ࡱ> ikfgh#` }/bjbjmm 4"    hhh|dddd,|>T@^:&?: K:SSSSSSS$:VhXShS:$:S:S:S  BS>>>S:( hS>S:S>>N|hO4 &d{:xNYPdT0>TN$Y;z$Y$OO($YhOS:S:>S:S:S:S:S:SSm>(S:S:S:>TS:S:S:S:|||w`I|||`|||        Fraction Guide Page 1 Intro to Fractions Page 2 Three types of Fractions: Improper, proper, and mixed. Page 3 Changing Fractions Page 3 Making whole numbers into fractions Page 4 Equivalent Fractions Page 4 Comparing Fractions Page 5 Adding fractions with like denominators Page 6 Subtracting fractions with like denominators Page 7 Adding fractions with unlike denominators Page 8 Subtracting fractions with unlike denominators Page 9 How to reduce or simply fractions Page 10 Adding/subtracting mixed numbers Page 11 Changing a fraction to a percent or decimal Page 12 Multiplying fractions Page 13 Dividing fractions Intro to Fractions A fraction is a part of a whole Slice a pizza, and you will have fractions:  INCLUDEPICTURE "http://www.mathsisfun.com/images/fractions/pie-1-2.jpg" \* MERGEFORMATINET  INCLUDEPICTURE "http://www.mathsisfun.com/images/fractions/pie-1-4.jpg" \* MERGEFORMATINET  INCLUDEPICTURE "http://www.mathsisfun.com/images/fractions/pie-3-8.jpg" \* MERGEFORMATINET 1/2 1/4 3/8 (One-Half)(One-Quarter)(Three-Eighths)The top number tells how many slices you have and the bottom number tells how many slices the pizza was cut into. Here are some examples:  INCLUDEPICTURE "http://home.avvanta.com/~math/FDB.GIF" \* MERGEFORMATINET  Numerator / Denominator Top number = Numerator, it is the number of parts you have. Bottom number = Denominator, it is the number of parts the whole is divided into. numerator denominator Page 1 Three Types of Fractions There are three types of fractions:  INCLUDEPICTURE "http://www.mathsisfun.com/numbers/images/fraction-types.gif" \* MERGEFORMATINET   Examples of Proper Fractions (Bottom # is bigger than top #) Examples of Improper Fractions (Top # is bigger than bottom #) Examples of Mixed Numbers (A whole # and a fraction) Page 2 Changing Fractions  Multiply the bottom number by the big number, then add the top number. Keep the bottom number the same.  Example: 3 x 2 + 1 = 7 Answer: Ask a question. How many times can the bottom number go into the top number without going over? Your answer will be the big number. Put your remainder on top, and the bottom remains the same.  Example: How many times can 3 go into 17 without going over? (5 times) Then, there is 2 left over, which goes on the top, and 3 stays on the bottom.  Any whole number can be made into a fraction by putting it over 1.  Example: = Page 3 Equivalent Fractions Equivalent fractions are fractions that are equal, but use different numbers.  Multiply both the top and bottom number by another number. Example: I am going to multiply it by 2.  Remember: What you do to the top of the fraction you must also do to the bottom of the fraction ! You can use any number you want to multiply it by, but it is usually easier to do low numbers. Comparing Fractions When comparing fractions, use the < , > , or = sign.   Since 9 is bigger, that means the fraction on that side is bigger.  Page 4 Adding fractions with like denominators 1. Add the top numbers. 2. Put the answer over the same bottom number.   3. When you are done, you may need to reduce the fraction or change it to a mixed number.  Example: Now, since it is an improper fraction, I have to change it to a mixed number. Page 5 Subtracting fractions with like denominators 1. Subtract the top numbers. 2. Put the answer over the same bottom number.  3. When you are done, you may need to reduce the fraction or change it to a mixed number.  Example: Now, since it is an improper fraction, I have to change it to a mixed number. Page 6 Adding fractions with unlike denominators When adding fractions that have unlike denominators, your first step is to get the denominators the same.  Multiply by the opposite bottom number. x 4 x 3      Now you can add the top numbers. Your last step is to reduce or change it to a mixed number. In this case, since it is an improper fraction, you have to change it to a mixed number. Shortcut: If you have a bottom number that goes evenly into the other bottom number, you only have to multiply one side. Example:  3 can go into six evenly if I multiply it by 2   Page 7 Subtracting fractions with unlike denominators When subtracting fractions that have unlike denominators, your first step is to get the denominators the same.   