#ace euler

[pixelatedboombursts]

I feel like we as a fandom(three people and the linoone who got a lobotomy) don't talk enough about how fucked up it is that Log essentially groomed the player into an ideal champion and someone who could run his errands without question.

Every time they try to say no, he brings up Aros, and even promises to bring him back only after the player completes the wormhole quest.

Not to mention, he's dismissive of Ace and Melony and doesn't seem to understand Ace's need for closure.

Also considering the fact that, aside from the girl’s grandfather, he's the only other adult man in Frozen Heights and, due to his connection with Aros’ family, was likely the closest thing the Player has to a positive male role model(I use the word positive rather loosely, but whatever).

TL;DR: Log is a crusty bitch.

[squareallworthy]

Triangle Tuesday 3: The orthocenter, the Euler line, and orthocentric systems

Previously, we have looked at two different ways to mark a point in a triangle. First, we drew cevians (lines from the vertices) to the midpoints of the sides and found that they all cross at a point, which is the centroid. Then we tried drawing perpendiculars to the sides from the midpoints, and those all met at the circumcenter. And you could do this with any point on the side of a triangle -- draw a cevian to it, or a perpendicular from it, and see what happens.

This time, though, we're going to do both. That is, we're going to work with the cevians that also form perpendiculars to the sides. These are the altitudes, which run from a vertex to the nearest point on the opposite side, called the foot of the altitude. The three altitudes all meet at a point H, and that's the orthocenter. (The letter H has been used to mark the orthocenter since at least the late 19th century. I believe it's from the German Höhenschnittpunkt, "altitude intersection point.") Anyway, let's prove that the orthocenter exists.

Theorem: the three altitudes of a triangle coincide.

Here's a very simple proof that the three altitudes coincide. It relies on the existence of the circumcenter, which we already proved before. Given a triangle ABC, draw a line through A parallel to the opposite side BC. Do the same at B and C. These lines cross at D, E, and F and form the antimedial triangle (in blue).

Then the altitudes of ABC are also the perpendicular bisectors of DEF. We proved before that perpendicular bisectors all meet at a point, therefore altitudes do as well.

That was easy. Let's do it again, but in a different way. It's not quite as simple, but it includes a large bonus.

Theorem: the three altitudes of a triangle coincide at a point colinear with the circumcenter and centroid, and GH = 2 GO.

Let's take triangle ABC, and let F be the midpoint of side AB. Then mark two points that we already know, the circumcenter O and the centroid G. We'll also draw the median (green) and the perpendicular bisector (blue) that run through F, leaving the other ones out to avoid cluttering the picture.

We already know from our look at the centroid that G cuts segment FC at a third of its length, so GC = 2GF. Let's extend segment OG in the direction of G by twice its length out to a point we'll label H, so that GH = 2GO.

Now consider the two triangles GOF and GHC. By construction, their two blue sides are in the ratio 1:2, and the same for their two black sides. They also meet in vertical angles at their common vertex G. So by side-angle-side, the triangles are similar, and it follows that HC is parallel to OF, and therefore perpendicular to AB. So H lies on the altitude from H to side AB.

By analogous construction, we can show that H also lies on the other two altitudes. So not only have we proved that the altitudes coincide, but also that O, G, and H all lie on a line, and furthermore that G is located one third of the way from O to H, in any triangle.

This proof is due to Leonard Euler, and the line OGH is called the Euler line. Not only these three points but many others as well fall on this line, which we will get to later on.

Let's look at some more properties of the orthocenter and the feet of the altitudes. I'm just going to look at the case of an acute triangle for now, and show how this extends to the obtuse case later.

Theorem: two vertices of a triangle and the feet of the altitudes from those vertices are concyclic.

Proof is easy: the two right triangles AHcC and AHaC share segment AC as a hypotenuse. Therefore AC is a diameter of the common circumcircle of AHcC and AHaC (following from Thales's theorem).

(Incidentally, look at the angle formed by the blue segment and the altitude CHc. It subtends the same arc as angle CAHa, so (by the inscribed angle theorem again) they must be equal. That's not a part of this theorem, so just tuck that fact away for a moment.)

Theorem: a vertex, the two adjacent feet of the altitudes, and the orthocenter are concyclic.

Same idea, but now the right triangles are AHcH and AHbH, and AH is the diameter of the common circumcircle.

