tag:blogger.com,1999:blog-86975543795650241902024-03-16T09:09:50.946+08:00BREAKING THE IMPOSSIBLE Impossible ONLY Means That You Haven't Found The Solution Yet.. Unknownnoreply@blogger.comBlogger891125tag:blogger.com,1999:blog-8697554379565024190.post-14799126228039901022021-07-09T14:55:00.004+08:002022-10-10T14:57:24.626+08:00Khas untuk pertanyaan Ekzema, TSW dan Zai's Beauty Formula<p> </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL3VHHEb8Vo5D3PbsGChk4A-P8MUl5_gSQ3rDQHYzscwj0qQYU60j29zFy8SeCBccP6-QvXTGmZiwxIcwihDWiS9qZ10En9KDRO16CoF2VGKSZu3dCJYt8VIxu4CN1IBUSwYtynKAbCAE/s2000/0001-4058272180_20210709_113423_0000.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="2000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL3VHHEb8Vo5D3PbsGChk4A-P8MUl5_gSQ3rDQHYzscwj0qQYU60j29zFy8SeCBccP6-QvXTGmZiwxIcwihDWiS9qZ10En9KDRO16CoF2VGKSZu3dCJYt8VIxu4CN1IBUSwYtynKAbCAE/w400-h320/0001-4058272180_20210709_113423_0000.png" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Antara produk makanan ringan yang bahan-bahannya dikategorikan sihat </td></tr></tbody></table><br /><p style="text-align: justify;">Assalammualaikum wbt dan salam sejahtera.</p><p style="text-align: justify;">Saya mendapat banyak pertanyaan mengenai ekzema dan produk Zai's Beauty Formula.</p><p style="text-align: justify;">Untuk peminat produk Zai's Beauty Formula, produk ini memang telah di hentikan terus. Saya sendiri tidak dapat membelinya, bagaimana saya boleh menolong anda?. Harap saya tidak lagi perlu menjawab soalan ini.</p><p style="text-align: justify;">Bagi soalan mengenai EKZEMA dan TSW. Alhamdulillah, saya pulih sepenuhnya ekzema pada tahun 2018. Saya boleh makan apa sahaja ketika ini, tanpa perlul pantang sangat. Boleh kata seminggu sekali saya makan sahaja mcdonalds, marry brown, kfc, pizza hut, domino's, donut apa sahaja termasuk makanan bergoreng memang saya tak pantang lagi termasuk ice cream, coklat segala.</p><p style="text-align: justify;">Bagi mereka yang masih mengharungi proses pantang makan bagi ekzema, lebih baik anda teruskan sehingga ia betul-betul sembuh. Satu perkara paling penting memang sifat sabar dan jauhi stress. Pesanan ikhlas, cuka epal, minyak kelapa dara ( jika berkemampuan digalakkan minyak kelapa dara peraman), makanan organik sebolehnya , wajib kurangkan makanan proses dan tentu sekali banyakkan makan sayuran hijau.</p><p style="text-align: justify;">Ketika ekzema dahulu saya memang hanya makan ayam organik. Sekarang memang saya makan sahaja ayam hormon dan apa sahaja makanan saya beli. Ketika sakit memang wajib untuk tambah modal untuk makanan lebih sihat. Saya sendiri ketika mengharungi ekzema tidak berbelanja duit ke benda lain selain makanan sihat. Apabila sudah sihat baru saya menikmati makanan asal sebelum kena ekzema atau TSW.</p><p style="text-align: justify;">Jika anda tidak mempunyai budget membeli makanan organik, tak perlu pening kepala. Kurangkan sahaja makanan proses atau amalkan IF, lagi bagus puasa. Beli sahaja sayur kampung dan makan nasi jauh lebih baik dari makan makanan bertepung tinggi dan bergluten. </p><p style="text-align: justify;">Terdapat pertikaian antara makanan gluten dan tanpa gluten untuk ekzema. Ketika badan penat bertarung dengan ekzema terutama TSW fasa pertama, adalah lebih baik untuk pantang gluten. Masuk fasa 2 atau ketiga boleh sahaja makan gluten sekali sekala. Saya bukan jenis straight sangat mengamalkan diet ekzema ketika ekzema. Namun tidaklah terlampau mengikut nafsu jua.</p><p style="text-align: justify;">Saya sendiri tak tahu apa lagi saya ingin kongsikan, semua yang saya lalui sepanjang pengalaman saya ekzema dan melalui TSW telah saya kongsikan dalam blog ini di kategori ekzema dan TSW. Apa yang paling penting, memang kena faham, ketika proses pemulihan biasalah muka cengkung, kulit kusam hitam, nampak tua, itu biasa. Lambat laun apabila pulih, insyaallah anda akan kelihatan lebih awet muda.</p><p style="text-align: justify;">Ada yang bertanya saya mengenai dimana ingin dibeli segala produk yang saya gunakan. Kebanyakan produk yang pernah saya kongsikan di blog ini boleh di beli di shopee. Tambahan untuk mereka yang mengalami ekzema dan masih perlu meneruskan diet ekzema, jika anda teringin makanan ringan anda boleh membeli produk seperti yang saya kongsikan di atas. 10 grains ring snack. Jika inginkan minuman botol, ia tentu sesekali teringin anda boleh membeli minuman botol 100% from fruits. Bukan concentrate. Seperti biasa sila baca betul-betul kandungan setiap produk yang dibeli. Jika anda tak faham sila google. Tetap ingin beritahu saya masih menikmati super ring, mr potato dan segala makan makanan ringan. Namun berpada atau ketika saya teringin sahaja. Minuman kopi di Coffee Bean dan Starbuck juga sesekali saya minum sahaja, sushi juga. Anda tak perlu risau sangat dengan keadaan kesihatan anda, kerisauan hanya menambah masa pemulihan yang panjang. Lebih baik anda ada motivasi kuat untuk pantang betul-betul sehingga sembuh dan bolehlah sekali sekala cheat day makan makanan yang anda ingin makan.</p><p style="text-align: justify;">Selain itu saya sudah tidak buat kefir atau kambucha tea sendiri. Bertahun-tahun saya sudah berhenti. Segala benih kefir, cendawan mekah, scooby semua dah mati bertahun dulu. Sembuh banyak sahaja, saya memang mula sambil lewa dengan diet saya. Sepengetahuan saya, banyak sahaja kefir, kambucha yang dijual online di shopee. Paling mudah google sahaja, ramai sahaja penjual. Jika anda tanya saya bagaimana bela, bancuh semua itu sudah ditulis disini. </p><p style="text-align: justify;">Saya kini terpaksa fokus untuk menulis kategori wang digital / kripto, ramai yang mahukan saya menulis kategori ini walaupun semua info mengenai wang kripto boleh diperolehi hujung jari sahaja. Namun ramai sahabat saya kekal tidak faham, sedangkan mereka dikategorikan pandai bahasa english. Maka saya harus mengambil tanggungjawab ini menulis artikel dengan penerangan paling mudah untuk mereka dan follower saya yang lain</p><p style="text-align: justify;">Saya harap artikel ini membantu anda dalam mengharungi ujian ekzema dan bagi pengguna Zai's beauty formula, maaf banyak-banyak, memang saya juga buat masa ini tidak berkesempatan untuk google dan cari info produk kosmetik selamat lain. Anda kena belajar cari sendiri buat masa ini. Saya minta maaf tidak dapat membantu anda. Ini sahaja yang saya terdaya buat masa ini.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Terima kasih.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-83001335143546147662021-07-07T13:34:00.000+08:002021-07-07T13:34:34.029+08:0011 SOALAN MENGENAI BITCOIN ( KRIPTO) DENGAN JAWAPAN PALING RINGKAS<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibb3DN13XmalWBNHDkofr5k59g8qjA1aLmx1dTwvvD8qe1N7j9Ar7JRzoUltnMkTubC72i2VgN0K0P2oYQ4hP-39IzEVhGCuBc_n6GDWxB8zxYh2dvA9NpuhFx53I_Ai1YpUTrXzExRJM/s2048/0001-3953225026_20210707_131631_0000.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1448" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibb3DN13XmalWBNHDkofr5k59g8qjA1aLmx1dTwvvD8qe1N7j9Ar7JRzoUltnMkTubC72i2VgN0K0P2oYQ4hP-39IzEVhGCuBc_n6GDWxB8zxYh2dvA9NpuhFx53I_Ai1YpUTrXzExRJM/w452-h640/0001-3953225026_20210707_131631_0000.png" width="452" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">1. Apa itu Bitcoin?.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Bitcoin ialah mata wang digital pertama paling
popular di dunia. Dunia kripto mengelar BITCOIN sebagai KING OF CRYPTO</span></i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">2. Adakah Bitcoin sah disisi undang-undang kewangan Malaysia?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Suruhanjaya Sekuriti Malaysia mengiktiraf
BITCOIN di bawah kategori asset digital.<o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">3. Bagaimana ingin sertai Bitcoin?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Di Malaysia, cara paling mudah dan selamat
ialah dengan menggunakan aplikasi LUNO, platform pertukaran mata wang kripto
pertama yang di iktiraf Suruhanjaya Sekuriti Malaysia. Selain LUNO, Tokenize
dan Synergy juga platform yang turut diiktiraf.<o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Anda boleh download aplikasi LUNO di telefon
bimbit anda dengan hanya klik link ini <o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><b><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">https://www.luno.com/en/invite/F93YV?<o:p></o:p></span></i></b></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">4. Berapa modal minimum permulaan untuk sertai pelaburan
bitcoin ini?.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Di LUNO anda boleh membeli bitcoin dengan serendah RM3 sahaja.<o:p></o:p></span></i></p>
<p class="MsoListParagraph" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">5. Macam mana ingin memantau pelaburan bitcoin ini?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Anda boleh pilih untuk menjadi pelabur jangka panjang
atau pelabur jangka pendek. Jika pelabur jangka Panjang anda boleh menggunakan Teknik
dollar cost averaging (Teknik membeli secara berkala). Dunia kripto memberi
gelaran hodler kepada pelabur jenis ini.<o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Bagi pelabur jangka pendek atau trader. Teknik
TA dan FA amat penting di pelajari.<o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">6. Bagaimana urusniaga bitcoin di jalankan?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Urusniaga bitcoin Ketika ini popular di
jalankan di platform jual beli bitcoin (mata wang kripto) mengikut harga bitcoin(mata
wang kripto) pada harga semasa.<o:p></o:p></span></i></p>
<p class="MsoListParagraph" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Urusniaga ini berjalan 24jam. Tiada rehat atau
hari cuti.<o:p></o:p></span></i></p>
<p class="MsoListParagraph" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Dibeli dalam bilangan Satoshi (unit terkecil). Bukan
sebiji bitcoin. Contoh 0.0000001 btc.<o:p></o:p></span></i></p>
<p class="MsoListParagraph" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Jika di Malaysia LUNO paling popular dan
selamat. Hanya jual dan beli dalam jumlah amaun yang diingini serendah RM3
mungkin anda dapat 0.00000001.<o:p></o:p></span></i></p>
<p class="MsoListParagraph" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p><p class="MsoListParagraph" style="text-align: justify;"><span face="Arial, sans-serif" style="font-size: 14pt;">7. Apakah pelaburan bitcoin menjamin anda mendapat pulangan
yang bagus?.</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Setiap pelaburan ada risiko tersendiri.
Termasuk bitcoin. Sejarah menunjukkan harga bitcoin menaik semenjak 10 tahun
lepas. Apa sahaja bentuk pelaburan terletak kepada harga berapa anda beli dan
harga anda jual. Begitu juga bitcon</span></i></p>
<p class="MsoListParagraph" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p><p class="MsoListParagraph" style="text-align: justify;"><span face="Arial, sans-serif" style="font-size: 14pt;">8. Dimana rujukan untuk membeli bitcoin?</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Dunia hujung jari ini, terdapat pelbagai sumber
rujukan diiktiraf dunia untuk pelaburan bitcoin dan mata wang kripto. Masa dan
pengorbanan di perlukan untuk mendalami bidang ini. Namun cara paling mudah
hanya gunakan sahaja platform LUNO yang telah diiktiraf dan pilih sahaja
bitcoin dan mata wang digital lain yang diiktiraf oleh Suruhanjaya Sekuriti
Malaysia</span></i><span face="Arial, sans-serif" style="font-size: 14pt; line-height: 107%;">.</span></p>
<p class="MsoListParagraphCxSpFirst" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p><p class="MsoListParagraphCxSpFirst" style="text-align: justify;"><span face="Arial, sans-serif" style="font-size: 14pt; line-height: 107%;">9. </span><span face="Arial, sans-serif" style="font-size: 14pt;">Bagaimanakah keuntungan dan kerugian pelaburan bitcoin di
bahagikan?.</span></p>
<p class="MsoListParagraph" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Dalam pelaburan bitcoin, selagi anda belum jual
bitcoin anda, ia tidak dikira rugi. Namun jika anda menjual bitcoin dengan
harga lebih murah dari anda beli, anda dikira rugi. Adalah lebih baik jika anda menganggap bitcoin
untuk pelaburan jangka Panjang jika anda bukan pakar membaca chart atau TA FA
analisis.</span></i></p>
<p class="MsoListParagraphCxSpFirst" style="text-align: justify;"><span face="Arial, sans-serif" style="font-size: 14pt;"><br /></span></p><p class="MsoListParagraphCxSpFirst" style="text-align: justify;"><span face="Arial, sans-serif" style="font-size: 14pt;">10. Apa Beza Bitcon dan Forex?.</span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Forex kategori market yang dah lama dikenali,
sedangkan bitcoin masih terlalu baru. Malah market bitcoin atau kripto terlalu
luas berbanding forex. Dari segi volatile, rasanya bitcoin lebih volatile. Segi
pulangan dan keuntungan, ini tengok kepada kepakaran TA FA analisis jangka Panjang
or jangka pendek pelabur</span></i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">11. Adakah transaksi diuruskan oleh kita sendiri, ada perantara
contoh seperti remisier?.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Anda menguruskan transaksi sendiri. Sebagai contoh,
menggunakan LUNO, anda boleh meletakkan harga belian dan jualan berapa untuk
anda membeli bitcoin. Sama ada harga semasa atau harga akan datang. <o:p></o:p></span></i></p>
<p class="MsoNormal" style="text-align: justify;"><i><span face=""Arial",sans-serif" style="font-size: 14pt; line-height: 107%;">Contoh Ketika ini harga bitcon dalam RM140,000.
Anda boleh memilih untuk set order anda untuk membeli bitcoin pada harga semasa
ketika ini RM140,000 atau set harga belian lebih murah contoh RM120,000. Begitu
juga dengan harga jualan. Jika harga bitcoin mencapai harga yang anda
kehendaki, order jual atau beli anda akan diisi secara automatic.<o:p></o:p></span></i></p></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><span face=""arial narrow" , "sans-serif"" style="font-size: 14pt; line-height: 19.9733px;">Disclaimer :- </span><b style="font-family: "times new roman";">Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></div><div style="text-align: justify;"><b style="font-family: "times new roman";"><br /></b></div><div style="text-align: justify;"><b style="font-family: "times new roman";"><br /></b></div><div style="text-align: justify;"><b style="font-family: "times new roman";"><br /></b></div><p></p>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-8697554379565024190.post-68359875415734804272021-07-05T11:45:00.005+08:002021-07-05T11:48:21.105+08:00Gambar bersama Keluarga sebelum COVID19<p> </p><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_Nyzef2TV-ol9964dkF4J8tOXjXI4Y3yQZZu0ZHb9sXldckogZJW9GteoFKkF_yl3vTQBbj57IzvToxONZaO4zpajVPqChnNTckCRDOnM-hukdaBstv8facC9raLlZGH9KTKaO_lqi7Y/s1600/IMG-20190202-WA0020.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="509" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_Nyzef2TV-ol9964dkF4J8tOXjXI4Y3yQZZu0ZHb9sXldckogZJW9GteoFKkF_yl3vTQBbj57IzvToxONZaO4zpajVPqChnNTckCRDOnM-hukdaBstv8facC9raLlZGH9KTKaO_lqi7Y/w301-h640/IMG-20190202-WA0020.jpg" width="301" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: justify;">Assalammualaikum wbt dan salam sejahtera.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Sekian lama tidak mengemaskini blog, saya abadikan gambar kenangan bersama keluarga sebelum COVID19<span> melanda dumia dan Malaysia.</span></div><div style="text-align: justify;"><span><br /></span></div><div style="text-align: justify;">Rasanya lebih 2 tahun juga tidak berjumpa ahli keluarga or adik beradik yang tinggal bukan di negeri yang sama.</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXYZWEN-e7cytw4rmuhD8mZN9Sk-RxHjebU-zJddwHBLK0JCkOUwVuhOuGe_HFw4UVTKV-8q9JPMztcYzmJqhkTScnVWRkl6IhhijVJekMrVNZTDJ1YzFwL71OGCSEGUvvn01NAkLZwmE/s1600/IMG_20190202_161017-01.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXYZWEN-e7cytw4rmuhD8mZN9Sk-RxHjebU-zJddwHBLK0JCkOUwVuhOuGe_HFw4UVTKV-8q9JPMztcYzmJqhkTScnVWRkl6IhhijVJekMrVNZTDJ1YzFwL71OGCSEGUvvn01NAkLZwmE/w480-h640/IMG_20190202_161017-01.jpeg" width="480" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: justify;">Gambar ini diambil sempena meraikan hari jadi anak saudara saya Daniel di The Ame Sour, ibu dan 3 lagi adik saya tidak dapat menghadiri atas urusan masing-masing.</div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOgHl4guCoJIvx0OF_6fn46tT59K-l3wcWcOUkr4zsYwVFCo8snjjUc3RgfXBeDqG1fIOyczjtJfxfgNLB_21cRQoQHkBUw5kZvgFvZ_xNH2pOKOMI6T9SdPFCKe4K-kswxaAFqo0I7rI/s1600/IMG-20190202-WA0034.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="509" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOgHl4guCoJIvx0OF_6fn46tT59K-l3wcWcOUkr4zsYwVFCo8snjjUc3RgfXBeDqG1fIOyczjtJfxfgNLB_21cRQoQHkBUw5kZvgFvZ_xNH2pOKOMI6T9SdPFCKe4K-kswxaAFqo0I7rI/w301-h640/IMG-20190202-WA0034.jpg" width="301" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1qMRV_AOSd_z6ktTsdrOuw7NvdwLzmt9DItA04zClqT0WPqtNzbsZWC_xFFSkAFC80FUFyU-yE4Qwd3zr7LoTPR2_Wgx6lsLXDjTIlKP8hZgk6r4OZ3C6IkW16P4mtXPz1783567cGIo/s1600/IMG-20190202-WA0039.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="509" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1qMRV_AOSd_z6ktTsdrOuw7NvdwLzmt9DItA04zClqT0WPqtNzbsZWC_xFFSkAFC80FUFyU-yE4Qwd3zr7LoTPR2_Wgx6lsLXDjTIlKP8hZgk6r4OZ3C6IkW16P4mtXPz1783567cGIo/w300-h640/IMG-20190202-WA0039.jpg" width="300" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg42FB39oKq_XnNttLiTOeAZkOFCC0IZGX97KNusmf6QyL3VAep1nFblINkxClBI2DM24CkYJ2s6VL6StAh9dQS-ZptoaRZNh-8KK2Wor5AmGbX8pGPLkZno_Cnsy5f6WmXmfjcXMZC1_A/s1600/IMG-20190202-WA0040.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="509" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg42FB39oKq_XnNttLiTOeAZkOFCC0IZGX97KNusmf6QyL3VAep1nFblINkxClBI2DM24CkYJ2s6VL6StAh9dQS-ZptoaRZNh-8KK2Wor5AmGbX8pGPLkZno_Cnsy5f6WmXmfjcXMZC1_A/w301-h640/IMG-20190202-WA0040.jpg" width="301" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><div><br /></div><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQpontpgTIra3GdhHKnvftgWb1EDvqsIqbqhp3NrK4UbM2YkkH94HExleLmO-dWVVty7rwi9trsem0whzfd218DDJi6_kQ2W7k2I2MfQHMexmkZk8Qw1J7g774qSHcnzzi_UR1neUis8M/s1600/IMG-20190202-WA0023.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="1080" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQpontpgTIra3GdhHKnvftgWb1EDvqsIqbqhp3NrK4UbM2YkkH94HExleLmO-dWVVty7rwi9trsem0whzfd218DDJi6_kQ2W7k2I2MfQHMexmkZk8Qw1J7g774qSHcnzzi_UR1neUis8M/w640-h300/IMG-20190202-WA0023.jpg" width="640" /></a></div><div><br /></div><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6AlNagDJDdojvUrzDRUpAhrLXtim3mpMhT4MFXPjHgmGQHn4n152dRI63DMF2G4NVmHIMHNexpoWiF9yynubCGzK47_rK58nwjcwhEV93e4qithIJnMYA2V3Qmc_9yQqxGvQNPCSJeV0/s1600/IMG-20190202-WA0028.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="1080" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6AlNagDJDdojvUrzDRUpAhrLXtim3mpMhT4MFXPjHgmGQHn4n152dRI63DMF2G4NVmHIMHNexpoWiF9yynubCGzK47_rK58nwjcwhEV93e4qithIJnMYA2V3Qmc_9yQqxGvQNPCSJeV0/w640-h300/IMG-20190202-WA0028.jpg" width="640" /></a></div><div><br /></div></div><div style="text-align: justify;">Saja saya simpan disini untuk tatapan, ahli keluarga saya dan anak saudara saya di masa akan datang.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Atas permintaan beberapa individu di facebook, insyaallah saya akan cuba menyambung penulisan mengenai mata wang digital jika di beri kesempatan.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Terima kasih.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-52573410386856808702020-10-07T22:17:00.006+08:002020-10-07T22:46:16.703+08:00BAGAIMANA ANDA INGIN MEMASTIKAN BAHAWA PLATFORM ATAU MATA WANG DIGITAL YANG ANDA GUNAKAN ADALAH SAH, TULEN DAN SELAMAT<p style="text-align: center;"><span style="font-size: medium;"><br /></span></p><p style="text-align: center;"><span style="font-size: medium;"><br /></span></p><p style="text-align: justify;"><span style="font-size: medium;">Assalammualaikum wbt dan salam sejahtera.</span></p><p style="text-align: justify;"><span style="font-size: medium;">Saya akan cuba menulis secara ringkas artikel setiap pertanyaan pembaca kepada saya mengenai kekeliruan dan pertanyaan mengenai bitcoin dan perkara berkaitan blockchain dengan cara yang paling ringkas dan mudah. </span></p><p style="text-align: justify;"><span style="font-size: medium;">Ini jawapan untuk mereka yang ingin pastikan platform pertukaran / exchanger mata wang digital / kripto yang sah.</span></p><p style="text-align: justify;"><span style="font-size: medium;">Platform matawang digital / kripto yang sah, wajib menggunakan platform blockhain tulen. Ini kerana blockhain ini adalah rangkaian yang saling bersambungan. Maka jika platform itu adalah tipu dan bukan blockchain tulen, platform atau exchanger itu tidak boleh menerima mana-mana mata wang digital tulen. Sebagai contoh bitcoin. Bitcoin hanya boleh diterima oleh exchanger atau platform blockchain tulen sahaja.</span></p><p style="text-align: justify;"><span style="font-size: medium;">Contoh yang paling mudah, kita gunakan sahaja LUNO (ini kerana semua tahu LUNO adalah platform blockhain tulen).</span></p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL0IgLnM5d53cesGepvvXB9AMchSVVVgZZUSZdJqU0dA2Vr73ZpqVtTbHEkoWbehX7FkwUM6JeRpw6D73gQLVOij4XrBzbm1RZjvf5jDx2GIFlJJi2L2AaqzxKjuCXWMHE_yA7FFTmr4Y/s2340/Screenshot_20201007-211718_Luno.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: medium;"><img border="0" data-original-height="2340" data-original-width="1080" height="575" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL0IgLnM5d53cesGepvvXB9AMchSVVVgZZUSZdJqU0dA2Vr73ZpqVtTbHEkoWbehX7FkwUM6JeRpw6D73gQLVOij4XrBzbm1RZjvf5jDx2GIFlJJi2L2AaqzxKjuCXWMHE_yA7FFTmr4Y/w266-h575/Screenshot_20201007-211718_Luno.jpg" width="266" /></span></a></p><p style="text-align: justify;"><span style="font-size: medium;">Gambar diatas menunjukkan paparan platform luno. Luno ini adalah exchanger dan wallet mata wang kripto. Luno hanya menyediakan 4 jenis mata wang kripto buat masa ini iaitu Bitcoin, Ethereum, Ripple dan Lite coin. Anda boleh membeli dan menjual ke empat- empat mata wang digital ini di Luno.</span></p><p style="text-align: justify;"><span style="font-size: medium;">Sekarang tujuan kita ingin tranfer kan bitcoin dari Remitano ke Luno.</span></p><p style="text-align: justify;"><span style="font-size: medium;">Perkara pertama yang perlu anda buat ialah, klik wallet bitcoin dan dapatkan alamat received. Anda nampak alamat received berbentuk url dibawah yang bersimbol Bitcoin. Itu alamat wallet bitcoin anda. Copy atau salin alamat tersebut. Sila pastikan tiada silap, ini kerana jika ada silap, bitcoin itu tidak sampai ke wallet anda tapi akan ke alamat wallet pemilik lain. Ingat anda tidak akan tahu siapa pemilik wallet tersebut. Maka pastikan alamat anda tidak silap diisi.</span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_s4TcGpS7auwvCnHKVZSl745c5lY0WAf6GWo0OA5gI0H3o8GHTaLGVt7LNshCOFb-bUIcQLgE74WI1Sk8gMAj7SV0NjnLYNP8Fmft3egJa9JhLycGKh9iQ5VfELtd_tR-WfoVMFzTkOY/s2340/Screenshot_20201007-214418_Luno.jpg" style="margin-left: auto; margin-right: auto;"><span style="font-size: medium;"><img border="0" data-original-height="2340" data-original-width="1080" height="374" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_s4TcGpS7auwvCnHKVZSl745c5lY0WAf6GWo0OA5gI0H3o8GHTaLGVt7LNshCOFb-bUIcQLgE74WI1Sk8gMAj7SV0NjnLYNP8Fmft3egJa9JhLycGKh9iQ5VfELtd_tR-WfoVMFzTkOY/w236-h374/Screenshot_20201007-214418_Luno.jpg" width="236" /></span></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">sila lihat alamat tertera disimbol Bitcoin berwarna kuning.<br /></span></td></tr></tbody></table><span style="font-size: medium;"> <br /></span><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Kemudian anda boleh terus ke akaun remitano / wallet remitano anda dan isikan alamat bitcoin wallet luno anda di ruangan BTC Address di remitano dan jumlah amaun yang ingin di pindahkan ke luno, kemudian tekan submit / hantar.</span></div><p style="text-align: center;"><span style="font-size: medium;"><br /></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTtUE7f6sKdmXkfQ-tjV1Uvsh-f6aW3ApqBzA4yXhIQYMvZG-6et48_1nmXAAlg1SEplGDF2hQALEXO5lIjahdtiIRFl5Yx_1ghYfe4_gMBbfktap0JfUFvAA1WjiPV4BWwcuSoNm9y_A/s2340/Screenshot_20201007-211921_Remitano.jpg" style="margin-left: auto; margin-right: auto;"><span style="font-size: medium;"><img border="0" data-original-height="2340" data-original-width="1080" height="516" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTtUE7f6sKdmXkfQ-tjV1Uvsh-f6aW3ApqBzA4yXhIQYMvZG-6et48_1nmXAAlg1SEplGDF2hQALEXO5lIjahdtiIRFl5Yx_1ghYfe4_gMBbfktap0JfUFvAA1WjiPV4BWwcuSoNm9y_A/w307-h516/Screenshot_20201007-211921_Remitano.jpg" width="307" /></span></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">wallet remitano, boleh terus copy masuk ke dalam bahagian BTC Address dan tekan submit</span></td></tr></tbody></table><div><span style="font-size: medium;"><br /><br /></span></div><div style="text-align: justify;"><span style="font-size: medium;">Kemudian dalam beberapa minit, anda akan menerima bitcoin dalam wallet luno anda. Apabila bitcoin selamat berada dalam wallet luno anda, maka anda boleh menyakini bahawa REMITANO adalah platform sah yang boleh jual, beli dan memindahkan mata wang kripto sekaligus ia menggunakan blockchain tulen. Ingat, hanya blockhain sahaja boleh bersama blockhain. Blockhain tulen dan asal kerana prinsip asas blockhain ialah rangkaian block yang saling bersambungan.</span></div><div style="text-align: justify;"><span style="font-size: medium;"><br /></span></div><div style="text-align: justify;"><span style="font-size: medium;"><br /></span></div><span style="font-size: medium;"><br /></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_XGAUWNMGT98K7sqau3810kx06v15jKgVu6wgxmk7uVlQ4xK964vi82gB3-AY7xg5oWWDj0mS6hbQcAfYu6nj_htBOs25LEpC4_Sc1_-o9_3RycsmBnSVJngExg7gPFC7qdfsT_v0oyE/s2340/Screenshot_20201007-211819_Luno.jpg" style="margin-left: auto; margin-right: auto;"><span style="font-size: medium;"><img border="0" data-original-height="2340" data-original-width="1080" height="515" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_XGAUWNMGT98K7sqau3810kx06v15jKgVu6wgxmk7uVlQ4xK964vi82gB3-AY7xg5oWWDj0mS6hbQcAfYu6nj_htBOs25LEpC4_Sc1_-o9_3RycsmBnSVJngExg7gPFC7qdfsT_v0oyE/w279-h515/Screenshot_20201007-211819_Luno.jpg" width="279" /></span></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">penerimaan bitcoin dalam wallet luno dari Remitano</span></td></tr></tbody></table><div><span style="font-size: medium;"><br /></span></div><div><span style="font-size: medium;"><br /></span></div><span style="font-size: medium;">Begitu seterusnya jika anda ingin menghantar bitcoin anda ke Remitano, anda hanya perlu melakukan perkara yang sama, hanya isikan alamat address bitcoin anda di Remitano dan klik send sahaja. Pastikan alamat wallet bitcoin remitano anda adalah betul.