240 lines
57 KiB
Plaintext
Executable File
240 lines
57 KiB
Plaintext
Executable File
|
||
# Capítulo 1: geração alpha versus geração millennials {.unnumbered .hidden}
|
||
|
||
```{=html}
|
||
|
||
<script src="scripts/pintarTela.js"></script>
|
||
|
||
<div id="conteudo-capitulo">
|
||
|
||
<h1 class="cap_titulo">Capítulo 1</h1>
|
||
|
||
<h1 id="titulo">Geração alpha <br /> versus <br/> geração millennials</h1>
|
||
|
||
<img id="silhueta" src="img/silhouette-3148600_1280_pixabay_mohamed_hassan.png" alt="Silhueta de uma mulher de costas no chão e pernas pro ar segurando uma criança com os joelhos e as mãos">
|
||
<p class="unidade" id="1P1" title="1P1"> Os meus pais são muito amigos dos pais da Júlia desde quando eram crianças. Então, nos finais de semana, sempre vamos um na casa do outro. A Júlia e eu temos a mesma idade, mas ela é dois meses mais velha que eu.</p>
|
||
<p class="unidade" id="1P2" title="1P2"> Nossas mães se conheceram quando crianças e ficaram muito amigas. De tão amigas, engravidaram quase na mesma época. A mãe da Júlia, a tia Letícia, descobriu primeiro o gênero do bebê. </p>
|
||
|
||
<img id="ampulheta" src="img/Ampulheta-de-Antonio-Gloria-sketchfab-user.png" alt="Ampulheta">
|
||
|
||
<p style="text-align: center; margin: 50px 0;" class="unidade" id="1P3" title="1P3"><em>___Abril de 2010___</em></p>
|
||
<p class="unidade" id="1P4" title="1P4">– É uma menina! Ela se chamará Júlia.</p>
|
||
<p class="unidade" id="1P5" title="1P5">Disse a tia Letícia para minha mãe. </p>
|
||
<p class="unidade" id="1P6" title="1P6">– Sério? Que legal! Eu estou ansiosa para saber o gênero do meu bebê.</p>
|
||
<p class="unidade" id="1P7" title="1P7">Respondeu minha mãe.</p>
|
||
<p class="unidade" id="1P8" title="1P8"> – Imagina se é uma menina também?! Elas serão melhores amigas, assim como nós.</p>
|
||
<p class="unidade" id="1P9" title="1P9">Dois meses depois, mamãe descobriu que eu era um menino. Correu contar para meu pai e depois para a tia Letícia.</p>
|
||
<p class="unidade" id="1P10" title="1P10">– Letícia, o bebê é menin...</p>
|
||
<p class="unidade" id="1P11" title="1P11">– Me conta, estou curiosa. </p>
|
||
<p class="unidade" id="1P12" title="1P12">– Será um lindo e admirável menino. </p>
|
||
<p class="unidade" id="1P13" title="1P13">Talvez minha mãe não tenha dito exatamente assim, mas como eu que estou contando essa história, foi como eu imaginei. Já que sou lindo mesmo!</p>
|
||
<p class="unidade" id="1P14" title="1P14">Então, tia Letícia logo disse:</p>
|
||
<p class="unidade" id="1P15" title="1P15">– Será incrível! Eles serão grandes amigos do mesmo jeito.</p>
|
||
<p style="text-align: center; margin: 50px 0;" class="unidade" id="1P16" title="1P16"><em>___Fevereiro de 2021___</em></p>
|
||
<p class="unidade" id="1P17" title="1P17">A tia Letícia acertou em cheio. Eu e a Júlia somos muito amigos e jogamos on-line todos os dias. Nosso jogo favorito é “Meia no espaço”; é um jogo de ação e sobrevivência em vários mundos; completamos missões e podemos ajudar as pessoas do jogo construindo casas.</p>
|
||
<p class="unidade" id="1P18" title="1P18">Nossos pais não são muito a favor de jogarmos todos os dias. Acham que ficaremos “viciados” em tecnologia e não prestaremos atenção na vida de verdade. Final de semana passado, no almoço de domingo na minha casa, meu pai e o pai da Júlia estavam conversando sobre o que eles poderiam fazer para diminuir o tempo “das crianças na tela”.</p>