Multiply by the opposite bottom number. x 3 x 4      Now you can subtract the top numbers. Your last step is to reduce or change it to a mixed number. In this case, you cannot reduce it any further. Shortcut: If you have a bottom number that goes evenly into the other bottom number, you only have to multiply one side. Example:  3 can go into six evenly if I multiply it by 2   Page 8 Reducing or Simplifying Fractions * Can also be called lowest terms When you are ready to put your final answer on paper, you must ask yourself, Can this fraction be reduced? Your answer will not be correct unless you reduce the fraction first. What that means is making the fraction look as small as it can, while still keeping the same value of the fraction. Steps: Ask: What can both the top and bottom number be divided by?  Example: In this case, the number that both can be divided by is 3. Do the division. Once you do your division, check to see if it can be reduced again. Page 9 Adding and Subtracting Mixed Numbers When subtracting fractions that are mixed numbers, the same rules apply as when you are adding and subtracting regular fractions. If you forgot how to add and subtract fractions, look at pages 5, 6, 7 and 8 for more help. (  Adding Example: (like denominator) Add the whole numbers. Then add the fraction.  Adding Example: (unlike denominator) Get the denominators the same by multiplying. Add the whole numbers. Then add the fractions. When you are subtracting mixed numbers you can do it exactly the same as adding, EXCEPT WHEN THE FIRST FRACTION IS SMALLER THAN THE SECOND FRACTION. Then, there is a different way. If you are not sure if it is smaller or not, you can do this way and still get the correct answer.  Subtracting Example: 1. Change both numbers to an improper fraction. (page 3) 2. Subtract the numbers. 3. Change back to a mixed number.  Page 10 Changing Fractions to a Percent or Decimal  In order to change a fraction into a decimal, you must divide. The top number must go on the INSIDE of the division problem  Example: 4 ) 3 Last, DO the long division. 4) 3  In order to change a decimal into a percent, you must move the decimal point. Example: .75 Move the decimal point TWO places to the right. = 75% No matter what, you always move it TWO places! Examples: 1.75 = 175% .485 = 48.5% .5826 = 58.26% 25 = 2500% Page 11 Multiplying Fractions When you multiply fractions, you DO NOT need to have the same denominator.  Step 1: Multiply across     Step 2: Reduce or simplify if needed. If you have a mixed number, you should change the mixed number to an improper fraction before starting. (If you forgot how to change a mixed number into an improper fraction, go to page 3.) Example:   Now you must change it back to a mixed number. (If you forgot how to do that, look at page 3.)  Now reduce it. Page 12 Dividing Fractions When you divide fractions, you DO NOT need to have the same denominator. Dividing is the same as multiplying, but with some extra steps in the beginning.  Step 1: Get the reciprocal of the SECOND number. A reciprocal is when you flip the fraction upside down.  The reciprocal of Step 2: Change the division sign to a multiplication sign. Step 3: Multiply the fraction. (If you forgot how to multiply, see page 12)  Step 4: Reduce or simplify if needed. If you have a mixed number, you should change the mixed number to an improper fraction before starting. (If you forgot how to change a mixed number into a fraction, go to page 3.) Page 13  78 9 Change a mixed number to an improper fraction: 7 2 9 4 2 3 3 4 1 2 5 3 21 3 42 5 21 3 7 3 Change an improper fraction to a mixed number: 17 3 52 3 Change a whole number into a fraction: 12 1 12 How to find an equivalent fraction: 2 3 4 6 = 2 3 3 4 Cross multiply at an upwards angle and write the number at the top. Do the same for the other side. 8 9 3 4 < 2 3 1 4 1 4 2 4 = + 3 4 5 4 2 4 = 5 4 = 11 4 = 2 4 1 4 3 4 5 4 2 4 7 4 - = 11 4 = 5 4 + - 2 3 3 4 + = 4 x 2 4 x 3 3 x 3 4 x 3 + + = = 9 12 8 12 17 12 17 12 = 15 12 3 6 1 3 2 6 3 6 5 6 + + = x 2 - = 2 3 3 4 - 3 x 3 4 x 3 4 x 2 4 x 3 = 1 12 8 12 9 12 = - 9 12 9 12 1 12 1 3 3 6 - x 2 = - 1 6 2 6 3 6 (3 (3 = 3 4 = 8 15 x 4 5 2 3 Change a decimal to a percent = = 3 4 Change a fraction to a decimal 14 5 + Reduce 18 10 Change back to mixed # 18 10 = = 17 10 - 35 10 17 10 - 35 10 15 12 12 12 27 12 = + 11 3 13 6 15 6 2 x 4 3 x 5 35 10 x 1 2 = 35 10 x 1 2 = 35 20 115 20 13 4 2 3 4 5 ( 5 4 4 5 = 2 3 x 5 4 2 3 x 5 4 = 10 12 5 6 +>DE{|' - . [ a b  輱~vvnhI?OJQJh!OJQJh.rOJQJh#OJQJhhdOJQJh_]bOJQJhdOJQJh.UOJQJhh.UOJQJhhsu|CJdOJQJaJdhh.UCJdOJQJaJdjh.UUmHnHuh.UCJdOJQJaJdh.UCJ<OJQJaJ<+ !"#$>|h^hgd.U$a$gdsu|gd.U$a$gd.U*|/' [  H f E  $d$Ifa$gddgd.U$a$gd.U$a$gd.Ugd.U    H N O P f l m n A B C D E F   еzg%jB h.Uh.UCJOJQJUaJ%jh.Uh.UCJOJQJUaJh.UCJOJQJaJjh.UCJOJQJUaJh.Uh.UOJQJh.U6OJQJ]h.Uh.U>*CJ(OJQJaJ(h.U>*CJ(OJQJaJ(hmOJQJhh.UOJQJhPOJQJh.UOJQJ"              " # 0 1 @ A B H I r v ȶжжȇЇЇxxl]h_]bh_]bCJOJQJaJh_]bCJOJQJaJh.U6CJOJQJ]aJh.U5CJOJQJ\aJ#h.U0J5CJH*OJQJ\aJh.U0JCJOJQJaJ#h.U0J5CJH*OJQJ\aJh.UCJaJh.UCJOJQJaJjh.UCJOJQJUaJ%jh.Uh.UCJOJQJUaJ"    $d$Ifa$gdekd $$IfTF]:1Da^6    34aytT  # 1 A $d$Ifa$gdekd!$$IfTF]:1Da^6    34aytTA B D F H d$Ifgdekd"$$IfTF]:1Da^6    34aytTH I MEEEEdgd.U?kdA#$$IfT1^634aytT d$Ifgdekd"$$IfTF]:1Da^6    34aytT ) * B   1gdb$a$gdqgdq$a$gdd$a$gd.U dgd.Udgd.U $da$gd_]bdgd.U % & ' ( ) A B O X ĸ圌qeYNChdhZ\OJQJhdhdOJQJhdCJOJQJaJh_]bCJOJQJaJh.Uh.UCJOJQJaJh.UCJOJQJaJh.Uh.U>*CJOJQJaJh.U>*CJOJQJaJh.U5CJOJQJ\aJh.UCJOJQJaJh.Uj#h.U5U\ h.U5\jh.U5U\h.UCJOJQJaJh_]bh.UCJOJQJaJ  12!#%ԷviRJiRhbOJQJ-jhb>*CJ(OJQJUaJ(mHnHuhb>*CJ(OJQJaJ(hbhqOJQJhbhbOJQJhbhb>*CJOJQJaJjhbUmHnHuhZ\>*CJOJQJaJhb>*CJOJQJaJje)hqUjhqUhqhZ\>*CJ(OJQJaJ(h_]b>*CJ(OJQJaJ(hd>*CJ(OJQJaJ(!"#@\]^_`abcdefmn$a$gdd$a$gd.Ugdb%&@B[\]^efklmn־thZhD*jhVLCJOJQJUaJmHnHujhuyUmHnHuhuyCJOJQJaJhuyhuy>*CJ(OJQJaJ(hd>*CJ(OJQJaJ(hdhdOJQJhdOJQJhuy>*CJ(OJQJaJ(hb>*CJ(OJQJaJ(hbhb>*CJOJQJaJhbOJQJhbhbOJQJhb>*CJOJQJaJ"jhbOJQJUmHnHun'()*+,-G@ ^@ gdVL^gdVLp^pgdVLgdVL &d P gduy p^p`gdVLgduy$a$gd}&'-.GH  KMNSTUVjkҼҼҼҰvnvaQDh>>*CJ(OJQJaJ(h>h>>*CJ(OJQJaJ(hd>*CJ(OJQJaJ(hdOJQJhdhdOJQJh7>*CJ(OJQJaJ(h>CJOJQJaJ*jh}CJOJQJUaJmHnHuh}CJOJQJaJ*jhVLCJOJQJUaJmHnHuhVLCJOJQJaJhuyCJOJQJaJ*jhuyCJOJQJUaJmHnHu   KLMNUVklgd7$a$gd7gd~$a$gdd$a$gd> ^`gd} &d P gd}gd}@ ^@ gdVLkl-./3=  /01ujbuRFhCJOJQJaJh7h7>*CJ(OJQJaJ(h7OJQJh~h~OJQJh~h~>*CJOJQJaJ*jh!~CJOJQJUaJmHnHuh7h7CJOJQJaJ*jh7CJOJQJUaJmHnHuh7CJOJQJaJh7h>6OJQJh~h76>*OJQJh7h76OJQJh7>*CJ(OJQJaJ(-23=  FGgd$a$gd$a$gd7 &dPgd7$a$gd~ p^p`gd7gd7124567;<?@FGLM 79Ҽxmx`P`hsu|hsu|>*CJ(OJQJaJ(hsu|>*CJ(OJQJaJ(hdhdOJQJhdOJQJhdCJOJQJaJjhdUmHnHu*jhdCJOJQJUaJmHnHuh95[CJOJQJaJ*jhCJOJQJUaJmHnHu*jh95[CJOJQJUaJmHnHuh7CJOJQJaJhCJOJQJaJ89:;ST  gdsu|$a$gdsu|$a$gdd^gd95[gd9;STX  ˺}m[}D-jhsu|CJOJQJU\aJmHnHu"h#hsu|>*CJOJQJ\aJh#hsu|CJOJQJ\aJhsu|CJOJQJ\aJh#CJOJQJ\aJ jh#5U\mHnHuhsu|jhsu|UmHnHu jhsu|5U\mHnHuhsu|hsu|CJOJQJaJh#CJOJQJaJhsu|CJOJQJaJh#>*CJ(OJQJaJ( #qyzǰޡޕޕueuV?-jh#CJOJQJU\aJmHnHuhsu|h#CJOJQJaJhsu|h#>*CJ(OJQJaJ(h#>*CJ(OJQJaJ(hdh#OJQJh#OJQJh#CJOJQJaJhsu|hsu|CJOJQJaJ-jhsu|CJOJQJU\aJmHnHu-jhsu|>*CJ(OJQJUaJ(mHnHuhsu|CJOJQJaJ*jhsu|CJOJQJUaJmHnHu qrstuvwxyzgd#$a$gd#gd#$a$gd#gdsu|gdsu|+FGJЗj^^O^j^G<4hikNOJQJhdh#OJQJh#OJQJhsu|h#CJOJQJaJh#CJOJQJaJ*jh#CJOJQJUaJmHnHu-jh#CJOJQJU\aJmHnHu-jh#>*CJ(OJQJUaJ(mHnHu"h#h#>*CJOJQJ\aJh#h#CJOJQJ\aJh#CJOJQJ\aJh#jh#UmHnHu jh#5U\mHnHu*+,($a$gd#$a$gd#gd#gd#'()    025¶{o{ooooYoYoMhY{CJOJQJaJ*jhY{CJOJQJUaJmHnHuh~CJOJQJaJh~h~CJOJQJaJ*jh~CJOJQJUaJmHnHu*jh~CJOJQJUaJmHnHuh~CJOJQJaJh#CJOJQJaJh#>*CJ(OJQJaJ(hsu|h#>*CJ(OJQJaJ(hY{>*CJ(OJQJaJ(h#OJQJ()*  /012gd~ p^p`gd~gdsu|5JKLNWY?@BCDEG蹱jTTj*jh!CJOJQJUaJmHnHu*jh!CJOJQJUaJmHnHuh!CJOJQJaJhsu|h!>*CJ(OJQJaJ(h!>*CJ(OJQJaJ(h!OJQJhY{OJQJhY{hY{OJQJjhY{UmHnHu*jhY{CJOJQJUaJmHnHuhY{CJOJQJaJh~CJOJQJaJ KLW?CEgd!$a$gd!$a$gdY{ &dPgd~gd~G^`n!"#%5GHϫ堘{nbhI?CJOJQJaJh!>*CJ(OJQJaJ(h!h!>*CJ(OJQJaJ(hI?>*CJ(OJQJaJ(h!OJQJhY{h!OJQJjh!UmHnHu*jh!CJOJQJUaJmHnHu*jh!CJOJQJUaJmHnHuh!CJOJQJaJh~h!CJOJQJaJ"EopqrPQRSTUV &dPgd!gd! p^p`gd!V"#$%GHlmn"#gdI?`gdI?`gd!$a$gd!$a$gdY{$a$gd!gd!Hl#(,D ɼ٪ٌٔthVh@*jh0CJOJQJUaJmHnHu" jJh0h0CJOJQJaJh0CJOJQJaJhI?>*CJ(OJQJaJ(hI?hI?OJQJhI?OJQJ*jhI?CJOJQJUaJmHnHu"jhI?OJQJUmHnHuhI?>*CJOJQJaJhI?hI?>*CJOJQJaJhI?CJOJQJaJh!CJOJQJaJh!h!CJOJQJaJ&'(>?