From 08a4b0e70f9c31dc46cfc05234db1b9450c903b2 Mon Sep 17 00:00:00 2001
From: emilia1881 <emilia2020emma@gmail.com>
Date: Mon, 20 Apr 2026 23:57:02 +0300
Subject: [PATCH 1/7] updated project page - Rock, Paper, Scissors

---
 .../2026/emilia.petre/images/architecture.svg |  4 +
 .../project/2026/emilia.petre/index.md        | 94 +++++++++++++++++++
 2 files changed, 98 insertions(+)
 create mode 100644 website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg
 create mode 100644 website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg
new file mode 100644
index 00000000000..2a9abf20e74
--- /dev/null
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg
@@ -0,0 +1,4 @@
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"/></switch></g></g></g></g></g></g></svg>
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diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
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+# Rock, Paper, Scissors Robotic Arm
+
+A robotic hand that plays rock, paper, scissors using AI gesture recognition
+
+
+:::info
+
+    **Author:** Emilia Petre  
+    **Github Project Link:** https://github.com/UPB-PMRust-Students/fils-project-2026-emilia1881
+
+:::
+
+## Description
+
+The purpose of this project is to build an interactive robotic arm that plays Rock, Paper, Scissors using a STM32 Nucleo microcontroller and the Rust programming language. It utilizes a Python-based MediaPipe AI model for real-time gesture recognition via webcam and communicates the results to the hardware via UART. The robotic hand is 3D-printed and uses servo motors to physically mimic the 3 possibilities - rock, paper or scissors. An OLED display tracks the score. The system integrates asynchronous Rust (Embassy) for hardware control and an ESP module to enable remote scoreboard access via WiFi.
+
+## Motivation
+
+This project combines Computer Vision and Embedded Rust, transforming digital gesture recognition into physical robotic motion. By implementing the classic Rock, Paper, Scissors game, the project  creates an interactive experience that demonstrates the power of asynchronous firmware in handling complex, real-time user interactions. So, the motivation was to have a tangible, end-to-end system, that feels like a challenge for both myself in building it and for the people interacting with it afterwards, when they play the game. 
+
+
+## Architecture
+
+![System Architecture](images/architecture.svg)
+
+
+## Log
+
+# Weeks 5-6
+
+ - Researched possible project ideas and chose the Rock, Paper, Scissors Game
+ - Researched different development boards and selected the STM32 Nucleo-U545RE-Q as the main microcontroller
+ - Ordered STM32
+
+ # Weeks 7-8
+
+ - Researched additional hardware components and implementation methods
+ - Ordered the necessary materials and performed initial functionality tests on the purchased modules
+
+ # Week 9
+ - Searching for a suitable 3D-printable robotic hand that can be adapted to project requirements and looking to start the 3D printing process
+
+## Hardware
+
+The hardware platform of the project is centered around the STM32 Nucleo-U545RE-Q development board, which acts as the main controller of the robotic arm. The SG90 servo motors are used to actuate the fingers of the hand and reproduce the rock, paper, and scissors gestures. A 0.96-inch SSD1306 OLED display connected through I2C is used to show the score and game status. Wireless connectivity is provided by an ESP-01 WiFi module communicating with the STM32 through UART. Gesture recognition is performed on a laptop using a USB webcam or the integrated camera. For prototyping and interconnections, a breadboard and jumper wires are used. The robotic hand itself is manufactured using 3D printing, while the system is powered by a 5V external power supply.
+
+### Schematics
+
+Place your KiCAD or similar schematics here in SVG format
+
+### Bill of materials
+
+
+| Device | Usage | Price |
+|---|---|---|