</span><div><span style="font-size: medium;"><br /></span></div><div><span style="font-size: medium;"><br /></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv0App_yE6W9FbKn7dhQpmDCGpYpm9mfBnWasyOHKEL02zEoKB6YWpvWR9eJKL3UxaQ0f1wKBU7YyaACUUqm2WNqse8n5Yrpo6T8yMr_rlPkd2eGixKjak6SWwCLcVDunngW1uqajhlkI/s2340/Screenshot_20201007-211738_Luno.jpg" style="margin-left: auto; margin-right: auto;"><span style="font-size: medium;"><img border="0" data-original-height="2340" data-original-width="1080" height="438" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv0App_yE6W9FbKn7dhQpmDCGpYpm9mfBnWasyOHKEL02zEoKB6YWpvWR9eJKL3UxaQ0f1wKBU7YyaACUUqm2WNqse8n5Yrpo6T8yMr_rlPkd2eGixKjak6SWwCLcVDunngW1uqajhlkI/w268-h438/Screenshot_20201007-211738_Luno.jpg" width="268" /></span></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">alamat wallet bitcon remitano perlu diisi untuk pindahan bitcoin ke remitano</span></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Untuk alamat deposit bitcoin anda perlu klik deposit di wallet bitcoin remitano untuk mendapatkan alamat tepat. Anda juga boleh menggunakan barcode.</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><br /></span></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_qitiN-G9qHQevO0Qdpvjx6heeosC2mm44dgE8Ye9kMz2_4OEjrqKCVvHM1A99qUhPO6HQar1_2B0ovnsldV8Wao0ATBbbcEA_0t5Hw8f67hAXuYy_O1BKZHkbZTgOx1sw12hMtSUUlA/s2340/Screenshot_20201007-214434_Remitano.jpg" style="margin-left: auto; margin-right: auto;"><span style="font-size: medium;"><img border="0" data-original-height="2340" data-original-width="1080" height="487" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_qitiN-G9qHQevO0Qdpvjx6heeosC2mm44dgE8Ye9kMz2_4OEjrqKCVvHM1A99qUhPO6HQar1_2B0ovnsldV8Wao0ATBbbcEA_0t5Hw8f67hAXuYy_O1BKZHkbZTgOx1sw12hMtSUUlA/w225-h487/Screenshot_20201007-214434_Remitano.jpg" width="225" /></span></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">alamat wallet bitcoin di Remitano<br /></span></td></tr></tbody></table><span style="font-size: medium;"><br /></span><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Harus ditegaskan disini bahawa, terdapat caj yang dikenakan untuk pindahan ini. Bagi saya caj pindahan ke luno adalah tinggi. Bayangkan dari 0.0005 bitcoin yang di pindahkan, 0.0002 adalah caj pindahan sahaja. Maka adalah tidak sesuai anda memindahkan bitcoin anda ke luno dan lebih baik anda jual sahaja di remitano kepada pembeli di sana.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Pada tahun 2017, platform Luno ini pernah di bekukan sementara. Ketika itu ramai pemilik bitcoin di dalam luno terperangkap sehingga Luno di luluskan oleh Suruhanjaya Sekuriti pada tahun 2019.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Bagi mereka yang memahami prinsip blockhain, pada hari luno di bekukan, mereka tetap boleh memindahkan bitcoin dan ethereum ke platform mata wang digital lain seperti Remitano.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Maka jika anda terasa, anda ditipu oleh mana-mana skim, tidak pasti mata wang digital atau bitcoin anda adalah palsu atau tulen, cuba tanya bolehkah anda pindahkan bitcoin atau mata wang kripto anda ini ke remitano atau luno. Harus ditegaskan disini, mata wang kripto itu mestilah mata wang kripto yang sama. Bitcoin dengan bitcoin wallet. Remitano dengan remitano wallet. Ethereum dengan ethereum wallet.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Sebenarnya anda tidak perlu mengetahui terlalu mendalam mengenai blockhain dan mata wang kripto jika tujuan anda sekadar untuk pelaburan.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Kecuali jika anda berminat dengan dunia akan datang dan teknologi, ia masanya untuk anda memahami blockhain yang cukup hebat jika anda gali sedalam-dalamnya 'kuasa blockhain ini'. Anda akan berjumpa dengan 'protocol', 'white paper', 'satoshi' dan segala rahsia teknologi yang hanya peminat dunia blockhain dan kripto memahaminya.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Semoga artikel ini bermanfaat dan membantu anda.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;">Terima kasih.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: medium;"><br /></span></div><div style="margin: 0px; text-align: justify;"><span face=""arial" , "sans-serif"" style="font-size: medium; line-height: 19.9733px;"><span face=""arial narrow" , "sans-serif"" style="line-height: 19.9733px;">Disclaimer :- </span><b style="font-family: "times new roman";">Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></span></div><div><span face=""arial" , "sans-serif"" style="font-size: medium; line-height: 19.9733px;"><b style="font-family: "times new roman";"><br /></b></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><br /></span></div><span style="font-size: medium;"><br /> </span><p></p></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-9807965537424523182020-10-07T21:02:00.004+08:002020-10-07T22:41:45.074+08:00CARA TERBAIK DAN SELAMAT MEMBELI BITCOIN DI MALAYSIA (LUNO, REMITANO & BINANCE)<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS8XtMuv7OhbqjJdzBINsw0zYRPjrX5fGQvwnvsNrbd1Q2UDc6o1Ky-q64rNam6tJZdyxAwQvErSgBh-g3ErOz-2EVl_njUBYqdaDhCeAQmp4iaacIgSJHNuAPxKbNBV98krbGlZanRcw/s2048/CARA+SELAMAT+MEMBELI+BITCOIN+_+MATA+WANG+DIGITAL.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1448" height="395" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS8XtMuv7OhbqjJdzBINsw0zYRPjrX5fGQvwnvsNrbd1Q2UDc6o1Ky-q64rNam6tJZdyxAwQvErSgBh-g3ErOz-2EVl_njUBYqdaDhCeAQmp4iaacIgSJHNuAPxKbNBV98krbGlZanRcw/w279-h395/CARA+SELAMAT+MEMBELI+BITCOIN+_+MATA+WANG+DIGITAL.jpg" width="279" /></a></div><br /><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Assalammualaikum wbt dan salam sejahtera.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Ramai individu di dunia ini mendengar nama bitcoin, namun tidak pernah tahu cara sebenar membelinya terutama di Malaysia.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Lebih dikesalkan lagi terbit pelbagai skim Bitcoin di Malaysia yang disasarkan kepada mereka yang meminati pelaburan dengan menjual nama bitcoin. Untuk maklumat anda, Bitcoin tidak mempunyai apa-apa skim. Untuk lebih mudah jika anda tidak ingin bersusah payah mencari dan mengoogle maklumat bitcoin dan hanya ingin menyimpan sebagai pelaburan masa hadapan, anda hanya perlu mendaftarkan akaun LUNO sahaja. Semudah ABC. Pendaftaran akaun LUNO ini turut boleh di buat hanya dihujung jari menggunakan telefon bimbit anda sendiri. Hanya download aplikasi LUNO dan mula membuat pendaftaran diri anda. Aplikasi LUNO ini turut di iktiraf oleh Suruhanjaya Sekuriti Malaysia. Saya sertakan artikel mengenai LUNO di link ini untuk rujukan anda <a href="https://little-queen-qkhadeeja.blogspot.com/2020/06/cara-mudah-melabur-wang-digital-di.html" target="_blank">LUNO - APLIKASI SELAMAT UNTUK PELABURAN BITCOIN</a>.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;"><br /></span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Selain Luno, applikasi lain yang di percayai seluruh dunia untuk jual beli wang kripto atau digital ialah BINANCE dan REMITANO. Buat masa ini Binance dan Remitano tiada dalam kelulusan pihak Suruhanjaya Sekuriti Malaysia, namun bagi pemain kripto atau mata wang digital berpengalaman, aplikasi dan platform Binance dan Remitano ini adalah lubuk pelaburan mata wang digital bagi mereka.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Luno hanya menyediakan 4 jenis wang kripto utama iaitu Bitcoin, Ethereum, Ripple dan Lite Coin. Sedangkan Remitano dan Binance menyediakan lebih banyak mata wang kripto yang lebih murah selain bitcoin dan lebih agresif, amat sesuai bagi pelabur intraday dan jangka pendek.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Jika anda ingin membeli bitcoin, ethereum, ripple dan lite coin, saya mengesyorkan supaya gunakan sahaja platform atau exchanger LUNO. Jika anda berminat dengan alt coin yang lebih agresif dan memberikan pulangan yang lebih banyak berbanding kenaikan bitcoin dan ethereum anda boleh membeli alt coin di remitano dan binance.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Harus ditegaskan disini bahawa Binance tidak menyediakan apa-apa skim BITCOIN. Saya membaca dan mendengar beberapa gosip yang digunakan oleh beberapa orang atau sindiket yang menjual skim bitcoin melalui Binance. Binance ialah exchanger. Ia adalah untuk pembelian dan jualan wang digital. Selain Binance dan Remitano terdapat beratus lagi exchanger cryptocurrency di dunia ini, namun pilihlah yang betul-betul established untuk kemudahan anda di masa hadapan.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Disini saya sertakan video bagaimana membeli Alt Coin di Remitano untuk kemudahan anda. Cara pembelian dan jualan di Binance akan saya usahakan dalam waktu terdekat ini dalam bentuk video.</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;">Anda boleh melihat video bagaimana membeli mata wang digital / alt coin di Remitano di video di bawah</span></p><p style="text-align: justify;"><span style="font-family: arial; font-size: medium;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/-W9jKYFW32Y" width="320" youtube-src-id="-W9jKYFW32Y"></iframe></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;">1. Bagaimana membeli wang kripto / altcoin di Remitano <a href="https://youtu.be/-W9jKYFW32Y" target="_blank">https://youtu.be/-W9jKYFW32Y</a></span></div><div><span style="color: #0000ee; font-family: arial; font-size: medium; text-decoration-line: underline;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/MYu6pyCqB7A" width="320" youtube-src-id="MYu6pyCqB7A"></iframe></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;">2. Bagaimana membeli USDT di Remitano <a href="https://youtu.be/MYu6pyCqB7A">https://youtu.be/MYu6pyCqB7A</a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Y0ola3d7VIM" width="320" youtube-src-id="Y0ola3d7VIM"></iframe></span></div><span style="font-family: arial; font-size: medium;"><br /></span><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;">3. Cara buka pelaburan di Remitano <a href="https://youtu.be/Y0ola3d7VIM" target="_blank">https://youtu.be/Y0ola3d7VIM</a></span></div><span style="font-family: arial; font-size: medium;"><br /></span><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: arial; font-size: medium;">Semoga video ini membantu anda dalam melakukan jual beli di Remitano. Jangan lupa klik link di video youtube ini untuk pendaftaran akaun Remitano anda.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: arial; font-size: medium;">Terima kasih.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: arial; font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><div style="-webkit-text-stroke-width: 0px;"><div style="margin: 0px;"><span face=""arial" , "sans-serif"" style="font-family: arial; font-size: medium; line-height: 19.9733px;"><span face=""arial narrow" , "sans-serif"" style="line-height: 19.9733px;">Disclaimer :- </span><b>Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></span></div><div><span face=""arial" , "sans-serif"" style="font-family: arial; font-size: medium; line-height: 19.9733px;"><b><br /></b></span></div><div><span face=""arial" , "sans-serif"" style="font-family: arial; font-size: medium; line-height: 19.9733px;"><b><br /></b></span></div><div><span face=""arial" , "sans-serif"" style="font-family: arial; font-size: medium; line-height: 19.9733px;"><b><br /></b></span></div><div><span face=""arial" , "sans-serif"" style="font-family: arial; font-size: medium; line-height: 19.9733px;"><b><br /></b></span></div></div></div><p style="text-align: justify;"><br /></p>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8697554379565024190.post-50381746836355822262020-06-17T15:20:00.002+08:002020-10-07T22:50:09.862+08:00CARA MUDAH MELABUR WANG DIGITAL DI MALAYSIA MELALUI SALURAN YANG DI IKTIRAF<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">LUNO Malaysia adalah platform pertukaran mata wang digital / mata wang kripto pertama yang diiktiraf di Malaysia dibawah Suruhanjaya Sekuriti Malaysia.</span></td></tr>
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Assalammualaikum wbt dan salam sejahtera.</span></div>
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Adakah anda sedang mencari cara paling mudah untuk melabur BITCOIN, ETHEREUM atau wang kripto / wang digital di Malaysia?.</span></div>
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Di Malaysia wang kripto atau wang digital seperti bitcoin, ethereum, ripple dan mata wang kripto lain di kategorikan sebagai ASET DIGITAL. </span></div>
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Aset digital ini adalah di bawah pengendalian SECURITIES COMISSION MALAYSIA (Suruhanjaya Sekuriti Malaysia).</span></div>
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Terdapat 3 applikasi / platform pelaburan wang digital / wang kripto / aset digital yang di iktiraf di Malaysia. Yang paling mudah , popular serta yang pertama di iktiraf ialah LUNO Malaysia, link artikel mengenai LUNO mendapat kelulusan SC, di sini <b><a href="https://www.bharian.com.my/bisnes/lain-lain/2019/11/632272/luno-dapat-kelulusan-sc-sediakan-dagangan-bitcoin-ethereum">LUNO MENDAPAT KELULUSAN SC</a>.</b></span></div>
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Bagaimana anda ingin memulakan pelaburan wang digital / wang kripto (aset digital) ini melalui LUNO, anda hanya perlu muat turun (download) aplikasi /platform LUNO di telefon bimbit anda.</span></div>
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Search (carian) sahaja LUNO, pasti anda akan mendapat aplikasi LUNO ini.</span></div>
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Jika anda menggunakan laptop atau komputer anda boleh terus ke laman web LUNO MALAYSIA di sini <b><a href="https://www.luno.com/en/my">https://www.luno.com/en/my</a>.</b></span></div>
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" 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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">klik / tekan butang sign up dan anda boleh mula melayari platform ini dan mula belajar melabur mata wang kripto.</span></td></tr>
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Ikuti sahaja arahan SIGN UP dan seterusnya akaun LUNO anda telah siap sedia untuk anda melabur di dalam platform pertukaran mata wang kripto / mata wang digital pertama yang diiktiraf di Malaysia ini.</span></div>
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Dengan menggunakan platform dan aplikasi LUNO MALAYSIA ini, anda boleh memulakan pelaburan tukaran mata wang digital/ mata wang kripto ini dengan serendah RM3 sahaja.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0KUXYpfbMAny388Jx_J3aRKkRwgl0yXyPfPmCQBgXz5uuyyaDWz91gFSvc6URUf-fSdd8Qec6QvpN2WwDSyH2-AE2D-3m75UkxjcASdktJ62pdV7cnHBLzZc3OyZtoU55cVXw-N14hFE/s1600/2.png" style="margin-left: auto; margin-right: auto;"><span style="font-size: medium;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0KUXYpfbMAny388Jx_J3aRKkRwgl0yXyPfPmCQBgXz5uuyyaDWz91gFSvc6URUf-fSdd8Qec6QvpN2WwDSyH2-AE2D-3m75UkxjcASdktJ62pdV7cnHBLzZc3OyZtoU55cVXw-N14hFE/s400/2.png" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;">referal saya F97YV</span></td></tr>
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Jangan lupa untuk key in referal (rujukan) saya F93YV ketika mendaftarkan aplikasi ini. Anda dan saya akan menerima bonus RM25 setelah selesai urusniaga dalam anggaran RM250 di Luno (<i>keterangan lanjut anda boleh baca di LUNO sendiri</i>).</span></div>
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Jika tiada sebarang referal (rujukan) tiada bonus akan anda dapati.</span></div>
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Selamat menggunakan aplikasi / platform LUNO ini.</span></div>
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Artikel selanjutnya, akan di terangkan bagaimana pembelian mata wang kripto / mata wang digital / aset digital ini boleh di lakukan di platform LUNO ini.</span></div>
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Semoga penerangan ringkas ini menjawab persoalan anda, BAGAIMANA INGIN MELABUR BITCOIN / WANG DIGITAL DI MALAYSIA? .</span></div>
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Terima kasih.</span></div>
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<span face=""arial" , "sans-serif"" style="font-size: medium; line-height: 19.9733px;"><span face=""arial narrow" , "sans-serif"" style="line-height: 19.9733px;">Disclaimer :- </span><b style="font-family: "times new roman";">Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-31727112404795512312020-06-10T21:13:00.002+08:002020-06-14T18:50:18.502+08:00Pengalaman Menggunakan kurier DHL untuk menghantar barang ke Luar Negeri ( Singapura)<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho4O5geCdOLHCys_OJmEiQ5o8CwBzedgmpbZqQlyUWEOA8kBmRbAytCDBTb41XWUvxKKb3ycq6IrebkJwOlQYIkYn0lDDdF4xCH3ASBkGlvsvXSFwMjvSOi-_5kIXRh87bTLI__M7SeYo/s1600/20200609_195915.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1280" data-original-width="1600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho4O5geCdOLHCys_OJmEiQ5o8CwBzedgmpbZqQlyUWEOA8kBmRbAytCDBTb41XWUvxKKb3ycq6IrebkJwOlQYIkYn0lDDdF4xCH3ASBkGlvsvXSFwMjvSOi-_5kIXRh87bTLI__M7SeYo/s400/20200609_195915.png" width="400" /></a></td></tr>
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Diabadikan transaksi mesej, wasap, print screen segala dalam canvas ini</td></tr>
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Assalammualaikum wbt dan salam sejahtera.</div>
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Cukup lama tidak menulis blog, kali ini sebuah coretan ringan bagi mengingati Ramadhan tahun 2020 ketika Covid-19 menyerang seluruh dunia.</div>
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Bagaimana Malaysia dan negara jiran terdekat juga tidak terkecuali. Melihat dan menunggu berita berapa kes Covid-19 di Malaysia dan seluruh dunia dan bagaimana New Normal bermula di 3 bulan pertama di Malaysia.<br />
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Banyak perkara yang berlaku, namun satu yang harus diketahui tiada apa yang berlaku kecuali ada sesuatu yang lebih baik menunggu. Maka pelbagai perkara baru di pelajari dalam 3 bulan PKP ini.<br />
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Apa yang dipelajari selama 3 bulan ini pasti akan dikongsi dengan penuh info dan maklumat dalam blog ini untuk mereka yang kekal singgah membaca di blog ini walaupun beberapa tahun kebelakangan blog ini di akui amat jarang dikemas kini.<br />
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Tiada janji manis mampu di buat, namun semestinya sebagai blogger sehabis baik saya akan menulis dan memberi info agar anda yang singgah di blog ini merasakan berbaloi artikel yang ditulis dan memberi manfaat tersendiri.<br />
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Di artikel kali ini, saya hanya ingin berkongsi, betapa beberapa tahun ini saya menerima beberapa tempahan Crunchy Flakes dari pembaca blog ini. Namun atas sebab-sebab tertentu banyak tempahan telah ditolak dan pemberhentian Crunchy Flakes ini juga memakan tahun.<br />
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Sejujurnya, saya bukan jenis manusia yang jiwanya memasak, namun apabila menerima tempahan dari pembaca blog dari negara jiran, SINGAPURA, hati saya agak tersentuh kerana sanggup memberi kepercayaan di musim COVID-19 ini dengan menempah CRUNCHY FLAKES dari pembacaan dari artikel mengenai GAM ARAB atau ARABIC GAM di blog ini.<br />
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Dari pembacaan satu artikel GAM ARABIC yang saya kira ditulis mungkin dalam tahun 2014 (maaf saya malas mencari artikel itu di blog ini untuk menyiasat tarikh), yang turut di selitkan promosi CRUNCHY FLAKES. Pembaca dari Singapura tersebut yang cukup saya gelarkan Saudari Seri, akhirnya menempah 30 botol Crunchy Flakes dari saya.<br />
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Pada mulanya saya agak berat menerima tempahan tersebut, lebih-lebih lagi di musim COVID-19 ini, namun sudah rezeki untuk kami berdua berurusan akhirnya saya menerima tempahan tersebut dan mengambil masa hampir sebulan untuk menyudahkannnya. Ia 2 minggu untuk menempah bahan-bahan secara online yang mengambil masa seminggu ke 2 minggu untuk sampai dari SHOPEE. Dan pelbagai carian bahan lain lagi.<br />
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Siap di masak dan dibungkus, ikut perkiraan awal ingin menggunakan J&T express namun saat bungkusan 2 kotak besar di hantar, J&T Express rupa-rupanya menghentikan sementara penghantaran makanan apa lagi ke luar negara. Apabila ke pejabat Pos Malaysia, Pos Malaysia ketika itu menunggu maklumat baru penghantaran ke Singapura kerana parcel terlalu banyak di AIRPORT atau KLIA.<br />
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Ia mungkin nampak sukar dari penceritaan, namun realitinya terlalu mudah. Pergi ke J&T walau pun beratur panjang namun di tegur dan di beritahu oleh pelanggan di hadapan bahawa pihak J&T tidak menerima bungkusan makanan, terus ke hadapan bertanya staff J&T sendiri dan mereka mengakuinya. Lansung tidak membuang masa, teruk ke Pejabat Pos. Oleh kerana staff pejabat Pos juga sedang menjaga barisan pelanggan yang beratur di luar pejabat pos, sekaligus membantu memudahkan kerja untuk terus bertanya maklumat tanpa perlu beratur panjang. Maka saya terus balik dan menghubungi beberapa syarikat kurier lain sehingga saya memilih DHL, satu-satu syarikat kurier yang saya kira paling terbaik di Kuantan ini. Namun biasalah, terbaik bermaksud anda perlu membayar harga lebih untuk perkhidmatan terbaik.<br />
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Dari permulaan urus niaga segalanya amat mudah dengan saudari Seri. Dari pemindahan wang dari akaun Singapura ke akaun saya di Malaysia. Asalnya saudari Seri sendiri pertama kali memindahkan wang ke Malaysia dari DBS Bank. Permulaan order dari saudari Seri amat menyenangkan dan memudahkan, ini adalah antara rezeki pelanggan yang memberi pengalaman mudah dalam berurusan. Bayangkan dengan mudah saya memberitahu harga Crunchy Flakes yang dahulunya RM10 ketika ini saya tidak tahu harga berapa kerana telah lama tidak membeli bahan, saudara Seri memberitahu kira sahaja dan beliau sanggup membayarnya. Setelah pengiraan bahan-bahan dibuat, saya meletakkan RM15 harga baru sebotol berbanding RM10 sebotol sebelumnya dan saudari Seri terus bersetuju membayarnya untuk 30 botol. Maka dengan senang saya meletakkan harga RM14 sahaja sebotol dan hanya perlu di darabkan dengan 30 botol. Mengikut pengiraan saya hanya anggarkan kos penghantaran RM200 menggunakan J&T express, namun di peringkat akhir, saya memilih menghantar menggunakan DHL, dimana kos penghantaran ke Singapura ini ialah RM350 untuk dimensi kotak yang digunakan. Pada mulanya saya ingatkan berdasarkan berat, rupanya DHL menggunakan pengiraan dimensi kotak. Saya menghantar 35 botol crunchy flakes itu dengan nilai pengeposan RM350 ke Singapura. 5 botol itu hadiah dari saya sempena bulan Ramadan.<br />
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Satu pujian yang harus diberikan kepada perkhidmatan kurier DHL ini. Perkhidmatan kaunter DHL di Kuantan ketika PKP ini memang terbaik. Staff yang melayan saya amat sabar dan nampak kesungguhan menolong dengan perkhidmatan beliau menyusun kembali Crunchy Flakes ini kedalam kotak DHL. Info yang diberikan bahawa DHL ini mempunyai flight sendiri dan penghantaran dalam 24 jam, cuma kerana esoknya hari cuti, maka Crunchy Flakes saya akan sampai lusa.<br />
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Rujukan kurier di berikan kepada saya, dan saya mengikuti atau mengawasi perjalanan bungkusan ini melalui laman web. Dan benar sekali, selepas 24 jam (tolak sehari cuti di Malaysia). Esoknya bungkusan ini selamat tiba pada penerima Saudari Seri di Singapura.<br />
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Bayangkan ketika ramai orang Malaysia sibuk membising, courier dan barang yang di pesan dari Malaysia sendiri, satu negeri, berlainan negeri yang mengambil masa paling kurang 2 minggu dan memasuki bulan, namun rezeki dan kemudahan serta kepantasan khidmat kurier DHL, pengiriman ke Singapura hanya 24 jam sahaja sampai walaupun di musim COVID-19 yang juga bulan Ramadan 2020. Memang berbaloi-baloi kos RM350 itu walaupun hanya untuk 35 balang Crunchy Flakes.<br />
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Untuk makluman, pembeli dan pembaca blog saya yang bergelar saudari Seri juga tidak kisah apabila saya memaklumkan kos penghantaran ialah RM350 dan perlu tambah RM150. Beliau terus tranfer kos penghantaran ini tanpa perlu banyak bersoal jawab. Asalnya saya target dari RM200, hanya tambah RM100, rupa-rupanya ketika tiba di DHL Kuantan, jumlah sebenar ialah RM350. Sekelip mata saudari Seri setuju dan terus tranfer RM100, kemudian RM50 lagi. Mudah sungguh urusan ini. Alhamdulillah. Ini adalah antara rezeki yang paling indah untuk tahun 2020 apabila anda mendapat pelanggan yang tidak berkira dan mudah berurusan. Benar rezeki sebenarnya bukan sahaja dalam bentuk wang dan kemewahan, ia juga dalam bentuk kawan yang bersama susah senang, kasih sayang yang ikhlas dan setiap kerja yang mudah dan lagi menyenangkan.<br />
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Seperti yang dijanjikan alhamdulillah, Crunchy Flakes by QK selamat tiba di tangan saudari Seri dari Singapura sebelum raya Aidilfitri 2020. Tujuan utama saudari Seri ialah untuk di hidangkan pada hari raya Aidilfitri ini.<br />
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Seminggu selepas raya atau kurang dari itu, saya dihubungi pula oleh adik Seri untuk menempah Crunchy Flakes lagi. Kali ini jumlah tidaklah sebanyak Seri. Atas sifat kakak beliau yang menyenangkan, akhirnya saya dengan mudah menerima tempahan ini walau pun kecil. Sejujurnya saya tidak akan menerima tempahan Crunchy Flakes jika ia kurang dari 12 botol. Ini kerana bahan-bahan Crunchy Flakes dan produk ini bukan jenis tahan lama. Hanya bertahan selama 3 bulan sahaja. Ini alasan kukuh mengapa CRUNCHY FLAKES ini memang freshly made atas order (pesanan khas) sahaja.<br />
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Bagi mereka yang mungkin ada urusan penghantaran ke luar negara. Saya mengesyorkan anda cuba menggunakan perkhidmatan kurier DHL ini.<br />