|
||
<p class="unidade" id="1P19" title="1P19">Meu pai começou a lembrar de sua época de criança, quando construía carrinhos de rolimã e saía pelas ruas do bairro com seus amigos. Foi quando ele disse:</p>
|
||
<p class="unidade" id="1P20" title="1P20">– Que tal propormos uma gincana para eles?</p>
|
||
<p class="unidade" id="1P21" title="1P21">– Ótima ideia!</p>
|
||
<p class="unidade" id="1P22" title="1P22">Então, meu pai chamou a gente até a sala para sugerir a ideia. </p>
|
||
<p class="unidade" id="1P23" title="1P23">– Filho, percebemos que vocês dois estão muito conectados com outros mundos, então tivemos uma ideia de fazer uma gincana para vocês terem contato com as brincadeiras antigas.</p>
|
||
<p class="unidade" id="1P24" title="1P24">O pai da Júlia complementou:</p>
|
||
<p class="unidade" id="1P25" title="1P25">– Vai ter carrinho de rolimã, queimada e pula corda. Será vocês dois contra nós dois. Filhos contra pais. </p>
|
||
<p class="unidade" id="1P26" title="1P26">A Júlia e eu conversamos e dissemos juntos:</p>
|
||
<p class="unidade" id="1P27" title="1P27">– Aceitamos se vocês jogarem um jogo on-line contra a gente.</p>
|
||
<p class="unidade" id="1P28" title="1P28">Nossos pais toparam. Fiquei bem convencido da nossa vitória, então sussurrei para a Júlia:</p>
|
||
<p class="unidade" id="1P29" title="1P29">– Essa já é nossa!</p>
|
||
<p class="unidade" id="1P30" title="1P30">Começamos a pesquisar como fazer um carrinho de rolimã. No começo parecia difícil, mas depois ficou mais fácil. Em uma semana fizemos nosso carrinho e fomos para uma rua do bairro onde não tinha movimento.</p>
|
||
<p class="unidade" id="1P31" title="1P31">Nos preparamos para a corrida, a Júlia estava em um carrinho e o pai dela em outro. Mas, para aumentar a velocidade na hora da largada, eu empurrei o carrinho da Júlia e meu pai, da dupla adversária. Nossas mães deram a largada.</p>
|
||
|
||
<canvas class="unidade" id="1P32" width="450" height="388" title="1P32"><img class="substituta_1" src="img/carrinho-rolima.png" alt="Desenho a mão de dois carrinhos de rolimã com seus motoristas e duas pessoas empurrando cada um deles rua a baixo"></canvas>
|
||
|
||
|
||
|
||
```
|
||
|
||
::: {.callout-note}
|
||
|
||
## VR
|
||
|
||
Diversão em realidade virtual (VR)
|
||
|
||
|
||
|
||
|
||
Ande de carrinho de rolimã você também! Acesse: <http://livro.online/jean-jogos-brincadeiras/rolima.html>
|
||
|
||
E aí, vai conseguir desviar dos cones?!
|
||
|
||
:::
|
||
|
||
|
||
|
||
```{=html}
|
||
|
||
<p class="unidade" id="1P33" title="1P33">No meio da corrida, percebemos que nosso carrinho não estava tão bom assim. Soltou uma roda e fomos para o chão. Nossos pais venceram a corrida.</p>
|
||
<p class="unidade" id="1P34" title="1P34">Fomos para o segundo desafio: queimada.</p>
|
||
|
||
<canvas id="1P35" class="unidade" width="450" height="315" title="1P35"><img class="substituta_1" src="img/queimada.png" alt="Desenho a mão de quatro pessoas jogando queimada"></canvas>
|
||
|
||
<p class="unidade" id="1P36" title="1P36">O time <em>alpha</em> iniciou o jogo, mas eu fui queimado primeiro. Conseguimos reagir e queimamos os pais. Fomos campeões nesse desafio.</p>
|
||
|
||
<p class="unidade" id="1P37" title="1P37">Competição empatada, fomos ao terceiro desafio: quem conseguia pular por mais tempo sem errar ou atingir cinco minutos</p>
