tag:blogger.com,1999:blog-60314652252996660432024-03-11T00:22:14.439-03:00TipoalgoEngenhocas alternativas do Tipoalgo (tipoalgo @ gmail . com)Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.comBlogger350125tag:blogger.com,1999:blog-6031465225299666043.post-75403783813898046072024-02-20T13:08:00.004-03:002024-02-20T14:21:09.857-03:00Tabela Glicêmica<p>
</p><p align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"> TABELA GLICÊMICA</span></p><p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<table cellpadding="2" cellspacing="0" style="background: transparent; break-after: auto; break-before: auto; break-inside: auto; page-break-after: auto; page-break-before: auto; page-break-inside: auto; width: 457px;">
<colgroup><col width="146"></col>
<col width="83"></col>
<col width="68"></col>
<col width="60"></col>
<col width="78"></col>
</colgroup><tbody><tr>
<td height="42" style="background: transparent; border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm; padding: 0.1cm 0cm 0.1cm 0.1cm;" valign="bottom" width="146"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black;"><span style="font-family: Liberation Serif, serif;"><span style="font-size: small;"><span style="text-decoration: none;">Alimento</span></span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm; padding: 0.1cm 0cm 0.1cm 0.1cm;" valign="bottom" width="83"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black;"><span style="font-family: Liberation Serif, serif;"><span style="font-size: small;"><span style="text-decoration: none;">Índice
Glicêmico (IG)</span></span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm; padding: 0.1cm 0cm 0.1cm 0.1cm;" valign="bottom" width="68"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black;"><span style="font-family: Liberation Serif, serif;"><span style="font-size: small;"><span style="text-decoration: none;">Porção
Padrão</span></span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm; padding: 0.1cm 0cm 0.1cm 0.1cm;" valign="bottom" width="60"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black;"><span style="font-family: Liberation Serif, serif;"><span style="font-size: small;"><span style="text-decoration: none;">Carga
Glicêmica (CG)</span></span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: solid; border-top: 1px solid #000000; border-width: 1px; padding: 0.1cm;" valign="top" width="78"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black;"><span style="font-family: Liberation Serif, serif;"><span style="font-size: small;"><span style="text-decoration: none;">Produto
Glicêmico (IGxCG)</span></span></span></span></p>
</td>
</tr>
<tr>
<td height="13" style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Batata assada</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
85</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
150g</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
33</p>
</td>
<td style="border: 1px solid rgb(0, 0, 0); padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
2805</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Arroz branco cozido</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
73</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
150g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
29</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
2117</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Arroz integral cozido</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
68</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
150g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
23</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
1564</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Batata-doce cozida</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
70</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
150g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
22</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
1540</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="146"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">Macarrão
cozido</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="83"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">55</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="68"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">180g</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="60"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">26</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="78"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">1430</span></span></span></p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Pão branco</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
73</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
30g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
11</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
803</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Biscoito de água e sal</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
71</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
25g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
11</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
781</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Banana</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
52</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
120g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
15</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
780</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Manga</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
51</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
120g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
15</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
765</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Pipoca</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
65</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
25g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
9</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
585</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Sorvete de baunilha</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
61</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
50g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
9</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
549</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Pão integral</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
55</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
30g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
8</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
440</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Chocolate ao leite</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
42</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
50g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
10</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
420</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Maçã</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
44</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
120g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
8</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
352</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Melancia</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
72</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