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Artikel ini bukan untuk mempromosikan DHL. Namun ia sekadar, pengalaman saya menggunakan perkhidmatan kurier DHL ini pada musim COVID-19 dan kini saya faham mengapa saham DHL ini mahal dan berkualiti tinggi di Amerika Syarikat. Jika saya ada peluang dan rezeki, dan saham DHL ini adalah lulus dari segi syariah, mungkin saham DHL ini juga akan saya beli suatu hari nanti. Doakan.<br />
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Semoga coretan pengalaman ini membantu anda jika anda sendiri masih tidak pasti ingin menggunakan kurier mana untuk menghantar produk anda atau bungkusan anda ke luar negara.<br />
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Terima kasih.<br />
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** sebagai kenangan saya abadikan Instagram story ini di salah satu video utube di saluran YouTube Qisya Khadeeja.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-3186714020705039902020-03-14T09:44:00.004+08:002021-06-11T16:47:11.408+08:00MASA UNTUK BELI & BELI BITCOIN & WANG DIGITAL / KRIPTO<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLgg5hLnrfvkbnVqLvG23Ep37d_mrZncBRkUHmy8sYgmUm1cSy2dwhypqccB0WDrOTgMumkbMPE5zsTxb6Kjy-xFBU3bzCJ63HhWlFnHUbfhzOxVnsai9eu234ku5KTxJ7RSWxtKTFnwM/s1600/20200314_083034_0000.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLgg5hLnrfvkbnVqLvG23Ep37d_mrZncBRkUHmy8sYgmUm1cSy2dwhypqccB0WDrOTgMumkbMPE5zsTxb6Kjy-xFBU3bzCJ63HhWlFnHUbfhzOxVnsai9eu234ku5KTxJ7RSWxtKTFnwM/s400/20200314_083034_0000.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GRAFF MERAH menunjukkan penurunan, dalam pelaburan saham, mata wang digital, hartanah atau apa sahaja berbentuk pelaburan, ketika graph merah adalah waktu paling sesuai untuk mula membeli dan melabur</td></tr>
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Assalammualaikum wbt dan salam sejahtera.</div>
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Ketika ini anda akan melihat graph saham atau pasaran saham melalui penurunan yang ketara terutama bidang penerbangan dan hotel serta industri yang melibatkan pelancongan. Ini adalah kesan sampingan dari virus yang sedang menyerang dunia iaitu CORONA VIRUS dan COVID19.</div>
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Graph yang menunjukkan penurunan ini berwarna merah, lebih teruk turun selama beberapa hari dan minggu, graph ini akan menjadi lebih merah warnanya. Malah anda boleh lihat keseluruhannya menjadi merah.<br />
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Ada juga graph yang menunjukkan keseluruhan berwarna hijau, ini menunjukkan graph tersebut menunjukkan kenaikan berterusan. Warna hijau menunjukkan waktu yang amat sesuai untuk menjual.<br />
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Ketika kemelut Covid19 ini, ramai yang mula menjual pemilikan saham masing-masing. Pelabur yang pakar biasanya menunggu saat ini, ketika graph saham menunjukkan penurunan ketara (warna merah menyala), mereka akan membeli saham murah ini sebagai pelaburan akan datang.</div>
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Sebagai contoh mudah saham syarikat penerbangan seperti Air Asia, contoh jenama popular syarikat penerbangan Malaysia. Ketika saham ini mahal, ramai yang mengadu tidak mampu memilikinya kerana tidak cukup modal. Ketika berlaku corona virus semua saham penerbangan terkena tempias termasuk saham AIR ASIA, dan ketika ini para pelabur pakar menunggu saham itu terus jatuh untuk membeli dan memilikinya.</div>
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Kenapa pelabur itu menunggu dan lebih suka graf penurunan harga saham Air Asia?. Ini adalah lebih murah harga saham lebih banyak unit mereka akan miliki saham Air Asia. Mereka tahu selepas reda dan pulih CORONA VIRUS & COVID19. Manusia tetap akan semangat untuk pergi bercuti dan menaiki penerbangan keseluruh dunia. Lebih-lebih lagi percutian dan penerbangan terus menjadi trend masyarakat hari ini dan ketika ini saham penerbangan seperti AIR ASIA akan melonjak semula.</div>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTFAj6ebuOCI04dcMJhn0n3zBuBGNiKyIV2tWwrB8ZizkRo08uNO_GQMfeBOBQCwe1EHp8MaAnR8USumQzQgjK6BKURFpm6SBmdmYZCwhlYcTcznp-sGlQJaNoFPd6caXUZ9Bnp7SU5Ds/s1600/20200314_091135_0000.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTFAj6ebuOCI04dcMJhn0n3zBuBGNiKyIV2tWwrB8ZizkRo08uNO_GQMfeBOBQCwe1EHp8MaAnR8USumQzQgjK6BKURFpm6SBmdmYZCwhlYcTcznp-sGlQJaNoFPd6caXUZ9Bnp7SU5Ds/s400/20200314_091135_0000.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">4 Contoh bentuk-bentuk graph yang menunjukkan warna merah wujud dimana waktu harga jatuh dan bagus untuk beli</td></tr>
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Seperti saham yang ada turun naik, sebaiknya di beli ketika harga rendah, begitu juga dengan mata wang kripto / mata wang digital.</div>
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Perkara ini bukan sahaja terpakai kepada pemilikan saham, wang digital malah kepada industri hartanah dan emas juga. Beli ketika harga murah, ketika semua orang sibuk menjual kerana ketakutan dan trauma. Simpan tunai, beli ketika ia merah, jual ketika ia hijau menyala dan menunjukkan kenaikan ketara, tunai keuntungan akan digunakan ketika graph mula menunjukkan warna merah dan beli. Ingat pesan ramai pakar pelaburan yang telah menjadi kaya 'when its blood, its time to buy'. Apabila ia merah, ia masa untuk beli.</div>
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Contoh emas, ketika harga rendah, masa untuk beli. Ketika harga emas naik masa untuk jual emas yang dibeli. Pemilik stesen minyak yang biasa mendapat kesan akibat penurunan harga minyak, jika mempunyai simpanan emas boleh menjualnya ketika harga emas naik. Ini kerana dalam prinsip ekonomi kebiasaannya, ketika harga minyak turun, harga emas akan naik. Ketika harga minyak naik, emas akan turun. Keuntungan dari jualan minyak, seeloknya dibeli emas ketika harga emas turun, sekurang-kurangnya ketika minyak turun, harga emas yang naik boleh menampung kos operasi stesen minyak yang menghadapi turun naik harga minyak.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUTNn0-2RfJAyGG2Q0R2UEYiUkiflcH8RV5BKeMCzFu0B1aulzVKrZPYpM82nohxGUbhyD3Fm3D3XHx8X-4CfEF3yK_NAvuNbjdxU-DF8ZLa9BUw78XqpwzsVA5gFsOQ-aoVWz9dO0WAg/s1600/Screenshot_20200314_080808.jpg" style="margin-left: auto; margin-right: auto; text-align: justify;"><img border="0" data-original-height="1273" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUTNn0-2RfJAyGG2Q0R2UEYiUkiflcH8RV5BKeMCzFu0B1aulzVKrZPYpM82nohxGUbhyD3Fm3D3XHx8X-4CfEF3yK_NAvuNbjdxU-DF8ZLa9BUw78XqpwzsVA5gFsOQ-aoVWz9dO0WAg/s320/Screenshot_20200314_080808.jpg" width="271" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">harga mata wang digital / mata wang kripto pada 13hb Mac jam 10.40am</td></tr>
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Sekarang kita kembali kepada mata wang kripto / mata wang digital. Berulang kali ditegaskan, mata wang kripto / mata wang digital ini, di Malaysia dikategorikan sebagai ASET DIGITAL.</div>
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Beli wang kripto / wang digital ketika harga murah, dan jual ketika harga tinggi. Dengan kata lain, ketika harga murah, graph berwarna merah beli, ketika harga naik, graph berwarna hijau jual.</div>
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Inilah yang berlaku pada minggu lepas, harga mata wang digital turun selama seminggu. Sewajarnya pada ketika ia turun dan menunjukkan graph merah, masa untuk beli tambah wang kripto dan digital yang ada. Jika anda tidak mampu membeli bitcoin ketika harga RM40,000, beli ketika ia harga RM23000.</div>
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Alhamdulillah ada beberapa pelabur yang mengikuti apa yang telah di pelajari dan di syorkan oleh pakar pelaburan dunia tidak kira dalam apa bidang sekali pun.</div>
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Bagi yang cemas dan mengikut emosi, ketakutan dalam proses ini menjual dengan harga rendah kemudian apabila melihat graph hijau mula menaik dan kerap mula membeli, jangan salahkan nasib hanya kerana melihat kawan atau kenalan anda yang dapat membeli mata wang kripto dengan harga murah.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFjsOsU9MgAYgoKH6ZzGf52z81rV7faxG8Zq_49Ssx8gIceKuH-SUR7Do_9u0R3Z3IZ1lJXVJvKA5uC8VNVyF22ys6vZ9gLR4kyJVzEGY5GHqtoJ8MFtMVxGy4PuV20kRv7Of6_WvZrBA/s1600/Screenshot_20200314_080914.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1259" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFjsOsU9MgAYgoKH6ZzGf52z81rV7faxG8Zq_49Ssx8gIceKuH-SUR7Do_9u0R3Z3IZ1lJXVJvKA5uC8VNVyF22ys6vZ9gLR4kyJVzEGY5GHqtoJ8MFtMVxGy4PuV20kRv7Of6_WvZrBA/s400/Screenshot_20200314_080914.jpg" width="342" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">harga mata wang kripto pada 14hb Mac jam 8.05am</td></tr>
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Saya mengenali beberapa orang trader mata wang kripto / mata wang digital. Trader ini biasanya mereka yang memiliki modal lebih 100,000 dalam jual beli mata wang kripto.</div>
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Anda harus faham sikit wang modal, sikitlah keuntungan. RM10 dengan keuntungan 20% hanya RM2, RM10 ribu dengan keuntungan 20% ialah RM2 ribu dan RM100 ribu dengan keuntungan 20% ialah RM20 ribu.</div>
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Dengan kata lain. RM10 dengan keuntungan RM2, memang anda tak akan nampak apa-apa. RM100 dengan keuntungan RM20 juga anda tidak nampak apa-apa. Namun sekurangnya ada dari tak ada.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5TDWidSlL4NG7DZBjrUvmRyjFCOV41DNfwwIJO8CEi0-fHkA2B1kjlHpPYJO1SEa0KWvFtI_hnwiR4CujNKWpSuS_DR7dRQu1gPL9BUhQDh5AZV95k8nYYpDpWudghMRHD4Fv_fN0mdw/s1600/IMG-20200314-WA0000.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1080" data-original-width="499" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5TDWidSlL4NG7DZBjrUvmRyjFCOV41DNfwwIJO8CEi0-fHkA2B1kjlHpPYJO1SEa0KWvFtI_hnwiR4CujNKWpSuS_DR7dRQu1gPL9BUhQDh5AZV95k8nYYpDpWudghMRHD4Fv_fN0mdw/s400/IMG-20200314-WA0000.jpg" width="183" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ini contoh pelabur yang berjaya membeli mata wang kripto pada 13hb dan berpuas hati melihat harga mata wang kripto pada 14hb. Beliau sudah mempunyai target naik berapa peratus % terus beliau akan jual.</td></tr>
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Ketika anda melakukan pelaburan, anda harus ada target berapa anda ingin capai. Jangan terlalu tamak dan mengikut emosi.</div>
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Ia sekurang-kurangnya dalam satu hari anda mampu mendapat lebih dari 15% keuntungan dan anda terus jual jika anda takutkan risiko. Namun realiti hari ini mereka yang mendapat banyak keuntungan dalam bidang pelaburan adalah mereka yang belajar dari pengalaman hari demi hari, bagaimana kerugian berlaku dan bagaimana keuntungan di dapati. Pelaburan jangka panjang dan menjual ketika market betul-betul hijau (bull) adalah digalakkan.</div>
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Belajar perlahan-lahan, anda tidak perlu mengikut sesiapa kerana hanya ada sahaja tahu kedudukan kewangan anda. Ukur baju di badan sendiri. </div>
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Semoga artikel ini membantu anda.</div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 19.9733px;">Terima kasih.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 19.9733px;"><span face=""arial narrow" , "sans-serif"" style="font-size: 14pt; line-height: 19.9733px;">Disclaimer :- </span><b style="font-family: "times new roman"; font-size: medium;">Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-13414852388168907472020-03-11T10:32:00.004+08:002022-10-09T16:49:25.982+08:00BAGAIMANA MATA WANG KRIPTO AKAN MENGAMBIL ALIH MATA WANG FIAT DI DUNIA?<div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrhuiNXZKpocNig8T4uH2gXv0d0aTPaQHaTSNnS6jxd96ojGf_7WI0u01NJP3x_38UtPTCO6hNKFW1SIkE3r0hy8mbkKn4nvdraXpPY4hu_rvzvoF6OtC5qiEIsOUXJ1SKIw0Oa3iEmkc/s1600/20200311_082553_0000.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1080" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrhuiNXZKpocNig8T4uH2gXv0d0aTPaQHaTSNnS6jxd96ojGf_7WI0u01NJP3x_38UtPTCO6hNKFW1SIkE3r0hy8mbkKn4nvdraXpPY4hu_rvzvoF6OtC5qiEIsOUXJ1SKIw0Oa3iEmkc/s400/20200311_082553_0000.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">WHO mengatakan bahawa mata wang fiat mungkin boleh menyebarkan coronavirus, ia amat membimbangkan terutama di kalangan pelajar-pelajar sekolah yang menggunakannya hampir setiap hari</td></tr>
</tbody></table>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Assalammualaikum wbt dan
salam sejahtera.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Agak lama saya tidak menulis
mengenai mata wang digital. Sebenarnya agak sukar bagi memahamkan orang biasa
yang tidak pernah melakukan kajian dan banyak pembacaan mengenai mata wang
digital atau mata wang kripto.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Ramai bertanya mengapa harus
ada wang kripto sedangkan wang fiat juga boleh dijadikan wang digital melalui
perbankan dalam talian, pembelian dalam talian, debit card, E wallet dan
sebagainya.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Anda harus faham kenapa wang
kripto di perkenalkan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Salah satu fungsi wang kripto ialah ia kalis inflasi, ia
kalis factor politik dan Negara. Ia tidak di kawal oleh mana-mana Negara atau
mana-mana kerajaan. Andaikan kerajaan itu menghadapi masalah dan mata wangnya
jatuh, buatnya kerajaan itu tidak cukup masalah ekonomi, hadapi pula masalah
politik makin teruk mata wang tersebut jatuh.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Ini berbeza dengan mata wang
kripto perkara ini tidak menjejaskan nilai mata wang tersebut kerana ia tidak
bergantung kepada Negara atau kerajaan mana-mana Negara. Ia di tentukan oleh semua
masyarakat dunia yang memiliki dan menggunakannnya. Bukankah ini lebih adil?<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Jika ekonomi dunia
menggunakan formula<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Harga minyak naik, harga
emas turun.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Harga minyak turun, harga
emas naik.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Bagaimana pula dengan mata
wang kripto?. <o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Sila baca artikel <a href="https://little-queen-qkhadeeja.blogspot.com/2020/01/bagaimana-mata-wang-kripto-digital-aset.html">BAGAIMANA WANG KRIPTO MENDAPAT NILAI?</a> untuk
penjelasan ringkas.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Kenapa anda harus percaya
mata wang kripto adalah mata wang masa hadapan?.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Banyak perkara yang berlaku
didunia pada hari ini seolah di rancang. Itu kata mereka yang percaya kepada
freemason dan illuminati. Kita abaikan sahaja pendapat ini atas alasan tidak
semua percaya perkara ini.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Kita kembali kepada asas
paling logic.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Kita gunakan keadaan semasa
hari ini untuk lebih mudah faham.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Kita tidak perlu gunakan kes
ketidakstabilan politik yang berlaku di beberapa Negara di dunia.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Kita gunakan kes corona
virus atau covid19 sebagai contoh paling mudah kerana kes COVID19 merupakan
ancaman besar dunia pada ketika ini.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Jika ketidakstabilan politik
dan ekonomi yang merundum menyebabkan mata wang Negara jatuh, covid19 juga
menyebabkan mata wang Negara tersebut jatuh kerana ia bersangkut paut dengan
ekonomi. <o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Lagi tinggi kes covid19 di
Negara tersebut, lagi kesan mendalam dari sudut ekonomi, perlancongan dan
politik di Negara tersebut akan tinggi maka mata wang Negara tersebut akan terus
rendah. Adilkah kepada rakyat Negara tersebut yang menggunakan mata wang
tersebut kerana nilai mata wang tersebut adalah bergantung kepada keadaan
Negara itu.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Kita pergi kepada kes yang
lebih mendalam. Andaikan Negara A berperang.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Terdapat segelintir rakyat Negara
A akan menjadi pelarian. Nilai mata wang Negara A sudah tidak laku. Jika ada
rakyat Negara A menyimpan emas dan membawa emas tulen dalam bentuk bar (bukan
916), mungkin ia boleh digunakan di Negara lain kerana nilai emas itu, namun
risiko emas itu hilang dan di curi tetap ada dalam waktu pelarian tersebut.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Andai kata rakyat Negara A
menumpang di Negara B, rakyat B mengatakan itu adalah emas beliau dan
memberitahu polis rakyat Negara A mencuri emas, lain peristiwa yang akan
berlaku.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Sekarang kembali kepada
tajuk utama bagaimana wang kripto menggantikan wang fiat.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Wang fiat ketika ini
dikaitkan oleh WHO (World Health Organization) sebagai salah satu alat yang
boleh menyebarkan Covid19.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Bagaimana ini boleh
terjadi?.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Duit kertas atau duit
syiling berubah dari tangan ke tangan. Dari pelancong ke pelancong , dari
pelancong ke orang tempatan, dari ibu ke anak, dari anak ke murid lain, dan
seterusnya. Bayangkan jika ada duit kertas atau duit tersebut ada kesan bersin,
sentuhan dari pesakit covid19?. Bayangkan yang pegang duit fizikal ini ialah
golongan tua, kanak-kanak atau mereka yang berpenyakit dan imunisasi rendah?.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Baik kita faham, masa untuk
menggunakan sepenuhnya bayaran online, E
wallet dan beli belah online. Pelajar
sekolah rendah dan sekolah menengah mungkin selepas ini boleh menggunakan
Ewallet untuk membayar segala harga makanan di kantik sekolah.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Bagaimana dengan nilai mata
wang fiat yang kian merosot akibat dari corona virus dan covid19?. Bersediakah setiap rakyat merasai nilai mata
wang Negara mereka terus menjunam. Andai kata kes covid19 selesai, adakah
jaminan tiada virus lain akan muncul atau jaminan sepuluh tahun lagi Negara itu
akan aman dari virus lain pula?. <o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Mata wang digital tidak
dipengaruhi oleh factor Negara, kerajaan atau di kawal oleh mana-mana bank
pusat dunia atau di kawal oleh Negara terbesar . Mata wang kripto ini dikawal
oleh seluruh pemilik mereka di dunia. Ia jauh lebih adil dari mata wang fiat.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi16iEVYbH_bJAqlXevexSkvp-4KhfsJQtnJQHeP7OAIQPXGQlW-uyWiZgq_N0Q1o8EB5bGGlJurIiphKCQ0HytvPHTCkBO-HCCfll-lB2ldspJbkxj7zYWDftZ3tGn1HRewr9baiTNHtE/s1600/20200311_101634_0000.png" style="font-family: "Times New Roman"; font-size: medium; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1080" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi16iEVYbH_bJAqlXevexSkvp-4KhfsJQtnJQHeP7OAIQPXGQlW-uyWiZgq_N0Q1o8EB5bGGlJurIiphKCQ0HytvPHTCkBO-HCCfll-lB2ldspJbkxj7zYWDftZ3tGn1HRewr9baiTNHtE/s400/20200311_101634_0000.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Realitinya seluruh masyarakat di dunia mampu memiliki bitcoin. Contoh memiliki 0.00000001 btc yang mungkin boleh dibeli dengan harga RM1 sahaja- IMEJ DARI INSTAGRAM DAN DI EDIT</span></td></tr>
</tbody></table>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Sebagai contoh mata wang
kripto paling popular bitcoin. Bitcoin hanya terdapat 21 juta sahaja di dunia
ini. Ia tidak boleh ditambah dan cetak dengan mudah seperti wang fiat. Ia dari
hasil kerja mesin yang menyelesaikan permasalahan rumit matematik.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">1 bitcoin bersamaan 100 juta
satoshi . Sebagai contoh 1 satoshi bersamaan 0.00000001 btc. <o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Anda boleh memiliki
0.00000001 btc mungkin dengan serendah rm1 ketika ini. Anda tidak perlu
memiliki 1 bitcoin jika anda tidak mampu. Harga 1 bitcoin ketika ini dalam
RM38,000. Jika anda ada RM38000 anda boleh miliki 1 bitcoin bersamaan 100 juta
satoshi. Jika anda ada RM100 untuk membeli bitcoin mungkin anda boleh
mendapatkan 0.003 satoshi. <o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Ini menunjukkan bahawa semua
individu di dunia ini berpeluang memiliki, membeli dan menjual bitcoin tidak
kira berapa wang yang mereka miliki.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Mata wang kripto / digital ini bukan sahaja bitcoin, ada ethereum, ripple yang jauh lebih murah dari bitcoin. Jika anda tidak mampu membeli atau memiliki 1 bitcoin, anda tetap ada peluang memiliki satu ethereum yang harganya tidak sampai RM1,000 ketika ini. Ripple juga jauh lebih murah yang harganya kurang dari USD1 atau RM4, selain 3 mata wang kripto ini, terdapat juga mata wang kripto baru yang lebih murah dan mampu pergi jauh. </span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Paling penting anda harus tahu membezakan kegunaan mata wang kripto ini dan asas wang kripto.</span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Terlalu banyak lagi info
yang ingin dikongsikan bersama anda. Namun biar ia ditulis dan di fahami dengan
jelas.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Semoga penjelasan ringkas
ini lebih mudah difahami oleh mereka yang masih keliru bagaimana mata wang
digital atau kripto berfungsi juga menambah ilmu dan minat anda kepada wang kripto.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;">Terima kasih.<o:p></o:p></span></div>
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<span face=""arial" , "sans-serif"" style="font-size: 14pt; line-height: 107%;"><span face=""arial narrow" , "sans-serif"" style="font-size: 14pt; line-height: 19.9733px;">Disclaimer :- </span><b style="font-family: "times new roman"; font-size: medium;">Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-8544325663555758332020-02-17T17:55:00.002+08:002020-02-17T17:56:04.842+08:00ZAKAT KE ATAS BITCOIN @ MATA WANG KRIPTO / CRYPTO CURRENCY <div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibDvPVZkZOCpJBACT2k6gckQq00OiJF6874QvXgLxjOW2k-ZVxQU3qNJ8GdTcmIti_Gb91gcFzha-dZxvf7SCySH_VyBci8RZUncC0IBuVdHgyhVFDSrgdkhNykrNW7ls-VjYt2UMrP4w/s1600/Screenshot_20200217_174515.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="967" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibDvPVZkZOCpJBACT2k6gckQq00OiJF6874QvXgLxjOW2k-ZVxQU3qNJ8GdTcmIti_Gb91gcFzha-dZxvf7SCySH_VyBci8RZUncC0IBuVdHgyhVFDSrgdkhNykrNW7ls-VjYt2UMrP4w/s400/Screenshot_20200217_174515.jpg" width="241" /></a></div>
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Assalamualaikum dan salam sejahtera. </div>
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Ramai yang masih ragu-ragu status halal dan haram bitcoin atau mata wang kripto lain. </div>
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Untuk menerangkan halal haram dan berkongsi video penerangan Status halal mata wang kripto mengambil masa untuk di terangkan dengan lebih luas, maka cukuplah untuk sementara waktu di kongsikan berita terbaru mengenai berita Perlis bercadang mengenakan zakat ke atas keuntungan bitcoin dan mata wang kripto lain.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1kZPEYWB26AlsXSfEkT459941nb6qtkvR6mmedRFyFBOf6m3GxfU2_maVJe6iowMKn-5eRKmr6McBGQXukwdBqMnfCaOAH-ocd0ohXzCXNIUBX3GBX_NNRCjJOp3psPoV5rqAiCQyu0Y/s1600/Screenshot_20200217_174725.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1575" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1kZPEYWB26AlsXSfEkT459941nb6qtkvR6mmedRFyFBOf6m3GxfU2_maVJe6iowMKn-5eRKmr6McBGQXukwdBqMnfCaOAH-ocd0ohXzCXNIUBX3GBX_NNRCjJOp3psPoV5rqAiCQyu0Y/s400/Screenshot_20200217_174725.jpg" width="273" /></a></div>
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Jika sudah sampai bakal dikenakan zakat tentu sekali Perlis mengiktiraf bitcoin atau mata wang kripto sebagai pelaburan halal. </div>
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Paling istimewa, anda pemegang dan pelabur kripto boleh membayar zakat sama ada dalam bentuk wang atau unit bitcoin atau mata wang kripto lain. </div>
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Semoga anda atau sesiapa sahaja yang berminat mengenai wang kripto tidak ragu-ragu lagi mengenai status halal pelaburan wang kripto ini. </div>
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Terima kasih. </div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-16966119650102791052020-02-13T12:09:00.002+08:002020-02-13T12:53:38.472+08:00EXCHANGER (PENUKAR) MATA WANG CRYPTO / KRIPTO / DIGITAL DUNIA <div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPqU5LY2rOBhixPWCui1-_9We7KvA0U-gvzAkoaTeI5bwHJUXnp5mdSwZKM11_ML9PuuZhdOzOCAIAXsOF-mqcU_xwuOfUKpyPsv1qeGwNQ4XkrwLbX4jNSM5yvRyqjXUb0-7RbV1_SU/s1600/exchanger.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPqU5LY2rOBhixPWCui1-_9We7KvA0U-gvzAkoaTeI5bwHJUXnp5mdSwZKM11_ML9PuuZhdOzOCAIAXsOF-mqcU_xwuOfUKpyPsv1qeGwNQ4XkrwLbX4jNSM5yvRyqjXUb0-7RbV1_SU/s400/exchanger.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Senarai top 7 Exchanger mata wang kripto / digital dunia di <a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a></td></tr>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Assalammualaikum wbt
dan salam sejahtera.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dunia mata wang
kripto / digital berkembang dengan amat pesat semenjak tahun 2015 lagi. Namun
ia makin boom (terkenal) apabila memasuki tahun 2017 dan terus terkenal dan
berpengaruh memasuki abad 2020.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Wujudnya ethereum
pada tahun 2014, 5 tahun selepas kewujudan bitcon sebagai mata wang digital
pertama dunia, membuatkan lebih dari satu pilihan yang ada dalam dunia mata
wang digital selain bitcoin. Sebelum ethereum, wujud litecoin sebagai mata wang
digital kedua. Namun kewujudan ethereum yang mewujudkan platform terbuka dan
‘smart contract’ / kontrak pintar yang membenarkan mata wang digital lain
menggunakan platform milik ethereum iaitu ERC20, <span style="mso-spacerun: yes;"> </span>akhirnya beratus mata wang digital / kripto
wujud dalam dunia crypto currency ini.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Apabila sesuatu
perkara memberi manfaat, dunia akan bersungguh-sungguh memberi kerjasama.