(And incidentally, look at the angle formed by the new blue line and the altitude CHc. It subtends the same arc as HbAH, which is same angle as CAHa. So those angles must be equal too. Since both angles between a blue line and the altitude CHc are equal to the same thing, they are equal to each other. Again, not a part of this theorem, just something I wanted to note.)

So those are some interesting concyclicities, but now let's look at the pedal triangle of the orthocenter, which is called the orthic triangle.

Oh, hey, it's made up blue lines, just like the ones we were talking about. And we proved that the two longest blue lines make equal angles with the altitude between them. By symmetry, we can prove the same thing about all the angles made by the blue lines. So that means

Theorem: two sides of the orthic triangle make equal angles with the altitude between them.

Another way to say this is that the altitudes are the angle bisectors of the orthic triangle. And I admit that was kind of a roundabout way to introduce the orthic triangle, but I think it makes the proof of this property easier to follow.

Two other properties of the orthic triangle immediately follow from this:

In an acute triangle, the inscribed triangle with the shortest perimeter is the orthic triangle

and

In an acute triangle, the orthic triangle forms a triangular closed path for a beam of light reflected around a triangle

which are two ways of saying the same thing.

But those two properties only hold for acute triangles. What happens to the orthic triangle in an obtuse triangle? Let's push point C downward to make triangle ABC obtuse and see what happens. To make things clear, I'm going to extend the sides of ABC and the altitudes from line segments into lines. Here's the before:

And here's the after:

The orthocenter has moved outside of triangle ABC, and two of the altitudes have their feet on extensions of the sides of ABC rather than on the segments AC and BC. The orthic triangle now extends outside ABC, and certainly isn't the inscribed triangle with the shortest perimeter any more.

But look at it another way. We now have an acute triangle ABH, and the line HHc is an altitude of both the obtuse triangle ABC and the acute triangle ABH. Meanwhile, lines AC and BC have become altitudes of ABH.

So what we have is essentially the same acute triangle with two swaps: point C trades places with H, and Ha trades places with Hb. That means that our two theorems about concyclic points morph into each other as triangle ABC switches between acute and obtuse. Here's an animation to show the process:

And this is why I didn't bother with the obtuse case above -- each theorem of concyclicity is the obtuse case of the other.

So if we can just exchange the orthocenter with one of the vertices, what does this mean for their relationship? If you are given a group of vertices and lines, how can you tell which one is the orthocenter and which one are the vertices? Well, you can't.

Theorem: Given an acute or obtuse triangle ABC and its orthocenter H, A is the orthocenter of triangle BCH, B is the orthocenter of ACH, and C is the orthocenter of ABH.

The proof comes from consulting either of the "before" and "after" figures above. Take any three lines that form a triangle, red or black. The other three lines are then the altitudes of that triangle. The three feet are where a red and black line meet perpendicularly, so they are the same for all four possible triangles, which means all four share the same orthic triangle.

(Of course, if ABC is a right triangle, then we get a degenerate case, as you can see from the gif at the moment when C and H meet.)

Such an arrangement of four points is called an orthocentric system. Of the four points, one is always located inside an acute triangle formed by the other three, and it's conventional to label the interior one H and the others ABC.

Orthocentric systems pop up all over the place in triangles, so expect to see more of them as we go along. Now, let me do one little lemma about altitudes, and then I'll show something cool about orthocentric systems.

Lemma: the segment of an altitude from the orthocenter to a side of the triangle is equal to the extension of the altitude from the side to the circumcircle.

We can show this with just a little shuffling of angle identities. Extend altitude CHc to meet the circumcircle at C'. The angles CAB and CC'B, labeled in red, subtend the same arcs, so they are equal. Triangle ABHb is a right triangle, so angle HbBA, in blue, is complementary to it. The same is true for the right triangle C'BHc, so the two angles labeled in blue are equal. Then by angle-side-angle, triangles BHcH and HHcC' are congruent, and segment HHc = HcC'.

By the same argument, we can show that triangle AHHc is congruent to AC'Hc, which leads us into the next bit.

Theorem: all the circumcircles of the triangles of an orthocentric system are the same size.

The blue triangle has the same circumcircle as triangle ABC. From the foregoing, the blue and green triangles are congruent. Therefore their circumcircles are the same size as well. The same argument works for ACH and BCH.

So here is an orthocentric system with its four circumcircles.

The four circumcenters O, Oa, Ob, and Oc form another orthocentric system, congruent to the first one.

