diff --git a/README.md b/README.md
index 8ac283bd627..4f473d2e23d 100644
--- a/README.md
+++ b/README.md
@@ -1,3 +1,5 @@
 # MA Website
 
 This is the website for the MA course delivered to ACS CC and FILS English.
+
+[![Review Assignment Due Date](https://classroom.github.com/assets/deadline-readme-button-22041afd0340ce965d47ae6ef1cefeee28c7c493a6346c4f15d667ab976d596c.svg)](https://classroom.github.com/a/yNS7YZsE)
diff --git a/website/versioned_docs/version-acs_cc/project/2026/horatiu.oprea/Architecture_Diagram.drawio.svg b/website/versioned_docs/version-acs_cc/project/2026/horatiu.oprea/Architecture_Diagram.drawio.svg
new file mode 100644
index 00000000000..689fafb937b
--- /dev/null
+++ b/website/versioned_docs/version-acs_cc/project/2026/horatiu.oprea/Architecture_Diagram.drawio.svg
@@ -0,0 +1,4 @@
+<?xml version="1.0" encoding="UTF-8"?>
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diff --git a/website/versioned_docs/version-acs_cc/project/2026/horatiu.oprea/Diagrama_Kicad.drawio.svg b/website/versioned_docs/version-acs_cc/project/2026/horatiu.oprea/Diagrama_Kicad.drawio.svg
new file mode 100644
index 00000000000..91985105f17
--- /dev/null
+++ b/website/versioned_docs/version-acs_cc/project/2026/horatiu.oprea/Diagrama_Kicad.drawio.svg
@@ -0,0 +1,4 @@
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edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;error&quot; target=&quot;pid&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;e4&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;pid&quot; target=&quot;pwm&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;e5&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;pwm&quot; target=&quot;mosfet&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;e6&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;mosfet&quot; target=&quot;fan&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;e7&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;fan&quot; target=&quot;process&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;e8&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;process&quot; target=&quot;sensor&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;w1&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;&quot; value=&quot;1. Citește senzor&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; width=&quot;150&quot; x=&quot;10&quot; y=&quot;650&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;w2&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;&quot; value=&quot;2. Citește potențiometru&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; width=&quot;150&quot; x=&quot;190&quot; y=&quot;650&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;w3&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;&quot; value=&quot;3. Calculează eroare&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; width=&quot;150&quot; x=&quot;370&quot; y=&quot;650&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;w4&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;&quot; value=&quot;4. PID&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;75&quot; width=&quot;90&quot; x=&quot;550&quot; y=&quot;637.5&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;w5&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;&quot; value=&quot;5. PWM → Ventilator&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; width=&quot;140&quot; x=&quot;660&quot; y=&quot;650&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;we1&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;w1&quot; target=&quot;w2&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;we2&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;w2&quot; target=&quot;w3&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;we3&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;w3&quot; target=&quot;w4&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;we4&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;w4&quot; target=&quot;w5&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;      &lt;/root&gt;&#10;    &lt;/mxGraphModel&gt;&#10;  &lt;/diagram&gt;&#10;&lt;/mxfile&gt;&#10;"><defs/><rect fill="#ffffff" width="100%" height="100%" x="0" y="0" style="fill: light-dark(#ffffff, var(--ge-dark-color, #121212));"/><g><g data-cell-id="0"><g data-cell-id="1"><g data-cell-id="pot"><g transform="translate(0.5,0.5)"><rect x="40" y="0" width="160" height="60" rx="9" ry="9" fill="#dae8fc" stroke="#000000" pointer-events="all" style="fill: light-dark(rgb(218, 232, 252), rgb(29, 41, 59)); stroke: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"/></g><g><g><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 158px; height: 1px; padding-top: 30px; margin-left: 41px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: light-dark(#000000, #ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">Potentiometru<br />Target r(t)</div></div></div></foreignObject><image x="41" y="16" width="158" height="32" 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PWM → Ventilator</div></div></div></foreignObject><image x="651" y="618.5" width="138" height="17" 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+# Ping-Pong Ball Levitation — Wind Tube PID Controller
+
+:::info
+
+**Author**: Oprea Horatiu Alexandru \
+**Group**: 332CC \
+**GitHub Project Link**: https://github.com/horatiuoprea/website.git
+
+:::
+
+## Description
+
+The project maintains a Ping-Pong ball at a desired height inside a vertical wind tube. A laser distance sensor mounted at the top of the tube continuously measures the position of the ball. This measurement is fed into a PID regulator running on an STM32 microcontroller, which adjusts the speed of a propeller fan at the base of the tube to keep the ball stable at the target height.
