Berani Mencoba, Berani Berubah.

Dave Wilson   2024-01-05

<p>No one is really using this blog anyways, so I think I'm gonna use this site as my personal blog, lmao.</p> <p>Life is fun, my dad recently bought a membership in The Springs Club.</p> <p><img class="sFlh5c pT0Scc iPVvYb" src="https://www.summarecon.com/images/gallery/38/The-Springs-Club-foto-1.jpg" alt="Summarecon Agung - Wonderful World Wonderful Life | The Springs Club" aria-hidden="false"></p> <p>Seems like a nice place. Well I MEAN I WENT THERE TODAY LMFAO</p> <p>But yea, I went here and fun stuff bro, theres a whole ass swimming pool as well as basketball court, tennis court, badminton, as well as a gym !!!!! Goofy ahh story though, today Ivan, Mark and I went there to do gym and other stuff. Ivan told me that he had access to invite and get other people in the club, because only Ivan and I have memberships. Mine is normal so I can't have mark come in for free, but Ivan said he can.</p> <p>And so he did, but he got caught sneaking in with Mark by the staff!!! OMG!!!! Like what the heck. At the end, Ivan and I paid The Springs Rp. 200.000 for a day pass. We promised Mark it should be free so we paid for him. We had fun. We went to gym, played badminton, soccer, as well as swim and try out the sauna (hot and cold pool kinda sus but its fine tbh).</p> <p><img 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"></p> <p>I even bought Mark food lmfao</p> <p>I hope I post more blog posts some other day when I have the motivation (or a good story :))</p> <p>See you guys next time, have a good one! HAPPY NEW YER</p>

Dave Wilson   2022-10-21

<p>&nbsp; &nbsp; &nbsp; &nbsp; Halo semuanya, hari ini kita akan mengerjakan latihan soal mengenai fungsi kuadrat. Kita akan langsung mulai saja dengan soal pertama.</p> <p>Ada sebuah grafik y = f(x) = 12 &ndash; 4x &ndash; x&sup2; dengan daerah asal (domain)&nbsp;= {𝑥/&minus;7 &le; 𝑥 &le; 3 , 𝑥 &isin; 𝑥}, tentukan:<br>A. Pembuat nol fungsi<br>B. Persamaan sumbu simetri<br>C. koordinat titik balik maksimum daerah hasil fungsi</p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Kita akan mengerjakan bagian a dulu.</p> <p><img src="https://i.imgur.com/MhOOlwL.png" width="997" height="561"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Disini kita akan mencari pembuat nol fungsi. Caranya gampang, tinggal masukkan nol menggantikan y, dan menggunakan rumus topi kita menemukan 2 dan -6 sebagai pembuat nol fungsi. Sekarang kita akan mencari persamaan sumbu simetri dari fungsi kuadrat.</p> <p><img src="https://i.imgur.com/19bR63W.png" width="999" height="562"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Kita menggunakan rumus -b/2a untuk mencari sumbu simetri. Hasilnya -2.</p> <p><img src="https://i.imgur.com/Ca7cnrh.png" width="997" height="561"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Setelah mencari sumbu simetri, kita bisa menggunakan sumbunya sebagai x untuk mencari titik balik maksimum f(x). Hasilnya adalah 16, maka koordinat titik balik maksimum adalah (-2, 16)</p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Lanjut ke soal berikutnya, sebuah roket diluncurkan vertikal ke atas. Tinggi h meter roket setelah t detik diluncurkan, dinyatakan dengan h(t) = 40t &ndash; 5t&sup2;.</p> <p>a. Buatlah sketsa dari grafik fungsi y = h(t) tersebut.<br>b. Tentukan tinggi maksimum yang di capai roket.<br>c. Tentukan selang waktu ketika tinggi roket mencapai lebih dari 60 meter.</p> <p><img src="https://i.imgur.com/72kSzMU.jpg"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Diatas ini ada grafik dari fungsi tadi, dan kita bisa melihat tinggi maksimumnya adalah 80. Namun, kita akan menghitung hasilnya secara matematis, dengan cara berikut:</p> <p><img src="https://i.imgur.com/0ygU0Ps.png" width="997" height="561"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Sekali lagi, kita menggunakan rumus yang sama, mencari sumbu simetri dan masukkan kedalam rumus. Kita mendapatkan hasil akhir yang sama yaitu 80 meter. Selanjutnya kita akan mencari selang waktu dimana ketinggian roket mencapai lebih dari 60.</p> <p><img src="https://i.imgur.com/97qPARK.png" width="997" height="561"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Untuk mencari hasilnya, sebenarnya caranya mudah. Kita tinggal mencari t jika h(t) = 60, dan t berada di tengahnya (range tinggi roket diatas 60m). Kita mendapatkan hasil 2 dan 6, maka ketinggian roket lebih tinggi dari 60m pada detik&nbsp;3, 4 dan 5.</p>