If you found this interesting, please try drawing some of this stuff for yourself! You can use a compass and straightedge, or software such as Geogebra, which I used to make all my drawings. You can try it on the web here or download apps to run on your own computer here.

An index of all posts in this series is available here.

[ginni11]

Euler Motors HiLoad EV: Your Reliable Cargo Partner

The Euler Motors HiLoad EV is a robust electric cargo vehicle designed for commercial use. It offers a payload capacity of up to 688 kg and a driving range of 170 km on a single charge, making it ideal for urban and intercity logistics. Equipped with a 13 kWh lithium-ion battery and a 14.69 hp AC induction motor, it delivers a top speed of 45 km/h. For more information visit: https://www.eulermotors.com/en/hiload

[electriva1]

Is India Ready To Go Fully Electric?

Indian political leaders, environmentalists, and nature preservation authorities have unanimously agreed to the rising environmental pollution in the country. The government and its decision-making heads have recognized automobile usage as one of the main reasons contributing to the National pollution index. Naturally, in 2017, the Indian government inaugurated its project of the electric car revolution for a 100% shift by the year 2030.

The initial phase

The Indian government and its economic stalwarts have been excited and encouraging towards adopting electric cars. Mahindra & Mahindra was the first automobile brand to supply these electric cars. Extended the line brands like Nissan, Hyundai, and Tata Motors came up with major contributions. As a result electric automobile production went up by a prominent margin. Other start-up Enterprises like Blive, Ola Electric, Euler Motors, etc, have successfully accumulated promising funds for electric car production.

Demand amongst population

To understand whether India is fully ready for a shift towards electric vehicles, we must analyze the demand for EVs amongst the general national population. Service has exhibited that nearly 66% of Indian consumers have shown interest in purchasing electric automobiles, and 53% of the remaining have been idling with the idea of switching to electric-driven vehicles. Consumer ad buyers in the Indian market have shown much interest in electric automobiles. The government leaders are also encouraging ev production and designed several perks for buyers who invest in these EVs.��

Infrastructure development

The second parameter we must consider to analyze whether India is adequately prepared for a shift toward electric automobiles is to examine the infrastructure needed to manufacture and use electric vehicles. The most imperative infrastructure for a change towards EVs is an adequate number of EV charging stations in India. Brands like ElectriVa are developing a broad spectrum of modern, sophisticated, fully automatic, IoT-driven EV stations in Indian metropolitan cities and suburban regions. These charging stations in Indian cities and on the Indian National Highways will ensure that EV owners and drivers will get EV charging stations to remain mobile on the roads with their electric-driven automobiles.

Alternate solutions

As an electric vehicle owner, you can also get another lucrative alternative to EV charging stations. You can opt for modern, ace, portable, and high-capacity electric vehicle charging gadgets for usage at home or on long road Journeys. Hence, India and its population are adequately ready for a shift towards electric vehicles for popular use. 

[sanemyamen]

Trade Insurance Market to Witness Excellent Revenue Growth Owing to Rapid Increase in Demand

Advance Market Analytics released a new market study on Global Trade Insurance Market Research report which presents a complete assessment of the Market and contains a future trend, current growth factors, attentive opinions, facts, and industry validated market data. The research study provides estimates for Global Trade Insurance Forecast till 2027*.

Global trade has changed significantly since the financial crisis and the collapse of Lehman Brothers in 2008, which spread protectionism and nationalism amid global economic and political volatility. To fill the gap left by banks shrinking their balance sheets, commercial transactions have been increasingly supported by structured credit modalities carried out by factories, financing ‘Accounts Receivable’ in local and international currencies. The Covid-19 crisis is further transforming the trade credit market. The sector may reach USD 10 trillion in volume globally by 2030. Trade credit insurers are also impacted by the Covid-19 crisis. With an expectation of increasing loss trends in the short term, indemnity reserves may need to be established. The market appetite following Covid-19 may be a little different from what we saw in the past decade. Countries like France, Germany, and the Netherlands have introduced measures offering support to the trade credit insurance industry through guarantees backed by public funds, allowing insurers to maintain limits and capacity. In turn, insurers transfer part of the premium collected to the government. This is an interesting and creative tool that if adopted in other countries such as in Brazil could not only protect the credit insurance industry but perhaps most importantly, guarantee access to commercial credit which is vital for the economy.

