STM32F103C8T6 - Arm Cortex-M3 MCU (Blue Pill) - readme.html

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) 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) 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) 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) 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) format('woff2')}
:root{--bg:#0d1117;--surface:#161b22;--elevated:#1c2128;--border:#30363d;--text:#e6edf3;--text-2:#8b949e;--text-3:#484f58;
--accent:#00b8b0;--accent-bright:#00e6dc;--purple:#8c6bf7;--blue:#58a6ff;--green:#3fb950;--red:#f85149}
*{box-sizing:border-box;margin:0;padding:0}
body{background:var(--bg);color:var(--text);font-family:'Satoshi',system-ui,sans-serif;font-size:14px;line-height:1.55;padding:18px 4px 40px}
h1,h2,h3{font-family:'Familjen Grotesk',system-ui,sans-serif}
.mono,.v,td.data{font-family:'JetBrains Mono',monospace;font-variant-numeric:tabular-nums}
a{color:var(--blue);text-decoration:none}a:hover{text-decoration:underline}
.wrap{max-width:1180px;margin:0 auto}
.narrow{max-width:860px}
.ident{display:flex;flex-wrap:wrap;align-items:baseline;gap:10px 16px;margin-bottom:6px}
.ident h1{font-size:26px;font-weight:700}.ident .mfr{color:var(--text-2)}
.badge{font-size:11px;font-weight:600;border-radius:999px;padding:3px 10px;color:var(--green);background:rgba(63,185,80,.13)}
.oneline{color:var(--text-2);max-width:74ch;margin:2px 0 12px}
.metarow{display:flex;flex-wrap:wrap;gap:7px;margin-bottom:16px}
.metarow .m{background:var(--surface);border:1px solid var(--border);border-radius:8px;padding:6px 11px;font-size:12.5px;color:var(--text-2)}
.metarow .m b{color:var(--text);font-family:'JetBrains Mono';font-size:12.5px}
h2{font-size:16px;font-weight:600;margin:24px 0 4px}h2 .s{color:var(--text-2);font-weight:400;font-size:13px}
.callout{background:var(--surface);border:1px solid var(--border);border-left:3px solid var(--accent);border-radius:8px;padding:11px 14px;margin:12px 0;font-size:13px;color:var(--text-2)}
.callout code{font-family:'JetBrains Mono';font-size:12px;color:var(--text)}
.specgrid{display:grid;grid-template-columns:1fr 1fr;gap:0 26px;max-width:720px}
@media(max-width:560px){.specgrid{grid-template-columns:1fr}}
.spec{display:flex;justify-content:space-between;gap:12px;padding:8px 0;border-bottom:1px solid var(--border)}
.spec .k{color:var(--text-2)}.spec .v{font-weight:500}
.chip{font-size:9.5px;font-weight:700;border-radius:6px;padding:1px 5px;margin-left:6px;vertical-align:1px}
.c-seed{color:var(--green);background:rgba(63,185,80,.13)}.c-dk{color:var(--red);background:rgba(248,81,73,.12)}.c-jlc{color:var(--purple);background:rgba(140,107,247,.14)}
.periphwrap{display:flex;flex-wrap:wrap;gap:7px;margin-top:8px}
.periph{font-family:'JetBrains Mono';font-size:12px;background:var(--elevated);border:1px solid var(--border);border-radius:8px;padding:4px 9px}
.ds2sf{background:linear-gradient(180deg,var(--surface),#12161d);border:1px solid var(--border);border-radius:12px;padding:16px 18px;margin:12px 0;max-width:760px}
.ds2sf-h{display:flex;align-items:baseline;gap:10px;flex-wrap:wrap;margin-bottom:14px}
.ds2sf-h .t{font-family:'Familjen Grotesk',sans-serif;font-weight:600;font-size:15px;color:var(--text)}
.ds2sf-h .t b{color:var(--accent-bright)}
.ds2sf-h .s{font-size:12px;color:var(--text-2)}
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<div class=narrow>
<div class=ident><h1>STM32F103C8T6</h1><span class=mfr>STMicroelectronics</span><span class=badge>Active</span></div>
<p class=oneline>Arm Cortex-M3 32-bit MCU, 72 MHz, 64 KB Flash, 20 KB SRAM. USB, CAN, seven timers, two ADCs, nine communication interfaces. The workhorse Blue Pill microcontroller.</p>
<div class=metarow>
