Template:Alternating rows table section: Difference between revisions

Latest revision as of 16:26, 9 August 2024

Usage

Alternating rows table section allows for the dynamic creation of tables that use alternating styles for odd and even numbered rows, typically in conjunction with a template which generates a table where some rows may not be present every time.

There are two named arguments to this template:

os: Defines the CSS style for odd-numbered rows.
es: Defines the CSS style for even-numbered rows.

Example


 {| class="wikitable"
 ! Place !! Result
 {{Alternating rows table section|es=background:#f0f0f0;
 | {{!}} First {{!!}} 100
 | {{!}} Second {{!!}} 95
 | <!-- empty! -->
 | {{!}} Third {{!!}} 87
 | <!-- empty! -->
 | {{!}} Fourth {{!!}} 65
 | {{!}} Fifth {{!!}} 58
 }}
 |}

Place	Result
First	100
Second	95
Third	87
Fourth	65
Fifth	58

@@ Line 1: / Line 1: @@
+<includeonly>
 {{#if:{{{1|}}}|
 {{!}}- style="{{{os|}}}"
-{{{1|}}} }} {{{{#if:{{{1|}}}|1x| }}|
+{{{1|}}} }} {{{{#if:{{{1|}}}|1x|void}}|
 }}{{#if:{{{2|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} ) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{2|}}} }} {{{{#if:{{{2|}}}|1x| }}|
+{{{2|}}} }} {{{{#if:{{{2|}}}|1x|void}}|
 }}{{#if:{{{3|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} ) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{3|}}} }} {{{{#if:{{{3|}}}|1x| }}|
+{{{3|}}} }} {{{{#if:{{{3|}}}|1x|void}}|
 }}{{#if:{{{4|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{4|}}} }} {{{{#if:{{{4|}}}|1x| }}|
+{{{4|}}} }} {{{{#if:{{{4|}}}|1x|void}}|
 }}{{#if:{{{5|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{5|}}} }} {{{{#if:{{{5|}}}|1x| }}|
+{{{5|}}} }} {{{{#if:{{{5|}}}|1x|void}}|
 }}{{#if:{{{6|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{6|}}} }} {{{{#if:{{{6|}}}|1x| }}|
+{{{6|}}} }} {{{{#if:{{{6|}}}|1x|void}}|
 }}{{#if:{{{7|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{7|}}} }} {{{{#if:{{{7|}}}|1x| }}|
+{{{7|}}} }} {{{{#if:{{{7|}}}|1x|void}}|
 }}{{#if:{{{8|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{8|}}} }} {{{{#if:{{{8|}}}|1x| }}|
+{{{8|}}} }} {{{{#if:{{{8|}}}|1x|void}}|
 }}{{#if:{{{9|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{9|}}} }} {{{{#if:{{{9|}}}|1x| }}|
+{{{9|}}} }} {{{{#if:{{{9|}}}|1x|void}}|
 }}{{#if:{{{10|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{10|}}} }} {{{{#if:{{{10|}}}|1x| }}|
+{{{10|}}} }} {{{{#if:{{{10|}}}|1x|void}}|
 }}{{#if:{{{11|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{11|}}} }} {{{{#if:{{{11|}}}|1x| }}|
+{{{11|}}} }} {{{{#if:{{{11|}}}|1x|void}}|
 }}{{#if:{{{12|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{12|}}} }} {{{{#if:{{{12|}}}|1x| }}|
+{{{12|}}} }} {{{{#if:{{{12|}}}|1x|void}}|
 }}{{#if:{{{13|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{13|}}} }} {{{{#if:{{{13|}}}|1x| }}|
+{{{13|}}} }} {{{{#if:{{{13|}}}|1x|void}}|
 }}{{#if:{{{14|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{14|}}} }} {{{{#if:{{{14|}}}|1x| }}|
+{{{14|}}} }} {{{{#if:{{{14|}}}|1x|void}}|