Key Players included in the Research Coverage of Trade Insurance Market are HCC International (United Kingdom),Travelers (United States),Euler Hermes (France),Credimundi (Belgium),ACE (United Kingdom),Argo Surety (United Kingdom),Zurich (Switzerland),AIG (United States),Novae Group plc (United Kingdom),SACE BT (Italy),Atradius (United Kingdom),Aon (United Kingdom)

What's Trending in Market: Rapidly Growing International Trade Volumes

Political Events, Economic Downturns, and Natural Disasters Fuels the Need of Trade Insurance Coverage

Opportunities: COVID 19 pandemic is further increasing uncertainty and protectionism in global trade which is set to boost demand for trade credit insurance.

Emerging Demand from Developing Countries

Market Growth Drivers: Growing Popularity of Online Sales Channel

The Global Trade Insurance Market segments and Market Data Break Down by Type (Property/Cargo Insurance, Product Liability Insurance, Foreign Currency Exchange Insurance, Trade Credit Insurance, Others), Organization Size (SME’s, Large Enterprises), Sales Channel (Online, Offline), Trade Type (Domestic, Oversees) To comprehend Global Trade Insurance market dynamics in the world mainly, the worldwide Trade Insurance market is analyzed across major global regions. AMA also provides customized specific regional and country-level reports for the following areas. • North America: United States, Canada, and Mexico. • South & Central America: Argentina, Chile, Colombia and Brazil. • Middle East & Africa: Saudi Arabia, United Arab Emirates, Israel, Turkey, Egypt and South Africa. • Europe: United Kingdom, France, Italy, Germany, Spain, Belgium, Netherlands and Russia. • Asia-Pacific: India, China, Japan, South Korea, Indonesia, Malaysia, Singapore, and Australia. Presented By

AMA Research & Media LLP

[promptyper]

The Forgotten Vision of the Electro-dynamic Human Harnessing Apparatus (EHHA)

This piece unravels the often overlooked aspect of Nikola Tesla's pioneering works, the early designs of an Exoskeleton suit, revealing how this vision from the 1890s fell into obscurity yet subtly influenced the path of human augmentation technologies today.

 In the later part of the 19th century, the name Nikola Tesla was synonymous with bold innovations, dazzling demonstrations, and, most importantly, a future shaped by a novel understanding of electricity and electromagnetism. However, a lesser-known aspect of Tesla's expansive body of work was his early designs for an Exoskeleton suit, which he worked on in the year 1893.  Tesla, a man with an extraordinary vision, recognized the potential in the field of human enhancement technology. He foresaw a future where humans could achieve extraordinary physical feats through a fusion of technology and biology. He drew up blueprints for an electromagnetic powered exoskeleton suit. He called it the "Electro-dynamic Human Harnessing Apparatus" or EHHA.  In Tesla's own words, "The EHHA is an application of my studies into the nature of electrical and magnetic fields, a machine designed to enhance the natural abilities of a man." The concept behind the EHHA was a suit powered by a compact electrical generator, the same alternating current (AC) system that Tesla had championed and which would soon power the world. The suit was designed to provide increased strength and speed, along with enhanced durability, to the wearer.  However, Tesla's vision was far ahead of his time. The technology required to build such a suit simply did not exist in the 1890s. The miniaturization of power sources, the development of lightweight yet durable materials, and the computing capabilities to manage such a system were all beyond the capabilities of the period.  Also, the world's focus was drawn to his pioneering work in electrical distribution and radio wave technology, which had more immediate applications and monetary potential. Thus, the EHHA was deemed as an impractical fantasy and was soon overshadowed by his other groundbreaking inventions.

 Over the years, the EHHA's designs were relegated to the back pages of Tesla's expansive body of work. His more immediately practical inventions like the AC motor and radio technology took center stage, while his more speculative and futuristic designs fell into obscurity. Tesla's death in 1943 further pushed the concept of the EHHA into the realm of forgotten ideas.  However, the idea of exoskeleton suits was not completely abandoned. They resurfaced again during the late 20th century, with advances in miniaturization, battery technology, and artificial intelligence making it more feasible. Despite the early designs being forgotten, Tesla's vision of a human-augmenting exoskeleton suit, in many ways, prophesied the path of technological development.  Today, as we look at the emerging technologies in the fields of wearable robotics and human augmentation, it is fascinating to think that the seeds for these ideas were planted by Nikola Tesla over a century ago. Although his initial design for the EHHA was lost in the pages of history, its spirit lives on in every piece of technology that seeks to augment human potential.