120g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
4</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
288</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="146"><p align="left" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">Beterraba</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="83"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">64</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="68"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">80g</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="60"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">4</span></span></span></p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="78"><p align="center" style="font-style: normal; font-weight: normal; margin-top: 0.1cm; text-decoration: none;">
<span style="color: black; font-size: medium;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;">256</span></span></span></p>
</td>
</tr>
<tr style="background: transparent;">
<td height="13" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Leite integral</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
27</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
240ml</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
4</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
108</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Cenoura cozida</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
39</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
80g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
2</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
78</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="28" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Iogurte sem açúcar</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
14</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
200g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
2</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
28</p>
</td>
</tr>
<tr style="background: transparent;">
<td height="27" style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="146"><p align="left" style="margin-top: 0.1cm;">
Brócolis cozido</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="83"><p align="center" style="margin-top: 0.1cm;">
15</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="68"><p align="center" style="margin-top: 0.1cm;">
80g</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0cm 0.05cm;" width="60"><p align="center" style="margin-top: 0.1cm;">
1</p>
</td>
<td style="background: transparent; border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: 1px solid #000000; border-style: none solid solid; border-top: none; border-width: medium 1px 1px; padding: 0cm 0.05cm;" width="78"><p align="center" style="margin-top: 0.1cm;">
15</p>
</td>
</tr>
</tbody></table>
<p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><style type="text/css">p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }</style>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">1) IG = Velocidade
de absorção do carboidrato. BAIXO <=55, MODERADO 56 a 69, ALTO
=>70.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">2) CG = Quantidade
de açúcar do alimento. BAIXA <=10, MÉDIA 11 a 19, ALTA =>20.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">3) Reduzir o consumo
de alimentos mesmo que tenham baixa CG, mas que tenham alto IG.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: x-small;">4) Ok para a
glicemia do leite (e derivados), os problemas dele são outros.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p><style type="text/css">p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }</style> <br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-37344239103536531902024-02-17T09:50:00.003-03:002024-02-18T03:07:09.196-03:00Simulação Para Motor DC Pushpull<p>Este modelo serve para simular o funcionamento da parte elétrica de um motor de corrente contínua.</p><p>A presença de tensão no voltímetro indica que houve a formação de campo indutivo, necessário para o giro do motor.</p><p>Neste modelo a bobina ocupa todas as ranhuras destinadas ao enrolamento principal, que é um enrolamento bifilar.</p><p>Estes enrolamentos podem ser ligados em série ou paralelo, mas a ligação é só em série se alimentados com DC chaveada.<br /></p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG7gAsALfaDXX5KKrijo3-Nph3SkG9kYSRoJskbuo947arH6_ojJsGHwhIXLaFrF5lFtvAKVnfepJnFGfeHAKEImBb3TR0nVVUAR0ue6oY0xuzhoLFTpaC2K37PUHrM_a895er76-wb-pZAmz4r5z8rSrYaFYosg6kTJJIVU4ANI3qHIUpv6AMPjoY7Q/s1141/simulacaomotordc.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="493" data-original-width="1141" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG7gAsALfaDXX5KKrijo3-Nph3SkG9kYSRoJskbuo947arH6_ojJsGHwhIXLaFrF5lFtvAKVnfepJnFGfeHAKEImBb3TR0nVVUAR0ue6oY0xuzhoLFTpaC2K37PUHrM_a895er76-wb-pZAmz4r5z8rSrYaFYosg6kTJJIVU4ANI3qHIUpv6AMPjoY7Q/w400-h173/simulacaomotordc.jpeg" width="400" /></a></div><p><br /> O center tap pode ter referência no terra.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjopvdtqBARBIvOnAe9gAnTvg7wzC0u8hgvIvXNlMOA77ji_5halMk9Sdu-NQrWsonWmLgyss50bmtzr5PylKJ_BsRoe8PX5SS71hjiyKJ644pC6Edoij4GX0_N162KM7vgxjuB5f-U_UbaGI9K8qQMQ1hiAEt1iS7-So2A7cpxoI9-yArXfik1xslRg/s1141/simulacaomotordcrefterra.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="493" data-original-width="1141" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjopvdtqBARBIvOnAe9gAnTvg7wzC0u8hgvIvXNlMOA77ji_5halMk9Sdu-NQrWsonWmLgyss50bmtzr5PylKJ_BsRoe8PX5SS71hjiyKJ644pC6Edoij4GX0_N162KM7vgxjuB5f-U_UbaGI9K8qQMQ1hiAEt1iS7-So2A7cpxoI9-yArXfik1xslRg/w400-h173/simulacaomotordcrefterra.jpeg" width="400" /></a></div><p></p><p>O center tap pode não ter referência.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzp3ESAo8YprVc47gAjoIfJhaNBQCG0ACCFgPvXNDPYtV03avOftYDS81YlblayBb8ksAxAYYJCKtQPjjCkNQLRYM-1_p0LFl_rpl52QHpPKlXHKsIJwsGv0OWCdf5FPnqukqTArOiIyfZJNoFBz08GGdIoNDG5KYKC7IFL-QqK5bEV8JOdS5GEnvn9A/s1141/simulacaomotordcsemref.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="493" data-original-width="1141" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzp3ESAo8YprVc47gAjoIfJhaNBQCG0ACCFgPvXNDPYtV03avOftYDS81YlblayBb8ksAxAYYJCKtQPjjCkNQLRYM-1_p0LFl_rpl52QHpPKlXHKsIJwsGv0OWCdf5FPnqukqTArOiIyfZJNoFBz08GGdIoNDG5KYKC7IFL-QqK5bEV8JOdS5GEnvn9A/w400-h173/simulacaomotordcsemref.jpeg" width="400" /></a></div><br /><p style="text-align: center;"><br /></p><p style="text-align: center;"><br /></p><p></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-87367485154763251922024-02-17T09:29:00.004-03:002024-02-17T09:35:47.655-03:00Prendedor Alternativo<p>Feito com um cabide de roupa.</p><p>Removida a guia que impedia os prendedores de girarem sobre o eixo.</p><p>Removidas as extremidades que impediam os prendedores de saírem do eixo. <br /></p><p>O prendedor inferior fixa o eixo do cabide na bancada.</p><p>O prendedor superior serve para, dentre outras funções, prender fios e componentes eletrônicos a serem soldados.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGp18shWgEODYdTaxfsCMdx57RVRb6wkr0cgbxA4xn55Cequ_P56c-HtcRcWJhtmIWDG2g6XdF8lCBRnW3umLYMuFwhpSvL5ucBB3JFdKHO4yTfzplgrkIw0tT67fj3Z3y7MvsiHDwrNLYCa-CxmnZ3JjIEVY3kc7LVwIZB4XN3EKOIUquX7tM6lN__w/s1544/prendedoralternativo.