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PHP Decode
"", "\x76\x61\x6C\x75\x65", "\x63\x61\x6C\x63\x54\x79\x70\x65", "\x67\x65\x..
Decoded Output download
<? "",
"value",
"calcType",
"getElementById",
"accuracy",
"accuracy2",
"optionSelect",
"onchange",
"onkeydown",
"which",
"keyCode",
"timeToDec",
"decToFrac",
"fracCalc",
"percentageIncrease",
"percentageOf",
"reversePercentage",
"convertImproper",
"percentToFrac",
"fracToDec",
"fracToPercent",
"divideFrac",
"addFrac",
"simplifyFrac",
"multiplyFrac",
"subtractFrac",
"findABS",
"display",
"style",
"block",
"innerHTML",
" Answer ",
"none",
"round",
"txtNum",
"output",
"output2",
"txtNum2",
"pow",
"undefined",
"number",
"e",
"split",
"length",
"charAt",
" ",
"substr",
"match",
"indexOf",
"/",
"substring",
".",
"-1",
"Numbers must be greater than zero.",
"isInteger",
"Must be an integer.",
":",
"Hours out of range!",
"Minutes out of range!",
"Seconds out of range!",
"Invalid Time - must be HH:MM or HH:MM:SS!",
"Invalid Military Time - must be HH:MM, HH:MM:SS, HHMM or HHMM:SS!",
"amOrPm",
"am",
"pm",
"floor",
"toFixed",
"i-to-m",
"m-to-i",
"-",
"/1",
"0",
"%",
"12:00 midnight",
"12:00 noon",
"parseFloat",
"replace",
"Answer too big - please change your units.",
" (to the nearest whole).",
"\; (to \; the \; nearest \; whole).",
" (to ",
"dp).",
"\; (to \;",
"\; dp).",
"txtNumSM",
"outputSM",
"errComment1",
"showWorkingOut1",
"<h3>Working Out</h3>",
"<p>We are trying to convert ",
" into a military time format.</p>",
"<p>The hour is 12pm time so it does not change in military time.</p>",
"<p>The hour is 12am so the hour changes to 00 in military time.</p>",
"<p>The time is a pm time so we need to add 12 to the number of hours.</p>",
"<p>This gives us ",
":00 pm = ",
":00.</p>",
"<p>The hour is a single digit, so we need to add an extra zero in military time.</p>",
"<p class='finalAnswer'>So ",
" = ",
" in military time.</p>",
"txtNumMS",
"outputMS",
"errComment2",
"showWorkingOut2",
" into a standard time (am/pm) format.</p>",
"<p>The military time 00:00 refers to 12:00 midnight.</p>",
"<p>The military time 24:00 refers to 12:00 midnight.</p>",
"<p>The military time 12:00 refers to 12:00 noon.</p>",
"<p>The military hour is 00 which means that it is 12am.</p>",
"<p>The military hour is 24 which means that it is 12am.</p>",
"<p>The military hour is 12 which means that it is 12pm.</p>",
"<p>The hour is greater than 12, so the time must be a pm time.</p>",
"<p>We have to subtract 12 from the number of hours.</p>",
"<p>This gives us: ",
":00 = ",
":00 pm.</p>",
"<p>The hour is less than 12 which means that it does not change and we have an am time.</p>",
"<p>So ",
":00am.</p>",
" in standard time.</p>",
"txtNum1",
"outputTD",
"outputTD2",
" into a decimal.</p>",
"<p>Step 1) The hours become the whole number part which is ",
" hours.</p>",
"<p>There are no minutes or seconds to convert so our final answer is simply ",
" hours.",
"<p>Step 2) Put the number of minutes over a denominator of 60 to convert them to a fraction of hours.</p>",
" \; hours \; ",
"\; minutes \; = ",
" \; hours.",
"outerHTML",
"tex2chtml",
"<p>",
"</p>",
"<p>Step 2) Convert the minutes into seconds.</p>",
" \; minutes \; = ",
" imes 60 = ",
" \; seconds",
"<p>Add on the number of actual seconds.</p>",
" + ",
"<p>This number becomes the numerator of our fraction over a denominator of 60 x 60 = 3600.</p>",
" \; minutes \; ",
" \; seconds \; = ",
" \; hours",
"We need to convert this fraction to simplest form.<br />",
"<p>Next we convert this fraction into a decimal by dividing the numerator by the denominator and adding on the number of hours.</p>",
" \div ",
"<p>So if we add on the number of hours, this gives us: </p>",
" \; hours \;",
"<p class='finalAnswer'>So our final answer is: ",
" </p>",
"Invalid",
"state",