 }}{{#if:{{{15|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{15|}}} }} {{{{#if:{{{15|}}}|1x| }}|
+{{{15|}}} }} {{{{#if:{{{15|}}}|1x|void}}|
 }}{{#if:{{{16|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{16|}}} }} {{{{#if:{{{16|}}}|1x| }}|
+{{{16|}}} }} {{{{#if:{{{16|}}}|1x|void}}|
 }}{{#if:{{{17|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{17|}}} }} {{{{#if:{{{17|}}}|1x| }}|
+{{{17|}}} }} {{{{#if:{{{17|}}}|1x|void}}|
 }}{{#if:{{{18|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{18|}}} }} {{{{#if:{{{18|}}}|1x| }}|
+{{{18|}}} }} {{{{#if:{{{18|}}}|1x|void}}|
 }}{{#if:{{{19|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{19|}}} }} {{{{#if:{{{19|}}}|1x| }}|
+{{{19|}}} }} {{{{#if:{{{19|}}}|1x|void}}|
 }}{{#if:{{{20|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{20|}}} }} {{{{#if:{{{20|}}}|1x| }}|
+{{{20|}}} }} {{{{#if:{{{20|}}}|1x|void}}|
 }}{{#if:{{{21|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{21|}}} }} {{{{#if:{{{21|}}}|1x| }}|
+{{{21|}}} }} {{{{#if:{{{21|}}}|1x|void}}|
 }}{{#if:{{{22|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{22|}}} }} {{{{#if:{{{22|}}}|1x| }}|
+{{{22|}}} }} {{{{#if:{{{22|}}}|1x|void}}|
 }}{{#if:{{{23|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{23|}}} }} {{{{#if:{{{23|}}}|1x| }}|
+{{{23|}}} }} {{{{#if:{{{23|}}}|1x|void}}|
 }}{{#if:{{{24|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{24|}}} }} {{{{#if:{{{24|}}}|1x| }}|
+{{{24|}}} }} {{{{#if:{{{24|}}}|1x|void}}|
 }}{{#if:{{{25|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{25|}}} }} {{{{#if:{{{25|}}}|1x| }}|
+{{{25|}}} }} {{{{#if:{{{25|}}}|1x|void}}|
 }}{{#if:{{{26|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{26|}}} }} {{{{#if:{{{26|}}}|1x| }}|
+{{{26|}}} }} {{{{#if:{{{26|}}}|1x|void}}|
 }}{{#if:{{{27|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{27|}}} }} {{{{#if:{{{27|}}}|1x| }}|
+{{{27|}}} }} {{{{#if:{{{27|}}}|1x|void}}|
 }}{{#if:{{{28|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{28|}}} }} {{{{#if:{{{28|}}}|1x| }}|
+{{{28|}}} }} {{{{#if:{{{28|}}}|1x|void}}|
 }}{{#if:{{{29|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }} + {{ #ifeq: {{{28}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{29|}}} }} {{{{#if:{{{29|}}}|1x| }}|
+{{{29|}}} }} {{{{#if:{{{29|}}}|1x|void}}|
 }}{{#if:{{{30|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }} + {{ #ifeq: {{{28}}} || 0 | 1 }} + {{ #ifeq: {{{29}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{30|}}} }} {{{{#if:{{{30|}}}|1x| }}|
+{{{30|}}} }} {{{{#if:{{{30|}}}|1x|void}}|
 }}{{#if:{{{31|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }} + {{ #ifeq: {{{28}}} || 0 | 1 }} + {{ #ifeq: {{{29}}} || 0 | 1 }} + {{ #ifeq: {{{30}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{31|}}} }} {{{{#if:{{{31|}}}|1x| }}|
+{{{31|}}} }} {{{{#if:{{{31|}}}|1x|void}}|
 }}{{#if:{{{32|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }} + {{ #ifeq: {{{28}}} || 0 | 1 }} + {{ #ifeq: {{{29}}} || 0 | 1 }} + {{ #ifeq: {{{30}}} || 0 | 1 }} + {{ #ifeq: {{{31}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{32|}}} }} {{{{#if:{{{32|}}}|1x| }}|
