Basic command comm works

7 files changed, 224 insertions, 225 deletions

diff --git a/driver_fw/Makefile b/driver_fw/Makefile
index 2d74acd..5ad3b23 100644
--- a/driver_fw/Makefile
+++ b/driver_fw/Makefile
@@ -9,7 +9,7 @@ OBJCOPY := arm-none-eabi-objcopy
 OBJDUMP := arm-none-eabi-objdump
 SIZE    := arm-none-eabi-size
 
-CFLAGS  = -g -Wall -std=gnu11 -O1 -fdump-rtl-expand -Wno-discarded-qualifiers
+CFLAGS  = -g -Wall -std=gnu11 -O0 -fdump-rtl-expand -Wno-discarded-qualifiers
 CFLAGS += -mlittle-endian -mcpu=cortex-m3 -mthumb
 #CFLAGS += -ffunction-sections -fdata-sections
 LDFLAGS = -nostartfiles
diff --git a/driver_fw/main.c b/driver_fw/main.c
index 838ca9d..df2eaa7 100644
--- a/driver_fw/main.c
+++ b/driver_fw/main.c
@@ -79,12 +79,24 @@ int main(void) {
     NVIC_EnableIRQ(TIM1_UP_IRQn);
     NVIC_SetPriority(TIM1_UP_IRQn, 3<<4);
 
-    uint8_t txbuf[128];
+
+unsigned char x, a, b, c;
+unsigned char random() {
+    x++; //x is incremented every round and is not affected by any other variable
+    a = (a ^ c ^ x); //note the mix of addition and XOR
+    b = (b + a); //And the use of very few instructions
+    c = ((c + (b >> 1) ^ a)); // the AES S-Box Operation ensures an even distributon of entropy
+    return (c);
+}
+
+
+    uint8_t txbuf[3] = {0x01, 0x05, 0x01};
     int txpos = -1;
     /* FIXME test code */
-    for (int i=0; i<sizeof(txbuf)/sizeof(txbuf[0]); i++)
-        txbuf[i] = i;
+    //for (int i=0; i<sizeof(txbuf)/sizeof(txbuf[0]); i++)
+    //    txbuf[i] = i;
     /* FIXME end test code */
+    int i = 0;
     while (42) {
         if (txstate.next_symbol == -NO_SYMBOL) {
             if (txpos == -1)
@@ -93,8 +105,18 @@ int main(void) {
                 txstate.next_symbol = xfr_8b10b_encode(&txstate.st, txbuf[txpos]);
 
             txpos++;
-            if (txpos >= sizeof(txbuf)/sizeof(txbuf[0]))
+            if (txpos >= sizeof(txbuf)/sizeof(txbuf[0])) {
                 txpos = -1;
+
+                i++;
+                if (i == 2) {
+                    //txbuf[2] = random();
+                    //txbuf[2] <<= 1;
+                    //if (!txbuf[2] & 0xff)
+                    //    txbuf[2] = 0x01;
+                    i = 0;
+                }
+            }
         }
     }
 }
diff --git a/fw/Scope.ipynb b/fw/Scope.ipynb
index 33596a0..12d39ac 100644
--- a/fw/Scope.ipynb
+++ b/fw/Scope.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 208,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -14,7 +14,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 207,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -33,7 +33,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 213,
+   "execution_count": 46,
    "metadata": {
     "scrolled": false
    },
@@ -821,7 +821,7 @@
     {
      "data": {
       "text/html": [
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\" width=\"1000\">"
       ],
       "text/plain": [
        "<IPython.core.display.HTML object>"
@@ -832,16 +832,9 @@
     }
    ],
    "source": [
-    "data = plot_data(offx=4, signed=True, channels=1)\n",
+    "    data = plot_data(offx=4, signed=True, channels=1)\n",
     "#print(''.join(str(x) for x in data[4:][3::4]))"
    ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ],
  "metadata": {
@@ -860,7 +853,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.6.6"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/fw/adc.c b/fw/adc.c
index 06cf027..ddc2640 100644
--- a/fw/adc.c
+++ b/fw/adc.c
@@ -85,8 +85,8 @@ void adc_configure_monitor_mode(int oversampling, int ivl_us, int mean_aggregate
 	/* keep track of current mode in global variable */
 	st.adc_mode = ADC_MONITOR;
 