"document",
"startup",
"texReset",
"typeset",
"outputDT",
"Invalid Decimal",
" hours into a time format.</p>",
"<p class='finalAnswer'>There are no minutes or seconds, so our final answer is just ",
"<p>Step 2) Multiply the decimal remainder by 60 to find the number of minutes.</p>",
" hours = ",
" x 60 minutes = ",
" minutes.</p>",
"<p>So we have ",
" whole minutes.</p>",
"<p>There is no decimal remainder, so there are no seconds in this calculation.</p>",
"<p>Step 3) Multiply the decimal remainder by 60 to find the number of seconds.</p>",
" minutes = ",
" x 60 seconds = ",
" seconds.</p>",
"<p>We need to round this answer to the nearest second.</p>",
" to the nearest whole is ",
"<p class='finalAnswer'>So our final answer is: </p>",
"<p class='finalAnswer center-align'>",
" hours and ",
" minutes",
" hours, ",
" minutes and ",
" seconds",
" or ",
"secondOutputBox",
"outputPF3",
"txtNumPF",
"outputPF",
"outputPF2",
"errComment",
"showWorkingOut",
"visibility",
"hidden",
"Invalid Percentage",
"<p>Step 1) Convert: ",
"% to a decimal fraction.</p>",
"We need to put the percentage over a denominator of 100.<br />",
"\% = ",
"{",
" \over 100 }",
"<p class='finalAnswer'>So we have ",
"<p class='finalAnswer'>So this gives us ",
"<p>This is not a 'common' fraction as it still has decimals in the numerator.</p>",
"<p>We need to multiply the numerator and denominator by ",
" to eliminate the decimal places.</p>",
" imes ",
" \over 100 imes",
"}",
"<p class='finalAnswer'>So our decimal fraction is ",
"<p>Step 2) Convert the decimal fraction to simplest form by canceling common factors.",
"<p> This fraction is already in simplest form.</p>",
" \over ",
"<p>The highest common factor of the numerator and denominator is ",
".</p>",
"<p>Canceling common factors gives us: </p>",
"<p>Step 3) We can convert the improper fraction back into a mixed number.</p>",
"= ",
" \% = ",
" \; or \; ",
"visible",
"<p class='finalAnswer'>So our final answer is ",
"outputDF3",
"txtNumDF",
"outputDF",
"outputDF2",
"<p>This number is just a whole number with no decimal part.</p>",
"<p class='finalAnswer'>So the final value is ",
"<p>Step 1) Convert ",
" to a decimal fraction.</p>",
"<p>The number ",
" has ",
" decimal places.</p>",
"<p>So the numerator is ",
" and the denominator is 10<sup>",
"</sup> = ",
"<p class='finalAnswer'>So this gives us: ",
"<p>Step 2) Convert the decimal fraction into simplest form by canceling common factors.</p>",
"<p>So we now have: ",
"<p>This fraction is already in simplest form.</p>",
"<p>Step 3) We can convert the mixed number into an improper fraction.</p>",
"txtNumIF",
"outputIF",
"Invalid Fraction",
"<p>This fraction is not an improper fraction or a mixed number, so its value does not change.</p>",
" {",
"<p class='finalAnswer'>This gives us a final answer of ",
"<p>As the numerator of the fraction is 0, the fraction's value is 0.</p>",
"<p class='finalAnswer'>This gives us an answer of ",
"As the denominator's value is 1 ",
"<p>Step 1) Divide the numerator by the denominator.</p>",
" ÷ ",
"So our final answer is: ",
"<p class='finalAnswer'>",
"<p>Step 1) Simplify the fraction by cancelling common factors.</p>",
"This fraction is not an improper fraction or a mixed number, so it cannot be converted from one to the other.",
"<p>So we have to convert ",
" to a mixed number.</p>",
"<p>Step 2) Divide the numerator by the denominator.</p>",
"<p> ",
" remainder ",
"<p>This means that ",
"<p>We are converting: ",
" to an improper fraction.</p>",
"Step 2) Multiply the whole number part by the denominator.<br />",
" x ",
"<p>This shows us that ",
"Step 3) Add on the fraction part of the mixed number.<br />",
"} + {",
"<p class='finalAnswer'>So our final answer is ",
"txtNumSF",
"outputSF",
"outputSF2",