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGp18shWgEODYdTaxfsCMdx57RVRb6wkr0cgbxA4xn55Cequ_P56c-HtcRcWJhtmIWDG2g6XdF8lCBRnW3umLYMuFwhpSvL5ucBB3JFdKHO4yTfzplgrkIw0tT67fj3Z3y7MvsiHDwrNLYCa-CxmnZ3JjIEVY3kc7LVwIZB4XN3EKOIUquX7tM6lN__w/w400-h400/prendedoralternativo.jpeg" width="400" /></a></div><br /><p style="text-align: center;"><br /></p><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-34503214874800058742024-02-07T08:42:00.002-03:002024-02-07T08:42:44.199-03:00Escapamento do Santana no Polo<p> Adaptação da parte final do escapamento do Santana no Polo.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0QJSG6YS9HnlZnW6cUQBZM_fIcDy3vJ09RB1SS1p_A6gWWACLrVhtEamSQbtb4D12Hms17oGoYszVq9h1G6ZKB7Ju9ZdBg0CFBAh_4PTdWZUvgA-0oYIpqEnKajNXuqASKGaroHe8o9FLEfz76HfWS0arw4OBDQPfL3dDp1Ibwm8My8h4IBMaQ3QLcg/s1544/escapamentodosantananopolo.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0QJSG6YS9HnlZnW6cUQBZM_fIcDy3vJ09RB1SS1p_A6gWWACLrVhtEamSQbtb4D12Hms17oGoYszVq9h1G6ZKB7Ju9ZdBg0CFBAh_4PTdWZUvgA-0oYIpqEnKajNXuqASKGaroHe8o9FLEfz76HfWS0arw4OBDQPfL3dDp1Ibwm8My8h4IBMaQ3QLcg/w400-h400/escapamentodosantananopolo.jpeg" width="400" /></a></div><br /><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-53391088060456224832024-02-06T11:10:00.003-03:002024-02-06T11:13:16.198-03:00Shell script para calcular o tempo por km <p style="text-align: center;"> <img alt="corrida-de-rua - Webrun | Corrida, saúde, qualidade de vida" class="tile--img__img js-lazyload" data-src="//external-content.duckduckgo.com/iu/?u=https%3A%2F%2Ftse4.explicit.bing.net%2Fth%3Fid%3DOIP.gkn8JPTl6HfFfbhu-uNSNwHaEB%26pid%3DApi&f=1&ipt=e3d3e6a7db0a4d7729ad54b9b2a8af8bb0bf7a96b74bd2b031de96977d74f8e5&ipo=images" height="217" src="https://external-content.duckduckgo.com/iu/?u=https%3A%2F%2Ftse4.explicit.bing.net%2Fth%3Fid%3DOIP.gkn8JPTl6HfFfbhu-uNSNwHaEB%26pid%3DApi&f=1&ipt=e3d3e6a7db0a4d7729ad54b9b2a8af8bb0bf7a96b74bd2b031de96977d74f8e5&ipo=images" width="400" /></p><p>O script recebe a metragem do percurso e o tempo (hh:mm:ss) decorrido para percorrê-lo.</p><p>O script fornece o tempo em minutos de cada km.</p><p>Script feito com auxílio do ChatGPT 3.5. <br /></p><p>#!/bin/bash<br /><br /># Verifica se o número de argumentos é válido<br />if [ $# -ne 2 ]; then<br /> echo "Uso: $0 <percurso em metros> hh:mm:ss"<br /> exit 1<br />fi<br /><br /># Extrai as horas, minutos e segundos do argumento<br />IFS=: read horas minutos segundos <<< "$2"<br /><br /># Calcula o divisor do tempo total em segundos<br />divisor=$(($1 * 60 / 1000))<br /><br /># Calcula o total de segundos<br />total_segundos=$((horas * 3600 + minutos * 60 + segundos))<br /><br /># Divide o total de segundos pelo divisor<br />divisao=$(echo "scale=4; $total_segundos / $divisor" | bc)<br /><br /># Extrai a parte inteira e decimal do resultado<br />parte_inteira=$(echo "$divisao" | cut -d'.' -f1)<br />parte_decimal=$(echo "$divisao" | cut -d'.' -f2)<br /><br /># Calcula os minutos e segundos finais<br />minutos_finais="$((parte_inteira))"<br />segundos_finais=$(printf "%2.0f" "$(echo "scale=2; $parte_decimal/10000 * 60" | bc)" 2>/dev/null)<br /><br /># Exibe o resultado<br />echo "Resultado: ${minutos_finais} minutos e ${segundos_finais} segundos por km no percurso de $1 m"<br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-67222007346961150932024-01-27T13:23:00.002-03:002024-01-27T13:26:45.171-03:00Protótipo do Capacitor CA Variável Alternativo 2.0<p>Uso da caixa da fonte de PC como base da engenhoca;</p><p>Manteve-se as tomadas de entrada e saída;</p><p>A chave de mudança de tensão agora tem a função de selecionar se os capacitores ficarão em série ou em paralelo com as tomadas.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi0wnjCe1-cxShtYNph2kckIzq6evDFl5V2fCr9oErdU7VvU8h9FAgCTswjAi5R2dyUYuFY5IKWNTrgK4Q-UGu9Jx-IjLc8ktWVZH2iuiP0JqpQmQqNaFNMZuS3H_shN_Vn2L3BAokW4DvQQnMNZtcjGgo7TgS2bkOtV2wSrO2R0MaNGKstQBpl9TOPg/s1280/prototipocapacitorcavariavelalternativo20b.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1280" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi0wnjCe1-cxShtYNph2kckIzq6evDFl5V2fCr9oErdU7VvU8h9FAgCTswjAi5R2dyUYuFY5IKWNTrgK4Q-UGu9Jx-IjLc8ktWVZH2iuiP0JqpQmQqNaFNMZuS3H_shN_Vn2L3BAokW4DvQQnMNZtcjGgo7TgS2bkOtV2wSrO2R0MaNGKstQBpl9TOPg/w400-h400/prototipocapacitorcavariavelalternativo20b.jpeg" width="400" /></a></div><p></p><p>Neste protótipo usou-se 5 capacitores de 60uF, facilmente substituíveis em virtude de se ter usado conectores nos terminais. <br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij6lngs13970Fq3aEyMvXPHsjqNB66x0tXNywpe85LbZvZHenHnlv9omQrxUXQkcNW_MikNEgYeMeYbBT50MAxv7z6XsQmBmhQyolMpCrKzIYARdSMfWCnZ7R0JzMOfiqfSkHONvVUyQd-Ku-4cAusqJDT-6ZPFI6tgjKtnoiPLqLmkpZBzKhRoYKv8w/s1544/prototipocapacitorcavariavelalternativo20a.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij6lngs13970Fq3aEyMvXPHsjqNB66x0tXNywpe85LbZvZHenHnlv9omQrxUXQkcNW_MikNEgYeMeYbBT50MAxv7z6XsQmBmhQyolMpCrKzIYARdSMfWCnZ7R0JzMOfiqfSkHONvVUyQd-Ku-4cAusqJDT-6ZPFI6tgjKtnoiPLqLmkpZBzKhRoYKv8w/s320/prototipocapacitorcavariavelalternativo20a.jpeg" width="320" /></a></div><br /><p></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-88857574177155223602024-01-25T11:03:00.003-03:002024-01-25T11:08:08.274-03:00Capacitor CA Variável Alternativo 2.0<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh-EZr2xUX5or99VW7yZxa1EhM4VdKPu3TaIRukNgFmFX63rVeRMEElqQKD8o0TSgr2uA9Jip4N0AuCiP-ZQill8FLDp9n8ZtbzXl31nhJjXjhkRwzbVrYtxheYqs_bGHPwcefextckJP7_tAM2P7lxbWcFk_RYcNT-dBiXVhg55RtN_L2UUw8yajBYA/s514/capacitorcavariavelalternativo2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="363" data-original-width="514" height="283" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh-EZr2xUX5or99VW7yZxa1EhM4VdKPu3TaIRukNgFmFX63rVeRMEElqQKD8o0TSgr2uA9Jip4N0AuCiP-ZQill8FLDp9n8ZtbzXl31nhJjXjhkRwzbVrYtxheYqs_bGHPwcefextckJP7_tAM2P7lxbWcFk_RYcNT-dBiXVhg55RtN_L2UUw8yajBYA/w400-h283/capacitorcavariavelalternativo2.jpg" width="400" /> </a></div><div class="separator" style="clear: both; text-align: left;"><span> </span>Nesta versão o conjunto de capacitores pode ficar em série ou em paralelo com os terminais de entrada/saída;</div><div class="separator" style="clear: both; text-align: left;"><span> </span>Antes de acionar as chaves para acrescentar capacitores em paralelo, recomenda-se descarregar os capacitores que estejam carregados, evitando centelhamento nas chaves. <br /></div><p></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-21275022372618392292024-01-24T12:13:00.000-03:002024-01-24T12:13:43.109-03:00Protótipo da Chave de Partida 4.0<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA8YtBV5kfyAXAz01i_efUMWFfxG7VLD-Loj6DBRT27F74aXWEDHOjVdiqbKQ0yY-au4dearIJf-X7bbYQx09yhyR1Tde_ZfAMsfc2lpUvvvfPWtrO9gNo6rxyMy_akzJkX4ZcAZ4J_xOx7NvQQlCD8fWTeyrnWc563sOWfSCKFPNrj-oxQSc3tnqQ6g/s1544/WhatsApp%20Image%202024-01-24%20at%2011.51.32.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA8YtBV5kfyAXAz01i_efUMWFfxG7VLD-Loj6DBRT27F74aXWEDHOjVdiqbKQ0yY-au4dearIJf-X7bbYQx09yhyR1Tde_ZfAMsfc2lpUvvvfPWtrO9gNo6rxyMy_akzJkX4ZcAZ4J_xOx7NvQQlCD8fWTeyrnWc563sOWfSCKFPNrj-oxQSc3tnqQ6g/w400-h400/WhatsApp%20Image%202024-01-24%20at%2011.51.32.jpeg" width="400" /></a></div>Montagem em aranha com materiais de sucata, com exceção do relé, cuja especificações estão na foto a seguir:<p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi36iCrFZkBcQeqtD8tSKk3YT5j95nvv6F2zWPq_m2fzLQ2lt3fITvsk3tfoM1z7qj-I8JQXSqvs4aVcRo7SxVse3e1F_NGlNk_NK4BFX7OwXLR1ZYdg5YDgOuX5FjnHw8dvQQmySVTJopSJXIhxVmivTvlwijZwyg1fG_xI4gmj5V75pVII5II95IsVw/s1544/WhatsApp%20Image%202024-01-24%20at%2011.51.33.