﻿<?xml version="1.0" encoding="utf-8"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:trackback="http://madskills.com/public/xml/rss/module/trackback/"><channel><title>Blog</title><link>http://www.diablos.com/</link><description>El Paso Diablos Baseball</description><docs>http://www.rssboard.org/rss-specification</docs><generator>Ingen.NukePress (www.nukepress.net)</generator><language>en-US</language><trackback:ping /><item><title>Diablos strike back on Kids Day, winning 8-3!</title><link>http://www.diablos.com/News/tabid/207/PostID/830/Diablos-strike-back-on-Kids-Day,-winning-8-3!.aspx</link><author>LizetteE</author><guid isPermaLink="false">830</guid><pubDate>Tue, 21 May 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img alt="" 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<p align="center" style="text-align:center" class="MsoNormal"><b style="mso-bidi-font-weight:
normal"><span style="font-size:15.0pt;line-height:115%;font-family:&quot;Courier New&quot;">Diablos strike back on Kids Day, winning 8-3!</span></b></p>
<p align="center" style="text-align:center" class="MsoNormal"><img src="/Portals/1/Wrap Up Photos/5-21-13 Wrap Up Photo.JPG" width="300" height="166" alt="" /></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family:&quot;Courier New&quot;">El Paso, TX- After a rough start in a three game series with the <a href="http://www.americanassociationbaseball.com/team/fargo.php">Fargo-Moorhead RedHawks</a> losing 12-3 last night, the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> came back with a convincing win, thanks to clutch hits and an electrifying crowd to tie the series at 1-1 on Kids Day!</span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family:&quot;Courier New&quot;">The First four innings were dominated by great pitching from both teams, starting pitcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=340245">David Casillas</a> had a strong showing after his recent struggles against the Amarillo Sox. Casillas went 6.1 innings, throwing 100 pitches, with seven strike outs, and only gave up three runs to keep the Diablos within reach.</span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family:&quot;Courier New&quot;">Once the Redhawks moved up 3-1, after the fourth inning, the Diablos offense started to click, scoring seven runs in the next four innings. It all started with an <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=444382">Oscar Mesa</a> RBI in the fifth, then great base running by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=155867">Maikol Gonzalez</a> to score on a RedHawks fielding mishap on center fielder <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232554">Mitch Einerston</a> at bat. </span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family:&quot;Courier New&quot;">The Diablos weren’t finished though designated hitter <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=413953">Victor Ferrante</a> secured the win with a solo home run in the bottom of the eighth inning to put the Diablos up 6-3, which was followed by a two RBI triple from third baseman <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=436003">Edgar Corcino</a>, which resulted in the final score of 8-3. It was great play all around from the Diablos today, giving up a season low three runs, to go along with no errors, on eighth runs and 12 hits. </span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family:&quot;Courier New&quot;">The Diablos now move to 2-4 on the season, with one more game in a three game series against the Fargo-Moorhead RedHawks tomorrow night, 7:05 at Cohen Stadium. </span></p>
<p class="MsoNormal" style="text-align: left;">&#160;</p>
<p class="MsoNormal" style="text-align: left;"><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=146265"><span style="font-size: large;">Link to Box Score</span></a></p>
<p class="MsoNormal" style="text-align: left;">&#160;</p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-family:&quot;Courier New&quot;">GAME DATE: 05/21/2013</span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-family:&quot;Courier New&quot;">Fargo-Moorhead RedHawks<span style="mso-spacerun:yes">&#160; </span>3 AT El Paso Diablos<span style="mso-spacerun:yes">&#160; </span>8</span></b></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>YTD<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>YTD</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>34<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>8<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>35<span style="mso-spacerun:yes">&#160; </span>8 12<span style="mso-spacerun:yes">&#160; </span>6</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">&#160;</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">Fargo<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>2 0 0<span style="mso-spacerun:yes">&#160;&#160; </span>1 0 0<span style="mso-spacerun:yes">&#160;&#160; </span>0 0 0 -<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>8<span style="mso-spacerun:yes">&#160; </span>2</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">El Paso<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>1 0 0<span style="mso-spacerun:yes">&#160;&#160; </span>0 2 2<span style="mso-spacerun:yes">&#160;&#160; </span>0 3 x -<span style="mso-spacerun:yes">&#160; </span>8 12<span style="mso-spacerun:yes">&#160; </span>0</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">2B--T.Alberts (4), N.Akins (2). 3B--M.Montero (1), E.Corcino (1).</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">HR--N.Jackson (1), V.Ferrante (1). RBI--N.Jackson<span style="mso-spacerun:yes">&#160; </span>2 (6), N.Akins (3),</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Gonzalez (4), O.Mesa (2), B.Joynt (6), V.Ferrante (1), E.Corcino<span style="mso-spacerun:yes">&#160; </span>2 (7).</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">HP--R.Bourquin (1). SF--M.Gonzalez (1). SH--R.Ramirez (0). SB--Z.Penprase</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">(4), K.Brachold (1), O.Mesa (3), M.Einertson (1), R.Ramirez 2 (2).</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">E--J.Garcia (1), R.Bourquin (1). </span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">LOB--Fargo 6, El Paso 7. </span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>YTD</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>IP<span style="mso-spacerun:yes">&#160;&#160; </span>H<span style="mso-spacerun:yes">&#160;&#160; </span>R<span style="mso-spacerun:yes">&#160; </span>ER<span style="mso-spacerun:yes">&#160; </span>BB<span style="mso-spacerun:yes">&#160; </span>SO<span style="mso-spacerun:yes">&#160; </span>HR<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160; </span>ERA</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;</span>Fargo</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">J.Cruz<span style="mso-spacerun:yes">&#160; </span><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span>4.2<span style="mso-spacerun:yes">&#160;&#160; </span>6<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>5<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>4.66</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">J.Harris (L,0-2)<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>2.1<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>1.80</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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&quot;Courier New&quot;">D.Casillas (W,1-1)<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>6.1<span style="mso-spacerun:yes">&#160;&#160; </span>7<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>7<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>9.00</span></p>
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">N.Akins 2, T.Jennings, K.Brachold, O.Mesa, M.Einertson, B.Joynt,</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">J.Cisneros, V.Ferrante 3. BB--K.Brachold, M.Gonzalez, J.Cisneros.</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">BF--J.Cruz 22 (42), J.Harris 10 (20), C.Johnson 7 (10), D.Casillas 27 (56),</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Barnard 2 (13), A.Tollefson 7 (23). P-S--J.Cruz 93-61, J.Harris 34-24,</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Johnson 11-8, D.Casillas 100-61, C.Barnard 6-4, A.Tollefson 17-14. </span></p>
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">Weather: </span></p>
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&quot;Courier New&quot;">Umpires: Plate Ump - Levinski, Field Ump #1 - Gaurmer, Field Ump #3 - Thigpen</span></p>
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normal"><span style="font-size:15.0pt;line-height:115%;font-family:&quot;Courier New&quot;">Diablos fall to the RedHawks 12-3</span></b></p>
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<p>&#160;</p>
<p class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">El Paso, TX- It was another rough start in a series for the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a>, falling </span><span style="font-family:&quot;Courier New&quot;">badly to the <a href="http://www.americanassociationbaseball.com/team/fargo.php">Fargo-Moorhead RedHawks</a> giving up 12 runs, on 20 hits.</span></p>
<p class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">The Diablos gave up runs in six consecutive innings, against the RedHawks falling behind 9-3. Even though the pitching staff struggled, the Diablos offense struggled even more, the Diablos were blanked through the first three innings, only producing one hit. </span></p>
<p class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">The Diablos as they always do, fought; First Baseman <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=445267">Jonathan Cisneros</a>, and Catcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=457104">Thomas McAlpine</a> produced RBIs in the sixth inning to bring the score to 9-3. </span></p>
<p class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">After the Diablos two run inning, the offense stalled once again, as the RedHawks scored three more runs in the ninth inning, which produced the final score of 12-3.</span></p>
<p class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">This was Diablos first lose in a three game series with the Fargo-Moorhead RedHawks, the Diablos now fall to 1-4 this season. The Diablos play tomorrow morning, 10:30 at Cohen Stadium on Kids Day.</span></p>
<p class="MsoNormal">&#160;</p>
<p class="MsoNormal">&#160;</p>
<p><strong>
<p class="MsoNormal"><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=146259"><span style="font-size: medium;"><span style="font-family: 'Courier New';">Link to Box Score</span></span></a></p>
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<pre style="color: rgb(0, 0, 0); font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; word-wrap: break-word; white-space: pre-wrap;">
GAME DATE: 05/20/2013
Fargo-Moorhead RedHawks  12 AT El Paso Diablos  3

                                 YTD                                   YTD
Fargo              AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
Z.Penprase SS       6  2  3  0  .182  M.Gonzalez SS       5  0  1  0  .348
J.Garcia 2B         6  3  3  1  .188  R.Ramirez 2B        4  0  0  0  .238
N.Jackson CF        5  0  1  3  .100  M.Einertson CF      4  2  3  0  .364
T.Alberts RF        6  4  4  5  .381  B.Joynt LF          4  1  1  1  .316
B.Sosnoskie LF      5  0  4  0  .350  J.Cisneros 1B       4  0  2  1  .238
R.Pineda DH         4  0  0  0  .143  O.Mesa RF           3  0  1  0  .471
R.Bourquin 3B       4  1  2  2  .222  T.McAlpine C        3  0  0  1  .167
T.Jennings C        4  1  1  0  .294  J.Muse DH           3  0  0  0  .000
K.Brachold 1B       4  1  2  0  .158  E.Corcino 3B        3  0  0  0  .313
                   44 12 20 11                           33  3  8  3

Fargo                2 1 1   3 1 1   0 0 3 - 12 20  0
El Paso              0 0 0   1 0 2   0 0 0 -  3  8  3
2B--J.Garcia (1), B.Sosnoskie (1), M.Einertson 2 (4), J.Cisneros (1).
3B--M.Einertson (1). HR--T.Alberts 3 (3), R.Bourquin (1). RBI--J.Garcia
(1), N.Jackson  3 (4), T.Alberts  5 (6), R.Bourquin  2 (2), B.Joynt (5),
J.Cisneros (2), T.McAlpine (1). HP--T.Jennings (1). SF--N.Jackson (1),
T.McAlpine (1). SB--Z.Penprase (3), J.Garcia (1), B.Sosnoskie (1).
CS--N.Jackson (1), J.Muse (1). E--M.Gonzalez (3), O.Mesa (1), T.McAlpine
(1). 
LOB--Fargo 12, El Paso 7. DP--M. Gonzalez(SS) - J. Cisneros(1B), M.
Gonzalez(SS) - K. Brahney(P) - J. Cisneros(1B), Z. Penprase(SS) - A.
Sunderland(P) - K. Brachold(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 Fargo
T.Stanton (W,1-0)               5.0   6   3   3   2   2   0    5.40
A.Sunderland                    2.0   2   0   0   1   1   0    0.00
M.King                          2.0   0   0   0   0   1   0    0.00
                                9     8   3   3   3   4   0
 El Paso
D.Forbes (L,0-1)                5.0  13   8   6   2   1   3   10.50
K.Brahney                       3.0   4   1   1   2   2   0    7.94
V.Ferrante                      1.0   3   3   3   1   2   1   13.50
                                9    20  12  10   5   5   4
WP--D.Forbes (2), K.Brahney (2). PB--T.Jennings. HB--K.Brahney (1).
SO--Z.Penprase, T.Alberts, R.Pineda, T.Jennings, K.Brachold, B.Joynt,
T.McAlpine 2, E.Corcino. BB--B.Sosnoskie, R.Pineda 2, R.Bourquin,
K.Brachold, O.Mesa, J.Muse, E.Corcino. BF--T.Stanton 23 (23), A.Sunderland
8 (17), M.King 6 (9), D.Forbes 29 (35), K.Brahney 15 (32), V.Ferrante 7
(15). P-S--T.Stanton 85-50, A.Sunderland 35-18, M.King 20-14, D.Forbes
102-58, K.Brahney 56-31, V.Ferrante 21-11. 
T--3:03.  A--1006

Weather: 
Umpires: Plate Ump - Art Thigpen, Field Ump #1 - Levinksi, Field Ump #3 - Gaurmer</pre>
<p>&#160;</p>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>Diablos win a seesaw battle against the Amarillo Sox 12-8</title><link>http://www.diablos.com/News/tabid/207/PostID/828/Diablos-win-a-seesaw-battle-against-the-Amarillo-Sox-12-8.aspx</link><author>LizetteE</author><guid isPermaLink="false">828</guid><pubDate>Sun, 19 May 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img 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<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><span style="font-size:15.0pt;line-height:115%;font-family:&quot;Courier New&quot;">Diablos win a seesaw battle against the Amarillo Sox 12-8</span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><img src="/Portals/1/Wrap Up Photos/5-19-13 Wrap Up Photo small.jpg" width="448" height="267" alt="" /></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">El Paso, TX- The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> come away with their first win of the season, against the <a href="http://www.americanassociationbaseball.com/team/amarillo.php">Amarillo Sox</a> in a seesaw battle 12-8 win. Tonight’s game was the last of the Diablos four game series with the Amarillo Sox, in which the Sox took the series 3-1.</span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">The Diablos got off to another quick start scoring six runs in the first three innings taking a 6-2 lead. Starting pitcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=442479">Ryan Bean</a> held of any offensive attack from the Sox, until the fifth inning, where he gave up three runs, where the Sox closed the gap 6-5.</span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">Relief pitcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=340245">David Casillas</a> held off any more damage in the fifth inning from the Sox, but the Diablos struggled to hold off Amarillo in the seventh and eighth innings, the Sox eventually took an 8-7 lead going into the bottom of the eighth inning. The Diablos held strong though producing another four run inning, thanks to RBIs from catcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=457107">Moises Montero</a>, third baseman <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=436003">Edgar Corcino</a>, and shortstop <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=155867">Maikol Gonzalez</a> to take a 11-8 lead.</span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">The Diablos weren’t finished though getting the bases loaded, and striking for one run in the eighth inning, by a Miguel Chacoa RBI, to take the lead and eventual win 12-8. The two star players of the game were shortstop Maikol Gonzalez going three for five, with two RBIs, and third baseman Edgar Corcino going three for three with three RBIs</span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family:&quot;Courier New&quot;">The Diablos start a three game series with the <a href="http://www.americanassociationbaseball.com/team/fargo.php">Fargo-Moorhead RedHawks</a> starting tomorrow night, 7:05 at Cohen Stadium.</span></p>
<p style="text-align: left;" class="MsoNormal"><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=146252">&#160;Link to Box Score</a></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-family:&quot;Courier New&quot;">GAME DATE: 05/19/2013</span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-family:&quot;Courier New&quot;">Amarillo Sox<span style="mso-spacerun:yes">&#160; </span>8 AT El Paso Diablos<span style="mso-spacerun:yes">&#160; </span>12</span></b></p>
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">J.Weik 1B<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>.250<span style="mso-spacerun:yes">&#160; </span>B.Joynt LF<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>.333</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Patton DH<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>5<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1 <span style="mso-spacerun:yes">&#160;</span>.235<span style="mso-spacerun:yes">&#160; </span>J.Cisneros 1B<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160; </span>5<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>.176</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Grossman C<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>.357<span style="mso-spacerun:yes">&#160; </span>O.Mesa RF<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>.500</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Valencia RF<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>.353<span style="mso-spacerun:yes">&#160; </span>T.McAlpine DH<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>.333</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;</span>D.Evatt 3B,PR<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>.000<span style="mso-spacerun:yes">&#160;&#160; </span>M.Chacoa PH<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>.000</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">T.Ford 3B<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>.455<span style="mso-spacerun:yes">&#160; </span>M.Montero C<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>.333</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">K.Serna SS<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>1<span style="mso-spacerun:yes">&#160; </span>0<span style="mso-spacerun:yes">&#160; </span>.125<span style="mso-spacerun:yes">&#160; </span>E.Corcino 3B<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>2<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>3<span style="mso-spacerun:yes">&#160; </span>.385</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>35<span style="mso-spacerun:yes">&#160; </span>8 10<span style="mso-spacerun:yes">&#160; </span>7<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>37 12 17 10</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">&#160;</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">Amarillo<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>0 2 0<span style="mso-spacerun:yes">&#160;&#160; </span>0 3 2<span style="mso-spacerun:yes">&#160;&#160; </span>1 0 0 -<span style="mso-spacerun:yes">&#160; </span>8 10<span style="mso-spacerun:yes">&#160; </span>1</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">El Paso<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>0 2 4<span style="mso-spacerun:yes">&#160;&#160; </span>0 0 1<span style="mso-spacerun:yes">&#160;&#160; </span>4 1 x - 12 17<span style="mso-spacerun:yes">&#160; </span>1</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">2B--D.Peralta (4), C.Patton (2), C.Valencia (3), K.Serna (2), B.Joynt (1),</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Montero (2), E.Corcino 2 (4). 3B--M.Gonzalez (1). RBI--J. Anthonsen<span style="mso-spacerun:yes">&#160; </span>2</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">(5), J.Weik<span style="mso-spacerun:yes">&#160; </span>2 (7), C.Patton (3), C.Grossman (9), C.Valencia (3),</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Gonzalez<span style="mso-spacerun:yes">&#160; </span>2 (3), M.Einertson (3), O.Mesa (1), M.Chacoa (1), M.Montero<span style="mso-spacerun:yes">&#160; </span>2</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">(5), E.Corcino<span style="mso-spacerun:yes">&#160; </span>3 (5). HP--M.Montero (1). SF--J. Anthonsen (2), M.Einertson</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">(1), E.Corcino (1). SB--M.Gonzalez (3), O.Mesa 2 (2). E--K.Serna (3),</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">E.Corcino (4). </span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">LOB--Amarillo 11, El Paso 8. DP--M. Gonzalez(SS) - J. Cisneros(1B), J. </span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">Anthonsen(2B) - K. Serna(SS) - J. Weik(1B), J.<span style="mso-spacerun:yes">&#160; </span>Anthonsen(2B) - K.</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">Serna(SS) - J. Weik(1B). </span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span>YTD</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>IP<span style="mso-spacerun:yes">&#160;&#160; </span>H<span style="mso-spacerun:yes">&#160;&#160; </span>R<span style="mso-spacerun:yes">&#160; </span>ER<span style="mso-spacerun:yes">&#160; </span>BB<span style="mso-spacerun:yes">&#160; </span>SO<span style="mso-spacerun:yes">&#160; </span>HR<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160; </span>ERA</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;</span>Amarillo</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">F.Flores<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4.1<span style="mso-spacerun:yes">&#160; </span>11<span style="mso-spacerun:yes">&#160;&#160; </span>6<span style="mso-spacerun:yes">&#160;&#160; </span>5<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>10.39</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">J.Holdzkom<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>1.2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>3.38</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">J.Testa (L,0-1)<span style="mso-spacerun:yes">&#160;&#160; </span><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span>0.0<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>9.00</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Madden<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>1.0<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>15.43</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Larkins<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>1.0<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>3.86</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>8<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>17<span style="mso-spacerun:yes">&#160; </span>12<span style="mso-spacerun:yes">&#160; </span>11<span style="mso-spacerun:yes">&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>0</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;</span>El Paso</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">R.Bean<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>4.1<span style="mso-spacerun:yes">&#160;&#160; </span>4<span style="mso-spacerun:yes">&#160;&#160; </span>5<span style="mso-spacerun:yes">&#160;&#160; </span>5<span style="mso-spacerun:yes">&#160;&#160; </span>8<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>10.39</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">D.Casillas<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>1.2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>3<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>14.29</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Joyce (W,1-0)<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>2.0<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>0.00</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Koons<span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>1.0<span style="mso-spacerun:yes">&#160;&#160; </span>2<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160; </span>1<span style="mso-spacerun:yes">&#160;&#160; </span>0<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>9.00</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;"><span style="mso-spacerun:yes">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span>9<span style="mso-spacerun:yes">&#160;&#160;&#160; </span>10<span style="mso-spacerun:yes">&#160;&#160; </span>8<span style="mso-spacerun:yes">&#160;&#160; </span>7<span style="mso-spacerun:yes">&#160; </span>10<span style="mso-spacerun:yes">&#160;&#160; </span>7<span style="mso-spacerun:yes">&#160;&#160; </span>0</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">WP--M.Larkins (1), R.Bean 3 (3). PB--C.Grossman, M.Montero. HB--F.Flores</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">(1). SO--C.Patton, C.Grossman 2, D.Evatt, T.Ford 2, K.Serna, J.Cisneros,</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">T.McAlpine, M.Montero. BB--J. Anthonsen 3, J.Martin, D.Peralta, J.Weik,</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">C.Grossman, C.Valencia, T.Ford, K.Serna, B.Joynt 2, O.Mesa 2. BF--F.Flores</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">25 (25), J.Holdzkom 6 (9), J.Testa 2 (11), C.Madden 5 (16), M.Larkins 6</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">(11), R.Bean 25 (25), D.Casillas 8 (29), M.Joyce 8 (16), M.Koons 5 (16).</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">P-S--F.Flores 82-51, J.Holdzkom 15-10, J.Testa 11-6, C.Madden 18-12,</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">M.Larkins 27-12, R.Bean 100-48, D.Casillas 30-18, M.Joyce 20-13, M.Koons</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">13-11. </span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">T--3:36.<span style="mso-spacerun:yes">&#160; </span>A--2637</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
&quot;Courier New&quot;">&#160;</span></p>
<p class="MsoNormal"><span style="font-size:9.0pt;line-height:115%;font-family:
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<![endif]--></p>]]></content:encoded><trackback:ping /></item><item><title>Diablos get trounced by Amarillo 14-4</title><link>http://www.diablos.com/News/tabid/207/PostID/827/Diablos-get-trounced-by-Amarillo-14-4.aspx</link><author>LizetteE</author><guid isPermaLink="false">827</guid><pubDate>Sat, 18 May 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img 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<p align="center" class="MsoNormal" style="text-align:center"><img alt="" src="https://mail.google.com/mail/u/0/?ui=2&amp;ik=8d84e4d968&amp;view=att&amp;th=13ebb35947b1b16b&amp;attid=0.1.1&amp;disp=emb&amp;zw&amp;atsh=1" /></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><span courier="" style="font-size:15.0pt;line-height:115%;font-family:">Diablos get trounced by Amarillo 14-4</span></b></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">El Paso, TX- After a fast start in the bottom of the first inning, the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> lose their third straight game to the <a href="http://www.americanassociationbaseball.com/team/amarillo.php">Amarillo Sox</a>.</span></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">The Diablos had a ghastly first four innings of the game, giving up eight hits, ten runs, and three errors to fall behind 10-3.</span></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">The Diablos picked up there pitching and defense for the next four innings only giving up one run, before the Sox struck for three more runs in the ninth. </span></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">The one shining light of the game was Center Fielder <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232554">Mitch Einertson</a>, who had two hits and two RBIs for the Diablos. </span></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">The Diablos are now 0-3 on the season, with one more game against the Amarillo Sox, in a four game series. The Diablos play the Sox tomorrow night, 6:05 at Cohen Stadium.</span></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">&#160;</span></p>
<p style="text-align: left;" class="MsoNormal"><span courier="" style="font-family:">&#160;
<pre style="color: rgb(0, 0, 0); font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; word-wrap: break-word; white-space: pre-wrap;">
GAME DATE: 05/18/2013
Amarillo Sox  14 AT El Paso Diablos  4