+| [STM32 Nucleo-U545RE-Q](https://www.st.com/en/evaluation-tools/nucleo-u545re-q.html) | Main microcontroller of the system | ~127 RON |
+| [SG90 Servo Motor](https://sigmanortec.ro/Servomotor-SG90-limit-switch-p141662062) | Controls the fingers of the robotic hand | ~ 5 x 10 RON |
+| [OLED Display 0.96" SSD1306](https://sigmanortec.ro/Display-OLED-0-96-I2C-IIC-Albastru-p135055705) | Displays score and game status | ~ 17 RON |
+| [ESP-01 WiFi Module](https://sigmanortec.ro/Modul-Wifi-ESP8266-Transreceiver-p134711871) | Wireless communication and remote scoreboard access | ~ 21 RON |
+| [ESP-01 Adaptor Module](https://sigmanortec.ro/Modul-adaptor-pentru-ESP-01-ESP8266-5V-3-3V-p182230951) | Wireless communication and remote scoreboard access | ~ 10 RON |
+| [Breadboard (760 points)](https://sigmanortec.ro/Breadboard-760-puncte-p190992404) | Rapid prototyping and circuit connections | ~ 10 RON |
+| Jumper Wires Set | Electrical interconnections between modules | owned |
+| 5V Power Supply (old charger)| Powers servos and electronic modules | owned |
+| 3D Printed Robotic Hand Parts | Mechanical structure of the robotic hand | - |
+
+## Software
+
+| Library | Description | Usage |
+|---|---|---|
+| [embassy-stm32](https://crates.io/crates/embassy-stm32) | Hardware abstraction layer for STM32 microcontrollers | Used to control GPIO, PWM, UART, I2C, timers and other peripherals |
+| [embassy-executor](https://crates.io/crates/embassy-executor) | Async task executor for embedded systems | Runs concurrent firmware tasks such as motor control and communication |
+| [embassy-time](https://crates.io/crates/embassy-time) | Time management utilities | Handles delays, timers, and periodic scheduling |
+| [embassy-sync](https://crates.io/crates/embassy-sync) | Synchronization primitives | Enables safe communication between async tasks |
+| [cortex-m](https://crates.io/crates/cortex-m) | Low-level ARM Cortex-M support crate | Used for processor-specific features and interrupts |
+| [cortex-m-rt](https://crates.io/crates/cortex-m-rt) | Runtime support for Cortex-M targets | Handles startup code and interrupt vectors |
+| [embassy-futures](https://crates.io/crates/embassy-futures) | Async utility crate | Used for joining and selecting multiple async tasks |
+| [ssd1306](https://crates.io/crates/ssd1306) | OLED display driver | Controls the SSD1306 scoreboard display over I2C |
+| [embedded-graphics](https://crates.io/crates/embedded-graphics) | 2D graphics library for embedded displays | Draws text, icons, and score information on OLED |
+| [panic-probe](https://crates.io/crates/panic-probe) | Panic handler for embedded debugging | Reports firmware crashes during development |
+| [defmt](https://crates.io/crates/defmt) | Lightweight embedded logging framework | Used for debug messages and diagnostics |
+| [defmt-rtt](https://crates.io/crates/defmt-rtt) | RTT transport for defmt logs | Sends debug output to the host PC |
+| [serialport](https://crates.io/crates/serialport) | Serial communication library for desktop Rust | Sends gesture recognition results from laptop to STM32 |
+| [serde](https://crates.io/crates/serde) | Serialization and deserialization framework | Converts structured data between formats |
+| [serde_json](https://crates.io/crates/serde_json) | JSON parsing library | Processes MediaPipe gesture data messages |
+| [mediapipe](https://ai.google.dev/edge/mediapipe/solutions/guide) | Real-time gesture recognition framework | Detects hand landmarks and classifies gestures |
+| [opencv-python](https://pypi.org/project/opencv-python/) | Computer vision library | Captures webcam frames and preprocesses images |
+
+## Links
+
+1. [Embassy Framework](https://embassy.dev/book/#_what_is_embassy)
+2. [STM32 Nucleo-U545RE-Q](https://www.st.com/en/microcontrollers-microprocessors/stm32-32-bit-arm-cortex-mcus/documentation.html)
+3. [MediaPipe Gesture Recognition](https://developers.google.com/mediapipe)
+5. [ESP-01 WiFi Module Information](https://www.espressif.com/)
+