  <span class=m>Package <b>LQFP-48</b></span><span class=m>Body <b>7 x 7 x 1.4 mm</b></span><span class=m>Pitch <b>0.5 mm</b></span>
  <span class=m>Pins <b>48</b></span><span class=m>Core <b>Cortex-M3</b></span>
</div>
<div class=callout>The <b>3D, symbol, and footprint viewers at the top of the page</b> are a single cross-linked set (hover a pin, pad, or 3D lead and they light up together, with layer toggles and datasheet tooltips). The <b>datasheet pin map</b> below is cross-linked to them too &mdash; hover a row to light the matching pin in the viewers above. Downloadable CAD and the datasheet PDF are on the Files tab (<code>.kicad_sym</code>, <code>.kicad_mod</code>, <code>.step</code>, <code>.glb</code>).</div>
</div>

<h2 id=pinout>Datasheet pin map <span class=s>hover a row to light the matching pin in the viewers above &mdash; grouped by function, with the datasheet description for every pin</span></h2>
<div class=pinout>
  <div class=pintbl><div class=pingroup><h3>POWER <span style="color:var(--text-3);font-weight:400">(9)</span></h3><table><thead><tr><th style=width:44px>Pin</th><th style=width:170px>Name</th><th style=width:70px>Type</th><th>Function (datasheet)</th></tr></thead><tbody><tr data-pin="1"><td class=data>1</td><td class=data>VBAT</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Backup battery supply for RTC and backup registers. Typical operating range 1.8 to 3.6 V. Supplies the RTC and backup domain when VDD is off.</td></tr><tr data-pin="8"><td class=data>8</td><td class=data>VSSA</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Analog ground reference for ADC, reset block, PLL, and analog peripherals. Connect to digital ground at a single point.</td></tr><tr data-pin="9"><td class=data>9</td><td class=data>VDDA</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Analog supply for ADC, reset block, PLL, and analog I/O. 2.0 to 3.6 V. Decouple with 1 µF + 10 nF close to the pin.</td></tr><tr data-pin="23"><td class=data>23</td><td class=data>VSS_1</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Digital ground, group 1. Connect to the ground plane; keep short return path to VDD_1 decoupling.</td></tr><tr data-pin="24"><td class=data>24</td><td class=data>VDD_1</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Digital supply, group 1. 2.0 to 3.6 V. Decouple with 100 nF close to the pin.</td></tr><tr data-pin="35"><td class=data>35</td><td class=data>VSS_2</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Digital ground, group 2. Connect to the ground plane; pair with VDD_2 decoupling.</td></tr><tr data-pin="36"><td class=data>36</td><td class=data>VDD_2</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Digital supply, group 2. 2.0 to 3.6 V. Decouple with 100 nF close to the pin.</td></tr><tr data-pin="47"><td class=data>47</td><td class=data>VSS_3</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Digital ground, group 3. Connect to the ground plane; pair with VDD_3 decoupling.</td></tr><tr data-pin="48"><td class=data>48</td><td class=data>VDD_3</td><td><span class="tbadge t-power">Power</span></td><td class=note style="color:var(--text-2)">Digital supply, group 3. 2.0 to 3.6 V. Decouple with 100 nF close to the pin.</td></tr></tbody></table></div><div class=pingroup><h3>GPIO <span style="color:var(--text-3);font-weight:400">(26)</span></h3><table><thead><tr><th style=width:44px>Pin</th><th style=width:170px>Name</th><th style=width:70px>Type</th><th>Function (datasheet)</th></tr></thead><tbody><tr data-pin="2"><td class=data>2</td><td class=data>PC13-TAMPER-RTC</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port C bit 13, muxed with TAMPER input and RTC output. Supplied through the backup power switch (limited to 3 mA sink); output speed limited to 2 MHz with max 30 pF load; must not source current.