diff --git a/.idea/.gitignore b/.idea/.gitignore
new file mode 100644
index 0000000..13566b8
--- /dev/null
+++ b/.idea/.gitignore
@@ -0,0 +1,8 @@
+# Default ignored files
+/shelf/
+/workspace.xml
+# Editor-based HTTP Client requests
+/httpRequests/
+# Datasource local storage ignored files
+/dataSources/
+/dataSources.local.xml
diff --git a/.idea/misc.xml b/.idea/misc.xml
new file mode 100644
index 0000000..79b3c94
--- /dev/null
+++ b/.idea/misc.xml
@@ -0,0 +1,4 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<project version="4">
+  <component name="CMakeWorkspace" PROJECT_DIR="$PROJECT_DIR$" />
+</project>
\ No newline at end of file
diff --git a/.idea/modules.xml b/.idea/modules.xml
new file mode 100644
index 0000000..3f9d8db
--- /dev/null
+++ b/.idea/modules.xml
@@ -0,0 +1,8 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<project version="4">
+  <component name="ProjectModuleManager">
+    <modules>
+      <module fileurl="file://$PROJECT_DIR$/.idea/traegerController.iml" filepath="$PROJECT_DIR$/.idea/traegerController.iml" />
+    </modules>
+  </component>
+</project>
\ No newline at end of file
diff --git a/.idea/traegerController.iml b/.idea/traegerController.iml
new file mode 100644
index 0000000..f08604b
--- /dev/null
+++ b/.idea/traegerController.iml
@@ -0,0 +1,2 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<module classpath="CMake" type="CPP_MODULE" version="4" />
\ No newline at end of file
diff --git a/.idea/vcs.xml b/.idea/vcs.xml
new file mode 100644
index 0000000..97f98cd
--- /dev/null
+++ b/.idea/vcs.xml
@@ -0,0 +1,7 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<project version="4">
+  <component name="VcsDirectoryMappings">
+    <mapping directory="$PROJECT_DIR$" vcs="Git" />
+    <mapping directory="$PROJECT_DIR$/nina-fw" vcs="Git" />
+  </component>
+</project>
\ No newline at end of file
diff --git a/CMakeLists.txt b/CMakeLists.txt
index e97fe4c..f884574 100644
--- a/CMakeLists.txt
+++ b/CMakeLists.txt
@@ -37,7 +37,7 @@ pico_sdk_init()
 
 # Add executable. Default name is the project name, version 0.1
 
-add_executable(traegerController traegerController.cpp )
+add_executable(traegerController traegerController.cpp traegerLogo.h)
 
 pico_set_program_name(traegerController "traegerController")
 pico_set_program_version(traegerController "0.1")
diff --git a/picoprobe.cfg b/picoprobe.cfg
new file mode 100644
index 0000000..8850aaa
--- /dev/null
+++ b/picoprobe.cfg
@@ -0,0 +1,5 @@
+source [find interface/picoprobe.cfg]
+transport select swd
+adapter speed 5000
+
+source [find target/rp2040.cfg]
\ No newline at end of file
diff --git a/traegerController.cpp b/traegerController.cpp
index 7bdb763..d602b1a 100644
--- a/traegerController.cpp
+++ b/traegerController.cpp
@@ -7,6 +7,8 @@
 #include "hardware/i2c.h"
 #include "hardware/timer.h"
 
+#include "traegerLogo.h"
+
 // SPI Defines
 // We are going to use SPI 0, and allocate it to the following GPIO pins
 // Pins can be changed, see the GPIO function select table in the datasheet for information on GPIO assignments
@@ -32,29 +34,11 @@ int64_t alarm_callback(alarm_id_t id, void *user_data) {
     return 0;
 }
 
-void core1_entry()
+[[noreturn]] void core1_entry()
 {
-    
-}
-
-int main()
-{
-    stdio_init_all();
-
-    // SPI initialisation. This example will use SPI at 1MHz.
-    spi_init(SPI_PORT, 1000*1000);
-    gpio_set_function(PIN_MISO, GPIO_FUNC_SPI);
-    gpio_set_function(PIN_CS,   GPIO_FUNC_SIO);
-    gpio_set_function(PIN_SCK,  GPIO_FUNC_SPI);
-    gpio_set_function(PIN_MOSI, GPIO_FUNC_SPI);
-    
-    // Chip select is active-low, so we'll initialise it to a driven-high state
-    gpio_set_dir(PIN_CS, GPIO_OUT);
-    gpio_put(PIN_CS, 1);
-
     // I2C Initialisation. Using it at 400Khz.
     i2c_init(I2C_PORT, 400*1000);
-    
+
     gpio_set_function(I2C_SDA, GPIO_FUNC_I2C);
     gpio_set_function(I2C_SCL, GPIO_FUNC_I2C);
     gpio_pull_up(I2C_SDA);
@@ -75,6 +59,12 @@ int main()
 
     sleep_ms(1000);
     display.setRotation(1);
+    display.clearDisplay();
+    display.drawBitmap(0, 0, logo, 128, 64, SH110X_WHITE);
+    display.display();
+
+    sleep_ms(1000);
+
     display.clearDisplay();
     display.display();
 