@ABCD$a$gdI?gd! ^`gdI?h^hgdI? & FgdI?gdI? !!!!gd0 & Fgd0`gd0gdI?$a$gdI?$a$gdI? !!!!! ! !!!!!2!""""""#=#?#B#H#J#޹ޛ޹ޅޅyjybPb"jhQkOJQJUmHnHuh* OJQJh* h* CJOJQJaJh* CJOJQJaJ*jh* CJOJQJUaJmHnHu"jh* OJQJUmHnHuh0CJOJQJaJh0h0CJOJQJaJ*jh0CJOJQJUaJmHnHuh0CJOJQJaJ*jh0CJOJQJUaJmHnHu!2!3!4!b!y!!!!""""""##=#>#?#I#J#$a$gd* $a$gdI? ^`gd* ^gd* gd* `gd* gdI? & Fgd0gd0J#K#L#T##########$$$$$$$]$^$_$ @ ^@ `gduR%gduR%^gduR% ^`gduR%gd'-$a$gd'-$a$gdQkgdQkJ#T#########$$$$$$$$$3$`$a$c$d$f${$%%"%Q%\%^%l%㻯ʆzdTzhPhuR%5CJOJQJaJ*jhuR%CJOJQJUaJmHnHuhPCJOJQJaJhuR%huR%CJOJQJaJ"jhuR%OJQJUmHnHuhuR%OJQJhuR%CJOJQJaJhuR%h'-CJOJQJaJ0jhuR%huR%CJOJQJUaJmHnHuh'-OJQJh'->*CJ(OJQJaJ(hQkOJQJ _$`$a$b$c$e$f$$$$$$%%!%"%Q%R%S%l%~%%%%$a$gdPdgdP$a$gdP ^`gduR%gduR% &dPgduR%l%}%~%%%%%% & &&&)&*&+&0&2&3&4&5&9&^&_&&'!'#'+','0'1'2'7'8'>'蟐vnfh|OJQJh'-OJQJ"jh|OJQJUmHnHuhuR%OJQJhuR%huR%CJOJQJaJ"jhPOJQJUmHnHuhmCJOJQJaJ*jhPCJOJQJUaJmHnHuhP>*CJ(OJQJaJ(hPOJQJhuR%CJOJQJaJhPCJOJQJaJ"%%%% &&&)&+&1&2&4&6&7&8&9&_&`&a&b&!'"'#','1'2'8'9'gd'-gduR%$a$gdP9':';'<'='>'?'o'''''''''''''@(A(B(((((gd|$a$gd|$a$gd|gd'->'n'o'p'''''''Q(u((((((()))!)$)e)j))))))***ǺϠ宊wwwb(j=@hPhm<CJdOJQJUaJdhmOJQJhmhmOJQJ*jhmCJOJQJUaJmHnHujh|UmHnHuhmCJOJQJaJh|>*CJ(OJQJaJ(h|OJQJ*jh|CJOJQJUaJmHnHuh|CJOJQJaJh|h|CJOJQJaJ (() )) )!)`)a)b)c)d)e))))))))))))))**gdm`gd|gd'-***************~$a$gdb$a$gduygdbLkda$$If0634ayt x$Ifgdgdsu|$a$gdmgdm*******************************;yj^ZhjyQhZhb>*OJQJh2nhuyCJOJQJaJhuyCJOJQJaJh_]bhhb>*OJQJhbCJaJhbOJQJhb>*OJQJhbCJOJQJaJh.UhHnh.UCJdOJQJaJd%jZYhh.UCJdOJQJUaJdhmhmOJQJ(jEhPhm<CJdOJQJUaJd********++++ + ++++gduyLkdEb$$If0634ayt x$Ifgd$a$gd$a$gdb**+++++++ + + +++++++++++++ +!+"+#+%+&+'+˿ܳ~v~vmeYUhVLhhVL>*OJQJhVLOJQJhVL>*OJQJhbCJaJhbCJOJQJaJhbhhuy>*OJQJhuyCJaJhuyOJQJhuy>*OJQJhuyCJOJQJaJhhb>*OJQJhbOJQJhb>*OJQJhjyQhbhbCJOJQJaJhbhb>*CJOJQJaJ++++++++ +!+SLkdc$$If0634aytgdbLkdb$$If0634ayt x$Ifgd !+"+&+'+V+W+\+]+_+c+d+e+f+++++$a$gd}gdVLLkdzc$$If0634ayt x$Ifgd$a$gdVL'+U+V+W+Y+[+\+]+^+_+`+b+c+d+e+f+++++++++++++ḬؤМᐁ}th}`h}Th7CJOJQJaJh}CJaJhh}>*OJQJh}>*OJQJh}h2nh}CJOJQJaJh}CJOJQJaJhVLCJaJh}OJQJhVLCJOJQJaJh}CJOJQJaJhhVL>*OJQJhVLOJQJhVL>*OJQJhVLh2nhVLCJOJQJaJhVLCJOJQJaJ+++++++++++++++++;,$a$gd95[$a$gd$a$gd7gd}>kdc$$If634ayt$x$Ifa$gd}+++++++++++++++++++++++:,<,B,C,E,F,G,H,ɽɽڴ}tl`\MhdhdCJ<OJQJaJ<hdhZhd>*OJQJhdOJQJhd>*OJQJh95[h95[h95[CJOJQJaJhZh>*OJQJhhh>*OJQJhOJQJh>*OJQJhh7>*OJQJh7OJQJh7>*OJQJh7 h7h7h7CJOJQJaJh7h7CJOJQJaJ;,<,>,?,A,B,F,G,I,J,N,O,S,T,X,Y,],^,`,a,c,d,h,i,m,n,gdsu|$a$gdsu|gdd$a$gddgd95[H,I,J,K,M,N,O,P,R,S,T,U,W,X,Y,Z,\,],^,`,a,b,c,d,e,g,h,i,j,l,m,n,o,q,r,s,u,v,w,y,z,{,},~,,,ǿǿǿǿǿǿǿ|hsu|CJOJQJaJh#CJOJQJaJhsu|CJOJQJaJh7hsu|CJOJQJaJhsu|hZhsu|>*OJQJhsu|OJQJhsu|>*OJQJhhd>*OJQJhdOJQJhd>*OJQJhdhphdCJOJQJaJ-n,r,s,u,v,z,{,},~,,,,,,,,,$a$gd#gd#Lkd:d$$If0634ayt x$Ifgdgdsu|$a$gdsu|,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,οhh#>*OJQJh#CJaJh#CJOJQJaJh#h#CJ(OJQJaJ(hZh#>*OJQJh#h7h#CJOJQJaJhsu|hhsu|>*OJQJhsu|CJaJhsu|OJQJh#OJQJh#>*OJQJ0,,,,,,,,,,,,,,,,,, x$Ifgdgd#$a$gd#,,,,,,,,,,,,,,,,,,gd~$a$gd~$a$gd#gd#Lkdd$$If0634ayt,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,------ - - --{{{h7h~CJOJQJaJh#h~CJ(OJQJaJ(h~CJ(OJQJaJ(hZh~>*OJQJh~hh~>*OJQJh~OJQJh~>*OJQJh#h#CJ(OJQJaJ(h#h7h#CJOJQJaJh#CJOJQJaJ0,,,,,,,,,,,,,,,---- -------- x$Ifgd$a$gd~gd~------------ -!-"-#-%-&-'-(-*-+-,---/-0-1-2-4-5-6-7-9-:-;-<-=->-?-@-A-B-C-E-F-ú޺ph7hY{CJOJQJaJhY{CJ(OJQJaJ(h#hY{CJ(OJQJaJ(hY{hhY{>*OJQJh~CJaJhY{OJQJhY{>*OJQJh~CJOJQJaJh7h~CJOJQJaJh~hh~>*OJQJh~OJQJh~>*OJQJ,- -!-"-&-'-+-,-0-1-5-6-:-;-<-=-?-@-gdY{$a$gdY{gd~Qkde$$If0634aytY{@-B-C-E-F-J-K-M-N-P-Q-U-V-Z-[-]-^-j-k-w-x-z-{------$a$gd!gd!gdY{F-I-J-K-L-M-N-P-Q-R-T-U-V-W-Y-Z-[-\-]-^-c-i-j-k-p-v-w-x-z-{-|-------------------hh!>*OJQJhZh!>*OJQJh!OJQJh!>*OJQJh7h!CJOJQJaJh!h#h!CJ(OJQJaJ(h!CJ(OJQJaJ(hY{'hIhY{CJOJQJaJmHnHuhY{CJOJQJaJ0----------------------------$a$gd!$a$gdI?gd!--------------------------------------------޵ޚw޵h7h!CJOJQJaJ'hIh!CJOJQJaJmHnHuh!CJOJQJaJh#h!CJ(OJQJaJ(h!CJ(OJQJaJ(hh!>*OJQJh!OJQJh!>*OJQJh!hhI?>*OJQJhI?OJQJhI?>*OJQJ+---------------------....gduR%$a$gduR%$a$gdPgdPgdI?$a$gdI?$a$gd!--------------------------------...ĵĩđ}ĩđ}đ}qbh2nhuR%CJOJQJaJhuR%CJOJQJaJhhP>*OJQJhPOJQJhP>*OJQJh#hPCJ(OJQJaJ(hPCJ(OJQJaJ(h7hI?CJOJQJaJhI?hhI?>*OJQJ jhI?hI?OJQJhI?OJQJhI?