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi36iCrFZkBcQeqtD8tSKk3YT5j95nvv6F2zWPq_m2fzLQ2lt3fITvsk3tfoM1z7qj-I8JQXSqvs4aVcRo7SxVse3e1F_NGlNk_NK4BFX7OwXLR1ZYdg5YDgOuX5FjnHw8dvQQmySVTJopSJXIhxVmivTvlwijZwyg1fG_xI4gmj5V75pVII5II95IsVw/w400-h400/WhatsApp%20Image%202024-01-24%20at%2011.51.33.jpeg" width="400" /></a></div><br /> A seguir vídeo com o protótipo em operação.<p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzfuW_WzFRk-ui_rKyzkHvZtqAGHg-b_BczNnUOzqU4kle3f0hjR8l8R_7uIeFYEWh9Girg7gZ3htyo_U_1IA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-78544621630759124842024-01-23T14:02:00.000-03:002024-01-23T14:02:22.921-03:00Tela Alternativa<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3tf6mzujSl88WYKK9JJ30teruweuE4t6oEUaMygMG8T8qrdhzVRbLZOdj0S8y7LTfn6I-T2msbSDixgA-hxXQT1XjV_8-qrQ2q96lGYx9J3Yl3wT-vBo-FM5JB-B51eL_lkfFgk1YhgEaPZ8Dst2ZXyYlBkhuklmFF5TGS47B8SBnGjgciTebu0KhXQ/s1544/WhatsApp%20Image%202024-01-22%20at%2020.06.07.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3tf6mzujSl88WYKK9JJ30teruweuE4t6oEUaMygMG8T8qrdhzVRbLZOdj0S8y7LTfn6I-T2msbSDixgA-hxXQT1XjV_8-qrQ2q96lGYx9J3Yl3wT-vBo-FM5JB-B51eL_lkfFgk1YhgEaPZ8Dst2ZXyYlBkhuklmFF5TGS47B8SBnGjgciTebu0KhXQ/w400-h400/WhatsApp%20Image%202024-01-22%20at%2020.06.07.jpeg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_GJLCf8VVIvZQU-ga7oCYxU1TNGyL2I4liKUEupLwjVqxbuJotX_Y57itsCeRHooOZUKc4gsv00WBRjOMpWc4pyliLX7fMQQti0ziyiVxByUQ5KN-tjepawsh9FzO75AiOZNnC1_gDzfPR5Jhzqu5PzjKnrYIL9ssIbU01kQUYY52kUHrfzmgTfqWjw/s1544/WhatsApp%20Image%202024-01-22%20at%2020.06.08.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_GJLCf8VVIvZQU-ga7oCYxU1TNGyL2I4liKUEupLwjVqxbuJotX_Y57itsCeRHooOZUKc4gsv00WBRjOMpWc4pyliLX7fMQQti0ziyiVxByUQ5KN-tjepawsh9FzO75AiOZNnC1_gDzfPR5Jhzqu5PzjKnrYIL9ssIbU01kQUYY52kUHrfzmgTfqWjw/w400-h400/WhatsApp%20Image%202024-01-22%20at%2020.06.08.jpeg" width="400" /></a></div><br /> Uso de FioPet na costura e fixação da tela na armação de ferro;<p></p><p>Fez-se um corte diagonal na ponta do FioPet para facilitar a sua inserção na tela.</p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com2tag:blogger.com,1999:blog-6031465225299666043.post-88124705988165137262024-01-21T21:11:00.001-03:002024-01-22T02:37:11.071-03:00Chave de Partida Eletromecânica 4.0<p> </p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6IhvkKdRPFmU_Lur3_VvLdSS-iEbRs4jJI1G7TPfN321WPpbx3DUi_pATeY4P1Yz29sT0WaBDpdPC2skK_WRSoCpfAnfurpuQagdNgcDl-IKfEW4rS5D28bxJxJ5adJYG2juFBiR9F4BlHoVUDEYJ8iCqvBPGh_eaKjPOSUSPoquY_84v7pNonvLtTA/s834/Captura%20de%20tela%20de%202024-01-21%2020-26-56.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="516" data-original-width="834" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6IhvkKdRPFmU_Lur3_VvLdSS-iEbRs4jJI1G7TPfN321WPpbx3DUi_pATeY4P1Yz29sT0WaBDpdPC2skK_WRSoCpfAnfurpuQagdNgcDl-IKfEW4rS5D28bxJxJ5adJYG2juFBiR9F4BlHoVUDEYJ8iCqvBPGh_eaKjPOSUSPoquY_84v7pNonvLtTA/w400-h248/Captura%20de%20tela%20de%202024-01-21%2020-26-56.png" width="400" /></a></div><p></p><p>Serve para acionar motores de indução monofásicos e trifásicos (quando ligados em rede monofásica); </p><p>O transístor aciona o relé nos primeiros 2 segundos de energização do circuito;</p><p>O resistor de 22K e o capacitor de 10uF formam a base de tempo;</p><p>Quando o capacitor se carrega o transístor deixa de conduzir; <br /></p><p>Uso de um capacitor em paralelo com o relé para evitar oscilação do circuito;</p><p>Adequação dos valores dos componentes de acordo com a corrente de acionamento do relé;</p><p>Especial atenção à tensão do capacitor de 10uF.<br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-91176972907395913182024-01-04T21:21:00.003-03:002024-01-21T21:18:09.842-03:00Chave de Partida Eletromecânica 3.0<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs9nPyQZh-l57VjqT3uaqpsbkCAjnk6VsNJFRasZpdZUSmfZieu-PRMmiyNWHq0rytJXoOXMFuB8eBX7zwfNfvdJYyaaz90dppe93DT19oztRtTjg7gnQxq4ulQtBuhI-ORWYNiqA1DlYbc9sEH2Oxni1yi7ZE5Lyt8r-csKsJmMQGFnKJgX6mhxGOQA/s669/Captura%20de%20tela%20de%202024-01-04%2020-44-15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="429" data-original-width="669" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs9nPyQZh-l57VjqT3uaqpsbkCAjnk6VsNJFRasZpdZUSmfZieu-PRMmiyNWHq0rytJXoOXMFuB8eBX7zwfNfvdJYyaaz90dppe93DT19oztRtTjg7gnQxq4ulQtBuhI-ORWYNiqA1DlYbc9sEH2Oxni1yi7ZE5Lyt8r-csKsJmMQGFnKJgX6mhxGOQA/w400-h256/Captura%20de%20tela%20de%202024-01-04%2020-44-15.png" width="400" /></a></div><br /><p></p><p>Uso de fonte CC para alimentar o relé. Evita os transientes na partida e a elevação da tensão sobre o capacitor da constante de tempo.<br /></p><p>Uso de resistores para descarregar os capacitores, reduzindo o tempo entre partidas. </p><p>Pode ser usada em motores monofásicos e trifásicos alimentados com rede monofásica (neste caso o motor deve ser ligado em delta). <br /></p><p> <br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-87275952258267513182023-12-30T08:39:00.006-03:002024-01-04T21:26:38.977-03:00Volante Inercial Alternativo<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJTm2y2Jq3YEV4-Or20xX5OIdZ5B24ua7dPBmHuedf6Rk8YU6A9Rw2r1DECt6UbM7LR3XE1ftuN-VXdBdF96yh13QZyvGOQYgVZH5FVCclxwn5qAvO_Eo43qh70uxKUUJtnuNFo-hu4vobs3GrSgfqE6MeI-o6TH8K5VP7pVTelnl37kCb2LhqFJupTQ/s1544/volanteinercialalternativo.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJTm2y2Jq3YEV4-Or20xX5OIdZ5B24ua7dPBmHuedf6Rk8YU6A9Rw2r1DECt6UbM7LR3XE1ftuN-VXdBdF96yh13QZyvGOQYgVZH5FVCclxwn5qAvO_Eo43qh70uxKUUJtnuNFo-hu4vobs3GrSgfqE6MeI-o6TH8K5VP7pVTelnl37kCb2LhqFJupTQ/w400-h400/volanteinercialalternativo.jpeg" width="400" /></a></p><p>Uso de corrente de moto para aumentar a massa de uma roda.</p><p>O experimento em questão NÃO melhorou a eficiência da bicicleta, mas apresentou uma forma alternativa e modular para aumentar o momento de inércia de um aro.<br /></p><p> </p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-3533244512966864212023-11-22T02:47:00.001-03:002023-11-22T02:47:30.810-03:00Motor Assíncrono - Uma Só Bobina<div><p> O enrolamento de um motor assíncrono de 2 polos pode ser visto como uma única bobina que está segmentada em blocos de espiras.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLKQtmh_gNOIbtOarLvRVrB4gs7u-OPKcmGhuuH-t1gVjbvBa1qhl372IHByEURTYHKXJ3pn6rwZtyGCyh5kBPi0apxnNxtUbjM1_X09Dr8n309Sx9Ij-97I_1aZJlc6onKvPCb_bFdLRhFkODtCQMdCT9Grqqq38xZUfhBPXnu66DazxjfRYrd2kkBg/s3088/20231121_180653.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLKQtmh_gNOIbtOarLvRVrB4gs7u-OPKcmGhuuH-t1gVjbvBa1qhl372IHByEURTYHKXJ3pn6rwZtyGCyh5kBPi0apxnNxtUbjM1_X09Dr8n309Sx9Ij-97I_1aZJlc6onKvPCb_bFdLRhFkODtCQMdCT9Grqqq38xZUfhBPXnu66DazxjfRYrd2kkBg/w400-h400/20231121_180653.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigneiqma0c_dGkbl98CWAWs2zMpFmpXAEC1OcH45AXkHVt00D4WWt_QmKBSIhRfBsUBr3lO9VE1_UDUcbi69xkiuThZdUN9FJ_gJDtTm7_1WRvwStrD7xWOmeoQi5GlMfau1Ct62FRrDuu0R8MTQaWu2VZkWMvs07qVeRy5jC0ozQueM_-shFsJJxbRA/s3088/20231121_182822.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigneiqma0c_dGkbl98CWAWs2zMpFmpXAEC1OcH45AXkHVt00D4WWt_QmKBSIhRfBsUBr3lO9VE1_UDUcbi69xkiuThZdUN9FJ_gJDtTm7_1WRvwStrD7xWOmeoQi5GlMfau1Ct62FRrDuu0R8MTQaWu2VZkWMvs07qVeRy5jC0ozQueM_-shFsJJxbRA/w400-h400/20231121_182822.jpg" width="400" /></a></div><br /></div><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzhKtDj7bo9FXudx6-g4bTwYwnRxHUAufFjCrab0jCBu-l63rT__upGG9RsDERk5YiBFJI9GtwfFsTFbG6ViQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-67127085249219812502023-11-02T21:44:00.004-03:002023-11-05T03:26:26.070-03:00Código em Python para resolver a equação exponencial x ^ x = N<p> - O código abaixo encontra o valor de x para o valor de N fornecido.