                                 YTD                                   YTD
Amarillo           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
J. Anthonsen 2B     4  3  2  2  .231  M.Gonzalez SS       3  1  1  0  .308
J.Martin CF         5  3  2  0  .333   M.Chacoa SS        2  0  0  0  .000
D.Peralta LF        5  1  3  4  .429  R.Ramirez 2B        4  1  2  0  .333
J.Weik 1B           5  1  2  5  .250  M.Einertson CF      4  1  2  2  .214
C.Patton DH         4  1  2  1  .250  B.Joynt DH          4  0  1  1  .250
C.Grossman C        6  1  2  2  .400  J.Cisneros 1B       4  0  0  0  .167
C.Valencia RF       6  1  1  1  .286  O.Mesa RF           4  1  1  0  .455
T.Ford 3B           4  2  1  1  .571  J.Muse LF           4  0  0  0  .000
K.Serna SS          5  1  1  1  .083  M.Montero C         4  0  1  1  .182
                                      E.Corcino 3B        4  0  0  0  .200
                   44 14 16 17                           37  4  8  4

Amarillo             2 2 4   2 0 0   1 0 3 - 14 16  3
El Paso              3 0 0   0 0 0   0 0 1 -  4  8  5
2B--D.Peralta 2 (3), C.Patton (1), C.Grossman (2), K.Serna (1), M.Einertson
(2). RBI--J. Anthonsen  2 (3), D.Peralta  4 (6), J.Weik  5 (8), C.Patton
(2), C.Grossman  2 (7), C.Valencia (2), T.Ford (2), K.Serna (2),
M.Einertson  2 (2), B.Joynt (4), M.Montero (3). HP--J.Martin (2). SF--J.
Anthonsen (1). E--J. Anthonsen (1), T.Ford (2), K.Serna (2), M.Gonzalez
(2), R.Ramirez (2), M.Einertson (1), J.Muse (1), E.Corcino (3). 
LOB--Amarillo 11, El Paso 6. DP--M. Chacoa(SS) - R. Ramirez(2B) - J.
Cisneros(1B), J.  Anthonsen(2B) - T. Ford(3B) - J. Weik(1B), E. Corcino(3B)
- R. Ramirez(2B) - J. Cisneros(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 Amarillo
J.Hirsh (W,1-0)                 4.0   4   3   3   0   3   0    6.75
J.Mitchell                      3.0   1   0   0   0   4   0    0.00
J.Holdzkom                      1.0   1   0   0   0   1   0    0.00
G.Miller                        1.0   2   1   1   0   3   0    6.75
                                9     8   4   4   0  11   0
 El Paso
M.Schimpf (L,0-1)               2.2   6   8   3   4   0   0   10.12
K.Brahney                       1.1   2   2   1   1   1   0   13.50
V.Ferrante                      1.0   0   0   0   1   1   0    5.40
C.Barnard                       1.0   1   0   0   0   1   0    0.00
A.Tollefson                     2.0   2   1   1   0   1   0    2.25
M.Koons                         1.0   5   3   3   0   0   0   13.50
                                9    16  14   8   6   4   0
WP--J.Mitchell (1), K.Brahney (1), A.Tollefson (1). HB--M.Schimpf (1).
SO--J. Anthonsen, J.Martin, D.Peralta, C.Patton, M.Gonzalez, M.Chacoa,
R.Ramirez, B.Joynt 2, J.Cisneros 3, O.Mesa, J.Muse, E.Corcino. BB--J.
Anthonsen, D.Peralta, J.Weik, C.Patton 2, T.Ford. BF--J.Hirsh 17 (17),
J.Mitchell 11 (11), J.Holdzkom 3 (3), G.Miller 6 (7), M.Schimpf 21 (21),
K.Brahney 8 (17), V.Ferrante 4 (8), C.Barnard 4 (11), A.Tollefson 8 (16),
M.Koons 7 (11). P-S--J.Hirsh 53-39, J.Mitchell 37-29, J.Holdzkom 10-6,
G.Miller 23-17, M.Schimpf 68-45, K.Brahney 26-15, V.Ferrante 19-8,
C.Barnard 13-10, A.Tollefson 28-21, M.Koons 20-16. 
T--3:05.  A--1465

Weather: 
Umpires: Plate Ump - Gaurmer, Field Ump #1 - Weiss, Field Ump #3 - Levinksi</pre>
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<![endif]--></p>]]></content:encoded><trackback:ping /></item><item><title>Diablos lose a nail biter to the Amarillo Sox 11-8</title><link>http://www.diablos.com/News/tabid/207/PostID/826/Diablos-lose-a-nail-biter-to-the-Amarillo-Sox-11-8.aspx</link><author>LizetteE</author><guid isPermaLink="false">826</guid><pubDate>Sat, 18 May 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img 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<p><span style="font-family: Verdana;"> </span></p>
<p align="center" class="MsoNormal" style="text-align:center"><span style="font-size: medium;"><b style="mso-bidi-font-weight:
normal">Diablos lose a nail biter to the Amarillo Sox 11-8</b></span></p>
<p> </p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family: Verdana;">El Paso, TX- Another close defeat leaves the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> still searching for their first win of the season. </span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family: Verdana;">The Diablos started strong, thanks to three shutout innings by starting pitcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=351216"><u>Luis Chirinos</u></a>. Contrary to the first three innings, the fourth inning was an offensive explosion for both teams, in which the Sox took the lead 4-3.</span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family: Verdana;">In the fifth inning, the <a href="http://www.americanassociationbaseball.com/team/amarillo.php">Sox</a> scored two runs to extend their lead to three, but the Diablos came back with a strong sixth inning, scoring five runs to take a 8-6 lead. </span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family: Verdana;">On the brink of their first win of the season, the Diablos give up five runs in the eighth inning, and eventually fell 11-8 to the Amarillo Sox.</span></p>
<p style="text-align: left;" class="MsoNormal"><span style="font-family: Verdana;">The Diablos are now 0-2, with two more games left against the Amarillo Sox, in a four game series. The Diablos play the Amarillo Sox tomorrow night, 7:05 at Cohen Stadium. </span></p>
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<pre style="color: rgb(0, 0, 0); font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; word-wrap: break-word; white-space: pre-wrap;">
GAME DATE: 05/17/2013
Amarillo Sox  11 AT El Paso Diablos  8

                                 YTD                                   YTD
Amarillo           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
J. Anthonsen 2B     5  1  0  0  .111  M.Gonzalez SS       5  1  1  0  .300
J.Martin CF         5  2  2  1  .300  R.Ramirez 2B        5  0  1  1  .250
D.Peralta LF        4  3  2  1  .333  M.Einertson CF      5  1  1  0  .100
J.Weik 1B           3  2  1  2  .143  B.Joynt 1B          5  1  1  0  .250
C.Patton DH         4  1  1  3  .222  J.Cisneros DH       4  2  2  1  .250
 C.Grossman DH      0  0  0  0  .333  O.Mesa RF           5  1  4  0  .571
K.Serna SS          4  0  0  1  .000  J.Muse LF           5  0  0  0  .000
C.Valencia RF       4  0  0  1  .375  M.Montero C         4  1  1  2  .143
D.Evatt 3B          2  1  0  1  .000  E.Corcino 3B        3  1  1  2  .333
 A.De La Gar 3B,PH  1  0  0  0  .000       
T.Ford C            3  1  3  1 1.000       
                   35 11  9 11                           41  8 12  6

Amarillo             0 0 0   4 2 0   0 5 0 - 11  9  2
El Paso              0 0 0   3 0 5   0 0 0 -  8 12  4
2B--J.Weik (1), C.Patton (1), M.Gonzalez (1), M.Einertson (1), M.Montero
(1), E.Corcino (2). RBI--J.Martin (2), D.Peralta (2), J.Weik  2 (3),
C.Patton  3 (4), K.Serna (1), C.Valencia (1), D.Evatt (1), T.Ford (1),
R.Ramirez (1), J.Cisneros (1), M.Montero  2 (2), E.Corcino  2 (2).
HP--J.Martin (1). SF--D.Evatt (1). SH--J. Anthonsen (0). SB--M.Gonzalez
(2). CS--C.Valencia 2 (2). E--K.Serna (1), T.Ford (1), R.Ramirez (1),
B.Joynt (1), M.Montero (1), E.Corcino (2). 
LOB--Amarillo 9, El Paso 8. DP--M. Gonzalez(SS) - R. Ramirez(2B) - B.
Joynt(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 Amarillo
J.Newby                         5.0   5   3   3   1   5   0    5.40
C.Madden                        0.2   4   5   2   0   1   0   13.50
M.Larkins (W,1-0)               1.1   1   0   0   0   1   0    0.00
J.Testa                         1.0   1   0   0   0   2   0    0.00
E.Draxton (S,1)                 1.0   1   0   0   1   2   0    0.00
                                9    12   8   5   2  11   0
 El Paso
L.Chirinos                      4.0   6   6   4   3   4   0    9.00
M.Joyce                         1.0   0   0   0   1   0   0    0.00
C.Barnard                       1.0   0   0   0   1   1   0    0.00
A.Tollefson                     1.0   0   0   0   1   2   0    0.00
K.Brahney (L,0-1)               0.1   1   4   3   2   0   0   20.26
V.Ferrante                      0.2   1   1   1   1   0   0   13.49
M.Koons                         1.0   1   0   0   0   0   0    0.00
                                9     9  11   8   9   7   0
WP--J.Newby (1), L.Chirinos 2 (2). HB--L.Chirinos (1). SO--J.Weik, C.Patton
2, K.Serna 2, D.Evatt 2, M.Gonzalez 2, B.Joynt 4, O.Mesa, J.Muse, M.Montero
2, E.Corcino. BB--D.Peralta, J.Weik 2, C.Patton, K.Serna, C.Valencia,
D.Evatt, T.Ford 2, J.Cisneros, E.Corcino. BF--J.Newby 21 (21), C.Madden 8
(11), M.Larkins 5 (5), J.Testa 4 (9), E.Draxton 5 (9), L.Chirinos 22 (22),
M.Joyce 3 (8), C.Barnard 4 (7), A.Tollefson 5 (8), K.Brahney 5 (9),
V.Ferrante 4 (4), M.Koons 4 (4). P-S--J.Newby 80-49, C.Madden 23-18,
M.Larkins 22-15, J.Testa 17-10, E.Draxton 17-11, L.Chirinos 77-44, M.Joyce
13-8, C.Barnard 13-9, A.Tollefson 18-12, K.Brahney 17-6, V.Ferrante 10-4,
M.Koons 12-9. 
T--3:41.  A--3998

Weather: 
Umpires: Plate Ump - Levinski, Field Ump #1 - Gaurmer, Field Ump #3 - Weiss</pre>
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<![endif]--></p>]]></content:encoded><trackback:ping /></item><item><title>Diablos Fall 9-5 in season opener against Amarillo Sox</title><link>http://www.diablos.com/News/tabid/207/PostID/825/Diablos-Fall-9-5-in-season-opener-against-Amarillo-Sox.aspx</link><author>LizetteE</author><guid isPermaLink="false">825</guid><pubDate>Fri, 17 May 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p style="text-align: center;"><img src="/Portals/1/Wrap Up Photos/5-16-13 Wrap Up Photo.jpg" width="448" height="336" alt="" /></p>
<p style="text-align: center;">&#160;</p>
<p style="text-align: center;"><span style="font-size: medium;">&#160;</span><strong><span style="font-size: medium;">Diablos Fall 9-5 in season opener against Amarillo Sox</span></strong></p>
<div style="text-align: left;"><span style="font-family: 'Courier New'; color: rgb(34, 34, 34); font-size: 13px;"><span style="font-family: Verdana;">El Paso, TX- After a fast start in the first inning the </span><a href="http://www.americanassociationbaseball.com/team/el-paso.php"><span style="font-family: Verdana;">Diablos</span></a><span style="font-family: Verdana;"> lost a close contest against the </span><a href="http://www.americanassociationbaseball.com/team/amarillo.php"><span style="font-family: Verdana;">Amarillo Sox</span></a></span><span style="font-family: Verdana;"><span style="color: rgb(34, 34, 34); font-size: 13px;">.</span></span></div>
<p>&#160;</p>
<p style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px;"><span style="font-family: Verdana;">First Baseman </span><span style="font-family: 'Courier New';"><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=155512"><span style="font-family: Verdana;">Brian Joynt</span></a><span style="font-family: Verdana;"> started off the season in style with a three run home run in the bottom of the first inning, to give the Diablos a 3-0 lead. Starting pitcher </span><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=340245"><span style="font-family: Verdana;">David Casillas</span></a></span><span style="font-family: Verdana;"> got off to a solid start, but had a tough third inning giving up five runs, and two runs in the fourth inning to give the Amarillo Sox a 7-3 lead.</span></p>
<p style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px;"><span style="font-family: Verdana;">The Diablos made it close again with a two run inning, in the bottom of the fifth inning, but the Sox matched the Diablos with two runs of their own in the top of the sixth inning, to extend their lead to 9-5.</span></p>
<p style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px;"><span style="font-family: Verdana;">The next three innings went scoreless as the Amarillo Sox took the first of a four game series against the Diablos. The Diablos play the Amarillo Sox&#160;<span class="aBn" data-term="goog_734885804" tabindex="0" style="border-bottom-width: 1px; border-bottom-style: dashed; border-bottom-color: rgb(204, 204, 204); position: relative; top: -2px; z-index: 0;"><span class="aQJ" style="position: relative; top: 2px; z-index: -1;">tomorrow, 7:05</span></span>&#160;at Cohen Stadium.&#160;</span></p>
<p style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px;">&#160;</p>
<div id="_GPL_e6a00_parent_div" style="color: rgb(0, 0, 0); font-family: 'Times New Roman'; font-size: medium; position: absolute; top: 0px; left: 0px; width: 1px; height: 1px; z-index: 2147483647;">&#160;</div>
<pre style="color: rgb(0, 0, 0); word-wrap: break-word; white-space: pre-wrap;"><span style="font-family: Verdana;">GAME DATE: 05/16/2013 Amarillo Sox  9 AT El Paso Diablos  5</span>