Prompt:

high quality, masterpiece, 1940s \(style\), real photo, old photo, torn photo, damaged photo, crumpled picture, greyscale, jpeg artifacts, lowres, low quality, rf1exo, exoskeleton, machinery, rf1, <lora:RetroFuture_rf1_V1_Soft:0.2>, <lora:Exoskeleton_ex1_V1_Soft:1>

Negative prompt: 

(semi-realistic, cgi, 3d, render, sketch, cartoon, drawing, anime, mutated hands and fingers:1.4),

Steps: 25, 

Sampler: Euler a, 

CFG scale: 6, 

Seed: 1663020950, 

Size: 384x512, 

Model hash: e6415c4892, 

Model: realisticVisionV20_v20, 

Denoising strength: 0.45, 

Clip skip: 2, 

ENSD: 31337, 

Hires upscale: 1.5, 

Hires upscaler: Latent, 

Eta: 0.2

[nuka-nuke]

part one: kiss sexy man

part two: get attacked by his chicken

Taavi for @catastrotaffy!! 💞

[nuka-nuke]

I love it!! Thank you again Fi!! 💕💕

commission for @nuka-nuke! :D

[pontiobangor]

AT EICH COED / TREE SENSE yn egino yng ngofodau cyhoeddus Pontio, Bangor y gwanwyn hwn

Rydym yn falch o gyhoeddi arddangosfa amlddisgyblaethol AT EICH COED / TREE SENSE sy’n archwilio perthynas coed â phobl, bywyd gwyllt a’r amgylchedd ehangach yng ngofodau cyhoeddus Pontio, wedi ei gydlynu gan Pontio ar y cyd â Phrifysgol Bangor a Chanolfan Ecoleg a Hydroleg y DU o fis Mawrth tan fis Mai.

Daw AT EICH COED / TREE SENSE â Pontio a staff ac adrannau Prifysgol Bangor ynghyd, gan dynnu ar arbenigedd academyddion Prifysgol Bangor fel un o brif canolfannau ymchwil ac addysg y DU ar goed, eu cadwraeth a’u gofal. Yn ogystal bydd artistiaid preswyl a chomisiynau yn rhan o’r prosiect fydd yn plethu celf a gwyddoniaeth i gyfleu safbwyntiau amrywiol ar goed drwy amrywiaeth o osodiadau creadigol, gweithdai, sgyrsiau a pherfformiadau.

Bydd yr arddangosfa yn gwahodd ymwelwyr i ystyried coed, megis eu ffurf a’u hamrywiaeth, manteision iechyd coed, eu cyfraniad at ymdeimlad o le, sut y gallent liniaru newid hinsawdd, effeithiau newid hinsawdd arnynt, a sut mae pobl wedi defnyddio coed drwy gydol ein hanes.

Dywedodd Manon Awst, Cydlynydd Creadigol Gofodau Cyhoeddus Celfyddydau Pontio,

“Mae wedi bod yn bleser cydweithio efo'r artistiaid a holl adrannau gwahanol y Brifysgol ar y prosiect yma. Mae'r amrywiaeth o ran ffurf a chynnwys yn siwr o apelio at gynulleidfa eang, a dwi'n edrych ymlaen i bobl weld ffrwyth ein llafur."

Dywedodd John Healy, Athro Gwyddorau Coedwig ym Mhrifysgol Bangor sy’n rhan o’r grŵp arweiniol,

“Yn yr arddangosfa, rydym yn dathlu rôl coed yn ein bywydau o bob safbwynt, o wyddorau coedwigaeth a chadwraeth, i feysydd iechyd a lles, ac i hanes a’r celfyddydau.