</p><p>- O script recebe também a quantidade de casas decimais, ou seja, a precisão desejada. Um bom valor para a precisão é o dobro de dígitos de N.<br /></p><p><br /></p><p>from mpmath import mp<br />import sys<br /><br />def find_base_closest_to_n(N, precision):<br /> mp.dps = precision + 1<br /> num_digits = len(N.replace('.', '').replace('-', ''))<br /> initial_guess = num_digits + 1<br /> #print(f"Valor1 Inicial {initial_guess}")<br /> while True:<br /> try:<br /> base = mp.findroot(lambda a: a**a - mp.mpf(N), initial_guess)<br /> break # Se a raiz foi encontrada, interrompe o loop<br /> except ValueError as e:<br /> initial_guess -= 1<br /> return base<br /><br />if __name__ == "__main__":<br /> if len(sys.argv) != 3:<br /> print("Forneça N e a Precisão como argumentos. Ex: python3 xelevadoaxigualancom50digitos.py 12345678901234567890123456789012345678901234567890 100")<br /> else:<br /> N = sys.argv[1]<br /> precision = int(sys.argv[2])<br /> result_base = find_base_closest_to_n(N, precision)<br /> print(f"A base igual ao expoente mais próxima de {N} com {precision} casas é {result_base}")<br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-10099709119277992552023-11-02T15:05:00.000-03:002023-11-02T15:05:04.514-03:00Bola Maciça Alternativa<p> - Feita a partir de uma mangueira plástica de 60 mm.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijZ8OanoJePZnauKJW2Tr9_luYuCbeNFEnDUSNfa2l5QJc9XxOXNr2-L20MCpPufNhHieoMwM0vyGm9n_6kD5-EXw_enjkae31MPHjWnVsQe5GsSqVYosN-O6h3zaueRifAeEOZ7VDn3eLiHmg3211-g3gSUishcMSG231bDIiYJy50Gps3MNcNM9-PA/s1544/WhatsApp%20Image%202023-11-02%20at%2014.33.22.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijZ8OanoJePZnauKJW2Tr9_luYuCbeNFEnDUSNfa2l5QJc9XxOXNr2-L20MCpPufNhHieoMwM0vyGm9n_6kD5-EXw_enjkae31MPHjWnVsQe5GsSqVYosN-O6h3zaueRifAeEOZ7VDn3eLiHmg3211-g3gSUishcMSG231bDIiYJy50Gps3MNcNM9-PA/w400-h400/WhatsApp%20Image%202023-11-02%20at%2014.33.22.jpeg" width="400" /></a></div><br /><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-55468711765168366272023-10-15T19:28:00.004-03:002023-11-22T02:55:30.976-03:00Pneu Maciço Alternativo 13<p> - Agora sem usar areia, apenas tarugos de PVC dentro do pneu.</p><p>- <span style="font-size: small;">A parte externa de cada peça de PVC tem 30 mm e a parte interna 25 mm. O cano é de 40 mm, para uso com água.</span></p><p><span style="font-size: small;"> - Pneu dianteiro 26 x 1.1 / 2 x 2 Pirelli 50 - 584; e</span></p><p><span style="font-size: small;">- Pneu traseiro 26 x 1.1/2 x 2 Levorin L.30.<br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO8yBjqT2VgcjrJ2YmAomRN78kxkJHSO-hqJaUfQgjwd7QqeQ9hxHGqAQX0LqTqHGYES5AktrHCGcRtcnFTFS8YWb4qdpUJdiY_4zmwhXQ5ILcMa5ixLJycMEobpl6AvJocfUm438fqOPAFWtmqt0-g5UKjALeen0X4DdfT2l483L0lrkLvtkBb4R_gg/s3088/20231015_100137.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO8yBjqT2VgcjrJ2YmAomRN78kxkJHSO-hqJaUfQgjwd7QqeQ9hxHGqAQX0LqTqHGYES5AktrHCGcRtcnFTFS8YWb4qdpUJdiY_4zmwhXQ5ILcMa5ixLJycMEobpl6AvJocfUm438fqOPAFWtmqt0-g5UKjALeen0X4DdfT2l483L0lrkLvtkBb4R_gg/w400-h400/20231015_100137.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWdTJWa0fxKCbN10AXAX114zEQylujr2cbVmT43R9kLx44KWt8tpTKM_EWJ9mkUMLJHEdo8p-r4e4RHLnB_24XrPsyED4VCEYLwvTbWrrL39VBbvOxPgxe3P5C57_Evlq-gUwV8JlTPyFH4JiNPBG-SU6k6BPx69danid6-23ESlaV4R6l2n3I7vBHCA/s3088/20231015_160600.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWdTJWa0fxKCbN10AXAX114zEQylujr2cbVmT43R9kLx44KWt8tpTKM_EWJ9mkUMLJHEdo8p-r4e4RHLnB_24XrPsyED4VCEYLwvTbWrrL39VBbvOxPgxe3P5C57_Evlq-gUwV8JlTPyFH4JiNPBG-SU6k6BPx69danid6-23ESlaV4R6l2n3I7vBHCA/w400-h400/20231015_160600.jpg" width="400" /></a></div><br /><p></p><p></p><div class="separator" style="clear: both; text-align: left;"></div><div class="separator" style="clear: both; text-align: left;"></div><div class="separator" style="clear: both; text-align: left;"></div><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxouO-HiUIngQI_6_AhPcDSmd8zQc3PO0zPw6CUHPk-xIhWA_mb_4NKHaPHG1frDRtPHox5p66jD5hyPalblA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7NoACMVZF5KSEx4DlMF9rlI0-62f6Fkr-VexI6USEy69v0eH1mzCD1T8CKJQFDA6ZvZUXU-Ep9IqdPIpI5hz3FHXhK61_tKB5xcJQLJXbRukS8z5c37vGKuERfv0i8Rc4NZaNCIzhBOp9bwMqelsJ80Ga49ZdT-Qfp-Fn1y0MppdJndsVqKJGedjMWg/s1544/pneumacicoversao13traseiro.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1544" data-original-width="1544" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7NoACMVZF5KSEx4DlMF9rlI0-62f6Fkr-VexI6USEy69v0eH1mzCD1T8CKJQFDA6ZvZUXU-Ep9IqdPIpI5hz3FHXhK61_tKB5xcJQLJXbRukS8z5c37vGKuERfv0i8Rc4NZaNCIzhBOp9bwMqelsJ80Ga49ZdT-Qfp-Fn1y0MppdJndsVqKJGedjMWg/w400-h400/pneumacicoversao13traseiro.jpg" width="400" /></a></div><br /><span style="font-size: small;"><br /></span><p></p><p><span style="font-size: small;"> </span><br /></p><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxm-vgR-D3l6sRBHlkCYvXjIgcIgQYnfkGiEFLusY2B0_zHoZEsgmnwjNjY8Jk7xut8MZ_DWl-r3I49lGGHAg' class='b-hbp-video b-uploaded' frameborder='0'></iframe> </div><div class="separator" style="clear: both; text-align: left;">- Não usar PVC ressecado, facilmente falhará:</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic7b7pEqcQoFHBxBurlG01o7mLVBEk9cfLSkywKKqCnMD7QeRKcSBO3rJNaJFqzquQtIhSRgPeLQCeu2Xya9RF_C-KAi0k-Cg3bccfwMP1jENv-hw5qjJ3mkvyMsQYjOUHAl_LPsXwFCNGOiKR94pROntxQLf-jGdka9zY-S0HMLaKwlae9qme7mhcaA/s3088/20231121_111232.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic7b7pEqcQoFHBxBurlG01o7mLVBEk9cfLSkywKKqCnMD7QeRKcSBO3rJNaJFqzquQtIhSRgPeLQCeu2Xya9RF_C-KAi0k-Cg3bccfwMP1jENv-hw5qjJ3mkvyMsQYjOUHAl_LPsXwFCNGOiKR94pROntxQLf-jGdka9zY-S0HMLaKwlae9qme7mhcaA/s320/20231121_111232.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><br /></div>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-75559212528962125632023-10-07T09:09:00.003-03:002023-10-07T09:09:39.499-03:00Pneu Maciço Alternativo 12<p> Agora sem uso de PVC, apenas areia no interior da câmara.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2KHg5ssfdaTg2xciPgKqTNq-A3VgINss7P35T6Unn3cA5UxT8NGMzghbWgJ4sN050YptV4bhDmAV-wVg8St8pP2XQjHszBqfzV6bcvIzWsAgr43k6AmX1ntZzzOhZsnLjHOh-fciASXt45ncS2JZAAiSQx-vh1BW-zrAm1CGdF5kxoDtqHG-vYO5_mA/s3088/20231006_135859.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2KHg5ssfdaTg2xciPgKqTNq-A3VgINss7P35T6Unn3cA5UxT8NGMzghbWgJ4sN050YptV4bhDmAV-wVg8St8pP2XQjHszBqfzV6bcvIzWsAgr43k6AmX1ntZzzOhZsnLjHOh-fciASXt45ncS2JZAAiSQx-vh1BW-zrAm1CGdF5kxoDtqHG-vYO5_mA/w400-h400/20231006_135859.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBIklXtZNxKSVjdPLkdezqvwSq3Kh05li6CT0JmgOc3dC4n-CxpNYutSi2SU8qMqZR5fBCZ60MNLqCaqBlLisu1EBD48ajbt1Pz0wZGxmnQl4oRjvjjTwZYMnrvOwAKH_mg-SYhIFu3coy7V_bQZVeTSZUE6pnIJ4HN9Q06BZiJ1lFsK7SWixAwbrt9Q/s3088/20231006_162059.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBIklXtZNxKSVjdPLkdezqvwSq3Kh05li6CT0JmgOc3dC4n-CxpNYutSi2SU8qMqZR5fBCZ60MNLqCaqBlLisu1EBD48ajbt1Pz0wZGxmnQl4oRjvjjTwZYMnrvOwAKH_mg-SYhIFu3coy7V_bQZVeTSZUE6pnIJ4HN9Q06BZiJ1lFsK7SWixAwbrt9Q/w400-h400/20231006_162059.jpg" width="400" /></a></div><br /><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-2675367996443971082023-10-07T09:02:00.003-03:002023-10-07T09:02:36.158-03:00Cabide de Ferramentas <p>Ferramentas para a área externa da casa.