                                 YTD                                   YTD
Amarillo           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
J. Anthonsen 2B     4  1  1  1  .250  M.Gonzalez SS       5  1  2  1  .400
J.Martin CF         5  1  1  1  .200  R.Ramirez 2B        3  1  1  0  .333
D.Peralta LF        5  1  1  1  .200  M.Einertson CF      5  0  0  0  .000
C.Patton DH,P       5  1  1  1  .200  B.Joynt 1B          3  1  1  3  .333
J.Weik 1B           4  0  0  1  .000  J.Cisneros DH       4  0  0  0  .000
K.Serna SS          3  0  0  0  .000  O.Mesa RF           2  0  0  0  .000
D.Evatt 3B          3  1  0  0  .000  J.Muse LF           3  1  0  0  .000
 A.De La Garza 3B   0  0  0  0  .000  M.Montero C         3  0  0  0  .000
C.Valencia RF       4  3  3  0  .750  E.Corcino 3B        3  1  1  0  .333
C.Grossman C        3  1  1  2  .333       
                   36  9  8  7                           31  5  5  4

Amarillo             0 0 5   2 0 2   0 0 0 -  9  8  1
El Paso              3 0 0   0 2 0   0 0 0 -  5  5  2
2B--J.Martin (1), D.Peralta (1), C.Valencia 2 (2), E.Corcino (1).
3B--C.Patton (1). HR--B.Joynt (1). RBI--J. Anthonsen (1), J.Martin (1),
D.Peralta (1), C.Patton (1), J.Weik (1), C.Grossman  2 (2), M.Gonzalez (1),
B.Joynt  3 (3). HP--K.Serna (1). SF--J.Weik (1). SB--C.Valencia (1),
M.Gonzalez (1). CS--K.Serna (1). E--C.Valencia (1), M.Gonzalez (1),
E.Corcino (1). 
LOB--Amarillo 6, El Paso 7. DP--J.  Anthonsen(2B) - K. Serna(SS) - J.
Weik(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 Amarillo
J.Johnson (W,1-0)               5.0   5   5   5   3   3   1    9.00
J.Testa                         1.0   0   0   0   2   1   0    0.00
E.Draxton                       1.0   0   0   0   1   1   0    0.00
G.Miller                        0.1   0   0   0   0   0   0    0.00
C.Madden                        0.2   0   0   0   1   1   0    0.00
C.Patton                        1.0   0   0   0   1   1   0    0.00
                                9     5   5   5   8   7   1
 El Paso
D.Casillas (L,0-1)              4.0   7   7   7   3   2   0   15.75
D.Forbes                        1.0   1   2   1   1   1   0    9.00
M.Joyce                         1.0   0   0   0   0   3   0    0.00
C.Barnard                       1.0   0   0   0   0   1   0    0.00
A.Tollefson                     1.0   0   0   0   0   0   0    0.00
K.Brahney                       1.0   0   0   0   0   2   0    0.00
                                9     8   9   8   4   9   0
WP--D.Casillas (1), D.Forbes (1). HB--D.Forbes (1). SO--J. Anthonsen,
D.Peralta, C.Patton 3, J.Weik, D.Evatt 3, R.Ramirez 2, M.Einertson,
B.Joynt, J.Cisneros, J.Muse, E.Corcino. BB--J. Anthonsen, K.Serna, D.Evatt,
C.Grossman, R.Ramirez 2, B.Joynt, O.Mesa 2, J.Muse, M.Montero, E.Corcino.
BF--J.Johnson 22 (22), J.Testa 5 (5), E.Draxton 4 (4), G.Miller (1),
C.Madden 3 (3), C.Patton 4 (4), D.Casillas 21 (21), D.Forbes 6 (6), M.Joyce
5 (5), C.Barnard 3 (3), A.Tollefson 3 (3), K.Brahney 4 (4). P-S--J.Johnson
76-46, J.Testa 25-11, E.Draxton 16-7, G.Miller 2-2, C.Madden 13-8, C.Patton
25-12, D.Casillas 75-40, D.Forbes 21-14, M.Joyce 22-15, C.Barnard 14-8,
A.Tollefson 10-8, K.Brahney 16-12. 
T--3:38.  A--3106

