diff --git a/.pic/Introduction/How FPGA works/fig_05.drawio.svg b/.pic/Introduction/How FPGA works/fig_05.drawio.svg
index 332f1318..d5b36cbd 100644
--- a/.pic/Introduction/How FPGA works/fig_05.drawio.svg	
+++ b/.pic/Introduction/How FPGA works/fig_05.drawio.svg	
@@ -1,4 +1,4 @@
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text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 53px; height: 1px; padding-top: 10px; margin-left: 435px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">g = 0</div></div></div></foreignObject><text x="462" y="14" fill="rgb(0, 0, 0)" font-family="&quot;Helvetica&quot;" font-size="12px" text-anchor="middle">g = 0</text></switch></g></g></g><g data-cell-id="32"><g><rect x="309" y="69" width="55" height="20" fill="none" stroke="none" pointer-events="all"/></g><g><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; 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diff --git a/.pic/Introduction/How FPGA works/fig_06.drawio.svg b/.pic/Introduction/How FPGA works/fig_06.drawio.svg
index dd2bf647..fd6e3f34 100644
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colspan="2"><b>Входы</b></td><td><b>Выход</b><br /></td></tr><tr style="background:#def;"><td>A</td><td>B</td><td>Q<br /></td></tr><tr><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-no2" style="background: rgb(187, 255, 221); color: black; vertical-align: middle; text-align: center;">1<br /></td></tr><tr><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-no2" style="background: rgb(187, 255, 221); color: black; vertical-align: middle; text-align: center; border-collapse: collapse;" border="1"><span style="">1</span><br /></td></tr><tr><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-no2" style="background: rgb(187, 255, 221); color: black; vertical-align: middle; text-align: center;">1<br /></td></tr><tr><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-yes2" style="background: rgb(255, 227, 227); color: black; vertical-align: middle; text-align: center;">0<br /></td></tr></tbody></table></div></div></div></foreignObject><image x="314" y="243.5" width="108" height="108" 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colspan="2"><b>Входы</b></td><td><b>Выход</b><br /></td></tr><tr style="background:#def;"><td>A</td><td>B</td><td>Q<br /></td></tr><tr><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-no2" style="background: rgb(187, 255, 221); color: black; vertical-align: middle; text-align: center;">1<br /></td></tr><tr><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-no2" style="background: rgb(255, 227, 227); vertical-align: middle; text-align: center; border-collapse: collapse; color: black;" border="1"><span style="">0</span><br /></td></tr><tr><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-no2" style="background: #FFE3E3; color: black; vertical-align: middle; text-align: center;">0</td><td class="table-no2" style="background: rgb(255, 227, 227); color: black; vertical-align: middle; text-align: center;">0<br /></td></tr><tr><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-yes2" style="background:#bfd; color:black; vertical-align:middle; text-align:center;">1</td><td class="table-yes2" style="background: rgb(255, 227, 227); color: black; vertical-align: middle; text-align: center;">0<br /></td></tr></tbody></table></div></div></div></foreignObject><image x="757" y="243.5" width="108" height="108" 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diff --git a/Introduction/How FPGA works.md b/Introduction/How FPGA works.md
index 0987830a..77e27d25 100644
--- a/Introduction/How FPGA works.md	
+++ b/Introduction/How FPGA works.md	
@@ -93,7 +93,7 @@ _Рисунок 5. МОП-транзисторы P и N типа._
 
 На _рис. 6_ показан способ построения логических вентилей **И-НЕ**, **ИЛИ-НЕ** по **КМОП** технологии. Рассмотрим принцип работы вентиля **И-НЕ**.
 
-Подача значения `1` на вход **А** или **B** "открывает" соответствующий n-канальный транзистор (обозначен на _рис. 6_ синим цветом), и закрывает соответствующий (комплементарный) p-канальный транзистор (обозначен красным цветом). Подача на оба входа `1` закрывает оба p-канальных транзистора (верхняя часть схемы разомкнута, что для значения на выходе означает что ее будто бы и нет) и открывает оба n-канальных транзистора. В результате чего выход замыкается на "землю" (черный треугольник внизу схемы) что эквивалентно `0` в контексте цифровых значений.
+Подача значения `1` на вход **А** или **B** открывает соответствующий этому входу n-канальный транзистор (обозначены на _рис. 6_ красным цветом), и закрывает дополняющий его (комплементарный ему) p-канальный транзистор (обозначен синим цветом). Подача на оба входа `1` закрывает оба p-канальных транзистора (верхняя часть схемы разомкнута, что для значения на выходе означает что её будто бы и нет) и открывает оба n-канальных транзистора. В результате чего выход замыкается на "землю" (черный треугольник внизу схемы) что эквивалентно `0` в контексте цифровых значений.
 
 В случае, если хотя бы на одном из входов **А** или **B** будет значение `0`, откроется один из параллельно соединенных p-канальных транзисторов (в то время как соединение с "землей" будет разорвано) и выход будет подключен к питанию (две перпендикулярные линии вверху схемы), что эквивалентно `1` в контексте цифровых значений.