Dave Wilson   2022-10-21

<p>&nbsp; &nbsp; &nbsp; &nbsp; Di sini kita ada sebuah video di mana kita menyanyikan lagu populer Indonesia, Asal Kau Bahagia. Di versi kami, kami juga menambahkan sedikit modifikasi pada melodinya.</p> <div style="left: 0px; width: 100%; height: 0px; position: relative; padding-bottom: 56.25%; max-width: 100%;" data-ephox-embed-iri="https://www.youtube.com/embed/2dKQEsndahE"><iframe style="top: 0px; left: 0px; width: 100%; height: 100%; position: absolute; border: 0px;" src="https://www.youtube.com/embed/2dKQEsndahE?rel=0" scrolling="no" allow="accelerometer; clipboard-write; encrypted-media; gyroscope; picture-in-picture;" allowfullscreen="allowfullscreen"></iframe></div>

Dave Wilson   2022-10-20

<p>Narrative text is a story with complication or problematic events and it tries to find the resolutions to solve the problems. An important part of narrative text is the narrative mode, the set of methods used to communicate the narrative through a process narration. Down here we have 1 example of narrative text.</p> <h3>The graceful girl</h3> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 0pt; padding-bottom: 11pt;"><span style="font-size: 12pt; font-family: 'Comic Sans MS';"><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">While</span> traveling from my office to home on a public bus one evening, the bus </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">stopped</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> at a signal. </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">As usual</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">, I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was sitting</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> on the window seat to get some relief from the hot weather and looking outside </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">when</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">saw</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> a group of </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">school-going</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> kids requesting the lady conductor of the bus to let them in. It </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> an </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">utter</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> joy to watch them ask the lady </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">as</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> they </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">were</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> well </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">equipped</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> with every </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">possible</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> weapon from innocence to flattery. My eyes </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">ceased</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> upon the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">cutest</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> girl in the group who </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> trying most actively to persuade the conductor. There </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">were</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> two </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">distinct</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> things about her, one </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">cute</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> little jumps that she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> making, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the other </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> that she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">barefoot</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">. Yes, she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">barefoot</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">. In the middle of the city, on a </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">hot</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> day, standing on the concrete road. I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">grieved</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> that she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">wasn't</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> wearing any footwear </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">but</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> still </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">managed</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to wear such a </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">bright</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> smile. I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">thought</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">if</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I am </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">unable</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to bear this weather sitting inside the bus, how is she managing it out there? I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">wished</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to help her.</span></p> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 0pt; padding-bottom: 11pt;"><span style="font-size: 12pt; font-family: 'Comic Sans MS';">The next moment, it </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> like God </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">said</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">, "Ohh.. here you go, put your words into action". The conductor </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">allowed</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> those kids to enter the bus. They </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">were</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> fighting amongst each other, teasing each other </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">but</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> totally </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">respectful</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> towards other passengers </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the conductor. Once again like every other sighting of a </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">school-going</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> gang of children, the wish of being a child again </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> re-living my school days </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">blossomed</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> in my heart. My </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">immovable</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> delusion was hit by the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">unstoppable</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> chariot of reality </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">when</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> one of those kids </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">said</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">, "</span><strong><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">Uncle</span></em></strong><span style="font-size: 12pt; font-family: 'Comic Sans MS';">, </span><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">shift madi</span></em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">" (</span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">asked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> me to make some space on the seat). Back to reality, it was time to ponder over the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">self-made</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> promise of helping that </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">little</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> girl. </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">Since</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was afraid</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to talk to her in public </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">as</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I may be </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">looked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> down on </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">as</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> a pedophile, I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">decided</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to talk to her once the crowd gets </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">lessened</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">. </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">As</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the bus </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">approached</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> my destination, I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">went</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to that girl and </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">pointed</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> towards her feet, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">asked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">, &ldquo;where are your sandals?