Weather: 
Umpires: Plate Ump - Weiss, Field Ump #1 - Levinski, Field Ump #3 - Gaurmer</pre>
<p>&#160;</p>
<p style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px;">&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>2013 Diablo Spring Training, Exhibition Game &amp; Tryouts</title><link>http://www.diablos.com/News/tabid/207/PostID/824/2013-Diablo-Spring-Training,-Exhibition-Game-&amp;-Tryouts.aspx</link><author>LizetteE</author><guid isPermaLink="false">824</guid><pubDate>Fri, 03 May 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;</p>
<p class="MsoNormal" style="text-align: center;"><strong><span class="storytitlene1"><span style="font-size:12.0pt;line-height:115%;mso-fareast-font-family:
Calibri;mso-bidi-font-family:&quot;Times New Roman&quot;;color:#C00000">2013 DIABLOS SPRING TRAINING, EXHIBITION GAME &amp; TRYOUTS</span></span></strong><span style="font-size:
12.0pt;line-height:115%;mso-fareast-font-family:Calibri;mso-bidi-font-family:
&quot;Times New Roman&quot;;color:#C00000"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">EL PASO- Diablos players are making their way to El Paso from cities across America and abroad. &#160;With our season opener less than two weeks away, things are moving fast! The Diablos Spring Training starts Sunday, May 5<sup>th</sup> and ends Wednesday, May 15<sup>th</sup>, as Field Manager, Tim Johnson, begins to finalize the roster for the 2013 season. The Diablos will play one exhibition game on Friday, May 10<sup>th</sup> at 7:05 PM. Admission and parking are free, so take advantage to see the Diablos’ Spring Training invitees play.&#160;</p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">&#160;</p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">For ball players with pro club dreams, there’s still a chance to tryout for the 2013 Diablos roster. Tryouts will be held in Houston, TX on May 11<sup>th</sup> starting at 12:00 pm. Tryouts will be held at the Houston Texas Coastal Baseball Park (between Beltway 8 Feeder in between Telephone and Mykawa).Three players from tryouts will be invited to Spring Training with El Paso for the duration of Spring Training.&#160;</p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">&#160;</p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">The Diablos 2013 regular season kicks off May 16<sup>th</sup> against the Amarillo Sox at Cohen Stadium, wraps home games on August 25<sup>th</sup> with the Sioux City Explorers, and officially ends the season on the road in Gary SouthShore with the RailCats. With returning American Association Manager of the Year, Tim Johnson, at the helm, the Diablos are sure to make the most out of their 100-game schedule. Promotions will include Fireworks Fridays, Quartermania Sundays, $1 Beer Thursdays, Military Nights, character appearances, and Free Saturdays. Discounted Season Ticket, Weekend Ticket, and Flex Pack Ticket Specials are on sale now for the 2013 season. For more information on these or on our upcoming season, please visit diablos.com or call (915)755-2000.</p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">&#160;</p>
<p class="MsoNormal" align="center" style="text-align:center">--Diablos—</p>]]></content:encoded><trackback:ping /></item><item><title>Diablos National Anthem &amp; God Bless America Auditions</title><link>http://www.diablos.com/News/tabid/207/PostID/823/Diablos-National-Anthem-&amp;-God-Bless-America-Auditions.aspx</link><author>LizetteE</author><guid isPermaLink="false">823</guid><pubDate>Mon, 15 Apr 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;">&#160;<a href="/LinkClick.aspx?fileticket=t7MMWZ5Alvk%3d&amp;tabid=207"><img src="/Portals/1/PDF Files/2013 National Anthem Singers Flyer jpg.jpg" width="600" height="768" alt="" /></a></p>]]></content:encoded><trackback:ping /></item><item><title>2013 DIABLOS PROMOTION SCHEDULE SET</title><link>http://www.diablos.com/News/tabid/207/PostID/822/2013-DIABLOS-PROMOTION-SCHEDULE-SET.aspx</link><author>LizetteE</author><guid isPermaLink="false">822</guid><pubDate>Tue, 02 Apr 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif; line-height: 115%;">April 02, 2013</span></span></p>
<p class="MsoNormal" align="center" style="text-align:center"><span style="font-size: medium;"><span class="storytitlene1"><span style="line-height: 115%; font-family: 'Times New Roman', serif;"><br />
2013 DIABLOS PROMOTION SCHEDULE SET</span></span></span><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;mso-fareast-font-family:Calibri"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">EL PASO- </span><span style="font-family: 'Times New Roman', serif;">The Diablos are excited to announce their 2013 Promotion Schedule. As always, the Diablos are providing the Sun City with entertaining, affordable family fare. </span><span style="font-family: 'Times New Roman', serif;">The Diablos 2013 season starts May 16<sup>th,</sup> which doubles as their first $1 Beer Thursday and College Night at Cohen Stadium. Baseball and cheap beer? Summer is back!</span></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">&#160;</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;"> </span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">2013 boasts 9 Friday Fireworks, 9 Saturdays, 8 Quartermania Sundays, and 7 $1 Beer Thursdays. The Diablos will once again be hosting El Paso’s biggest and most exciting fireworks show for Independence Day with a home stand spanning from July 2 to July 9. The home game schedule ends August 25<sup>th</sup> with Quartermania Sunday and Fan Appreciation, and will officially end on the road September 2<sup>nd</sup> in Gary SouthShore, IN.</span></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">&#160;</p>
<p><span style="font-size: medium;">
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-family: 'Times New Roman', serif;"><o:p></o:p></span></p>
</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">&#160;</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">This summer, the Diablos will be welcoming some special guests to Cohen Stadium. On the field, they will be facing opponents from as far as Gary SouthShore, IN (RailCats) and Fargo Moorhead, ND (RedHawks), as well as our South Division and Texas rivals, the Laredo Lemurs, the Grand Prairie AirHogs and the Amarillo Sox. &#160;Off the field, the Diablos are excited to welcome special appearances from Garfield, Curious George, and Clifford the Big Red Dog.</span></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">&#160;</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">Our newest promotion will land on Saturday Nights. On select Saturdays, the Diablos will be offering FREE General Admission to all fans. We will announce where to get free tickets to these Saturday home games in the weeks leading up to each date.</span></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">&#160;</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">The Diablos are happy to bring back our long standing, fan favorite weekly promotions:</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">2 for 1 Tickets &amp; Taco Tuesdays:</span></b><span style="font-family: 'Times New Roman', serif;"> Buy one, get one free tickets at the gate, and 2 tacos and a beer for $3 inside at the concession stands.</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">$1 Beer Thursdays/College Night:</span></b><span style="font-family: 'Times New Roman', serif;"> $1 price tag on select Budweiser brands. Free General Admission for all college students, faculty, &amp; staff with ID.</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">Fireworks Fridays:</span></b><span style="font-family: 'Times New Roman', serif;"> Post-game fireworks extravaganza.</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">Giveaway, Special Appearance, or FREE Saturdays: </span></b><span style="font-family: 'Times New Roman', serif;">See calendar for individual Saturday promotions.</span></span><span style="font-family:
&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">Quartermania Sundays: </span></b><span style="font-family: 'Times New Roman', serif;">.25¢ hot dogs and ice cream sandwiches on all Sunday home games.</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">Military Nights: </span></b><span style="font-family: 'Times New Roman', serif;">Free General Admission to all active duty, retired, and dependents. See calendar for dates.</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><b><span style="font-family: 'Times New Roman', serif;">POP Out Hunger Nights: </span></b><span style="font-family: 'Times New Roman', serif;">Our concession company, Sodexo, will be offering a free small popcorn for any fan that brings at least one canned food item for El Pasoans Fighting Hunger Food Bank, formerly the West Texas Food Bank. See calendar for dates.</span></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt">&#160;</p>
<p><span style="font-size: medium;">
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-family: 'Times New Roman', serif;"><o:p></o:p></span></p>
</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">&#160;</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">In addition to regular weekly promotions, the Diablos will also have: Kid’s Day, Diablos Hat Giveaway, a Curious George Appearance, Bark in the Park Nights, a Clifford the Big Red Dog Appearance, Children’s Miracle Network Night, and a Garfield Appearance.</span><span style="font-family: 'Times New Roman', serif;">&#160;</span></span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">&#160;</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;">Go to our </span><a href="http://diablos.com/Schedule/UpcomingEvents/tabid/226/d/20130501/Default.aspx"><span style="font-size: medium;">"Schedule" Tab</span></a><span style="font-size: medium;"> to get details on all our promotions this season!</span></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">&#160;</span></b></p>
<table class="MsoTableGrid" border="1" cellspacing="0" cellpadding="0" style="border-collapse:collapse;border:none;mso-border-alt:solid windowtext .5pt;
    mso-yfti-tbllook:1184;mso-padding-alt:0in 5.4pt 0in 5.4pt">
    <tbody>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   16:</span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"> Opening   Day/$1 Beer Thursday/College Night<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:
            solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   7: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   17: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday <b><o:p></o:p></b></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   8: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">POP Out   Hunger<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   18: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Diablos   Hat Giveaway<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   9: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Taco   Tuesday/ 2 for 1 Tickets<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   19: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   18: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">$1 Beer   Thursday/College Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   20: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">POP Out   Hunger <o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   19: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   21: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Kid’s Day   (FREE Admission)<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   20: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Clifford   the Big Red Dog Special Appearance<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   22: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Military   Night<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   21: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">May   31: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday <o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   29: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">POP Out   Hunger<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   1: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Free Ticket   Saturday<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   30: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Taco   Tuesday/2 for 1 Tickets<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   2: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   31: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Military   Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   7: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   2: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   8: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Curious   George Special Appearance<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   3: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Free Ticket   Saturday <o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   9: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania/Bark   in the Park <o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   4: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania/Bark   in the Park<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   10: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">&#160;POP Out Hunger<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   8: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">$1 Beer   Thursday/ College Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   11: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Taco   Tuesday/ 2 for 1 Tickets<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   9: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   12: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Military   Night<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   10: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Garfield   Special Appearance<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   20: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">$1 Beer   Thursday/College Night<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   13: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Taco   Tuesday/2 for 1 Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   21: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks   Friday<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   14: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Military   Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   22: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Free   Ticket Saturday <o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   15: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">$1 Beer   Thursday/College Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">June   23: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">&#160;Quartermania<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   20: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Taco   Tuesday/2 for 1 Tickets<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   2: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Taco   Tuesday/ 2 for 1 Tickets<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   21: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">POP Out   Hunger<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   3: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Fireworks/Children’s   Miracle Network Night<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   22: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">$1 Beer   Thursday/College Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   4: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Independence   Day Fireworks Extravaganza<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   23: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Military   &amp; Fireworks Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   5: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Military   Night &amp; Fireworks<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   24: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Free   Ticket Saturday/EPCC Night<o:p></o:p></span></p>
            </td>
        </tr>
        <tr>
            <td width="367" valign="top" style="width:275.4pt;border:solid windowtext 1.0pt;
            border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;
            padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">July   6: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Free Ticket   Saturday<o:p></o:p></span></p>
            </td>
            <td width="367" valign="top" style="width:275.4pt;border-top:none;border-left:
            none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;
            mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;
            mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt">
            <p class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">August   25: </span></b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Quartermania/Fan   Appreciation Night<o:p></o:p></span></p>
            </td>
        </tr>
    </tbody>
</table>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><b><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">&#160;</span></b></p>
<p class="MsoNormal" style="margin-bottom:0in;margin-bottom:.0001pt"><span style="font-size: medium;"><span style="font-family: 'Times New Roman', serif;">Discounted Season Ticket, Weekend Ticket, and Flex Pack Ticket Specials are on sale now for the 2013 season. For more information on these promotions or on our upcoming season, please visit diablos.com or call (915)755-2000.&#160;</span></span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>]]></content:encoded><trackback:ping /></item><item><title>Former Diablo Broadcaster Heading to AA Jacksonville</title><link>http://www.diablos.com/News/tabid/207/PostID/821/Former-Diablo-Broadcaster-Heading-to-AA-Jacksonville.aspx</link><author>LizetteE</author><guid isPermaLink="false">821</guid><pubDate>Fri, 08 Feb 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" />&#160;</p>
<p><b><span style="font-size:12.0pt;line-height:
115%;color:#C00000">February 8, 2013</span></b></p>
<p class="MsoNormal" align="center" style="text-align:center"><b><span style="font-size:12.0pt;line-height:115%;color:#C00000">Former Diablo Broadcaster Heading to AA Jacksonville<o:p></o:p></span></b></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">EL PASO, TX – </span><span style="font-size: 12pt; line-height: 115%; background-position: initial initial; background-repeat: initial initial;">The voice of the Diablos in 2012, Play-by-Play Broadcaster Matt Leland, will be heading east to Jacksonville, FL for 2013 to be one of two Play-by-Play Broadcasters for the Jacksonville Suns, the Double-A affiliate of the Miami Marlins.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 115%; background-position: initial initial; background-repeat: initial initial;">Leland, a Millbrae, CA native, is a USC graduate with a BA in Broadcast &amp; Digital Journalism. Before joining the Diablos, Leland gained experience with USC media organizations including student radio, news stations, and newspapers. Leland also had internships with the Los Angeles Kings Hockey Club and LA and San Francisco Media Outlets. <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 115%; background-position: initial initial; background-repeat: initial initial;">As the Diablo Play-by-Play Broadcaster in 2012, Leland announced all home and away games via the official Diablo webcast and on the official flagship station for the Diablos, Fox Sports Radio, 1380 AM. “Matt was by far the best broadcaster we’ve had in the eight years our organization has been at Cohen Stadium. He has a bright, successful future ahead of him, and we wish him the best,” said Diablo President, Matt LaBranche.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12pt; line-height: 115%; color: rgb(34, 34, 34); background-position: initial initial; background-repeat: initial initial;">"I am incredibly excited and humbled to be heading to Florida this summer to become a broadcaster for the Jacksonville Suns. I view it as another step towards accomplishing my dream of reaching the Major Leagues. That said, I will greatly miss all the wonderful people, players and coaches in El Paso. The Diablos gave me the kind of opportunity that I doubt I'd find anywhere else. I will always remember El Paso as the first stop on a long journey, one that will always hold a special place in my heart as I move forward,” said Leland.</span><span style="font-size:12.0pt;line-height:115%;mso-bidi-font-family:Arial"><br />
<br />
</span><span style="font-size:12.0pt;line-height:115%">The Diablos 2013 season kicks off May 16<sup>th</sup> against the Amarillo Sox at Cohen Stadium, and wraps home games on August 25<sup>th</sup> with the Sioux City Explorers, and officially ends the season on the road in Gary SouthShore with the RailCats. With returning American Association Manager of the Year, Tim Johnson, at the helm, the Diablos are sure to make the most out of their 100-game schedule. Promotions will include Fireworks Fridays, Quartermania Sundays, $1 Beer Thursdays, Military Nights, character appearances, and FREE Saturdays. Discounted Season Ticket, Weekend Ticket, and Flex Pack Ticket Specials are on sale now for the 2013 season. For more information on these or on our upcoming season, please visit diablos.com or call (915)755-2000. </span><b><o:p></o:p></b></p>
<p class="MsoNormal" align="center" style="text-align:center">--Diablos—</p>]]></content:encoded><trackback:ping /></item><item><title>Account Executive Opportunities Available</title><link>http://www.diablos.com/News/tabid/207/PostID/820/Account-Executive-Opportunities-Available-.aspx</link><author>LizetteE</author><guid isPermaLink="false">820</guid><pubDate>Tue, 05 Feb 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;">&#160;<strong style="text-align: center;"><span style="font-size: large;">Account Executive Opportunities Available</span></strong></p>
<p style="text-align: center;"><img src="/Portals/1/Images/Acct Exec Job Photo Web.jpg" width="235" height="245" alt="" /></p>
<p style="text-align: center;"><span style="font-size: smaller;">Diablos Front Office GM/President &amp; Diablo Partner, Susan G Komen Event Coodinator</span></p>
<p style="text-align: center;">&#160;</p>
<p style="text-align: center;"><font size="3">In the world of sports, sponsorships, tickets sales, &amp; group sales are a way of life. Therefore, the El Paso Diablos are seeking a highly motivated Account Executive to get our 2013 season up and running.</font></p>
<p style="text-align: center;"><span style="font-size: medium;">If you have business-to-business sales experience, are energetic, customer service orientated, can meet sales objectives typically from new clients or accounts, develop proposals, can manage the contract process, and are a team player who'd like to spend your summer at a ballpark, please email your resume to General Manager/President, Matt LaBranche at mlabranche@diablos.com.</span></p>]]></content:encoded><trackback:ping /></item><item><title>El Paso Diablos Seeking Interns for 2013 Season</title><link>http://www.diablos.com/News/tabid/207/PostID/819/El-Paso-Diablos-Seeking-Interns-for-2013-Season.aspx</link><author>LizetteE</author><guid isPermaLink="false">819</guid><pubDate>Tue, 05 Feb 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><span style="font-size: medium;">Click the image below to download the printable PDF file of the flyer.&#160;</span></p>
<p style="text-align: center;"><a href="/LinkClick.aspx?fileticket=ogAUaDPUq6g%3d&amp;tabid=207"><img src="/Portals/1/PDF Files/2013 Internship Flyer jpg.jpg" width="600" height="775" alt="" /></a></p>]]></content:encoded><trackback:ping /></item><item><title>El Paso Diablos Hiring Game Day Staff for 2013 Season</title><link>http://www.diablos.com/News/tabid/207/PostID/818/El-Paso-Diablos-Hiring-Game-Day-Staff-for-2013-Season.aspx</link><author>LizetteE</author><guid isPermaLink="false">818</guid><pubDate>Tue, 05 Feb 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img src="/Portals/1/Official-logo_transparant.png" width="400" height="139" alt="" /></p>
<p>&#160;</p>
<p><span style="font-size: medium;">The El Paso Diablos are now&#160;hiring for the 2013 season. Home games start in May and last until August 25, 2013 for the regular season. We are currently hiring for ushers, parking attendants, ticket takers, souvenir store attendants, and customer service representatives.</span></p>
<p><span style="font-size: medium;">Applicants&#160;must be 18 years of age or older, and be authorized to work in the United States. Must be available to work nights, weekends, and holidays. Please note that baseball games can last a few hours, and employees are expected to stand or walk&#160;for a&#160;majority of the time.&#160;</span><span style="font-size: medium;">We are seeking senior or experienced applicants for our ushering positions, however all applicants will be considered.</span></p>
<p><span style="font-size: medium;">All applicants should possess a professional attitude that is customer service oriented. Employees regularly engage with the public, and should have a strong, friendly attitude and demeaner.</span></p>
<p><a href="/LinkClick.aspx?fileticket=srFkNjkQtUk%3d&amp;tabid=207"><span style="color: rgb(255, 0, 0);"><span style="font-size: medium;">Download an application here.</span></span></a><a href="../../../../../LinkClick.aspx?fileticket=GaXtKtChMg4%3d&amp;tabid=207"><span style="font-size: medium;"><br />
</span></a></p>
<p><span style="font-size: medium;">Applications can also be picked up at Cohen Stadium (9700 Gateway N. Blvd El Paso, Tx 79924) Monday thru Friday between the hours of 10:00 and 4:00.</span></p>
<p><span style="font-size: medium;">Mark your calendars for our annual Hiring Fair for new applicants on March 16, 2013 from 11:00 AM to 1:00 PM at Cohen Stadium's second floor. Please be on time and bring your application with you. If you cannot make the Hiring Fair, you must notify us prior to March 16, 2013.<br />
</span></p>
<p><span style="font-size: medium;">Call Lizette Espinosa at&#160;915-755-2000 or email laespinosa@diablos.com for more information.</span></p>]]></content:encoded><trackback:ping /></item><item><title>Orioles Purchase Contract of Zane Chavez</title><link>http://www.diablos.com/News/tabid/207/PostID/817/Orioles-Purchase-Contract-of-Zane-Chavez.aspx</link><author>LizetteE</author><guid isPermaLink="false">817</guid><pubDate>Fri, 01 Feb 2013 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center;"><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" />&#160;</p>
<p><b><span style="font-size:12.0pt;line-height:
115%;color:#C00000">February 1, 2013</span></b></p>
<p class="MsoNormal" align="center" style="text-align:center"><b><span style="font-size:12.0pt;line-height:115%;color:#C00000"><br />
Orioles Purchase Contract of Zane Chavez</span></b></p>
<p class="MsoNormal" align="center" style="text-align:center"><b><span style="font-size:12.0pt;line-height:115%;color:#C00000"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: center;"><img src="/Portals/1/Images/DSCN0668 - Copy.JPG" width="100" height="201" alt="" /></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">EL PASO, TX – </span><span style="font-size: 12pt; line-height: 115%; background-position: initial initial; background-repeat: initial initial;">The El Paso Diablos have sold the contract of C Zane Chavez to the Baltimore Orioles organization. Chavez will report to minor league spring training with the Orioles in March. Chavez is the second Diablo player to have his contract purchased by Baltimore since the season ended in September.</span><span style="font-size:12.0pt;line-height:115%;mso-bidi-font-family:
Arial"><br />
<br />
<span style="background-position: initial initial; background-repeat: initial initial;">Chavez, 26, was traded to El Paso from Grand Prairie in July of the 2012 season, and made an immediate impact as the starting catcher for the team. In his 37 games behind the plate, Chavez recorded a .336 batting average, 143 at bats, 18 runs, 48 hits, and 22 runs batted in.&#160; The San Diego native played an integral role in the Diablos’ second half play-off run as the South Division leaders.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">The Diablos 2013 season kicks off May 16<sup>th</sup> against the Amarillo Sox at Cohen Stadium, and wraps home games on August 25<sup>th</sup> with the Sioux City Explorers, and officially ends the season on the road in Gary SouthShore with the RailCats. With returning American Association Manager of the Year, Tim Johnson, at the helm, the Diablos are sure to make the most out of their 100-game schedule. Promotions will include Fireworks Fridays, Quartermania Sundays, $1 Beer Thursdays, Military Nights, character appearances, and FREE Saturdays. Discounted Season Ticket, Weekend Ticket, and Flex Pack Ticket Specials are on sale now for the 2013 season. For more information on these or on our upcoming season, please visit diablos.com or call (915)755-2000. </span><b><o:p></o:p></b></p>
<p class="MsoNormal" align="center" style="text-align:center">--Diablos—</p>]]></content:encoded><trackback:ping /></item><item><title>Orioles Purchase Contract of Marcel Prado</title><link>http://www.diablos.com/News/tabid/207/PostID/816/Orioles-Purchase-Contract-of-Marcel-Prado--.aspx</link><author>LizetteE</author><guid isPermaLink="false">816</guid><pubDate>Mon, 26 Nov 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img width="600" height="75" alt="" src="/Portals/1/Media_release_heading Dark.jpg" /></p>
<p>&#160;</p>
<p><span style="font-size: medium; "> </span></p>
<p><span style="font-size: x-large; "> </span></p>
<p style="margin: 0.0px 0.0px 10.0px 0.0px; text-align: center; font: 12.0px 'Times New Roman'; color: #de0000"><span style="font-size: large; "><span style="letter-spacing: 0px; "><b>Orioles Purchase Contract of Marcel Prado</b></span></span></p>
<p style="margin: 0.0px 0.0px 10.0px 0.0px; text-align: center; font: 12.0px 'Times New Roman'; color: #de0000"><img src="/Portals/1/Images/Prado, Marcel (3).jpg" width="150" height="247" alt="" /></p>
<p>&#160;</p>
<p>&#160;</p>
<p style="margin: 0.0px 0.0px 10.0px 0.0px; font: 12.0px 'Times New Roman'"><span style="font-size: medium; "><span style="letter-spacing: 0px; ">EL PASO, TX – The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">El Paso Diablos</a> have sold the contract of RHP <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=286338">Marcel Prado</a> to the <a href="http://baltimore.orioles.mlb.com/index.jsp?c_id=bal">Baltimore Orioles</a> organization. Prado will report to minor league spring training with the Orioles in March.<br />
<br />
Prado, 25, appeared in 44 games as a reliever for the Diablos in 2012. With a 3.37 ERA, Prado was a huge asset coming out of the bullpen. He recorded 2 wins, 3 loses, 15 saves, 50.2 innings pitched, 43 strike outs, 20 walks, and 48 hits throughout the season. Prado was one of the most recognizable players on the roster, standing at 6’4” and being a valuable player from spring training until the closing of the season.&#160; Prado is currently playing winter ball in the Venezuelan Winter League. <br />
</span></span></p>
<p style="margin: 0.0px 0.0px 10.0px 0.0px; font: 12.0px 'Times New Roman'"><span style="font-size: medium; "><span style="letter-spacing: 0px; ">The Diablos 2013 season kicks off May 16</span><span style="font: normal normal normal 8px/normal 'Times New Roman'; letter-spacing: 0px; "><sup>th</sup></span><span style="letter-spacing: 0px; "> against the <a href="http://www.americanassociationbaseball.com/team/amarillo.php">Amarillo Sox</a> at Cohen Stadium, wraps home games on August 25</span><span style="font: normal normal normal 8px/normal 'Times New Roman'; letter-spacing: 0px; "><sup>th</sup></span><span style="letter-spacing: 0px; "> with the <a href="http://www.americanassociationbaseball.com/team/sioux-city.php">Sioux City Explorers</a>, and officially ends the season on the road in <a href="http://www.americanassociationbaseball.com/team/gary.php">Gary SouthShore</a> with the RailCats. With returning American Association Manager of the Year, <a href="http://www.americanassociationbaseball.com/staff/johnson.php">Tim Johnson</a>, at the helm, the Diablos are sure to make the most out of their 100-game schedule. Promotions will include Fireworks Fridays, Quartermania Sundays, $1 Beer Thursdays, Military Nights, character appearances, and FREE Saturdays. Discounted Season Ticket, Weekend Ticket, and Flex Pack Ticket Specials are on sale now for the 2013 season. For more information on these or on our upcoming season, please visit diablos.com or call (915)755-2000.&#160;</span></span></p>
<p style="margin: 0.0px 0.0px 10.0px 0.0px; text-align: center; font: 11.0px 'Times New Roman'"><span style="font-size: medium; "><span style="letter-spacing: 0px; ">--Diablos—</span></span></p>
<p style="margin: 0.0px 0.0px 10.0px 0.0px; font: 11.0px 'Times New Roman'; color: #de0000">&#160;</p>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS ANNOUNCE 2013 GAME DAY SCHEDULE</title><link>http://www.diablos.com/News/tabid/207/PostID/815/DIABLOS-ANNOUNCE-2013-GAME-DAY-SCHEDULE.aspx</link><author>LizetteE</author><guid isPermaLink="false">815</guid><pubDate>Mon, 05 Nov 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" alt="" /></p>
<p><span style="font-size: 12pt; line-height: 115%; ">EL PASO, TX – The Diablos are pleased to announce the dates for their 2013 season at Cohen Stadium starting May 16</span><sup style="line-height: 115%; ">th</sup><span style="font-size: 12pt; line-height: 115%; "> against South Division rival the Amarillo Sox, and wrapping up on September 2</span><sup style="line-height: 115%; ">nd</sup><span style="font-size: 12pt; line-height: 115%; "> on the road in Gary SouthShore. This season’s schedule is slated to be the best yet. With returning American Association Manager of the Year, Tim Johnson, at the helm, the Diablos are sure to make the most out of their 100-game schedule. The Diablos will play 50 games at home and 50 on the road.</span></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">The Diablos schedule boasts 9 Fridays, 9 Saturdays, and 9 Sundays. The Diablos will once again be hosting El Paso’s biggest and most exciting fireworks show for Independence Day with a home stand spanning from July 2 to July 9. In addition to our returning fan favorite promotions, such as Fireworks Friday, Quartermania Sundays, $1 Beer Thursdays, Military Nights, and character appearances, the Diablos are happy to add FREE Saturdays to their 2013 promotional schedule on several Saturday home games. The full Diablos Promotional Schedule will be released this winter. &#160;</span></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">Game times are 7:05 pm Monday thru Saturday, and 6:05 pm for Sunday games. Exceptions are as follows:<o:p></o:p></span></p>
<ul>
    <li><span style="font-size:12.0pt;line-height:115%">Tuesday, May 21: 10:30 AM (Kid’s Day: Shoot for the STARR Testing Day)<o:p></o:p></span></li>
    <li><span style="font-size:12.0pt;line-height:115%">Thursday, July 4: 6:30 PM (Independence Day Fireworks Extravaganza)<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="text-indent:.25in"><span style="font-size:12.0pt;
line-height:115%">*Dates and times are subject to change and weather permitting.</span></p>
<p class="MsoNormal"><a href="/LinkClick.aspx?fileticket=jStUFXTKJgE%3d&amp;tabid=207"><span style="font-size: 16px; line-height: 18px; ">Download the printable pdf schedule flyer here!</span></a></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">Ball clubs from as far north as North Dakota, as far east as Indiana, and as far south as Texas are venturing to Cohen Stadium this year. &#160;A total of 9 different teams will be facing the Diablos at Cohen Stadium this year (Amarillo Sox (Texas), Fargo-Moorhead RedHawks (North Dakota), Grand Prairie AirHogs (Texas), Lincoln Saltdogs (Nebraska), Sioux City Explorers (Iowa), Wichita Wingnuts (Kansas), the Sioux Falls Pheasants (South Dakota), the Laredo Lemurs (Texas), the Saint Paul Saints (Minnesota), and making the trip for the first time ever, the Gary SouthShore RailCats (Indiana)).<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%">Discounted Season Ticket, Weekend Ticket, and Flex Pack Ticket Specials are on sale now for the 2013 season. For more information on these or on our upcoming season, please visit diablos.com or call (915)755-2000.</span></p>
<p class="MsoNormal"><font size="3"><span style="line-height: 18px;">The full calendar schedule is available under Diablos.com's "Schedule" Tab! Or click the links below for each month's calendar.</span></font></p>
<p class="MsoNormal"><a href="http://airhogsbaseball.com.fastarmadillo.com/Schedule/UpcomingEvents/tabid/226/d/20130501/Default.aspx"><span style="font-size: medium; line-height: 18px; ">May</span></a></p>
<p class="MsoNormal"><a href="http://airhogsbaseball.com.fastarmadillo.com/Schedule/UpcomingEvents/tabid/226/d/20130601/Default.aspx"><span style="font-size: medium; line-height: 18px; ">June</span></a></p>
<p class="MsoNormal"><a href="http://airhogsbaseball.com.fastarmadillo.com/Schedule/UpcomingEvents/tabid/226/d/20130701/Default.aspx"><span style="font-size: medium; line-height: 18px; ">July</span></a></p>
<p class="MsoNormal"><font size="3"><span style="line-height: 18px;"><a href="http://airhogsbaseball.com.fastarmadillo.com/Schedule/UpcomingEvents/tabid/226/d/20130801/Default.aspx">August</a></span></font></p>
<p class="MsoNormal"><a href="http://airhogsbaseball.com.fastarmadillo.com/Schedule/UpcomingEvents/tabid/226/d/20130901/Default.aspx"><span style="font-size: medium; line-height: 18px; ">September</span></a></p>
<p class="MsoNormal">&#160;</p>
<p class="MsoNormal">&#160;</p>
<p class="MsoNormal"><span style="font-size:12.0pt;line-height:115%"> <o:p></o:p></span></p>
<p class="MsoNormal"><b>&#160;</b></p>
<p class="MsoNormal"><b>&#160;</b></p>
<p class="MsoNormal">&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS DROP SEASON FINALE TO PHEASANTS, FINISH 47-53</title><link>http://www.diablos.com/News/tabid/207/PostID/814/DIABLOS-DROP-SEASON-FINALE-TO-PHEASANTS,-FINISH-47-53-.aspx</link><author>LizetteE</author><guid isPermaLink="false">814</guid><pubDate>Thu, 06 Sep 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">September 3, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS DROP SEASON FINALE TO PHEASANTS, FINISH 47-53</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">EL PASO, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/sioux-falls.php">Sioux Falls Pheasants</a> rallied for nine runs over their final two innings at the plate to overcome a five-run deficit and beat the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> 11-7 in the 2012 season finale at Cohen Stadium.</div>
<div>&#160;</div>
<div>El Paso had built its lead on a solo home run by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a> in the second inning and a five run fourth, and added another run in the sixth. Led by three hits from leadoff man <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=155867">Maikol Gonzalez</a>, the Diablos led 7-2 into the eighth.</div>
<div>&#160;</div>
<div>But with <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=339768">Justin Harper</a> (4-3) on the mound, El Paso's lead quickly vanished. Harper hit two of the first four batters he faced and soon gave way to <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=286338">Marcel Prado</a> with the lead down to 7-5. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341072">Nick Judkins</a> singled in two runs off Prado to tie the game, and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=287921">Jared Bolden</a>'s infield single gave Sioux Falls the lead.</div>
<div>&#160;</div>
<div>The Pheasants added two more runs in the top half of the ninth to lead 11-7, while the Diablos went down quietly in their final two innings at the plate. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=287919">Kyle Mertins</a> (4-1) earned the win with two frames of scoreless relief.</div>
<div>&#160;</div>
<div>The Diablos finish the year 47-53 after a 3-16 and 7-27 start.&#160;</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81971">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 09/03/2012
Sioux Falls Pheasants  11 AT El Paso Diablos  7

