diff --git a/Cargo.toml b/Cargo.toml
index 79052f6ba80816e31251f591461f41f32881f039..dd68c1ca0036b0f388d136865b9d7e5d1b395b51 100644
--- a/Cargo.toml
+++ b/Cargo.toml
@@ -9,6 +9,7 @@ cortex-m = "0.7"
 embassy-rp = { version = "0.1.0",  features = ["defmt", "unstable-traits", "nightly", "unstable-pac", "time-driver"] }
 embassy-time = { version = "0.1.0", features = ["defmt", "defmt-timestamp-uptime"] }
 defmt = { version = "0.3", optional = true }
+# rtt-target = { version = "0.3", optional = true }
 
 getrandom = { version = "0.2", default-features = false }
 critical-section = "1.1"
diff --git a/examples/hist.rs b/examples/hist.rs
index 35a20f17388eab6e38466e9590f86a005ef7403d..8615acb2a0e9301effb6740f89f0a6d04d3476a6 100644
--- a/examples/hist.rs
+++ b/examples/hist.rs
@@ -18,6 +18,8 @@ use embassy_rp::gpio::{Flex, AnyPin, Pin};
 use embassy_rp::Peripheral;
 use embassy_executor::Spawner;
 
+use caprand::cap;
+
 #[embassy_executor::main]
 async fn main(_spawner: Spawner) {
     let p = embassy_rp::init(Default::default());
@@ -50,7 +52,7 @@ async fn main(_spawner: Spawner) {
 
     let mut hist = [0u32; 200];
 
-    const PRINT: usize = 200000;
+    const PRINT: usize = 20000;
     // let PRINT = 50;
 
     // let mut gpios = [
@@ -63,61 +65,63 @@ async fn main(_spawner: Spawner) {
     //     p.PIN_25.degrade().into_ref(),
     // ];
 
-    let mut gpios = [
-        // serial
-        // p.PIN_0.degrade().into_ref(),
-        // p.PIN_1.degrade().into_ref(),
-
-        p.PIN_2.degrade().into_ref(),
-        p.PIN_3.degrade().into_ref(),
-        p.PIN_4.degrade().into_ref(),
-        p.PIN_5.degrade().into_ref(),
-        p.PIN_6.degrade().into_ref(),
-        p.PIN_7.degrade().into_ref(),
-        p.PIN_8.degrade().into_ref(),
-        p.PIN_9.degrade().into_ref(),
-        p.PIN_10.degrade().into_ref(),
-        p.PIN_11.degrade().into_ref(),
-        p.PIN_12.degrade().into_ref(),
-        p.PIN_13.degrade().into_ref(),
-        p.PIN_14.degrade().into_ref(),
-        p.PIN_15.degrade().into_ref(),
-        p.PIN_16.degrade().into_ref(),
-        p.PIN_17.degrade().into_ref(),
-        p.PIN_18.degrade().into_ref(),
-        p.PIN_19.degrade().into_ref(),
-        p.PIN_20.degrade().into_ref(),
-        p.PIN_21.degrade().into_ref(),
-        p.PIN_22.degrade().into_ref(),
-        // wl_on
-        // p.PIN_23.degrade().into_ref(),
-        // p.PIN_24.degrade().into_ref(),
-        // wl_cs, gate of vsys adc mosfet
-        p.PIN_25.degrade().into_ref(),
-        p.PIN_26.degrade().into_ref(),
-        p.PIN_27.degrade().into_ref(),
-        p.PIN_28.degrade().into_ref(),
-        // p.PIN_29.degrade().into_ref(),
-    ];
     // let mut gpios = [
-    //     p.PIN_25.degrade().into_ref(),
+    //     // serial
+    //     // p.PIN_0.degrade().into_ref(),
+    //     // p.PIN_1.degrade().into_ref(),
+
+    //     p.PIN_2.degrade(),
+    //     p.PIN_3.degrade(),
+    //     p.PIN_4.degrade(),
+    //     p.PIN_5.degrade(),
+    //     p.PIN_6.degrade(),
+    //     p.PIN_7.degrade(),
+    //     p.PIN_8.degrade(),
+    //     p.PIN_9.degrade(),
+    //     p.PIN_10.degrade(),
+    //     p.PIN_11.degrade(),
+    //     p.PIN_12.degrade(),
+    //     p.PIN_13.degrade(),
+    //     p.PIN_14.degrade(),
+    //     p.PIN_15.degrade(),
+    //     p.PIN_16.degrade(),
+    //     p.PIN_17.degrade(),
+    //     p.PIN_18.degrade(),
+    //     p.PIN_19.degrade(),
+    //     p.PIN_20.degrade(),
+    //     p.PIN_21.degrade(),
+    //     p.PIN_22.degrade(),
+    //     // wl_on
+    //     // p.PIN_23.degrade().into_ref(),
+    //     // p.PIN_24.degrade().into_ref(),
+    //     // wl_cs, gate of vsys adc mosfet
+    //     p.PIN_25.degrade(),
+    //     p.PIN_26.degrade(),
+    //     p.PIN_27.degrade(),
+    //     p.PIN_28.degrade(),
+    //     // p.PIN_29.degrade().into_ref(),
     // ];
+    let mut gpios = [
+        p.PIN_25.degrade(),
+        // p.PIN_10.degrade(),
+    ];
 