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrr7NWxDN90PBQpsfvhqnqmf4A7Sxxt2TV_G19jNsP4hi7YKDBQ4AipncWHu22AEfAtRcmsNYYWae1wc6LInoCD_Xn6397YYoRS1wThAnOXIwIuN8Z9RL02Pi0qUsUB-CG9vf75tDxtZVmSL9F5MIqu9kWm41-sHRlqLll_hVFFyVBT5gVqGZuUGJf2Q/s3088/20231006_130857.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3088" data-original-width="3088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrr7NWxDN90PBQpsfvhqnqmf4A7Sxxt2TV_G19jNsP4hi7YKDBQ4AipncWHu22AEfAtRcmsNYYWae1wc6LInoCD_Xn6397YYoRS1wThAnOXIwIuN8Z9RL02Pi0qUsUB-CG9vf75tDxtZVmSL9F5MIqu9kWm41-sHRlqLll_hVFFyVBT5gVqGZuUGJf2Q/w400-h400/20231006_130857.jpg" width="400" /></a></div><br /><p><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-87639457299015104282023-10-01T14:14:00.003-03:002023-10-01T14:14:33.819-03:00Inversor Trifásico Mínimo - Histórico<p></p><p></p><p></p><p></p><p>Coleção de fotos com a evolução deste oscilador trifásico desenvolvido a partir de 2008. <br /></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKlPhmYZteZizQrktmIgWYnIanVGFgNCUZuTe6lI0BDWPEPx3zRyLmxwkkXk1BCit6sMHWOOT-l_nazx3hcdiRkknyf_-VaWS1blUHo42Jdi_2H2YJdnfEh6w6Ih7i2W0MNf-7gq9AEIrSWxVRjd87jyfKwZE3c2bL4IfGVlqQg1DuduEhNtUXjCkjcQ/s760/inversor%20trifasico1.png.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="548" data-original-width="760" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKlPhmYZteZizQrktmIgWYnIanVGFgNCUZuTe6lI0BDWPEPx3zRyLmxwkkXk1BCit6sMHWOOT-l_nazx3hcdiRkknyf_-VaWS1blUHo42Jdi_2H2YJdnfEh6w6Ih7i2W0MNf-7gq9AEIrSWxVRjd87jyfKwZE3c2bL4IfGVlqQg1DuduEhNtUXjCkjcQ/s320/inversor%20trifasico1.png.jpg" width="320" /></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGz8_UQkuUv7Q51kpacSCb3f4Td4n3LGTnm5gKmAONCA9RZ3K96gMCCpmSOWUq_3RKLfYnaP4EaKrxxgi9KGkhaAuXhAWcUxH5c3id5SLMJxwFeyoPk0v9RzG2bB8u1mF2ZwvF71n6T5WE7lAfyqpughlcWZ4qBrK-baBD6YkQxipFJTb7iu1FGD76qw/s760/inversor%20trifasico1p1.png.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="548" data-original-width="760" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGz8_UQkuUv7Q51kpacSCb3f4Td4n3LGTnm5gKmAONCA9RZ3K96gMCCpmSOWUq_3RKLfYnaP4EaKrxxgi9KGkhaAuXhAWcUxH5c3id5SLMJxwFeyoPk0v9RzG2bB8u1mF2ZwvF71n6T5WE7lAfyqpughlcWZ4qBrK-baBD6YkQxipFJTb7iu1FGD76qw/s320/inversor%20trifasico1p1.png.jpg" width="320" /></a></div><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW1ReWUisDOUiuNegU8bgPbJK27WTPGfjWXNZzKjQS8an-KgRFqeDAmfKtBqUrpyiUN3zp6e8RORG2CSfiW5zQJNK_TaDT7dLbz9MB8gtb0-jy3yvCFhvauaOwXgwBqqfjJTkGsWpSoR6TLxDYnb7_2EBwDuYACYFchN8Qljqvp1bKp318VIN7J3FpiQ/s760/inversor%20trifasico1p2.png.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="548" data-original-width="760" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW1ReWUisDOUiuNegU8bgPbJK27WTPGfjWXNZzKjQS8an-KgRFqeDAmfKtBqUrpyiUN3zp6e8RORG2CSfiW5zQJNK_TaDT7dLbz9MB8gtb0-jy3yvCFhvauaOwXgwBqqfjJTkGsWpSoR6TLxDYnb7_2EBwDuYACYFchN8Qljqvp1bKp318VIN7J3FpiQ/s320/inversor%20trifasico1p2.png.jpg" width="320" /></a> </p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIUYB3SQHm9ncZMKxUBsI2u0fyvzH2g5RxJe0bAjSn8BdS1X-CrmznuTswQpUaL8iObqbGjlN3ciX50TyNkE9MJ5pZH9LNZ3wgTN2O_HDdqtdLbmXfcxn9ghubKRtBYDCFaqUQfgO_WEcX7iilzcxF7Z7bwYmVlis_c-ppyfIYDoWM4_82ylUCrt9TZQ/s760/inversor%20trifasico1p3.png.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="548" data-original-width="760" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIUYB3SQHm9ncZMKxUBsI2u0fyvzH2g5RxJe0bAjSn8BdS1X-CrmznuTswQpUaL8iObqbGjlN3ciX50TyNkE9MJ5pZH9LNZ3wgTN2O_HDdqtdLbmXfcxn9ghubKRtBYDCFaqUQfgO_WEcX7iilzcxF7Z7bwYmVlis_c-ppyfIYDoWM4_82ylUCrt9TZQ/s320/inversor%20trifasico1p3.png.jpg" width="320" /></a> <br /></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgODMXiX5gkiXzHEukM6_Ae0Gg37JGjMQdNsl-X17qSqZ53b1ksEpTsru6oJ6LMtNd4TkfGxPmyj4k2JJblE8BeT_1CDW4amlbxPwK-F1ZbEYf3JdEjT8YYTMu9hfjfX6H1IYYzD-KMFJSwQ82n1ZIi50J_tmP02g10A7Sfz7BPMBar0N7QFdHITMVLxw/s760/inversor%20trifasico1p4.png.jpg" style="clear: left; 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Veja o vídeo abaixo:</p><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwmhsdrp1WP7DINBvpIHCfMeivo9Rwp4qIQRUlF8PQPICdcYQbdiLkU_zbvKXGhEPetilrKIu6LJDtUr2bqCg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><div><p><br /></p><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAZ973wf-Grx7To8Tu5OCQyKAyMpGQdktH0aYOh4HDknKaOfG5LI-LtGVCyjreldQtWtPTaOv868zskbtLAEZqr6v-LcKj-IxW4GugWRfzourtfsi7O8EMirQ_0XDHyagl_KPd6Yfqa7ooHxK8othyphenhyphenzgBjvH9ay6MNuPf3kc8C_XkCm56GV1BDWXaglA/s800/visao_geral.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="240" 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" width="653" /> <br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-5811907103276841862023-09-21T10:20:00.001-03:002023-09-21T10:29:38.381-03:00Oscilador Trifásico com Variação de Frequência por Tensão<p> </p><p><img alt="" height="328" 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" width="400" /> <br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-80396674556349597522023-09-06T17:16:00.003-03:002023-09-06T17:51:28.308-03:00Dicas Sobre Vetores (Arrays) no OpenScad<p>- Copie e cole o texto abaixo no editor do OpenScad para melhor entender o assunto. <br /></p><p> a=[]; // Declara "a" como um vetor vazio<br />//<br />for (i=[0:9]) { a=a[i]; } //Acusa warning porque sobrescreveu o objeto "a".<br />//<br />for (i=[0:9]) { echo ("====>",str(a[i])); } //Lista "a" item a item no Console.<br />echo ("Todos itens de a =", str(a)); //Lista todos os itens de "a" no Console.<br />//<br />a = [ for (i = [0:9]) [i*2,i*2] ];<br />echo ("Valores duplicados de a =", str(a)); //Lista todos os itens de "a" no Console. <br />//<br />//Acusa warning porque torna a sobrescrever o objeto "a", mas atualizou também os valores de "a" na linha 5. Vale o momento de geração da árvore de compilação CSG. Ou seja, o fonte do OpenScad é compilado e não interpretado linha a linha.<br />//<br />// Como gerar um vetor via loop for com número n de iterações <br />//<br />a = [ for (a = [0 : 1 : 180]) [ 20 * cos(a), 20 * sin(a) ] ];<br />echo ("Valores de \"a\" reais =", str(a)); //Lista todos os itens de "a" no Console.<br />//<br />//Vale sempre o valor da última atribuição.<br />polygon(a);<br /><br />/*<br />Avaliação das informações acima pelo ChatGPT<br /><br />O código e os comentários que você forneceu são úteis para entender como o OpenSCAD lida com variáveis e atribuições. Aqui estão algumas observações importantes que podem ser extraídas desses exemplos:<br /><br />1. Sobrescrita de Variáveis: O OpenSCAD permite que você declare variáveis e as sobrescreva. No entanto, é importante notar que sobrescrever uma variável pode causar perda de dados, como ilustrado na primeira iteração do loop onde a é sobrescrito com um valor numérico, resultando em um vetor vazio.<br /><br />2. Impressão de Variáveis: Você pode usar a função echo para imprimir o valor das variáveis no console. Isso é útil para depuração e visualização dos dados.<br /><br />3. Compilação vs. Interpretação: Como mencionado nos comentários, o OpenSCAD compila o código em uma árvore de compilação CSG (Computational Solid Geometry) antes de renderizar o modelo. Portanto, a ordem de execução das operações pode não ser estritamente linear como em uma linguagem interpretada.<br /><br />4. Criação de Vetores: O OpenSCAD permite criar vetores (arrays) de várias maneiras, incluindo a utilização de loops, como no exemplo em que um vetor a é preenchido com valores calculados em um loop.