                                 YTD                                   YTD
S. Falls           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
N.Judkins RF        4  1  1  2  .145  M.Gonzalez SS       5  0  3  3  .330
 R.Carpenter PR,RF  1  0  1  2  .216  R.Fronk 3B          5  0  2  1  .284
C.Morales SS        5  1  1  0  .292  M.Einertson CF      5  0  0  0  .284
J.Bolden LF         6  1  2  1  .293  W.Dotel RF          4  1  2  0  .405
R. Abercrombie CF   4  1  3  1  .336  J.Acey 1B           4  2  2  2  .330
C.Nicolas 3B        5  1  2  1  .335  D.Nelson 2B         3  1  0  0  .272
C.Guerrero DH       2  1  1  0  .249  J.Muse LF           1  2  0  0  .263
T. Lawhorn 1B       4  2  0  1  .257  J.Marks DH          4  0  0  0  .298
J.Taylor 2B         5  2  3  1  .268  Z.Larson C          3  1  0  1  .063
A.Quintana C        4  1  1  1  .305       
                   40 11 15 10                           34  7  9  7

S. Falls             1 0 0   1 0 0   0 7 2 - 11 15  0
El Paso              0 1 0   5 0 1   0 0 0 -  7  9  2
2B--R. Abercrombie (6), W.Dotel (14). HR--J.Acey (5). RBI--N.Judkins  2
(5), R.Carpenter  2 (25), J.Bolden (56), R. Abercrombie (31), C.Nicolas
(82), T. Lawhorn (39), J.Taylor (27), A.Quintana (41), M.Gonzalez  3 (50),
R.Fronk (51), J.Acey  2 (40), Z.Larson (1). HP--R. Abercrombie (4),
C.Guerrero 2 (7), D.Nelson (2). SF--T. Lawhorn (3). SB--J.Muse (7).
E--W.Dotel (10), J.Muse (4). 
LOB--S. Falls 10, El Paso 5. DP--J. Taylor(2B) - C. Nicolas(3B) - T. 
Lawhorn(1B), J. Taylor(2B) - C. Morales(SS) - T.  Lawhorn(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 S. Falls
M.Michael                       4.0   6   6   6   3   5   1    6.61
T.Heithoff                      2.0   1   1   1   1   2   0    5.40
K.Mertins (W,4-1)               2.0   1   0   0   0   1   0    1.00
A.DeRatt                        1.0   1   0   0   0   1   0    5.44
                                9     9   7   7   4   9   1
 El Paso
R.Garcia                        6.0   5   2   2   3   1   0    7.13
R.Morla                         1.0   1   0   0   0   1   0    5.66
J.Harper (L,4-3)                0.1   4   6   6   1   0   0    4.28
M.Prado                         1.2   5   3   1   0   0   0    3.38
                                9    15  11   9   4   2   0
WP--R.Garcia (4), J.Harper (7). HB--M.Michael (12), J.Harper 2 (10),
M.Prado (5). SO--N.Judkins, J.Taylor, M.Gonzalez, R.Fronk, W.Dotel, J.Acey,
D.Nelson 2, J.Marks 3. BB--N.Judkins, C.Morales, C.Guerrero, A.Quintana,
J.Muse 3, Z.Larson. BF--M.Michael 21 (500), T.Heithoff 8 (218), K.Mertins 7
(210), A.DeRatt 3 (387), R.Garcia 25 (155), R.Morla 4 (74), J.Harper 8
(130), M.Prado 11 (216). P-S--M.Michael 76-48, T.Heithoff 28-18, K.Mertins
29-19, A.DeRatt 7-5, R.Garcia 67-42, R.Morla 10-9, J.Harper 26-13, M.Prado
48-31. 
T--2:50.  A--2936

Weather: 89 degrees, partly cloudy
Umpires: Plate Ump - Mo Hassen, Field Ump #1 - Kurt Branin, Field Ump #3 - JJ Garacho</pre>
</span></div>
</span></p>]]></content:encoded><trackback:ping /></item><item><title>EL PASO WINS FINAL NIGHT GAME OF SEASON OVER SIOUX FALLS</title><link>http://www.diablos.com/News/tabid/207/PostID/813/EL-PASO-WINS-FINAL-NIGHT-GAME-OF-SEASON-OVER-SIOUX-FALLS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">813</guid><pubDate>Mon, 03 Sep 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; "> </span></span></p>
<p class="MsoNormal" style="margin: 0px; "><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">September 2, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<p>&#160;</p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">EL PASO WINS FINAL NIGHT GAME OF SEASON OVER SIOUX FALLS</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "> </span></p>
<div><span style="font-family: 'Times New Roman'; ">EL PASO, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> racked up 19 hits including a two-run home run by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a> and got six solid innings from right-hander <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=378372">Kevin Cooper</a> (1-0) to beat the <a href="http://www.americanassociationbaseball.com/team/sioux-falls.php">Sioux Falls Pheasants</a> by a final of 13-7.</div>
<div>&#160;</div>
<div>El Paso got the scoring started in the second inning. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a> and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=231877">J.J Muse</a> each knocked in runs in that frame to give El Paso an early 2-0 lead.&#160;</div>
<div>&#160;</div>
<div>Not to be outdone, the Pheasants responded with five runs of their own in the third, the last three coming on a towering three-run home run by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=51356">Reggie Abercrombie</a>.</div>
<div>&#160;</div>
<div>It was the last lead the Pheasants would enjoy. Acey's two-run blast off <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=285259">Pete Gehle</a> (6-10) brought El Paso to within one, and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=315734">Jordan Marks</a>' RBI double in the fourth tied the score. The Diablos took the lead <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=272564">Reid Fronk</a>'s double two batters later en route to four runs in the inning.</div>
<div>&#160;</div>
<div>Leading 8-5 into the sixth, El Paso once again pounced for four runs, two coming on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=338572">Daniel Nelson</a>'s double with one out. The Diablos would add on one more run while the Pheasants put up two to close out the scoring.</div>
<div>&#160;</div>
<div>The game was the final evening contest of the year for the Diablos, who finish their season on Monday in the series and season finale against the Pheasants. First pitch is scheduled for 12:00 p.m. (MST).&#160;</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81964">Link to Box Score</a></div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 09/02/2012
Sioux Falls Pheasants  7 AT El Paso Diablos  13

                                 YTD                                   YTD
S. Falls           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
N.Judkins RF        5  0  0  1  .137  M.Gonzalez SS       6  2  3  0  .327
C.Morales SS        5  1  3  1  .293  R.Fronk 3B          5  2  3  1  .282
J.Bolden LF         4  1  1  0  .293  M.Einertson CF      4  1  1  1  .287
R. Abercrombie CF   2  1  2  3  .323  W.Dotel RF          5  2  4  2  .403
 R.Carpenter CF,PR  1  0  0  0  .213  J.Acey 1B           5  3  3  3  .326
C.Nicolas 3B        4  0  1  0  .334  D.Nelson DH         4  1  1  2  .277
C.Guerrero DH       5  0  0  0  .247  Z.Chavez C          2  0  1  1  .339
T. Lawhorn 1B       4  2  3  0  .260   Z.Larson C,PR      2  0  0  0  .077
J.Taylor 2B         4  2  2  0  .261  J.Muse LF           5  1  1  1  .263
A.Quintana C        4  0  1  2  .306  J.Marks 2B          5  1  2  1  .309
                   38  7 13  7                           43 13 19 12

S. Falls             0 0 5   0 0 0   0 2 0 -  7 13  3
El Paso              0 2 2   4 0 4   1 0 x - 13 19  0
2B--C.Morales (19), J.Taylor 2 (17), M.Gonzalez (10), R.Fronk 2 (24),
W.Dotel (13), D.Nelson (15), J.Marks (7). 3B--W.Dotel (4). HR--R.
Abercrombie (8), J.Acey (4). RBI--N.Judkins (3), C.Morales (51), R.
Abercrombie  3 (30), A.Quintana  2 (40), R.Fronk (50), M.Einertson (66),
W.Dotel  2 (44), J.Acey  3 (38), D.Nelson  2 (30), Z.Chavez (51), J.Muse
(35), J.Marks (18). HP--R. Abercrombie (3), M.Einertson (8), Z.Chavez (4).
SB--J.Bolden (23). CS--C.Morales (2), M.Gonzalez (15). E--C.Morales (14),
C.Nicolas 2 (10). 
LOB--S. Falls 8, El Paso 9. DP--M. Gonzalez(SS) - J. Marks(2B) - J.
Acey(1B), J. Taylor(2B) - C. Morales(SS) - T.  Lawhorn(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 S. Falls
P.Gehle (L,6-10)                4.0  12   8   5   1   2   1    5.50
J.Wellander                     3.0   6   5   1   0   4   0    6.75
D.Cooper                        1.0   1   0   0   0   0   0    4.14
                                8    19  13   6   1   6   1
 El Paso
K.Cooper (W,2-0)                6.0   9   5   5   2   6   1    3.80
S.Evarts                        2.0   4   2   1   0   2   0    6.57
M.Prado                         1.0   0   0   0   1   2   0    3.31
                                9    13   7   6   3  10   1
WP--P.Gehle (3), J.Wellander (2). HB--P.Gehle (6), J.Wellander (1),
K.Cooper (2). SO--N.Judkins, C.Morales, R.Carpenter, C.Nicolas 2,
C.Guerrero 3, J.Taylor, A.Quintana, J.Acey, Z.Chavez, Z.Larson, J.Muse,
J.Marks 2. BB--J.Bolden, R.Carpenter, C.Nicolas, D.Nelson. BF--P.Gehle 25
(473), J.Wellander 17 (42), D.Cooper 4 (200), K.Cooper 28 (76), S.Evarts 10
(131), M.Prado 4 (205). P-S--P.Gehle 63-42, J.Wellander 52-31, D.Cooper
9-8, K.Cooper 99-63, S.Evarts 34-21, M.Prado 18-9. 
T--2:51.  A--3397

Weather: 95 degrees, scattered clouds
Umpires: Plate Ump - JJ Garacho, Field Ump #1 - Mo Hassen, Field Ump #3 - Kurt Branin</pre>
</span></div>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>PHEASANTS POUND OUT TO 20 HITS TO DOWN DIABLOS</title><link>http://www.diablos.com/News/tabid/207/PostID/812/PHEASANTS-POUND-OUT-TO-20-HITS-TO-DOWN-DIABLOS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">812</guid><pubDate>Sun, 02 Sep 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" alt="" />&#160;</p>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">September 1, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">PHEASANTS POUND OUT TO 20 HITS TO DOWN DIABLOS</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">EL PASO, TX-</span>&#160;One night after a 12-run <a href="http://am-association.bbstats.pointstreak.com/team_roster.html?teamid=6323&amp;seasonid=11458">El Paso</a> victory, the <a href="http://www.americanassociationbaseball.com/team/sioux-falls.php">Sioux Falls Pheasants</a> returned the favor with one of their own, beating the Diablos at Cohen Stadium by a final of 14-2.</div>
<div>&#160;</div>
<div>Sioux Falls scored in each of the first four innings off Diablos starter <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=198204">Reyes Dorado</a>, who surrendered seven runs on eleven hits in taking his fifth loss of the year and third since joining the starting rotation.</div>
<div>&#160;</div>
<div>Every Pheasants starter except for two had an RBI as Sioux Falls approached but fell just short of their season highs in both runs and hits.</div>
<div>&#160;</div>
<div>The big inning for the visitors was the seventh, when <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=313099">Tim Adleman</a> struggled to record an elusive third out. Seven runs scored, all after two were out, putting the game out of reach.</div>
<div>&#160;</div>
<div>The Diablos were also stymied at the plate by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=276120">Rod Scurry</a>, who echoed <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=150540">Scott Hodsdon</a>'s effort from the previous night with a complete game, giving up just two runs on seven hits in beating El Paso for the second time this season.</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=231877">J.J. Muse</a> knocked in both Diablos runs and went 1-for-4 at the plate.</div>
<div>&#160;</div>
<div>The Diablos will play their second-to-last game of the season on Sunday, taking on the Pheasants at 6:00 p.m. (MST).</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81957">Link to Box Score</a></div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 09/01/2012
Sioux Falls Pheasants  14 AT El Paso Diablos  2

                                 YTD                                   YTD
S. Falls           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
N.Judkins RF        5  1  2  0  .152  M.Gonzalez SS       3  0  0  0  .325
C.Morales SS        6  2  2  0  .289  R.Fronk 3B          3  0  1  0  .277
J.Bolden LF         6  2  3  2  .293  M.Einertson CF      3  0  1  0  .288
R. Abercrombie CF   5  2  2  1  .312  W.Dotel RF          4  0  0  0  .395
C.Nicolas 3B        5  1  2  2  .335  J.Acey 1B           4  1  1  0  .319
C.Guerrero DH       5  2  3  3  .251  D.Nelson 2B         3  1  0  0  .278
T. Lawhorn 1B       4  1  1  1  .254  Z.Chavez C          4  0  3  0  .333
J.Taylor 2B         5  1  3  2  .258  J.Muse LF           4  0  1  2  .264
A.Quintana C        4  2  2  1  .307  J.Marks DH,P        4  0  0  0  .305
                   45 14 20 12                           32  2  7  2

S. Falls             1 3 1   2 0 0   7 0 0 - 14 20  1
El Paso              0 0 0   0 0 0   1 0 1 -  2  7  0
2B--J.Bolden (17), C.Guerrero 2 (21), J.Taylor (15), R.Fronk (22), J.Acey
(17). RBI--J.Bolden  2 (55), R. Abercrombie (27), C.Nicolas  2 (81),
C.Guerrero  3 (59), T. Lawhorn (38), J.Taylor  2 (26), A.Quintana (38),
J.Muse  2 (34). HP--A.Quintana (3), R.Fronk (14). E--R.Scurry (3). 
LOB--S. Falls 9, El Paso 8. DP--J. Taylor(2B) - C. Morales(SS) - T. 
Lawhorn(1B), J. Taylor(2B) - C. Nicolas(3B) - T.  Lawhorn(1B), R. Fronk(3B)
- D. Nelson(2B) - J. Acey(1B), J. Taylor(2B) - C. Morales(SS) - T. 
Lawhorn(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 S. Falls
R.Scurry (W,6-7)                9.0   7   2   2   4   7   0    4.24
                                9     7   2   2   4   7   0
 El Paso
R.Dorado (L,1-5)                4.0  11   7   7   3   0   0    3.71
R.Morla                         2.0   2   0   0   0   0   0    5.95
T.Adleman                       1.0   7   7   7   1   2   0    5.58
J.Harper                        1.0   0   0   0   0   1   0    2.33
J.Marks                         1.0   0   0   0   0   0   0    0.00
                                9    20  14  14   4   3   0
WP--R.Dorado 2 (7), T.Adleman (2). HB--R.Scurry (4), J.Harper (8).
SO--N.Judkins, T. Lawhorn, J.Taylor, M.Gonzalez, W.Dotel, J.Acey, D.Nelson
2, J.Muse, J.Marks. BB--N.Judkins, R. Abercrombie, C.Nicolas, T. Lawhorn,
M.Gonzalez 2, M.Einertson, D.Nelson. BF--R.Scurry 37 (491), R.Dorado 25
(314), R.Morla 8 (70), T.Adleman 11 (143), J.Harper 3 (122), J.Marks 3 (3).
P-S--R.Scurry 145-88, R.Dorado 71-43, R.Morla 29-20, T.Adleman 41-30,
J.Harper 13-7, J.Marks 8-5. 
T--3:00.  A--1826