&rdquo;. The reply from the girl </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> something that </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">startled</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> me. She </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">pointed</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> towards another girl, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">who</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> sitting there with </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">misfit</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> sandals </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">said</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> "</span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">since</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">didn't</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> have sandals </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">so</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">gave</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> her mine". This </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">amazing</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">! A kid who is barely 10 year old, so </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">poor</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> that they can't afford transportation to school </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">or</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">even</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> a pair of sandals, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">but</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> these kids </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">knew</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">true</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> value of sharing and friendship. I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">went</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> there as a '</span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">giver</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">', as someone who </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> being </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">kind</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">but</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> after this reply from her, I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">felt</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> so </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">small</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> in front of that kid, she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">ultimate</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> example of what this society needs to be. I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">asked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> her if it isn't a problem for her that she isn't wearing anything? She </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">chuckled</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> and said, &ldquo;No, not at all.&rdquo; </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">Then</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">asked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';">, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">If</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> she wanted a new pair of sandals, she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">gave</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> a </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">hesitant</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> smile and started looking down. I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">took</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> out some money from my pocket, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">extended</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> it to her and </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">asked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> her to buy a new pair of sandals. She </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">was</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">shocked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">but</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">politely</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> declined the money </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">with</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> a no on her lips </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> a yes in her eyes. I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">insisted</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> agaitasten </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> she </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">took</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> it. </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">Then</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">asked</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> her to promise me </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">that</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> she would use this money </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">only</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> to buy sandals </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">and</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> if she saves some money </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">then</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> spend it on food instead of giving it to her family. She </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">said</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> &ldquo;Thank you&rdquo; with a </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">sweet</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> smile and a </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">little</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> hug. She </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">gave</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> me way </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">more</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">than</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> what I </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">gave</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> her. </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">Absolutely</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">made</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> my day.</span></p> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 0pt; padding-bottom: 11pt;"><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">If</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> the people who are </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">bestowed</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> with luxuries of life have the same kind of attitude towards the </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">underprivileged</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> ones, </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(0, 255, 0);">like</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> this girl has for her friend, the world would be a much </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">better</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> place. I wish age doesn't snatch this </span><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">grace</span><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> from her.</span></p> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 11pt;"><span style="font-size: 12pt; font-family: 'Comic Sans MS';">&ldquo;</span><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">Happiness</span></em><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">quite</span></em><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><em><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">unshared</span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> can </span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 153, 0);">scarcely</span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> be </span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(255, 0, 0);">called</span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> happiness</span></em><span style="font-size: 12pt; font-family: 'Comic Sans MS';"> </span><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">it has no </span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS'; color: rgb(246, 178, 107);">taste</span></em><em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">.</span></em><span style="font-size: 12pt; font-family: 'Comic Sans MS';">&rdquo;</span></p> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 11pt;">&nbsp;</p> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 11pt;">&nbsp; &nbsp; &nbsp; &nbsp; From that story, we can tell that the social function of it is to tell the readers that happiness should be shared to the people around you, especially to those who are in need. Next, we will look at the structure of the text. We will start at orientation. There were three characters in the story, who are:</p> <p>The little girl: kind-hearted, cute, generous, persistent<br>Conductor: kind<br>Man in the bus : kind, sympathic</p> <p>The setting of time was at the evening and the setting of place was in a public bus.&nbsp;</p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Now, we are going to get into the complication or as we can say, the problem. The complication was that the little girl gave her misfit sandals to another girl who was part of the kids gang, so she had no sandals to use on a hot day in the city. This problem resolves later in the story when the man gives the girl some money for the girl to use to buy sandals and food. The coda was at the last sentence.</p> <p>And now for the language features, we have color coded them at the text above.</p> <p>Past Tense : Red<br>Connectives : Green<br>Adjectives : Orange</p> <p>We also have figurative language, which we will quote 2 sentences here, which are:</p> <p>The next moment, it was like God said, "Ohh.. here you go, put your words into action".<br>My immovable delusion was hit by the unstoppable chariot of reality when one of those kids said, "<strong><em>Uncle</em></strong>, <em>shift madi</em>" (asked me to make some space on the seat).&nbsp;</p> <hr> <p>Selanjutnya kita akan merefleksikan cerita yang kita pilih. Yang kita akan refleksikan adalah jika kita mengalami masalah seperti cerita tersebut dan kita juga akan memberi opini tentang apa yang kita dapatkan dari cerita diatas.</p> <p>Di cerita ini ada seorang konduktor yang bertemu dengan anak kecil yang tidak mampu. Anak kecil tersebut memberikan sandal miliknya kepada anak lain yang tidak memakai sendal. Melihat anak tersebut, konduktor tersebut terharu dan membelikan sendal baru&nbsp; pada anak kecil tersebut.</p> <p>Dave : Jika saya menjadi anak tersebut, saya akan memberikan sendal tersebut kepada anak lain yang lebih membutuhkan, karena saya bisa menahan kesakitan saya untuk teman saya. Setelah itu, saya akan mencari cara untuk mendapatkan uang untuk membeli sendal baru dan makanan. Dari cerita itu saya mengetahui bahwa kita harus membantu orang yang lebih membutuhkan daripada diri kita sendiri.</p> <p>Fabian : Jika saya menjadi anak itu, saya akan memberikan sendal saya ke anak lain yang membutuhkannya. Jika saya menjadi orang yang ada di busnya saya akan membelikan sendal baru dan makanan untuk anak tersebut karena saya punya uang. Dari cerita ini kita dapat mempelajari bahwa kita harus berbuat baik kepada orang lain karena berbuat baik adalah hal yang harus dilakukan&nbsp;</p> <p>Vincent : Jika saya ada di posisi anak tersebut mungkin saya tidak akan memberikan sandal saya ke anak lain. Hal ini karena keadaan saya jika berada di anak tersebut tidak mempunyai banyak uang untuk membeli sandal baru. Sedangkan jika saya menjadi orang yang ada di bus tersebut saya kemungkinan besar saya juga akan membantu dan membeli sandal baru untuk anak tersebut. Saya akan membelikan sandal baru untuk anak tersebut karena saya mempunyai uang yang cukup. Hal yang kita dapat pelajari dari cerita ini adalah kita harus menjadi seseorang yang dermawan walaupun kita berada di titik terendah kita, karena Tuhan pasti akan memberikan yang lebih untuk kita.</p> <p>Ethelind : jika saya menjadi anak tersebut saya juga akan melakukan Hal yang sama dengan anak tersebut</p> <p style="line-height: 1.2; text-align: justify; background-color: rgb(255, 255, 255); margin-top: 0pt; margin-bottom: 11pt;">&nbsp;</p>