From cdcaa39e6a9f3345e43199cb502f844007607ee3 Mon Sep 17 00:00:00 2001
From: Emilia Petre <emilia2020emma@gmail.com>
Date: Wed, 22 Apr 2026 12:41:16 +0300
Subject: [PATCH 2/7] Update
 website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md

Co-authored-by: Roy <152509155+frihetselsker@users.noreply.github.com>
---
 .../version-fils_en/project/2026/emilia.petre/index.md          | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
index d8e7653a889..36575aaf911 100644
--- a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
@@ -5,7 +5,7 @@ A robotic hand that plays rock, paper, scissors using AI gesture recognition
 
 :::info
 
-    **Author:** Emilia Petre  
+    **Author:** Emilia Petre  \
     **Github Project Link:** https://github.com/UPB-PMRust-Students/fils-project-2026-emilia1881
 
 :::

From c4029f1c3768d981e6c978057f2f060c3d7615c3 Mon Sep 17 00:00:00 2001
From: emilia1881 <emilia2020emma@gmail.com>
Date: Tue, 28 Apr 2026 13:01:04 +0300
Subject: [PATCH 3/7] Swapped SVG file

---
 .../2026/emilia.petre/images/architecture.svg | 28 ++++++++++++++++---
 1 file changed, 24 insertions(+), 4 deletions(-)

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg
index 2a9abf20e74..32d0729b30f 100644
--- a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/architecture.svg
@@ -1,4 +1,24 @@
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From eaae7e146bb4e5d5ecf9cca9d6c8e56b8ae97ae5 Mon Sep 17 00:00:00 2001
From: emilia1881 <emilia2020emma@gmail.com>
Date: Fri, 8 May 2026 22:58:21 +0300
Subject: [PATCH 4/7] Project

---
 .../emilia.petre/images/imagehardware.webp    | Bin 0 -> 66364 bytes
 .../emilia.petre/images/kicademilia-2.svg     |   1 +
 .../project/2026/emilia.petre/index.md        |  22 +++++++++++++-----
 3 files changed, 17 insertions(+), 6 deletions(-)
 create mode 100644 website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/imagehardware.webp
 create mode 100644 website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/kicademilia-2.svg