</td></tr><tr data-pin="10"><td class=data>10</td><td class=data>PA0-WKUP</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 0, 5 V-tolerant when configured as digital input. Alternate functions: standby WKUP, USART2_CTS (remap), ADC12_IN0, TIM2_CH1_ETR.</td></tr><tr data-pin="11"><td class=data>11</td><td class=data>PA1</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 1. Alternate functions: USART2_RTS, ADC12_IN1, TIM2_CH2.</td></tr><tr data-pin="12"><td class=data>12</td><td class=data>PA2</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 2. Alternate functions: USART2_TX, ADC12_IN2, TIM2_CH3.</td></tr><tr data-pin="13"><td class=data>13</td><td class=data>PA3</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 3. Alternate functions: USART2_RX, ADC12_IN3, TIM2_CH4.</td></tr><tr data-pin="14"><td class=data>14</td><td class=data>PA4</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 4. Alternate functions: SPI1_NSS, USART2_CK, ADC12_IN4.</td></tr><tr data-pin="15"><td class=data>15</td><td class=data>PA5</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 5. Alternate functions: SPI1_SCK, ADC12_IN5.</td></tr><tr data-pin="16"><td class=data>16</td><td class=data>PA6</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 6. Alternate functions: SPI1_MISO, ADC12_IN6, TIM3_CH1; remap: TIM1_BKIN.</td></tr><tr data-pin="17"><td class=data>17</td><td class=data>PA7</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 7. Alternate functions: SPI1_MOSI, ADC12_IN7, TIM3_CH2; remap: TIM1_CH1N.</td></tr><tr data-pin="18"><td class=data>18</td><td class=data>PB0</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 0. Alternate functions: ADC12_IN8, TIM3_CH3; remap: TIM1_CH2N.</td></tr><tr data-pin="19"><td class=data>19</td><td class=data>PB1</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 1. Alternate functions: ADC12_IN9, TIM3_CH4; remap: TIM1_CH3N.</td></tr><tr data-pin="20"><td class=data>20</td><td class=data>PB2</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 2, 5 V-tolerant. Doubles as BOOT1 boot mode selection input sampled at reset.</td></tr><tr data-pin="21"><td class=data>21</td><td class=data>PB10</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 10, 5 V-tolerant. Alternate functions: I2C2_SCL, USART3_TX; remap: TIM2_CH3.</td></tr><tr data-pin="22"><td class=data>22</td><td class=data>PB11</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 11, 5 V-tolerant. Alternate functions: I2C2_SDA, USART3_RX; remap: TIM2_CH4.</td></tr><tr data-pin="25"><td class=data>25</td><td class=data>PB12</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 12, 5 V-tolerant. Alternate functions: SPI2_NSS, I2C2_SMBAl, USART3_CK, TIM1_BKIN.</td></tr><tr data-pin="26"><td class=data>26</td><td class=data>PB13</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 13, 5 V-tolerant. Alternate functions: SPI2_SCK, USART3_CTS, TIM1_CH1N.</td></tr><tr data-pin="27"><td class=data>27</td><td class=data>PB14</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 14, 5 V-tolerant. Alternate functions: SPI2_MISO, USART3_RTS, TIM1_CH2N.</td></tr><tr data-pin="28"><td class=data>28</td><td class=data>PB15</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 15, 5 V-tolerant. Alternate functions: SPI2_MOSI, TIM1_CH3N.</td></tr><tr data-pin="29"><td class=data>29</td><td class=data>PA8</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 8, 5 V-tolerant. Alternate functions: USART1_CK, TIM1_CH1, MCO (master clock output).</td></tr><tr data-pin="30"><td class=data>30</td><td class=data>PA9</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 9, 5 V-tolerant. Alternate functions: USART1_TX, TIM1_CH2.