Dave Wilson   2022-10-20

<p>&nbsp; &nbsp; &nbsp; &nbsp; Disini kita ada video kami melakukan gerakan atletik. Kita akan melakukan beberapa gerakan seperti lari zig-zag, lompat gawang (menggunakan&nbsp;<em>cone</em>) dan lempar bola. Manfaat&nbsp;dari lari zig-zag dan lompat gawang sama, yaitu&nbsp;melatih kelincahan dan keseimbangan tubuh, menguatkan otot kaki, paha, dan betis, membantu meningkatkan sistem pernapasan, dan membakar lemak dalam tubuh. Sedangkan manfaat dari lempar bola adalah melatih kekuatan tangan, membakar lemak tubuh dan bisa membidikkan bola dengan baik.</p> <div style="left: 0px; width: 100%; height: 0px; position: relative; padding-bottom: 56.25%; max-width: 100%;" data-ephox-embed-iri="https://www.youtube.com/embed/RhRH6f7CwdE"><iframe style="top: 0; left: 0; width: 100%; height: 100%; position: absolute; border: 0;" src="https://www.youtube.com/embed/RhRH6f7CwdE?rel=0" scrolling="no" allow="accelerometer; clipboard-write; encrypted-media; gyroscope; picture-in-picture;" allowfullscreen="allowfullscreen"></iframe></div>