-	st.adc_oversampling = oversampling;
-	st.ovs_count = 0;
+	//st.adc_oversampling = oversampling;
+	//st.ovs_count = 0;
 	for (int i=0; i<NCH; i++)
 		st.adc_aggregate[i] = 0;
 	st.mean_aggregator[0] = st.mean_aggregator[1] = st.mean_aggregator[2] = 0; 
@@ -96,7 +96,10 @@ void adc_configure_monitor_mode(int oversampling, int ivl_us, int mean_aggregate
     st.detector.debounce_cycles = 0;
     st.detector.base_interval_cycles = 10;
 
-	st.detector.symbol = -1;
+	st.detector.sync = 0;
+    st.receiver.rxpos = -1;
+    st.receiver.address = 5; /* FIXME debug code */
+    st.receiver.global_brightness = 0xff;
 	st.detector.bit = 0;
 	st.detector.committed_len_ctr = st.detector.len_ctr = 0;
 	st.detector.debounce_ctr = 0;
@@ -165,13 +168,106 @@ static void adc_timer_init(int psc, int ivl) {
     TIM1->CR1  |= TIM_CR1_CEN;
 }
 
-/* FIXME DEBUG */
+/* This acts as a no-op that provides a convenient point to set a breakpoint for the debug scope logic */
 static void gdb_dump(void) {
 }
 
+int payload_len[PKT_TYPE_MAX] = {
+    [PKT_TYPE_RESERVED] = 0,
+    [PKT_TYPE_SET_OUTPUTS_BINARY] = 1,
+    [PKT_TYPE_SET_GLOBAL_BRIGHTNESS] = 1,
+    [PKT_TYPE_SET_OUTPUTS] = 8 };
+
+void handle_command(int command, uint8_t *args) {
+    switch (command) {
+        case PKT_TYPE_SET_OUTPUTS_BINARY:
+            set_outputs_binary(args[0], st.receiver.global_brightness);
+            break;
+
+        case PKT_TYPE_SET_GLOBAL_BRIGHTNESS:
+            st.receiver.global_brightness = args[0];
+            break;
+
+        case PKT_TYPE_SET_OUTPUTS:
+            set_outputs(args);
+            break;
+    }
+}
+
+void receive_symbol(int symbol) {
+    if (symbol == -K28_1) { /* Comma/frame delimiter */
+        st.receiver.rxpos = 0;
+        /* Fall through and return and just ignore incomplete packets */
+
+    } else if (symbol == -DECODING_ERROR) {
+        st.receiver.rxpos = -1;
+
+    } else if (symbol < 0) { /* Unknown comma symbol or error */
+        st.receiver.rxpos = -1;
+
+    } else if (st.receiver.rxpos == -1) {
+        return;
+
+    } else if (st.receiver.rxpos == 0) { /* First data symbol, and not an error or comma symbol */
+        st.receiver.packet_type = symbol & ~PKT_TYPE_BULK_FLAG;
+        if (st.receiver.packet_type >= PKT_TYPE_MAX) {
+            st.receiver.rxpos = -1;
+            return;
+        }
+
+        st.receiver.is_bulk = symbol & PKT_TYPE_BULK_FLAG;
+        st.receiver.offset = (st.receiver.is_bulk) ? st.receiver.address*payload_len[st.receiver.packet_type]+1 : 2;
+        st.receiver.rxpos++;
+
+    } else if (!st.receiver.is_bulk && st.receiver.rxpos == 1) {
+        st.receiver.rxpos = (symbol == st.receiver.address) ? 2 : -1;
+
+    } else {
+        st.receiver.argbuf[st.receiver.rxpos - st.receiver.offset] = symbol;
+        st.receiver.rxpos++;
+
+        if (st.receiver.rxpos - st.receiver.offset == payload_len[st.receiver.packet_type]) {
+            handle_command(st.receiver.packet_type, (uint8_t *)st.receiver.argbuf);
+            st.receiver.rxpos = -1;
+        }
+    }
+}
+
+void receive_bit(int bit) {
+    int symbol = xfr_8b10b_feed_bit((struct state_8b10b_dec *)&st.detector.rx8b10b, bit);
+    if (symbol == -K28_1)
+        st.detector.sync = 1;
+
+    if (symbol == -DECODING_IN_PROGRESS)
+        return;
+
+    if (symbol == -DECODING_ERROR)
+        st.detector.sync = 0;
+        /* Fall through so we also pass the error to receive_symbol */
+
+    receive_symbol(symbol);
+
+    /* Debug scope logic */
+    static int debug_buf_pos = 0;
+    if (st.detector.sync && symbol != -DECODING_IN_PROGRESS) {
+        if (debug_buf_pos < NCH) {
+                debug_buf_pos = NCH;
+        } else {
+            adc_buf[debug_buf_pos++] = symbol;
+
+            if (debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
+                debug_buf_pos = 0;
+                st.detector.sync = 0;
+                gdb_dump();
+                for (int i=0; i<sizeof(adc_buf)/sizeof(adc_buf[0]); i++)
+                    adc_buf[i] = -255;
+            }
+        }
+    }
+}
+
 void DMA1_Channel1_IRQHandler(void) {
     int start = SysTick->VAL;
-    static int debug_buf_pos = 0;
 