</td></tr><tr data-pin="31"><td class=data>31</td><td class=data>PA10</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 10, 5 V-tolerant. Alternate functions: USART1_RX, TIM1_CH3.</td></tr><tr data-pin="41"><td class=data>41</td><td class=data>PB5</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 5 (NOT 5 V-tolerant on this pin). Alternate functions: I2C1_SMBAl; remap: TIM3_CH2, SPI1_MOSI.</td></tr><tr data-pin="42"><td class=data>42</td><td class=data>PB6</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 6, 5 V-tolerant. Alternate functions: I2C1_SCL, TIM4_CH1; remap: USART1_TX.</td></tr><tr data-pin="43"><td class=data>43</td><td class=data>PB7</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 7, 5 V-tolerant. Alternate functions: I2C1_SDA, TIM4_CH2; remap: USART1_RX.</td></tr><tr data-pin="45"><td class=data>45</td><td class=data>PB8</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 8, 5 V-tolerant. Alternate functions: TIM4_CH3; remap: I2C1_SCL, CANRX.</td></tr><tr data-pin="46"><td class=data>46</td><td class=data>PB9</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 9, 5 V-tolerant. Alternate functions: TIM4_CH4; remap: I2C1_SDA, CANTX.</td></tr></tbody></table></div><div class=pingroup><h3>TIMING <span style="color:var(--text-3);font-weight:400">(4)</span></h3><table><thead><tr><th style=width:44px>Pin</th><th style=width:170px>Name</th><th style=width:70px>Type</th><th>Function (datasheet)</th></tr></thead><tbody><tr data-pin="3"><td class=data>3</td><td class=data>PC14-OSC32_IN</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port C bit 14, muxed with 32 kHz LSE oscillator input (OSC32_IN). Backup-domain pin routed through the power switch; same 2 MHz / 30 pF drive limitation as PC13.</td></tr><tr data-pin="4"><td class=data>4</td><td class=data>PC15-OSC32_OUT</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port C bit 15, muxed with 32 kHz LSE oscillator output (OSC32_OUT). Backup-domain pin routed through the power switch; same 2 MHz / 30 pF drive limitation as PC13/PC14.</td></tr><tr data-pin="5"><td class=data>5</td><td class=data>PD0-OSC_IN</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">HSE crystal oscillator input (OSC_IN) after reset; remappable to GPIO PD0 by software. In GPIO mode limited to 50 MHz output. Connect to 4-16 MHz crystal or external clock.</td></tr><tr data-pin="6"><td class=data>6</td><td class=data>PD1-OSC_OUT</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">HSE crystal oscillator output (OSC_OUT) after reset; remappable to GPIO PD1 by software. In GPIO mode limited to 50 MHz output.</td></tr></tbody></table></div><div class=pingroup><h3>CONTROL <span style="color:var(--text-3);font-weight:400">(2)</span></h3><table><thead><tr><th style=width:44px>Pin</th><th style=width:170px>Name</th><th style=width:70px>Type</th><th>Function (datasheet)</th></tr></thead><tbody><tr data-pin="7"><td class=data>7</td><td class=data>NRST</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">Active-low bidirectional device reset. Pulled low by internal or external reset sources; external pull-up recommended (typ 40 kΩ internal weak pull-up).</td></tr><tr data-pin="44"><td class=data>44</td><td class=data>BOOT0</td><td></td><td class=note style="color:var(--text-2)">Boot mode selection input sampled at reset (with BOOT1/PB2): selects boot from Flash, System memory (bootloader), or embedded SRAM. Must be tied to a defined logic level.