Weather: 94 degrees, sunny
Umpires: Plate Ump - Kurt Branin, Field Ump #1 - J. J. Garacho, Field Ump #3 - Mo Hassen</pre>
</span></div>
</span></p>]]></content:encoded><trackback:ping /></item><item><title>HODSDON'S FOURTH COMPLETE GAME OPENS DIABLOS FINAL SERIES OF 2012</title><link>http://www.diablos.com/News/tabid/207/PostID/811/HODSDON'S-FOURTH-COMPLETE-GAME-OPENS-DIABLOS-FINAL-SERIES-OF-2012-.aspx</link><author>LizetteE</author><guid isPermaLink="false">811</guid><pubDate>Fri, 31 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; "> </span></span></p>
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 31</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<p>&#160;</p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">HODSDON'S FOURTH COMPLETE GAME OPENS DIABLOS FINAL SERIES OF 2012</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "> </span></p>
<div><span style="font-family: 'Times New Roman'; ">WICHITA, KS-</span>&#160;<a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=150540">Scott Hodsdon</a> (9-2) allowed just one run on four hits and struck out in his latest complete game effort, and the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> offense piled on late in a 13-1 victory over the <a href="http://www.americanassociationbaseball.com/team/sioux-falls.php">Sioux Falls Pheasants</a>.&#160;</div>
<div>&#160;</div>
<div>Hodsdon did not allow a hit through the first five and a third innings. The no-hitter evaporated on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=275649">Al Quintana</a>'s infield single, an extremely close play at first base. Hodsdon would allow a run and three more hits later in the evening, but was still stellar enough to finish off the complete game.</div>
<div>&#160;</div>
<div>At the plate, the Diablos scored three times in the opening inning, getting RBI hits from <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232554">Mitch Einertson</a>, <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a> and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a>. They would add on two more runs in the fourth on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=155867">Maikol Gonzalez</a>'s two-run single to lead 5-0.</div>
<div>&#160;</div>
<div>El Paso then poured it on in the eighth. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=315734">Jordan Marks</a>' two-run home run, his first of the year, began an eight run inning as the Diablos pounded out eight hits off reliever <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=317583">Dusty Gober</a>, who had taken over for lefty starter <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=286331">Mitchell Clegg</a> (9-6).</div>
<div>&#160;</div>
<div>The win moves the Diablos to 46-51 with three games left. Saturday's contest against the Pheasants is scheduled for a 7:05 p.m. start.</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/scoreboard.html?leagueid=193&amp;seasonid=11458">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/31/2012
Sioux Falls Pheasants  1 AT El Paso Diablos  13

                                 YTD                                   YTD
S. Falls           AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
N.Judkins 2B        4  0  0  0  .122  M.Gonzalez SS       5  1  4  3  .327
C.Morales SS        3  0  0  0  .288  R.Fronk 3B          6  1  2  0  .277
 R.Carpenter LF     1  0  0  0  .214  M.Einertson CF      5  2  2  1  .287
J.Bolden 1B,LF      4  0  0  0  .290  W.Dotel RF          5  1  1  1  .402
R. Abercrombie CF   3  1  1  0  .308  J.Acey 1B           5  1  2  1  .320
C.Nicolas 1B,3B     4  0  1  1  .334  D.Nelson 2B         3  1  1  1  .284
C.Guerrero RF       2  0  0  0  .246  Z.Chavez C          5  2  3  2  .321
T. Lawhorn DH       3  0  1  0  .254  J.Muse LF           5  3  3  1  .265
J.Taylor 3B,SS      3  0  0  0  .251  J.Marks DH          5  1  1  2  .317
A.Quintana C        3  0  1  0  .304       
                   30  1  4  1                           44 13 19 12

S. Falls             0 0 0   0 0 0   1 0 0 -  1  4  2
El Paso              3 0 0   2 0 0   0 8 x - 13 19  1
2B--C.Nicolas (34), M.Gonzalez (9), M.Einertson (23), W.Dotel (12), J.Acey
(16), D.Nelson (14), Z.Chavez (9), J.Muse 2 (19). HR--J.Marks (1).
RBI--C.Nicolas (79), M.Gonzalez  3 (47), M.Einertson (65), W.Dotel (42),
J.Acey (35), D.Nelson (28), Z.Chavez  2 (21), J.Muse (32), J.Marks  2 (17).
HP--R. Abercrombie (2), C.Guerrero (5), M.Gonzalez (4). SB--M.Gonzalez
(40). CS--M.Gonzalez (14). E--C.Nicolas (8), J.Taylor (19), Z.Chavez (3). 
LOB--S. Falls 4, El Paso 10. DP--M. Gonzalez(SS) - J. Acey(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 S. Falls
M.Clegg (L,9-6)                 7.0  11   5   5   2   3   0    5.00
D.Gober                         1.0   8   8   3   0   0   1    6.75
                                8    19  13   8   2   3   1
 El Paso
S.Hodsdon (W,9-2)               9.0   4   1   1   0   8   0    3.91
                                9     4   1   1   0   8   0
WP--D.Gober (4), S.Hodsdon (7). HB--M.Clegg (8), S.Hodsdon 2 (11).
SO--C.Morales 2, R.Carpenter, C.Nicolas 2, C.Guerrero 2, T. Lawhorn,
D.Nelson, J.Marks 2. BB--D.Nelson 2. BF--M.Clegg 34 (561), D.Gober 13
(238), S.Hodsdon 32 (625). P-S--M.Clegg 101-63, D.Gober 34-25, S.Hodsdon
107-71. 
T--2:26.  A--7562

Weather: 91 degrees, sunny
Umpires: Plate Ump - Mo Hassen, Field Ump #1 - Kurt Branin, Field Ump #3 - Chris Ramirez</pre>
</span></div>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS DROP FINAL ROAD GAME OF 2012 TO WINGNUTS</title><link>http://www.diablos.com/News/tabid/207/PostID/810/DIABLOS-DROP-FINAL-ROAD-GAME-OF-2012-TO-WINGNUTS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">810</guid><pubDate>Fri, 31 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" />&#160;</p>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; "> </span></span></p>
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 30</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<p>&#160;</p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS DROP FINAL ROAD GAME OF 2012 TO WINGNUTS</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "> </span></p>
<div><span style="font-family: 'Times New Roman'; ">WICHITA, KS-</span>&#160;The Diablos offense, ranked first in the league in team batting average but struggling on the club's latest road trip, continued to falter in <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita</a> as <a href="http://www.americanassociationbaseball.com/team/el-paso.php">El Paso</a> dropped its final game away from Cohen Stadium by a final of 5-1.&#160;</div>
<div>&#160;</div>
<div>The Diablos and Wingnuts waged a scoreless battle for the first five innings, with El Paso starter <a href="http://www.americanassociationbaseball.com/team/wichita.php">David Casillas</a> (6-2) holding Wichita to just one hit through the fifth. Wichita broke through, however, on a passed ball with the bases loaded that scored a run to put the home squad ahead 1-0.</div>
<div>&#160;</div>
<div>They would add on, as <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=266710">David Peralta</a> doubled home the two remaining runners on base to give the Wingnuts a 3-0 advantage. The lead grew the following inning when an error and a sacrifice fly tacked on two more runs, and propelled Wichita to a 5-0 lead.</div>
<div>&#160;</div>
<div>The Diablos scored their only run of the evening on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a>'s RBI double in the eighth, one of just six hits for El Paso. Acey finished his night with three hits in four at-bats, including a pair for extra bases.</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=127386">Ryan Hinson</a> (9-8) pitched eight strong innings for the Wingnuts, who clinched the league's second best overall record with their 57th win of the season.&#160;</div>
<div>&#160;</div>
<div>The Diablos, meanwhile, fall to 45-51 and will finish the regular season under the .500 mark. The final four games of the season are Friday through Sunday at Cohen Stadium, as El Paso takes on the <a href="http://am-association.bbstats.pointstreak.com/team_roster.html?teamid=6317&amp;seasonid=11458">Sioux Falls Pheasants</a>.</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81946">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/30/2012
El Paso Diablos  1 AT Wichita Wingnuts  5

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Wichita            AB  R  H BI   AVG
M.Gonzalez SS       2  1  1  0  .321  R.Khoury SS         5  0  0  0  .259
R.Fronk 3B          4  0  0  0  .276  J.Kahaulelio 2B     3  1  1  1  .369
M.Einertson CF      4  0  1  0  .286  J.Rodriguez DH      3  1  1  0  .318
J.Acey 1B           4  0  3  1  .318  G.Porter 1B         2  1  0  0  .264
D.Nelson 2B         4  0  0  0  .283  D.Peralta RF        4  0  2  2  .329
Z.Chavez DH         4  0  1  0  .311  W.Batista 3B        4  0  1  0  .241
Z.Larson C          3  0  0  0  .091  J.McDonald LF       3  0  0  0  .251
J.Muse RF           4  0  1  0  .259  M.Morioka C         3  1  1  0  .207
J.Marks LF          4  0  0  0  .323  S.Stanley CF        3  1  1  0  .444
                   33  1  7  1                           30  5  7  3

El Paso              0 0 0   0 0 0   0 1 0 -  1  7  1
Wichita              0 0 0   0 0 3   2 0 x -  5  7  0
2B--M.Einertson (22), J.Acey 2 (15), D.Peralta (28). RBI--J.Acey (34),
J.Kahaulelio (38), D.Peralta  2 (70). SF--J.Kahaulelio (4). SB--R.Khoury
(35), J.Kahaulelio (10), D.Peralta (23). CS--W.Batista (1). E--R.Fronk
(16). 
LOB--El Paso 8, Wichita 8. 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
D.Casillas (L,6-2)              6.0   3   3   3   3   4   0    5.46
R.Morla                         0.2   2   2   1   0   1   0    6.62
S.Evarts                        1.1   2   0   0   3   0   0    6.75
                                8     7   5   4   6   5   0
 Wichita
R.Hinson (W,9-8)                8.0   6   1   1   3   6   0    4.89
J.Hoyt                          1.0   1   0   0   0   3   0    2.89
                                9     7   1   1   3   9   0
PB--Z.Larson. SO--R.Fronk, M.Einertson, D.Nelson 2, Z.Chavez 2, Z.Larson,
J.Marks 2, J.Rodriguez, G.Porter, W.Batista, J.McDonald, M.Morioka.
BB--M.Gonzalez 2, Z.Larson, J.Rodriguez, G.Porter 2, J.McDonald, M.Morioka,
S.Stanley. BF--D.Casillas 24 (250), R.Morla 5 (62), S.Evarts 8 (121),
R.Hinson 32 (590), J.Hoyt 4 (40). P-S--D.Casillas 95-55, R.Morla 14-9,
S.Evarts 29-13, R.Hinson 105-66, J.Hoyt 16-11. 
T--2:36.  A--3262

Weather: Sunny 95, Wind ENE 12 mph
Umpires: Plate Ump - Trent Delmont, Field Ump #1 - Justin Post, Field Ump #2 - Joe Pascucci</pre>
</span></div>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>TIM JOHNSON NAMED MANAGER OF YEAR</title><link>http://www.diablos.com/News/tabid/207/PostID/809/TIM-JOHNSON-NAMED-MANAGER-OF-YEAR--.aspx</link><author>LizetteE</author><guid isPermaLink="false">809</guid><pubDate>Thu, 30 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="font-family: 'Times New Roman', serif; font-size: 9pt; line-height: 115%; ">August 30, 2012</span></p>
<p class="MsoNormal" align="center" style="text-align:center"><strong><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">TIM JOHNSON NAMED MANAGER OF YEAR</span></strong></p>
<p class="MsoNormal" align="center" style="text-align:center"><img src="/Portals/1/Images/DSCN2171.JPG" width="200" height="150" alt="" /></p>
<p class="MsoNormal" align="center" style="text-align:center"><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;
mso-fareast-font-family:Calibri">EL PASO, TX – </span><span style="font-family:
&quot;Times New Roman&quot;,&quot;serif&quot;;background:white">Tim Johnson may not have been the manager in El Paso when the 2012 season began, but the Diablos’ performance since his arrival made Johnson this year’s American Association Manager of the Year. Johnson took over as Diablos Field Manager on June 8, and led the team close to playoff contention with a 41-34 record.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;
background:white">“TJ has done a remarkable job turning this season around. We look forward to an exciting 2013 season with him running things from day one,” said Diablos Managing Partner &amp; President, Matt LaBranche. </span><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;"><br />
<br />
<span style="background:white">Johnson’s emergence in El Paso marked his second managing stint in the American Association. The Grand Forks, ND native had previously managed the Lincoln Saltdogs from 2003-2008. Before that, Johnson enjoyed time in the major leagues as a player, coach and manager.</span><br />
<br />
<span style="background:white">The Diablos skipper began his professional baseball career when the Los Angeles Dodgers signed him in 1967 as an undrafted free agent. From there, Johnson spent seven seasons in the majors with the Milwaukee Brewers (1973-78) and the Toronto Blue Jays (1978-79). In 1993, Johnson began his coaching career by taking a job with the Montreal Expos, which he held the next year, as well. Johnson then took the same position with the Boston Red Sox from 1995-1996 before gaining his first major league managerial job with Toronto in 1998. Johnson led the Blue Jays to an 88-74 record and third place in the AL East.</span><o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">Don’t miss the opportunity to see El Paso’s team play at Cohen before the season ends. The Diablos will be back in town Friday, August 31 thru Monday, September 3 (Labor Day), for the last home stand of the 2012 season. Promotions include Military &amp; Fireworks Friday, a Zooperstars appearance, Quartermania, and Fan Appreciation Day. Listen to live play by play online at diablos.com with the voice of the Diablos, Matt Leland. Call 915-755-2000 or visit diablos.com for more details. <o:p></o:p></span></p>
<p class="MsoNormal" align="center" style="text-align:center"><span style="font-family:&quot;Times New Roman&quot;,&quot;serif&quot;">--Diablos—<o:p></o:p></span></p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS SNAP SEVEN GAME SKID WITH WIN OVER WINGNUTS</title><link>http://www.diablos.com/News/tabid/207/PostID/808/DIABLOS-SNAP-SEVEN-GAME-SKID-WITH-WIN-OVER-WINGNUTS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">808</guid><pubDate>Thu, 30 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 29</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS SNAP SEVEN GAME SKID WITH WIN OVER WINGNUTS</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">WICHITA, KS-</span>&#160;<a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=351216">Luis Chirinos</a> (5-2) allowed just one run on three hits over seven innings and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232554">Mitch Einertson</a> homered in the first frame to propel the <a href="http://www.americanassociationbaseball.com/team/wichita.php">Diablos</a> to a 4-2 win over the <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita Wingnuts</a>, ending the team's season-high seven game losing streak.</div>
<div>&#160;</div>
<div>Chirinos allowed a solo home run in the first to <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=272291">Jake Kahaulelio</a> to tie the score but was excellent from that point forward, allowing only three hits and none after the fourth. However, the 22-year old had to leave the game after the seventh with an apparent leg injury.&#160;</div>
<div>&#160;</div>
<div>At the plate, El Paso jumped on the board early against <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=102613">Derek Blacksher</a> (9-5) on Einertson's long ball and added on two innings later. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a> doubled in a pair of runs with one out, and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a> singled in another later in the frame. When the dust settled, El Paso had a 4-1 lead.</div>
<div>&#160;</div>
<div>The score remained 4-1 into the ninth, when the Wingnuts staged a small rally against <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=339768">Justin Harper</a>. A bloop hit brought in a run to decrease the lead, and another brought the potential winning run to the plate. Harper got catcher <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341803">Jesse Mier</a> to ground to second to end the game one batter later.</div>
<div>&#160;</div>
<div>The win moves the Diablos to 45-50 with five games left to play. El Paso plays its final road game of the year on Thursday, finishing off the five game series with the Wingnuts. First pitch is scheduled for 7:05 p.m. (6:05 p.m. MST).</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/scoreboard.html?leagueid=193&amp;seasonid=11458&amp;date=08/29/2012">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/29/2012
El Paso Diablos  4 AT Wichita Wingnuts  2

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Wichita            AB  R  H BI   AVG
M.Gonzalez SS       5  0  2  0  .320  R.Khoury SS         3  0  0  0  .263
R.Fronk 3B          3  1  0  0  .279  J.Kahaulelio 2B     4  1  1  1  .369
M.Einertson CF      5  2  3  1  .286  G.Porter DH         3  1  1  0  .265
W.Dotel RF          4  0  0  0  .402  C.Ziegler 1B        4  0  0  0  .333
J.Acey 1B           4  1  1  2  .308  D.Peralta RF        4  0  1  0  .327
D.Nelson 2B         3  0  1  0  .291  S.Carrillo 3B       4  0  1  1  .247
Z.Chavez C          4  0  2  1  .313  J.McDonald LF       3  0  1  0  .253
J.Muse LF           3  0  0  0  .259  J.Mier C            3  0  0  0  .301
J.Marks DH          3  0  0  0  .337  S.Stanley CF        3  0  1  0  .467
                   34  4  9  4                           31  2  6  2

