Bảo hiểm y tế bổ sung là loại hình bảo hiểm được Bộ Y tế nghiên cứu nhằm giảm gánh nặng chi phí trực tiếp (chi tiền túi), mở rộng quyền lợi khám chữa bệnh và tăng cường bảo vệ tài chính cho người dân trước rủi ro về sức khỏe. Sản phẩm này hướng đến việc chi trả thêm cho các dịch vụ y tế mà bảo hiểm y tế cơ bản chưa bao phủ, như giường bệnh tiêu chuẩn cao, chi phí điều trị chuyên sâu, thuốc ngoài danh mục hoặc chi phí vận chuyển y tế.

#HealthInsurance #BaoHiemYTe #BaoHiemYTeBoSung #Supplementary

HPBOSE: हिमाचल प्रदेश बोर्ड कक्षा 10, 12 सप्लीमेंट्री रिजल्ट 2025 घोषित, यहां चेक करें अपना परिणाम
#News #HPBOSE #result #supplementary #exam

https://rightnewsindia.com/hpbose-himachal-pradesh-board-class-10-12-supplementary-result-2025/?utm_source=mastodon&utm_medium=jetpack_social

HPBOSE: हिमाचल प्रदेश बोर्ड कक्षा 10, 12 सप्लीमेंट्री रिजल्ट 2025 घोषित, यहां चेक करें अपना परिणाम

Himachal News: हिमाचल प्रदेश बोर्ड ऑफ स्कूल एजुकेशन (HPBOSE) ने कक्षा 10 और 12 के सप्लीमेंट्री परीक्षा परिणाम 2025 घोषित कर दिए हैं। उम्मीदवार आधिकारिक वेबसाइट hpbose.org पर अपना रोल नंबर डालकर रिज…

Right News India
Refer to https://pixelfed.social/p/Splines/792499765146596723 for Step 1 in #IonicVolute construction. Remember that we are temporarily scaling up by 3x.

Connect points 4 and 5 and extend it to a length approximately 144 units. Connect points 8 and 9 and extend to approximately 72 units. These are #transitionRays that we use to transition from one turn of the spiral to the next.

The volute is constructed in discrete steps using 13 arcs numbered zero to 12 in the figure. The arcs are centered on numbered vertices of the 3 concentric squares we made in the previous post. The center for arc 1 is point 1, for arc 2 it is point 2, and so on. Point 4 is special — I call it #groundZero. It is the center for Arc Zero as well as the circle that encloses the volute. Neither the circle, nor arc zero are used in the volute, but a portion of arc zero is used in constructing the #scroll surface. You can throw away the outer circle or use it to create a #medallion around the volute in other unrelated designs.

With 3x measurements, start arc 0 at ground zero, or point 4 with radius 228 and stop after 90° clockwise sweep. Start arc 1 where previous arc ended using point 1 as center and sweep clockwise 90°. Start and end arcs 2 and 3 similarly using points 2 and 3 as their centers. For arc 4, continue sweeping past 90° until it meets the first transition ray.

For the 2nd turn of the spiral, start at point 5 with a radius equal to the distance between point 5 and point 13. The angles for arc 4 and arc 5 are #supplementary — They total 180°. So arc 5 ends on a horizontal axis. Continue with 90° arcs centered at points 6 and 7. For arc 8, continue sweeping past 90° until it meets the second transition ray.

For the final turn of the spiral, start at point 9 with a radius equal to the distance between point 9 and point 14. The angles for arc 8 and arc 9 are #supplementary — They total 180°. So arc 9 ends on a horizontal axis. Continue with 90° arcs centered at points 10, 11, and 12.
Splines (@Splines@pixelfed.social)

The #volute is the most striking element of the #IonicOrder, even more than the #scrolls, for there would be no scrolls without volutes. The #IonicVolute is constructed as a spiral, of which there's a bewildering array of types that have fascinated artists, philosophers, and mathematicians alike for millennia. Most #CAD tools have a built-in primitive for spirals, but you will only waste your time with them because they strive for #continuous curvature changes, when only a #discrete spiral made from circular arcs will work in this design. I spent years trying different kinds and learned a lot in the process. Even within the family of discrete spirals, there's only one that fits. Dürer's approximation of #logarithmicSpirals with 90° arcs comes close, but still doesn't fit. The only one that works is contrived to fit the measurements of the #IonicCapital, and it's not a general spiral. It's specifically designed for 3 turns, and you can only proceed in one direction — toward the eye. You cannot start at the eye and diverge outward. The process is not complicated. I purposely left out the measurements in the sketch because they cluttered the area near the eye, but I describe them here. When µ = 144, you will need to start with a square that is exactly 1 part (8 units) wide and divide it into smaller portions — initially 6, but eventually 24. This is the first time you might regret choosing µ = 144. If you had chosen a value 3x larger, then one part would be 24 units instead of 8. That would certainly have made understanding the volute a little easier but the other measurements would also be 3x and too unwieldy to work with. There is a happy compromise: Temporarily scale everything up by 3x just for the volute, and once it has been constructed, scale it down to 1/3 to fit with the rest of the design. So, the first step is to divide the square into a 24x24 grid. Then make 3 concentric squares 4 units apart and mark their ends with points 1 through 12 as shown here.

Pixelfed

#introduction

I'm a staff scientist at Washington U in St Louis (#WashU #wustl #Missouri, USA), mostly working with human task fMRI datasets. I'm a big fan of #baseR and #knitr #rstats, #QC, and very extensive #supplementary materials. I insist on looking at data early and often; some #tutorials and examples on my blog. (#GotBrains?)

I'm a #FirstGen college grad, #IowaStateU; BS in #forestry. I also occasionally share cats, #knitting, and #crochet. Promoting abortion rights, not book bans.