Dave Wilson   2022-10-18

<p>&nbsp; &nbsp; &nbsp; &nbsp; Seperti yang kita tahu, globalisasi merupakan kunci yang berperan penting dalam memajukan umat manusia. Tetapi pastinya dalam semua hal baik pasti ada sisi buruknya. Mari kita melihat beberapa dampak negatif dari globalisasi.</p> <p>&nbsp;</p> <h3>1. Globalisasi di Bidang Ekonomi</h3> <p style="padding-left: 40px;">&nbsp; &nbsp; &nbsp; &nbsp; Eksploitasi sumber daya alam secara besar-besaran oleh perusahaan asing maupun lokal seperti eksploitasi hutan yang bisa menyebabkan kondisi lingkungan semakin rusak dan membahayakan kesehatan manusia. Lebih jauh, kondisi ini akan membawa kepada bencana alam. Cara-cara yang dapat kita terapkan untuk mencegah hal tersebut adalah tidak membuang sampah sembarangan, melakukan terasering, menanam kembali hutan yang gundul atau reboisasi ditanah yang harus ditanami pohon kembali, dan tidak membuang limbah pabrik di laut.&nbsp;</p> <p style="padding-left: 40px;">Berikut ini ada satu undang-undang yang mengatur dampak negatif ini, yaitu:</p> <p style="padding-left: 80px;">NOMOR 5 TAHUN 1990 TENTANG KONSERVASI SUMBER DAYA ALAM HAYATI DAN EKOSISTEMNYA <br>Menetapkan : UNDANG-UNDANG REPUBLIK INDONESIA TENTANG KONSERVASI SUMBER DAYA ALAM HAYATI DAN EKOSISTEMNYA.</p> <p style="padding-left: 80px;">1.&nbsp;Sumber daya alam hayati adalah unsur-unsur hayati di alam yang terdiri dari sumber daya alam nabati (tumbuhan) dan sumber daya alam hewan (satwa) yang bersama dengan unsur nonhayati di sekitarnya secara keseluruhan membentuk ekosistem.<br>2. Konservasi sumber daya alam hayati adalah pengelolaan sumber daya alam hayati yang pemanfaatannya dilakukan secara bijaksana untuk menjamin kesinambungan persediaannya dengan tetap memelihara dan meningkatkan kualitas keanekaragaman dan nilainya.</p> <p style="padding-left: 80px;">Tujuan : Konservasi sumber daya alam hayati dan ekosistemnya bertujuan mengusahakan terwujudnya kelestarian sumber daya alam hayati serta keseimbangan ekosistemnya sehingga dapat lebih mendukung upaya peningkatan kesejahteraan masyarakat dan mutu kehidupan manusia.</p> <p><img src="https://i.imgur.com/SFKRni3.png"></p> <p style="padding-left: 80px;">&nbsp;</p> <h3>2. Globalisasi di Bidang Komunikasi</h3> <p><span style="font-size: 11pt; font-family: Arial;"><span style="border: none;"><img src="https://lh5.googleusercontent.com/BWFKrTJET4mIccNi0t1SKIacLrwJb6j0pGeA2lhmwn79UxsD1evMGTYeFQXxDs7MAmjJRynvg_jR7f5yLvTiXxH8ykmuzH9yyOMgtz9I7i2N8-WCn0bt1n983UlZYFmMlN_VFmdFlYDFNlNFBrHtNaQAigLVd2r28A-n_nDXzSasj70KSwCITDTEFg" width="471" height="247"></span></span></p> <p style="padding-left: 40px;">&nbsp; &nbsp; &nbsp; &nbsp; Dampak negatifnya adalah munculnya berbagai kejahatan siber yang membahayakan masyarakat yang menggunakan fasilitas misalnya seperti layanan banking, media sosial, dan layanan online lainnya. Cara mengatasi masalah ini adalah dengan cara mengatasi informasi pribadi yang kamu publikasikan di sosial media, seperti nama anak, nama sekolah, nama hewan peliharaan, dan lain-lain. Karena informasi pada profil utama kamu dapat menjadi jawaban untuk memeriksa pertanyaan yang digunakan untuk otentikasi. Selanjutnya laporkan aktivitas mencurigakan atau spam ke situs media sosial yang digunakan untuk mengontak kamu. Lalu ganti kata sandi kamu dan laporkan aktivitas mencurigakan jika kamu merasa seseorang telah mengakses akun kamu.</p> <p style="padding-left: 40px;">Berikut ini ada satu undang-undang yang mengatur dampak negatif ini, yaitu:</p> <p style="padding-left: 80px;">UNDANG-UNDANG REPUBLIK INDONESIA NOMOR 11 TAHUN 2008 TENTANG INFORMASI DAN TRANSAKSI ELEKTRONIK<br>Menetapkan : UNDANG-UNDANG TENTANG INFORMASI DAN TRANSAKSI ELEKTRONIK.</p> <p style="padding-left: 80px;">Informasi Elektronik adalah satu atau sekumpulan data elektronik, termasuk tetapi tidak terbatas pada tulisan, suara, gambar, peta, rancangan, foto, electronic data interchange (EDI), surat elektronik (electronic mail), telegram, teleks, telecopy atau sejenisnya, huruf, tanda, angka, Kode Akses, simbol, atau perforasi yang telah diolah yang memiliki arti atau dapat dipahami oleh orang yang mampu memahaminya. </p> <p style="padding-left: 80px;">Pemanfaatan Teknologi Informasi dan Transaksi Elektronik dilaksanakan dengan tujuan untuk: </p> <p style="padding-left: 80px;">1.mencerdaskan kehidupan bangsa sebagai bagian dari masyarakat informasi dunia </p> <p style="padding-left: 80px">2. mengembangkan perdagangan dan perekonomian nasional dalam rangka meningkatkan kesejahteraan masyarakat; </p> <p style="padding-left: 80px">3. meningkatkan efektivitas dan efisiensi pelayanan publik </p> <p style="padding-left: 80px">4.membuka kesempatan seluas-luasnya kepada setiap Orang untuk memajukan pemikiran dan kemampuan di bidang penggunaan dan pemanfaatan Teknologi Informasi seoptimal mungkin dan bertanggung jawab.