Coed sy’n ffurfio strwythur y cynefinoedd a geir mewn coedwigoedd, sef y mannau â’r fioamrywiaeth fwyaf ar y ddaear. Coed fu’r llwyfan ar gyfer hanes esblygiadol primatiaid, ac maent wedi chwarae rhan allweddol yn natblygiad gwareiddiad. Maen nhw’n darparu ar ein cyfer ddeunydd adnewyddadwy ar gyfer lloches, gan gloi carbon yn strwythur pren ein cartrefi a’n ddodrefn. Prifysgol Bangor yw prif ganolfan y Deyrnas Unedig ar gyfer ymchwil ac addysg ym maes coed, a’u cadwraeth a'u rheolaeth. ”  

Cafwyd galwad agored ar gyfer comisiynau ac artistiaid preswyl ar gyfer y prosiect a bydd y gweithiau i’w gweld yng ngofodau cyhoeddus Pontio. Bydd gwaith Anthony Ynohtna ‘Euler’ yn hongian ym mhrif atriwm Pontio, wedi ei greu o styllod pren sy’n ffurfio siâp helics sy’n ein hatgoffa o bresenoldeb a dylanwad dynol ym mhob elfen o’n hamgylchedd ni. Bydd y colectif creadigol Utopias Bach yn eich gwahodd i archwilio perthnasau personol a chymunedol y byd dynol a mwy-na-dynol yn ystod eu preswyliad. Mae’r artist, gof a strategydd sector yr amgylchedd Joe Roberts yn cyflwyno’r darn ‘Pobman ar unwaith a nunlle’n arbennig’ sef cerflun wedi’i selio ar y goeden Ywen olaf ar safle Eglwys Llanfair Garth Branan, yr Eglwys ganoloesol a eisteddai ar dir Prifysgol Bangor. Yn ystod preswyliad Molly Macleod, bydd yn archwilio’r Greddinen Menai prin, rhywogaeth sydd mewn perygl o ddiflannu, ac sydd ond i’w chanfod ar Safle o Ddiddordeb Gwyddonol Arbennig Nant Porth.

Mae’r cyfranwyr o Brifysgol Bangor yn cynnwys Amy Gresham a Heli Gittins (+ Coed Lleol) o’r Ysgol Gwyddorau Naturiol, Amy Monnereau a Lucy Finchett-Maddock o’r Ysgol Hanes, y Gyfraith a Gwyddorau Cymdeithas, Kathryn Davies o’r Ysgol Gwyddorau Eigion / Gardd Fotaneg Treborth, Catherine Walker a Kate Randell o’r Ganolfan Ecoleg a Hydroleg y DU a Caleb Nichols a Briony Collins, Lina Davitt, Judith Samuel, Sarah Pogoda, Zoë Skoulding o’r Ysgol Iaith, Diwylliant a’r Celfyddydau.

Bydd cyflwyniad arbennig ‘For Dom, Bruno & the Amazon’ hefyd, er cof am y newyddiadurwr Dom Phillips a’r arbenigwr brodorol Bruno Pereira gafodd eu llofruddio’r llynedd wrth iddynt ymchwilio yn yr Amazon.

Bydd yr arddangosfa yn agor Nos Wener 3ydd o Fawrth am 5.30pm, gyda lansiad yn cynnwys perfformiadau ynghyd â’r gwaith celf ac ymchwil. Bydd rhaglen o ddigwyddiadau wedi'u trefnu dros gyfnod yr arddangosfa, sy’n parhau tan ddiwedd mis Mai gan gynnwys gweithdai i blant, perfformiad barddonol a Noson Ciosg Celf. Ceir rhagor o wybodaeth am yr holl ddigwyddiadau yma: https://www.pontio.co.uk/online/article/AtEichCoed

[trans-squim]

Unbound 7/14/22 Overall Commentary (spoilers)

would y'all actually be down to have a town theme ranking? 'cuz i talk way too much about the soundtrack lol. Tarmigan is pretty good.

*hears the successor if the mansion's name is maxima* oh so she's hot is what im hearing?

and yeah, maxima is pretty. i like how colorful her design is.

im hella slow, i realized that professor log's name is because he specializes in stats, hence the name "euler log".

i didnt think choosing the mega charm would mean having a cutesy heart shaped charm but oh well, the universe has chosen.

i hated fighting ace. i really dont want to break this boy's dreams.

i forgot if the hoopa cutscene is with ace's mom...? i hope her and marlon get a divorce or figure that shit out, dear lord.

they really just ignored a whole ass cosmog.

the pc: "yeah i found this legendary pokemon in the back of a taco bell dumpster in a paper bag left to die"

dehara city music good.

*commentary on my personal casual playthrough can be found in the notes as a reblog.