-    const DUMPS: usize = (1<<17);
+    const DUMPS: usize = 1<<17;
     let mut dump  = [0u8; DUMPS];
 
-    for gpio in gpios.iter_mut() {
-        // for low_cycles in 1..10 {
-        let low_cycles = caprand::best_low_time(gpio.reborrow(), 100).unwrap();
+    loop {
+        dump.fill(0);
+        for gpio in gpios.iter_mut() {
             let pin = gpio.pin();
+            let low_cycles = cap::best_low_time(gpio, 30..=50u32).unwrap();
             let mut n = 0;
-            caprand::noise(gpio.reborrow(), low_cycles,
+            let mut hist = [0u32; 33];
+            cap::noise(gpio, low_cycles,
                 |v| {
                     // info!("{}", v);
                     dump[n % DUMPS] = v as u8;
-
-                    let vu = v as usize;
-                    hist[vu.min(hist.len()-1)] += 1;
+                    let lb = cap::lsb(v);
+                    hist[lb] += 1;
                     n += 1;
                     if n % PRINT == 0 {
                         info!("gpio {} delay {} iter {}", pin, low_cycles, n);
@@ -130,15 +134,7 @@ async fn main(_spawner: Spawner) {
                     }
                     n < PRINT
             }).unwrap();
-        // }
+        info!("done");
+        }
     }
-
-    info!("done");
-    loop {}
-
-    // for gpio in gpios.iter_mut() {
-    //     let lt = caprand::best_low_time(gpio.reborrow(), 30).unwrap();
-    //     info!("gpio {} lt {}", gpio.pin(), lt);
-    // }
-    cortex_m::asm::bkpt()
 }
diff --git a/examples/noise.rs b/examples/noise.rs
index df70ee1ce477afd4cfd46e210ebfda9fc59e0854..ca96531dec33063e0e4dc469fd65fc8aa99978ef 100644
--- a/examples/noise.rs
+++ b/examples/noise.rs
@@ -92,7 +92,7 @@ async fn main(_spawner: Spawner) {
         // p.PIN_23.degrade().into_ref(),
         // p.PIN_24.degrade().into_ref(),
         // wl_cs, gate of vsys adc mosfet
-        p.PIN_25.degrade().into_ref(),
+        p.PIN_25.degrade(),
         // p.PIN_26.degrade().into_ref(),
         // p.PIN_27.degrade().into_ref(),
         // p.PIN_28.degrade().into_ref(),
@@ -105,7 +105,7 @@ async fn main(_spawner: Spawner) {
         // for low_delay in 0..1{
             let pin = gpio.pin();
             let mut n = 0;
-            caprand::noise(gpio.reborrow(), low_delay,
+            caprand::noise(gpio, low_delay,
                 |v| {
                     info!("{},{},{}", pin, low_delay, v);
                     n += 1;
diff --git a/signals/capacitors.txt b/signals/capacitors.txt
new file mode 100644
index 0000000000000000000000000000000000000000..4de69b6fe6cdb2a5b638ff9a55ebbda6cc494ebd
--- /dev/null
+++ b/signals/capacitors.txt
@@ -0,0 +1,17 @@
+Experimental capacitor values:
+0.1uF "monolithic" through hole, perhaps from futurlec?
+GPIO6
+0.003717 INFO  initial pulldown del is 346730
+0.003710 INFO  initial pulldown del is 345770
+less than ~13000 overshoot had lots of no-delays
+
+Altronics R8617 • 0.01uF 50V Y5V 0805 SMD Chip Capacitor PK 10
+GPIO10
+0.001292 INFO  initial pulldown del is 43234
+0.001294 INFO  initial pulldown del is 43598
+
+
+Altronics R8629 • 0.047uF 50V X7R 0805 SMD Chip Capacitor PK 10
+GPIO13
+0.002497 INFO  initial pulldown del is 193878
+0.002547 INFO  initial pulldown del is 200170
diff --git a/signals/flip2.csv b/signals/flip2.csv
new file mode 100644
index 0000000000000000000000000000000000000000..f07b8fee12fc8a755af63a0599459465b2020d25
--- /dev/null
+++ b/signals/flip2.csv
@@ -0,0 +1,100001 @@
+gpio,delay,time
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diff --git a/signals/flip2.ipynb b/signals/flip2.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..8867c1160d80ecd09aa252233715ed7db45e0534
--- /dev/null
+++ b/signals/flip2.ipynb
@@ -0,0 +1,458 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "id": "947e168c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<style>.container { width:90% !important; }</style>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import scipy\n",
+    "import scipy.fft\n",
+    "import scipy.fftpack\n",
+    "import matplotlib.pyplot as plt\n",
+    "from matplotlib import cm\n",
+    "from pandas.plotting import lag_plot\n",
+    "\n",
+    "\n",
+    "from IPython.core.display import display, HTML\n",
+    "display(HTML(\"<style>.container { width:90% !important; }</style>\"))\n",
+    "plt.rcParams[\"figure.figsize\"] = (20,16)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "626bd95d",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>gpio</th>\n",
+       "      <th>delay</th>\n",
+       "      <th>time</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>99995</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>99996</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>99997</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>99998</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>99999</th>\n",