     /* Clear the interrupt flag */
     DMA1->IFCR |= DMA_IFCR_CGIF1;
@@ -179,171 +275,49 @@ void DMA1_Channel1_IRQHandler(void) {
     if (st.adc_mode == ADC_SCOPE)
         return;
 
-    //for (int i=0; i<NCH; i++)
-    //    st.adc_aggregate[i] += adc_buf[i];
-
-    //if (++st.ovs_count == (1<<st.adc_oversampling)) {
-        /* FIXME DEBUG
-        for (int i=0; i<NCH; i++)
-            st.adc_aggregate[i] >>= st.adc_oversampling;
-        */
-        /* This has been copied from the code examples to section 12.9 ADC>"Temperature sensor and internal reference
-         * voltage" in the reference manual with the extension that we actually measure the supply voltage instead of
-         * hardcoding it. This is not strictly necessary since we're running off a bored little LDO but it's free and
-         * the current supply voltage is a nice health value.
-         */
-        // FIXME DEBUG adc_data.adc_vcc_mv = (3300 * VREFINT_CAL)/(st.adc_aggregate[VREF_CH]);
-
-		int64_t vcc = 3300;
-        /* FIXME debug
-		int64_t vcc = adc_data.adc_vcc_mv;
-		int64_t read = st.adc_aggregate[TEMP_CH] * 10 * 10000;
-		int64_t cal = TS_CAL1 * 10 * 10000;
-		adc_data.adc_temp_celsius_tenths = 300 + ((read/4096 * vcc) - (cal/4096 * 3300))/43000;
-        */
-
-		const long vmeas_r_total = VMEAS_R_HIGH + VMEAS_R_LOW;
-        //int a = adc_data.adc_vmeas_a_mv = (st.adc_aggregate[VMEAS_A]*(vmeas_r_total * vcc / VMEAS_R_LOW)) >> 12;
-        int a = adc_data.adc_vmeas_a_mv = (adc_buf[VMEAS_A]*13300) >> 12;
-        //FIXME debug int b = adc_data.adc_vmeas_b_mv = (st.adc_aggregate[VMEAS_B]*vmeas_r_total)/4096 * vcc / VMEAS_R_LOW;
-
-        /* FIXME debug
-		st.mean_aggregator[0] += a;
-		st.mean_aggregator[1] += b;
-		st.mean_aggregator[2] += abs(b-a);
-		if (++st.mean_aggregate_ctr == st.mean_aggregate_len) {
-			adc_data.adc_mean_a_mv = st.mean_aggregator[0] / st.mean_aggregate_len;
-			adc_data.adc_mean_b_mv = st.mean_aggregator[1] / st.mean_aggregate_len; 
-			adc_data.adc_mean_diff_mv = st.mean_aggregator[2] / st.mean_aggregate_len;
-
-			st.mean_aggregate_ctr = 0;
-			st.mean_aggregator[0] = st.mean_aggregator[1] = st.mean_aggregator[2] = 0;
-		}
-        */
-
-		//if (st.detector.debounce_ctr == 0) {
-			int old_bit = st.detector.bit;
-			int new_bit = old_bit;
-            //FIXME debug int diff = (int)b - (int)a;
-            int diff = a-5500;
-
-            /*
-            if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-                debug_buf_pos = NCH;
-                gdb_dump();
-            }
-            adc_buf[debug_buf_pos++] = diff;
-            */
-
-			if (diff < - st.detector.hysteresis_mv/2)
-				new_bit = 0;
-			else if (diff > st.detector.hysteresis_mv/2)
-				new_bit = 1;
+    /* This has been copied from the code examples to section 12.9 ADC>"Temperature sensor and internal reference
+     * voltage" in the reference manual with the extension that we actually measure the supply voltage instead of
+     * hardcoding it. This is not strictly necessary since we're running off a bored little LDO but it's free and
+     * the current supply voltage is a nice health value.
+     */
+    // FIXME DEBUG adc_data.adc_vcc_mv = (3300 * VREFINT_CAL)/(st.adc_aggregate[VREF_CH]);
+
+    int64_t vcc = 3300;
+    /* FIXME debug
+    int64_t vcc = adc_data.adc_vcc_mv;
+    int64_t read = st.adc_aggregate[TEMP_CH] * 10 * 10000;
+    int64_t cal = TS_CAL1 * 10 * 10000;
+    adc_data.adc_temp_celsius_tenths = 300 + ((read/4096 * vcc) - (cal/4096 * 3300))/43000;
+    */
 