+
+The system supports two interaction modes. In **Auto mode**, the user sets the desired height via a dedicated potentiometer, and the PID controller autonomously stabilizes the ball at that height. In **Manual mode**, the user can adjust the three PID constants (Kp, Ki, Kd) individually using separate potentiometers, observing in real time how each parameter affects the system's behavior. An LCD display shows the current height and, depending on the active mode, the target height or the current PID constant values.
+
+## Motivation
+
+Embedded systems and control theory are two domains I wanted to explore simultaneously in a hands-on project. A wind tube ball levitation system is a classic control engineering problem that is visually intuitive, physically tangible, and technically rich. It requires real sensor integration, PWM motor control, I2C communication, and a properly tuned closed-loop PID controller — all implemented in Rust using the Embassy async framework on an STM32 microcontroller. The manual mode adds an educational dimension, allowing direct observation of how each PID term influences system stability, which reinforces the theoretical concepts from control systems courses.
+
+## Architecture
+
+The system is structured around 4 main architectural components that form a closed control loop:
+
+**Sensor** — The VL53L0X laser Time-of-Flight sensor is mounted at the top of the tube and measures the distance to the ball via I2C. This gives the current height y(t).
+
+**Controller** — The STM32 Nucleo-U545RE-Q runs the PID algorithm in an Embassy async task at a fixed 20ms cycle. It reads the current height from the sensor, computes the error relative to the target, and produces a control output u(t) in the range 0–100%.
+
+**Actuator** — The Delta PFB0412EN-E fan receives a PWM signal at 25kHz directly on its dedicated blue wire. The duty cycle of this signal determines the fan speed, which controls the airflow and thus the ball's position.
+
+**User Interface** — Four potentiometers provide analog inputs via ADC: one sets the target height in Auto Mode, and three adjust Kp, Ki, Kd in Manual mode. A ST7920 LCD displays system state using SPI. A toggle switch selects between Auto and Manual mode.
+
+## Architecture Diagram
+
+![Architecture Diagram](Architecture_Diagram.drawio.svg)
+
+## Log
+
+### Week 6 - 12 April
+    **Chose the project task**
+
+### Week 13 - 19 April
+    **Initial Documentation**
+
+### Week 20 - 26 April
+    **Final Documentation**
+
+### Week 4 - 10 May
+    **Tested HW Components**
+
+### Week 11 - 17 May
+    **Built HW Part and Startet the SW Part**
+
+### Week 18 - 24 May
+    **Finished the SW Part and Final Design**
+
+## Hardware
+
+The project uses an STM32 Nucleo-U545RE-Q (Cortex-M33) as the main microcontroller, programmed in Rust with the Embassy async framework. The VL53L0X laser ToF sensor communicates over I2C and provides distance measurements with millimeter precision. The Delta PFB0412EN-E axial fan (40x40x28mm, 12V) features a native PWM control input, allowing direct speed control from the STM32 without a MOSFET driver stage. Four 10kΩ potentiometers provide analog inputs for height target and PID tuning. A 1602 LCD with I2C backpack shares the I2C bus with the sensor. A toggle switch selects the operating mode. The fan is powered by a dedicated 12V DC adapter; the STM32 and all logic components are powered via USB (5V), with the onboard regulator supplying 3.3V to the sensor and potentiometers. All grounds are tied to a common reference on the breadboard.