+       "      <td>25</td>\n",
+       "      <td>69</td>\n",
+       "      <td>63</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>100000 rows × 3 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "       gpio  delay  time\n",
+       "0        25     69    63\n",
+       "1        25     69    63\n",
+       "2        25     69    63\n",
+       "3        25     69    63\n",
+       "4        25     69    63\n",
+       "...     ...    ...   ...\n",
+       "99995    25     69    63\n",
+       "99996    25     69    63\n",
+       "99997    25     69    63\n",
+       "99998    25     69    63\n",
+       "99999    25     69    63\n",
+       "\n",
+       "[100000 rows x 3 columns]"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "d = pd.read_csv(\"flip2.csv\")\n",
+    "d\n",
+    "#down = pd.read_csv(\"l10const.down\")\n",
+    "#up = pd.read_csv(\"l10const.up\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "524efb8c",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#d.rename(columns = {'time': 'down'}, inplace = True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "ecc8fb23",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def low_bit(x):\n",
+    "    if x & 1:\n",
+    "        return 0\n",
+    "    if x & 2:\n",
+    "        return 1\n",
+    "    if x & 4:\n",
+    "        return 2\n",
+    "    if x & 8:\n",
+    "        return 3\n",
+    "    if x & 16:\n",
+    "        return 4\n",
+    "    if x & 32:\n",
+    "        return 5\n",
+    "    raise \"nope\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "2d48029e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "d['down'] = d['time'].map(low_bit)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "db331ebf",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[]"
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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jB5N8Y4zxviSfTnLrWz81AAAAALZKG5HGmpPTx2+bXiPJtUmOTONHklw3vb82yV1jjJfHGE8mOZ7k6qrakeSSMcaDY4yR5I4N+5w+1t1J9p2+SgkAAACA+ZvpmUhVdVFVfS3J80nuG2M8lGRpjHEiSaafl06b70zyzLrdV6exndP7jeOv22eMcSrJi0necxbnAwAAAMA5sG2WjcYYryT5YFV9d5IvVdWVZ9h8syuIxhnGz7TP6w9cdShrt8NlaWkpKysrZ5jG28fS9uTGD5x69fP5cl6w1U6ePGl9wAysFZiNtQI96wRmc6GslZki0mljjD+rqpWsPcvouaraMcY4Md2q9vy02WqSy9bttivJs9P4rk3G1++zWlXbkrwzyQub/PMPJzmcJHv37h3Ly8tvZvoL67N33pNPHXvtT/HUx5bnNxlYYCsrKzlf1j2cS9YKzMZagZ51ArO5UNbKLN/O9j3TFUipqu1JfjDJHyW5N8n102bXJ7lnen9vkgPTN65dnrUHaD883fL2UlVdMz3v6OMb9jl9rI8keWB6bhIAAAAAC2CWK5F2JDkyfcPa30hydIzxq1X1YJKjVXUwydNJPpokY4xHq+pokseSnEpyw3Q7XJJ8IsntSbYn+fL0SpLbknyhqo5n7QqkA1txcgAAAABsjTYijTH+IMn3bzL+p0n2vcE+tyS5ZZPxR5J8y/OUxhjfzBShAAAAAFg8M307GwAAAAAXNhEJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFptRKqqy6rqt6rq8ap6tKp+ehp/d1XdV1Vfn36+a90+N1fV8ap6oqo+vG78qqo6Nv3uM1VV0/g7quqL0/hDVbX7HJwrAAAAAGdpliuRTiW5cYzxd5Nck+SGqroiyU1J7h9j7Ely//Q50+8OJHl/kv1JPldVF03H+nySQ0n2TK/90/jBJN8YY7wvyaeT3LoF5wYAAADAFmkj0hjjxBjjq9P7l5I8nmRnkmuTHJk2O5Lkuun9tUnuGmO8PMZ4MsnxJFdX1Y4kl4wxHhxjjCR3bNjn9LHuTrLv9FVKAAAAAMzfm3om0nSb2fcneSjJ0hjjRLIWmpJcOm22M8kz63ZbncZ2Tu83jr9unzHGqSQvJnnPm5kbAAAAAOfOtlk3rKrvSvLLSX5mjPHnZ7hQaLNfjDOMn2mfjXM4lLXb4bK0tJSVlZVm1m8PS9uTGz9w6tXP58t5wVY7efKk9QEzsFZgNtYK9KwTmM2FslZmikhV9W1ZC0h3jjF+ZRp+rqp2jDFOTLeqPT+Nrya5bN3uu5I8O43v2mR8/T6rVbUtyTuTvLBxHmOMw0kOJ8nevXvH8vLyLNNfeJ+985586thrf4qnPrY8v8nAAltZWcn5su7hXLJWYDbWCvSsE5jNhbJWZvl2tkpyW5LHxxg/t+5X9ya5fnp/fZJ71o0fmL5x7fKsPUD74emWt5eq6prpmB/fsM/pY30kyQPTc5MAAAAAWACzXIn0oSQ/keRYVX1tGvu3ST6Z5GhVHUzydJKPJskY49GqOprksax9s9sNY4xXpv0+keT2JNuTfHl6JWuR6gtVdTxrVyAdeGunBQAAAMBWaiPSGON3svkzi5Jk3xvsc0uSWzYZfyTJlZuMfzNThAIAAABg8bypb2cDAAAA4MIkIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAACtbfOeAAAAAMDbye6bfu11n2/ff/GcZvLXy5VIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFptRKqqX6yq56vqD9eNvbuq7quqr08/37XudzdX1fGqeqKqPrxu/KqqOjb97jNVVdP4O6rqi9P4Q1W1e4vPEQAAAIC3aJYrkW5Psn/D2E1J7h9j7Ely//Q5VXVFkgNJ3j/t87mqumja5/NJDiXZM71OH/Ngkm+MMd6X5NNJbj3bkwEAAADg3Ggj0hjjt5O8sGH42iRHpvdHkly3bvyuMcbLY4wnkxxPcnVV7UhyyRjjwTHGSHLHhn1OH+vuJPtOX6UEAAAAwGI422ciLY0xTiTJ9PPSaXxnkmfWbbc6je2c3m8cf90+Y4xTSV5M8p6znBcAAAAA58C2LT7eZlcQjTOMn2mfbz141aGs3RKXpaWlrKysnMUUF8/S9uTGD5x69fP5cl6w1U6ePGl9wAysFZiNtQI96wQ2t/7f4ZMLZ62cbUR6rqp2jDFOTLeqPT+Nrya5bN12u5I8O43v2mR8/T6rVbUtyTvzrbfPJUnGGIeTHE6SvXv3juXl5bOc/mL57J335FPHXvtTPPWx5flNBhbYyspKzpd1D+eStQKzsVagZ53A5n7ypl973efb9198QayVs72d7d4k10/vr09yz7rxA9M3rl2etQdoPzzd8vZSVV0zPe/o4xv2OX2sjyR5YHpuEgAAAAALor0Sqap+KclykvdW1WqSn03yySRHq+pgkqeTfDRJxhiPVtXRJI8lOZXkhjHGK9OhPpG1b3rbnuTL0ytJbkvyhao6nrUrkA5syZkBAAAAsGXaiDTG+LE3+NW+N9j+liS3bDL+SJIrNxn/ZqYIBQAAAMBiOtvb2QAAAAC4gIhIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANASkQAAAABoiUgAAAAAtEQkAAAAAFoiEgAAAAAtEQkAAACAlogEAAAAQEtEAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEBLRAIAAACgJSIBAAAA0BKRAAAAAGiJSAAAAAC0RCQAAAAAWiISAAAAAC0RCQAAAICWiAQAAABAS0QCAAAAoCUiAQAAANBamIhUVfur6omqOl5VN817PgAAAAC8ZiEiUlVdlOQ/JvmhJFck+bGqumK+swIAAADgtIWISEmuTnJ8jPHHY4y/THJXkmvnPCcAAAAAJosSkXYmeWbd59VpDAAAAIAFsG3eE5jUJmPjWzaqOpTk0PTxZFU9cU5n9dfnvUn+5PSHunWOM4HF9rq1ArwhawVmY61AzzqBGfzDW8+rtfK33ugXixKRVpNctu7zriTPbtxojHE4yeG/rkn9damqR8YYe+c9D1h01grMxlqB2Vgr0LNOYDYXylpZlNvZfjfJnqq6vKq+PcmBJPfOeU4AAAAATBbiSqQxxqmq+qkkv5HkoiS/OMZ4dM7TAgAAAGCyEBEpScYY/y3Jf5v3PObkvLtFD84RawVmY63AbKwV6FknMJsLYq3UGN/y/GoAAAAAeJ1FeSYSAAAAAAtMRJqjqtpfVU9U1fGqumne84FFVVW/WFXPV9UfznsusKiq6rKq+q2qeryqHq2qn573nGARVdV3VNXDVfX701r5d/OeEyyyqrqoqn6vqn513nOBRVVVT1XVsar6WlU9Mu/5nEtuZ5uTqrooyf9I8o+TrGbtG+p+bIzx2FwnBguoqn4gyckkd4wxrpz3fGARVdWOJDvGGF+tqr+Z5CtJrvO/K/B6VVVJLh5jnKyqb0vyO0l+eozx3+c8NVhIVfWvk+xNcskY40fmPR9YRFX1VJK9Y4w/mfdczjVXIs3P1UmOjzH+eIzxl0nuSnLtnOcEC2mM8dtJXpj3PGCRjTFOjDG+Or1/KcnjSXbOd1aweMaak9PHb5te/qsqbKKqdiX54SS/MO+5AItBRJqfnUmeWfd5Nf7PPgBboKp2J/n+JA/NeSqwkKbbc76W5Pkk940xrBXY3M8n+TdJ/mrO84BFN5L8ZlV9paoOzXsy55KIND+1yZj/CgbAW1JV35Xkl5P8zBjjz+c9H1hEY4xXxhgfTLIrydVV5VZp2KCqfiTJ82OMr8x7LvA28KExxt9L8kNJbpgex3FeEpHmZzXJZes+70ry7JzmAsB5YHq+yy8nuXOM8Svzng8sujHGnyVZSbJ/vjOBhfShJD86PevlriT/qKr+83ynBItpjPHs9PP5JF/K2uNrzksi0vz8bpI9VXV5VX17kgNJ7p3znAB4m5oeFnxbksfHGD837/nAoqqq76mq757eb0/yg0n+aK6TggU0xrh5jLFrjLE7a/+u8sAY48fnPC1YOFV18fSlJqmqi5P8kyTn7bdKi0hzMsY4leSnkvxG1h5+enSM8eh8ZwWLqap+KcmDSb63qlar6uC85wQL6ENJfiJr/6X4a9Prn857UrCAdiT5rar6g6z9R737xhi+uhyAs7WU5Heq6veTPJzk18YYvz7nOZ0zNYbH8AAAAABwZq5EAgAAAKAlIgEAAADQEpEAAAAAaIlIAAAAALREJAAAAABaIhIAAAAALREJAAAAgJaIBAAAAEDr/wOUWX1MpvKffwAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 1440x1152 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "d = d[d['gpio'] == 25]\n",
+    "x = d['down']\n",
+    "x.hist(bins=256).plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "9959a4e8",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:xlabel='y(t)', ylabel='y(t + 1)'>"
+      ]
+     },
+     "execution_count": 19,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize=(20,20))\n",
+    "lag_plot(d['down'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "ca817abf",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 1440x1152 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "cut = d['down'][:200]\n",
+    "\n",
+    "\n",
+    "fig, ax = plt.subplots()\n",
+    "ax.stairs( cut)\n",
+    "\n",
+    "plt.show()\n",
+    "\n",
+    "\n",
+    "#.plot(kind = 'step', figsize=(30,16))\n",
+    "\n",
+    "\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "3e2af103",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def colourplot(data, size = 300):\n",
+    "    nx = size\n",
+    "    ny = size\n",
+    "    nm = data.name\n",
+    "    data = data[:nx*ny].values.reshape(nx, ny)\n",
+    "\n",
+    "    plt.xlim(0, nx)\n",
+    "    plt.ylim(0, ny)\n",
+    "\n",
+    "    plt.xlabel('samples')\n",
+    "    plt.ylabel('samples')\n",
+    "    plt.title(f'{nm}')\n",
+    "\n",
+    "    #cax = plt.imshow(data, interpolation='nearest', cmap=cm.coolwarm)\n",
+    "    cax = plt.imshow(data, interpolation='nearest', cmap=cm.afmhot)\n",
+    "    cbar = plt.colorbar(cax, ticks=[255, 127, 0])\n",
+    "    cbar.ax.set_yticklabels(['255', '127', '0'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "ddff7580",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1152 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "colourplot(d['down'][:141*141], 141)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "id": "926d2def",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7f8e8cf4bca0>]"
+      ]
+     },
+     "execution_count": 40,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1152 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "y = scipy.fft.fft(d['down'])\n",
+    "x = scipy.fftpack.fftfreq(y.size, 1 / 8e3)\n",
+    "plt.plot(x[:x.size//2], abs(y)[:y.size//2])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "id": "cd39ac36",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7f8e8d593280>]"
+      ]
+     },
+     "execution_count": 36,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1152 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "y = scipy.fft.fft(d['down'])\n",
+    "plt.plot(abs(y))"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.6"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/src/cap.rs b/src/cap.rs
index 293bea5a8e42936645d1cc160185f9593596a384..fe395ac383414a970354962881d89adc5d085d12 100644
--- a/src/cap.rs
+++ b/src/cap.rs
@@ -6,111 +6,15 @@ use defmt::{error, debug, info, panic, trace};
 