-            /*
-            if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-                debug_buf_pos = NCH;
-                gdb_dump();
-            }
-            adc_buf[debug_buf_pos++] = new_bit;
-            */
-
-			if (new_bit != old_bit) {
-				st.detector.bit = new_bit;
-				//st.detector.debounce_ctr = st.detector.debounce_cycles;
-				st.detector.len_ctr = 0;
-                st.detector.committed_len_ctr = st.detector.base_interval_cycles>>1;
-			}
-		//} else {
-		//	st.detector.debounce_ctr--;
-		//}
-
-        /*
-        if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-            debug_buf_pos = NCH;
-            gdb_dump();
-        }
-        adc_buf[debug_buf_pos++] = st.detector.len_ctr;
-        adc_buf[debug_buf_pos++] = st.detector.committed_len_ctr;
-        adc_buf[debug_buf_pos++] = diff;
-        int foo = 0;
-        */
-
-		if (st.detector.len_ctr >= st.detector.committed_len_ctr) {
-            /*
-            if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-                debug_buf_pos = NCH;
-                gdb_dump();
-            }
-            adc_buf[debug_buf_pos++] = st.detector.bit;
-            int foo = st.detector.symbol;
-            if (foo < 0 && foo != K28_1)
-                foo = 0;
-            adc_buf[debug_buf_pos++] = foo;
-            */
-
-            if (st.detector.symbol != -DECODING_IN_PROGRESS) {
-                static int trig = 0;
-                if (st.detector.symbol == -K28_1) {
-                    if (trig == 10) {
-                        gdb_dump();
-                        for (int i=0; i<sizeof(adc_buf)/sizeof(adc_buf[0]); i++)
-                            adc_buf[i] = -255;
-                        trig = 0;
-                    } else if (trig == 1) {
-                        debug_buf_pos = NCH;
-                    }
-                    trig++;
-                }
-                if (debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-                    debug_buf_pos = 0;
-                }
-                if (debug_buf_pos >= NCH) {
-                    adc_buf[debug_buf_pos++] = st.detector.symbol;
-                }
-            }
-            /*
-            if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-                debug_buf_pos = NCH;
-                gdb_dump();
-            }
-            adc_buf[debug_buf_pos++] = st.detector.bit;
-            */
-            //foo = st.detector.bit ? 1 : -1;
-
-			st.detector.committed_len_ctr += st.detector.base_interval_cycles;
-			st.detector.symbol = xfr_8b10b_feed_bit((struct state_8b10b_dec *)&st.detector.rx8b10b, st.detector.bit);
-            /*
-            if (st.detector.symbol != -DECODING_IN_PROGRESS) {
-                if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-                    debug_buf_pos = NCH;
-                    gdb_dump();
-                }
-                adc_buf[debug_buf_pos++] = st.detector.symbol;
-                adc_buf[debug_buf_pos++] = st.detector.symbol == -DECODING_ERROR;
-                adc_buf[debug_buf_pos++] = st.detector.symbol == -K28_1;
-                adc_buf[debug_buf_pos++] = 0;
-            }
-            */
-		}
+    const long vmeas_r_total = VMEAS_R_HIGH + VMEAS_R_LOW;
+    //int a = adc_data.adc_vmeas_a_mv = (st.adc_aggregate[VMEAS_A]*(vmeas_r_total * vcc / VMEAS_R_LOW)) >> 12;
+    int a = adc_data.adc_vmeas_a_mv = (adc_buf[VMEAS_A]*13300) >> 12;
+
+    int new_bit = st.detector.bit;
+    int diff = a-5500;
+    if (diff < - st.detector.hysteresis_mv/2)
+        new_bit = 0;
+    else if (diff > st.detector.hysteresis_mv/2)
+        new_bit = 1;
+
+    if (new_bit != st.detector.bit) {
+        st.detector.bit = new_bit;
+        st.detector.len_ctr = 0;
+        st.detector.committed_len_ctr = st.detector.base_interval_cycles>>1;
+
+    } else if (st.detector.len_ctr >= st.detector.committed_len_ctr) {
+        st.detector.committed_len_ctr += st.detector.base_interval_cycles;
+        receive_bit(st.detector.bit);
+    }
 
