) (end -2.794 0) (layer B.SilkS) (width 0.15))
-  (fp_line (start 2.794 0) (end 3.302 0) (layer B.SilkS) (width 0.15))
-  (pad 1 thru_hole circle (at 3.9 0) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask))
-  (pad 2 thru_hole circle (at -3.9 0) (size 1.6 1.6) (drill 1) (layers *.Cu *.Mask F.SilkS))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/SW_PUSH_6mm_h4.3mm.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/SW_PUSH_6mm_h4.3mm.kicad_mod
deleted file mode 100644
index c5cc28c..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/SW_PUSH_6mm_h4.3mm.kicad_mod
+++ /dev/null
@@ -1,44 +0,0 @@
-(module Buttons_Switches_ThroughHole:SW_PUSH_6mm_h4.3mm (layer F.Cu) (tedit 5923F252)
-  (descr "tactile push button, 6x6mm e.g. PHAP33xx series, height=4.3mm")
-  (tags "tact sw push 6mm")
-  (fp_text reference RST_SW1 (at 3.25 -2) (layer F.SilkS)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_text value SW_PUSH (at 3.75 6.7) (layer F.Fab)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_circle (center 3.25 2.25) (end 1.25 2.5) (layer F.Fab) (width 0.1))
-  (fp_line (start 6.75 3) (end 6.75 1.5) (layer F.SilkS) (width 0.12))
-  (fp_line (start 5.5 -1) (end 1 -1) (layer F.SilkS) (width 0.12))
-  (fp_line (start -0.25 1.5) (end -0.25 3) (layer F.SilkS) (width 0.12))
-  (fp_line (start 1 5.5) (end 5.5 5.5) (layer F.SilkS) (width 0.12))
-  (fp_line (start 8 -1.25) (end 8 5.75) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 7.75 6) (end -1.25 6) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.5 5.75) (end -1.5 -1.25) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.25 -1.5) (end 7.75 -1.5) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.5 6) (end -1.25 6) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.5 5.75) (end -1.5 6) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.5 -1.5) (end -1.25 -1.5) (layer F.CrtYd) (width 0.05))
-  (fp_line (start -1.5 -1.25) (end -1.5 -1.5) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 8 -1.5) (end 8 -1.25) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 7.75 -1.5) (end 8 -1.5) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 8 6) (end 8 5.75) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 7.75 6) (end 8 6) (layer F.CrtYd) (width 0.05))
-  (fp_line (start 0.25 -0.75) (end 3.25 -0.75) (layer F.Fab) (width 0.1))
-  (fp_line (start 0.25 5.25) (end 0.25 -0.75) (layer F.Fab) (width 0.1))
-  (fp_line (start 6.25 5.25) (end 0.25 5.25) (layer F.Fab) (width 0.1))
-  (fp_line (start 6.25 -0.75) (end 6.25 5.25) (layer F.Fab) (width 0.1))
-  (fp_line (start 3.25 -0.75) (end 6.25 -0.75) (layer F.Fab) (width 0.1))
-  (fp_text user %R (at 3.25 2.25) (layer F.Fab)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (pad 1 thru_hole circle (at 6.5 0 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask))
-  (pad 2 thru_hole circle (at 6.5 4.5 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask))
-  (pad 1 thru_hole circle (at 0 0 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask))
-  (pad 2 thru_hole circle (at 0 4.5 90) (size 2 2) (drill 1.1) (layers *.Cu *.Mask))
-  (model ${KISYS3DMOD}/Buttons_Switches_THT.3dshapes/SW_PUSH_6mm_h4.3mm.wrl
-    (offset (xyz 0.1269999980926514 0 0))
-    (scale (xyz 0.3937 0.3937 0.3937))
-    (rotate (xyz 0 0 0))
-  )
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/TRRS-PJ-320A-dual.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/TRRS-PJ-320A-dual.kicad_mod
