The two custom field on entity, make them text field instead of optionsets.

one option list with CRM and SharePoint values

I feel also the same and completely agree with you. I would try this out and let u guys know if I came up with any issues... thanks.

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In photography, exposure values are measured in terms of the binary logarithm of the amount of light reaching the film or sensor, in accordance with the Weber–Fechner law describing a logarithmic response of the human visual system to light. A single stop of exposure is one unit on a base-2 logarithmic scale. 49 50 More precisely, the exposure value of a photograph is defined as

In the special case where the fractional part in step 1 is found to be zero, this is a finite sequence terminating at some point. Otherwise, it is an infinite series that converges according to the ratio test, since each term is strictly less than the previous one (since every mi > 0). For practical use, this infinite series must be truncated to reach an approximate result. If the series is truncated after the ith term, then the error in the result is less than 2−(m1 + m2 + ... + mi). 56

The running time of an algorithm is usually expressed in big O notation, which is used to simplify expressions by omitting their constant factors and lower-order terms. Because logarithms in different bases differ from each other only by a constant factor, algorithms that run in O(log2 n) time can also be said to run in, say, O(log13 n) time. The base of the logarithm in expressions such as O(log n) or O(n log n) is therefore not important and can be omitted. 11 36 However, for logarithms that appear in the exponent of a time bound, the base of the logarithm cannot be omitted. For example, O(2log2 n) is not the same as O(2ln n) because the former is equal to O(n) and the latter to O(n0.6931...).

Binary logarithms (expressed as stops) are also used in densitometry, to express the dynamic range of light-sensitive materials or digital sensors. 52

The binary logarithm also frequently appears in the analysis of algorithms, 19 not only because of the frequent use of binary number arithmetic in algorithms, but also because binary logarithms occur in the analysis of algorithms based on two-way branching. 14 If a problem initially has n choices for its solution, and each iteration of the algorithm reduces the number of choices by a factor of two, then the number of iterations needed to select a single choice is again the integral part of log2 n. This idea is used in the analysis of several algorithms and data structures. For example, in binary search, the size of the problem to be solved is halved with each iteration, and therefore roughly log2 n iterations are needed to obtain a problem of size 1, which is solved easily in constant time. 34 Similarly, a perfectly balanced binary search tree containing n elements has height log2(n + 1) − 1. 35

For more, see list of logarithmic identities.

For example, the binary logarithm of 1 is 0, the binary logarithm of 2 is 1, the binary logarithm of 4 is 2, and the binary logarithm of 32 is 5.

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În 1754, D'Alembert a fost ca membru al Academiei franceze, al cărei secretar permanent a devenit la 9 aprilie 1772.

D’Alembert a scris celebrul Discours préliminaire („Prefața Enciclopediei”), precum și cea mai mare parte a articolelor având subiecte științifice (îndeosebi din matematică) - circa 1700 articole, semnate cu pseudonimul „O”. 10 Nivelul său de participare la dezvoltarea Enciclopediei a scăzut însă după anul 1762.

D'Alembert s-a ocupat și de rezolvarea sistemelor de ecuații diferențiale și a dat pentru prima dată demonstrația existenței factorului integrant, a redus rezolvarea ecuației diferențiale liniare neomogene de ordinul n cu coeficienți constanți la rezolvarea a n ecuații diferențiale simultane.

D'Alembert a fost un filozof idealist și a criticat filozofia carteziană și societatea feudală, în special în ceea ce privește repartiția inechitabilă a bogăției în cadrul societății.

A demonstrat paradoxul care îi poartă numele („Paradoxul lui D'Alembert”): în cazul unui fluid ideal (mediu omogen și continuu, fără viscozitate, deci fără a opune rezistență la deformare), soluțiile ecuațiilor de mișcare indică faptul că acest fluid nu exercită nicio forță de rezistență asupra unui corp solid aflat în mișcare în interiorul fluidului (de exemplu, apa unui râu nu ar exercit nicio forță asupra pilelor unui pod). Dar acest rezultat este contrar celor observate experimental sau în natură. Abia după apariția teoriei fluidelor reale a fost rezolvat acest paradox, soluțiile ecuațiilor Navier–Stokes facilitând înțelegerea fenomenelor de viscozitate și de turbulență, care provoacă apariția forțelor de rezistență.

However, unlike the Black Scholes model, it doesn't assume that an option is only exercised at the point of expiry. Because of this, it became apparent that it's more accurate when it came to calculating the values of American style options, whereas the Black Scholes method only really works for European style options. The binomial model became a widely used pricing model in its own right.

The calculations involved are even more complex than the Black Scholes model and it's impractical for an options trader to carry them out; it's best to use a binomial model calculator. There are a number of these available on the internet, some of which are free and some of which are quite expensive. Some online brokers will provide a suitable tool to active customers at no cost though.

It certainly helps to have at least a basic understanding of options pricing models, because there may be a point when you want to use them. It isn't really a topic that you need to concern yourself with too much though, at least not until you are reasonably experienced with options trading and looking for ways to fine tune your trading tactics.

Each of the final nodes represent what the valuation of the option would be at the point of expiration given different prices of the underlying security. For example, you could have four final nodes that calculated the values of the option if the price of the underlying security had increased by 5%, increased by 10%, decreased by 5%, or decreased by 10%.

The binomial pricing model is more complicated than the Black Scholes model and the calculations take longer, but it's considered to be generally more accurate. The Black Scholes model essentially states that an option has one correct value at the time of valuation and is used to calculate that theoretical value. The binomial model, however, calculates how the theoretical value of an option will change as time moves on and the price of the underlying security moves up or down. There are three steps involved.

It is by no means vital for a trader to understand the binomial pricing model and use it for trading decisions. It does have its uses, and it can be beneficial for forecasting theoretical values of options based on how the underlying security moves in price and the amount of time that passes. However, it's not something that is absolutely essential and it's perfectly possible to be a successful options trader without using it.

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Want to use the envelope system but not sure how to start and keep everything organized? Check out our collection of envelope and wallet systems to find the perfect one for you!

If you’re single, recruit an accountability partner who is committed to holding you to your budget and larger financial plan. This could be a friend, family member or coworker who you trust and know is on board with the money principles you’re putting into practice.

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No money—and we mean no money—comes out of the Groceries envelope except to pay for food at the store. If you go food shopping and leave the envelope at home by mistake, turn the car around. Make sure you take enough money to cover your groceries for that trip. If you take $150 and your total comes to $160, take some things out of the cart. Put any change back in the envelope.

Be careful not to borrow from other envelopes. When it comes to the envelope system, it can be very tempting to shuffle cash from one category to fund another. For example, if you use up all the money in your Restaurants envelope, don’t be surprised if some inner voice tells you to reach behind that envelope for the one marked “Clothing.”

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An option’s premium has two main components: intrinsic value and time value.

Time value is any premium in excess of intrinsic value before expiration. Time value is often explained as the amount an investor is willing to pay for an option above its intrinsic value. This amount reflects hope that the option’s value increases before expiration due to a favorable change in the underlying security’s price. The longer the amount of time available for market conditions to work to an investor's benefit, the greater the time value.

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Changes in the underlying security price can increase or decrease the value of an option. These price changes have opposite effects on calls and puts. For instance, as the value of the underlying security rises, a call will generally increase. However, the value of a put will generally decrease in price. A decrease in the underlying security's value generally has the opposite effect.

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This video shows how to use the Market Replay connection to practice your day trading. Place entry, stop loss and target orders in the Replay just as you would if trading normally. This allows you to see if your trades would have been profitable or not. Over the years it’s the best way to practice day trading I have found.

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