</p> <p style="padding-left: 80px">5.memberikan rasa aman, keadilan, dan kepastian hukum bagi pengguna dan penyelenggara Teknologi Informasi.</p> <p style="padding-left: 80px;">&nbsp;</p> <h3>3. Globalisasi di Bidang IPTEK</h3> <p><img src="https://asset.kompas.com/crops/m06oSp3ofrayddidKEujwBrJaow=/0x51:4045x2748/750x500/data/photo/2022/09/16/6324a8af14739.png" alt="Dampak Positif dan Negatif IPTEK"></p> <p style="padding-left: 40px;">&nbsp; &nbsp; &nbsp; &nbsp; Semakin berkembangnya teknologi akan menciptakan mesin yang canggih dalam memproduksi barang atau jasa. Sehingga hal ini juga menimbulkan berkurangnya tenaga kerja yang digantikan oleh mesin. Solusinya adalah gunakan teknologi sesuai tujuan. Berbagai macam teknologi yang muncul akibat kemajuan IPTEK memiliki fungsinya masing-masing. Kita tidak boleh menggunakan teknologi untuk hal-hal tertentu karena dapat melanggar ketentuan dalam penggunaan alat tersebut. Selain itu penyalahgunaan teknologi dapat membahayakn diri kita sendiri.</p> <p style="padding-left: 40px;">Berikut ini ada satu undang-undang yang mengatur dampak negatif ini, yaitu:</p> <p style="padding-left: 80px;">UNDANG-UNDANG REPUBLIK INDONESIA NOMOR 11 TAHUN 2O19 TENTANG SISTEM NASIONAL ILMU PENGETAHUAN DAN TEKNOLOGI<br>Menetapkan : UNDANG-UNDANG TENTANG SISTEM NASIONAL ILMU PENGETAHUAN DAN TEKNOLOGI.</p> <p style="padding-left: 80px;">1. Sistem Nasional Ilmu Pengetahuan dan Teknologi adaiah pola hubungan yang membentuk keterkaitan secara terencana, terarah, dan terukur, serta berkelanjutan altar unsur kelembagaan dan sumber daya sehingga terbangun jaringan ilmu pengetahuan dan teknologi sebagai satu kesatuan yang utuh dalam mendukung penyelenggaraan ilmu pengetahuan dan teknologi sebagai landasan ilmiah dalam perumusan dan penetapan kebijakan pembangunan nasional.</p> <p style="padding-left: 80px;">2. Ilmu Pengetahuan adalah sekumpulan informasi yang digali, ditata, Can dikembangkan secara sistematis dengan menggunakan metodologi ilmiah untuk menerangkan dan/atau membuktikan gejala alam dan/atau gejala kemasyarakatan didasarkan keyakinan kepada Tuhan Yang Maha Esa. Teknologi adalah cara, metode, atau proses penerapan dan pemanfaatan berbagai disiplin llmu pengetahuan yang bermanfaat dalam pemenuhan kebutuhan, kelangsungan, dan peningkatan kualitas kehidupan manusia.</p> <p style="padding-left: 80px;">Tujuan : Memajukan dan meningkatkan kualitas Pendidikan, Penelitian, Pengembangan, Pengkajian, dan Penerapan ilmu Pengetahuan dan Teknologi yang menghasilkan Invensi dan Inovasi. Meningkatkan intensitas dan kualitas interaksi,kemitraan, sinergi antarunsur Pemangku Kepentingan Ilmu Pengetahuan dan Teknologi Meningkatkan pemanfaatan Ilmu Pengelahuan dan Teknologi untuk pembangunan nasional berkelanjutan, kualitas hidup, dan kesejahteraan masyarakat. Meningkatkan kemandirian, daya saing bangsa, dan daya tarik bangsa dalam rangka memajukan peradaban bangsa melalui pergaulan internasional.</p> <p style="padding-left: 80px;">&nbsp;</p> <h3>4. Globalisasi di Bidang Transportasi</h3> <p><img src="https://lh3.googleusercontent.com/kBH0bnkTLAwSUNjHGkm2k_ISL4a9UcT1TuH14_7iIhFXYexQ_PWSfC62_4goMTefCsywto5xsufgg0JMt-tTwuXPxws-DCa12WYY21xsszAEwEHWQtvs1TbpT0EXOCIRstxYqpKmbDWZlXdNuAUbQCPduBDVkJSsG0_eGCqUSVdYSYh1h_IRR2SaRQ" width="332" height="187"></p> <p style="padding-left: 40px;">&nbsp; &nbsp; &nbsp; &nbsp;Dalam lalu lintas kita harus tertib menggunakan kendaraan dengan peraturan yang ada, tetapi karena globalisasi maka semakin banyak orang-orang yang memiliki kendaraan sendiri. Hal ini membuat terjadinya macet dan semakin banyaknya orang-orang yang melanggar peraturan lalu lintas. Kita dapat mengatasi dampak negatifnya dengan cara hal seperti menggunakan kendaraan umum seperti bus, kereta, taxi. Hal ini dapat membuat jalanan lebih tidak padat. Sedangkan jika ada seseorang yang melanggar lalu lintas dan dia berhenti kita dapat mencoba untuk menegur orang tersebut.</p> <p style="padding-left: 40px;">&nbsp;</p> <h3>5. Globalisasi di Bidang Budaya</h3> <p><img src="data:image/jpeg;base64,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"></p> <p style="padding-left: 40px;">&nbsp; &nbsp; &nbsp; &nbsp;Dampak negatifnya adalah memudarnya kecintaan terhadap budaya bangsa&nbsp; sendiri dan lebih mencintai budaya populer. Hal ini disebabkan karena kebanyakan orang lebih merasa bahwa budaya negaranya sendiri lebih jelek dibanding budaya negara lain. Kita harus lebih mengenal dan menghargai budaya kita sendiri agar budaya kita dapat kita teruskan ke generasi selanjutnya.</p> <p style="padding-left: 80px;"><br><br></p>