"<p>This is not really a valid fraction as it is both a mixed number and also an improper fraction.</p>",
"<p>First we need to convert the improper fraction into a mixed number and add it to the existing integer value.</p>",
"<p>Converting the improper fraction gives us: ",
"<p>So our original fraction becomes: ",
" to simplest form.</p>",
"<p class='finalAnswer'>This fraction is already in simplest form.</p>",
"<p>We can ignore the whole number part for now and focus on the fraction.</p>",
"<p>So need to convert ",
"<p>First we need to find a common factor of both ",
" and ",
"<p>The highest common factor of both numbers is: ",
"<p>This tells us that the numbers have no common factors except 1, so this fraction is already in its simplest form.</p>",
"} = ",
"<p>We can convert this mixed number into an improper fraction.</p>",
"<p>We can convert this improper fraction into a mixed number.</p>",
"<p class='finalAnswer'>So in its simplest form: </p>",
"txtNumFDP",
"outputFDP",
" to a decimal.</p>",
"Divide the numerator by the denominator.<br />",
"<p>Step 1) Split the fraction up into a whole number part and a fraction part.</p>",
"<p>Step 2) Divide the numerator by the denominator of the fraction part.</p>",
"<p>Step 3) Add this to the integer-part.</p>",
"outputFDP2",
"...",
" to a decimal and a percentage.</p>",
"<p>Step 1) Convert the fraction part to a decimal by dividing the numerator by the denominator.</p>",
"<p>Step 2) Convert the decimal to a percentage by multiplying the decimal by 100.</p>",
" imes 100 = ",
"\%",
"<p class='finalAnswer'> So our final answer is ",
"<p>Step 2) Convert the fraction part to a decimal by dividing the numerator by the denominator.</p>",
"<p>Step 3) Add this onto the integer-part.</p>",
"<p>Step 4) Convert the decimal to a percentage by multiplying the decimal by 100.</p>",
" \% ",
"<p class='finalAnswer'>So our final answer is ",
"Invalid Fraction1",
"Invalid Fraction2",
"<p>We are working out ",
"<p>We only have two integers to add up.</p>",
"<p class='finalAnswer'>So our answer is ",
"<p>As Fraction1 is an integer, we can simply add this to Fraction2.</p>",
"<p>So this means: ",
"<p>This gives us an answer of ",
"<p>As Fraction2 is an integer, we can simply add this to Fraction1.</p>",
"<p>So this gives us: ",
"As both Fractions are mixed numbers, we will add up the whole numbers first.",
" + {",
"First we put the whole number to one side and just focus on adding the fraction.",
"<p>Next we have to work out: ",
"<p>The two denominators are the same, so we just need to add the numerators.</p>",
" = {(",
") \over ",
" = {",
" = 1",
"<p>Common denominator is ",
"<p>Now convert both fractions to a common denominator by multiplying each fraction's numerator and denominator by the other fraction's denominator.' </p>",
"{(",
"(",
")}",
"<p>Common denominator of ",
" is ",
"<p>Now convert Fraction2 to the common denominator.</p>",
"<p>Adding the two fractions gives us: </p>",
"<p>Now convert Fraction1 to the common denominator.</p>",
"<p>Next we need to convert the fraction to simplest form.</p>",
"<p>A common factor is ",
"<p>This is an improper fraction, so we will convert it to a mixed number.</p>",
"<p>This is equivalent to a whole or 1.</p>",
"<p>Finally we need to add up all the whole numbers and the fractions.</p>",
" - ",
"<p>We are working out: </p> ",
"<p>We just have to subtract the second number from the first.</p>",
" - ",
"<p>As Fraction1 is an integer, we can simply subtract the integer part of Fraction2 from this and then subtract the fraction part after.</p>",
"<p>As Fraction1 is an integer we can simply subtract Fraction2 from this.</p>",
"= 0 - ",
" = - {",
" - {",
"<p>We have to convert Fraction1 into an improper fraction.</p>",
" \over 1 } - ",
"<p>As Fraction2 is an integer, we can simply subtract this from Fraction1.</p>",