</td></tr></tbody></table></div><div class=pingroup><h3>USB <span style="color:var(--text-3);font-weight:400">(2)</span></h3><table><thead><tr><th style=width:44px>Pin</th><th style=width:170px>Name</th><th style=width:70px>Type</th><th>Function (datasheet)</th></tr></thead><tbody><tr data-pin="32"><td class=data>32</td><td class=data>PA11</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 11, 5 V-tolerant. Alternate functions: USART1_CTS, CANRX, USBDM (USB D-), TIM1_CH4.</td></tr><tr data-pin="33"><td class=data>33</td><td class=data>PA12</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 12, 5 V-tolerant. Alternate functions: USART1_RTS, CANTX, USBDP (USB D+), TIM1_ETR.</td></tr></tbody></table></div><div class=pingroup><h3>DEBUG <span style="color:var(--text-3);font-weight:400">(5)</span></h3><table><thead><tr><th style=width:44px>Pin</th><th style=width:170px>Name</th><th style=width:70px>Type</th><th>Function (datasheet)</th></tr></thead><tbody><tr data-pin="34"><td class=data>34</td><td class=data>PA13</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 13, 5 V-tolerant. Default after reset: JTMS/SWDIO (serial-wire debug data/JTAG mode select). Can be released to GPIO via SWJ-DP disable.</td></tr><tr data-pin="37"><td class=data>37</td><td class=data>PA14</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 14, 5 V-tolerant. Default after reset: JTCK/SWCLK (serial-wire debug clock/JTAG clock).</td></tr><tr data-pin="38"><td class=data>38</td><td class=data>PA15</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port A bit 15, 5 V-tolerant. Default after reset: JTDI (JTAG data in). Remappable to TIM2_CH1_ETR/PA15/SPI1_NSS.</td></tr><tr data-pin="39"><td class=data>39</td><td class=data>PB3</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 3, 5 V-tolerant. Default after reset: JTDO / TRACESWO. Remappable to TIM2_CH2, PB3, SPI1_SCK.</td></tr><tr data-pin="40"><td class=data>40</td><td class=data>PB4</td><td><span class="tbadge t-io">I/O</span></td><td class=note style="color:var(--text-2)">GPIO port B bit 4, 5 V-tolerant. Default after reset: NJTRST (JTAG reset, active low). Remappable to TIM3_CH1, PB4, SPI1_MISO.</td></tr></tbody></table></div></div>
</div>

<h2>Datasheet key pages <span class=s>the pages worth looking at first &middot; pick a page, click it to go full screen</span></h2>
<div class=dsviewer>
  <div class=dsrail><button data-i="0" class="on" title="Features (datasheet p.1)"><img src="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/features.png" loading=lazy alt="Features"><span class=rl>Features</span></button><button data-i="1" class="" title="Block diagram (datasheet p.11)"><img src="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/block-diagram.png" loading=lazy alt="Block diagram"><span class=rl>Block diagram</span></button><button data-i="2" class="" title="Pinout (datasheet p.29)"><img src="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/pinout.png" loading=lazy alt="Pinout"><span class=rl>Pinout</span></button><button data-i="3" class="" title="Pin table (datasheet p.28)"><img src="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/pin-table.png" loading=lazy alt="Pin table"><span class=rl>Pin table</span></button><button data-i="4" class="" title="Package (datasheet p.101)"><img src="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/package.png" loading=lazy alt="Package"><span class=rl>Package</span></button></div>
  <div class=dsdoc>
    <div class=dh><span id=ds-label>Features</span><span class=pg id=ds-pg>datasheet p.1</span></div>
    <div class=dsstage id=ds-stage><img id=ds-img src="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/features.png" alt="Features" data-full="https://wiki.adom.inc/blob/component/stm32f103c8t6/keypages/features.png"></div>
  </div>
</div>

<div class=narrow>
<h2>Specifications <span class=s>microcontroller</span></h2>