El Paso              1 0 3   0 0 0   0 0 0 -  4  9  0
Wichita              1 0 0   0 0 0   0 0 1 -  2  6  1
2B--M.Einertson 2 (21), J.Acey (13), Z.Chavez (8). HR--M.Einertson (9),
J.Kahaulelio (5). RBI--M.Einertson (64), J.Acey  2 (33), Z.Chavez (19),
J.Kahaulelio (37), S.Carrillo (17). HP--R.Fronk (13), R.Khoury (11).
SB--M.Gonzalez (39), J.McDonald (17). CS--M.Gonzalez (13). E--R.Khoury
(13). 
LOB--El Paso 8, Wichita 6. DP--M. Gonzalez(SS) - D. Nelson(2B) - J.
Acey(1B), J. Kahaulelio(2B) - S. Carrillo(3B) - C. Ziegler(1B), M.
Gonzalez(SS) - D. Nelson(2B) - J. Acey(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
L.Chirinos (W,5-2)              7.0   3   1   1   3   3   1    3.11
T.Adleman                       1.0   0   0   0   0   0   0    4.12
J.Harper (S,2)                  1.0   3   1   1   0   0   0    2.42
                                9     6   2   2   3   3   1
 Wichita
D.Blacksher (L,9-5)             6.0   9   4   4   3   5   1    4.58
E.Martinez                      1.0   0   0   0   0   0   0    4.87
N.Walters                       1.0   0   0   0   1   0   0    1.78
J.Simon                         1.0   0   0   0   0   0   0    3.36
                                9     9   4   4   4   5   1
WP--L.Chirinos (2). HB--L.Chirinos (1), D.Blacksher (9). SO--R.Fronk 2,
J.Muse, J.Marks 2, R.Khoury, D.Peralta, J.McDonald. BB--R.Fronk, D.Nelson,
J.Muse, J.Marks, G.Porter, J.McDonald, J.Mier. BF--L.Chirinos 26 (194),
T.Adleman 3 (132), J.Harper 6 (119), D.Blacksher 29 (602), E.Martinez 3
(186), N.Walters 4 (205), J.Simon 3 (264). P-S--L.Chirinos 103-56,
T.Adleman 10-7, J.Harper 17-11, D.Blacksher 115-69, E.Martinez 5-4,
N.Walters 17-7, J.Simon 6-5. 
T--2:55.  A--2396

Weather: Clear, 95, Wind E @ 10 MPH
Umpires: Plate Ump - Joe Pascucci, Field Ump #1 - Trent Delmont, Field Ump #2 - Justin Post</pre>
</span></div>
</span></p>]]></content:encoded><trackback:ping /></item><item><title>FOURTH WALK OFF IN SEVEN GAMES DOOMS DIABLOS</title><link>http://www.diablos.com/News/tabid/207/PostID/807/FOURTH-WALK-OFF-IN-SEVEN-GAMES-DOOMS-DIABLOS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">807</guid><pubDate>Wed, 29 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" />&#160;</p>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 28</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
</span></span>
<div style="text-align: center; ">FOURTH WALK OFF IN SEVEN GAMES DOOMS DIABLOS</div>
<div style="text-align: center; ">&#160;</div>
<span style="border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">WICHITA, KS-</span>&#160;<a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=272291">Jake Kahaulelio</a>'s sacrifice fly in the bottom of the ninth inning scored <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232832">Jared McDonald</a> to give the Central Division champion <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita Wingnuts</a> a 5-4 win over the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a>, handing El Paso its 50th loss of the 2012 season.</div>
<div>&#160;</div>
<div>The walk off loss was the fourth of that type in the last seven games for the Diablos who have lost a season-high seven straight games, all on the current road trip.&#160;</div>
<div>&#160;</div>
<div>El Paso jumped out to an early lead on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232554">Mitch Einertson</a>'s run-scoring sacrifice fly, but the Wingnuts struck a big blow in the bottom of the first on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=249506">C.J. Ziegler</a>'s three-run home run. Trailing 3-1, the Diablos got closer on <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=231877">J.J. Muse</a>'s RBI single to make the score 3-2.</div>
<div>&#160;</div>
<div>Then, neither team scored for the next five innings. Diablos starter <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=378372">Kevin Cooper</a> retired 13 straight hitters at one point, shaking off the early home run to keep the Diablos in the game. He was matched by Wichita hurler <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341124">Anthony Capra</a>, who threw six solid innings for the Wingnuts.&#160;Wichita was the first to break the scoreless freeze, plating an insurance run in the bottom of the eighth on an RBI groundout by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=266710">David Peralta</a>.&#160;</div>
<div>&#160;</div>
<div>The Diablos, down to their last three outs, fought to tie the score against <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232553">Josh Dew</a> (3-0). <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a>'s RBI triple made the score 4-3, and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a>'s sacrifice fly knotted the score at four.</div>
<div>&#160;</div>
<div>Again, however, El Paso fell in the game's final at-bat. The Wingnuts loaded the bases on a hit and a pair of walks before Kahaulelio's deep fly off <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=339768">Justin Harper</a> (4-2) plated the winning run.&#160;</div>
<div>&#160;</div>
<div>The Diablos are 44-50 with six games left to play. Game four of the series with the Wingnuts is Wednesday at 7:05 p.m. (6:05 p.m. MST).</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81932">Link to Box Score</a></div>
<div>&#160;</div>
<div>&#160;</div>
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; "><span style="font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/28/2012
El Paso Diablos  4 AT Wichita Wingnuts  5

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Wichita            AB  R  H BI   AVG
M.Gonzalez SS       4  1  2  0  .319  R.Khoury SS         4  1  1  0  .265
R.Fronk 3B          3  0  0  0  .282  J.Kahaulelio 2B     3  2  2  1  .372
M.Einertson CF      3  0  0  1  .282  J.Rodriguez DH      3  0  0  0  .318
W.Dotel RF          3  1  1  0  .409  C.Ziegler 1B        4  1  1  3  .340
J.Acey 1B           4  2  2  1  .309  D.Peralta RF        4  0  0  1  .328
D.Nelson 2B         4  0  0  0  .290  W.Batista 3B        4  0  0  0  .241
Z.Chavez C          3  0  0  1  .306  J.McDonald LF       4  1  2  0  .253
S.Hodsdon DH        3  0  1  0  .313  M.Morioka C         3  0  1  0  .192
J.Muse LF           4  0  1  1  .262  S.Stanley CF        3  0  1  0  .500
                   31  4  7  4                           32  5  8  5

El Paso              1 1 0   0 0 0   0 0 2 -  4  7  0
Wichita              3 0 0   0 0 0   0 1 1 -  5  8  0
2B--J.Acey (12), J.Kahaulelio 2 (19). 3B--J.Acey (2). HR--C.Ziegler (18).
RBI--M.Einertson (63), J.Acey (31), Z.Chavez (18), J.Muse (31),
J.Kahaulelio (36), C.Ziegler  3 (61), D.Peralta (68). HP--J.Rodriguez (6).
SF--M.Einertson (5), Z.Chavez (2), J.Kahaulelio (3). SH--M.Morioka (0).
SB--M.Gonzalez 2 (38). 
LOB--El Paso 5, Wichita 7. DP--W. Batista(3B) - C. Ziegler(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
K.Cooper                        7.0   6   3   3   1   4   1    2.55
J.Harper (L,4-2)                1.2   2   2   2   2   0   0    2.16
                              8.2     8   5   5   3   4   1
 Wichita
A.Capra                         6.0   4   2   2   3   5   0    4.79
N.Walters                       1.0   0   0   0   0   2   0    1.81
J.Baker                         1.0   1   1   1   0   0   0    2.96
J.Dew (W,3-0)                   1.0   2   1   1   0   0   0    2.30
                                9     7   4   4   3   7   0
WP--J.Harper 2 (6). HB--J.Harper (7). SO--M.Gonzalez, R.Fronk, W.Dotel,
D.Nelson, Z.Chavez, S.Hodsdon, J.Muse, R.Khoury 2, J.Rodriguez, M.Morioka.
BB--R.Fronk, W.Dotel, S.Hodsdon, R.Khoury, J.Kahaulelio, S.Stanley.
BF--K.Cooper 28 (48), J.Harper 10 (113), A.Capra 24 (238), N.Walters 3
(201), J.Baker 4 (98), J.Dew 5 (65). P-S--K.Cooper 88-59, J.Harper 25-14,
A.Capra 104-60, N.Walters 13-10, J.Baker 14-11, J.Dew 10-8. 
T--2:32.  
One out in the Bottom of the Ninth Inning when winning run scored.

Weather: Sunny 90, Wind SE 7 mph
Umpires: Plate Ump - Justin Post, Field Ump #1 - Joe Pascucci, Field Ump #2 - Trent Delmont</pre>
</span></div>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS DROP BOTH ENDS OF DOUBLEHEADER, SEE PLAYOFF HOPES FADE</title><link>http://www.diablos.com/News/tabid/207/PostID/806/DIABLOS-DROP-BOTH-ENDS-OF-DOUBLEHEADER,-SEE-PLAYOFF-HOPES-FADE-.aspx</link><author>LizetteE</author><guid isPermaLink="false">806</guid><pubDate>Tue, 28 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; "> </span></span></p>
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 27</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<p>&#160;</p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS DROP BOTH ENDS OF DOUBLEHEADER, SEE PLAYOFF HOPES FADE</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "> </span></p>
<div><span style="font-family: 'Times New Roman'; ">LAREDO, TX-</span>&#160;After a month and a half of near flawless baseball, the <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos </a>have hit a rough skid at exactly the wrong time.</div>
<div>&#160;</div>
<div>El Paso dropped their fifth and sixth straight games as the <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita Wingnuts</a> took both games of a doubleheader at Lawrence Dumont Stadium, winning game one by a final of 1-0 and game two by a score of 4-1.</div>
<div>&#160;</div>
<div>Each game ended in gut-wrenching fashion for the Diablos. Right-hander <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=198204">Reyes Dorado</a> (1-4) matched Wingnuts ace <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=233019">Josh Lowey</a> (15-4) pitch for pitch in game one, matching zeros through the first six frames of a shortened seven inning contest (due to league rules.)</div>
<div>&#160;</div>
<div>El Paso managed just two hits in the contest, however, and Dorado finally relented in the bottom of the final inning. The Wingnuts puts two runners on with two out for <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=380993">Steve Stanley</a> who singled through the middle to give the Wingnuts a 1-0 win. Lowey earned the win, giving him a single-season league record 15 in 2012.</div>
<div>&#160;</div>
<div>Game two wasn't any easier to stomach. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=338572">Daniel Nelson</a>'s sac fly accounted for the only run of the entire game into the bottom of the sixth as the Diablos entered the frame needing six outs to hold on a badly needed 1-0 victory.</div>
<div>&#160;</div>
<div>It wasn't to be, as <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=337339">Ramon Garcia</a> (1-5) uncorked a wild pitch with a runner on third to tie the score. Two pitches later, <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=249506">C.J. Ziegler</a> homered over the center field wall to put Wichita out in front 2-1.&#160;</div>
<div>&#160;</div>
<div>The Wingnuts added two more runs off Garcia and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=332239">James Hoyt</a> recorded a scoreless ninth for the save as the Wingnuts won the nightcap 4-1.</div>
<div>&#160;</div>
<div>The loss drops the Diablos to 44-49 and six games back of first place <a href="http://www.americanassociationbaseball.com/team/laredo.php">Laredo </a>with only seven games left. Each game is a must-win for El Paso for the final seven, starting on Tuesday at 7:05 p.m. in game three of the series against Wichita.&#160;</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=110646">Link to Game 1 Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/27/2012
El Paso Diablos  0 AT Wichita Wingnuts  1

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Wichita            AB  R  H BI   AVG
M.Gonzalez SS       2  0  1  0  .318  R.Khoury SS         3  0  1  0  .264
R.Fronk 3B          2  0  0  0  .287  J.Kahaulelio 2B     3  0  0  0  .368
M.Einertson CF      3  0  1  0  .286  J.Rodriguez DH      3  0  0  0  .324
W.Dotel RF          3  0  0  0  .406  C.Ziegler 1B        3  0  0  0  .342
J.Acey 1B           3  0  0  0  .310  G.Porter LF         2  0  0  0  .264
D.Nelson DH         3  0  0  0  .294  W.Batista 3B        2  1  0  0  .260
Z.Chavez C          2  0  0  0  .322  D.Peralta RF        2  0  1  0  .331
J.Muse LF           2  0  0  0  .264  J.Mier C            3  0  1  0  .307
J.Marks 2B          2  0  0  0  .348  S.Stanley CF        3  0  3  1  .714
                   22  0  2  0                           24  1  6  1

El Paso              0 0 0   0 0 0   0 -  0  2  0
Wichita              0 0 0   0 0 0   1 -  1  6  0
2B--M.Einertson (19), S.Stanley (1). RBI--S.Stanley (2). CS--M.Einertson
(3), G.Porter (3). 
LOB--El Paso 3, Wichita 6. DP--M. Gonzalez(SS) - J. Marks(2B) - J.
Acey(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
R.Dorado (L,1-4)                6.2   6   1   1   3   4   0    2.95
                              6.2     6   1   1   3   4   0
 Wichita
J.Lowey (W,15-4)                7.0   2   0   0   2   4   0    3.46
                                7     2   0   0   2   4   0
WP--R.Dorado 2 (5). SO--R.Fronk, D.Nelson, Z.Chavez, J.Muse, J.Rodriguez,
C.Ziegler, W.Batista, J.Mier. BB--M.Gonzalez, R.Fronk, G.Porter, W.Batista,
D.Peralta. BF--R.Dorado 27 (289), J.Lowey 24 (548). P-S--R.Dorado 109-67,
J.Lowey 95-57. 
T--2:10.  

Weather: Sunny, 93, Wind ENE @ 11 MPH
Umpires: Plate Ump - Joe Pascucci, Field Ump #1 - Trent Delmont, Field Ump #2 - Justin Post</pre>
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
------</pre>
<pre style="white-space: pre-wrap; word-wrap: break-word; "><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81928">Link to Game 2 Box Score</a><br />
</pre>
<pre style="white-space: pre-wrap; word-wrap: break-word; "><span style="font-family: Times; white-space: normal; "><pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/27/2012
El Paso Diablos  1 AT Wichita Wingnuts  4

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Wichita            AB  R  H BI   AVG
M.Gonzalez SS       1  0  0  0  .317  R.Khoury SS         3  1  1  0  .265
R.Fronk 3B          3  0  0  0  .284  J.Kahaulelio 2B     3  0  1  0  .367
M.Einertson CF      3  0  0  0  .284  J.Rodriguez DH      3  0  0  0  .321
W.Dotel RF          3  1  2  0  .410  C.Ziegler 1B        3  1  1  1  .342
J.Acey 1B           3  0  0  0  .304  G.Porter LF         3  1  1  0  .265
D.Nelson 2B         1  0  1  1  .299  J.McDonald RF       3  1  1  1  .249
Z.Chavez DH         3  0  0  0  .314  S.Carrillo 3B       3  0  1  0  .247
Z.Larson C          3  0  1  0  .125  M.Morioka C         2  0  0  0  .174
J.Muse LF           2  0  0  0  .262  S.Stanley CF        2  0  0  0  .556
                   22  1  4  1                           25  4  6  2

El Paso              0 1 0   0 0 0   0 -  1  4  1
Wichita              0 0 0   0 0 4   x -  4  6  0
2B--W.Dotel (11), D.Nelson (13), G.Porter (16), S.Carrillo (11).
3B--J.McDonald (5). HR--C.Ziegler (17). RBI--D.Nelson (27), C.Ziegler (58),
J.McDonald (37). SF--D.Nelson (2). SH--J.Muse (0). SB--M.Gonzalez 2 (36),
W.Dotel (23), R.Khoury (33), J.Kahaulelio (9). E--R.Fronk (15). 
LOB--El Paso 5, Wichita 4. 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
R.Garcia (L,1-6)                6.0   6   4   3   1   1   1    7.71
                                6     6   4   3   1   1   1
 Wichita
J.Simon                         3.0   2   1   1   1   2   0    3.41
R.Hinson                        1.0   1   0   0   0   0   0    5.12
J.Baker                         1.0   0   0   0   1   0   0    2.70
E.Martinez (W,2-1)              1.0   1   0   0   0   0   0    4.99
J.Hoyt (S,1)                    1.0   0   0   0   1   2   0    3.24
                                7     4   1   1   3   4   0
WP--R.Garcia (3), J.Hoyt (2). SO--R.Fronk, M.Einertson, Z.Larson, J.Muse,
J.McDonald. BB--M.Gonzalez 2, D.Nelson, M.Morioka. BF--R.Garcia 26 (130),
J.Simon 12 (261), R.Hinson 4 (558), J.Baker 4 (94), E.Martinez 3 (183),
J.Hoyt 4 (36). P-S--R.Garcia 79-53, J.Simon 32-24, R.Hinson 11-7, J.Baker
19-10, E.Martinez 15-9, J.Hoyt 22-12. 
T--1:47.  A--2508