"As both Fractions are mixed numbers, we will convert them to improper fractions.",
"<p>Fraction1 is ",
" And Fraction2 is ",
"As Fraction1 is a mixed number, we will convert it to an improper fraction.",
"<p>We have to convert Fraction2 into an improper fraction.</p>",
"<p>Fraction2 is ",
"<p>The two denominators are the same, so we just need to subtract the 2nd numerator from the first.</p>",
") \over (",
"<p>Subtracting the second fraction from the first gives us:",
"<p>We now need to simplify the fraction by reducing any common factors.</p>",
"<p>The highest common factor is ",
" imes",
" = -",
" =- ",
"abs",
"<p>This is an improper fraction, so we can convert it to a mixed number.</p>",
"<p>This is mixed number, so we can convert it to an improper fraction.</p>",
"\; or \; ",
"<p>Any number multiplied by zero is zero.</p>",
"<p>Any number multiplied by 1 is equal to itself.</p>",
"<p>Both numbers are just integers, so we can safely multiply them together.</p>",
"<p>First put the integer for Fraction1 over a denominator of 1.</p>",
"<p>Next convert Fraction2 into an improper fraction.</p>",
"<p>First put the integer for Fraction2 over a denominator of 1.</p>",
"<p>First change both mixed numbers into improper fractions.</p>",
" Fraction2 is ",
"<p>Change Fraction1 into an improper fraction.</p>",
"<p>First put the integer for Fraction2 over a denominator of 1:).</p>",
"<p>First change Fraction2 into an improper fractions: </p>",
"<p>To multiply the fractions, we multiply the numerators together and then multiply the denominators together.</p>",
"Error - cannot divide by zero!",
"<p>We are working out:",
" = 0",
"<p>Zero divided by any non-zero number is zero.</p>",
"<p>Any number divided by 1 is equal to itself.</p>",
"<p class='finalAnswer'>As an improper fraction this is ",
"<p>Any number divided by itself is equal to 1.</p>",
"<p>Both numbers are just integers, so we can simply divide them.</p>",
"<p>As this is an improper fraction, we can convert it to a mixed number.</p>",
"<p>First put the integer over a denominator of 1.</p>",
"Fraction2 is ",
"<p>Now change Fraction1 into an improper fraction.</p>",
"<p>So this gives us",
"<p>First change Fraction2 into an improper fractions.</p>",
"<p>Now we need to divide the fractions.</p>",
"<p>We do this by inverting the second fraction and then multiplying them.</p>",
"<p>So",
"<p>We now need to simplify the fraction by canceling any common factors.</p>",
"txtNumABS",
"outputABS",
"Not a Valid Number",
"|",
"| = ",
"<p>We are finding the absolute value of : <span class='LargeText'>",
"</span></p>",
"<p>This number is negative so we need to change it for its opposite number.</p>",
"\; \; is \; \;",
"<p>The opposite of <span class='LargeText'> ",
"<p>This number has a value of zero, so its value does not change.</p>",
"<p>This number is already positive, so its value does not change.</p>",
"<span class='LargeText'>",
"- {", ?>Did this file decode correctly?
Original Code
"",
"\x76\x61\x6C\x75\x65",
"\x63\x61\x6C\x63\x54\x79\x70\x65",
"\x67\x65\x74\x45\x6C\x65\x6D\x65\x6E\x74\x42\x79\x49\x64",
"\x61\x63\x63\x75\x72\x61\x63\x79",
"\x61\x63\x63\x75\x72\x61\x63\x79\x32",
"\x6F\x70\x74\x69\x6F\x6E\x53\x65\x6C\x65\x63\x74",
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"\x3C\x70\x3E\x54\x68\x69\x73\x20\x6E\x75\x6D\x62\x65\x72\x20\x69\x73\x20\x61\x6C\x72\x65\x61\x64\x79\x20\x70\x6F\x73\x69\x74\x69\x76\x65\x2C\x20\x73\x6F\x20\x69\x74\x73\x20\x76\x61\x6C\x75\x65\x20\x64\x6F\x65\x73\x20\x6E\x6F\x74\x20\x63\x68\x61\x6E\x67\x65\x2E\x3C\x2F\x70\x3E",
"\x3C\x73\x70\x61\x6E\x20\x63\x6C\x61\x73\x73\x3D\x27\x4C\x61\x72\x67\x65\x54\x65\x78\x74\x27\x3E",
"\x2D\x20\x7B",Function Calls
| None |
Stats
| MD5 | a29d6a083e133dad0ca8f46630a6e7af |
| Eval Count | 0 |
| Decode Time | 65 ms |