>*OJQJ jhI?>*OJQJ".........;.<.=.?.@.C.D.E.F.G.H.I.O.P.Q.S.T.X.Y.횑uiZRG횑h* hQkOJQJhQkOJQJh#hI?CJ(OJQJaJ(h0CJ(OJQJaJ(hhQk>*OJQJhQkCJaJhQkOJQJhQk>*OJQJhQkCJOJQJaJh2nh'-CJOJQJaJh'-CJOJQJaJhhuR%>*OJQJhuR%OJQJhuR%>*OJQJh7hI?CJOJQJaJhI?h7huR%CJOJQJaJ.....<.=.?.C.D.E.F.H.I.P.Q.gdQkQkdwe$$If0634aytY{ x$Ifgd$a$gd'-$a$gduR%gdI?Q.S.X.Y.Z.[.r.s.y.z.|.}......gd* $a$gd* gdQkQkde$$If0634aytY{ x$IfgdY.Z.[.p.q.r.s.u.x.y.z.|.}..............................÷÷÷yymh0CJOJQJaJh* CJaJh* CJOJQJaJh#h* CJ(OJQJaJ(h* CJ(OJQJaJ(h7h* CJOJQJaJhh* >*OJQJh* OJQJh* >*OJQJh* h* OJQJhQkOJQJh* OJQJhI?hhQk>*OJQJ).............gd* QkdUf$$If0634aytY{ x$Ifgd$a$gd*  ........IDgd0Qkd3g$$If0634aytY{ x$Ifgdgd* Qkdf$$If0634aytY{..............................................ֻ֯֜whPCJaJhPOJQJhP>*OJQJhPCJOJQJaJhPh#h0CJ(OJQJaJ(h0CJ(OJQJaJ(h7h0CJOJQJaJh0CJOJQJaJh0hh0>*OJQJh0CJaJh0OJQJh0>*OJQJ-.........gd0Qkdg$$If0634aytY{ x$Ifgd.......... x$Ifgdgd0Qkdh$$If0634aytY{ .........IQkdh$$If0634aytY{ x$Ifgdgd0Qkdh$$If0634aytY{............gdPgd0Qkd^i$$If0634aytY{ x$Ifgd ....//// / ////////gd|$a$gd|$a$gdPgdPQkdi$$If0634aytY{...//////// / / ///////////////!/"/#/%/'/+/,/-/./0/1/4/5/6/7/8/:/;/*OJQJh|OJQJh|>*OJQJh#hPCJ(OJQJaJ(hPCJ(OJQJaJ(hPhhP>*OJQJ2//"/#/%/+/,/-/./0/4/gd|Qkd*OJQJhmOJQJhm>*OJQJh#h|CJ(OJQJaJ(h|CJ(OJQJaJ(hh|>*OJQJh|OJQJh|>*OJQJh|hh|CJOJQJaJ jh|CJOJQJaJh|CJOJQJaJ$W/Y/Z/^/_/c/d/f/g/k/l/n/o/u/v/z/{/|/}/$a$gdm$a$gdmgdmk/l/m/n/o/q/t/u/v/w/y/z/{/|/}/hmhmOJQJhhhm>*OJQJhmOJQJhm>*OJQJh#hmCJ(OJQJaJ(hmCJ(OJQJaJ(hm21h:pd/ =!"#$% B Ddh  c 6A?pie-1-2"`R jĬ0R h#b DFZ jĬ0R h#JFIF``C   &-(0/,(,+28H=25D6+,>U?DJLPQP0S*D0^l nzg$q=Sw0@`fx,I?tZacjwb2;FNh(F閅jTԢ' F2`zEu\| :|,TEY 0 P# ZJ(M-ejQ?ޓi+J~y;`251"9̀z.#XV-$U# vWo%QlzƜUe}1p eT}}jahTȊĉq:CX-W6cWvWZxh>c- -.m#2,p`Fәćnq^w,-)hUT^+&,pI蠗'EWy50 uC+@cWA20j[iJ?ǃM\(0Df=qw'>k֧1X߾⸦y/OeSDmj dE/xj,1ڨk1C$2J${椋;.%\WGߏPݞ- \zn v[ f"D`{]DlL!:r][ɨ-"ـ>Y}hop)V[h3vuks}"G)`Ts[R rA^dj7.`hd+74 6![ql nm>_60(:4(yЫ#zU{&4?Pmy@l랉Q/# J O\J׎=b)KFaq]sיwo# qBk_'R=M?D[dIf*Jr}HfjN<\tXZ\#kpjtvȍu`$4*2퐱*ڕw,0Ċ-ǠVw[ftrȼ[x>SlOw*1ֵt-F`1=mnYc F{t{C8@94m3NT˴QEwpQEQEB(yEWאeW>Kl \rWVεluGQMT8$W8qqE.nWN#$ʆFeVX2 L|ޘm' zn\%Sp O8!kϻ6/l$a s~=kGHvp<$e cLFx%eXuaڤy-㍌v,KlNRoc[iLaKr[$Oƻ.-lQ p[ AE*wBwC#~}LqQ]ǔQEQEF~¬Z) ]M@3~DW%C$RU=kJM ƽ%V&+oU?DJLPQP02?1M.0=:&1??QV"*.@Rz8(`.KE (^YgX€4FH[{P@Q:BUF Z((() :l3VI'}F ax"g)G6s')( wz(ɬA`?ߐ>ðf$F:e>QE ( ( ( ( emܵ-r),р"`VXO6G4PguC?ҊQLǁEuW[eI,֢U +z)+jX>#vI|юx?NjKMv6.p &7j^tj%{hjQXvAq) :-~[iHr˂ ?i*/j+8vEkYE}lIF7 bWb(3 ( (aQroPA!5Kl \rWZ%a\K0x$Q8|י)tgnW\$ʆFeVX2 L|ޘm' zn\%Sp O8akϻ6/l$a s~=kGHvp<$e cLFx%eXuaڤy-㍌v,KlNRoc[iLaKr[$Oƻ.-lQ p[ AE*wBwC#~}LqQ]ǔQEQMZ׬{$x?QO11H0-B2> -xܞ*lBX.GkRU`iN|z5\iv s<ƣqEZԃIhgb J+3m䨒O19 <֒Qh^+! FhЀXsEqTʤ#򥼗ʂmʞjma,=KrA`HU"Mµ$(oijX:O"O0w4`Y䚖< aMw `( )Rhtv76yCѫ9t0e'c]f_1^rC^ڝWCͯ'L(ǜ@&5{is>TQzVŬLZ(˧QyS`v>⸥Jpvb^cKt-I(8_CV|9Ǧa;۟_z"mH&aZZ]1y7;3 {6QHHQp=MwbY8,)d?0a$H:z/Sp#ݦa,˵!}VR(((B8#ީϤ 4@QEgLEY/.;I!'E++m޹?K!sӥU\E KE(( Ddh  c 6A?pie-3-8"`RL K;QU;?myu( 9F K;QU;?myuJFIF``C   &-(0/,(,+28H=25D6+,>U?DJLPQP02?1M.0=:&1??QV"*.@Rz8(`.KE (կ|ø“i+}_ut֑H*UFpZK0(`INztMoP 1]MޮӊEWAQEQEPC E6rL$~գY0<Nw9z~QH8FMq:LnAAWKLb(zCWI%lu8>ҸsaS '-.|<ۈՉ@ L'=;Y>Q%mU%@T- 5$Y.v,zd9x']i|kp<=GVrjF&beI fVPF4jM1KnrnyoR CV(((*)OrԴPȤIJ/F*mYa?CC :~=5Dʎe%N'Gt:n\/56*ro˃kEʮBk_'R=M?D[dIf*Jr}HKš5]5 h 7KWhQ G#!ߧBZ/̬F(XtVlpA JWbNczs+N!(JQg~:M(7UF\ѵ Fӵu rcd׼y=:(L((;ovxA\0)xpHzr `$#+֭BW%( "Te35bj]ۆ(,򡑲awCՅ1  7*f4rĉž|W2pT$'+G|)s͋ "/E lЫ 0kKi3'ʳu[#q.&=+ԕX8S$yލB92#`ùhY@8>R }5$ -3j S(Ҵb@""zO?翜ޖ=OnݜFˬ[hAjd f%`LK}V,b)I,Az~UƺϨܲjMl}I5XKOjܪX}H*4K`[J/45,'UrXt J奋e_di;~ufL.%2HdlZJr;fQ]QETRlD~C;{0E,rMKg ɞAaiF0)QEd.ˈZ)Yԟ?Zk2Iorx+UW*k&* 1* @^mď;cqk=컷 zT^E)#R:Xט2Ke!Re' ՟F~NޫkFa֖n- jA5M«^ͯ2RdS]eE%i#Jq(j6{XI3yiK2@rzsEJ( ( (Fs6w ?.Q@xf:'Vmˎ+rItQJnCOr}\EW`{RE ( (?ُ$$If!vh555#v#v#v:V ^6,5D5a534ytT$$If!vh555#v#v#v:V ^6,5D5a534ytT$$If!vh555#v#v#v:V ^6,5D5a534ytT$$If!vh555#v#v#v:V ^6,5D5a534ytTc$$If!vh5^#v^:V ^6,534ytTDdYL  S (AFDBbPCI!G[ӹ݌C#nPCI!G[ӹ݌CPNG  IHDRIqsBIT|.wPLTEٟtRNS0JbKGDH cmPPJCmp0712OmUIDATX=8p#(:F6.a@)RR +@\g8|,75?r8ҤrEURMrcج^_~={iiO7X}/Js;ߨ_+ZvZ #XIZ<=WFjzԿxF#c rtFviCuֽÚI?Kb}6gWy_uKگɥ~=Vhll~V^:<`샽=RiU:G]sղg-ԁ=)U *ZdX~9?]rA&jnR9ø I>\!B33gл\ 6O)$1A\؉C}Mڳh*hɴgCt,:ӞEfDax*Nh \ԞEПYSBS@.h&Mڳ>lӨĢ8.8 ,ƿ`Y: R`oֱd4NZi*#UYǐ4US`4%K!SrVֱ5gJ=?*'Tn{ƩV1GY':vG+G8+_ >a+V4`_d}nNy_XG}F 62;>og/"ܓBg[k6ڔ[m:Zj~b ?