Dave Wilson   2022-10-18

<p>&nbsp; &nbsp; &nbsp; &nbsp; Apa itu&nbsp;arti dari manusia memiliki martabat yang luhur? Menurut katolisitas.org, Manusia memiliki martabat yang luhur adalah makna bahwa Allah telah memberikan manusia akal budi, hati nurani, dan kebebasan. Martabat yang diberikan Allah memiliki pribadi yang sama dan dapat memberi mereka hak-hak serta tanggung jawab yang khas. Manusia bersifat sosial, itu berlaku sama pada pria dan wanita karena keduanya diciptakan serupa dan secitra dengan Allah.</p> <p>&nbsp; &nbsp; &nbsp; &nbsp; Nah, itu tadi pengertiannya. Sekarang kita akan melihat salah satu contoh kegiatan bermartabat luhur yang bermanfaat bagi lingkungan sekolah.</p> <div style="left: 0px; width: 100%; position: relative; padding-bottom: 56.25%;" data-ephox-embed-iri="https://www.youtube.com/embed/K57i5QTUCLE"><iframe style="top: 0px; left: 0px; width: 100%; height: 100%; position: absolute; border: 0px;" src="https://www.youtube.com/embed/K57i5QTUCLE?rel=0" scrolling="no" allow="accelerometer; clipboard-write; encrypted-media; gyroscope; picture-in-picture;" allowfullscreen="allowfullscreen"></iframe></div>