|
||
<p class="unidade" id="1P38" title="1P38">— Júlia, essa será de boa. Nossos pais já estão enferrujados. Eu disse para minha amiga. Mal sabia eu que seria difícil.</p>
|
||
<p class="unidade" id="1P39" title="1P39">As duas duplas pularam até completarem cinco minutos. Eu fiquei exausto. Pulamos tanto que fizemos o terceiro desafio pulando (brincadeirinha).</p>
|
||
<p class="unidade" id="1P40" title="1P40">Chegou a hora do desempate: o jogo on-line.</p>
|
||
<p class="unidade" id="1P41" title="1P41">A Júlia e eu escolhemos o jogo “Meia no espaço”, que já estávamos mais que acostumados. O objetivo era completar a missão antes da outra dupla. </p>
|
||
<p class="unidade" id="1P42" title="1P42">Você já imagina quem ganhou? Espero que você tenha acreditado em nós, geração <em>alpha</em>, os invencíveis.</p>
|
||
<p class="unidade" id="1P43" title="1P43">Mas, sinto em te dizer... Os adultos tiveram sorte em apertar aleatoriamente os botões e terminaram a missão TRINTA segundos antes da gente...</p>
|
||
<p class="unidade" id="1P44" title="1P44">Ficamos tristes? Que nada! Os adultos gostaram tanto do jogo que pararam de implicar com a gente por estarmos conectados. Pelo menos, por enquanto...</p>
|
||
|
||
<img class="unidade" id="1P45" title="1P45" style="width: 90%; max-width: 510px; min-width: 240px; margin: 30px auto; display: block;" src="data:image/png;base64,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">
|
||
|
||
<p class="unidade" id="1P46" title="1P46">Deixamos algumas sugestões para você se divertir com sua família e seus amigos.</p>
|
||
<h2><em>Ping pong</em> ou tênis de mesa</h2>
|
||
|
||
<canvas id="1P47" class="unidade" width="429" height="298" title="1P47"><img class="substituta_2" src="img/ping-pong.png" alt="Desenho a mão de duas raquetes de ping pong e uma bola"></canvas>
|
||
|
||
<p class="unidade" id="1P48" title="1P48">Para jogar, você precisa de duas raquetes, uma bolinha, uma mesa com rede e duas pessoas. Neste jogo, cada pessoa fica com uma raquete e se posiciona em uma ponta da mesa. O jogo inicia com um jogador arremessando a bola para cima e depois golpeando-a com a raquete em direção do adversário. É necessário que a bola bata uma vez no seu lado da mesa e outra vez do lado adversário. Quando a bola não bate na mesa ou bate mais de uma vez o ponto é para o adversário.</p>
|
||
<h2>Passa anel</h2>
|
||
|
||
<canvas id="1P49" class="unidade" width="433" height="388" title="1P49"><img class="substituta_3" src="img/anel.png" alt="Desenho a mão de um anel"></canvas>
|
||
|
||
|
||
<p class="unidade" id="1P50" title="1P50"> Para esta brincadeira não há limite de número máximo de participantes, mas é interessante que a quantidade ultrapasse quatro pessoas. Uma pessoa será responsável por passar o anel entre os participantes e outra ficará escondida enquanto os outros estão passando o anel. Por fim, a pessoa que estava escondida tenta adivinhar em qual mão está o anel.</p>
|
||
<h2>Peteca</h2>
|
||
|
||
<canvas id="1P51" class="unidade" width="370" height="300" title="1P51"><img class="substituta_4" src="img/peteca.png" alt="Desenho a mão de uma peteca"></canvas>
|
||
|
||
|
||
<p class="unidade" id="1P52" title="1P52"> Para esta brincadeira precisa de, no mínimo, duas pessoas e uma peteca. O primeiro participante inicia arremessando a peteca em direção ao adversário que tenta rebater. O objetivo é manter a peteca no ar, sem deixá-la cair.</p>