<br /><br />5. Última Atribuição Prevalece: Quando uma variável é atribuída várias vezes, o valor atribuído por último prevalece. Por exemplo, no último exemplo, a é sobrescrito com um vetor calculado no loop for, e esse valor é usado na criação do polígono.<br /><br />Esses conceitos são importantes para entender como o OpenSCAD funciona e como você pode manipular variáveis e dados em seus modelos. O OpenSCAD é uma linguagem de modelagem paramétrica e, portanto, é útil compreender como as atribuições e operações afetam o resultado final do modelo. Seu exemplo também demonstra como você pode criar vetores usando loops, o que pode ser útil para gerar geometria de forma programática.<br /><br />*/<br /><br /><br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-39803991513826574662023-08-30T10:31:00.006-03:002023-08-31T09:37:29.333-03:00Coordenadas dos Vértices do Icosaedro Truncado<p>- Este código em python gera as coordenadas dos vértices de um icosaedro truncado (não regular).<br /></p><p>- Um icosaedro truncado regular possui 90 arestas, 60 vértices e 32 faces, sendo 12 pentágonos e 20 hexágonos.</p><p>import numpy as np<br /><br />def format_coordinate(value):<br /> rounded_value = round(value, 1)<br /> if rounded_value.is_integer():<br /> return str(int(rounded_value))<br /> else:<br /> return str(rounded_value)<br /><br /># Definindo os pontos de referência para um icosaedro<br />phi = (1 + np.sqrt(5)) / 2<br /><br />icosahedron_vertices = np.array([<br /> [0, 1, phi],<br /> [0, 1, -phi],<br /> [0, -1, phi],<br /> [0, -1, -phi],<br /> [1, phi, 0],<br /> [1, -phi, 0],<br /> [-1, phi, 0],<br /> [-1, -phi, 0],<br /> [phi, 0, 1],<br /> [phi, 0, -1],<br /> [-phi, 0, 1],<br /> [-phi, 0, -1]<br />])<br /><br /># Definindo a matriz de truncamento<br />truncation_matrix = np.array([<br /> [1, 0, 1],<br /> [0, 1, 1],<br /> [-1, 0, 1],<br /> [0, -1, 1],<br /> [1, 1, 0],<br /> [-1, 1, 0],<br /> [1, -1, 0],<br /> [-1, -1, 0],<br /> [1, 0, -1],<br /> [0, 1, -1],<br /> [-1, 0, -1],<br /> [0, -1, -1]<br />])<br /><br /># Calculando o centro do icosaedro truncado<br />center = np.mean(icosahedron_vertices, axis=0)<br /><br /># Calculando as coordenadas dos vértices dos pentágonos<br />unique_vertices = []<br /><br />for i in range(12):<br /> pentagon_vertices = icosahedron_vertices + truncation_matrix[i]<br /> pentagon_vertices_center = np.mean(pentagon_vertices, axis=0)<br /> pentagon_vertices = [<br /> vertex for vertex in pentagon_vertices if <br /> np.count_nonzero(vertex == 0) != 2 and <br /> not (np.all(vertex > 0) and np.all(vertex < 1)) and <br /> not np.all((np.abs(vertex[0]) > 0 and np.abs(vertex[0]) < 1) or<br /> (np.abs(vertex[1]) > 0 and np.abs(vertex[1]) < 1) or<br /> (np.abs(vertex[2]) > 0 and np.abs(vertex[2]) < 1))<br /> ]<br /> pentagon_vertices = np.unique(pentagon_vertices, axis=0)<br /> unique_vertices.extend(pentagon_vertices)<br /><br /># Convertendo para um array numpy para eliminar duplicatas<br />unique_vertices = np.array(unique_vertices)<br /><br /># Calculando as distâncias entre os vértices e o centro<br />distances_to_center = np.linalg.norm(unique_vertices - center, axis=1)<br /><br /># Encontrando a distância máxima entre os vértices dos pentágonos<br />max_distance_pentagon = np.max(np.linalg.norm(icosahedron_vertices, axis=1))<br /><br /># Eliminando os vértices mais próximos do centro do que qualquer vértice dos pentágonos<br />filtered_vertices = unique_vertices[distances_to_center > max_distance_pentagon]<br /><br /># Imprimindo as coordenadas dos vértices formatadas com duas vírgulas entre cada valor<br />for i, vertex in enumerate(filtered_vertices):<br /> formatted_coords = [format_coordinate(coord) for coord in vertex]<br /> formatted_coords_str = ', '.join(formatted_coords)<br /> #print(f"Vértice {i + 1}: [{formatted_coords_str}]")<br /> print(f"translate ([{formatted_coords_str}]) pnt(0.1);")<br /> <br /></p><p>-Para visualizar a forma aproximada deste sólido geométrico no OpenScad use o código abaixo:</p><p><br /><br /><br />IcosaedroVertices = [<br /> [10, -10, 26], //0<br />[10, 10, 26], //1<br />[0, 20, 26], //2<br />[-10, 10, 26], //3<br />[-10, -10, 26], //4<br />[0, -20, 26], //5<br /><br />[26, -10, -10], //6<br />[26, -10, 10], //7<br />[26, 0, 20], //8<br />[26, 10, -10], //10<br />[26, 10, 10], //9<br />[26, 0, -20], //11<br /><br />[10, -10, -26], //12<br />[10, 10, -26], //13<br />[0, 20, -26], //14<br />[-10, -10, -26], //16<br />[-10, 10, -26], //15<br />[0, -20, -26], //17<br /><br />[-26, -10, -10], //18<br />[-26, -10, 10], //19<br />[-26, 0, 20], //20<br />[-26, 10, -10], //22<br />[-26, 10, 10], //21<br />[-26, 0, -20], //23<br /><br />[-20, -26, 0], //24<br />[-10, -26, 10], //25<br />[10, -26, 10], //26<br />[20, -26, 0], //27<br />[10, -26, -10], //28<br />[-10, -26, -10], //29<br /><br />[20, 26, 0], //30<br />[10, 26, 10], //31<br />[-10, 26, 10], //33<br />[-20, 26, 0], //32<br />[-10, 26, -10], //34<br />[10, 26, -10], //35<br /><br />/*[-20, 16, 10], //36 triângulos internos<br />[-10, 20, 16], //37<br />[-16, 10, 20], //38<br /><br />[20, -16, 10], //39<br />[10, -20, 16], //40<br />[16, -10, 20], //41<br /><br />[20, 16, -10], //42<br />[10, 20, -16], //43<br />[16, 10, -20], //44<br /><br />[20, 16, 10], //45<br />[10, 20, 16], //46<br />[16, 10, 20], //47<br /><br />[-20, -16, 10], //48<br />[-10, -20, 16], //49<br />[-16, -10, 20], //50<br /><br />[20, -16, -10], //51<br />[10, -20, -16], //52<br />[16, -10, -20], //53<br /><br />[-20, -16, -10], //54<br />[-10, -20, -16], //55<br />[-16, -10, -20], //56<br /><br />[-20, 16, -10], //57<br />[-10, 20, -16], //58<br />[-16, 10, -20]]; //59 */<br />];<br /> <br /> IcosaedroFaces = [<br /> [0,1,2,3,4,5], // hexágonos centrais<br /> [6,7,8,10,9,11], <br /> [12,13,14,16,15,17],<br /> [18,19,20,22,21,23], <br /> [24,25,26,27,28,29], <br /> [31,32,33,34,35,30],<br /> /* [36,37,38], // triângulos internos<br /> [39,40,41],<br /> [42,43,44],<br /> [45,46,47],<br /> [48,49,50],<br /> [51,52,53],<br /> [54,55,56],<br /> [57,58,59],<br /> [2,37,46],<br /> [5,40,49],<br /> [14,43,58],<br /> [17,52,55],<br /> [24,48,54],<br /> [27,39,51],<br /> [11,44,53],<br /> [23,56,59],<br /> [8,41,47],<br /> [20,50,38],<br /> [30,42,45],<br /> [33,36,57]];*/<br /> [2,31,32], // triângulos externos<br /> [5,25,26],<br /> [8,0,1],<br /> [11,12,13],<br /> [14,34,35],<br /> [17,28,29],<br /> [20,3,4],<br /> [23,15,16],<br /> [24,18,19],<br /> [27,6,7],<br /> [30,9,10],<br /> [33,21,22],<br /> [2,33,20], // hexágonos laterais abertos<br /> [2,30,8],<br /> [5,8,27],<br /> [5,20,24],<br /> [11,14,30],<br /> [11,17,27],<br /> [17,23,24],<br /> [14,23,33],<br /> //[5,26,27,7,20,4],<br /> ];<br /> <br />polyhedron( IcosaedroVertices, IcosaedroFaces );<br />color ("blue") {<br />translate ([10, -10, 26]) linear_extrude(8) text("0", 5); //0<br />translate ([10, 10, 26]) linear_extrude(8) text("1", 5); //1<br />translate ([0, 20, 26]) linear_extrude(8) text("2", 5); //2<br />translate ([-10, 10, 26]) linear_extrude(8) text("3", 5); //3<br />translate ([-10, -10, 26]) linear_extrude(8) text("4", 5); //4<br />translate ([0, -20, 26]) linear_extrude(8) text("5", 5); //5<br /><br />translate ([26, -10, -10]) linear_extrude(8) text("6", 5); //6<br />translate ([26, -10, 10]) linear_extrude(8) text("7", 5); //7<br />translate ([26, 0, 20]) linear_extrude(8) text("8", 5); //8<br />translate ([26, 10, -10]) linear_extrude(8) text("10", 5); //10<br />translate ([26, 10, 