@@ -82,25 +72,46 @@ int main()
     display.setTextSize(1);
     display.setTextColor(SH110X_WHITE);
     display.setCursor(0,0);
-    display.print("Hello from core 0!");
+    display.print("Hello! core 1\n");
     display.display();
 
-    //multicore_launch_core1(core1_entry);
-
     sleep_ms(1000);
+    display.setTextSize(2);
     while(true)
     {
-        if (gpio_get(BUTTON_A) == false) display.print("A\n");
-        if (gpio_get(BUTTON_B) == false) display.print("B\n");
-        if (gpio_get(BUTTON_C) == false) display.print("C\n");
+        display.clearDisplay();
+        display.setCursor(0,0);
+        display.print(!gpio_get(BUTTON_A) ? "A\n" : "\n");
+        display.print(!gpio_get(BUTTON_B) ? "B\n" : "\n");
+        display.print(!gpio_get(BUTTON_C) ? "C\n" : "\n");
         display.display();
-        sleep_ms(250);
+        sleep_ms(100);
     }
+}
+
+int main()
+{
+    stdio_init_all();
+
+    // SPI initialisation. This example will use SPI at 1MHz.
+    spi_init(SPI_PORT, 1000*1000);
+    gpio_set_function(PIN_MISO, GPIO_FUNC_SPI);
+    gpio_set_function(PIN_CS,   GPIO_FUNC_SIO);
+    gpio_set_function(PIN_SCK,  GPIO_FUNC_SPI);
+    gpio_set_function(PIN_MOSI, GPIO_FUNC_SPI);
+    
+    // Chip select is active-low, so we'll initialise it to a driven-high state
+    gpio_set_dir(PIN_CS, GPIO_OUT);
+    gpio_put(PIN_CS, 1);
+
+    multicore_launch_core1(core1_entry);
 
     // Timer example code - This example fires off the callback after 2000ms
     add_alarm_in_ms(2000, alarm_callback, NULL, false);
 
     puts("Hello, world!");
 