|
||
<p class="unidade" id="1P53" title="1P53">Dica para confeccionar uma peteca simples e em sua casa: Você pode utilizar sacola plástica, jornal e barbante.</p>
|
||
<p class="unidade" id="1P54" title="1P54">Primeiro corte as alças da sacola e as laterais para abri-la. Amasse folhas de jornal para formar uma bola e depois encape a bola com a sacola. Utilize o barbante para amarrar a sacola para que o jornal não caia.</p>
|
||
<div style="margin: 30px auto; display: block; width: 40px;">* * *</div>
|
||
|
||
|
||
</div>
|
||
|
||
<script>
|
||
|
||
var el_1 = document.getElementById('1P32');
|
||
var img_url ="img/carrinho-rolima.png";
|
||
var programa_1 = new pintarTela(el_1, img_url);
|
||
|
||
var c_1 = el_1.nextElementSibling;
|
||
|
||
var vw = Math.max(document.documentElement.clientWidth || 0, window.innerWidth || 0);
|
||
|
||
c_1.style.marginLeft = 'auto';
|
||
c_1.style.marginRight = 'auto';
|
||
c_1.style.display = 'block'
|
||
|
||
|
||
var el_2 = document.getElementById('1P47');
|
||
var img_url_2 ="img/ping-pong.png";
|
||
var programa_2 = new pintarTela(el_2, img_url_2);
|
||
|
||
var c_2 = el_2.nextElementSibling;
|
||
|
||
var el_3 = document.getElementById('1P49');
|
||
var img_url_3 ="img/anel.png";
|
||
var programa_3 = new pintarTela(el_3, img_url_3);
|
||
|
||
var c_3 = el_3.nextElementSibling;
|
||
|
||
|
||
var el_4 = document.getElementById('1P51');
|
||
var img_url_4 ="img/peteca.png";
|
||
var programa_4 = new pintarTela(el_4, img_url_4);
|
||
|
||
var c_4 = el_4.nextElementSibling;
|
||
|
||
|
||
|
||
var el_5 = document.getElementById('1P35');
|
||
var img_url_5 ="img/queimada.png";
|
||
var programa_5 = new pintarTela(el_5, img_url_5);
|
||
|
||
var c_5 = el_5.nextElementSibling;
|
||
|
||
|
||
|
||
c_2.style.marginLeft = 'auto';
|
||
c_2.style.marginRight = 'auto';
|
||
c_2.style.display = 'block';
|
||
|
||
c_3.style.marginLeft = 'auto';
|
||
c_3.style.marginRight = 'auto';
|
||
c_3.style.display = 'block';
|
||
|
||
c_4.style.marginLeft = 'auto';
|
||
c_4.style.marginRight = 'auto';
|
||
c_4.style.display = 'block';
|
||
|
||
c_5.style.marginLeft = 'auto';
|
||
c_5.style.marginRight = 'auto';
|
||
c_5.style.display = 'block'
|
||
|
||
|
||
if ( vw < 500){
|
||
|
||
let el_1_w = vw - 50;
|
||
let el_1_h = (388/450)*el_1_w;
|
||
|
||
el_1.width = el_1_w;
|
||
el_1.height = el_1_h;
|
||
|
||
c_1.style.width = el_1_w+'px';
|
||
|
||
programa_1(el_1_w, el_1_h);
|
||
|
||
|
||
let el_2_w = vw - 50;
|
||
let el_2_h = (298/429)*el_2_w;
|
||
|
||
el_2.width = el_2_w;
|
||
el_2.height = el_2_h;
|
||
|
||
c_2.style.width = el_2_w+'px';
|
||
|
||
programa_2(el_2_w, el_2_h);
|
||
|
||
let el_3_w = vw - 50;
|
||
let el_3_h = (388/433)*el_3_w;
|
||
|
||
el_3.width = el_3_w;
|
||
el_3.height = el_3_h;
|
||
|
||
c_3.style.width = el_3_w+'px';
|
||
|
||
programa_3(el_3_w, el_3_h);
|
||
|
||
|
||
|
||
let el_4_w = vw - 50;
|
||
let el_4_h = (300/370)*el_4_w;
|
||
|
||
el_4.width = el_4_w;
|
||
el_4.height = el_4_h;
|
||
|
||
c_4.style.width = el_4_w+'px';
|
||
|
||
programa_4(el_4_w, el_4_h);
|
||
|
||
|
||
let el_5_w = vw - 50;
|
||
let el_5_h = (315/450)*el_4_w;
|
||
|
||
el_5.width = el_5_w;
|
||
el_5.height = el_5_h;
|
||
|
||
c_5.style.width = el_5_w+'px';
|
||
|
||
programa_5(el_5_w, el_5_h);
|
||
|
||
|
||
}
|
||
|
||
</script>
|
||
|
||
``` |