찕o[*;}kh`; z#&=gڳ6~hjz-hk϶踦vKGa1vF\i sKϵgcbjjgBnu%̟;gxp ],<A'%i8kN-SxpZ‹ iw r؎តI: Pw%DS|o"؏7O8xÚL;N/]4A|7Uݻ\νmB앭RC7˯<-} 9tIENDB`Dd]D  c `A?fraction-typesFraction Types"`b)du@iL?{ )n)du@iL?{ PNG  IHDR|`PLTEa{EfffԔ~^GGG{{{)))ź֝u+_ۭudѾ(bKGDHgIFg cmPPJCmp0712HsIDATx^]:iDFqQ/߽UAqkgLRKj~ڻ̀n`~77~0}xOfZ.WюoL7> YYD2ؐ?+sAt l߽qiAnr+\GnŶHuJ4tO^Ym,#4DfG6 LS'ͲSJa0HS/{6.KH- ; = |k"Y(yn4ml[d:KwWok40" 27Љ8i<(U"mkTz83R玠8O,8/\dQ "YiS dv#MCPs<2 )֖Yl;ٮ7/&\xiz PƉ!W5GߜV FƱb~&~l o9=ĝ$74'N$R7N# 3A̞,:M :ai1Ea@gb4\!O\>]^22RSQnU 8W>I0u#|(cJyJKRܗd ,Bgpoc°UIZZL[e"r ?[~t3د{4r1s1dS Ax ʬ@mrau^mROSw :pz@/IT18fW`|VWAN*4 7=/J9NE:f Bsi )(ɢ"OL[Y u!?-qc Lk)?~޽ϫmw!EMJˑ|<S17N ]@R~}o(- My'U, sZ*(8Xk5$~? S*Cy:UИ"QGaoe[LSˁ2h%ӑ)!i.&E]m汤3(mkp DH@T9S .RBIYh<HiPJae2I􇩰\m褿,j;@0ZJeAz|BT}=bXP8P+Heܺ~@LW} 9zq5en,.7%-$>a=bj^?] ^"[s]xd@a"M7Fۛf_1鏡ɲDN>ػ'D+ E/T/A2aR@V/q@l#:FHX)}w42YJ(4`B`,y/?d'`a 1W׍$MFp:}F`_ Ϊ@`{`IAM[ŅtJK:0#4ˀiLj0ktz׸ ѽZkGx6ڰM)5?C"iԍ# ayT *Ҕ@HTNU\׆~Ƣ %zr0*[uz76_lWEd!V15|GDR5. d6sAoln2<}`Eڜ' ; Q1ztNT _>jҩF]hvtQAj$Pܑ(%4YV߭|qCeT5:͂WQnj%1EA uݵut=jѩK K5*ELxVY;z6=aMeW-l]<9U\ty.% ҁ_SuTʮ,]Tv(m @zj%L0VR?QHFZy$ R]&.ZG 5;\O=aڸ;*K.P{9bAMi;7^TmE#fjO Lo%q  ҮOGyUvt27MiK 0Ӂu5|miK#_>gU0m( d:lrb}똖 L#]N.K7em[aLGuU>\d-_#YU~19r8Ȱ0@k\]`DO_>2GDtR'BU:BOn յq|DerfkJrNei[ăoQjFf|t%]ཾ>Հs2GJ'L.Y{C"6=wHk5{% )>d҉H\=^NӞYY5)A)48jxNP-MTqhsBm]2mg:e1 ךPJĚ!(,XAb"b6L4`1.sIO,f.{!;;d*WF7!d*XmŠ8U.Ch]M5F$k迿bfGbѻ\I9d8"( ?)„$+Fy`·˔Xǁi& P''[*IgÖV'6"1d<'Yˀd5yb<!-$tԾT$v屵%Bb[y7ŔaIK /{̄o<JP{TA%6h]:oKj7*bZn[QMo@yŔ4fWL1H+. Iwq;` Q2 Cjf>tO>gL]iz+*I7GRu{ L3-z[eZ Ag6 n%`10cFj[.(֫HdW0-1R{.Abm@4I TwYj'~D(6o50eV# A=L!s(tNd2K5: ~קM鐴S{Q -r8ZA]B65Tܢp)x@MfߠFZLGi߶4/O5ㅅy ܡ}evؿBW  нU8p~m{L ڂ%b`z Apf3į ixL?{$>~0}x}CLooDf^mR1yBfn1mma>=H{TC2Ztq~˽iN]bGXGlVCϣURW0m ;L,#FZe80*5@lH |wL oYCg,J;Q]Qv o;]v񗲌 ˖;.ʳiP7kϘ,,6[h;j+ӌ%;btTk8&{qhW˔D0+v|!wI?[IPl7m ruRm.y/Y_eY-,+1Jjyn3)R$]:TF^aXL)КB¦yd2Y:ma*{ؒ@x@N=o'Y.KL2~FogFQ/f3cl@s 0SLYYXO p%KT{ CLlD$Н@ P'ltP^K@Ta|&wWb,XvRR+d+ߘEՎ)0:GU`JmF:aZ* gJZL*\Q5R`3=S9,7|PY=l;Wbe<\b"O)W8:g|TĨT% PQޫY WyZaPxq V<2<ڲP,%raޯ$8gOt(RbiMAT_'xSEJ ]jBv@:v=Qx-֛3ji,G)>s8OfRk@n uvltZm[+v#0K#3-Ycҹ Ƴvמߏn`cB:s.w]< LJ* _u;ƌSzQu)KY9Lo1?~Kй Q5?}d ~5n0\SuUf'̘/7ՄIjM.Pk{X LWz$1pxV|ﶠ#\q3bĂ/,˒̥ TSuC >o+,dxL:w8T+Lc|/@μA<0d\N`o"I&ĐnT 5#J ^YW Ԥ "8af31НɁ!|%B2;+ F*w6$qXm8` V)&#VmF1*aeJ%#X 4. = d-?ۮL)2k.H GxӒ5"n!F SF٦~kĚu%7p#/4 j)![Ӏbpx3]OɔSaF4W6cJ =W1T) Fvǘ-#}T#K (ĖUyi`T)<S]Hh x"ɶw$KYtq7T0%=@&+SB bJ} ߑJ31522btrt UIV ;+&V,*aT|kWQك"*ǖNEvB0ڈ*[4PESޅ+Q_Lkot.T3J${gb:aS)N"Ttx{Y1(cvBWSZCm`Z>$zSD4kM|QU.[fU TiOΒbtϸZ ,䐬g4,I6BLSP p/р^~mtkU t>0]3CчNY_/nIENDB`LDdton  C <A$MCDD01824_0000[1]"@@2UO <GF+f@`!^UO <GF+Ԏ,xU{lg?紿.]m%#fQuȬubZNZ4UjTͥƨ2"6D4M5cne15f%ٛ|ss{=9_DW񎯍4j-TCQʃ{i^Dkf"_ƈ&7~s1EGChW*8//sX^ıױ n[-}̗@Ie8e4&c$QBC0Z&Kɐ+L5̔/(jdd3e [e+e;:e'g\nn~I&QH tEOg0W}C>$&Kې-<>DI6z+vI~r[-XےKu?Iˢ@`'xGw0<ʧc1d҅db}DKҸaBNZ Gm)lm5Wһ(= lQ@O{aH!an>.8=R6ZR)}^wdlcmuYpD`|B}۲& dD?f:;I/X>1>n~~ v} қA!|༕D#gFtx0QDd^ n  C <A$MCDD01007_0000[1]"@@2=p%ȪE`!=p%Ȫ_D%2jxڵwtVUƟK(8"6800#(EQ %&RФ% H Az Ns~3[k֒/ͽs>yvtTHM)*-Pi+p,)R;S 3Jy2ʼn\ :DȯacTZøzC׽9rzPy{W'jU[J7C1QN)yjbW] 475\$sQLI2GdkUz]6t׬UhU.U1@9z&vLq1tLA3W&M?f6^f*ӚŊ\dN!u#&cGY-&IG̗:kۦ\Aƴ5M%SG'M=HYvVsL01dFGLz&KUy߯ ]ğ4YoV ͌D7AymJU߮fmdP.fޥ1fR9N49Am2먩UaS6Oj)*Z`^ַVB[M15īf6_ :VMNXP, 鍍EH4jU8P?BwH:VMM:3*_P)\g]mH~>!o*.wB,kREJR4ƛ8o$j ߼Az׋_KzBX1:4V{Z^OQSֶan5^&yI[vx_qUk?/hM'?j`M*bSUNs+=ncP.dNk7ʹLYmtSWWW%L ~ ~o}/zORc&OQU!'Z:ktĎF/[JѹMA ]+Q.ZR{^_G4ݭZźisg(n渃Ѝj}t nA/X/^313F|j=EEK9K8 C)^ uٯ5C^'n톿5DsgX=u8GMepƃ.F9%(SՓgՄtwC e|΅9蘷]oD~GMKb5SlHtw-.*nƪE;>a} >DsSztƛTKR) xt ˁٰvMHX>T{񹟪GɀMvw~$7I# skAcL2g`E4nE׼uM_yz˟bF4EYGG5=I3EǨd/TJ;4Nh) JU n I7VC"lR?\ڃ~_rGMw=khu]taߙXxjX2ţdݍfcp}ϕlhv޴kGDGHN@RHeZGޣ/a`o26y3^'.Ntwsk >A>1V+lD S]4 Q8gZKs2ꆞn0̿@6!+yUMt/Pj{^uvȨ(@Gw) ~pQa@J!W{ݎ:?ncQ^{JK'UƼ2|Bv~Syq iBbwY?J2KU+uY3K؅p*ns?&ꎙL/>UנEƓQӇ{)\#"4u>ڔ3* Y<@F Sz~:6is:ffQt,Ees|ZFf8,e>Bf/ 1J3Q.<@np~DQCY8 ƃ=EQrh톑+foS^A Uz*xNłTr0Q+Thk[<%y.Q H·C(hL;pl´JDZj ;u.+ωATIP5e']a̋A4"GE(D~a8s8CŠG^u /Qjgx%ʸQ-jǕ|iXT,L6Ӎ`p jZ=uAA_dp>&T廒AgXdXziZ¼9s gl< _߷<׌ỵG3af<:w3hQo_Q =‘:Lm&Sņ^2v1=3v2D̢;Q dzL_)]Yo χۿ[3h%!Y;|wa7P>ߵ l [Yv8\,}vfl(sӵvlqm ]n\0V57ohp˱Umo}wPcpiRJoW(n;oϩ3NA{c d*RnbGMI6R>ɷe{;TyymbL>6ez`I8.