 use core::arch::asm;
 
-use cortex_m::peripheral::SYST;
-use embassy_rp::gpio::{Flex, Pin, Pull, AnyPin};
-use embassy_rp::{pac, Peripheral, PeripheralRef};
-
-///                                         _ still pullup, =up_x
-///         t3      t4       t1      t2    /
-/// |prev    |pulldn |still  | pullup|    /
-/// |iter    |active |pulldn,| active|   / | pulldn active, etc
-/// |        |=t_down|=down_x| =t_up |  o  | measuring next t_down, etc...
-/// |        .       |       |       |     |
-///        .   .     |       |       |     .
-///      .       .   |       |       |   .   .
-///    .           . |       |       | .       .
-///  .---------------.---------------.-----------.------ GPIO threshold. Probably isn't really flat.
-///                    .           .               .
-///                      .       .
-///                        .   .
-///                          .
-///  The GPIO pin is attached to a capacitor to ground. 0.1uF used for experiment.
-///  The GPIO pin is left as input and is driven low/high with pulldown/pullup
-///  resistors. The time taken to reach logical low/high is measured. The pulldown/pullup
-///  resistor is left on for a further time down_x/up_x, which intends to drive
-///  the voltage further so that a useful time can be measured for the next t_up/t_down
-///  cycle.
-///  The down_x/up_x overshoot cycle times are doubled each iteration and add in the measured time,
-///  amplifying noise captured in t_down/t_up measurements.
-///  down_x/up_x time is kept within a sensible range with modulo.
-///  The random output is t_down and t_up time.
-
-/*
-Experimental capacitor values:
-0.1uF "monolithic" through hole, perhaps from futurlec?
-GPIO6
-0.003717 INFO  initial pulldown del is 346730
-0.003710 INFO  initial pulldown del is 345770
-less than ~13000 overshoot had lots of no-delays
-
-Altronics R8617 • 0.01uF 50V Y5V 0805 SMD Chip Capacitor PK 10
-GPIO10
-0.001292 INFO  initial pulldown del is 43234
-0.001294 INFO  initial pulldown del is 43598
-
-
-Altronics R8629 • 0.047uF 50V X7R 0805 SMD Chip Capacitor PK 10
-GPIO13
-0.002497 INFO  initial pulldown del is 193878
-0.002547 INFO  initial pulldown del is 200170
-*/
-
-
-// Range of cycle counts for overshoot. These values are somewhat dependent on the
-// cpu frequency and capacitor values.
-
-// Lower limit is necessary because we don't want to hit the threshold immediately
-// on reading.
-// const LOW_OVER: u32 = 1000;
-// // Power of two for faster modulo
-// const HIGH_OVER: u32 = LOW_OVER + 1023;
-const LOW_OVER: u32 = 100;
-const HIGH_OVER: u32 = 100;
-
-// Assume worst case from rp2040 datasheet.
-// 3.3v vdd, 2v logical high voltage, 50kohm pullup, 0.01uF capacitor, 125Mhz clock.
-// 0.5 * 50e3 * 0.01e-6 * 125e6 = 31250.0
-// Then allow 50% leeway for tolerances.
-const MIN_CAPACITOR_DEL: u32 = 0;
-
-/// Extra iterations prior to taking output, so that `overshoot` is nice and noisy.
-const WARMUP: usize = 16;
-
-/// Wraps timing with SYST. The clock source must already be configured.
-struct SyTi<'t> {
-    syst: &'t mut SYST,
-    t1: u32,
-}
-
-impl<'t> SyTi<'t> {
-    fn new(syst: &'t mut SYST) -> Self {
-        syst.clear_current();
-        syst.enable_counter();
-        Self {
-            syst,
-            t1: SYST::get_current(),
-        }
-    }
-
-    fn reset(&mut self) {
-        self.syst.clear_current();
-    }
+use embassy_rp::gpio::Pin;
+use embassy_rp::pac;
 