Dave Wilson   2022-10-18

<p>&nbsp; &nbsp; &nbsp; &nbsp; Di dunia ini terdapat tokoh-tokoh yang dapat menginspirasi kita. Tokoh-tokoh yang akan disampaikan ini memiliki masalahnya sendiri yang dapat menginspirasi kita. Sifat-sifat tokoh tersebut dapat kita contoh sebagai panutan kita sehari-hari. Misalnya seperti Michael Jordan, Elon Musk, Albert Einstein dan BTS.</p> <h3>1. Michael Jordan</h3> <p>&nbsp; &nbsp; &nbsp; &nbsp;Michael Jordan adalah pemain bola basket profesional yang bermain di NBA. Michael Jordan lahir pada tanggal 17 Februari 1963 di Brooklyn, New York. Dia bermain di posisi SG dan memiliki nomor punggung 23. Michael Jordan pernah berkata, "I've missed more than 9,000 shots in my career. I've lost almost 300 games. Twenty-six times, I've been trusted to take the game winning shot and missed. I've failed over and over and over again in my life. And that is why I succeed." Kata-kata ini berarti bahwa walaupun Michael Jordan telah gagal berkali-kali, tetapi hal itulah yang membuat dia berhasil dalam karirnya.</p> <p>&nbsp; &nbsp; &nbsp; &nbsp;Michael Jordan menginspirasi kita bahwa di dunia ini walaupun kita gagal berkali-kali, kita harus pantang menyerah untuk mencapai tujuan. Michael Jordan juga seorang yang pantang menyerah. Hal ini karena Michael Jordan telah melakukan banyak sekali kegagalan. Walaupun dia telah gagal berkali-kali tetap saja dia dikenang sebagai salah satu pemain terhebat di NBA. Saya menerapkan kerja keras idola saya dengan contoh saat saya mengerjakan proyek kemarin. Saya bekerja keras untuk membuat pameran virtual.</p> <p>&nbsp;</p> <h3>2. Elon Musk</h3> <p><img src="https://awsimages.detik.net.id/visual/2022/06/19/tesla-muskdogecoin-lawsuit.jpeg?w=650" alt="" width="650" height="428"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp;Elon Musk adalah salah satu orang terkaya di dunia pada tahun 2021. Elon Musk lahir pada 28 Juni 1971 di Pretoria, Afrika Selatan. Elon Musk punya masa kecil sulit karena mengalami kekerasan dari ayahnya dan juga bullying. Elon Musk juga menjadi korban perundungan. Dia dikenal sebagai murid yang jenius, Elon tidak memiliki banyak teman. Ia lebih sering menghabiskan waktu sendiri karena dia seorang introvert.</p> <p>&nbsp; &nbsp; &nbsp; &nbsp;Elon Musk pernah menyimpulkan sejak sekolah ia sering diganggu oleh teman-temannya. Meski begitu, hal ini tidak mengundurkan dirinya dan niatnya untuk terus belajar dan pantang menyerah, hingga ia bisa mencapai kesuksesannya saat ini. Elon Musk pernah mengatakan &ldquo;Don&rsquo;t be afraid of new arenas.&rdquo; Yang berarti jangan takut dengan lingkungan, suasana, dan tantangan baru. Quote ini menginspirasikan banyak orang untuk berani mencoba hal baru. Contohnya saat saya mengerjakan project, saya berani mencoba hal baru dan pantang menyerah.</p> <p>&nbsp;</p> <h3>3. Albert Einstein</h3> <p><img src="https://assets.weforum.org/article/image/-ytU8aFc7NXOVyhZ2HjKvs2CDIRFPYxBqgtKIJd9V-s.png" alt="" width="925" height="569"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp;Albert Einstein&nbsp;lahir di Jerman 14 Maret 1879 dan meninggal pada 18 April 1955. Albert Einstein merupakan fisikawan teoretis di Jerman. Albert Einstein terkenal sebagai salah satu fisikawan terbesar sepanjang masa. Einstein memang memiliki autisme, tetapi hal tersebut tidak menghentikan Einstein dari menciptakan dan mengembangkan teori-teori terkenal. Einstein juga dibenci oleh guru-gurunya karena kepintarannya. Albert Einstein pernah berkata "Never give up on what you really want to do. The person with big dreams is more powerful than one with all the facts."</p> <p>&nbsp; &nbsp; &nbsp; &nbsp;Sifat Einstein yang pantang menyerah sangat patut dicontoh. Dia tetap dapat menjadi tokoh yang terkenal walaupun memiliki kekurangan yaitu, autisme. Albert Einstein tetap maju walaupun dibenci oleh guru-gurunya. Pada akhirnya disaat dia meninggal dia dikenal sebagai salah satu manusia terjenius. Kita harus pantang menyerah dan bekerja keras jika ingin mencapai tujuan kita. Sekarang ini saya sudah berusaha untuk menerapkan sikap pantang menyerah dan sikap kerja keras. Misalnya seperti saat melakukan sesuatu saya selalu bekerja keras untuk mendapatkan hasil yang baik. Saya juga tidak menyerah untuk mendapatkan sesuatu yang saya inginkan.</p> <p>&nbsp;</p> <h3>4. BTS</h3> <p><img src="https://images.indianexpress.com/2022/06/BTS1200-2.jpeg" alt="" width="961" height="534"></p> <p>&nbsp; &nbsp; &nbsp; &nbsp;BTS mengawali karir mereka bersama BigHit Entertainment pada tahun 2013. Kala itu BigHit masih merupakan agensi yang kecil. Tak punya cukup karyawan dan dana, tentunya para idol BigHit juga tidak bisa merasakan fasilitas mewah seperti idol dari agensi lain. Mereka terpaksa tinggal dalam satu dorm yang sempit, membuat musik video dan melakukan promosi dengan dana yang minim. Para Member BTS tetap bekerja keras dengan segenap kemampuan mereka, dan kini terbukti mereka mampu membuktikan diri serta membuat agensi mereka menjadi seperti sekarang. Jungkook pernah berkata, &ldquo;Jika aku memiliki kesempatan untuk meningkatkan setiap hal dari diriku, maka aku akan bekerja keras untuk mewujudkannya daripada hanya duduk diam.&rdquo;</p> <p>&nbsp; &nbsp; &nbsp; &nbsp;Cerita diatas membuktikan bahwa BTS tidak pernah menyerah dan tetap berjuang keras walaupun mereka tidak sukses pada masa itu. Jadi seberapa buruk pun keadaannya, kamu pasti bisa melewatinya asal punya kemauan untuk bekerja keras dan tidak menyerah. Hal yang bisa saya terapkan dalam kehidupan sehari-hari adalah tidak menyerah terlebih dahulu sebelum mencoba sesuatu.</p> <p>&nbsp;</p> <h3>Kesimpulan</h3> <p>&nbsp; &nbsp; &nbsp; &nbsp;Dari tokoh-tokoh tersebut kita dapat belajar tentang pelajaran hidup. Misalnya, bahwa kita harus pantang menyerah dan bekerja keras walaupun kita mengalami banyak kegagalan. Kita juga harus pantang menyerah walaupun banyak orang yang membenci kita karena iri terhadap kita. Jika kita bekerja keras dan jujur pasti suatu saat kita dapat menjadi seseorang yang sukses.</p>