Selepas wujudnya platform terbuka ciptaan ethereum, maka berlumba-lumba mata
wang digital lain bersetuju ‘smart contract’ dengan ethereum. Wujud juga mata
wang lain yang tidak menggunakan platform ethereum dan membina platform
sendiri.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dalam waktu yang sama
wujud laman web <a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a> yang dibina khas untuk pemain dan pelabur kripto
mengetahui berapa banyak mata wang digital tulen yang wujud, baru dan lama. Sebesar
mana mata wang kripto tersebut sudah dibeli dan dimiliki.<o:p></o:p></span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Bagaimana
anda ingin tahu berapa jenis mata wang digital yang wujud?<o:p></o:p></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Apakah
nama-nama wang digital itu?<o:p></o:p></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Besar
manakah PASARAN MODAL (market cap) jenis wang digital itu, contoh pasaran modal
paling tinggi ialah mata wang digital bitcoin, diikuti ethereum kemudian ripple
XRP.<o:p></o:p></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Berapakah
jumlah transaksi mata wang digital ini? Untuk satu hari? Seminggu? Sebulan,
setahun atau sepanjang masa?.<o:p></o:p></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Bagaimanakah
rupa graph turun naik mata wang digital ini? Harga paling rendah dan harga
paling tinggi?.<o:p></o:p></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dimanakah
profail pemilik dan pengasas syarikat juga hala tuju syarikat boleh di baca?<o:p></o:p></span></i></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Soalan
untuk semua jawapan di atas anda boleh temui di <a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a> .<o:p></o:p></span></b></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Coin market cap ini
umpama bskl atau klci yang terhimpun segala mata wang digital yang telah Berjaya
di listingkan di mana, mata wang digital ini mempunyai sekurang-kurangnya 2
jenis EXCHANGER untuk jual dan beli.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">EXCHANGER (penukar)<o:p></o:p></span></b></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Exchanger untuk wang
kripto adalah satu platform kepada mata wang digital / kripto. Disinilah
berlaku urusniaga aset digital berbentuk wang kripto di atas talian di seluruh
dunia. Disini semua pemain dan pelabur kripto melakukan jualan dan belian atas
talian.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Apabila wujud pihak
atau individu yang mempunyai mata wang kripto dan ingin menjualnya, disinilah
platform untuk mereka jual aset digital (mata wang kripto) mereka ke exchanger.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Maka berlakulah jual
beli di exchanger.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Exchanger ialah ‘orang
tengah’ bagi jual beli mata wang kripto / digital ini. Setiap transaksi pasti
ada caj yang dikenakan. Ada exchanger yang mengenakan caj yang jauh lebih murah
dan ada exchanger yang mengenakan caj sederhana untuk transaksi pembelian ini.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a> juga
menyenaraikan senarai exchanger bagi wang digital / crypto . Anda boleh melihat
beberapa ratus senarai exchanger yang wujud di laman <a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a> ini. <o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Antara exchanger popular
di kalangan pemain crypto dunia ialah binance yang berada di kedudukan ke 4 dalam senarai exchanger paling berpengaruh di dunia mata wang kripto / digital.<o:p></o:p></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmvrP4oHawPG2Ivk-rhr_iDEnyS8wYZXbGQ9_muJwooVQlNPnRzjPAcG3ZCGd9Z20z0Z2Qcynt_SAiv8MU11i9PPnYZtb-FIK3rd8FDn3r9ReY8F0ygxq9-IQeus0E_So5NhGePhd1TRc/s1600/luno+exch.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmvrP4oHawPG2Ivk-rhr_iDEnyS8wYZXbGQ9_muJwooVQlNPnRzjPAcG3ZCGd9Z20z0Z2Qcynt_SAiv8MU11i9PPnYZtb-FIK3rd8FDn3r9ReY8F0ygxq9-IQeus0E_So5NhGePhd1TRc/s400/luno+exch.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">LUNO yang diiktiraf Securities Commission Malaysia ini berada di tangga ke 130 dalam senarai exchanger popular dunia di www.coinmarketcap.com</td></tr>
</tbody></table>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Di Malaysia, antara
Exchanger popular ialah Remitano dan Luno.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Luno ialah exchanger
pertama yang diluluskan oleh Securities Commision Malaysia untuk jual beli mata
wang crypto di Malaysia.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Buat masa ini, Luno Malaysia hanya merupakan exchanger bagi 2 matawang kripto / digital iaitu bitcoin dan ethereum.</span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Artikel mengenai LUNO akan disiarkan selepas beberapa artikel mengenai mata wang kripto / digital selepas ini.</span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Disclaimer :- </span><b style="font-family: "times new roman";">Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-25337080081625166532020-02-11T19:19:00.002+08:002020-02-11T19:30:01.374+08:00COIN MARKET CAP atau website dan platform untuk listing / senarai mata wang kripto / digital <div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoS5Sf3BMHApmveFpxpjTntQ7xBuQkee40GGYqRJF-VK0B1zd8PbLbSjiqQNovv7yq8o22DmWcQTVpBgnqmah-f7s4Kl4ZzHckNqKu9RgcVxAmGqc8jHP76D7Reed0wy1jKXKYz92HkFM/s1600/coin+market+cap.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoS5Sf3BMHApmveFpxpjTntQ7xBuQkee40GGYqRJF-VK0B1zd8PbLbSjiqQNovv7yq8o22DmWcQTVpBgnqmah-f7s4Kl4ZzHckNqKu9RgcVxAmGqc8jHP76D7Reed0wy1jKXKYz92HkFM/s400/coin+market+cap.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">perhatikan senarai teratas mata wang digital dan 'market cap' / pasaran modal</td></tr>
</tbody></table>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Assalammualaikum wbt
dan salam sejahtera.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kebiasaannya mereka
yang pakar mengenai kripto atau mula berjinak mengenai kripto / mata wang
digital akan menjadikan coin market cap sebagai medan rujukan setiap mata wang
kripto atau digital yang tersenarai dan wujud di dunia.<o:p></o:p></span><br />
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Anda boleh melihat
beratus atau mungkin kini beribu mata wang digital / kripto yang kini wujud di
atas talian di laman web yang tiap hari dilawati oleh pemain kripto dan pelabur
kripto di alamat ini <a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a>.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Sila perhatikan betul-betul
10 ke 15 nama mata wang digital / kripto yang kini menakluki dunia kripto. Ada
cara untuk membaca corak permainan dan jenis wang digital / kripto ini. Ia akan
diterangkan dalam artikel akan datang.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kita belajar merujuk
dahulu mata wang kripto yang di senaraikan disini. Perkara pertama yang harus
diingatkan kepada mereka yang baru mempelajari mengenai mata wang kripto /
digital anda jangan sekali-sekali bergantung harap semata-mata kepada senarai
mata wang digital di laman web ini.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Realitinya memang
semua senarai wang kripto / digital ini adalah tulen dan genuine. Ia
menggunakan blockchain genuine atau tulen. Jika ia tidak tulen ia tak akan Berjaya
membentuk ledger dan blok kerana blockchain itu sendiri adalah block dan ledger
yang bersambung. Ada data baru masuk, keseluruhan data atau ledger / blok itu
akan ikut berubah.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Ini sedikit info
untuk anda, ingat scammer berada di mana-mana. Ketika ini mungkin syarikat
pemilik mata wang digital / kripto itu bukan scammer, namun apabila sebuah
syarikat mata wang digital itu gagal dalam memberi perkhidmatan yang dijanjikan
ia turut akan berubah menjadi scammer. Perkara ini sama dengan agen insurans
atau takaful yang misleading dalam menjual insurans atau agen pelaburan yang
misleading dalam menjual pelaburan, hatta pelaburan itu adalah pelaburan yang
sah.</span><br />
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Tentu anda pernah mendengar cerita agen insurans atau takaful yang menjual produk
insurans dan takaful dalam bentuk pelaburan, dan agen pelaburan yang
menjanjikan pulangan tanpa menyentuh lansung tentang risiko kerugian.
Dimana-mana sahaja di dunia ini, akan wujud golongan seperti ini.</span><br />
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kita
tinggalkan sebentar mengenai scammer atau syarikat (atau pun wakil syarikat) yang gagal mengotakan janji
kepada pelabur. Kita kembali kepada tajuk asal.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Coin market cap
adalah tempat dimana mata wang kripto akhirnya di ‘listingkan’ atau di
paparkan. Mata wang kripto yang di paparkan di coin market cap ini biasanya
wajib mempunyai 2 exchanger berdaftar. Maksudnya disini jika coin bernama ‘Rich
coin’ baru mempunyai satu exchanger, maka ‘Rich coin’ tidak akan muncul di Coin
Market cap ini.<span style="mso-spacerun: yes;"> </span>Setelah ‘Rich Coin’ Berjaya
berdaftar dengan 2 exchanger, kemudian ‘Rich coin’ boleh mendaftarkan nama ‘rich
coin’ ini di www.coinmarketcap.com ini. Tentu sekali ada bayaran bagi
membolehkan ‘Rich coin’ terpapar di exchanger, setiap exchanger mengenakan caj
untuk perkhidmatan exchanger ini. Ada exchanger gred A yang lagi mahal caj
berbanding exchanger gred B. Coin market cap turut mengenakan caj kepada setiap
mata wang digital / kripto yang ingin di paparkan di laman web atau platform
mereka.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">1. Bagi menjawab
pertanyaan anda adakah mata wang digital / kripto di laman web atau platform
ini mata wang digital tulen?.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><i><b>Ia ia matawang
digital tulen.</b><o:p></o:p></i></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">2. Adakah selamat jika
melabur dalam mata wang yang tersenarai di laman web atau platform coin market
cap ini?.<o:p></o:p></span><br />
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><b><i>Belum tentu selamat.
Mata wang adalah tulen, namun skim syarikat tersebut atau progress syarikat
tersebut kadang kala menjadikan ia seperti skim berbentuk scam. Ada waktu
syarikat itu betul, namun person in charge atau mereka yang menguruskannya
tidak betul.</i></b><o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">3. Bagaimana ia boleh
terjadi?, jika coinmarketcap sendiri tidak selamat dimana rujukan yang harus
mereka yang baru berjinak dengan mata wang kripto harus menjadikan rujukan?.<o:p></o:p></span><br />
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><b><i>Untuk mereka yang
baru mempelajari selok belok mata wang kripto, adalah lebih baik anda menyemak
dan menyiasat latar belakang syarikat. Progress atau perkembangan syarikat
dalam bidang kripto. Jika sukar dan anda risaukan risiko, adalah di nasihatkan
agar anda belajar bermain mata wang kripto yang tersenarai di tingkat teratas
seperti top 3 mata wang kripto iaitu bitcoin, ethereum dan ripple XRP. Jika
anda sudah agak lama bermain dan mempelajari selok belok kripto, anda boleh
belajar membeli mata wang kripto yang lebih baru dan murah seperti tether,
cardano, tron dan stellar.</i></b><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Ingin
di tegaskan di sini, Securities Commission Malaysia setakat ini meluluskan 3
jenis mata wang kripto sahaja untuk pelaburan iaitu bitcoin, ethereum dan
ripple XRP. <o:p></o:p></span></b></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Namun sebagai pemain
mata wang digital / kripto professional yang bertahun mengkaji dan bermain wang
kripto, ramai yang mula membeli mata wang kripto murah kerana mereka yakin mata
wang kripto tersebut akan meningkat harga di masa hadapan berpandukan syarikat
dan pengasas mata wang kripto tersebut.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Sila perhatikan graf
yang ditunjukkan dalam platform atau laman sesawang <a href="http://www.coinmarketcap.com/">www.coinmarketcap.com</a> ini.<o:p></o:p></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/RUfuzP2kKg0/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/RUfuzP2kKg0?feature=player_embedded" width="320"></iframe></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Ada yang mengelarkan
coin market cap ini ala BSKL / KLCI, terpulanglah apa gelaran yang di beri,
paling penting anda tahu membaca dan mengkaji setiap mata wang digital / kripto
berdasarkan setiap maklumat yang dipaparkan di coin market cap ini.<o:p></o:p></span></div>
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<span style="font-family: "arial narrow" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Artikel akan datang
akan menerangkan bagaimana cara anda membaca dan factor yang membantu menaikkan
nilai mata wang kripto / digital itu sendiri, serta maklumat penting yang
dipaparkan setiap laman web mata wang kripto termasuk coin market cap ini.<o:p></o:p></span></div>
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<b style="font-family: "times new roman"; text-align: justify;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-37641681940258359342020-02-02T21:18:00.002+08:002020-02-02T21:18:58.101+08:00Kisah Video Tentang BITCOIN<div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Su-zlqXT-d3EP1WVz9BNI19KqojBb1FsBk-5Z5q7wvlVIO6rWNWM4E2wW5KZdys9zWHk-yF26xfjP6znHqoJ6BanRRCZdEOkBc4JyTC5EgMtbUH3Wy94T3E2qgIUtlq8Vb0WOW_Sb68/s1600/21-04-59-Bitcoin.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1562" data-original-width="1070" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Su-zlqXT-d3EP1WVz9BNI19KqojBb1FsBk-5Z5q7wvlVIO6rWNWM4E2wW5KZdys9zWHk-yF26xfjP6znHqoJ6BanRRCZdEOkBc4JyTC5EgMtbUH3Wy94T3E2qgIUtlq8Vb0WOW_Sb68/s640/21-04-59-Bitcoin.jpg" width="436" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">imej di ambil dari google</td></tr>
</tbody></table>
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Assalammualaikum wbt dan salam sejahtera.</div>
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Saya melihat beberapa video
menceritakan bagaimana bitcoin ini mula diperkenalkan dan digunakan seluruh
dunia. Asal bitcoin dan asal perkataan bit itu.<o:p></o:p></div>
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Dalam sebuah video yang menarik
ia menemuramah beberapa pakar dalam bidang masing-masing didunia. Pelbagai
pendapat berbeza mengenai bitcoin dan mata wang digital ini.<o:p></o:p></div>
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Namun dalam pelbagai pendapat dan
video yang ditonton saya ingin berkongsi dengan anda apa yang saya faham dan
boleh dikongsikan mengenai mata wang kripto dengan anda dalam artikel kali ini.<o:p></o:p></div>
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Dalam satu temuramah lama (video
hitam putih) , berpuluh tahun dahulu seorang tua mengatakan pendapat beliau
dimana internet akan menjadi sebuah ‘medan paksaan’ dimana sama ada anda inginkan
atau menolak semahunya anda tetap terpaksa menggunakan internet ini.<o:p></o:p></div>
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Dalam satu temuramah lain juga
berbelas tahun lepas, seorang tua yang lain berkata ‘suatu hari nanti akan
wujud dimana A menghantar duit ke B, A tidak mengenali B , dan B juga tidak
mengenali A, semua ini akan wujud atas talian’. <o:p></o:p></div>
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Betul kata-kata orang tua itu.
Hari ini belian di shopee Malaysia, anda hanya tahu barang yang anda beli,
namun anda tidak pernah kenal dan tahu siapa penjual yang menjual secara
lansung di shopee Malaysia yang tinggalnya nun jauh di China. Itu baru shopee,
belum lagi lazada mahu pun EBAY.<o:p></o:p></div>
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Kemudian video itu menunjukkan
temuramah dengan seseorang yang agak pakar dalam dunia mata wang kripto dan
blockhain. Beliau berkongsi cerita. <o:p></o:p></div>
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“Nenek bertanya kepada saya di
makan malam ‘thanks giving’. Apa itu bitcoin?.” Saya menjawab, “masihkah nenek
ingat bagaimana satu waktu dahulu, dari duit kertas kita guna dan tandatangani
cheque?, kemudian dari teknologi cheque itu kita tukar kepada kemudahan kad
VISA dan kita kena tandatangan di atas kertas untuk setiap pembelian?. Bitcoin
ini adalah revolusi seterusnya untuk sistem pembayaran, pembelian yang akan
mengantikan sistem kewangan sekarang.<o:p></o:p></div>
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Saya melihat video lama berputar,
sekitar tahun 1940an, ia agak rumit untuk diterangkan maka cukuplah dikatakan
bahawa, 3 ribu tahun lampau dahulu manusia menggunakan emas dan perak sebagai
mata wang dalam setiap transaksi pembelian dan urusniaga. Kemudian kerajaan
menukarkan emas dan perak kepada duit kertas.<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Pada tahun 1944 selepas perang
dunia berakhir, United Nation Mandatory memulakan draft sistem kewangan
terbaru. Mata wang USD / Amerika di pilih menjadi mata wang dunia kerana ketika
itu mata wang Amerika / USD itu dikatakan setanding dan setaraf emas nilainya.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Pada Ogos 1971<span style="mso-spacerun: yes;"> </span>- Mata wang fiat di perkenalkan, ia
berpandukan kerajaan tanpa apa-apa sandaran. Kerajaan ada hak untuk mengatakan
sesuatu itu ada nilai untuk duit dan tiada serta ia harus diterima. Malah
kerajaan ada hak untuk mencetak duit yang mereka mahu dan keluarkan.<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Seiring masa dan teknologi mata
wang kini adalah dalam bentuk digit dalam data dunia perbankan seluruh dunia.
