I was craving for Teochew braised duck badly for the past one week. Managed to get it for lunch at Alexandra Village Food Centre today!
The duck was incredibly tender and the braising sauce just made it even more delicious. Mr Chan is a talented hawker with incredible knife skills. Each slice of duck meat is uniformly cut and he doesn’t rush through it.
Read more: https://www.misstamchiak.com/new-market-teochew-braised-duck-rice/
Address: Blk 120 Bukit Merah Lane 1, Alexandra Village Food Centre#01-84, Singapore 150120
同時也有16部Youtube影片,追蹤數超過92萬的網紅ochikeron,也在其Youtube影片中提到,DAISO Mess Tin (500yen) became very popular in June 2020 and still hot now in 2021. I recorded this video last year btw 😅 It was pretty fun to cook r...
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- 關於uniformly 在 Miss Tam Chiak Facebook 的最讚貼文
- 關於uniformly 在 Miss Tam Chiak Facebook 的最佳貼文
- 關於uniformly 在 Pakar diari hati Facebook 的最佳解答
- 關於uniformly 在 ochikeron Youtube 的最讚貼文
- 關於uniformly 在 數學老師張旭 Youtube 的最佳貼文
- 關於uniformly 在 數學老師張旭 Youtube 的最佳解答
- 關於uniformly 在 Generate a random point within a circle (uniformly) - Stack ... 的評價
- 關於uniformly 在 Uniformly Fit - Home | Facebook 的評價
- 關於uniformly 在 What kind of distribution is this "almost" uniformly distributed ... 的評價
- 關於uniformly 在 Uniformly continuous function | Continuity, It works, Line chart 的評價
uniformly 在 Miss Tam Chiak Facebook 的最佳貼文
We finally tried the famous Crab Omelette Rice from Flying Pig! The fat pieces of crab meat were arranged almost uniformly on the omelette that covered a mound of fried rice.
Read more: https://www.misstamchiak.com/flying-pig/
✅ Get first dibs on our food recommendations the very moment it gets published on our website - join us on our Telegram group: https://t.me/misstamchiak
🎧 Listen to our podcast at https://www.misstamchiak.com/podcast-chiak-podcast/! We are on Spotify and Apple Podcasts too!
uniformly 在 Pakar diari hati Facebook 的最佳解答
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uniformly 在 ochikeron Youtube 的最讚貼文
DAISO Mess Tin (500yen) became very popular in June 2020 and still hot now in 2021.
I recorded this video last year btw 😅
It was pretty fun to cook rice outdoor with kids.
For future use, I am keeping this in our emergency bag 👍
---------------------------------
DAISO Mess Tin (How to Cook Japanese White Rice in a Camping Cookware)
Difficulty: Very Easy
Time: 1hr
Number of servings: 1~2 people
Necessary Equipment:
Mess Tin
solid fuel
trivet
aluminum plate for the fuel
lighter
parchment paper
1 cup = 160g (5.6oz.) Japanese rice
200ml water
cotton gloves
towel
Direction:
1. Wash rice and place it in Mess Tin lined with parchment paper. Add water and leave for 15~30 minutes to let it absorb water. * I did not rest the rice but the result was pretty good.
2. Place the solid fuel on the aluminum plate. Place it in the center of trivet. Set fire, place the Mess Tin, and cook until the fire goes out.
3. Wear the cotton gloves and hold the lid securely. Then flip it over and leave to steam for 15 minutes. If you have a towel wrap Mess Tin to steam. *Flipping over is to cook rice more uniformly but some people say it is not necessary.
↓レシピ(日本語)
https://cooklabo.blogspot.com/2021/05/Mess-Tin.html
---------------------------------
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YouTube Audio Library
Follow me on social media. If you have recreated any of my food, you can share some pictures #ochikeron. I am always happy to see them.
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uniformly 在 數學老師張旭 Youtube 的最佳貼文
【摘要】
本主題是非常重要的一個主題,主要說明一個均勻收斂的函數序列才能把積分和極限交換順序,或是把微分和極限交換順序。很多人都覺得積分、微分可以隨意和極限任意交換,這其實是相當不嚴謹的
【加入會員】
歡迎加入張旭老師頻道會員
付費訂閱支持張旭老師,協助本頻道發展並獲得會員專屬福利
👉 https://www.youtube.com/channel/UCxBv4eDVLoj5XlRKM4iWj9g/join
【勘誤】
無,有任何錯誤歡迎留言告知
【參考書】
本系列影片配合 Marsden & Hoffman 的 Elementary Classical Analysis
(https://www.amazon.com/Elementary-Classical-Analysis-Jerrold-Marsden/dp/0716721058)
【高等微積分均勻收斂系列】
逐點與均勻收斂 1 (https://youtu.be/tAD0_FJBgko)
逐點與均勻收斂 2 (https://youtu.be/7Fxf7H_mV_c)
Weierstrass M Test (https://youtu.be/fwHGhdx2Vaw)
級數的積分與微分 👈 目前在這裡
【版權宣告】
本影片版權為張旭 (張舜為) 老師與丈哥 (王重臻) 所有
嚴禁用於任何商業用途⛔
如果有學校老師在課堂使用我的影片的話
請透過以下聯絡方式通知我讓我知道,謝謝
FB:http://www.facebook.com/changhsu.math/
IG:http://www.instagram.com/changhsumath/
uniformly 在 數學老師張旭 Youtube 的最佳解答
【摘要】
本主題主要介紹高微裡面一個重要的定理:Weierstrass M test。這個定理在判斷函數是否均勻收斂上有很大的幫助!是必學且必考的一個單元
【加入會員】
歡迎加入張旭老師頻道會員
付費訂閱支持張旭老師,協助本頻道發展並獲得會員專屬福利
👉 https://www.youtube.com/channel/UCxBv4eDVLoj5XlRKM4iWj9g/join
【勘誤】
無,有任何錯誤歡迎留言告知
【參考書】
本系列影片配合 Marsden & Hoffman 的 Elementary Classical Analysis
(https://www.amazon.com/Elementary-Classical-Analysis-Jerrold-Marsden/dp/0716721058)
【高等微積分均勻收斂系列】
逐點與均勻收斂 1 (https://youtu.be/tAD0_FJBgko)
逐點與均勻收斂 2 (https://youtu.be/7Fxf7H_mV_c)
Weierstrass M Test 👈 目前在這裡
級數的積分與微分 (https://youtu.be/yPmr5xjhYzw)
【版權宣告】
本影片版權為張旭 (張舜為) 老師與丈哥 (王重臻) 所有
嚴禁用於任何商業用途⛔
如果有學校老師在課堂使用我的影片的話
請透過以下聯絡方式通知我讓我知道,謝謝
FB:http://www.facebook.com/changhsu.math/
IG:http://www.instagram.com/changhsumath/
uniformly 在 Uniformly Fit - Home | Facebook 的推薦與評價
Uniformly Fit, Uniforms, Scrubs, Monogramming and More!! Hours: Monday-Friday: 10a.m. - 6p.m... 3510 Ryan St, Lake Charles, LA 70605. ... <看更多>
uniformly 在 What kind of distribution is this "almost" uniformly distributed ... 的推薦與評價
My supervisor asked me to find out which distribution represents a particular situation. I have a VoIP generator that generates calls "uniformly" distributed ... ... <看更多>
uniformly 在 Generate a random point within a circle (uniformly) - Stack ... 的推薦與評價
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