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/imagehardware.webp b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/imagehardware.webp
new file mode 100644
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style="fill:none;stroke:#840000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><g class="stroked-text"><desc>CN7_1</desc><path d="m112.73 99.85-.05.05M112.68 99.9l-.15.04M112.53 99.94h-.1M112.44 99.94l-.15-.04M112.3 99.9l-.1-.1M112.2 99.8l-.05-.1M112.15 99.7l-.05-.2M112.1 99.5v-.14M112.1 99.36l.05-.2M112.15 99.17l.05-.1M112.2 99.07l.1-.1M112.3 98.98l.14-.05M112.44 98.93h.1M112.53 98.93l.15.05M112.68 98.98l.05.04M113.16 99.94v-1.01M113.16 98.93l.58 1.01M113.74 99.94v-1.01M114.13 98.93h.68M114.8 98.93l-.43 1.01M114.95 100.04h.78M116.5 99.94h-.58M116.21 99.94v-1.01M116.21 98.93l-.1.14M116.11 99.07l-.1.1M116.02 99.17l-.1.05"/></g><path d="M116.84 102.87h-5.08"/></g><g class="stroked-text" style="fill:none;stroke:#008484;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>PC11</desc><path d="M118.2 103.33v-1.01M118.2 102.32h.39M118.59 102.32l.1.04M118.68 102.36l.05.05M118.73 102.41l.05.1M118.78 102.51v.14M118.78 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d="M116.84 113.03h-5.08"/></g><g class="stroked-text" style="fill:none;stroke:#008484;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>PD0</desc><path d="M118.2 113.5v-1.02M118.2 112.48h.39M118.59 112.48l.1.04M118.68 112.52l.05.05M118.73 112.57l.05.1M118.78 112.67v.14M118.78 112.81l-.05.1M118.73 112.91l-.05.05M118.68 112.96l-.1.05M118.59 113h-.4M119.21 113.5v-1.02M119.21 112.48h.25M119.46 112.48l.14.04M119.6 112.52l.1.1M119.7 112.62l.05.1M119.75 112.72l.04.2M119.8 112.91v.15M119.8 113.06l-.05.19M119.75 113.25l-.05.1M119.7 113.35l-.1.1M119.6 113.44l-.14.05M119.46 113.5h-.25M120.42 112.48h.1M120.52 112.48l.1.04M120.62 112.52l.05.05M120.67 112.57l.04.1M120.71 112.67l.05.2M120.76 112.86v.25M120.76 113.1l-.05.2M120.71 113.3l-.04.1M120.67 113.4l-.05.04M120.62 113.44l-.1.05M120.52 113.5h-.1M120.42 113.5l-.1-.06M120.33 113.44l-.05-.04M120.28 113.4l-.05-.1M120.23 113.3l-.05-.2M120.18 113.1v-.24M120.18 112.86l.05-.19M120.23 112.67l.05-.1M120.28 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112.26l.1-.05M116.4 112.2l.05-.04M116.45 112.16l.05-.1"/></g><path d="M116.84 115.57h-5.08"/></g><g class="stroked-text" style="fill:none;stroke:#008484;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>PD1</desc><path d="M118.2 116.03v-1.01M118.2 115.02h.39M118.59 115.02l.1.04M118.68 115.06l.05.05M118.73 115.11l.05.1M118.78 115.21v.14M118.78 115.35l-.05.1M118.73 115.45l-.05.05M118.68 115.5l-.1.05M118.59 115.55h-.4M119.21 116.03v-1.01M119.21 115.02h.25M119.46 115.02l.14.04M119.6 115.06l.1.1M119.7 115.16l.05.1M119.75 115.26l.04.2M119.8 115.45v.15M119.8 115.6l-.05.19M119.75 115.79l-.05.1M119.7 115.89l-.1.1M119.6 115.98l-.14.05M119.46 116.03h-.25M120.76 116.03h-.58M120.47 116.03v-1.01M120.47 115.02l-.1.14M120.38 115.16l-.1.1M120.28 115.26l-.1.05"/></g><g style="fill:none;stroke:#840000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><g class="stroked-text"><desc>CN7_10</desc><path d="m112.24 115.09-.04.05M112.2 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style="fill:none;stroke:#008484;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>PD3</desc><path d="M118.2 118.57v-1.01M118.2 117.56h.39M118.59 117.56l.1.04M118.68 117.6l.05.05M118.73 117.65l.05.1M118.78 117.75v.14M118.78 117.9l-.05.1M118.73 118l-.05.04M118.68 118.04l-.1.05M118.59 118.09h-.4M119.21 118.57v-1.01M119.21 117.56h.25M119.46 117.56l.14.04M119.6 117.6l.1.1M119.7 117.7l.05.1M119.75 117.8l.04.2M119.8 118v.14M119.8 118.14l-.05.19M119.75 118.33l-.05.1M119.7 118.43l-.1.1M119.6 118.52l-.14.05M119.46 118.57h-.25M120.13 117.56h.63M120.76 117.56l-.34.38M120.42 117.94h.15M120.57 117.94l.1.05M120.67 118l.04.04M120.71 118.04l.05.1M120.76 118.14v.24M120.76 118.38l-.05.1M120.71 118.48l-.04.04M120.67 118.52l-.1.05M120.57 118.57h-.3M120.28 118.57l-.1-.05M120.18 118.52l-.05-.04"/></g><g style="fill:none;stroke:#840000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><g class="stroked-text"><desc>CN7_11</desc><path d="m112.24 