Anda tidak perlu melihat fizikal duit, anda hanya perlu melihat digit dalam
akaun perbankan anda dan anda boleh menjual beli atas talian.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Jika duit fiat boleh di jual beli
atas talian, tanpa perlu dalam bentuk fizikal, mengapa perlunya bitcoin dan
mata wang digital ini?.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Soalan ini selalu di war-warkan
dalam pelbagai temuramah dalam setiap video mengenai mata wang kripto ini.<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Ada beza yang amat besar mengenai
mata wang kripto dan fiat, oleh kerana artikel mengenai penerangan ini amat
panjang, ia akan ditulis dalam artikel akan datang. <o:p></o:p></div>
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<br />
Terima kasih.<o:p></o:p></div>
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<div class="separator" style="clear: both; text-align: left;">
<b style="font-family: "times new roman"; text-align: justify;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></div>
<div class="separator" style="clear: both; text-align: left;">
<b style="font-family: "times new roman"; text-align: justify;"><br /></b></div>
</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-88809974508955722412020-01-31T09:53:00.001+08:002020-02-02T21:15:49.590+08:00APA ITU MINING BITCOIN / ETHEREUM DALAM DUNIA MATA WANG DIGITAL / KRIPTO<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="text-align: center;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzMqsM979s_8DY_PDfx0z8LOxNOQ3mF41MahB28Q_uAE3RmUK93X-19MFjGenLpmeiGOevZsTz1NALbd6k_li6ycJWrOfvgE4IpFTa5EraG11WY23ayYoUswNEvTSkWMs7tlxEqX5FZms/s1600/09-18-05-shutterstock_687484867.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="562" data-original-width="1000" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzMqsM979s_8DY_PDfx0z8LOxNOQ3mF41MahB28Q_uAE3RmUK93X-19MFjGenLpmeiGOevZsTz1NALbd6k_li6ycJWrOfvgE4IpFTa5EraG11WY23ayYoUswNEvTSkWMs7tlxEqX5FZms/s400/09-18-05-shutterstock_687484867.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ketika ini mesin mining bitcoin dan ethereum adalah paling popular - imej dari google</td></tr>
</tbody></table>
<br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Assalammulaikum wbt dan salam
sejahtera.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Bagi mendapatkan wang kripto /
digital (crypto currency). Individu itu boleh membeli wang kripto / digital
sedia ada di platform jual beli kripto yang tulen menggunakan platform blockchain tulen.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Selain itu cara lain untuk
mendapatkan wang kripto / digital (crypto currency) ialah melalui mining
(melombong).<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Belian terus di platform mata
wang digital / kripto mudah di fahami. Namun apakah maksud mendapatkan mata wang
kripto melalui mesin MINING / melombong?.<o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Bagi anda yang biasa mendengar
perkataan bitcoin, ethereum, mata wang digital, crypto currency, mata wang
kripto atau blockchain. Tentu anda biasa mendengan perkataan mining atau mesin
mining.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
Seingat saya semenjak tahun 2016
atau 2017 saya sudah melihat beberapa iklan mesin mining yang di jual di
facebook dan di iklankan di forum terutama ketika dunia mula-mula ‘boom’ dengan
kisah bitcoin yang memecah harga USD20,000 atau RM80000 di tahun 2017. <o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Mesin mining ketika itu di
iklankan pada harga RM70,000 satu, kemudian muncul mesin mining RM35,000,
beberapa bulan selepas itu mesin mining belas ribu, kemudian RM7500 kemudian
RM3,000 mengikut jenis dan spesifikasi.<o:p></o:p><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-qQsf8cwS_5Frld5-tGJWVD4DMoItvBOoI1NNDJRhaPDy9_b9nFbGAW6N-n37r8H3_oACdUCaUb24AvQzn1hOTq5LzioJKFA2Tx130WP8X_MJxLmw9o6SM5Buzuh4I2qaJL1a6_FN7JQ/s1600/09-17-05-mesin_mining_bitcoin_antminer_s9_130ths_1492417372_25450290.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="640" data-original-width="640" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-qQsf8cwS_5Frld5-tGJWVD4DMoItvBOoI1NNDJRhaPDy9_b9nFbGAW6N-n37r8H3_oACdUCaUb24AvQzn1hOTq5LzioJKFA2Tx130WP8X_MJxLmw9o6SM5Buzuh4I2qaJL1a6_FN7JQ/s400/09-17-05-mesin_mining_bitcoin_antminer_s9_130ths_1492417372_25450290.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">mesin mining yang biasa di jual di pasaran Malaysia - imej dari google</td></tr>
</tbody></table>
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Pelik saya melihat mesin itu,
gambar mesin yang diiklankan di wall dan di postkan di forum. Saya sendiri
tidak faham apa maksud mesin mining itu yang boleh mining bitcoin?. Sungguh
pelik. Itu saya pada tahun 2017.<o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Jika anda juga pelik seperti saya
melihat gambarajah di atas, itu normal.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Apa itu MINING (perlombongan)
mata wang kripto / digital?.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
Ada 2 mesin mining paling popular
dalam dunia mata wang kripto / digital. Mesin mining bitcoin yang menghasilkan
upah bitcoin dan mesin mining ethereum yang menghasilkan upah ethereum.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Dalam transaksi blockchain, mata
wang digital adalah penyelesaian masalah matematik yang rumit (algoritma
matematik).<o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Setiap pemegang mata wang kripto
/ digital mempunyai address (alamat) masing-masing yang terdiri dari (hash /
code). Alamat atau hash code ini dengan kata lain seumpama cap jari, tak akan mungkin dapat ditiru dan ia berlainan sesama manusia atau pemegang kunci mata wang kripto.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYpKgv6SfHI47m6am_s83NVdEL67TI2UsiW17jgggAtRB1XH3AHS3NsF6qTQLOdkdhKDrUD0HQpR-FW8LSczTGMtn702ItR6hheUA8oFobI5NB3gz7si1FkMmlf-IpAYhBSGnGl0BpgWc/s1600/09-36-38-send.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1114" data-original-width="1010" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYpKgv6SfHI47m6am_s83NVdEL67TI2UsiW17jgggAtRB1XH3AHS3NsF6qTQLOdkdhKDrUD0HQpR-FW8LSczTGMtn702ItR6hheUA8oFobI5NB3gz7si1FkMmlf-IpAYhBSGnGl0BpgWc/s400/09-36-38-send.png" width="362" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">contoh alamat / hash code yang di terangkan dengan warna biru di dalam kotak - imej dari google</td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Bagaimana transaksi penyelesaian
matematik (algoritma matematik) berlaku dalam transaksi mata wang digital /
kripto?.</b><o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Wujud 2 pihak:-<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
1. Sender (pengirim / penjual)<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
2. Receiver (penerima / pembeli) <o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Apabila akan berlakunya
transaksi, setiap sender (pengirim / penjual) & receiver (penerima /
pembeli) mempunyai alamat (kod / hash) masing-masing.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Untuk berlakunya transaksi, kod
sender perlu ditambah dengan sesuatu formula matematik supaya jawapan dia
adalah kod yang ada pada receiver.<o:p></o:p><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0nWEtnTJRJ07ZQwodCJQ_Hv3-Vcd4l1GCVOc4TuS70N-gwgW1pny1bMKX5nuZT4TsyN0RNHGsehHJSd1b3eYou-9B3AE2DyVSGgQhRbu1SImF4HZmlH438Qqt65EmZQUj1se98hHlDfs/s1600/09-38-26-signature.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="795" data-original-width="1600" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0nWEtnTJRJ07ZQwodCJQ_Hv3-Vcd4l1GCVOc4TuS70N-gwgW1pny1bMKX5nuZT4TsyN0RNHGsehHJSd1b3eYou-9B3AE2DyVSGgQhRbu1SImF4HZmlH438Qqt65EmZQUj1se98hHlDfs/s400/09-38-26-signature.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">contoh penyelesaian masalah matematik yang rumit kerana proses ini di sulitkan - imej google</td></tr>
</tbody></table>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Penyelesaian matematik untuk
mencari formula ini tidak mampu di kira oleh manusia.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Disinilah di perlukan mesin untuk
validate (mengesahkan) formula yang diperlukan.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Validation (pengesahan) mesin
inilah di kenali sebagai mining.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Tugas mesin mining ini adalah
untuk validate (mengesahkan) formula. <o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Mana-mana mesin mining yang
Berjaya validate (mengesahkan), mesin itu akan mendapat upah dari transaksi
itu.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Inilah factor mengapa ramai
manusia yang membeli mesin mining dan membuat mining sendiri untuk mendapatkan
upah tersebut. <o:p></o:p><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6MfTgZBzkKFLxqmWo4V0NroCjNf3mD7yND8cmjy_qAuNPQDnNkbATw2lfVWEB2fVX7n-hZc5RajPU32jfzG3yt0QAp_wvcakMmgqNPlVqAeZDO1Zgf4zFraLiUaf9olsOofRcNq2z_ns/s1600/09-38-45-pic-3_digital-signature-process_4point.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="390" data-original-width="780" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6MfTgZBzkKFLxqmWo4V0NroCjNf3mD7yND8cmjy_qAuNPQDnNkbATw2lfVWEB2fVX7n-hZc5RajPU32jfzG3yt0QAp_wvcakMmgqNPlVqAeZDO1Zgf4zFraLiUaf9olsOofRcNq2z_ns/s400/09-38-45-pic-3_digital-signature-process_4point.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">bagaimana satu transaksi di dalam blockhain disulitkan agar tidak boleh di tiru dan di hack, setiap masalah matematik yang rumit (algoritma matametik) yang berjaya di selesaikan akan mendapat hadiah bitcoin atau ethereum - imej dari google</td></tr>
</tbody></table>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Jika mesin mining bitcoin yang
dibeli, akan dapat upah dalam bentuk bitcoin dan jika mining ethereum akan
dapat upah dalam bentuk ethereum.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Untuk mining kebiasaanya upahnya
ialah 0.005 eth untuk ethereum, dan jika bitcoin tidak menentu dan ia amatlah
sedikit.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Harus diingatkan disini tidak
semua mesin akan mendapat upah. Ada mesin mining ini lansung tidak dapat
apa-apa. Ada pemilik mesin mining ada 10 mesin, 10-10 mesin tidak dapat apa-apa
upah kerana tidak Berjaya menyelesaikan permasalahan matematik rumit itu (algoritma
matematik).<o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Ada pemilik mesin mining hanya
ada 2-3 mesin mining tapi dapat upah kerana ia berdasarkan mesin mana paling
cepat dapat jawapan atau dengan ayat paling mudah bergantung kepada nasib.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Kebiasaannya apabila mesin ini
tidak mendapat apa-apa, pemilik mesin akan tambah atau beli lagi mesin mining.
Maka ini akan menambahkan kos mereka sendiri. Selain mesin mining yang semakin
banyak, kos elektrik juga meningkat kerana dikatakan mesin mining ini memakan
tenaga letrik yang banyak kerana ia perlukan tempat yang sejuk.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Oleh kerana mining ini sebenarnya
memakan kos yang tinggi. Maka ada pihak yang membuat mining atau perlombongan
bitcoin atau ethereum mewujudkan ‘crowd funding’ (pengumpulan dana) untuk kos
operasi pihak mereka (syarikat) terutama kos mesin mining dan bayaran bil
elektrik.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
CROWD FUNDING (pengumpulan dana)
ini pula biasanya menggunakan dana awam atau mempromosikan program dan
menggunakan wang tersebut untuk membeli segala kelengkapan mining dan kos
operasi.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Harus difahami bahawa mesin yang
banyak tidak semestinya akan Berjaya mendapat upah. Ia tiada jaminan. <o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Jika syarikat A mempunyai 100
mesin dan syarikat B mempunyai 20 mesin, belum tentu syarikat A mendapat upah
(keuntungan) yang paling banyak.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Kebiasaannya syarikat / pihak /
individu akan menambah mesin kerana memegang falsafah law of average
(berdasarkan purata).<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Mesin yang boleh dibeli sendiri
ini berharga RM7000, RM15000 ke puluh-puluh ribu melibatkan kos operasi yang
sangat-sangat tinggi dan ketidak ketentuan menerima upah.<o:p></o:p><br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ItVH0zgS8nSqXpI_mQUy20ZsGDUJznmc28q5huloRq2YCHZWlsMOZP_zyJXzyXBRErZJYZyAVFZazYnlD7Q-yCfYjK1sHxGqX9_wY9rBbEF54A7mhVLq-1tg1kxaMb4K5Rnw5Pkn9RQ/s1600/09-15-50-mining_bitcoins_flickr-710x458.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="458" data-original-width="710" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ItVH0zgS8nSqXpI_mQUy20ZsGDUJznmc28q5huloRq2YCHZWlsMOZP_zyJXzyXBRErZJYZyAVFZazYnlD7Q-yCfYjK1sHxGqX9_wY9rBbEF54A7mhVLq-1tg1kxaMb4K5Rnw5Pkn9RQ/s400/09-15-50-mining_bitcoins_flickr-710x458.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">syarikat mining membeli mesin mining yang banyak dan melibatkan penggunaan sumber elektrik dan kos yang banyak dalam menjalankan operasi mining - imej dari sumber google</td></tr>
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Jadi tidak peliklah jika anda
melihat banyak syarikat mining bitcoin atau ethereum, walaupun mereka genuine /
tulen dan sah buat operasi mining bitcoin atau ethereum mereka terpaksa tutup
perniagaan mereka kerana menanggung kerugian yang besar.<span style="mso-spacerun: yes;"> </span>Para pelabur mereka menuduh mereka menipu
kerana kos yang amat tinggi itu tidak mampu ditanggung oleh pihak syarikat.
Syarikat mining ini memerlukan aliran tunai yang banyak. Itu sebab syarikat
sebegini tutup dan pelabur serta prospek mengelarkan mereka penipu dan scammer.
Inilah kes yang banyak terjadi di kebanyakan Negara di dunia termasuk Malaysia.<o:p></o:p></div>
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Maka berhati-hatilah jika anda
berjumpa dengan syarikat yang berunsur mining bitcoin atau ethereum. Walaupun
mereka betul-betul mining namun belum tentu syarikat mereka kukuh dan mempunyai
aliran wang yang cukup untuk operasi mereka . Apabila anda melabur dalam
syarikat seperti ini anda harus tahu betapa tingginya risiko dan anda harus
sanggup menanggung risiko ini.<o:p></o:p></div>
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Ada juga individu yang membeli
mesin mining bitcoin dan ethereum sendiri dan memasangnya dirumah. Ini juga
terpulang kepada nasib individu itu sendiri. Ada rezeki dapat upah, tiada
rezeki bil letrik dan modal beli mesin mining sahaja bertambah.<o:p></o:p></div>
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Di harap artikel ini menerangkan
dengan ringkas apa maksud mining atau melombong bitcoin dan ethereum .<o:p></o:p></div>
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Terima kasih.<o:p></o:p><br />
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<b style="font-family: "times new roman"; text-align: justify;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-9635434466750316092020-01-31T09:26:00.002+08:002020-01-31T10:33:17.233+08:00Bagaimana Mata Wang Kripto / Digital (Aset Digital) mendapat nilai? Naik harga dan turun harga?<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlTzbiX5_E0psxY5ti5sInie8hnqIeoV-6LzxEvPLVEIbGrYCVfas6sixpS2OLqMUaRYzX1lNExV9Mdrugw1Wt7qxXnkMSc5pi6APMuak2X3xZi41avkKAzLSA6tTOfqG1JdG_JNHLQmo/s1600/16-46-46-1200px-Cryptocurrency_logos.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="625" data-original-width="1200" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlTzbiX5_E0psxY5ti5sInie8hnqIeoV-6LzxEvPLVEIbGrYCVfas6sixpS2OLqMUaRYzX1lNExV9Mdrugw1Wt7qxXnkMSc5pi6APMuak2X3xZi41avkKAzLSA6tTOfqG1JdG_JNHLQmo/s400/16-46-46-1200px-Cryptocurrency_logos.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Antara logo mata wang digital / kripto popular - imej dari google</td></tr>
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<span style="font-size: 14.0pt; line-height: 107%;">Assalammualaikum wbt dan salam sejahtera.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Artikel ini akan menerangkan dengan lebih mendalam apa itu
mata wang digital / kripto dan bagaimana ia boleh berubah menjadi aset digital.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Apa itu crypto currency / mata wang kripto / digital?.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Mata wang kripto ini adalah aset / harta.<o:p></o:p></span></div>
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<b><span style="font-size: 14.0pt; line-height: 107%;">Aset terbahagi kepada 2
:-<o:p></o:p></span></b></div>
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<b><i><span style="font-size: 14.0pt; line-height: 107%;">Fizikal aset (rumah, kereta, tanah)<o:p></o:p></span></i></b></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Digital Aset (mata wang digital / kripto, akaun instagram, FB
Pages, blog, youtube chanel, kedai di mall online seperti Shopee, Lazada)<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Dalam perniagaan atau ekonomi, aset ialah :-<o:p></o:p></span></div>
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<b><span style="font-size: 14.0pt; line-height: 107%;">Capital gain</span></b><span style="font-size: 14.0pt; line-height: 107%;"> (nilai makin tinggi) contoh rumah,
asalnya tiada stesen lrt, tiba-tiba di bina stesen lrt, ia naik harga tinggi
selepas 5 tahun.<o:p></o:p></span></div>
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<b><span style="font-size: 14.0pt; line-height: 107%;">Capital lost</span></b><span style="font-size: 14.0pt; line-height: 107%;"> (nilai semakin berkurang atau rugi)
contoh kereta lama, bukan kereta antik. Kereta lama yang enjin kerap bermasalah
akan berkurangan nilainya dari tahun ke tahun.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Mata wang kripto / digital (crypto currency), juga ada nilai
capital gain dan capital lost. Contoh seperti mata wang digital Ripple, XRP. Ia
mempunyai aplikasi yang menyokong teknologi perbankan seperti remittance
(pemindahan wang ke luar Negara). Maka nilai Ripple, XRP ini makin naik
(capital gain).<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Seperti kenaikan harga rumah yang di sokong oleh meningkatnya
kemudahan pengangkutan awam, tempat beli belah dan sebagainya. Mata wang
digital / kripto pula di sokong oleh aplikasi yang memudahkan penggunaan kripto
dan komunitinya.<o:p></o:p></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbFsoiE_4FZcmhwl0ayJc-64Sxh8DzERExIRJjRtwL57P1utMPI8z0E1wZFdlCCzGbA1DRMEZrWDTsf4Mvvq-RndyLLEsYuRR23im_e8Aj7_ninz6yahWjmvSg3vE8b-AvWme_9BOXZc0/s1600/16-45-17-digital-asset.png" imageanchor="1" style="font-size: medium; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="641" data-original-width="1024" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbFsoiE_4FZcmhwl0ayJc-64Sxh8DzERExIRJjRtwL57P1utMPI8z0E1wZFdlCCzGbA1DRMEZrWDTsf4Mvvq-RndyLLEsYuRR23im_e8Aj7_ninz6yahWjmvSg3vE8b-AvWme_9BOXZc0/s400/16-45-17-digital-asset.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">aset digital - imej dari google</td></tr>
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<b><span style="font-size: 14.0pt; line-height: 107%;">Bagaimana aset mendapat
nilai / dinilaikan (value)?.<o:p></o:p></span></b></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Sekali lagi kita ambil rumah sebagai contoh.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Developer rumah meletakkan harga DARI RM300,000 (belum ada
nilai / value). Harga iklan, ini hanya harga offer (iklan) belum menjadi harga value (nilai).<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Harga aset adalah kepada transaksi pembelian terakhir. Iaitu harga
value (nilai sekarang). Harga terakhir transaksi rumah yang dibeli ialah harga
sekarang.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Untuk mata wang digital/ kripto (crypto currency). Harga
permulaan ditetapkan oleh syarikat mata wang digital yang di panggil ICO
(initial coin offering).<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Harga terakhir pembelian adalah harga terkini (nilai/ value)
untuk mata wang kripto tersebut.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Harga pembelian terakhir / nilai terkini boleh di lihat di
laman web <a href="https://coinmarketcap.com/">https://coinmarketcap.com/</a>.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Aset digital seperti kripto juga tidak lari dari spekulasi
dan berita ekonomi dan kewangan. Spekulasi ini juga boleh menjejaskan nilai
turun naik sesuatu mata wang kripto itu sendiri.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Dunia mata wang kripto kini di hujani dengan ratusan jenis
dan nama wang kripto. Terdapat banyak mata wang kripto yang di gelar mata wang
kripto ‘sampah’ yang lansung tidak mempunyai nilai hatta ia adalah mata wang
kripto tulen.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Selain perlu memastikan wang kripto itu adalah tulen dengan
menggunakan blockhain tulen, banyak lagi perkara yang perlu dititik beratkan
dalam memilih mata wang kripto yang berpotensi untuk naik dan membina komuniti
sendiri, sekaligus mempunyai nilai (value). Contoh wang kripto yang kuat
komunitinya ialah Ethereum. Ethereum membina komuniti dengan membuka ruang
kepada mata wang digital lain untuk menggunakan platform mereka. Selain itu Ethereum
juga di sokong oleh aplikasi hebat yang dinamakan ‘smart contract’.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Mata wang digital seperti Ripple, XRP dahulunya turut menjadi
mangsa, di gelar mata wang kripto ‘sampah’ yang tidak mempunyai nilai. Namun hari ini Ripple, XRP muncul antara 5
mata wang digital paling berpengaruh di dunia.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Ada banyak lagi perkara mengenai wang kripto yang perlu di
jelaskan dengan terperinci. Oleh kerana mata wang digital / kripto ini masih
terlalu baru di popularkan di dunia luar, ia agak sukar di fahami oleh mereka
yang tidak biasa dengan dunia pengaturcaraan dan bahasa computer juga dunia mata
wang kripto itu sendiri.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Harus diingatkan artikel ini hanya menerangkan dengan cara
paling mudah untuk mata wang digital / kripto ini difahami.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Terima kasih.<o:p></o:p></span></div>
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<b style="font-family: "times new roman"; text-align: justify;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca berpandukan ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-83970809304801022862020-01-28T20:39:00.001+08:002020-01-28T21:15:06.887+08:00SEJARAH RINGKAS ETHEREUM, MATA WANG KRIPTO KEDUA TERBESAR DUNIA SELEPAS BITCOIN<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP6idLvirjFtzWfCQzXrXB0RcnunbjKRJhKY_eF4nkiNBQobYZg093Wf8G8_0LDv7oA4M3SJ2ue8Q3hICJ1eF2NK-FsbbFihO0qAmq190pUKtpB513dTLeg9-OLuwpvu_gG8R-obLvEpg/s1600/eut.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="505" data-original-width="898" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP6idLvirjFtzWfCQzXrXB0RcnunbjKRJhKY_eF4nkiNBQobYZg093Wf8G8_0LDv7oA4M3SJ2ue8Q3hICJ1eF2NK-FsbbFihO0qAmq190pUKtpB513dTLeg9-OLuwpvu_gG8R-obLvEpg/s400/eut.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">euthereum ialah mata wang kripto kedua terbesar di dunia - imej dari google</td></tr>
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Assalammualaikum wbt dan salam sejahtera.</div>
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Dengan kewujudan teknologi blockhain (blok rantai dan terdiri dari senarai rekod dan rakaman data berterusan melalui kaedah dan jagaan kriptographi). Teknologi blockhain inilah teknologi yang menciptakan penggunaan mata wang kripto sekaligus menyelesaikan masalah perbelanjaan berganda (double spending).</div>
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Pada tahun 2008 sistem blockchain di cipta oleh Satoshi Nakamoto.</div>
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Pada tahun 2009 bitcoin, mata wang pertama kripto / digital wujud turut di cipta oleh Satoshi Nakamoto pencipta blockchain.</div>
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Pada Febuari 2013 nilai bitcoin hanya USD30, Namun pada Mac 2013 harga bitcoin meningkat sehingga USD74.90, dimana peningkatan ini ialah 70% sekaligus jumlah pasaran bitcoin mencecah USD1 billion.</div>
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Buat pertama kali dalam sejarah bitcoin memecah rekod harga USD1000 pada bulan November 2013.</div>
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Dalam 5 tahun sahaja pengaruh bitcoin telah tersebar di seluruh dunia dan nilainya meningkat sehingga USD600 pada tahun 2014.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmukc1ZMUpIDC-rj-_h-1_sQAwsd5T0nAp27-mZ4wxlabcXDlFcn8w7ia6mn7iRrGQUtapnmQeD2556PYtCW8PxHx8JXYLOHcjycFB0AW5yN-PPPJVqSoht0IEafPhGLKy3pfcCZBvOEY/s1600/IMG_20200126_182121.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="710" data-original-width="1059" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmukc1ZMUpIDC-rj-_h-1_sQAwsd5T0nAp27-mZ4wxlabcXDlFcn8w7ia6mn7iRrGQUtapnmQeD2556PYtCW8PxHx8JXYLOHcjycFB0AW5yN-PPPJVqSoht0IEafPhGLKy3pfcCZBvOEY/s320/IMG_20200126_182121.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">simbol ethereum dan simbol pengasas Euthereum Vitalik Buterin - imej dari google</td></tr>
</tbody></table>
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Selepas 5 tahun terciptanya bitcoin. Pada tahun 2014, Vitalik Buterin dan tiga rakannya iaitu Mihai Alise, Anthony Di lorio & Charles Hoskinson mencipta ETHEREUM, yang kini muncul sebagai mata wang digital kedua terbesar di dunia.</div>
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Vitalik Buterin berketurunan Rusia dan Kanada. Beliau merupakan programmer (pengaturcara) yang juga merupakan pengasas majalah bitcoin.</div>
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Pada tahun 2014 Ethereum di perkenalkan sebagai ICO (Initial Coin Offering).</div>
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<span style="text-align: justify;">Menyedari betapa kuat dan hebatnya pengaruh bitcoin dan pasaran yang besar serta komuniti kuat bitcoin, Vitalik Buterin tahu bahawa ETHEREUM sukar untuk menandingi pengaruh dan komuniti bitcoin apa lagi memecah masuk komuniti ini sebagai mata wang digital baru. </span><br />
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<span style="text-align: justify;">Sesuatu harus dilakukan agar ethereum juga boleh berdiri seiring bitcoin dan mengurangkan dominasi bitcoin sebagai satu-satunya wang digital berpengaruh di dunia blockhain.</span><br />
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Tidak seperti platform bitcoin yang stand alone (berdiri sendiri) dan tidak boleh dikongsi. Hanya bitcoin sahaja berada di dalamnya.</div>
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Platform Ethereum mengambil langkah sebaliknya. Vitalik Buterin telah membuka platform euthereum kepada semua pihak yang berminat untuk membuat coin (duit / mata wang) digital baru dengan menggunakan 'smart contract' (kontrak pintar yang menggantikan peguam). Platform ETHEREUM ini diberi nama ERC20 (Blockchain ledger) yang menggunakan blockhain tulen (genuine). </div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQJUN6iKlj_yhG8zHqbhLeFLA06WUUZkI8D0TkIGoAa4QGu6dY1h_vC_S5LBMxlZR4jUROHIqVJcKzxfwOWc9eHRFdmVwbbcdo2tXHTYW-bXBCzeWh3NjwRV2-Jh1pRYdtagCVD1S38iA/s1600/eth22.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="903" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQJUN6iKlj_yhG8zHqbhLeFLA06WUUZkI8D0TkIGoAa4QGu6dY1h_vC_S5LBMxlZR4jUROHIqVJcKzxfwOWc9eHRFdmVwbbcdo2tXHTYW-bXBCzeWh3NjwRV2-Jh1pRYdtagCVD1S38iA/s400/eth22.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">bagaimana platform Ethereum beroperasi - imej dari google</td></tr>
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Untuk memahami apa beza platform bitcoin dan platform euthereum dengan mudah.</div>
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Kita jadikan telefon pintar jenama APPLE dan Android sebagai contoh.</div>
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Aplikasi (platform) iphone ialah apple store dan Aplikasi (platform) android adalah android store yang sering menggunakan google play.</div>
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Platform apple store hanya iphone sahaja boleh guna. Telefon android dan jenama lain selain apple tidak mungkin boleh gunakan aplikasi apple store.</div>
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Ini kerana applikasi APPLE STORE adalah ekslusif, ia di paternkan, bermaksud, stand alone (berdiri sendiri).</div>
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Ini berbeza dengan android. Platform Android tidak di paternkan. Ia boleh digunakan oleh semua handphone. Pengguna paling ramai didunia ialah pengguna Android kerana platform android boleh di gunakan oleh sesiapa sahaja kerana ia open (terbuka).</div>
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Maka untuk mudah faham, platform bitcoin umpama apple store.</div>
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Platform Ethereum, umpama Android store.</div>
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Apabila platform ETHEREUM dibuka, maka beratus-ratus mata wang kripto / digital baru menandatangai 'smart contract' (seperti peguam digital) dengan ethereum untuk membuat coin / mata wang kripto sendiri. Smart contract ini tentu sekali ada bayarannya.</div>
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Bayaran dari smart contrat ini digunakan untuk mengurus dan meningkatkan lagi kualiti serta potensi platform Ethereum ini sejajar dengan kelajuan teknologi yang semakin berkembang saat ke saat setiap hari.</div>
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Platform Ethereum ini pada mulanya di perkenalkan dengan nama ERC20, kemudian di dipertingkatkan (upgrade) dari semasa ke semasa dan kini menjadi ERC223. Rujukan untuk ERC223 ini boleh di lihat di sini <a href="http://etherscan.io/" target="_blank">etherscan.io</a> .</div>
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Dengan menggunakan cara open platform (platform terbuka) ini, maka sekelip mata sahaja, komuniti dan pengaruh ethereum meningkat dan mula disebut-sebut dalam dunia digital selain bitcoin.<br />
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Kini apabila sebut sahaja bitcoin, maka pemain cripto dan mereka yang tahu mengenai cryptocurrency pasti akan menyebut Ethereum sebagai pesaing terdekat bitcoin.<br />
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Sambungan mengenai Ethereum dan maklumat mengenai euthereum yang lebih mendalam, serta beza bitcoin dan ethereum akan di terangkan di artikel akan datang.</div>
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Terima kasih.<br />
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-1806176655000578832020-01-24T22:24:00.001+08:002020-02-02T21:06:45.726+08:00Memuncaknya pengaruh dan kuasa bitcoin (mata wang digital / mata wang kripto) di mata dunia dan wujudnya ETHEREUM sebagai mata wang digital / kripto kedua<div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoFaZz8dq4nYpRXrFHupJgCA205Yfp1c4xQYSi13zixze3OkmlqpTeSkNMmwiqdppUvfpisASd0W1CS_LEVhbdMj26lRSh4_EXaC67dOWzmBlG9jNVWJ88Qi3aTqjZEfxNUOGa9dfIixo/s1600/22-18-12-Cryptocurrency-China-820x500.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="501" data-original-width="820" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoFaZz8dq4nYpRXrFHupJgCA205Yfp1c4xQYSi13zixze3OkmlqpTeSkNMmwiqdppUvfpisASd0W1CS_LEVhbdMj26lRSh4_EXaC67dOWzmBlG9jNVWJ88Qi3aTqjZEfxNUOGa9dfIixo/s400/22-18-12-Cryptocurrency-China-820x500.jpeg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">gambarajah dari google </td></tr>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Assalammualaikum wbt dan
salam sejahtera.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kita terus ke Bagaimana
memuncaknya popularity bitcoin seterusnya mata wang digital atau kripto ini di
mata dunia dan kemunculan mata wang digital / kripto kedua yang amat
berpengaruh pada masa kini iaitu ETHEREUM.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Bermulanya satu transaksi
pembelian pizza menggunakan 10000 bitcoin dan tercatat di dalam ledger blockchain,
maka seterusnya berlakulah transaksi kedua, ketiga sehingga ke ribuan
transaksi. Transaksi ini membentuk ledger-ledger, ledger-ledger ini membentuk
blok dalam satu rantaian yang dikenali dengan nama blockhain.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Tahun demi tahun, bitcoin
terus diterima. Dari tahun 2009 harga bitcoin terus meningkat naik dan semakin
meningkat naik semenjak tahun 2015 ke 2016 dan memuncak naik pada tahun 2017 melebihi
USD19000 , dimana diseluruh dunia dan dunia internet hanya menyebut mengenai
BITCOIN sebagai mata wang digital utama yang bakal menggantikan wang fiat dan
mata wang masa hadapan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Bayangkan bitcoin digunakan dalam pelbagai transaksi
belian dari makanan, tiket kapal terbang, tempahan hotel dan pelbagai lagi.