-        //adc_buf[debug_buf_pos++] = foo;
-		st.detector.len_ctr++;
+    st.detector.len_ctr++;
 
-        st.ovs_count = 0;
-        for (int i=0; i<NCH; i++)
-            st.adc_aggregate[i] = 0;
-    //}
+    /* ISR timing measurement for debugging */
     int end = SysTick->VAL;
-    /*
-    if (debug_buf_pos < NCH || debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) {
-        debug_buf_pos = NCH;
-        gdb_dump();
-    }
     int tdiff = start - end;
     if (tdiff < 0)
         tdiff += SysTick->LOAD;
-    adc_buf[debug_buf_pos++] = tdiff;
-    */
+    st.detector.dma_isr_duration = tdiff;
 }
 
diff --git a/fw/adc.h b/fw/adc.h
index 1f6d868..bf62156 100644
--- a/fw/adc.h
+++ b/fw/adc.h
@@ -56,6 +56,15 @@ enum adc_channels {
     NCH
 };
 
+enum packet_type {
+    PKT_TYPE_RESERVED = 0,
+    PKT_TYPE_SET_OUTPUTS_BINARY = 1,
+    PKT_TYPE_SET_GLOBAL_BRIGHTNESS = 2,
+    PKT_TYPE_SET_OUTPUTS = 3,
+    PKT_TYPE_MAX,
+    PKT_TYPE_BULK_FLAG = 0x80
+};
+
 struct adc_state {
 	enum adc_mode adc_mode;
 	int adc_oversampling;
@@ -63,7 +72,7 @@ struct adc_state {
 	struct {
 		int hysteresis_mv;
 		int debounce_cycles;
-		int symbol;
+        int sync;
 		int base_interval_cycles;
 		/* private stuff */
 		int bit;
@@ -71,7 +80,17 @@ struct adc_state {
 		int committed_len_ctr;
 		int debounce_ctr;
 		struct state_8b10b_dec rx8b10b;
+        int dma_isr_duration;
 	} detector;
+    struct {
+        int packet_type;
+        int is_bulk;
+        int rxpos;
+        int global_brightness;
+        int address;
+        uint8_t argbuf[8];
+        int offset;
+    } receiver;
 
 	/* private stuff */
 	int ovs_count; /* oversampling accumulator sample count */
@@ -88,4 +107,7 @@ void adc_init(void);
 void adc_configure_scope_mode(uint8_t channel_mask, int sampling_interval_ns);
 void adc_configure_monitor_mode(int oversampling, int ivl_us, int mean_aggregate_len);
 