\3M6(M<ƛ(U8Cߪha<*[:%X+S-`svPߧ&sxO A2 S{)eଗ^=&~M@7oz[^-w1ZqSh"䦗(*U^䨾Rd'2\2y6]X9B/U] 0Ѹ]4D)NS:t67Qag'|AL2cDr"̆LB83pl إUcE'úW ڱͅ_؎c߂x_SmHjPBmdOR37TnRcu٭ij]Sөz֠p mj,4قD{Ri"F̐ C|%d b5ʱ ڕUR*j&#:kʹW` ծ+]Tj RWJ]ZQοG)~jD8%:7BuYP_ʄOg#)HbtAl (r1>@~2%e=dh@~<;#tj&G~Egw}>M~p>;$+ :wMP/ůlIXE~\g /ø"YsXW_cMfVYVE:F]gҭP{W֧tjdoge/fڧk#d`יndzptЭa=(pwb>Ge$$If!vh55q#v#vq:V 6,534 yte$$If!vh55q#v#vq:V 6,534 yte$$If!vh55q#v#vq:V 6,534 yte$$If!vh55q#v#vq:V 6,534 yte$$If!vh55q#v#vq:V 6,534 ytW$$If!vh5#v:V 6,534 yte$$If!vh55q#v#vq:V 6,534 yte$$If!vh55q#v#vq:V 6,534 ytm$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{m$$If!vh55#v#v:V 6,5534 ytY{@@@ .UNormalCJ_HaJmH sH tH Z@Z _]b Heading 1$<@&5CJ KH OJQJ\^JaJ N@"N .U Heading 2dd@&[$\$5CJ$\aJ$N@2N .U Heading 3dd@&[$\$5CJ\aJDA@D Default Paragraph FontRi@R  Table Normal4 l4a (k@(No ListB^@B .U Normal (Web)dd[$\$,O, .U frac-large <AFKPUZcluz$)  "%(5BEHKNTZahkuz !(+039<AFehkp(1:AHRUZ]dglov}'!" #$%&'()*+,/014=>?@ABCDGHIJKLMNOSRQPVWUTX[ZY\]^_`afghijklmnopq      <AFKPUZcluz$)  "%(5BEHKNTZahkuz !(+039<AFehkp(1:AHRUZ]dglov      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~}' !"#$>|'[HfE #1ABDFHI)*B   1!"#@\]^_`abcdefmn'()*+,-   G K L M N U V k l - 2 3 = F G       8 9 : ; S T   qrstuvwxyz*+,()*  /012KLW?CEopqrPQRSTUV"#$%GHlmn"#&'(>?@ABCD234by=>?IJKLT]^_`abcef!"QRSl~ )+1246789_`ab!"#,1289:;<=>?o@ A B ! !! !!!`!a!b!c!d!e!!!!!!!!!!!!!!"""""""""""""""""""""""#### # ########### #!#"#&#'#V#W#\#]#_#c#d#e#f#####################;$<$>$?$A$B$F$G$I$J$N$O$S$T$X$Y$]$^$`$a$c$d$h$i$m$n$r$s$u$v$z${$}$~$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$%%%% %%%%%%%% %!%"%&%'%+%,%0%1%5%6%:%;%<%=%?%@%B%C%E%F%J%K%M%N%P%Q%U%V%Z%[%]%^%j%k%w%x%z%{%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%&&&&&&&&<&=&?&C&D&E&F&H&I&P&Q&S&X&Y&Z&[&r&s&y&z&|&}&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&'''' ' '''''''''"'#'%'+','-'.'0'4'5'6'7';'<'@'A'D'E'I'J'N'O'Q'R'V'W'Y'Z'^'_'c'd'f'g'k'l'n'o'u'v'z'{'~'00000000000000000000000000000000000000000(0(00 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0000000000*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*@0*0*@0*@0*@0*@0*0*@0*0*@0*0*0*0*0*@0*0*0*0*0*@0*@0*@0*@0*@0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*@0*@0*0*@0*0*@0*0*0*@0*@0*@0*@0*0*@0*@0*0*@0*@0*@0*0*@0*@0*@0*@0*@0*@0*@0*@0*@0*0*0*@0*0*@0*@0*@0*0*0*0*0*0*0*0*@0*@0*0*0*0*0*0*0*0* 0*0*0*0*0*0*0* 0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*0*@0*@0*0*0*0*0*0*0*@0*@0* 0* 0*0*0*0*0*0*@0* 0* 0* 0*0(0(0(@0(@0(0(@0(@0(@0(@0(@0(@0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(@0(0(0(0(0(0(0(0(0(0(0(0(00(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(@0(@0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(0(00(0(00(0000000000000 0 0 00000000000000000 0 0 000 0 0 000 0 0 000000000 0 0 0000000 0 00000000000000000000000000000000000000000000000000 0 0 000000000000000000000 0 0 00000000000000000000000000000000000000000 0 0 @0000000000000000000000000000000@00@00@00@00@00@00@00@00@00@000000@00@00@00@00@00@00@00@00@00@0000000000000000000000000000 0 0 0000000 0 0 00000000000000000 0 0 @00000 0 0 @000 @0 @0 @000 0 0 000 0 0 000@00@00 0 0 000 0 0 000 0 0 0000000 0 0 0000000000000000000 0 0 000 0 0 000000000000000000000000000000000 !"#$>|'[HfE #1ABDFHI)*B   1!"#@\]^_`abcdefmn'()*+,-   G K L M N U V k l - 2 3 = F G       8 9 : ; S T   qrstuvwxyz*+,()*  /012KLW?CEopqrPQRSTUV"#$%GHlmn"#&'(>?@ABCD234by=>?IJKLTef~ )+1!"#,12>?o@ A B ! !! !!!`!a!b!c!d!e!!!!!!!!!!!!!"""""""""""" # ####### #V#_#c#d####$$$$$$%% %&<&?&C&D&S&X&Y&&&&&&&&&&&&&&&&&&&&&&&&&&&&%'+','0'4'5'~'00000000000000000000000000000000000000000(0(00 0 0 00 0 0 00 0 0 00 0 0 00 00000000000Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0YP0YP0YP0YP0YP0Y0Y0Y0Y0Y0Y0Y0YP0YP0YP0YP0YP0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0YP0YP0YP0YP0YH0YH0YH0YH0Y0Y0Y0Y0Y0Y0YP0YP0YP@0YP@0YP0Y@0Y0Y@0Y0Y0Y@0Y@0YP@0YP@0YP0YP@0YP@0Y0Y@0Y@0Y@0Y0Y@0Y@0Y@0Y@0Y@0Y@0Y@0Y@0Y@0YP0YP0YP@0YP0YH@0YH@0YH@0YH0YH0Y0Y0Y0Y0Y0Y@0Y@0Y0Y0Y0Y0Y0Y0Y0Y 0YH0YH0YH0Y0Y0Y0Y 0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y0Y@0Y@0Y0Y0Y0YP0YP0YP0Y0Y0Y 0Y 0Y0Y0YH0YH0Y0Y0Y 0Y 0Y 0YH0YH0YH0YH0YH0YH0YH0Y0Y0Y0Y0YH0YH0YH0YH0Y0Y0Y@0Y@0Y0101010101010101 0101 601 @0H0101601701010101$80101@0Y@0Y010101 01 01 01010101801010H0H@0H018:01010H0H0H01:0101@0Y@0Y010101 01010H0H0H0H010H0H01>01010H0H0H01 L?0101010101010101L?01010H01@01010101 A01010H0000B0000@0 00]000000@0 0000@0 0000@0 000000@0 0000000000@0 0000@0 0000@0 00000000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0000@0 0\M  %k195GH J#l%>'**'++H,,,-F---.Y...A/k/}/#$&(*,./1357:=@BEHJMOQSVX[]_`cfloq  A H n(EV!J#_$%9'(**+!