Mesin ATM bitcoin mulai wujud. Beberapa Negara mula menerima dan mengiktiraf
bitcoin atau mata wang digital ini. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Jutawan dunia terkenal
seperti Bill Gates, Richard Branson mula melabur dalam teknologi blockhain atau
mata wang digital ini. Bukan itu sahaja beberapa syarikat besar juga mula
melabur dan menerima teknologi blockchain dan wang digital ini.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Harga bitcoin meningkat naik
sehingga USD19,978.60 (melebihi RM80,000) pada tahun 2017. Walau pelbagai
spekulasi dan kenyataan buruk dilemparkan kepada bitcoin. Bitcoin terus
meneruskan pengaruhnya keseluruh dunia dan pengguna dan penerima bitcoin terus
meningkat hari demi hari. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Apabila dunia melihat
kontroversi dan viralnya bitcoin ini, ia bermaksud bitocin itu sendiri sudah
mula mempunyai nilai dan dunia mula menerima bitcoin sebagai pertukaran dalam
bidang ekonomi bersamaan dengan nilai wang.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">5 tahun selepas kewujudan
bitcoin, muncul satu lagi mata wang kripto atau mata wang digital yang kini juga
amat berpengaruh besar dalam dunia digital iaitu ETHEREUM sebagai mata wang
kripto / mata wang digital kedua di dunia.<o:p></o:p></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA8bZbFZ9f1iBk-ro_j9L3Cnjtqul9CpLCfZ51mDgCtnvxXE6PV1zAxTfGiIC-U7ff6CGhN4jVyqT9aFcx3Oy3GNO-DgVoaHIa_3OCHcVq7EnTvwtVx5zd_eM9QEtchpQTsuiFYR5cA-g/s1600/22-18-37-Webp.net-resizeimage-71-min-1-678x381.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="381" data-original-width="678" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA8bZbFZ9f1iBk-ro_j9L3Cnjtqul9CpLCfZ51mDgCtnvxXE6PV1zAxTfGiIC-U7ff6CGhN4jVyqT9aFcx3Oy3GNO-DgVoaHIa_3OCHcVq7EnTvwtVx5zd_eM9QEtchpQTsuiFYR5cA-g/s400/22-18-37-Webp.net-resizeimage-71-min-1-678x381.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">imej di ambil dari google</td></tr>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><o:p><br /></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">ETHEREUM<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Pada tahun 2014, 5 tahun
setelah kemunculan bitcoin, ETHEREUM diwujudkan dalam sistem blockhain dan
muncul sebagai mata wang digital (crypto currency) / mata wang kripto kedua di
dunia.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Menyedari kuasa dan pengaruh
komuniti BITCOIN yang amat besar dan amat sukar di tembus dan ditandingi, maka
pengasas ETHEREUM membuka platform ERC20 (ledger blockchain).<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">ERC20 (blockchain ledger)
bagi platform ETHEREUM ini sekarang telah diupgrade atau ditingkat beberapa
kali dan kini dikenali sebagai ERC223.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">ERC223 ini anda boleh lihat
rujukannya di <a href="http://etherscan.io/" target="_blank">Etherscan.io</a><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Ketika ini jika anda membaca
mengenai mata wang digital atau kripto mahupun teknologi blockhain. Anda pasti
akan berjumpa dan tahu bahawa 2 mata wang yang sedang kuat mendominasi dunia
digital dan kripto ialah BITCOIN & ETHEREUM.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Semenjak 2014 dalama masa 3 tahun ETHEREUM meningkat sebanyak 5000 kali ganda.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Tajuk seterusnya akan
menerangkan dengan lebih lanjut mengenai kuasa dan pengaruh ETHEREUM yang
mendominasi kewujudan mata wang digital lain selepas bitcoin. Dimana beratus
wang digital atau kripto yang wujud ketika ini adalah datang dari platform
ETHEREUM melalui smart contract <i style="mso-bidi-font-style: normal;">(kontrak
yang dikatakan akan menggantikan jawatan peguam di masa akan datang)</i>.
Bagaimana anda ingin mengenali sama ada wang kripto atau wang digital itu
genuine (benar) atau tidak, anda akan ketahuinya dalam artikel seterusnya.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Terima kasih.<o:p></o:p></span></div>
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-38739398811278213032020-01-24T16:38:00.002+08:002020-01-25T12:17:22.125+08:00KENAPA TEKNOLOGI BLOCKCHAIN BAGUS DAN DIKATAKAN SELAMAT?<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg9Wl2OrXhaTqPvTdn0dibWxGsNP0HNbsNscUvVzOb8bRpiaX9ie7_kTreu65KCbp6Htf_BqxTErkCDSZqSMpum79zZSBRRKzN20nI6t2T1BQYdzFKWVEnnvnKeZxtCz8kWEQZsd_A1ac/s1600/Brown+Photo+Minimalism+DIY+Influencer+Facebook+Post+Set.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="789" data-original-width="940" height="335" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg9Wl2OrXhaTqPvTdn0dibWxGsNP0HNbsNscUvVzOb8bRpiaX9ie7_kTreu65KCbp6Htf_BqxTErkCDSZqSMpum79zZSBRRKzN20nI6t2T1BQYdzFKWVEnnvnKeZxtCz8kWEQZsd_A1ac/s400/Brown+Photo+Minimalism+DIY+Influencer+Facebook+Post+Set.png" width="400" /></a></div>
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Assalammualaikum wbt dan salam sejahtera.<br />
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Beberapa artikel sebelum ini telah diterangkan secara ringkas pengenalan kepada BLOCKCHAIN, BITCOIN atau ASET DIGITAL yang turut dikenali sebagai mata wang digital atau mata wang kripto.</div>
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Pada tahun 2008 sistem Blockhain diperkenalkan oleh Satoshi Nakamoto. Ia bermula dengan satu ledger yang <i>decentrelised (tidak berpusat</i>). Tujuan asal sistem blockchain atau decentrelised ledger ini dibina adalah untuk KESELAMATAN SISTEM DATA sekaligus menghapuskan kuasa minder middle man (orang tengah) .</div>
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Sebagai contoh dalam bidang kewangan dan bank dunia ketika ini, orang tengah yang dimaksudkan ialah Bank Dunia dan USD.</div>
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Blockchain terkenal dengan sistem tidak berpusat dan block ledger.<br />
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Apa beza sistem berpusat dan tidak berpusat ini?. Dan mengapa sistem tidak berpusat ini di terima dan semakin di sukai ramai?. </div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy62dPt0FBO6GSaXLaiT0pLzIE9YTcALqj7377_TDMGur5Wsc0ZnPA8XWxd1JiwHUBYGTsb01CawArmjIUehsvpMwzRtBtiwyAIwRHVT5SfQzWYZwYdGdPB2AoxKdgFYQWGaig98G8Kws/s1600/19-23-20-1.+What+is+the+purpuse+of+the+blockchain.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="700" data-original-width="700" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy62dPt0FBO6GSaXLaiT0pLzIE9YTcALqj7377_TDMGur5Wsc0ZnPA8XWxd1JiwHUBYGTsb01CawArmjIUehsvpMwzRtBtiwyAIwRHVT5SfQzWYZwYdGdPB2AoxKdgFYQWGaig98G8Kws/s400/19-23-20-1.+What+is+the+purpuse+of+the+blockchain.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">gambarajah dari google</td></tr>
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<b>Sistem berpusat <i>(Centrelised)</i> bermaksud data boleh masuk dan juga boleh di padamkan</b>.</div>
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Contoh :- Jika data yang dimasukkan ialah 10 ribu, ia boleh diubah menjadi 8 ribu atau ia boleh dipadamkan terus seumpama data 10 ribu itu tidak wujud. </div>
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<b>Sistem tidak berpusat <i>(Decentrelised)</i> bermaksud Data boleh masuk dan ia tidak boleh di padamkan juga tidak boleh di manupulasi.</b></div>
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Contoh:- jika data yang dimasukkan itu 10 ribu ia tetap ada data itu. Ia tidak boleh di padam. Jika di pindah milik sekali pun data itu tetap wujud.</div>
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Kita ambil contoh seperti sistem yang digunakan oleh bank atau pusat kewangan lain. Bank menggunakan sistem data berpusat. Apa sahaja transaksi terutama yang besar memerlukan 'approval' atau kebenaran kerana ia berpusat. Ada seseorang yang mengawal selia. Maksudnya ada pihak yang perlu sign atau approved.<br />
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Ledger dan sistem di kewangan di bank diuruskan oleh manusia. Dengan kata lain, ledger itu boleh dimasukkan, diubah dan dipadamkan. Tiada rekod dan bukti data apabila ia sudah dipadamkan. Terdapat kes kecurian wang di bank yang memakan berbilion wang dalam sehari.<br />
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Tentu anda pernah membaca kisah kecurian duit dari akaun dari kakitangan bank yang mencuri 1 sen dari akaun setiap pelanggan bank. Kenapa pelanggan tidak sedar? kerana baki akaun bank 3810.25 , bahagian sen jarang di pandang dan disedari oleh pihak pelanggan. Tahukah anda kecurian 1 sen setiap hari ini boleh menjadikan seorang kakitangan bank itu jutawan dan ia memakan tahun untuk disedari?. Malah dikatakan hampir 6 billion duit hilang dalam floating process bank dunia sehari.<br />
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Kenapa bank, contoh bank di Malaysia di insurans di bawah PIDM?. Ini adalah kerana sistem bank sendiri ada risiko tidak selamat. Duit boleh dicuri, boleh di hilangkan, sen-sen juga boleh hilang dicuri tanpa di sedari. PIDM bukan diwujudkan hanya untuk melindungi wang dari dirompak namun kes membabitkan wang lain.<br />
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Kenapa kecurian wang ini boleh berlaku?. Ini adalah kerana ada orang atau pihak yang mengawal selia yang kita panggil sistem berpusat (centrelised ledger). Apabila ia membabitkan manusia atau pihak maka isu sistem data digodam, dicuri, di ubah, di pindahkan itu tetap ada dan risikonya tetap tinggi.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI4po8R0iLvCzwCdyGITGgvlzU2MCGEZ-_p4GUCLANBR9mLB2ZGUhxrKay3IZDtj86d5OAkdtYr0-i7IDCSAD4pHuhwNLRZNmpVvapMv9q8b7Vi-3FfCBCpRCao1vsR0Tl2SOXeKWkhak/s1600/IMG-20200124-WA0006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="499" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI4po8R0iLvCzwCdyGITGgvlzU2MCGEZ-_p4GUCLANBR9mLB2ZGUhxrKay3IZDtj86d5OAkdtYr0-i7IDCSAD4pHuhwNLRZNmpVvapMv9q8b7Vi-3FfCBCpRCao1vsR0Tl2SOXeKWkhak/s640/IMG-20200124-WA0006.jpg" width="292" /></a></div>
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Maka sistem blockhain yang decentrelised (tidak berpusat) ini jauh lebih selamat kerana ia tidak dikawal oleh sesiapa kecuali sistem itu sendiri. Dengan kata lain semua data-data ada pada semua pemegang yang menggunakan blockchain itu. Sukar untuk ubah data sistem ini, jika masih ada hacker yang kena hack hanya satu pihak sahaja bukan pusat. Bayangkan jika sistem berpusat,jika hacker nak hack, hack sahaja pusat dia iaitu jika Malaysia, Bank Negara Malaysia, jika dunia Bank dunia, jika ingin hack satu bank kecil, hack sahaja headquarter bank kecil itu kerana disitu biasanya pusat sistem bank yang menggunakan sistem berpusat.<br />
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Berbeza dengan sistem tidak berpusat (decentrelised ledger), jika bank A menggunakan sistem blockhain, apabila hacker ingin hack, dia boleh hack satu akaun sahaja, terpaksa tumpu pada satu akaun. Hacker tak akan boleh hack keseluruhan sistem kerana sistem ini tidak berpusat. Data dan pengguna atau pengawal setiap akaun adalah berbeza, iaitu pemilik akaun itu sendiri. Semua data-data ada pada setiap pemegang. Jika sepuluh juta atau 1 billion yang menggunakan blockchain tersebut, bayangkan betapa sukar kerja hacker.<br />
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Andai kata data itu diubah sekali pun, rekod data itu tetap wujud dan pengubahan itu juga ada bukti dalam data sistem blockchain itu diubah.<br />
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Ini antara alasan mengapa sistem blockhain ini amat bagus digunakan dalam sistem pilihan raya. Identiti setiap pengundi tidak boleh diubah. Undi hantu tidak akan wujud. Andai ada perubahan identiti atau data pasti akan diketahui.<br />
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Sistem blockchain ini bukan sahaja sesuai digunakan dalam bidang kewangan, bidang politik, bidang ekonomi, malah pelbagai bidang industri dan teknologi.<br />
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Jika anda lihat bagaimana block, block ledger ini terbentuk anda akan faham jika sistem blockchain ini tercipta 80 tahun dahulu, kerajaan hari ini tidak akan sukar menjejak pewaris kampung baru atau pewaris wang atau harta tidak dituntut kerana setiap data yang wujud tidak akan terhapus dan akan terus boleh dijejaki sampai pewaris terakhir.<br />
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Ketika ini mata wang digital atau mata wang kripto baik bitcoin, ethereum, XRP, USDT semuanya menggunakan sistem blockchain. Apa bila anda sebut mata wang digital atau kripto ia harus ada kena mengena dengan blockhain kerana teknologi blockhain ini yang memperkenalkan penggunaan mata wang kripto buat kali pertama. Blockchain ialah pemboleh jadi (enable) pada wang kripto atau cryptocurrency. Matawang kripto yang benar atau genuine haruslah menggunakan teknologi blockhain yang genuine atau tulen (penerangan lanjut akan diterangkan dalam artikel akan datang).<br />
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Blockchain ini amat sesuai di gandingkan dengan teknologi Artificial Intelligence (Kecerdikan buatan). Artikel seterusnya akan menceritakan secara ringkas mengenai teknologi AI (kecerdikan buatan) ini.<br />
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-8990856928874386562020-01-23T11:24:00.000+08:002020-01-25T12:17:35.843+08:00MATA WANG DIGITAL / MATA WANG KRIPTO SEBAGAI ASET DIGITAL<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmu1oV7OI1xSZKgdVOakHBqTZTv0nR3h-XjuZF9DhemK1xCgiXdWu6N_0g3QkL-2W8o4hzRA3yJIB99VmCHxlupBGRbXbqfjLYE9TPsw3sI2pamuBaajl2GuplOo1GuGJ7kP0yHhYl3n0/s1600/Textured+Engagement+Party+Invitation.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmu1oV7OI1xSZKgdVOakHBqTZTv0nR3h-XjuZF9DhemK1xCgiXdWu6N_0g3QkL-2W8o4hzRA3yJIB99VmCHxlupBGRbXbqfjLYE9TPsw3sI2pamuBaajl2GuplOo1GuGJ7kP0yHhYl3n0/s400/Textured+Engagement+Party+Invitation.png" width="400" /></a></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Mata wang kripto / matawang
digital seperti Bitcoin, Ethereum, litecoin, dogecoin, ripple menggunakan
internet untuk dikirimkan ke pemilik lain di seluruh dunia tanpa menggunakan
bank dan tanpa perlu mengisi maklumat diri.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Di anggarkan 600 juta ke 1
trillion wang di pindahkan ke seluruh dunia setiap tahun menggunakan
remittance,perkhidmatan bank, paypal , western union dan money gram. Setiap
urusan pemindahan melalui perkhidmatan ini memakan caj yang banyak dari 5%
sehingga 30%, sama ada dari caj perkhidmatan juga pertukaran mata wang. Dimana
kos ini jika dikira adalah dalam 60 juta ke 100 juta setahun.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dengan bitcoin, pemindahan
wang ini hanya memakan kos yang amat rendah. Ada info mengatakan bahawa hanya
dalam 2.5 sen buat masa ini terpulang kepada mata wang kripto yang digunakan.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Jika dahulu internet hanya
beberapa orang sahaja yang mampu menggunakannya, kini kebanyakan Negara dan
manusia mempunyai talian internet hatta di telefon bimbit yang boleh di bawa kemana
sahaja.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Tentu anda boleh imbas pada
tahun 1999 dahulu berapa orang sahaja yang mempunyai talian internet di rumah
dan perlu pergi ke cyber café atau pusat computer berbayar untuk menggunakan
perkhidmatan internet.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kini internet boleh di dapati
di mana sahaja. Malah secara percuma jika ada tallian perkhimatan wifi percuma
yang disediakan oleh kerajaan khususnya. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Atas wujudnya kemudahan
internet inilah, manusia hanya duduk dirumah atau di mana sahaja menjalankan
perniagaan dan transaksi dan tahu pelbagai info melalui google, boleh berhubung
dan menjalinkan persahabatan melalui facebook termasuk mencari sahabat yang
hilang, berhubung dan menelefon dengan kos yang murah melalui whatapps, membina
kelompok dan kumpulan di whatapps dan facebook, menonton video dan berkongsi
video melalui youtube, mengakses akaun bank melalui telefon bimbit dan pelbagai
perubahan teknologi lagi sehingga menaiki kenderaan seperti grab dan order
makanan juga melalui grabfood.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Malah teknologi ini juga memudahkan kita
mengakses portal penghantaran barang seperti pos laju dan j&t kita tahu
barang kita berada dimana dan sudah sampai di mana. Malah lebih canggih lagi
kita boleh menerima sms memberitahu runner dari ninja van dalam perjalanan
untuk menghantar barang kepada kita.<span style="mso-spacerun: yes;">
</span>Begitu canggihnya teknologi.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Sebagaimana banyak barangan
di dunia dalam bentuk digital seperti surat bertukar kepada email, rakan pena
kepada rakan facebook, majalah dan suratkhabar kepada website atau portal,
album gambar juga kepada digital begitulah juga yang akan berlaku kepada wang.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Mata wang kripto ialah satu
medium pertukaran yang sama dikeluarkan oleh kerajaan, yang membezakan mata
wang kripto tidak dikeluarkan oleh kerajaan. Seperti mana sesiapa sahaja boleh
membuat laman web sendiri, mana-mana individu juga boleh membuat mata wang
sendiri. Semua orang boleh melakukannya.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dalam bidang ekonomi dan kewangan
, sesuatu itu dianggap sebagai wang apabila mempunyai 3 fungsi berikut :-<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">1. Boleh menyimpan kekayaan<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">2. Satu medium pertukaran<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">3. Unit akaun<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Secara asasnya wang
mempunyai nilai apabila kita bersetuju ia mempunyai nilai.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Anda tahu sesuatu akaun
instagram itu mempunyai nilai apabila ia mempunyai ramai follower setia dan
anda sanggup membeli atau membayar pemilik akaun instagram itu untuk
mengiklankan perkhidmatan dan perniagaan anda.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Begitu juga dengan akaun
facebook anda tahu ia mempunyai nilai apabila ia punyai ratusan kawan dan
follower, komen yang banyak, share yang banyak dan facebook live yang ramai
tontonan. Anda tahu satu akaun facebook itu amat bernilai dari ciri-ciri diatas
yang boleh menghasilkan jualan kepada perniagaan anda.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Begitu juga dengan akaun
youtube, anda tentu tahu saluran youtube tv3, awani, kesihatan yang punyai
jutaan pengikut adalah satu akaun yang bernilai.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Begitu juga dengan akaun
shopee, lazada, sesuatu perniagaan yang mudah mendapat pelanggan dari portal
ini akan tahu bernilainya akaun shopee mall mereka di sini. SHOPEE itu sendiri
adalah aplikasi bernilai yang mempunyai billion data pembeli dan penjual.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dari sini anda tahu, sesuatu
yang bernilai ada harga dan akan dibeli dan dilawati pengguna. Seperti bernilainya
instagram yang mempunyai jutaan pengikut, facebook yang mempunyai kawan dan
pengikut setia, akaun shopee yang terus dilawati setiap saat untuk jual beli,
pemilik akaun ini atau kita sendiri faham akaun instagram, facebook page atau
akaun facebook, applikasi seperti shopee adalah antara aset digital yang amat
bernilai kepada pemiliknya kerana ia menghasilkan pendapatan. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Akaun seperti ini adalah
bentuk aset digital dimana ia bermula dari pelaburan kecil membina satu akaun
dan akhirnya terjalin hubungan dengan pengikut dan rakan-rakan akhirnya berlaku
perniagaan jual beli disitu.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Inilah aset digital, selain blog,
akaun instagram, akaun facebook, akaun youtube, aplikasi shopee atau lazada,
mata wang digital / mata wang kripto juga adalah aset digital.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Mata wang kripto / mata wang
digital ini dikira sebagai aset kerana ia ada masa naik dan turun. Ada waktu
ramai membeli mata wang kripto ini, ada juga waktu mata wang digital ini kurang
pembeli.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Buat masa ini ramai
mengangap mata wang digital ini sebagai ganti wang. Ia terpulang apa pendapat
anda, namun harus diakui wang juga berbentuk aset.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Mata wang kripto atau mata
wang digital ini sebenarnya adalah aset kripto. Ia bukan hari ini anda beli,
esok dijamin harga ia akan naik.<span style="mso-spacerun: yes;"> </span>Mata
wang kripto sama seperti pelaburan lain seperti emas, saham atau rumah yang
turut dikategorikan sebagai aset. Ada waktu emas, saham dan rumah itu sendiri
ada masa harga turun ada masa harga naik.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Rumah akan turun harga jika
tiba-tiba kawasan itu kawasan banjir besar atau ada berita lif rosak sehingga
terhempas dan pengurusan tidak bagus. Begitu juga emas dan saham, bila mana
wujud spekulasi akan terjejaslah harga emas dan saham. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Aset digital atau wang
kripto ini juga sama. Apabila banyak permintaan akan naiklah ia, apabila wujud
spekulasi akan turunlah harga wang kripto atau aset digital ini.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;">Berikut ialah Analisa
pembangunan Cryptocurrency <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;">-<span style="mso-bidi-font-weight: bold;">Bitcoin
2009, dalam masa 8 tahun meningkat 26,000,000 kali ganda</span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;">-<span style="mso-bidi-font-weight: bold;">Ethereum
2014, dalam masa 3 tahun meningkat 5,000kali ganda.</span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;">-<span style="mso-bidi-font-weight: bold;">Litecoin 2011, meningkat 7500 kali ganda.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;">-<span style="mso-bidi-font-weight: bold;">Ripple 2013, meningkat 2500 kali ganda.</span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;">-<span style="mso-bidi-font-weight: bold;">Dogecoin 2013, meningkat 1000 kali ganda.</span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Sebagaimana anda melihat
meningkatnya pengguna whatapps, pengguna facebook dan instagram, juga pembeli
dan penjual atas talian, janganlah terkejut apabila melihat peningkatan harga
dan pemilik mata wang kripto atau cryptocurrency ini.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Adalah lebih logik untuk
mengangap mata wang kripto atau mata wang digital ini sebagai aset digital. Ia
adalah pelaburan digital yang tetap punyai risiko sendiri. Kita semua Cuma harus
bijak memilih mata wang kripto mana untuk dibeli dan disimpan sebagai aset
digital.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Cuma satu harus
dipersetujui, akan datang mata wang kripto ini akan terus diterima baik dan
digunakan oleh masyarakat dunia seperti mana teknologi lain yang dibawa oleh
internet yang terus berkembang pesat.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Diharap artikel ini Berjaya menjelaskan
mengapa cryptocurrency atau mata wang kripto ini kini di gelar Aset Digital di
kalangan pemain senior cryptocurency (pioneer).<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Terima kasih.<o:p></o:p></span></div>
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-696957295127441952020-01-22T20:31:00.001+08:002020-01-25T12:17:52.074+08:00RINGKASAN BITCOIN, ASET DIGITAL (Mata wang digital / Mata wang Kripto) dan BLOCKCHAIN<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtjzOvKCmcBm2s_LDkh-sLGqjUcnz1ep6jujJkruRaLgmGDxm3AuN5wCxJj1nBMz37EkHdXD6ma3lzVqJZmdNo2fTeeCZ2yIeCmVedAvHiIRcHMmKgb0jyZcBLC7gCPYyBUOvjOYgnA2w/s1600/ding.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="789" data-original-width="940" height="335" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtjzOvKCmcBm2s_LDkh-sLGqjUcnz1ep6jujJkruRaLgmGDxm3AuN5wCxJj1nBMz37EkHdXD6ma3lzVqJZmdNo2fTeeCZ2yIeCmVedAvHiIRcHMmKgb0jyZcBLC7gCPYyBUOvjOYgnA2w/s400/ding.jpg" width="400" /></a></div>
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Assalammualaikum wbt dan salam sejahtera.</div>
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<b>BITCOIN</b> merupakan wang elektronik (juga di gelar mata wang digital / mata wang kripto / Aset digital).</div>
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Bitcoin di cipta dan di asaskan oleh Satoshi Nakamoto pada tahun 2009. Siapa sebenarnya pihak atau individu bernama Satoshi Nakamoto ini tidak diketahui sehingga kini. Gosip mengatakan bahawa ketika itu pihak atau individu yang mencipta bitcoin ini merasa kurang puas hati dengan krisis ekonomi dunia pada tahun 2008 .<br />
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Pengenalan bitcoin ini adalah bagi menjadi pilihan alternatif kepada penggunaan wang fiat. Bitcoin menggunakan teknologi kriptografi dan di sulitkan agar tiada pihak yang boleh memalsukan bitcoin ini sekaligus menjadikan bitcoin ini lebih selamat. </div>