deleted file mode 100644
index 9ed337d..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/TRRS-PJ-320A-dual.kicad_mod
+++ /dev/null
@@ -1,37 +0,0 @@
-(module Keebio-Parts:TRRS-PJ-320A-dual (layer F.Cu) (tedit 5970F8E5)
-  (fp_text reference TRRS1 (at 0 14.2) (layer Dwgs.User)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_text value Audio-Jack-4 (at 0 -5.6) (layer F.Fab)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_line (start 0.75 0) (end -5.35 0) (layer F.SilkS) (width 0.15))
-  (fp_line (start 0.75 12.1) (end -5.35 12.1) (layer F.SilkS) (width 0.15))
-  (fp_line (start 0.75 0) (end 0.75 12.1) (layer F.SilkS) (width 0.15))
-  (fp_line (start -5.35 0) (end -5.35 12.1) (layer F.SilkS) (width 0.15))
-  (fp_line (start 0.5 0) (end 0.5 -2) (layer F.SilkS) (width 0.15))
-  (fp_line (start -5.1 0) (end -5.1 -2) (layer F.SilkS) (width 0.15))
-  (fp_line (start 0.5 -2) (end -5.1 -2) (layer F.SilkS) (width 0.15))
-  (fp_line (start -0.75 0) (end -0.75 12.1) (layer B.SilkS) (width 0.15))
-  (fp_line (start -0.75 0) (end 5.35 0) (layer B.SilkS) (width 0.15))
-  (fp_line (start 5.35 0) (end 5.35 12.1) (layer B.SilkS) (width 0.15))
-  (fp_line (start -0.75 12.1) (end 5.35 12.1) (layer B.SilkS) (width 0.15))
-  (fp_line (start -0.5 0) (end -0.5 -2) (layer B.SilkS) (width 0.15))
-  (fp_line (start -0.5 -2) (end 5.1 -2) (layer B.SilkS) (width 0.15))
-  (fp_line (start 5.1 0) (end 5.1 -2) (layer B.SilkS) (width 0.15))
-  (fp_text user PJ-320A (at -4 5.25 90) (layer F.SilkS)
-    (effects (font (size 1 1) (thickness 0.15)))
-  )
-  (fp_text user PJ-320A (at 4 5.25 270) (layer B.SilkS)
-    (effects (font (size 1 1) (thickness 0.15)) (justify mirror))
-  )
-  (pad 3 thru_hole oval (at 0 6.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask))
-  (pad "" np_thru_hole circle (at -2.3 1.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-  (pad "" np_thru_hole circle (at -2.3 8.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-  (pad 4 thru_hole oval (at 0 3.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask))
-  (pad 2 thru_hole oval (at 0 10.2) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask))
-  (pad 1 thru_hole oval (at -4.6 11.3) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask))
-  (pad 1 thru_hole oval (at 4.6 11.3) (size 1.6 2.2) (drill oval 0.9 1.5) (layers *.Cu *.Mask))
-  (pad "" np_thru_hole circle (at 2.3 1.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-  (pad "" np_thru_hole circle (at 2.3 8.6) (size 1.5 1.5) (drill 1.5) (layers *.Cu *.Mask))
-)
diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/qmk-badge.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/qmk-badge.kicad_mod
deleted file mode 100644
index bab8420..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/qmk-badge.kicad_mod
+++ /dev/null
@@ -1,466 +0,0 @@
-(module myparts:qmk-badge (layer F.Cu) (tedit 0)
-  (fp_text reference G*** (at 0 0) (layer F.SilkS) hide
-    (effects (font (size 1.524 1.524) (thickness 0.3)))
-  )
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diff --git a/redox/pcb/rev1.0/redox_footprints.pretty/redox-logo.kicad_mod b/redox/pcb/rev1.0/redox_footprints.pretty/redox-logo.kicad_mod
deleted file mode 100644
index a857c39..0000000
--- a/redox/pcb/rev1.0/redox_footprints.pretty/redox-logo.kicad_mod
+++ /dev/null
@@ -1,184 +0,0 @@
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