-    /// returns the duration, or failure on overflow
-    fn done(self) -> Result<u32, ()> {
-        let t2 = SYST::get_current();
-        if self.syst.has_wrapped() {
-            error!("SYST wrapped");
-            return Err(());
-        }
-        self.syst.disable_counter();
-        Ok(self.t1 - t2)
-    }
-}
+/// Extra iterations prior to taking output.
+const WARMUP: usize = 16;
 
-/// Pulls a pin low for an exact number of cycles.
+/// Drives a pin low for an exact number of cycles.
 /// Call with interrupts disabled if it's important.
-fn exact_low(pin: PeripheralRef<AnyPin>, low_cycles: u32) {
+fn exact_low(pin: &impl Pin, low_cycles: u32) {
     let pin_num = pin.pin() as usize;
     let mask = 1u32 << pin_num;
     // pin low
@@ -128,7 +32,7 @@ fn exact_low(pin: PeripheralRef<AnyPin>, low_cycles: u32) {
     // Modulo 3 because the subs/bne loops take 3 cycles.
     match (low_cycles, low_cycles % 3) {
         (0, _) => {
-            // no pull low
+            // no drive low
         },
         (1, _) => unsafe {
             asm!(
@@ -181,7 +85,7 @@ fn exact_low(pin: PeripheralRef<AnyPin>, low_cycles: u32) {
             asm!(
                 // one cycle for set
                 "str {mask}, [{soe_set}]",
-                // one cycle
+                // one extra cycle
                 "subs {d}, 1",
                 "000:",
                 // one cycle
@@ -203,9 +107,8 @@ fn exact_low(pin: PeripheralRef<AnyPin>, low_cycles: u32) {
             asm!(
                 // one cycle for set
                 "str {mask}, [{soe_set}]",
-                // one cycle
+                // two extra cycles
                 "subs {d}, 1",
-                // one cycle
                 "subs {d}, 1",
                 "000:",
                 // one cycle
@@ -227,15 +130,20 @@ fn exact_low(pin: PeripheralRef<AnyPin>, low_cycles: u32) {
     }
 }
 
-fn time_rise(pin: PeripheralRef<AnyPin>, low_cycles: u32) -> Result<u32, ()> {
+fn time_rise(pin: &mut impl Pin, low_cycles: u32) -> Result<u32, ()> {
     let pin_num = pin.pin() as usize;
     let mask = 1u32 << pin_num;
 
-    // Pull low for a number of cycles
+    let pad = pac::PADS_BANK0.gpio(pin_num as usize);
+    let gpio_in = pac::SIO.gpio_in(0).ptr();
+
+    // enable pullup
+    unsafe { pad.modify(|s| s.set_pue(true)); }
+
+    // Drive low for a number of cycles
     exact_low(pin, low_cycles);
 