+{{{32|}}} }} {{{{#if:{{{32|}}}|1x|void}}|
 }}{{#if:{{{33|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }} + {{ #ifeq: {{{28}}} || 0 | 1 }} + {{ #ifeq: {{{29}}} || 0 | 1 }} + {{ #ifeq: {{{30}}} || 0 | 1 }} + {{ #ifeq: {{{31}}} || 0 | 1 }} + {{ #ifeq: {{{32}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{33|}}} }} {{{{#if:{{{33|}}}|1x| }}|
+{{{33|}}} }} {{{{#if:{{{33|}}}|1x|void}}|
 }}{{#if:{{{34|}}}|
 {{!}}- style="{{#ifexpr: ({{ #ifeq: {{{1}}} || 0 | 1 }} + {{ #ifeq: {{{2}}} || 0 | 1 }} + {{ #ifeq: {{{3}}} || 0 | 1 }} + {{ #ifeq: {{{4}}} || 0 | 1 }} + {{ #ifeq: {{{5}}} || 0 | 1 }} + {{ #ifeq: {{{6}}} || 0 | 1 }} + {{ #ifeq: {{{7}}} || 0 | 1 }} + {{ #ifeq: {{{8}}} || 0 | 1 }} + {{ #ifeq: {{{9}}} || 0 | 1 }} + {{ #ifeq: {{{10}}} || 0 | 1 }} + {{ #ifeq: {{{11}}} || 0 | 1 }} + {{ #ifeq: {{{12}}} || 0 | 1 }} + {{ #ifeq: {{{13}}} || 0 | 1 }} + {{ #ifeq: {{{14}}} || 0 | 1 }} + {{ #ifeq: {{{15}}} || 0 | 1 }} + {{ #ifeq: {{{16}}} || 0 | 1 }} + {{ #ifeq: {{{17}}} || 0 | 1 }} + {{ #ifeq: {{{18}}} || 0 | 1 }} + {{ #ifeq: {{{19}}} || 0 | 1 }} + {{ #ifeq: {{{20}}} || 0 | 1 }} + {{ #ifeq: {{{21}}} || 0 | 1 }} + {{ #ifeq: {{{22}}} || 0 | 1 }} + {{ #ifeq: {{{23}}} || 0 | 1 }} + {{ #ifeq: {{{24}}} || 0 | 1 }} + {{ #ifeq: {{{25}}} || 0 | 1 }} + {{ #ifeq: {{{26}}} || 0 | 1 }} + {{ #ifeq: {{{27}}} || 0 | 1 }} + {{ #ifeq: {{{28}}} || 0 | 1 }} + {{ #ifeq: {{{29}}} || 0 | 1 }} + {{ #ifeq: {{{30}}} || 0 | 1 }} + {{ #ifeq: {{{31}}} || 0 | 1 }} + {{ #ifeq: {{{32}}} || 0 | 1 }} + {{ #ifeq: {{{33}}} || 0 | 1 }}) mod 2 = 0 | {{{os|}}} | {{{es|}}} }}"
-{{{34|}}} }} {{{{#if:{{{34|}}}|1x| }}|
+{{{34|}}} }} {{{{#if:{{{34|}}}|1x|void}}|
-}}<noinclude>
+}}</includeonly><noinclude>
+===Usage===
+'''Alternating rows table section''' allows for the dynamic creation of tables that use alternating styles for odd and even numbered rows, typically in conjunction with a template which generates a table where some rows may not be present every time.
+There are two named arguments to this template:
+;os:Defines the CSS style for odd-numbered rows.
+;es:Defines the CSS style for even-numbered rows.
+==Example==
+<pre>
+<nowiki>
+ {| class="wikitable"
+ ! Place !! Result
+ {{Alternating rows table section|es=background:#f0f0f0;
+ | {{!}} First {{!!}} 100
+ | {{!}} Second {{!!}} 95
+ | <!-- empty! -->
+ | {{!}} Third {{!!}} 87
+ | <!-- empty! -->
+ | {{!}} Fourth {{!!}} 65
+ | {{!}} Fifth {{!!}} 58
+ }}
+ |}
+ </nowiki></pre>
+{| class="wikitable"
+! Place !! Result
+{{Alternating rows table section|es=background:#f0f0f0;
+| {{!}} First {{!!}} 100
+| {{!}} Second {{!!}} 95
+| <!-- empty! -->
+| {{!}} Third {{!!}} 87
+| <!-- empty! -->
+| {{!}} Fourth {{!!}} 65
+| {{!}} Fifth {{!!}} 58
+}}
+|}</noinclude><noinclude>[[Category:Templates]] [[Category:Wiki Template]]</noinclude>

Template:Alternating rows table section: Difference between revisions

Latest revision as of 16:26, 9 August 2024

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