[viudasyviudos]

Matemáticas: problemas - 05/05/2020

Viudos y viudas,

Aquí tenemos las soluciones a la tabla de Euler propuesta ayer:

SOLUCIONES

Hoy vamos a realizar problemas relacionados con las áreas laterales de los poliedros, que son las áreas de las caras que conforman el poliedro. Os dejamos una pequeña explicación y unas pistas para las actividades de hoy (pág. 175, ac. 4 y 7):

ÁREAS  LATERALES             

[ginni11]

Euler Motors HiLoad EV: Your Reliable Cargo Partner

The Euler Motors HiLoad EV is a robust electric cargo vehicle designed for commercial use. It offers a payload capacity of up to 688 kg and a driving range of 170 km on a single charge, making it ideal for urban and intercity logistics. Equipped with a 13 kWh lithium-ion battery and a 14.69 hp AC induction motor, it delivers a top speed of 45 km/h. For more information visit: https://www.eulermotors.com/en/hiload

[kidsfox766]

Electromechanical Motion Devices Second Edition Solutions Manual

Apr 10, 2012 Thoroughly classroom tested and complete with a supplementary solutions manual and video library, Electromagnetic Motion Devices, Second Edition is an invaluable book for anyone interested in modern machine theory and applications. 2 MAGNETIC AND MAGNETICALLY COUPLED CIRCUITS circuits associated with electromechanical motion devices are functions of the mechanical motion. In this chapter, we shall learn to express the self-and mutual inductances for simple translational and rotational electromechanical devices, and to handle these changing inductances in the voltage equations describing the electric circuits associated. Thoroughly classroom tested and complete with a supplementary solutions manual, Electromagnetic Motion Devices, Second Edition is an invaluable book for anyone interested in modern machine theory and applications. 'synopsis' may belong to another edition of this title.

List Of Electromechanical Devices

Electromechanical Motion Devices Second Edition Solutions Manual 1

This text provides a basic treatment of modern electric machine analysis that gives readers the necessary background for comprehending the traditional applications and operating characteristics of electric machines?as well as their emerging applications in modern power systems and electric drives, such as those used in hybrid and electric vehicles.

Through the appropriate use of reference frame theory, Electromagnetic Motion Devices, Second Edition introduces readers to field-oriented control of induction machines, constant-torque, and constant-power control of dc, permanent-magnet ac machines, and brushless dc machines. It also discusses steady-state and transient performance in addition to their applications.

Electromagnetic Motion Devices, Second Edition presents: Sims 4 bangs over eyes.

The derivations of all machine models, starting with a common first-principle approach (based upon Ohm's, Faraday's, Ampere's, and Newton's/Euler's laws)

A generalized two-phase approach to reference frame theory that can be applied to the ac machines featured in the book

The influences of the current and voltage constraints in the torque-versus-speed profile of electric machines operated with an electric drive

Thoroughly classroom tested and complete with a supplementary solutions manual, Electromagnetic Motion Devices Paw patrol free svg file. , Second Edition is an invaluable book for anyone interested in modern machine theory and applications. Rehab optima for mac download.

Content: Chapter 1 Magnetic and Magnetically Coupled Circuits (pages 1–48): Chapter 2 Electromechanical Energy Conversion (pages 49–95): Chapter 3 Direct?Current Machines (pages 97–143):

List Of Electromechanical Devices

Chapter 4 Windings and Rotating Magnetomotive Force (pages 145–184):

Chapter 5 Introduction to Reference?Frame Theory (pages 185–212): Chapter 6 Symmetrical Induction Machines (pages 213–285):

Electromechanical Motion Devices Second Edition Solutions Manual 1

Chapter 7 Synchronous Machines (pages 287–343): Chapter 8 Permanent?Magnet ac Machine (pages 345–413): Chapter 9 Stepper Motors (pages 415–450): Chapter 10 Unbalanced Operation and Single?Phase Induction Motors (pages 451–476):

Kurztext / Annotation This book provides a basic introduction to modern electric machine analysis, helping readers understand the applications and operating characteristics of electric machines, including emerging applications in modern power systems and electric drives, such as those used in hybrid and electric vehicles. Beschreibung This text provides a basic treatment of modern electric machine analysis that gives readers the necessary background for comprehending the traditional applications and operating characteristics of electric machines--as well as their emerging applications in modern power systems and electric drives, such as those used in hybrid and electric vehicles. Through the appropriate use of reference frame theory, Electromagnetic Motion Devices, Second Edition introduces readers to field-oriented control of induction machines, constant-torque, and constant-power control of dc, permanent-magnet ac machines, and brushless dc machines. It also discusses steady-state and transient performance in addition to their applications. Electromagnetic Motion Devices, Second Edition presents: The derivations of all machine models, starting with a common first-principle approach (based upon Ohm's, Faraday's, Ampere's, and Newton's/Euler's laws) A generalized two-phase approach to reference frame theory that can be applied to the ac machines featured in the book The influences of the current and voltage constraints in the torque-versus-speed profile of electric machines operated with an electric drive Thoroughly classroom tested and complete with a supplementary solutions manual, Electromagnetic Motion Devices, Second Edition is an invaluable book for anyone interested in modern machine theory and applications.