+void set_outputs(uint8_t val[8]);
+void set_outputs_binary(int mask, int global_brightness);
+
 #endif/*__ADC_H__*/
diff --git a/fw/main.c b/fw/main.c
index 75a7350..cc07245 100644
--- a/fw/main.c
+++ b/fw/main.c
@@ -26,6 +26,23 @@ void TIM1_BRK_UP_TRG_COM_Handler() {
     TIM1->SR &= ~TIM_SR_UIF_Msk;
 }
 
+uint8_t out_state = 0x01;
+void set_outputs(uint8_t val[8]) {
+    /* TODO implement BCM for digital brightness control */
+    int x = 0;
+    for (int i=0; i<8; i++)
+        if (val[i] > 127)
+            x |= 1<<i;
+    out_state = x;
+}
+
+void set_outputs_binary(int mask, int global_brightness) {
+    uint8_t val[8];
+    for (int i=0; i<8; i++)
+        val[i] = (mask & (1<<i)) ? global_brightness : 0;
+    set_outputs(val);
+}
+
 int main(void) {
     RCC->CR |= RCC_CR_HSEON;
     while (!(RCC->CR&RCC_CR_HSERDY));
@@ -62,64 +79,35 @@ int main(void) {
         | (2<<GPIO_OSPEEDR_OSPEEDR6_Pos)   /* CH2 */
         | (2<<GPIO_OSPEEDR_OSPEEDR7_Pos);  /* CH1 */
 
-    void set_outputs(uint8_t val) {
+    void set_drv_gpios(uint8_t val) {
         int a=!!(val&1), b=!!(val&2), c=!!(val&4), d=!!(val&8);
         GPIOA->ODR &= ~(!a<<3 | !b<<7 | c<<6 | d<<4);
         GPIOA->ODR |= a<<3 | b<<7 | !c<<6 | !d<<4;
     }
-    set_outputs(0);
+    set_drv_gpios(0);
 
 	adc_configure_monitor_mode(0 /*no oversampling*/, 50 /*us*/, 10000/20 /*mean window size*/);
     /* FIXME DEBUG */
     //adc_configure_scope_mode(MASK_VMEAS_A, 50000);
 
-    uint8_t out_state = 0x01;
-#define DEBOUNCE 100
     int debounce_ctr = 0;
     int val_last = 0;
-    int ctr = 0;
-#define RESET 1000
     int reset_ctr = 0;
     while (42) {
-#define FOO 500000
         if (reset_ctr)
             reset_ctr--;
         else
-            set_outputs(0);
-
-        if (debounce_ctr) {
-            debounce_ctr--;
-        } else {
-            int val = !!(GPIOA->IDR & 1);
-            debounce_ctr = DEBOUNCE;
-
-            if (val != val_last) {
-                if (val)
-                    set_outputs(out_state & 0xf);
-                else
-                    set_outputs(out_state >> 4);
-                reset_ctr = RESET;
-                val_last = val;
-                ctr++;
-
-                if (ctr == 100) {
-                    ctr = 0;
-                    out_state = out_state<<1 | out_state>>7;
-                }
-            }
+            set_drv_gpios(0);
+
+        int val = adc_state.detector.bit;
+        if (val != val_last) {
+            if (val)
+                set_drv_gpios(out_state & 0xf);
+            else
+                set_drv_gpios(out_state >> 4);
+            reset_ctr = 500;
+            val_last = val;
         }
-        /*
-        for (int i=0; i<FOO; i++) ;
-        set_outputs(0x1);
-        for (int i=0; i<FOO; i++) ;
-        set_outputs(0x2);
-        for (int i=0; i<FOO; i++) ;
-        set_outputs(0x4);
-        for (int i=0; i<FOO; i++) ;
-        set_outputs(0x8);
-        */
-        //for (int i=0; i<8*FOO; i++) ;
-        //GPIOA->ODR ^= 4;
     }
 }
 
diff --git a/fw/scope.gdb b/fw/scope.gdb
index 8e4bb99..bb685e7 100644
--- a/fw/scope.gdb
+++ b/fw/scope.gdb
@@ -3,7 +3,7 @@ set pagination off
 file main.elf
 load
 
-break DMA1_Channel1_IRQHandler
+break gdb_dump
 command 1
     dump binary value /tmp/scope_dump.bin adc_buf
     continue