     // bank 0 single cycle IO in
-    let gpio_in = pac::SIO.gpio_in(0).ptr();
     let x0: u32;
     let x1: u32;
     let x2: u32;
@@ -309,12 +217,26 @@ fn time_rise(pin: PeripheralRef<AnyPin>, low_cycles: u32) -> Result<u32, ()> {
         | (x5 & mask).rotate_left(5);
     let result = result.rotate_right(pin_num as u32);
 
+    // disable pullup until next run
+    unsafe { pad.modify(|s| s.set_pue(false)); }
+
     Ok(result)
 }
 
+/// Returns the least significant bit set, or 32 if 0.
+/// Is neither constant time nor efficient, for display purposes only.
+pub fn lsb(v: u32) -> usize {
+    for i in 0..u32::BITS {
+        if v & 1<<i != 0 {
+            return i as usize
+        }
+    }
+    return 32
+}
+
 // `f()` is called on each output `u32`.
 pub fn noise<'d, F>(
-    mut pin: PeripheralRef<AnyPin>,
+    pin: &mut impl Pin,
     low_cycles: u32,
     mut f: F,
 ) -> Result<(), ()>
@@ -322,48 +244,18 @@ where
     F: FnMut(u32) -> bool,
 {
     let pin_num = pin.pin() as usize;
-
-    // Seemed to reduce noise (for investigating thermal noise vs other interference).
-    // XXX Somehow disabling ROSC breaks SWD, perhaps signal integrity issues?
-    // unsafe{ pac::ROSC.ctrl().modify(|s| s.set_enable(pac::rosc::vals::Enable::DISABLE)) };
-
-    let mut gpio = Flex::<AnyPin>::new(pin.reborrow());
-    // // Measure pullup time from 0 as a sanity check
-    // gpio.set_as_output();
-    // gpio.set_low();
-    // // Long enough to drive the capacitor low
-    // cortex_m::asm::delay(10000);
-    // gpio.set_as_input();
-    // // let del = critical_section::with(|_cs| {
-    // //     gpio.set_pull(Pull::Up);
-    // //     let t = SyTi::new(syst);
-    // //     // Get it near the threshold to begin.
-    // //     while gpio.is_low() {}
-    // //     t.done()
-    // // })?;
-    drop(gpio);
-    // // info!("Initial pullup del is {}", del);
-
-    // // if del < MIN_CAPACITOR_DEL {
-    // //     error!("Capacitor seems small or missing?");
-    // //     return Err(())
-    // // }
-
-
     let mut warming = WARMUP;
 
     let _p = PinSetup::new(pin_num as u8);
 
-    for (i, _) in core::iter::repeat(()).enumerate() {
+    for (_i, _) in core::iter::repeat(()).enumerate() {
         let r = critical_section::with(|_cs| {
-
-            let r = time_rise(pin.reborrow(), low_cycles)?;
+            let r = time_rise(pin, low_cycles)?;
             Ok(r)
         })?;
 
-        // real output
-        // if precise && warming == 0 {
         if warming == 0 {
+            // real output
             if !f(r) {
                 // no more output wanted
                 break
@@ -374,20 +266,30 @@ where
     Ok(())
 }
 
-pub fn best_low_time(mut pin: PeripheralRef<AnyPin>, max_time: u32) -> Result<u32, ()> {
-    const ITERS: usize = 1000;
+pub fn best_low_time(pin: &mut impl Pin, times: impl IntoIterator<Item = u32>) -> Result<u32, ()> {
+    const ITERS: usize = 4000;
     let mut best = None;
-    for t in 1..=max_time {
+    for t in times {
         let mut hist = [0u32; 64];
+        let mut hd = [0u32; 33];
         let mut n = 0;
-        noise(pin.reborrow(), t,
+        noise(pin, t,
             |v| {
                 hist[v as usize] += 1;
+                hd[lsb(v)] += 1;
                 n += 1;
                 n < ITERS
             })?;
+
         let hmax = *hist.iter().max().unwrap();
-        // trace!("t {} hmax {}", t, hmax);
+        // let hmax = *hd.iter().max().unwrap();
+        // let hmax = hist.iter().enumerate().filter_map(|(i, &v)| {
+        //     if i&1 == 0 { Some(v) } else { None }
+        // }).max().unwrap_or(0);
+        trace!("t {}:  {}  {}  {}  {}  {}  {}  {}  hmax {}", t,
+            hd[0], hd[1], hd[2], hd[3], hd[4], hd[5], hd[6],
+            hmax);
+        // trace!("{:?}", hist);
         if let Some((_, best_hmax)) = best {
             if hmax < best_hmax {
                 best = Some((t, hmax));
@@ -396,72 +298,95 @@ pub fn best_low_time(mut pin: PeripheralRef<AnyPin>, max_time: u32) -> Result<u3
             best = Some((t, hmax));
         }
     }
-    // TODO unwrap
+    // OK unwrap: loop has >0 iterations, best is always set
     Ok(best.unwrap().0)
 }
 