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Oleh kerana bitcoin merupakan mata wang pertama digital di dunia, populariti yang diterima bitcoin mengatasi mata wang digital lain seperti ethereum, tether, litecoin, Ripple XRP dan beribu mata wang kripto baru wujud. Bitcoin ini hanya terdapat 21 juta di dunia sekaligus menjadikan ia bernilai di mata pemain kripto.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGR_I17PBeMz2wVfe7rnU0Av8FpCfxo5MzNQLBEmJqlPjZ1go238L0uw9PRi_SSAkBpvmlAOy2-igBgYzhoCGtVRomPwyNNYZxVWoxEkBERwvASVKNrVN6QmCpcePOxrvUav2KFmhciBg/s1600/cryptocurrency-trends.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="394" data-original-width="640" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGR_I17PBeMz2wVfe7rnU0Av8FpCfxo5MzNQLBEmJqlPjZ1go238L0uw9PRi_SSAkBpvmlAOy2-igBgYzhoCGtVRomPwyNNYZxVWoxEkBERwvASVKNrVN6QmCpcePOxrvUav2KFmhciBg/s400/cryptocurrency-trends.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">anda kena faham ini bukan bitcoin, ethereum, ripple atau mata wang digital @ kripto sebenar, ini sekadar imej iklan dan penulisan sahaja. Bitcoin dan mata wang digital / kripto tidak wujud dalam bentuk fizikal - imej dari google</td></tr>
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<span style="text-align: justify;">MATA WANG DIGITAL atau MATA WANG KRIPTO (Aset digital) ini tidak di keluarkan oleh bank pusat atau bank sesuatu negara seperti wang fiat. Sekaligus ia tiada campur tangan kerajaan. Maka ia tidak boleh dispekulasikan oleh mana-mana kerajaan atau negara tidak seperti wang fiat sekaligus ia di gemari dan dipromosi oleh mereka yang membenci pengaruh AMERIKA atau kuasa USD.</span><br />
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Mata wang digital @ kripto ini disimpan di dalam wallet atau dompet digital. E wallet atau dompet digital ini juga di panggil 'future dompet atau dompet masa hadapan' yang semakin di guna pakai oleh masyarakat dunia khususnya.<br />
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Bitcoin atau mata wang digital ini dari bahasa mudah terhasil dari algoritma matematik (peer to peer / penyelesaian masalah matematik) . Penggunaan bitcoin adalah dengan menggunakan 2 kunci, satu kunci peribadi (private key?) dan satu kunci awam (public key). Kunci peribadi (private key) ini ialah password atau kata kunci pemilik bitcoin. Dengan kata mudah, jika pemilik kunci peribadi ini (password) ini berkongsi dengan orang lain password ini, orang yang mengetahui password (kunci peribadi) ini boleh mencuri dan memindah milik bitcoin itu. Dengan mengabungkan kunci peribadi dan kunci awam inilah baru transaksi akan berlaku.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5OlUAml8M98K_Cban8nJTzljMWEaU6dfeExVREWZa8V4cXvD298WtNhPNrrjD8y15PtggGdLNwtNGA7GqnWsgY7Tp20_7V8B8fbWXX0KCcChJGaUQE34eLzPczNW_UMOC-S4tDJI6qt4/s1600/transaksi-bticoin.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="206" data-original-width="327" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5OlUAml8M98K_Cban8nJTzljMWEaU6dfeExVREWZa8V4cXvD298WtNhPNrrjD8y15PtggGdLNwtNGA7GqnWsgY7Tp20_7V8B8fbWXX0KCcChJGaUQE34eLzPczNW_UMOC-S4tDJI6qt4/s400/transaksi-bticoin.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ini adalah transaksi bitcoin. Sila perhatikan ID dan block hash yang panjang dan sulit itu. ID dan block Hash inilah yang sukar ditiru dan menyukarkan bitcoin di curi dan dipalsukan - imej dari google</td></tr>
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Mari kita pergi ke lebih mendalam dan spesifik mengenai bitcoin dan mata wang digital / kripto ini. Kenapa apabila sebut sahaja mata wang digital akan di kaitkan dengan bitcoin? ini kerana manusia mengenali mata wang digital melalui bitcoin, ia mata wang digital pertama wujud. Umpama USD, atau jenama maggi untuk mee segera, colgate untuk ubat gigi, ramly untuk burger, begitu jugalah bitcoin untuk mata wang digital.</div>
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Pada masa ini pesaing terdekat bitcoin ialah ethereum. Ethereum telah memperkenalkan 'smart contract' bagi meluaskan pengaruhnya dan berada seangkatan dengan bitcoin. Pengenalan ringkas mengenai ethereum akan diterangkan dalam artikel seterusnya.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC4KLFLeISYMtxm1UxBWHvSqt8vEKqraeRcH54cmxFs_v2P0Avd0raoM7cyKNAd9ZADOSLerJUNvY3BeUVZkSH4yh-Zbs_RsZAi1nlo3daMapJAfu8y92b00zBagorxRTv6eCQiMyFgbA/s1600/how-blockchain-works-infographic-featured-1024x592.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="592" data-original-width="1024" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC4KLFLeISYMtxm1UxBWHvSqt8vEKqraeRcH54cmxFs_v2P0Avd0raoM7cyKNAd9ZADOSLerJUNvY3BeUVZkSH4yh-Zbs_RsZAi1nlo3daMapJAfu8y92b00zBagorxRTv6eCQiMyFgbA/s400/how-blockchain-works-infographic-featured-1024x592.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">imej diambil dari google</td></tr>
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<b><u>Teknologi Blockchain</u></b></div>
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Sebelum wujud bitcoin, teknologi blockchain dahulu wujud pada tahun 2008, yang juga dicipta oleh pengasas yang sama iaitu Satoshi Nakamotho. </div>
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Selepas siap ledger atau blockchain ini maka barulah Satoshi Nakamotho memperkenalkan bitcoin pada Januari 2009.</div>
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Blockchain ialah pembolehjadi (enable) kepada bitcoin atau wang digital / wang kripto (aset digital) ini. Ia umpama kereta, enjin atau tayar adalah enable kepada kereta. Jika kereta tidak ada enjin atau tayar tidak berjalan sebuah kereta itu. Begitu juga dengan mata wang digital / mata wang kripto atau aset digital ini.</div>
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Apabila anda sebut ASET DIGITAL (mata wang digital / mata wang kripto) anda harus tahu ia memang berhubung kait dengan teknologi blockchain. Seperti padanan ROMEO & JULIET, TERUNA & DARA. Ia adalah padanan wajib.<br />
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-55127927716018597852020-01-19T19:29:00.002+08:002020-01-25T12:18:09.375+08:00SEJARAH MATA WANG DUNIA DAN KELEBIHAN MATA WANG DIGITAL BERBANDING MATA WANG FIAT<div dir="ltr" style="text-align: left;" trbidi="on">
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Assalammualaikum wbt dan salam sejahtera.</div>
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Tentu semua sudah sedia maklum. Perubahan teknologi itu berlaku seiring zaman dan seiring penerimaan baik kepada perubahan itu. Contoh kelemahan cucian tangan di sungai yang akhirnya di gantikan dengan teknologi yang lebih baik iaitu mesin basuh.</div>
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Begitu juga dengan mata wang dunia. Bermula dengan sistem barter, di tukar kepada logam yang berat, kemudian kepada wang kertas yang lebih ringan dan mudah dilipat, dari wang kertas ditukar kepada kad akhirnya berubah kepada perbankan internet dan kini dikatakan akan berubah kepada mata wang digital yang menggunakan teknologi blockchain.</div>
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Bagaimana wang kertas di tukarkan kepada kad?, ini kerana tidak perlu susah payah untuk ke atm mesin mengeluarkan wang. Peniaga lebih selamat tanpa perlu memegang tunai di tangan, tiada kecurian wang tunai oleh pekerja dan tidak perlu membuang masa mencari parking dan beratur hanya untuk mengeluar dan mendepositkan wang. Dengan teknologi perbankan internet segala pembelian dan jualan juga boleh dilakukan secara atas talian dengan cukup mudah.</div>
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Namun seperti sebelumnya sistem wang fiat ini juga turut mengalami kelemahan dan cuba di baiki oleh pilihan lebih baik di zaman teknologi internet ini. Salah satu teknologi yang mencabar wang fiat ialah teknologi blockchain dimana teknologi blockchain ini memperkenalkan wang digital sebagai pencabar dan pengganti wang fiat.</div>
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Untuk pertama kalinya teknologi blockchain memperkenalkan mata wang digital pertamanya iaitu bitcoin pada tahun 2009 dan pada tahun 2015 dan seterusnya penggunaan bitcoin meningkat naik seperti mana meningkat naiknya segala jual beli, permainan game atas talian. Selepas kewujudan bitcoin yang semakin popular, mata wang digital lain seperti ethereum, litecoin, tether, ripple dan pelbagai mata wang digital lain lagi terus menerus muncul sebagai pilihan dalam teknologi blockchain.</div>
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Terdapat pelbagai kelebihan mata wang digital yang menggunakan teknologi blockchain ini berbanding mata wang fiat. Di bawah ini di berikan antara point penting yang sering diberikan oleh pemain crypto mengapa mata wang digital ini menjadi pilihan dan terus diterima pakai oleh pelbagai negara sehingga hari ini :-</div>
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1. Transaksi antarabangsa menggunakan wang fiat memakan kos-kos tertentu, dengan mata wang kripto syarikat dan orang persendirian dapat menjimatkan kos ini.</div>
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2. Peniaga antarabangsa khususnya inginkan duit dimasukkan segera, namun teknologi wang fiat mengambil masa lama, malas ada masa sistem web syarikat 'down' jika berlaku banyak transaksi. Kelancaran web syarikat atau jualan mengakibatkan tergendala dan menyebabkan kerugian. Dengan teknologi blockchain, transaksi boleh dilakukan dalam berapa saat sahaja, menggunakan transaksi teknologi 'peer to peer' yang cepat sekaligus amat berguna untuk pernigaan antarabangsa khususnya.</div>
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3. Urusan bank yang leceh. Pelbagai negara telah mengetatkan pindahan wang dan deposit wang. Wang dalam jumlah yang tinggi seperti 20 ribu ke atas perlu deklarasi dari mana dan sebagainya. Ia menyusahkan bagi sesetengah pelanggan.</div>
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4. Rekod belian dan jualan turut dipaparkan dan diketahui oleh bank dan seterusnya bank negara. Sesetengah pelanggan inginkan privasi dan tidak ingin jual beli di ketahui oleh pihak ketiga.</div>
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5. Jumlah tunai atau aset di ketahui oleh bank negara, lembaga hasil dalam negeri atau pihak bank. Ramai individu kini inginkan privasi. Dengan teknologi blockchain hanya pemilik tahu berapa nilai aset digital atau mata wang digital yang mereka miliki.</div>
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6. Bank negara atau pihak bank tidak boleh membekukan wang digital tidak seperti wang fiat di akaun bank atau di unit amanah dan dimana sahaja. Tidak seperti aset lain seperti rumah, tunai, tanah dan perniagaan, mata wang digital tidak boleh dibekukan oleh pihak kerajaan.</div>
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7. Wang digital tidak dipengaruhi oleh nilai naik atau turun USD. Ia tidak dikawal bank pusat. Mata wang digital dipercayai akan mematikan pengaruh USD itu antara alasan mengapa banyak negara kini menerima wang kripto dalam perdagangan kerana ingin mengurangkan kuasa USD ini.</div>
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8. Penggunaan wang digital ini juga menunjukkan penerimaan masyarakat dunia pada teknologi digital dan mereka inginkan perubahan, tidak ingin di kawal oleh USD, terdapat penerimaan yang semakin menaik dari hari ke hari kepada penggunaan wang kripto malah tersedianya teknologi yang menyokong perubahan ini.</div>
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9. Teknologi blockchain @ wang digital ini juga lebih transparent, sekaligus menyukarkan kes rasuah atau gelap duit berlaku.<br />
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Pada tahun 2020 ini mata wng kripto kini telah diguna pakai dalam pembelian barangan biasa, membayar perkhidmatan, tempahan hotel, tiket penerbangan , belian barangan kemas, restoran, belian applikasi dan pelbagai lagi.<br />
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-8697554379565024190.post-68495135624067570032020-01-16T14:04:00.001+08:002020-01-25T12:16:36.385+08:00BERITA PERKEMBANGAN BLOCKCHAIN, TEKNOLOGI AI & CRYPTOCURRENCY DI MALAYSIA<div dir="ltr" style="text-align: left;" trbidi="on">
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Assalammualaikum wbt dan salam sejahtera.<o:p></o:p></div>
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Sebelum kita teruskan dengan lebih mendalam mengenai
BLOCKCHAIN, ARTIFICIAL INTELLIGENCE & CRYPTOCURRENCY. <o:p></o:p><br />
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Tentu anda yang pernah mendengar mengenai blockchain dan cryptocurrency tahu bahawa diseluruh dunia kini, mata wang digital, teknologi blockchain dan Artificial Intelligence ( kecerdikan buatan) semakin diterima dan diguna pakai. Setiap hari pasti akan ada berita dan info terbaru yang berlaku diseluruh dunia mengenai mata wang digital atau kripto ini termasuk dalam teknologi blockchain dan AI.</div>
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Kita hanya perlu google untuk tahu maklumat dan berita terkini seluruh dunia mengenai blockchain, mata wang digital dan teknologi AI. Semua hanya di jari anda, asalkan ada perkhidmatan internet segala carian dan info hanya di hujung jari.<br />
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Mari kita lihat antara berita teknologi dan perkembangan
blockchain, Artificial Intelligence (kecerdikan buatan) dan Mata wang digital
di Malaysia yang saya perolehi di internet untuk tatapan dan info ringkas anda.<o:p></o:p></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;">1.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimgGGWUjuqMvB4TdqQVjhe7kvXGYwDcC3X5S3IT_pKZUx-IbWSc4wj0ld9JnQzpwK1fBX8BSYX50bfg6RDklN3b8EB4VvomAPzNdqlNA_a_YgnKSdXDktFyOMXQpPYDb4O3yDqqWny9ro/s1600/1.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimgGGWUjuqMvB4TdqQVjhe7kvXGYwDcC3X5S3IT_pKZUx-IbWSc4wj0ld9JnQzpwK1fBX8BSYX50bfg6RDklN3b8EB4VvomAPzNdqlNA_a_YgnKSdXDktFyOMXQpPYDb4O3yDqqWny9ro/s400/1.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">dari portal Malaysiakini - MALAYSIA KAJI PERKENAL DASAR NASIONAL PENGGUNAAN AI (ARTIFICIAL INTELLIGENCE)</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYHYjW2TV0ksI0hYgRvnJ7Ipr1lpd5V8MePdDoOR_kaPNmZJ_JQIPDVDhUJQ30Rm_n8jXdDaCmNoAxnvc3ra5XCwe1WeTh82T2gA5R49hakup552Nt4kUxnCNBT5eKBJuzbvc9jCyAV6w/s1600/2.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYHYjW2TV0ksI0hYgRvnJ7Ipr1lpd5V8MePdDoOR_kaPNmZJ_JQIPDVDhUJQ30Rm_n8jXdDaCmNoAxnvc3ra5XCwe1WeTh82T2gA5R49hakup552Nt4kUxnCNBT5eKBJuzbvc9jCyAV6w/s400/2.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">BANK DI MALAYSIA BERSIAP SEDIA UNTUK TEKNOLOGI FINTECH</td></tr>
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3.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg02Yg78LaYHJRpElJj-KQMjThb7TGjrIekxw1bjm1KwBwv5qMjFaJEOoxeejiMJvkGq71k0rjPEpqsEk-FwRljVpC-OPw5Ys0zRwrNtTjWMqfXxNy_duKBLZMxMOful6iIGffd5xzY0Jo/s1600/3.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg02Yg78LaYHJRpElJj-KQMjThb7TGjrIekxw1bjm1KwBwv5qMjFaJEOoxeejiMJvkGq71k0rjPEpqsEk-FwRljVpC-OPw5Ys0zRwrNtTjWMqfXxNy_duKBLZMxMOful6iIGffd5xzY0Jo/s400/3.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Teknologi Kecerdasan buatan (AI) di TOKYO yang akan turut di guna pakai di Malaysia</td></tr>
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4.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigP_mKNPhpnuYMMG0bY4iKemuRK_XO7vXsiAJ_2jwiYZu-mi5U2WToZZvVeTj5dLV6MvE_gO2WxJuQr5sT5xUq7H5i0H-hUzOmQZIiXA09VASFDJtCmiOcFz8XfJuS9dMMV3T9rxS1q_0/s1600/4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigP_mKNPhpnuYMMG0bY4iKemuRK_XO7vXsiAJ_2jwiYZu-mi5U2WToZZvVeTj5dLV6MvE_gO2WxJuQr5sT5xUq7H5i0H-hUzOmQZIiXA09VASFDJtCmiOcFz8XfJuS9dMMV3T9rxS1q_0/s400/4.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Teknologi blockchain dan lejar teragih. Teknologi blockchain memang ada kena mengena dengan ledger iaitu ledger yang disimpan dalam bentuk blok.</td></tr>
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5.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv2SQp1BQd4_IYS8A6Fp3wbdO0E5pVRkB4LP8bY1dO9x5ONIyh1AfcHd0ZEX5tokTqDaKhkyRoTQpTKCu2dMsjbBkr-k6qcElsbE2lH0beCXrcqEg7H2z2a1EqwAM0dq165KSjzbdvTl8/s1600/5.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv2SQp1BQd4_IYS8A6Fp3wbdO0E5pVRkB4LP8bY1dO9x5ONIyh1AfcHd0ZEX5tokTqDaKhkyRoTQpTKCu2dMsjbBkr-k6qcElsbE2lH0beCXrcqEg7H2z2a1EqwAM0dq165KSjzbdvTl8/s400/5.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">5 digital bank yang akan wujud di Malaysia</td></tr>
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Artikel mengenai 5 digital bank yang akan menerima lesen Bank Digital di link ini <a href="https://www.thestar.com.my/business/business-news/2019/12/27/bank-negara-to-issue-up-to-5-digital-banking-licences" target="_blank">https://www.thestar.com.my/business/business-news/2019/12/27/bank-negara-to-issue-up-to-5-digital-banking-licences</a>.<br />
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6.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikl-Ol8-mPUlSGiwujheBMWI3GCjDDLnqanVaGNz9rMEkvcKsSsOipMinI8mrZbuIvlWx_2Fc4NkasQmwz28Tpv-xzH0JH94SdgpspKlGLNzKMkC9-ae7TSWliqHm67CFDNrszT4ATNt0/s1600/6.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikl-Ol8-mPUlSGiwujheBMWI3GCjDDLnqanVaGNz9rMEkvcKsSsOipMinI8mrZbuIvlWx_2Fc4NkasQmwz28Tpv-xzH0JH94SdgpspKlGLNzKMkC9-ae7TSWliqHm67CFDNrszT4ATNt0/s400/6.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kumpulan perbankan STANDARD CHARTERED join Ethereum Alliance (ETHEREUM adalah salah satu mata wang digital popular didunia selepas Bitcoin).</td></tr>
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7.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwTxfFeRcDRnuPm1rVrXaMa8nISIC6FlOOr9vnm9yxdW8YkCHXtFzMmr9enuV2pbGijfTTwPYdWEywXWoEaGJuFH-5wsPULf2FXm1n-4ghSwVEB5HYY2t9ZK22xJTf66Msba4MmZ990Ko/s1600/7.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwTxfFeRcDRnuPm1rVrXaMa8nISIC6FlOOr9vnm9yxdW8YkCHXtFzMmr9enuV2pbGijfTTwPYdWEywXWoEaGJuFH-5wsPULf2FXm1n-4ghSwVEB5HYY2t9ZK22xJTf66Msba4MmZ990Ko/s400/7.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Luno salah satu operator pertukaran mata wang digital di Malaysia yang di luluskan oleh Securities Commission Malaysia. Luno telah beroperasi di dunia semenjak 2015 lagi.</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEf8pPS_Xfk8y7TTrh1F5aRKmwxgpu-gxawNoVDMy5z_htNso68FkSBLnVmtC0_hIHQGv1zktVTpPKKxlWrgBnFZ6sJn4QM2H7xiaI21YlyRgUqTvEpEP94S7j97Mt3NbuTIHzRVnBfuQ/s1600/8.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEf8pPS_Xfk8y7TTrh1F5aRKmwxgpu-gxawNoVDMy5z_htNso68FkSBLnVmtC0_hIHQGv1zktVTpPKKxlWrgBnFZ6sJn4QM2H7xiaI21YlyRgUqTvEpEP94S7j97Mt3NbuTIHzRVnBfuQ/s400/8.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ke arah dunia mata wang kripto, akan lebih banyak platform pertukaran wang kripto dijangka akan dibenarkan beroperasi di Malaysia.</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUxUKm-AZ-kBzwUF-Z5cD65ZBVdLqWL58Dd1aJVFBql-xpelaShVg5xPe4iQDmcHBjpkiazz6KYvVwCEVt6zlA8YpJEwReszjVx8drT6gKL_n3ciAKJW7k-Xxc0RSMCbLFk2r8BUcoatE/s1600/IMG_20200119_202837.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="985" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUxUKm-AZ-kBzwUF-Z5cD65ZBVdLqWL58Dd1aJVFBql-xpelaShVg5xPe4iQDmcHBjpkiazz6KYvVwCEVt6zlA8YpJEwReszjVx8drT6gKL_n3ciAKJW7k-Xxc0RSMCbLFk2r8BUcoatE/s400/IMG_20200119_202837.png" width="246" /></a></div>
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Artikel mengenai berita CIMB berkerjasama dengan RIPPLE untuk teknologi blockchain boleh di baca di link ini <a href="https://www.thestar.com.my/business/business-news/2018/11/15/cimb-ripple-team-up-for-instant-cross-border-payments" target="_blank">https://www.thestar.com.my/business/business-news/2018/11/15/cimb-ripple-team-up-for-instant-cross-border-payments</a>.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaGKhqZSjkeJAZUic76lDxc_JCFG41YlJW0XanJFJJ_BhGaADY2JFYfJybvJ8FmlrWd9WQAUFK2VeFBjB23E8XY7i179eBf7S5TfvX2wsDGKnLVjozc4sj_8p3Q2fGHkWVUIVSqsOYnQ4/s1600/12.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaGKhqZSjkeJAZUic76lDxc_JCFG41YlJW0XanJFJJ_BhGaADY2JFYfJybvJ8FmlrWd9WQAUFK2VeFBjB23E8XY7i179eBf7S5TfvX2wsDGKnLVjozc4sj_8p3Q2fGHkWVUIVSqsOYnQ4/s400/12.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Securitites Commission Malaysia meluluskan 3 operator pertukaran mata wang digital.</td></tr>
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Semoga info ini bermanfaat bagi anda. </div>
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Terima kasih.</div>
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<b style="font-family: "times new roman";">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></div>
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-8697554379565024190.post-84486495533230527182020-01-16T10:51:00.000+08:002020-01-25T12:18:28.342+08:00Perbankan & jual beli online ke zaman aplikasi, Ewallet & blockchain <div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM6P_DGgO_l5pMKq1HrDyuzLB-QCcnINvAf5iHL0OrVYLTbJt52JOGRuJnrUkKpmFOA4_AfzSHCIvZR9CtK8dswJHRRumnMLHERUbdPF8z90RMM8xkSOoR0giQ0U-1zcsqFbpfOW5ewNw/s1600/20200110_135522_0000.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM6P_DGgO_l5pMKq1HrDyuzLB-QCcnINvAf5iHL0OrVYLTbJt52JOGRuJnrUkKpmFOA4_AfzSHCIvZR9CtK8dswJHRRumnMLHERUbdPF8z90RMM8xkSOoR0giQ0U-1zcsqFbpfOW5ewNw/s400/20200110_135522_0000.png" width="400" /></a></div>
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<span style="font-size: large;">Assalammualaikum wbt dan salam
sejahtera.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">3 Artikel sebelum ini telah diterangkan
secara ringkas bagaimana teknologi itu berubah dan diterima.<o:p></o:p></span></div>
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<span style="font-size: large;">Artikel ini akan menerangkan
dalam bahasa mudah segala teknologi yang dipaparkan di bawah ini.<o:p></o:p></span></div>
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<span style="font-size: large;"><b style="mso-bidi-font-weight: normal;">ROBOTIK</b> ramai faham iaitu teknologi menggunakan robot.<o:p></o:p></span></div>
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<span style="font-size: large;"><b style="mso-bidi-font-weight: normal;">Perbankan elektronik</b> juga ramai yang faham, menggunakan mesin ATM
sebagai mesin keluar dan masuk duit.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"><b style="mso-bidi-font-weight: normal;">Perbankan dan jual beli atas talian (online)</b> juga ramai mula faham,
jual beli yang berlaku atas talian menggunakan teknologi internet. Jika
sambungan internet itu tiada maka tiada transaksi dapat dijalankan.<o:p></o:p></span></div>
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<span style="font-size: large;"><b style="mso-bidi-font-weight: normal;">Aplikasi</b> juga tentu ramai faham, iaitu aplikasi yang anda boleh
download / install dari google store atau apple store. Terdapat pelbagai
aplikasi dari aplikasi perbankan, aplikasi beli beli belah, aplikasi media
sosial, aplikasi hiburan, aplikasi media sosial, aplikasi komunikasi, aplikasi
game, aplikasi untuk gambar, aplikasi untuk peta<span style="mso-spacerun: yes;"> </span>(maps) yang memudahkan carian sesuatu tempat
siap serta dengan satelit dan segala jenis aplikasi mengikut kategori yang
pengguna inginkan. Semua aplikasi ini menyelesaikan masalah pengguna dan
memberikan pengalaman indah sekaligus diterima dan digunakan seluruh dunia.<o:p></o:p></span></div>
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<span style="font-size: large;"><b style="mso-bidi-font-weight: normal;">BLOCKCHAIN</b> – Ia adalah tempat penyimpanan data-data dalam bentuk
ledger. Ia akan disimpan selamanya dan tak akan terpadam. Ia tidak boleh di
hack.<span style="mso-spacerun: yes;"> </span>Blockchain ini wujud pada tahun
2008 dan diperkenalkan oleh Satoshi Nakamoto. Satoshi Nakamoto ialah individu / kumpulan yang sama
memperkenalkan bitcoin iaitu cryptocurrency / mata wang digital pertama di
dunia.<o:p></o:p></span></div>
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<span style="font-size: large;">A<b style="mso-bidi-font-weight: normal;">I – ARTIFICIAL INTELIGINCE (KECERDIKAN BUATAN)</b><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: large;">KECERDIKAN BUATAN ATAU KEPANDAIAN
BUATAN. SATU SISTEM KOMPUTER YANG MEMPUNYAI OTAK MANUSIA YANG PAKAR PADA
SESUATU PERKARA.<o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: large;"><br /></span></i></b></div>
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<span style="font-size: large;">Antara contoh paling popular dan
mudah faham dalam teknologi AI ialah teknologi AI dalam telefon bimbit. Jika
dulu kita tangkap gambar, gambar Itu bergegar, condong, malap, kabur. Jika
malam sahaja tak jelas. Tidak center. Kena ambil angle atau sudut tertentu
untuk nampak menarik. Kini teknologi AI itu sudah dimasukkan dalam sistem
telefon bimbit. Gambar tetap cantik walaupun yang ambil itu bukan professional.