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style="fill:none;stroke:#840000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><g class="stroked-text"><desc>CN7_17</desc><path d="m112.24 127.79-.04.05M112.2 127.84l-.15.04M112.05 127.88h-.1M111.95 127.88l-.14-.04M111.8 127.84l-.09-.1M111.71 127.74l-.05-.1M111.66 127.64l-.05-.2M111.61 127.45v-.15M111.61 127.3l.05-.2M111.66 127.11l.05-.1M111.71 127.01l.1-.1M111.8 126.92l.15-.05M111.95 126.87h.1M112.05 126.87l.15.05M112.2 126.92l.04.04M112.68 127.88v-1.01M112.68 126.87l.58 1.01M113.26 127.88v-1.01M113.65 126.87h.67M114.32 126.87l-.43 1.01M114.47 127.98h.77M116.02 127.88h-.58M115.73 127.88v-1.01M115.73 126.87l-.1.14M115.63 127.01l-.1.1M115.53 127.11l-.1.05M116.36 126.87h.67M117.03 126.87l-.43 1.01"/></g><path d="M116.84 130.81h-5.08"/></g><g class="stroked-text" style="fill:none;stroke:#008484;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>PB7</desc><path d="M118.2 131.27v-1.01M118.2 130.26h.39M118.59 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style="fill:none;stroke:#000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>SDA</desc><path d="m173.06 111.19.18.06M173.24 111.25h.3M173.55 111.25l.12-.06M173.67 111.19l.06-.06M173.73 111.13l.06-.12M173.79 111v-.12M173.79 110.88l-.06-.12M173.73 110.76l-.06-.06M173.67 110.7l-.12-.06M173.55 110.64l-.25-.06M173.3 110.58l-.12-.06M173.18 110.52l-.06-.06M173.12 110.46l-.06-.12M173.06 110.34v-.12M173.06 110.22l.06-.12M173.12 110.1l.06-.06M173.18 110.04l.12-.06M173.3 109.98h.3M173.6 109.98l.19.06M174.33 111.25v-1.27M174.33 109.98h.3M174.63 109.98l.19.06M174.82 110.04l.12.12M174.94 110.16l.06.12M175 110.28l.06.24M175.06 110.52v.18M175.06 110.7l-.06.24M175 110.94l-.06.13M174.94 111.07l-.12.12M174.82 111.19l-.19.06M174.63 111.25h-.3M175.54 110.88h.6M175.42 111.25l.42-1.27M175.84 109.98l.43 1.27"/></g><g class="stroked-text" style="fill:none;stroke:#000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>SIGNAL</desc><path d="m201 113.73.18.06M201.18 113.79h.3M201.49 113.79l.12-.06M201.6 113.73l.07-.06M201.67 113.67l.06-.12M201.73 113.55v-.13M201.73 113.42l-.06-.12M201.67 113.3l-.06-.06M201.6 113.24l-.11-.06M201.49 113.18l-.25-.06M201.24 113.12l-.12-.06M201.12 113.06l-.06-.06M201.06 113l-.06-.12M201 112.88v-.12M201 112.76l.06-.12M201.06 112.64l.06-.06M201.12 112.58l.12-.06M201.24 112.52h.3M201.55 112.52l.18.06M202.27 113.79v-1.27M203.54 112.58l-.12-.06M203.42 112.52h-.18M203.24 112.52l-.18.06M203.06 112.58l-.12.12M202.94 112.7l-.06.12M202.88 112.82l-.06.24M202.82 113.06v.18M202.82 113.24l.06.24M202.88 113.48l.06.13M202.94 113.6l.12.13M203.06 113.73l.18.06M203.24 113.79h.12M203.36 113.79l.18-.06M203.54 113.73l.06-.06M203.6 113.67v-.43M203.6 113.24h-.24M204.15 113.79v-1.27M204.15 112.52l.72 1.27M204.87 113.79v-1.27M205.42 113.42h.6M205.3 113.79l.42-1.27M205.72 112.52l.42 1.27M207.17 113.79h-.6M206.57 113.79v-1.27"/></g><g class="stroked-text" style="fill:none;stroke:#000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>GND</desc><path d="m201.73 117.66-.12-.06M201.6 117.6h-.17M201.43 117.6l-.19.06M201.24 117.66l-.12.12M201.12 117.78l-.06.12M201.06 117.9l-.06.24M201 118.14v.18M201 118.32l.06.24M201.06 118.56l.06.13M201.12 118.69l.12.12M201.24 118.8l.19.07M201.43 118.87h.12M201.55 118.87l.18-.06M201.73 118.8l.06-.05M201.79 118.75v-.43M201.79 118.32h-.24M202.33 118.87v-1.27M202.33 117.6l.73 1.27M203.06 118.87v-1.27M203.66 118.87v-1.27M203.66 117.6h.3M203.97 117.6l.18.06M204.15 117.66l.12.12M204.27 117.78l.06.12M204.33 117.9l.06.24M204.39 118.14v.18M204.39 118.32l-.06.24M204.33 118.56l-.06.13M204.27 118.69l-.12.12M204.15 118.8l-.18.07M203.97 118.87h-.3"/></g><g class="stroked-text" style="fill:none;stroke:#000;stroke-width:.1524;stroke-opacity:1;stroke-linecap:round;stroke-linejoin:round"><desc>5V</desc><path d="M201.67 115.06h-.6M201.06 115.06l-.06.6M201 115.66l.06-.06M201.06 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\ No newline at end of file
diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
index 36575aaf911..204ca3901b6 100644
--- a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
@@ -26,27 +26,36 @@ This project combines Computer Vision and Embedded Rust, transforming digital ge
 