+
+### Schematics
+
+![alt text](Diagrama_Kicad.drawio.svg)
+
+### Bill of Materials
+
+| Device | Usage | Price |
+|--------|--------|-------|
+| [STM32 Nucleo-U545RE-Q](https://www.st.com/en/evaluation-tools/nucleo-u545re-q.html) | Main microcontroller — runs PID algorithm in Rust/Embassy | already owned |
+| [VL53L0X Laser ToF Sensor](https://www.optimusdigital.ro/ro/senzori-senzori-de-distanta/3309-modul-senzor-de-distanta-cu-laser-vl53l0x.html) | Measures ball height inside the tube via I2C | [25 RON](https://www.optimusdigital.ro) |
+| [Delta PFB0412EN-E Fan 12V](https://www.digikey.com) | Propeller fan — controls airflow in the tube via PWM | already owned |
+| [LCD ST7920](https://www.optimusdigital.ro/ro/optoelectronice-lcd-uri/2894-lcd-cu-interfata-i2c-si-backlight-albastru.html) | Displays current height and PID constants | [15 RON](https://www.optimusdigital.ro) |
+| Potentiometer 10kΩ (x4) | Height target (x1) + Kp, Ki, Kd tuning (x3) | [5 RON x4](https://www.optimusdigital.ro) |
+| Toggle Switch | Selects Auto / Manual operating mode | [3 RON](https://www.optimusdigital.ro) |
+| Breadboard MB102 - 830 pins | Prototyping platform with integrated power supply | [20 RON](https://www.optimusdigital.ro) |
+| DC Jack Module 5.5x2.1mm (breadboard) | Connects 12V adapter to breadboard for fan power | [7 RON](https://www.optimusdigital.ro) |
+| Resistor 100Ω | Protects STM32 PWM pin from fan input impedance | [1 RON](https://www.optimusdigital.ro) |
+| Jumper Wire Kit (120 pcs) | All signal and power connections on breadboard | [15 RON](https://www.optimusdigital.ro) |
+| 12V 1A DC Adapter | Powers the fan independently from STM32 logic | [25 RON](https://www.optimusdigital.ro) |
+| PVC Tube 40-45mm inner diameter, ~80cm | Wind tube housing for the ball | [12 RON](https://www.dedeman.ro) |
+| Digital Multimeter | Verifying voltages and connections during assembly | [50 RON](https://www.optimusdigital.ro) |
+
+## Software
+
+| Library | Description | Usage |
+|---------|-------------|-------|
+| [embassy-stm32](https://github.com/embassy-rs/embassy) | Async HAL for STM32 microcontrollers | Peripheral access: PWM, I2C, ADC, GPIO |
+| [embassy-executor](https://github.com/embassy-rs/embassy) | Async task executor for embedded systems | Runs sensor, control and display tasks concurrently |
+| [embassy-time](https://github.com/embassy-rs/embassy) | Timers and delays for Embassy | Fixed 20ms control loop timing |
+| [embassy-spi](https://github.com/UPB-PMRust/lab-solutions/tree/main/lab05) | Driver for ST7920-based LCD displays | Renders height and PID values |
+| [vl53l0x](https://crates.io/crates/vl53l0x) | Driver for VL53L0X ToF sensor | Reads ball distance over I2C |
+| [defmt](https://github.com/knurling-rs/defmt) | Efficient logging framework for embedded Rust | Debug output during development via RTT |
+| [defmt-rtt](https://github.com/knurling-rs/defmt) | RTT transport for defmt | Sends log messages to host over USB |
+| [panic-probe](https://github.com/knurling-rs/panic-probe) | Panic handler for embedded Rust | Reports panics via defmt |
+
+## Closed Control Loop
+
+![Closed Loop Diagram](Documentatie.drawio.svg)
+
+## Links
+
+1. [Embassy — Async framework for embedded Rust](https://embassy.dev)
+2. [VL53L0X — STMicroelectronics ToF sensor datasheet](https://www.st.com/resource/en/datasheet/vl53l0x.pdf)
+3. [Delta PFB0412EN-E — Fan datasheet](https://www.delta-fan.com)
+4. [PID Controller — Wikipedia](https://en.wikipedia.org/wiki/Proportional%E2%80%93integral%E2%80%93derivative_controller)
+5. [Ball in tube levitation — reference project](https://example.com)
+6. [STM32U5 Reference Manual](https://www.st.com/resource/en/reference_manual/rm0456-stm32u5-series-advanced-armbased-32bit-mcus-stmicroelectronics.pdf)
+7. [Source Code Repository](https://github.com/UPB-PMRust-Students/acs-project-2026-horatiuoprea.git)