Even budak, nenek atau moyang sekali pun jika ambil gambar, gambar itu akan
menghasilkan keputusan yang memuaskan hati.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Begitu juga tidak perlu guna
photoshop nak edit atau apa, pelbagai aplikasi dalam telefon bimbit semua
semakin memudahkan. Budak tadika pun zaman sekarang tahu ambil gambar yang
cantik. Kerana AI itu sudah berubah menjadi otak manusia yang mempunyai
kepakaran photography. Maka contoh teknologi AI disini
ialah kepakaran fotografi.</span></div>
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<span style="font-size: large;"><o:p></o:p></span></div>
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<span style="font-size: large;">Sewajarnya artikel ke 4 ini sudah
menunjukkan secara jelas beza setiap teknologi yang dipaparkan diatas.<o:p></o:p></span></div>
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<span style="font-size: large;">Blockchain adalah berbeza dengan
teknologi robotic. Begitu juga aplikasi adalah aplikasi bukan blockchain. Semua
ini menggunakan internet.<o:p></o:p></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Ketika ini paling popular
menggunakan blockchain ialah cryptocurrency atau mata wang digital. <o:p></o:p></span></div>
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<span style="font-size: large;">Kita akan terus ke artikel
blockchain dan Artificial Inteligience / kecerdikan buatan selepas ini.<o:p></o:p></span></div>
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<span style="font-size: large;">Terima kasih.<o:p></o:p></span><br />
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<span style="font-size: large;"><b style="font-family: "Times New Roman"; font-size: medium;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-44417547948308677712020-01-09T18:48:00.001+08:002020-01-25T12:18:47.617+08:00BERMULANYA ERA DIGITAL DAN BLOCKCHAIN<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyGWiKP2Q8sPBZiGQZrgeqJkJIs8oiG4ZxqUO4gW6AKEOaUvUqBUfmhGT6B_Uo1H169gowWMBGrPdQOWrKE_7b8kPJVTMxXp8qoPk52a_ufD-zouM2KnRLXBSJD-036IDIEBn_FfC5VJ8/s1600/Add+a+hi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyGWiKP2Q8sPBZiGQZrgeqJkJIs8oiG4ZxqUO4gW6AKEOaUvUqBUfmhGT6B_Uo1H169gowWMBGrPdQOWrKE_7b8kPJVTMxXp8qoPk52a_ufD-zouM2KnRLXBSJD-036IDIEBn_FfC5VJ8/s400/Add+a+hi.png" width="281" /></a></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Assalammualaikum wbt dan salam sejahtera.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Dalam artikel sebelum ini, kita mengetahui bahawa bagaimana
sesuatu perkara <span style="mso-spacerun: yes;"> </span>baru di terima, kemudian
teknologi baru juga diterima apabila ramai yang menggunakannya dan kemudian ia
bertukar menjadi kebiasaan dan gaya hidup.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Seperti contoh membasuh pakaian.<o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1 1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 14.0pt; line-height: 107%;">Mulanya
membasuh pakaian di sungai ( basuh ramai-ramai, jalan kaki jauh ke sungai bawa
baju yang ingin dibasuh, dah basuh tiba-tiba hujan di tengah jalan, belum
campur di ganggu budak nakal dan sebagainya).<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"> 2. Tukar
ke membasuh pakaian dirumah. Namun mengambil banyak waktu dan meletihkan. Jika
anak sepuluh orang, berjam habis waktu membasuh pakaian sahaja.<o:p></o:p></span></div>
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<span style="font-size: 14pt; line-height: 107%; text-indent: -0.25in;"><span style="mso-list: Ignore;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"><br /></span></span></span>
<span style="font-size: 14pt; line-height: 107%; text-indent: -0.25in;"><span style="mso-list: Ignore;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"><br /></span></span></span>
<span style="font-size: 14pt; line-height: 107%; text-indent: -0.25in;"><span style="mso-list: Ignore;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> 3. </span></span></span><span style="font-size: 14pt; line-height: 107%; text-indent: -0.25in;">Teknologi
mesin pencuci pakaian muncul. Ketika ini separa automatic. Kena keluarkan baju
untuk di spin, isi air sendiri dan pastikan air tidak melimpah ruah, tukar pula
air kepada bilasan dengan kata lain harus di kawal setia jika terlupa air paip
mungkin melimpah dan menambah kerja lain mengemop air.</span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-size: 18.6667px; line-height: 107%;"> 4. </span><span style="font-size: 14.0pt; line-height: 107%;">Mesin
pencuci pakaian separa automatic di tukar kepada sepenuhnya automatic. Tak
perlu susah-susah buka tutup air, keluarkan baju untuk di masukkan ke bahagian
kering kemudian keluarkan balik untuk dibilas. Semua seratus peratus automatic.
Sedar-sedar kain sudah kering dan sedia dijemur.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;">Bagaimana teknologi mesin basuh ini diterima?. Kerana ia
menyenangkan. Memudahkan dan mewujudkan pengalaman penggunaan yang
menyeronokkan sekaligus menyelesaikan masalah sistem sebelumnya. Hari ini kita
boleh lihat disetiap rumah pasti ada mesin basuh walaupun rumah setinggan
sekalipun.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Teknologi yang berlaku atau inovasi yang berlaku melibatkan</span><span style="font-size: 14pt;"> 2
perkara iaitu pengalaman dan perasaan kita menggunakan benda tersebut.</span></div>
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<span style="font-size: 14pt;"><br /></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Dalam dunia teknologi korporat 2 perkara penting ini ialah :-
<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">UX – User Experience<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">UI- User interface<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;">Apa sahaja pengalaman buruk seperti kena berjalan jauh ke
sungai membasuh baju akhirnya ditukar kepada pengalaman yang lebih manis
membasuh baju di rumah menggunakan mesin basuh automatic.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;">Begitu juga pengalaman buruk menggunakan telefon bimbit yang
mempunyai kad memori kecil akhirnya ditukarkan kepada telefon pintar yang bukan
sahaja boleh menghubungkan kepada jaringan internet malah menjadi ganti kepada
kamera. Manusia tidak perlu lagi membawa kamera bercuti cukup telefon pintar
sahaja yang boleh menggantikan apa sahaja. Dari menggantikan computer untuk
menghantar email sehingga mengantikan kamera untuk mendapatkan gambar yang
cantik.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Pengalaman buruk yang menghasilkan gambar kabur, tidak jelas,
tidak lawa. Akhirnya mewujudkan aplikasi untuk mencantikkan gambar. Kemudian
teknologi Artificial Inteligience / kecerdikan buatan muncul. Pengguna telefon
pintar yang menggunakan teknologi AI ini tidak lagi komplen mengenai gambar.
Segalanya terletak jelas. Gambar yang cantik walaupun diambil oleh budak
tadika. Kaki yang pendek terlihat panjang, kulit yang kusam terlihat cerah dan
badan yang gemuk terlihat kurus. Itulah kuasa teknologi AI, tidak perlu
susah-susah untuk edit menggunakan aplikasi dalam telefon bimbit lagi. Semua
telah sedia ada dan menjimatkan masa. Paling utama gambar yang dihasilkan cukup
memuaskan hati.<o:p></o:p></span><br />
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;">Seterusnya pengalaman buruk bagi mereka yang kerap keluar
bandar termasuk pelancong yang menggunakan teksi. 10 Tahun dahulu kita tahu
manusia di seluruh dunia menggunakan teksi atau bas. <o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;">Seiring teknologi blockhain muncul UBER, GRAB, MAXIM, MYCAR,
MYTAXI dan pelbagai lagi menggantikan perkhidmatan taxi ini. Masalah dan
pengalaman pahit menggunakan perkhidmatan teksi, akhirnya mewujudkan UBER yang
kini lebih dikenali dengan nama GRAB di Malaysia.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;">Perkhidmatan GRAB / UBER<span style="mso-spacerun: yes;">
</span>amat memudahkan dan menyelesaikan isu ini. Penumpang tidak perlu tunggu
lama, datang khas ke tempat mereka. Harga di beritahu dari awal, maklumat
pemandu, termasuk jenis kereta yang bakal dinaiki. Malah segala review mengenai
pemandu yang bakal dipilih turut terpapar jelas di aplikasi GRAB yang boleh
dimuat naik dalam telefon pintar pada bila-bila masa.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Kuasa teknologi perisian, aplikasi dan blockchain ini yang
digabungkan dengan teknologi AI akhirnya terus diterima pakai masyarakat dunia
kerana memberikan pengalaman menyeronokkan. Manusia tidak kisah lagi perlu
membayar asalkan mereka gembira dengan pengalaman yang diberikan pada mereka. <o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Dari sekadar perkhidmatan kereta menggantikan teksi, GRAB
kini turut menambah perkhidmatan GRAB FOOD, GRABPAY dan pelbagai lagi. Malah
pelanggan dan aplikasi GRAB terus bertambah muat turun hari demi hari di
seluruh dunia.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Itu baru GRAB. Kewujudan portal beli belah online dan mall
online yang besar dan terkenal di seluruh dunia seperti Lazada dan shopee,
turut memusnahkan kewujudan kedai fizikal. <o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Portal beli belah shopee dan lazada memberikan pengalaman
yang menyeronokkan kepada pelanggan mereka. Pelanggan boleh melihat perbezaan
harga yang amat jelas berbanding membeli secara fizikal di luar.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Banyak yang dapat dijimatkan oleh pelanggan juga penjual yang
menggunakan portal beli belah online ini. Harga produk jauh murah dari pasaran
contoh nestle, dapat mengurangkan kos pekerja kos orang tengah. <o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Dahulu hanya sedikit manusia yang membeli belah dalam talian.
Kini jual beli semua berlaku dalam talian, malah restoran dan kedai makan juga
turut mengiklankan perniagaan mereka secara online. Suri rumah juga berniaga
secara online melalui perkhidmatan COD (caj on delivery) di group whatapp dan
telegram termasuk membuka kedai online sendiri di shopee. Hari ini di shopee
Mall, terlihat jelas biskut dan roti di jual di shopee termasuk buah-buahan dan
barangan dapur. Sepuluh tahun dahulu pasti tiada yang terfikir, ikan, udang
barangan basah boleh dijual secara online dalam group wasap dan telegram. Malah
tiada yang boleh membayangkan berpuluh group whatapp diwujudkan dari group kesihatan
sehingga group beli belah.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Teknologi yang cuba dirungkaikan ketika ini ialah teknologi robotic
yang akhirnya sampai kepada teknologi blockchain dan artificial inteligience.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Berdasarkan setiap pengalaman hidup, bagi menyelesaikan
masalah sejagat atau manusia lahirlah uber mengantikan teksi. Teksi sudah
bagus, namun uber lagi bagus. Manusia zaman sekarang tidak kisah untuk membayar
lebih untuk teknologi. Begitu juga dengan grab food dan pelbagai benda yang
memudahkan lagi contohnya e wallet. Semua ini digunakan dalam satu aplikasi
bagi memudahkan pengguna itu sendiri. Seperti mana mudahnya perbankan
elektronik. Pelanggan bank tidak perlu susah-susah ke ATM machine untuk melihat
baki, gaji sudah masuk atau tidak. Semua boleh diketahui secara online dan satu
klik sahaja. Dari pembayaran, deposit, pindahan wang semua berlaku secara atas
talian. Beginilah teknologi mengambil alih kehidupan.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Sebagaimana anda melihat teknologi perbankan dan kewangan
atas talian. Membeli belah atas talian. Menyambung siratulrahim atas talian.
Begitulah yang diramalkan pada masa akan datang dimana duit itu sendiri atas
talian.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 107%;">Bank digital akan mengantikan bank fizikal pada hari ini.
Duit fizikal atau fiat akan digantikan dengan duit digital atau mata wang
digital. Setiap urus niaga perlahan-lahan akan bertukar digital. Teknologi
blockchain dan AI akan terus berkembang pesat dan cryptocurrency / mata wang
digital akan mengambil alih kedudukan wang fiat / kertas seperti mana wang
kertas hari ini mengambil alih penggunaan jongkong timah yang asalnya bermula
dari sistem barter beribu tahun dahulu.<o:p></o:p></span></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 107%;">Kita akan kembali menyoroti sejarah mata wang yang juga lahir
dari pengalaman buruk sistem barter dan sebagainya selepas artikel ini.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Diharapkan artikel ini memberi anda sedikit sebanyak
bayangan, bagaimana teknologi blockchain dan ARTIFICIAL INTELIGIENCE juga
crypto currency ini bakal mengubah dunia dan digunakan oleh seluruh dunia dalam
dekad akan datang.<o:p></o:p></span></div>
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<span style="font-size: 14.0pt; line-height: 107%;">Terima kasih.<o:p></o:p></span><br />
<span style="font-size: 14.0pt; line-height: 107%;"><br /></span>
<span style="font-size: 14.0pt; line-height: 107%;"><b style="font-family: "Times New Roman"; font-size: medium;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8697554379565024190.post-79917677126811201942020-01-08T20:29:00.003+08:002020-01-25T12:19:08.379+08:00BAGAIMANA WUJUD TEKNOLOGI DAN ARTIFICIAL INTELLIGENCE (KECERDIKAN BUATAN) <div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh07hFheW4J4yx5lYcCKiMdHVI-I-2E1tSuJ58vde0fmHrWHHC8nqpi-qqQG55Eh_1r3omcmtMARQUjP_krfRM0DadgarbKpbxUjhoaF0G3z6ermABr_pyVkGIg-3APUt0Gcc6s2wUS1P4/s1600/20200109_173603_0000.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="630" data-original-width="1120" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh07hFheW4J4yx5lYcCKiMdHVI-I-2E1tSuJ58vde0fmHrWHHC8nqpi-qqQG55Eh_1r3omcmtMARQUjP_krfRM0DadgarbKpbxUjhoaF0G3z6ermABr_pyVkGIg-3APUt0Gcc6s2wUS1P4/s400/20200109_173603_0000.png" width="400" /></a></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Assalammualaikum wbt dan
salam sejahtera. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Sebelum kita teruskan tajuk
lebih mendalam mengenai wang kripto atau cryptocurrency <i style="mso-bidi-font-style: normal;">(contoh popular BITCOIN, ETHEREUM, litecoin, XRP (Ripple), tether)</i>.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kita soroti bagaimana kehidupan di zaman nenek moyang kita sehingga memasuki zaman
teknologi, bermula dari teknologi mesin, ke teknologi robotik dan kini kearah
teknologi ARTIFICIAL INTELLIGENCE <b style="mso-bidi-font-weight: normal;">(KECERDIKAN BUATAN).<o:p></o:p></b></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kita imbas kembali bagaimana
zaman nenek moyang kita dahulu, membasuh baju di sungai. Terpaksa berjalan jauh
membawa besin basuh baju dan membasuh baju beramai-ramai.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kemudian dari membasuh baju
di sungai, membasuh baju di rumah dengan menggunakan air kolah. Rendam lama di
dalam besen dan guna timba untuk mengambil air kolah.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kemudian teknologi mesin
datang iaitu mesin basuh. Ketika ini tidak perlu lagi ke sungai atau membasuh
tangan, semua menggunakan mesin baju untuk membasuh baju. Selepas spin baju
terus jemur di ampaian.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcQTFy4empYz6hEqhk4HrjYz-cqXuq3gsDNCU052F3nIhtS4CivN6Jq8a_n7qwMPfcZ_NCkyUdhWlLRpBHfWWT48aFM1H2S4Na8q86mDKBn43oCv3e6kX1yxsIt0BGx6luDwIWKKXzZDI/s1600/1578562054957_20200109_172504_0000.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="756" data-original-width="945" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcQTFy4empYz6hEqhk4HrjYz-cqXuq3gsDNCU052F3nIhtS4CivN6Jq8a_n7qwMPfcZ_NCkyUdhWlLRpBHfWWT48aFM1H2S4Na8q86mDKBn43oCv3e6kX1yxsIt0BGx6luDwIWKKXzZDI/s400/1578562054957_20200109_172504_0000.png" width="400" /></a></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Teknologi mesin basuh
bertukar lagi, kali ini dengan adanya mesin pengering dan dobi. Baju tidak
perlu dijemur terus dikeringkan dan dilipat. Jika suatu masa dahulu tiada
manusia terfikir di Malaysia yang bercuaca panas mesin pengering baju di
perlukan, kini mesin pengering baju tidak asing lagi di rumah urban Malaysia
dan di dobi-dobi seluruh Negara.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Bagaimana mesin basuh,
pengering baju segera dan dobi ini di terima?.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Ia adalah kerana ia diterima
pakai dengan senang hati oleh setiap individu yang menggunakannya. Pengalaman
menggunakan yang menyenangkan kerja dan mengembirakan akhirnya diterima seluruh
dunia. Inilah yang di panggil User Experience dalam bahasa dunia teknologi
korporat. </span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Apabila user experience itu bagus, ia akan menggantikan cara
penggunaan sesuatu barang dengan yang lebih baik. Mesin basuh separa automatic bagus,
namun mesin automatic lebih bagus. Maka mesin basuh automatic lebih digemari
dan laku kerana menjimatkan masa dan tak perlu di monitor seperti mesin basuh
separa automatic.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Dari zaman teknologi mesin
dan robot akhirnnya kita sampai ke zaman ARTIFICIAL INTELLIGENCE <i>(KECERDIKAN
BUATAN).</i><o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Antara teknologi paling popular
dalam penggunaan AI (ARTIFICIAL INTELLIGENCE / TEKNOLOGI BUATAN) ialah
penggunaan AI dalam teknologi pembuatan telefon pintar.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Seperti lahirnya mesin basuh
dari basuh baju di sungai. Telefon pintar juga asalnya bermula dari telefon
awam dimana anda harus berjalan jauh dan mencari telefon awam jika ingin
menghubungi seseorang, kemudian wujud telefon rumah atau pejabat , datang
pengenalan ke telefon bimbit yang hanya boleh telefon dan mesej, kemudian wujud
telefon pintar yang jauh lebih canggih. Telefon pintar yang boleh whatapps,
main media sosial, camera dengan mega pixel yang bagus sekaligus boleh terus
disambung dengan internet yang memudahkan gaya hidup.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Pengalaman penggunaan telefon
pintar yang semakin menyeronokkan dan meluas akhirnya menenggelamkan telefon
bimbit biasa jenama nokia yang cukup kukuh dan popular suatu masa dahulu. Siapa
sangka NOKIA akhirnya dikalahkan oleh perubahan teknologi yang ketika itu di
ambil alih oleh Android dan Ios.<o:p></o:p></span></div>
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<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzjuziV8mWlwokVKwHi_r8RSwdhrL8_YGs2f4qtV1GTOwKtzHB9V4AWaFkngFWNxG5ZWe3WJq0eEGN8dIVtNlrmOeZD-bfKD9HHeB3ZAPBSzVIWHibH8lwcHC3H5IPQMjHMDZvqfwshyo/s1600/IMG_20200109_173948.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1375" data-original-width="1066" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzjuziV8mWlwokVKwHi_r8RSwdhrL8_YGs2f4qtV1GTOwKtzHB9V4AWaFkngFWNxG5ZWe3WJq0eEGN8dIVtNlrmOeZD-bfKD9HHeB3ZAPBSzVIWHibH8lwcHC3H5IPQMjHMDZvqfwshyo/s400/IMG_20200109_173948.png" width="310" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Jenis dan model telefon pintar juga bertukar pantas seiring zaman dan antara paling popular ialah perisian ios dan teknologi Artificial Inteligience / kecerdikan buatan</td></tr>
</tbody></table>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Bagaimana perubahan
teknologi perisian Android dan IOS yang diterima pakai oleh User Experience dan
user interface ini yang mengembirakan ramai masyarakat, akhirnya dunia
menerimanya. Tenggelamlah telefon bimbit jenama Nokia dan Motorola menjadi
sejarah.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Kesimpulan yang boleh di
terjemahkan dalam bahasa ringkas disini. Apa sahaja teknologi dan perubahan itu
diterima apabila ia melahirkan perasaan gembira dan menyenangkan. Itulah yang
terjadi pada teknologi ARTIFICIAL INTELLIGENCE / KECERDIKAN BUATAN, pengguna
gembira dan berbangga dengan kehadiran teknologi AI ini sekaligus teknologi AI
digambarkan akan terus berkembang menjadi teknologi masa hadapan.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Apakah kaitan antara
Artificial Intelligence (kecerdikan buatan) dengan blockchain juga
cryptocurrency / mata wang digital seperti bitcoin, ethereum, XRP, tether dan
sebagainya?.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Semua ini akan diterangkan
satu persatu dalam artikel seterusnya.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Diharapkan artikel ini boleh
menjelaskan dengan terang bagaimana perjalanan sesuatu teknologi atau perubahan berkembang. Apabila pengalaman itu menyeronokkan dan
mengembirakan, automatic teknologi itu diterima dan diguna pakai seluruh dunia. Begitulah yang diramalkan untuk teknologi AI, Blockchain dan penggunaan crypto currency / mata wang digital.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;">Terima kasih.<o:p></o:p></span><br />
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<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt; line-height: 107%;"><b style="font-family: "Times New Roman"; font-size: medium;">Disclaimer :- Adalah ditegaskan disini, artikel ini adalah mengikut pandangan dan pemahaman penulis. Penulis tidak bertanggung jawab diatas salah faham atau keputusan yang dibuat oleh pembaca atas ulasan dan artikel ini.</b></span></div>
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