 ## Log
 
-# Weeks 5-6
+### Weeks 5-6
 
  - Researched possible project ideas and chose the Rock, Paper, Scissors Game
  - Researched different development boards and selected the STM32 Nucleo-U545RE-Q as the main microcontroller
  - Ordered STM32
 
- # Weeks 7-8
+ ### Weeks 7-8
 
  - Researched additional hardware components and implementation methods
  - Ordered the necessary materials and performed initial functionality tests on the purchased modules
 
- # Week 9
- - Searching for a suitable 3D-printable robotic hand that can be adapted to project requirements and looking to start the 3D printing process
+ ### Weeks 9-10
+
+ - Searched for a suitable 3D-printable robotic hand that can be adapted to project requirements and looking to start the 3D printing process
+ - Researched how to connect the hardware components together 
+
+ ### Week 11
+
+ - Completed the 3D printing process for the robotic hand
+ - Started integrating the electronic components with the printed structure
 
 ## Hardware
 
 The hardware platform of the project is centered around the STM32 Nucleo-U545RE-Q development board, which acts as the main controller of the robotic arm. The SG90 servo motors are used to actuate the fingers of the hand and reproduce the rock, paper, and scissors gestures. A 0.96-inch SSD1306 OLED display connected through I2C is used to show the score and game status. Wireless connectivity is provided by an ESP-01 WiFi module communicating with the STM32 through UART. Gesture recognition is performed on a laptop using a USB webcam or the integrated camera. For prototyping and interconnections, a breadboard and jumper wires are used. The robotic hand itself is manufactured using 3D printing, while the system is powered by a 5V external power supply.
 
+![Hardware Photo](images/imagehardware.webp)
+
 ### Schematics
 
-Place your KiCAD or similar schematics here in SVG format
+![Hardware Schematic](images/kicademilia-2.svg)
 
 ### Bill of materials
 
@@ -60,7 +69,8 @@ Place your KiCAD or similar schematics here in SVG format
 | [ESP-01 Adaptor Module](https://sigmanortec.ro/Modul-adaptor-pentru-ESP-01-ESP8266-5V-3-3V-p182230951) | Wireless communication and remote scoreboard access | ~ 10 RON |
 | [Breadboard (760 points)](https://sigmanortec.ro/Breadboard-760-puncte-p190992404) | Rapid prototyping and circuit connections | ~ 10 RON |
 | Jumper Wires Set | Electrical interconnections between modules | owned |
-| 5V Power Supply (old charger)| Powers servos and electronic modules | owned |
+| [LiPo Gens Ace 3S 11.1v 450mAh 30C](https://www.autorc.ro/acumulatori-baterii-lipo-life-nimh/5736-acumulator-lipo-gens-ace-3s-111v-450mah-30c-mufa-jst.html) | Powers servos and electronic modules | ~40 RON |
+| [Step-Down Voltage Converter 5V 5A](https://sigmanortec.ro/modul-coborator-tensiune-sincron-9-35v-la-5v-5a-fix) | Electrical interconnections between modules | ~ 20 RON |
 | 3D Printed Robotic Hand Parts | Mechanical structure of the robotic hand | - |
 
 ## Software

From cdc7f5be6e02d1c39b101b449ca6490313f27942 Mon Sep 17 00:00:00 2001
From: emilia1881 <emilia2020emma@gmail.com>
Date: Sun, 31 May 2026 16:19:10 +0300
Subject: [PATCH 5/7] Fixed final update

---
 .../2026/emilia.petre/images/finalhand.webp   | Bin 0 -> 67456 bytes
 .../project/2026/emilia.petre/index.md        |  31 +++++++++++++-----
 2 files changed, 23 insertions(+), 8 deletions(-)
 create mode 100644 website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/finalhand.webp

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/finalhand.webp b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/images/finalhand.webp
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diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
index 204ca3901b6..29caa2467b7 100644
--- a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
@@ -12,7 +12,7 @@ A robotic hand that plays rock, paper, scissors using AI gesture recognition
 
 ## Description
 
-The purpose of this project is to build an interactive robotic arm that plays Rock, Paper, Scissors using a STM32 Nucleo microcontroller and the Rust programming language. It utilizes a Python-based MediaPipe AI model for real-time gesture recognition via webcam and communicates the results to the hardware via UART. The robotic hand is 3D-printed and uses servo motors to physically mimic the 3 possibilities - rock, paper or scissors. An OLED display tracks the score. The system integrates asynchronous Rust (Embassy) for hardware control and an ESP module to enable remote scoreboard access via WiFi.
+The purpose of this project is to build an interactive robotic arm that plays Rock, Paper, Scissors using a STM32 Nucleo microcontroller and the Rust programming language. It utilizes a Python-based MediaPipe AI model for real-time gesture recognition via the laptop webcam and communicates the results to the hardware via UART. The robotic hand is 3D-printed and uses servo motors to physically mimic the 3 possibilities - rock, paper or scissors. An OLED display tracks the score. The system integrates an ESP module to enable remote scoreboard access via WiFi. The ESP receives the gesture via WiFi and also decides the hand's gesture.
 