10]) linear_extrude(8) text("9", 5); //9<br />translate ([26, 0, -20]) linear_extrude(8) text("11", 5); //11<br /><br />translate ([10, -10, -26]) linear_extrude(8) text("12", 5); //12<br />translate ([10, 10, -26]) linear_extrude(8) text("13", 5); //13<br />translate ([0, 20, -26]) linear_extrude(8) text("14", 5); //14<br />translate ([-10, -10, -26]) linear_extrude(8) text("16", 5); //16<br />translate ([-10, 10, -26]) linear_extrude(8) text("15", 5); //15<br />translate ([0, -20, -26]) linear_extrude(12) text("17", 8); //17<br /><br />translate ([-26, -10, -10]) linear_extrude(8) text("18", 5); //18<br />translate ([-26, -10, 10]) linear_extrude(8) text("19", 5); //19<br />translate ([-26, 0, 20]) linear_extrude(8) text("20", 5); //20<br />translate ([-26, 10, -10]) linear_extrude(8) text("22", 5); //22<br />translate ([-26, 10, 10]) linear_extrude(8) text("21", 5); //21<br />translate ([-26, 0, -20]) linear_extrude(12) text("23", 8); //23<br /><br />translate ([-20, -26, 0]) linear_extrude(8) text("24", 5); //24<br />translate ([-10, -26, 10]) linear_extrude(8) text("25", 5); //25<br />translate ([10, -26, 10]) linear_extrude(8) text("26", 5); //26<br />translate ([20, -26, 0]) linear_extrude(8) text("27", 5); //27<br />translate ([10, -26, -10]) linear_extrude(8) text("28", 5); //28<br />translate ([-10, -26, -10]) linear_extrude(8) text("29", 5); //29<br /><br />translate ([20, 26, 0]) linear_extrude(8) text("30", 5); //30<br />translate ([10, 26, 10]) linear_extrude(8) text("31", 5); //31<br />translate ([-10, 26, 10]) linear_extrude(8) text("32", 5); //32<br />translate ([-20, 26, 0]) linear_extrude(8) text("33", 5); //33<br />translate ([-10, 26, -10]) linear_extrude(8) text("34", 5); //34<br />translate ([10, 26, -10]) linear_extrude(8) text("35", 5); //35<br />}<br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0tag:blogger.com,1999:blog-6031465225299666043.post-76644205145772353232023-08-24T08:28:00.000-03:002023-08-24T08:28:13.235-03:00Controle Liga/Desliga para CAPS, NUM e SCROLL<p>- A ideia é usar uma placa de teclado USB como interface alternativa para se criar 3 chaves liga/desliga controladas via computador.<br /></p><p>- Segue abaixo um tutorial de produção do programa e o código fonte.</p><p>- Passo a passo para implementar e testar o código que permite ligar e desligar os LEDs Caps Lock, Num Lock e Scroll Lock usando um teclado padrão no Linux.<br /></p><p><strong>Passo 1: Instalar Dependências</strong></p><p>Garanta que as dependências corretas estejam instaladas. O pacote <code>libevdev-dev</code> é necessário para acessar os LEDs via sysfs.</p><p>Para instalar o pacote <code>libevdev-dev</code> no Ubuntu, você pode usar o seguinte comando:</p><pre><div class="bg-black rounded-md mb-4"><div class="flex items-center relative text-gray-200 bg-gray-800 px-4 py-2 text-xs font-sans justify-between rounded-t-md"><span>bash</span></div></div></pre><pre><div class="bg-black rounded-md mb-4"><div class="p-4 overflow-y-auto"><code class="!whitespace-pre hljs language-bash">sudo apt update
sudo apt install libevdev-dev
</code></div></div></pre><p><strong>Passo 2: Criar o Código</strong></p><p>Crie um novo arquivo de código-fonte chamado <code>ligadesliga_leds.c</code> e cole o código C fornecido anteriormente no arquivo.</p><p><strong>Passo 3: Compilar o Código</strong></p><p>Abra um terminal e navegue até o diretório onde você criou o arquivo <code>ligadesliga_leds.c</code>. Em seguida, execute o seguinte comando para compilar o código:</p><pre><div class="bg-black rounded-md mb-4"><div class="flex items-center relative text-gray-200 bg-gray-800 px-4 py-2 text-xs font-sans justify-between rounded-t-md"><span>bash</span></div></div></pre><pre><div class="bg-black rounded-md mb-4"><div class="p-4 overflow-y-auto"><code class="!whitespace-pre hljs language-bash">sudo gcc -o </code><code>ligadesliga_leds</code><code class="!whitespace-pre hljs language-bash"> </code><code>ligadesliga_leds.c</code><code class="!whitespace-pre hljs language-bash"> -levdev
</code></div></div></pre><p>Isso compilará o código e gerará um executável chamado <code>ligadesliga_leds</code>.</p><p><strong>Passo 4: Executar o Programa</strong></p><p>Agora, você pode executar o programa usando o comando <code>sudo</code> para garantir que tenha as permissões necessárias para acessar os LEDs:</p><pre><div class="bg-black rounded-md mb-4"><div class="flex items-center relative text-gray-200 bg-gray-800 px-4 py-2 text-xs font-sans justify-between rounded-t-md"><span>bash</span></div></div></pre><pre><div class="bg-black rounded-md mb-4"><div class="p-4 overflow-y-auto"><code class="!whitespace-pre hljs language-bash">sudo ./</code><code>ligadesliga_leds</code><code class="!whitespace-pre hljs language-bash">
</code></div></div></pre><p><strong>Passo 5: Testar o Programa</strong></p><p>Após executar o programa, ele exibirá instruções no terminal. Pressione as teclas 'c', 'n' ou 's' para alternar o brilho dos LEDs Caps Lock, Num Lock e Scroll Lock, respectivamente. Pressione 'x' para sair do programa.</p><p>Lembre-se de que a capacidade de controlar os LEDs Caps Lock, Num Lock e Scroll Lock depende do seu hardware e do suporte do sistema operacional. Pode haver variações entre sistemas e distribuições Linux.</p><p> </p><p><b>CÓDIGO FONTE DO PROGRAMA</b></p><p>#include <stdio.h><br />#include <stdlib.h><br />#include <termios.h><br />#include <unistd.h><br /><br />#define CAPSLOCK_PATH "/sys/class/leds/input4::capslock/brightness"<br />#define NUMLOCK_PATH "/sys/class/leds/input4::numlock/brightness"<br />#define SCROLLLOCK_PATH "/sys/class/leds/input4::scrolllock/brightness"<br /><br />int main() {<br /> struct termios old_settings, new_settings;<br /> char input;<br /><br /> tcgetattr(STDIN_FILENO, &old_settings);<br /> new_settings = old_settings;<br /> new_settings.c_lflag &= ~(ICANON | ECHO);<br /> tcsetattr(STDIN_FILENO, TCSANOW, &new_settings);<br /><br /> printf("Pressione 'c' para alternar o LED Caps Lock.\n");<br /> printf("Pressione 'n' para alternar o LED Num Lock.\n");<br /> printf("Pressione 's' para alternar o LED Scroll Lock.\n");<br /> printf("Pressione 'x' para sair.\n");<br /><br /> while (1) {<br /> input = getchar();<br /> if (input == 'x') {<br /> break;<br /> } else if (input == 'c') {<br /> FILE* capslock_file = fopen(CAPSLOCK_PATH, "r+");<br /> if (capslock_file) {<br /> char value;<br /> fscanf(capslock_file, "%c", &value);<br /> fseek(capslock_file, 0, SEEK_SET);<br /> fprintf(capslock_file, "%c", (value == '0') ? '1' : '0');<br /> fclose(capslock_file);<br /> }<br /> } else if (input == 'n') {<br /> FILE* numlock_file = fopen(NUMLOCK_PATH, "r+");<br /> if (numlock_file) {<br /> char value;<br /> fscanf(numlock_file, "%c", &value);<br /> fseek(numlock_file, 0, SEEK_SET);<br /> fprintf(numlock_file, "%c", (value == '0') ? '1' : '0');<br /> fclose(numlock_file);<br /> }<br /> } else if (input == 's') {<br /> FILE* scrolllock_file = fopen(SCROLLLOCK_PATH, "r+");<br /> if (scrolllock_file) {<br /> char value;<br /> fscanf(scrolllock_file, "%c", &value);<br /> fseek(scrolllock_file, 0, SEEK_SET);<br /> fprintf(scrolllock_file, "%c", (value == '0') ? '1' : '0');<br /> fclose(scrolllock_file);<br /> }<br /> }<br /> }<br /><br /> tcsetattr(STDIN_FILENO, TCSANOW, &old_settings);<br /> return 0;<br />}<br /><br /></p><p> <br /></p>Tipoalgohttp://www.blogger.com/profile/16034918057857082712noreply@blogger.com0