-    return 0;
+    while(true) {
+        tight_loop_contents();
+    }
 }
diff --git a/traegerLogo.bmp b/traegerLogo.bmp
new file mode 100644
index 0000000..faeb1a9
Binary files /dev/null and b/traegerLogo.bmp differ
diff --git a/traegerLogo.h b/traegerLogo.h
new file mode 100644
index 0000000..14b1163
--- /dev/null
+++ b/traegerLogo.h
@@ -0,0 +1,84 @@
+//
+// Created by Mikah Chapman on 6/27/22.
+//
+
+#ifndef TRAEGERCONTROLLER_TRAEGERLOGO_H
+#define TRAEGERCONTROLLER_TRAEGERLOGO_H
+/**
+ * Made with Marlin Bitmap Converter
+ * https://marlinfw.org/tools/u8glib/converter.html
+ *
+ * This bitmap from the file 'traegerLogo.bmp'
+ */
+#pragma once
+
+#define LOGO_BMPWIDTH  128
+
+const unsigned char logo[] = {
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B11000000,B00000000,B00000000,B00000000,B00100000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000001,B11110000,B00000000,B00000000,B00000000,B00110000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000111,B11111000,B00000000,B00000000,B00000000,B01110000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00001111,B00111100,B00000000,B00000000,B00000000,B01111000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000110,B00000000,B00011100,B00001111,B00000000,B00000000,B00000000,B01111000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00001111,B10000000,B01111001,B10000011,B10000000,B00001000,B00000000,B11111000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00111101,B11100000,B11100111,B10000001,B11100000,B00111110,B00000000,B11111000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B11110000,B01111011,B11001111,B10000000,B01110001,B11100011,B10000000,B11111100,B00100000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000011,B11001100,B00011111,B00111111,B10000000,B00111111,B10011000,B11000000,B11111000,B01100000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00001111,B00111000,B00001110,B11111111,B00000000,B00011111,B11110000,B00110001,B11111100,B01100000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00111111,B11110000,B00111011,B11111111,B10000000,B00000111,B11110000,B00001000,B11111000,B01110000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B11111111,B11110000,B01111111,B11111111,B11000000,B00000011,B11111000,B00000001,B11111110,B01110000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000001,B11111111,B01100001,B11111111,B11111111,B10000000,B00000000,B11100000,B00000000,B11111100,B11110000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000111,B11111110,B01000111,B11111110,B11111111,B10000000,B00000000,B01110000,B00000001,B11111110,B01110000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00111111,B11111110,B00001111,B11111100,B11111111,B00000000,B00000000,B00011110,B00000010,B11111100,B11110000,B00000000,B00000000,
+        B00000000,B00000000,B00000001,B11111111,B11110000,B00111111,B11111001,B11001110,B00000000,B00000000,B00000111,B10000001,B11111100,B11111000,B00000000,B00000000,
+        B00000000,B00000000,B00011111,B11111110,B01100000,B11111111,B11110001,B10001100,B00000000,B00000000,B00000000,B11100000,B11111100,B11110000,B00000000,B00000000,
+        B00000000,B00000011,B11111111,B11110000,B01000011,B11111111,B11100011,B00011100,B00000000,B00000000,B00000000,B00011100,B10111001,B11111000,B00000000,B00000000,
+        B00000000,B00000000,B00000111,B00000000,B00001111,B11111111,B10000010,B00011000,B00000000,B00000000,B00000000,B00000011,B00110000,B11111000,B00000000,B00000000,
+        B00000000,B00000000,B00111000,B00000000,B01111111,B11111100,B00000000,B00010000,B00000000,B00000000,B00000000,B00000000,B00110000,B11110000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000001,B11110011,B11100000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00110100,B00100000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00001111,B00000111,B10000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B01110001,B11100000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00001110,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00110000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00011000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000010,B00000000,B00000000,B00000000,B00000000,B01111110,B01000000,B00000000,B00000000,B00000000,B00000000,
+        B11111111,B11111111,B00011111,B11111110,B00000000,B00000111,B00000000,B00111111,B11111110,B00000001,B11111111,B11100001,B11111111,B11110000,B11111111,B11110000,
+        B11100001,B11000011,B00001110,B00001111,B00000000,B00000111,B00000000,B00011100,B00000110,B00000111,B10000001,B11100000,B11100000,B00110000,B01110000,B01111100,
+        B11000001,B10000001,B00001110,B00000011,B10000000,B00001111,B00000000,B00011100,B00000110,B00001110,B00000000,B11100000,B11100000,B00110000,B01110000,B00011100,
+        B00000001,B10000000,B00001110,B00000011,B10000000,B00001111,B10000000,B00011100,B00000000,B00011100,B00000000,B01100000,B11100000,B00000000,B01110000,B00011100,
+        B00000001,B10000000,B00001110,B00000011,B10000000,B00011001,B10000000,B00011100,B00000000,B00011100,B00000000,B01000000,B11100000,B00000000,B01110000,B00011100,
+        B00000001,B10000000,B00001110,B00000011,B10000000,B00011001,B11000000,B00011100,B00000000,B00111000,B00000000,B00000000,B11100000,B00000000,B01110000,B00011100,
+        B00000001,B10000000,B00001110,B00000111,B00000000,B00010000,B11000000,B00011100,B00000000,B00111000,B00000000,B00000000,B11100000,B00000000,B01110000,B00111000,
+        B00000001,B10000000,B00001110,B00001110,B00000000,B00110000,B11100000,B00011100,B00001000,B00111000,B00000000,B00000000,B11100000,B01000000,B01110000,B01110000,
+        B00000001,B10000000,B00001111,B11111100,B00000000,B00110000,B01100000,B00011111,B11111000,B00111000,B00000000,B00000000,B11111111,B11000000,B01111111,B11100000,
+        B00000001,B10000000,B00001111,B11111100,B00000000,B01100000,B01110000,B00011100,B00001000,B00111000,B00000011,B11111000,B11100000,B01000000,B01111111,B11100000,
+        B00000001,B10000000,B00001110,B00011100,B00000000,B01111111,B11110000,B00011100,B00000000,B00111000,B00000000,B11100000,B11100000,B00000000,B01110000,B11100000,
+        B00000001,B10000000,B00001110,B00001110,B00000000,B11111111,B11111000,B00011100,B00000000,B00111000,B00000000,B11100000,B11100000,B00000000,B01110000,B01110000,
+        B00000001,B10000000,B00001110,B00000111,B00000000,B11000000,B00111000,B00011100,B00000000,B00111000,B00000000,B11100000,B11100000,B00000000,B01110000,B00111000,
+        B00000001,B10000000,B00001110,B00000111,B00000000,B11000000,B00111000,B00011100,B00000000,B00011100,B00000000,B11100000,B11100000,B00000000,B01110000,B00111000,
+        B00000001,B10000000,B00001110,B00000011,B10000001,B10000000,B00011100,B00011100,B00000001,B00011110,B00000000,B11100000,B11100000,B00001000,B01110000,B00011100,
+        B00000001,B10000000,B00001110,B00000011,B10000001,B10000000,B00011100,B00011100,B00000011,B00001111,B00000000,B11100000,B11100000,B00011000,B01110000,B00011100,
+        B00000011,B11000000,B00011111,B00000011,B11000111,B11000000,B00011110,B00111111,B11111111,B00000111,B11000011,B11000001,B11111111,B11111000,B11111000,B00011110,
+        B00000111,B11100000,B00011111,B00000111,B11100111,B11100000,B00111111,B00111111,B11111111,B00000001,B11111111,B00000001,B11111111,B11111000,B11111000,B00111111,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,
+        B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000,B00000000
+};
+
+#endif //TRAEGERCONTROLLER_TRAEGERLOGO_H
diff --git a/traegerLogo.svg b/traegerLogo.svg
new file mode 100644
index 0000000..f4a86a1
--- /dev/null
+++ b/traegerLogo.svg
@@ -0,0 +1 @@
+<svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1472 605"><defs><style>.cls-1{isolation:isolate;}</style></defs><title>Logos_Traeger White on Transparent Logo_Traeger-1472x691-57875f7 (1)</title><image class="cls-1" width="1472" height="605" 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