 ## Motivation
 
@@ -47,12 +47,31 @@ This project combines Computer Vision and Embedded Rust, transforming digital ge
  - Completed the 3D printing process for the robotic hand
  - Started integrating the electronic components with the printed structure
 
+ ### Week 12
+
+ - I tested the ESP module and the movement of the servos. I encountered some difficulties in making the servos move the fingers properly. 
+ - Initially I planned to use an ESP01 module to simply display the score remotely over WiFi. It was not working great, the connection was sometimes flawed.
+
+ ### Week 13
+
+ -  I found an ESP32 at home randomly, so I decided to try that. At first I connected it to mu phone's hotspot. Because I don't have great mobile data, I switched to Access Point Mode and created a new WiFi Network, RoboHand. 
+ - I built the HTTP server, the player history, the score display. 
+ - I created the connection between the Python script and the ESP32 code. I made the ESP32 receive the gesture and decide what to play (randomly).
+ - The first option was to create a game in which the hand memorises the last moves and based on the previous choices of gesture, it computed the next propobaility. I decided it was too annoying for the user.
+
+ ### Week 14
+
+ - Finalised the connection between ESP32 and STM32. 
+ - Struggled to make all the fingers work properly moslty. 
+
 ## Hardware
 
-The hardware platform of the project is centered around the STM32 Nucleo-U545RE-Q development board, which acts as the main controller of the robotic arm. The SG90 servo motors are used to actuate the fingers of the hand and reproduce the rock, paper, and scissors gestures. A 0.96-inch SSD1306 OLED display connected through I2C is used to show the score and game status. Wireless connectivity is provided by an ESP-01 WiFi module communicating with the STM32 through UART. Gesture recognition is performed on a laptop using a USB webcam or the integrated camera. For prototyping and interconnections, a breadboard and jumper wires are used. The robotic hand itself is manufactured using 3D printing, while the system is powered by a 5V external power supply.
+The hardware platform of the project is centered around the STM32 Nucleo-U545RE-Q development board, which acts as the main controller of the robotic arm. The SG90 servo motors are used to move the fingers of the hand and reproduce the rock, paper, and scissors gestures. A 0.96-inch SSD1306 OLED display connected through I2C is used to show the game status (Win/Lose/Draw). Wireless connectivity is provided by an ESP32 (more like a last minute change) WiFi module communicating with the STM32 through UART. Gesture recognition is performed on a laptop using the integrated camera. For prototyping and interconnections, a breadboard and jumper wires are used. The robotic hand itself is manufactured using 3D printing, while the system is powered by a Lipo battery.
 
 ![Hardware Photo](images/imagehardware.webp)
 