-struct PinSetup(u8);
+struct PinSetup {
+    pin: u8,
+    // previous values to restore
+    schmitt: bool,
+    ie: bool,
+    pde: bool,
+    pue: bool,
+    func: u8,
+    bypass: bool,
+}
 
 impl PinSetup {
     fn new(pin_num: u8) -> Self {
+        let (schmitt, ie, pde, pue, func, bypass);
         unsafe {
-            pac::PADS_BANK0
+            (schmitt, ie, pde, pue) = pac::PADS_BANK0
                 .gpio(pin_num as usize)
                 .modify(|s| {
-                    // // Disabling the Schmitt Trigger gives a clearer correlation between "overshoot"
-                    // // and measured values.
-                    // s.set_schmitt(false);
+                    // Disabling the Schmitt Trigger simplifies analysis.
+                    let prev = (s.schmitt(), s.ie(), s.pde(), s.pue());
+                    s.set_schmitt(false);
                     // Input enable
                     s.set_ie(true);
-                    // Pullup
-                    s.set_pue(true);
+                    // No pulldown
                     s.set_pde(false);
+                    prev
                 });
 
             // Use SIO
-            pac::IO_BANK0
+            func = pac::IO_BANK0
                 .gpio(pin_num as usize)
                 .ctrl()
                 .modify(|s| {
-                    s.set_funcsel(pac::io::vals::Gpio0ctrlFuncsel::SIO_0.0)
+                    let func = s.funcsel();
+                    s.set_funcsel(pac::io::vals::Gpio0ctrlFuncsel::SIO_0.0);
+                    func
                 });
 
-            pac::SYSCFG
+            bypass = pac::SYSCFG
                 .proc_in_sync_bypass()
                 .modify(|s| {
-                    let val = s.proc_in_sync_bypass();
-                    s.set_proc_in_sync_bypass(val | 1 << pin_num);
+                    let bypass = s.proc_in_sync_bypass();
+                    s.set_proc_in_sync_bypass(bypass | 1 << pin_num);
+                    bypass & 1 << pin_num != 0
                 });
 
         }
-        PinSetup(pin_num)
+        PinSetup {
+            pin: pin_num,
+            schmitt,
+            ie,
+            pde,
+            pue,
+            func,
+            bypass,
+        }
     }
 }
 
 impl Drop for PinSetup {
     fn drop(&mut self) {
-        let pin_num = self.0;
         unsafe {
             pac::PADS_BANK0
-                .gpio(pin_num as usize)
+                .gpio(self.pin as usize)
                 .modify(|s| {
-                    // Pullup
-                    s.set_pue(false);
+                    s.set_ie(self.ie);
+                    s.set_schmitt(self.schmitt);
+                    s.set_pde(self.pde);
+                    s.set_pue(self.pue);
                 });
 
             pac::SYSCFG
                 .proc_in_sync_bypass()
                 .modify(|s| {
                     let val = s.proc_in_sync_bypass();
-                    s.set_proc_in_sync_bypass(val & !(1 << pin_num));
+                    let b = self.bypass as u32;
+                    s.set_proc_in_sync_bypass(val & !(b << self.pin));
                 });
 
             // Use SIO
             pac::IO_BANK0
-                .gpio(pin_num as usize)
+                .gpio(self.pin as usize)
                 .ctrl()
                 .modify(|s| {
-                    s.set_funcsel(pac::io::vals::Gpio0ctrlFuncsel::NULL.0);
+                    s.set_funcsel(self.func)
                 });
         }
     }
diff --git a/src/lib.rs b/src/lib.rs
index 8e09ade3eca0f9c67307faae6a7ac0d5d3eba40f..f928407360c7e168cdcddf914b5b75b4dc842350 100644
--- a/src/lib.rs
+++ b/src/lib.rs
@@ -4,9 +4,8 @@
 use log::error;
 
 mod rng;
-mod cap;
+pub mod cap;
 // mod numpin;
 
 pub use rng::{setup, random};
-pub use cap::{noise, best_low_time};
 
diff --git a/src/rng.rs b/src/rng.rs
index 7a74adfdf950c01aa64fb89aa36466bea7e69d64..830ec8ffe24711db3f7eb376fe12f8676bc89ff1 100644
--- a/src/rng.rs
+++ b/src/rng.rs
@@ -48,7 +48,7 @@ pub fn random(buf: &mut [u8]) -> Result<(), getrandom::Error> {
 /// should disable interrupts.
 /// `syst` will be modified.
 pub fn setup(
-    pin: PeripheralRef<AnyPin>,
+    pin: &mut impl Pin,
 ) -> Result<(), getrandom::Error> {
     let r = CapRng::new(pin)?;
 
@@ -70,9 +70,9 @@ impl CapRng {
     /// Call this at early startup. If noisy interrupts or time slicing is happening the caller
     /// should disable interrupts.
     /// `syst` will be modified.
-    fn new(mut pin: PeripheralRef<AnyPin>,
+    fn new(pin: &mut impl Pin,
     ) -> Result<Self, getrandom::Error> {
-        let low_cycles = crate::cap::best_low_time(pin.reborrow(), 100).unwrap();
+        let low_cycles = crate::cap::best_low_time(pin, 0..=100).unwrap();
         trace!("low_cycles {}", low_cycles);
 
         let mut h = Sha256::new();