<div class=specgrid><div class=spec><span class=k>Core</span><span class=v>ARM Cortex-M3 <span class="chip c-seed">CATALOG</span></span></div><div class=spec><span class=k>Max frequency</span><span class=v>72 MHz <span class="chip c-seed">CATALOG</span></span></div><div class=spec><span class=k>Flash</span><span class=v>64 KB <span class="chip c-seed">CATALOG</span></span></div><div class=spec><span class=k>RAM</span><span class=v>20 KB <span class="chip c-seed">CATALOG</span></span></div><div class=spec><span class=k>GPIO</span><span class=v>37 <span class="chip c-seed">CATALOG</span></span></div><div class=spec><span class=k>Supply (min)</span><span class=v>2 V <span class="chip c-seed">CATALOG</span></span></div><div class=spec><span class=k>Supply (max)</span><span class=v>3.6 V <span class="chip c-seed">CATALOG</span></span></div></div>
<h3 style="font-size:13px;margin:16px 0 4px;color:var(--text-2)">Peripherals</h3>
<div class=periphwrap><span class=periph>TIM x4 (16-bit)</span><span class=periph>ADC x2 (12-bit)</span><span class=periph>USART</span><span class=periph>SPI</span><span class=periph>I2C</span><span class=periph>CAN</span><span class=periph>USB 2.0 FS</span></div>
</div>

<div class=narrow>
<h2>Provenance</h2>
<div class=ds2sf>
  <div class=ds2sf-h><span class=t>Extracted by <b>ds2sf</b></span><span class=s>the datasheet's pin knowledge, inline and cited &mdash; not just a pinout</span></div>
  <div class=ds2sf-metrics>
    <div class=ds2sf-metric><div class=n>48/48</div><div class=l>pins with datasheet function</div></div>
    <div class=ds2sf-metric><div class=n>6</div><div class=l>functional groups</div></div>
    <div class=ds2sf-metric><div class=n>3</div><div class=l>electrical types</div></div>
    <div class=ds2sf-metric><div class=n>~104</div><div class=l>chars of detail / pin</div></div>
  </div>
  <div class=ds2sf-bar>
    <span style="width:18.8%;background:#f0883e" title="POWER 9"></span><span style="width:54.2%;background:#58a6ff" title="GPIO 26"></span><span style="width:8.3%;background:#3fb950" title="TIMING 4"></span><span style="width:4.2%;background:#8c6bf7" title="CONTROL 2"></span><span style="width:4.2%;background:#00b8b0" title="USB 2"></span><span style="width:10.4%;background:#d29922" title="DEBUG 5"></span>
  </div>
  <div class=ds2sf-legend>
    <span><i style="background:#f0883e"></i>POWER 9</span><span><i style="background:#58a6ff"></i>GPIO 26</span><span><i style="background:#3fb950"></i>TIMING 4</span><span><i style="background:#8c6bf7"></i>CONTROL 2</span><span><i style="background:#00b8b0"></i>USB 2</span><span><i style="background:#d29922"></i>DEBUG 5</span>
  </div>
  <div class=ds2sf-prov>
    <span class=ds2sf-tag><b>ST datasheet</b> &middot; 116 pp</span>
    <span class=ds2sf-tag>sha256 <b>0596dd57693c</b></span>
    <span class="ds2sf-tag ok">&check; cites datasheet pages</span>
    <span class="ds2sf-tag ok">&check; refuses to fabricate</span>
    <span class=ds2sf-tag>CAD &middot; <b>KiCad official</b></span>
  </div>
  <div class=ds2sf-why>Every pin in the map above carries the datasheet's actual function, alternate-function muxing, and electrical type &mdash; pulled by ds2sf and page-cited, so you get the datasheet's pin knowledge without opening the PDF. Muxed pins are flagged for review; nothing is invented. Footprint pads carry KiCad <code>pinfunction</code>/<code>pintype</code>; 3D board-context via cadquery + step2glb. Source: <a href="https://www.st.com/resource/en/datasheet/stm32f103cb.pdf" target=_blank>ST STM32F103x8/xB</a> (CAD CC-BY-SA 4.0).</div>
</div>
</div>
<div class=fptip id=fptip></div>
</div>
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