[sanemyamen]

Trade Insurance Market to Witness Excellent Revenue Growth Owing to Rapid Increase in Demand

Latest added Trade Insurance Market research study by AMA Research offers detailed outlook and elaborates market review till 2027. The market Study is segmented by key regions that are accelerating the marketization. At present, the market players are strategizing and overcoming challenges of current scenario; some of the key players in the study are HCC International (United Kingdom),Travelers (United States),Euler Hermes (France),Credimundi (Belgium),ACE (United Kingdom),Argo Surety (United Kingdom),Zurich (Switzerland),AIG (United States),Novae Group plc (United Kingdom),SACE BT (Italy),Atradius (United Kingdom),Aon (United Kingdom),etc.

Global trade has changed significantly since the financial crisis and the collapse of Lehman Brothers in 2008, which spread protectionism and nationalism amid global economic and political volatility. To fill the gap left by banks shrinking their balance sheets, commercial transactions have been increasingly supported by structured credit modalities carried out by factories, financing ‘Accounts Receivable’ in local and international currencies. The Covid-19 crisis is further transforming the trade credit market. The sector may reach USD 10 trillion in volume globally by 2030. Trade credit insurers are also impacted by the Covid-19 crisis. With an expectation of increasing loss trends in the short term, indemnity reserves may need to be established. The market appetite following Covid-19 may be a little different from what we saw in the past decade. Countries like France, Germany, and the Netherlands have introduced measures offering support to the trade credit insurance industry through guarantees backed by public funds, allowing insurers to maintain limits and capacity. In turn, insurers transfer part of the premium collected to the government. This is an interesting and creative tool that if adopted in other countries such as in Brazil could not only protect the credit insurance industry but perhaps most importantly, guarantee access to commercial credit which is vital for the economy.

Influencing Trend: Rapidly Growing International Trade Volumes

Political Events, Economic Downturns, and Natural Disasters Fuels the Need of Trade Insurance Coverage

Opportunities: COVID 19 pandemic is further increasing uncertainty and protectionism in global trade which is set to boost demand for trade credit insurance.

Emerging Demand from Developing Countries

Market Growth Drivers: Growing Popularity of Online Sales Channel

The Global Trade Insurance segments and Market Data Break Down by Type (Property/Cargo Insurance, Product Liability Insurance, Foreign Currency Exchange Insurance, Trade Credit Insurance, Others), Organization Size (SME’s, Large Enterprises), Sales Channel (Online, Offline), Trade Type (Domestic, Oversees)

Presented By

AMA Research & Media LLP

[pius2017]

Sketch a transistor layout, and Euler path, and a stick diagram for each of the following Boolean functions. You may assume that you have literals and inverted literals available as input to your gates. i. Y=AB + C

Sketch a transistor layout, and Euler path, and a stick diagram for each of the following Boolean functions. You may assume that you have literals and inverted literals available as input to your gates. i. Y=AB + C

a. Sketch a transistor layout, and Euler path, and a stick diagram for each of the following Boolean functions. You may assume that you have literals and inverted literals available as input to your gates. i. Y=AB + C ii. Y=(AB + C + DE) ii Y – ((A+B+C)(D+E)F) iv. Y- BD+ BC+ABC vi. Y- AB+BC +AC Our process (roughly speaking) is a 0.6μ process meaning the minimum channel length is 0.6μ. The gate…

[nuka-nuke]

💕 for ace, gimme the dad thirst

(OC Outfit Doodle Asks)

💕 What They'd Wear on a First Date

Dizzy’s dad Ace hasn’t been on a ‘first date’ in about... 30ish years, since he met his lovely wife Neela - but that doesn’t mean he can’t pretend, and take her out on the town every once in a while like when they were kids. 

(whenever he decides to actually come back home, that is) 

Thanks for the ask!! I’m always glad to fulfill the dad thirst 😘