++;,n,,,,-@---.Q......../4/W/}/ !"%')+-024689;<>?ACDFGIKLNPRTUWYZ\^abdeghijkmnp|/ACE%'1}'CCCCC8@B 3 "` N ? 3 ? n @ c $@"`  N A 3 A N B 3  B$  N C 3 !C# !N D 3 "D" "\ G 3 #"`! #\ H 3 $"`) $N I 3 %I( %N J 3 &J& &N K 3 'K' '\ L 3 ("`* (N M 3 )M- )\ N 3 *"`, *H O # +O+ +N P 3 /P2 /N Q 3 .Q1 .N R 3 -R0 -\ S 3 ,"`/ ,\ T 3 3"`3 3N U 3 2U6 2N V 3 0V4 0N W 3 1W5 1\ X 3 4"`7 4N Y 3 7Y: 7\ Z 3 6"`9 6H [ # 5[8 5\ \ 3 8"`% 8\ ] 3 9"`. 9N ^ 3 :^> :N _ 3 ;_= ;b ` C <`"`J <b a C =a"`< =NB d S D@NB e S D?N f 3 >fC >N g 3 ?gB ?b h C @h"`; @b i C Ai"`A Ab j C Bj"`I Bb k C Ck"`D CN l 3 DlF DN m 3 EmG EN n 3 FnE FN o 3 GoN Gb p C Hp"`M HH q # IqL INB  S DHN  3 JO JN  3 KP KNB  S DQN  3 LX LN  3 MW MN  3 NV Nb  C O"`K Ob  C P"`U Pb  C Q"`R Qb  C R"`T Rh  S S "`S SN  3 W[ WN  3 VZ Vb  C `"`f `b  C U"`\ UNB  S D^NB  S D]N  3 Z` ZN  3 Y_ Yb  C T"`Y Tb  C X"`a Xb  C _"`h _b  C ["`b [N  3 ]d ]N  3 ^e ^N  3 \c \N  3 dj dNB  S DgN  3 ek eN  3 fl fNB  S DnN  3 mt mN  3 ls lN  3 kr kb  C a"`i ab  C j"`p jb  C g"`m gb  C i"`q ih  S h "`o hN  3 cu cN  3 by bH  # nx nb  C o"`w oN  3 pv pb  C |"`~ |b  C x"`} xH  # | H  # { H  # z b  C "` b  C "` H  #  H  #  H  #  H  #  b  C "` H  #  H  #  b  C "` H  #  b  C "` b  C "` H  #  V  # "` H  # ~ ~V  # }"` }H  # { {h  S zԔ"` zH  # y yb  C w"` wh  S vԔ"` vH  # u uH  # t tb  C s"` sNB  S DNB  S DH  # r rb  C q"` qV  # "` V  # "` H  #  b  C "` H  #  b  C "` H  #  b  C "` H  #  b   C  "` H   #  H   #  H   #  H   #  H  #  h  S "` H  #  H  #  b  C "` H  #  b  C "` H  #  H  #  b  C "` H  #  b  C "` H  #  H  #  B S  ?#$%- G - . G H I J K L   !"  234LMWX?@ACEF()*+ ?@ABCDEFGc)+,-./24,-./23456o !!!!!"!#!e!f!g!h!i!!}'8tH:dT: T:THMdTMTMT-T-T Hd-T!LW$ 3T#yT"WT$L$ T% pT&\xKT'  T(HYdT) Y)T*: T,<T+=T/lYt>5t=5t:5t75t1<T4e !tAT?<X T0PlT@l_TG,tD,HTC@ \ TB$ T\$ g@ tJ,HTK TI TH + GtL+,tO TN@ G\ tM$ @ NT]$ @ tS,tR,HTQ@ \ TP$ TT  tV,HTW TU TX+,t[ TZ@ G\ tY$ @ NTh ta it_ M T^MTetdti  <tg Tf Tk,tnxTl TmTf6tj ft`f t) EtqxTp\ ^xto@ \ eT <TTp<Ttp $thC-t@ !tp tT  TTpT* Ft * T*T ittttT$ \ tT  <t,txT TT tf6t ft) Et@ \ eT <TTp<Tp $t thC-t@p !t !tT  TTpTtT,!HT,=t@ !Tp! TT,T T)t )Et#T,#T #Tt)t )EtT\ xTx-ItX t"PTlX tPTt :t :t,T  TT> TTpT$ @ t `Tit,t!tTHd!tdT,HT,tqtt t M TT GT GctxGT\ Gxct@ G\ T @ \ T AT @ \ ^T\ \Tx^T)Et)T )T!T !=t ! TRTxt\ xRT@ \ t$ @ RTwT_PictureBullets"~'"~'"""~'  C E H O w y + 1 ~!3^epv"""F%G%%%%%&'''W'X'd'e'~'33333333333333333333333333333NOlmp u  !""""""""""""""####%#&#U#V#[#\###############E$F$H$J$M$N$R$S$W$X$\$]$g$h$l$m$q$r$y$z$$$$$$$$$$%%% % %%%%%&%*%+%/%0%4%5%9%:%I%K%&&;&<&C'E'{'~'"""~'jr\W]&0^#Yy2t>TxkM>^`o(. ^`hH. pLp^p`LhH. @ @ ^@ `hH. ^`hH. L^`LhH. ^`hH. ^`hH. PLP^P`LhH.^`OJQJo(hH^`OJQJo(hHpp^p`OJQJo(hH@ @ ^@ `OJQJo(hH^`OJQJo(hH^`OJQJo(hH^`OJQJo(hH^`OJQJo(hHPP^P`OJQJo(hH  ^ `o(.   ^ `hH. xLx^x`LhH. HH^H`hH. ^`hH. L^`LhH. ^`hH. ^`hH. X LX ^X `LhH.  ^ `o(.   ^ `hH. xLx^x`LhH. HH^H`hH. ^`hH. L^`LhH. ^`hH. ^`hH. X LX ^X `LhH.^`o(. ^`hH. pLp^p`LhH. @ @ ^@ `hH. ^`hH. L^`LhH. ^`hH. ^`hH. PLP^P`LhH.^`OJQJo(hH^`OJQJo(hHpp^p`OJQJo(hH@ @ ^@ `OJQJo(hH^`OJQJo(hH^`OJQJo(hH^`OJQJo(hH^`OJQJo(hHPP^P`OJQJo(hHkM]>jrYy20         ށ* srsz5:OG?̳n^+Ǻ8`B,^        s`                 ZB%`. dtZg0͸X "/E^dNtNt! dq~uR%'-I?ikNPjyQ.U95[_]b.ruysu|!~>b#0u!* m}Z\Qk7|VLY{E #1ABDFHI"""""# # ######### #]#_#c#d####~$$$$$$$$%%% %=&?&C&D&Q&S&X&Y&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&#'%'+','.'0'4'5'~'@\72}'@@UnknownGz Times New Roman5Symbol3& z ArialS&Arial Rounded MT Bold7&  VerdanaCFComic Sans MS;Wingdings9Garamond"1hV xf,>,>!4""2QHX ?".U2Fraction GuideCeashelliesmileCeashelliesmile$      Oh+'0   @ L Xdlt|Fraction GuideCeashelliesmileNormalCeashelliesmile8Microsoft Office Word@Q@4!@:,՜.+,0 hp  Indiana University>"' Fraction Guide Title  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrtuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUWXYZ[\]_`abcdejRoot Entry FRlData sk1TableHYWordDocument4SummaryInformation(VDocumentSummaryInformation8^CompObjq  FMicrosoft Office Word Document MSWordDocWord.Document.89q