+! [Final Hand](images/finalhand.webp)
+
 ### Schematics
 
 ![Hardware Schematic](images/kicademilia-2.svg)
@@ -63,10 +82,9 @@ The hardware platform of the project is centered around the STM32 Nucleo-U545RE-
 | Device | Usage | Price |
 |---|---|---|
 | [STM32 Nucleo-U545RE-Q](https://www.st.com/en/evaluation-tools/nucleo-u545re-q.html) | Main microcontroller of the system | ~127 RON |
-| [SG90 Servo Motor](https://sigmanortec.ro/Servomotor-SG90-limit-switch-p141662062) | Controls the fingers of the robotic hand | ~ 5 x 10 RON |
+| [SG90 Servo Motor](https://sigmanortec.ro/Servomotor-SG90-limit-switch-p141662062) | Controls the fingers of the robotic hand | ~ 4 x 10 RON |
 | [OLED Display 0.96" SSD1306](https://sigmanortec.ro/Display-OLED-0-96-I2C-IIC-Albastru-p135055705) | Displays score and game status | ~ 17 RON |
-| [ESP-01 WiFi Module](https://sigmanortec.ro/Modul-Wifi-ESP8266-Transreceiver-p134711871) | Wireless communication and remote scoreboard access | ~ 21 RON |
-| [ESP-01 Adaptor Module](https://sigmanortec.ro/Modul-adaptor-pentru-ESP-01-ESP8266-5V-3-3V-p182230951) | Wireless communication and remote scoreboard access | ~ 10 RON |
+| ESP32-WROOM | Wireless communication and remote scoreboard access | owned|
 | [Breadboard (760 points)](https://sigmanortec.ro/Breadboard-760-puncte-p190992404) | Rapid prototyping and circuit connections | ~ 10 RON |
 | Jumper Wires Set | Electrical interconnections between modules | owned |
 | [LiPo Gens Ace 3S 11.1v 450mAh 30C](https://www.autorc.ro/acumulatori-baterii-lipo-life-nimh/5736-acumulator-lipo-gens-ace-3s-111v-450mah-30c-mufa-jst.html) | Powers servos and electronic modules | ~40 RON |
@@ -89,9 +107,6 @@ The hardware platform of the project is centered around the STM32 Nucleo-U545RE-
 | [panic-probe](https://crates.io/crates/panic-probe) | Panic handler for embedded debugging | Reports firmware crashes during development |
 | [defmt](https://crates.io/crates/defmt) | Lightweight embedded logging framework | Used for debug messages and diagnostics |
 | [defmt-rtt](https://crates.io/crates/defmt-rtt) | RTT transport for defmt logs | Sends debug output to the host PC |
-| [serialport](https://crates.io/crates/serialport) | Serial communication library for desktop Rust | Sends gesture recognition results from laptop to STM32 |
-| [serde](https://crates.io/crates/serde) | Serialization and deserialization framework | Converts structured data between formats |
-| [serde_json](https://crates.io/crates/serde_json) | JSON parsing library | Processes MediaPipe gesture data messages |
 | [mediapipe](https://ai.google.dev/edge/mediapipe/solutions/guide) | Real-time gesture recognition framework | Detects hand landmarks and classifies gestures |
 | [opencv-python](https://pypi.org/project/opencv-python/) | Computer vision library | Captures webcam frames and preprocesses images |
 

From 561aaeda2a603220ee209762a3eb0e666ffa3261 Mon Sep 17 00:00:00 2001
From: emilia1881 <emilia2020emma@gmail.com>
Date: Mon, 1 Jun 2026 12:07:07 +0300
Subject: [PATCH 6/7] Fixed image

---
 .../version-fils_en/project/2026/emilia.petre/index.md        | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
index 29caa2467b7..a00d98890f0 100644
--- a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
@@ -70,7 +70,7 @@ The hardware platform of the project is centered around the STM32 Nucleo-U545RE-
 
 ![Hardware Photo](images/imagehardware.webp)
 
-! [Final Hand](images/finalhand.webp)
+![Final Hand](images/finalhand.webp)
 
 ### Schematics
 
@@ -115,5 +115,5 @@ The hardware platform of the project is centered around the STM32 Nucleo-U545RE-
 1. [Embassy Framework](https://embassy.dev/book/#_what_is_embassy)
 2. [STM32 Nucleo-U545RE-Q](https://www.st.com/en/microcontrollers-microprocessors/stm32-32-bit-arm-cortex-mcus/documentation.html)
 3. [MediaPipe Gesture Recognition](https://developers.google.com/mediapipe)
-5. [ESP-01 WiFi Module Information](https://www.espressif.com/)
+4. [ESP-01 WiFi Module Information](https://www.espressif.com/)
 

From 5b6b36470f83ca165061d83ead7b33562c104f25 Mon Sep 17 00:00:00 2001
From: emilia1881 <emilia2020emma@gmail.com>
Date: Mon, 1 Jun 2026 12:09:59 +0300
Subject: [PATCH 7/7] Fixed image duplication

---
 .../version-fils_en/project/2026/emilia.petre/index.md          | 2 --
 1 file changed, 2 deletions(-)

diff --git a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
index 6a2d9ce96c9..a00d98890f0 100644
--- a/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
+++ b/website/versioned_docs/version-fils_en/project/2026/emilia.petre/index.md
@@ -72,8 +72,6 @@ The hardware platform of the project is centered around the STM32 Nucleo-U545RE-
 
 ![Final Hand](images/finalhand.webp)
 
-![Hardware Photo](images/imagehardware.webp)
-
 ### Schematics
 
 ![Hardware Schematic](images/kicademilia-2.svg)