Weather: Clear, 87, Wind E @ 10 MPH
Umpires: Plate Ump - Trent Delmont, Field Ump #1 - Justin Post, Field Ump #2 - Joe Pascucci</pre>
</span></pre>
</span></div>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>LAREDO DOWNS EL PASO AGAIN AS DIABLOS FALL TO FOUR GAMES BACK</title><link>http://www.diablos.com/News/tabid/207/PostID/804/LAREDO-DOWNS-EL-PASO-AGAIN-AS-DIABLOS-FALL-TO-FOUR-GAMES-BACK-.aspx</link><author>LizetteE</author><guid isPermaLink="false">804</guid><pubDate>Tue, 28 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; "> </span></span></p>
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 25</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<p>&#160;</p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">LAREDO DOWNS EL PASO AGAIN AS DIABLOS FALL TO FOUR GAMES BACK</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "> </span></p>
<div><span style="font-family: 'Times New Roman'; ">LAREDO, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> could not hold on to an early 3-1 lead as the hometown <a href="http://www.americanassociationbaseball.com/team/laredo.php">Laredo Lemurs</a> scored four unanswered runs to win 5-3, posting their ninth straight victory and third straight over El Paso to begin a crucial four-game series.</div>
<div>&#160;</div>
<div>A sacrifice fly from <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=337495">Welington Dotel</a> got the Diablos started in the very first inning, but Laredo responded with one of their own in the bottom half of the frame to tie the score 1-1.</div>
<div>&#160;</div>
<div>The Diablos scored for the final time on the red hot <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=338572">Daniel Nelson</a>'s two-run double in the third to put El Paso in front 3-1. With a sixth inning walk, Nelson reached base for the seventh consecutive plate appearance.</div>
<div>&#160;</div>
<div>Nelson, however, was not enough as the Lemurs tied the score in the fourth on a pair of solo home runs. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=54361">Jimmy Mojica</a> went deep to left center to draw Laredo to within one. Then, former Diablo <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=159684">Javier Brito</a> hit his ninth dinger of the season to knot the score at three apiece.&#160;</div>
<div>&#160;</div>
<div>The Lemurs took the lead for good in the sixth, getting RBI hits from <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=230352">John Allen</a> and another former Diablo <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=52009">Uriak Marquez</a>.&#160;</div>
<div>&#160;</div>
<div>El Paso rallied in the ninth, putting the first two runners on with nobody out. But closer <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=280263">Mike Benacka</a> retired the next three hitters to give the Lemurs the victory and a tighter strange hold on first place.&#160;</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=340245">David Casillas</a> (6-1) was hit with the first loss of his professional career after throwing five and two thirds innings, surrendering five runs and striking out four. Meanwhile, Lemurs reliever Edwin Walker Jr. (5-1) pitched three scoreless innings with six strikeouts in relief to earn the win.&#160;</div>
<div>&#160;</div>
<div>The Diablos will attempt to salvage the series and avoid a sweep on Sunday behind ace <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=150540">Scott Hodsdon</a>. El Paso now trails the Lemurs by four games with ten left to play in the regular season. First pitch of the finale is scheduled for 7:30 p.m. (6:30 MST).</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81914">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/25/2012
El Paso Diablos  3 AT Laredo Lemurs  5

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Laredo             AB  R  H BI   AVG
M.Gonzalez SS       5  0  1  0  .319  S.Douglas CF        3  0  0  0  .220
R.Fronk 3B          4  2  1  0  .289  J.Mojica SS         4  3  4  1  .349
M.Einertson CF      5  0  2  0  .287  J.Allen LF          3  1  1  2  .346
W.Dotel RF          3  1  2  1  .410  K.Nichols DH        3  0  0  0  .050
J.Acey 1B           3  0  0  0  .311  J.Brito 1B          4  1  2  1  .294
D.Nelson DH         2  0  1  2  .300  U.Marquez 3B        4  0  1  1  .264
Z.Chavez C          4  0  1  0  .319  B.Peterson C        4  0  1  0  .270
J.Muse LF           4  0  0  0  .269  S.Pearson RF        3  0  1  0  .296
J.Marks 2B          3  0  0  0  .373  A.Scelfo 2B         3  0  0  0  .256
                   33  3  8  3                           31  5 10  5

El Paso              1 0 2   0 0 0   0 0 0 -  3  8  0
Laredo               1 0 0   2 0 2   0 0 x -  5 10  1
2B--D.Nelson (11), Z.Chavez (7), J.Allen (30), B.Peterson (10).
HR--J.Mojica (8), J.Brito (9). RBI--W.Dotel (40), D.Nelson  2 (26),
J.Mojica (56), J.Allen  2 (58), J.Brito (56), U.Marquez (34). SF--W.Dotel
(3), J.Allen (5). SH--K.Nichols (0). SB--S.Douglas (4). CS--M.Einertson
(2), W.Dotel (8), S.Douglas (1). E--J.Mojica (18). 
LOB--El Paso 11, Laredo 5. 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
D.Casillas (L,6-1)              5.2   6   5   5   1   4   2    5.58
R.Morla                         1.1   3   0   0   0   1   0    6.35
T.Adleman                       1.0   1   0   0   0   2   0    4.23
                                8    10   5   5   1   7   2
 Laredo
O.Rodriguez                     5.0   5   3   1   5   3   0    7.12
E.Walker (W,5-1)                3.0   2   0   0   1   6   0    3.67
M.Benacka (S,10)                1.0   1   0   0   1   2   0    2.40
                                9     8   3   1   7  11   0
WP--D.Casillas 2 (2), O.Rodriguez (5). PB--Z.Chavez. SO--M.Gonzalez,
M.Einertson 2, J.Acey 2, D.Nelson, J.Muse 3, J.Marks 2, J.Allen, K.Nichols,
B.Peterson 2, A.Scelfo 3. BB--R.Fronk, W.Dotel, J.Acey 2, D.Nelson 2,
J.Marks, S.Douglas. BF--D.Casillas 23 (226), R.Morla 7 (57), T.Adleman 4
(129), O.Rodriguez 24 (151), E.Walker 12 (180), M.Benacka 5 (210).
P-S--D.Casillas 92-59, R.Morla 22-16, T.Adleman 12-10, O.Rodriguez 96-58,
E.Walker 39-25, M.Benacka 23-14. 
T--3:06.  A--5542

Weather: H*101
Umpires: Plate Ump - Kurt Brannan, Field Ump #1 - Bob Wolk, Field Ump #3 - Mo Hassen</pre>
</span></div>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS DROP THIRD STRAIGHT HEARTBREAKER, SWEPT BY LEMURS</title><link>http://www.diablos.com/News/tabid/207/PostID/805/DIABLOS-DROP-THIRD-STRAIGHT-HEARTBREAKER,-SWEPT-BY-LEMURS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">805</guid><pubDate>Tue, 28 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 26</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS DROP THIRD STRAIGHT HEARTBREAKER, SWEPT BY LEMURS</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">LAREDO, TX-</span>&#160;The Laredo Lemurs entered Sunday's series finale with the Diablos with the best record at home in the entire league at 34-15.&#160;</div>
<div>&#160;</div>
<div>They used that home field advantage once again at the expense of the Diablos, rallying from a run down in the bottom of the ninth to win the series finale 4-3 and sweep the four-game set at Uni-Trade Stadium.</div>
<div>&#160;</div>
<div>The Diablos jumped out to a 3-0 lead in the fifth after four scoreless frames from starters Scott Hodsdon and Ryan Sasaki. Welington Dotel's RBI hit got El Paso on the board, and Jermy Acey's single knocked in two runs to extend the advantage.</div>
<div>&#160;</div>
<div>Once again, however, the Diablos were stymied by a resurgent Lemurs bullpen. Laredo finally broke through against Hodsdon in the seventh, plating two runs on a hit by Anthony Scelfo to make the score 3-2.</div>
<div>&#160;</div>
<div>It stayed that way into the bottom of the ninth, when Marcel Prado (2-3) took the hill to try to earn his 16th save. It wasn't to be, as Javier Brito led the inning off by doubling down the left field line. After a pop up, Brian Peterson doubled to tie the score. Two pitches later, Stephen Pearson kept a ground ball down the first base line barely fair to win the game for the Lemurs.</div>
<div>&#160;</div>
<div>With a scoreless top of the ninth, Leonard Giammanco (4-4) earned his fourth win for Laredo, who have now won ten straight contests.&#160;</div>
<div>&#160;</div>
<div>The Diablos (44-47) now trail the first place Lemurs by five games with nine left to play. Next up for El Paso is a five game series with Wichita, beginning with a double-header on Monday evening in Kansas.&#160;</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81921">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/26/2012
El Paso Diablos  3 AT Laredo Lemurs  4

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Laredo             AB  R  H BI   AVG
M.Gonzalez SS       5  1  1  0  .317  S.Douglas CF        4  0  0  0  .216
R.Fronk 3B          4  0  1  0  .289  J.Mojica SS         3  0  0  0  .346
M.Einertson CF      4  1  1  0  .286  J.Allen LF          4  0  1  0  .345
W.Dotel RF          4  1  2  1  .412  K.Nichols DH        4  0  0  0  .042
J.Acey 1B           4  0  2  2  .316  J.Brito 1B          3  1  1  0  .294
D.Nelson DH         3  0  1  0  .301   P.Incaviglia PR    0  1  0  0  .127
Z.Chavez C          3  0  2  0  .328  U.Marquez 3B        4  0  1  0  .264
J.Muse LF           4  0  0  0  .266  B.Peterson C        3  2  2  1  .274
J.Marks 2B          4  0  0  0  .356  S.Pearson RF        3  0  2  0  .299
                                      A.Scelfo 2B         3  0  1  2  .257
                   35  3 10  3                           31  4  8  3

El Paso              0 0 0   0 3 0   0 0 0 -  3 10  1
Laredo               0 0 0   0 0 0   2 0 2 -  4  8  1
2B--D.Nelson (12), J.Brito (24), B.Peterson (11), A.Scelfo (20).
RBI--W.Dotel (41), J.Acey  2 (30), B.Peterson (30), A.Scelfo  2 (35).
HP--R.Fronk (12), Z.Chavez (1). SB--M.Gonzalez 2 (34). CS--U.Marquez (3).
E--J.Marks (5), S.Pearson (7). 
LOB--El Paso 9, Laredo 6. DP--J. Marks(2B) - R. Fronk(3B) - J. Acey(1B),
J. Mojica(SS) - A. Scelfo(2B) - J. Brito(1B), J. Mojica(SS) - A. Scelfo(2B)
- J. Brito(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
S.Hodsdon                       7.0   5   2   2   4   3   0    4.11
J.Harper                        1.0   0   0   0   0   1   0    1.54
M.Prado (L,2-3)                 0.1   3   2   2   0   0   0    3.38
                              8.1     8   4   4   4   4   0
 Laredo
R.Sasaki                        6.0   8   3   3   2   3   0    4.02
K.Wilson                        1.0   2   0   0   0   0   0    2.00
C.Roe                           1.0   0   0   0   0   2   0    1.60
L.Giammanco (W,4-4)             1.0   0   0   0   0   0   0    4.01
                                9    10   3   3   2   5   0
HB--R.Sasaki 2 (4). SO--R.Fronk, W.Dotel, Z.Chavez, J.Muse, J.Marks,
J.Mojica, J.Allen, K.Nichols, A.Scelfo. BB--M.Einertson, D.Nelson,
J.Mojica, J.Brito, B.Peterson, S.Pearson. BF--S.Hodsdon 28 (593), J.Harper
3 (103), M.Prado 4 (201), R.Sasaki 29 (292), K.Wilson 4 (80), C.Roe 3
(205), L.Giammanco 3 (304). P-S--S.Hodsdon 101-62, J.Harper 7-6, M.Prado
8-4, R.Sasaki 112-68, K.Wilson 10-6, C.Roe 8-7, L.Giammanco 12-8. 
T--2:49.  

Weather: H*100
Umpires: Plate Ump - Bob Wolk, Field Ump #1 - Mo Hassen, Field Ump #3 - Kurt Brannan</pre>
</span></div>
</span></p>]]></content:encoded><trackback:ping /></item><item><title>LEMURS SWEEP DOUBLEHEADER FROM DIABLOS, INCLUDING WALK OFF IN NIGHTCAP</title><link>http://www.diablos.com/News/tabid/207/PostID/803/LEMURS-SWEEP-DOUBLEHEADER-FROM-DIABLOS,-INCLUDING-WALK-OFF-IN-NIGHTCAP-.aspx</link><author>LizetteE</author><guid isPermaLink="false">803</guid><pubDate>Sat, 25 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 24</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">LEMURS SWEEP DOUBLEHEADER FROM DIABLOS, INCLUDING WALK OFF IN NIGHTCAP</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div style="text-align: left; "><span style="font-family: 'Times New Roman'; ">LAREDO, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> entered Friday's series opening double-header with <a href="http://www.americanassociationbaseball.com/team/laredo.php">Laredo</a> with a chance to vault back into second place, but Lemurs took both games, including a thriller in the nightcap, to move into first place in the South division.</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">Laredo began the night with a 15-1 blowout victory, punctuated by a grand slam by Lemurs newcomer <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=378393">Kevin Nichols</a>. It was game two of the twin bill, however, that turned into a gut-wrencher for El Paso.</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">Tied 2-2 throughout most of the night, the Diablos took a one-run lead on an RBI double by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a> and took a 3-2 advantage into the bottom of the sixth inning. (Note: each game was seven innings in length because of doubleheader rules).</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">The Lemurs, however, took the lead themselves when <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=300370">Stephen Pearson</a>'s drive to left evaded outfielder <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=231877">J.J. Muse</a>, scoring the tying run and putting Pearson on third. A wild pitch from <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=339768">Justin Harper </a>on a strike three pitch to <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=284425">Anthony Scelfo</a> then scored Pearson to put Laredo up 4-3.</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">Not to be outdone, El Paso rallied during its last at-bat with three runs despite only one ball hit out of the infield. Two Lemurs errors helped the Diablos on their way to a three-run inning to take a 6-4 advantage into the bottom of the seventh.</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">The Lemurs put runners on first and second facing the Diablos closer, <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=284425">Marcel Prado</a>. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=52009">Uriak Marquez</a>, a former Diablo, then hit a deep drive to center which sailed over the head of <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=232554">Mitch Einertson</a>, scoring one run. The back runner, <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=316123">Philip Incaviglia</a>, started to run home but was held up at third and was caught in between the bases.</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">Then, the throw back to third skipped under the glove of <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=272564">Reid Fronk</a>, took a hop and bounced into the stands. By rule, Marquez and Incaivlia were both awarded home plate, giving the Lemurs the victory.</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">The loss drops the Diablos three games back of the now first place Lemurs with a 44-45 record and 11 games to play.&#160;</div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; "><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81906">Link to Game 1 Box Score&#160;</a></div>
<div style="text-align: left; ">&#160;</div>
<div style="text-align: left; ">
<pre style="color: rgb(0, 0, 0); text-align: -webkit-auto; word-wrap: break-word; white-space: pre-wrap; ">
GAME DATE: 08/24/2012
El Paso Diablos  1 AT Laredo Lemurs  15

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Laredo             AB  R  H BI   AVG
M.Gonzalez SS       4  0  1  0  .321  S.Douglas CF        3  2  1  2  .222
R.Fronk 3B          2  0  0  0  .288  J.Mojica SS         5  1  3  4  .343
M.Einertson CF      3  1  1  0  .285  J.Allen LF          2  1  0  1  .346
W.Dotel RF          3  0  0  0  .410  K.Nichols DH        5  1  1  4  .077
F.Valenzuela 1B     3  0  1  0  .341  J.Brito 1B          5  1  2  0  .291
J.Acey DH           3  0  2  1  .317  U.Marquez 3B        3  3  3  2  .261
Z.Chavez C          3  0  0  0  .324  S.Pearson RF        4  2  2  0  .291
 Z.Larson C         0  0  0  0  .000  K.Butler C          3  1  1  0  .234
D.Nelson 2B         3  0  1  0  .291  A.Scelfo 2B         1  3  0  1  .258
J.Muse LF           3  0  0  0  .274       
                   27  1  6  1                           31 15 13 14

El Paso              0 0 0   0 0 1   0 -  1  6  1
Laredo               0 4 0   0 4 7   x - 15 13  2
2B--D.Nelson (10), J.Mojica (22). HR--K.Nichols (1), U.Marquez (4).
RBI--J.Acey (28), S.Douglas  2 (32), J.Mojica  4 (55), J.Allen (56),
K.Nichols  4 (4), U.Marquez  2 (32), A.Scelfo (32). HP--J.Allen (2),
K.Butler (1). SF--S.Douglas (4). SB--M.Gonzalez (31), J.Mojica (12).
E--R.Fronk (13), J.Brito (4), K.Butler (8). 
LOB--El Paso 6, Laredo 8. 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
L.Chirinos (L,4-2)              4.2  10   8   8   4   5   1    3.43
D.Bailey                        1.0   3   7   2   3   0   1    4.50
R.Morla                         0.1   0   0   0   0   0   0    6.89
                                6    13  15  10   7   5   2
 Laredo
M.Way (W,10-6)                  7.0   6   1   1   1   3   0    3.64
                                7     6   1   1   1   3   0
WP--D.Bailey (1). PB--Z.Chavez. HB--D.Bailey 2 (2). SO--M.Gonzalez,
M.Einertson, D.Nelson, J.Allen, K.Nichols, S.Pearson, K.Butler, A.Scelfo.
BB--R.Fronk, S.Douglas, J.Allen 2, U.Marquez, A.Scelfo 3. BF--L.Chirinos 28
(168), D.Bailey 12 (27), R.Morla (50), M.Way 28 (535). P-S--L.Chirinos
117-67, D.Bailey 49-23, R.Morla 3-3, M.Way 106-67. 
T--2:37.  

Weather: 100, Sunny
Umpires: Plate Ump - Bob Wolk, Field Ump #1 - Mo Hassen, Field Ump #3 - Kurt Brannan
<br type="_moz" /></pre>
<pre style="color: rgb(0, 0, 0); text-align: -webkit-auto; word-wrap: break-word; white-space: pre-wrap; "><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81907">Link to Game 2 Box Score</a></pre>
<pre style="color: rgb(0, 0, 0); text-align: -webkit-auto; word-wrap: break-word; white-space: pre-wrap; "><pre style="word-wrap: break-word; white-space: pre-wrap; ">
GAME DATE: 08/24/2012
El Paso Diablos  6 AT Laredo Lemurs  7

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Laredo             AB  R  H BI   AVG
M.Gonzalez SS       4  1  1  0  .320  S.Douglas CF        4  0  1  1  .223
R.Fronk 3B          2  0  1  1  .290  J.Mojica SS         4  0  1  0  .342
M.Einertson CF      4  1  1  0  .285  J.Allen LF          3  0  1  0  .346
W.Dotel RF          4  1  1  0  .407  K.Nichols DH        4  1  0  0  .059
F.Valenzuela DH     4  1  0  0  .326  J.Brito 1B          3  0  1  0  .292
 S.Hodsdon DH       0  0  0  0  .308   P.Incaviglia PR    0  1  0  0  .127
J.Acey 1B           3  1  1  0  .318  U.Marquez 3B        4  3  2  1  .264
Z.Chavez C          4  0  1  2  .321  B.Peterson C        1  0  0  0  .270
D.Nelson 2B         1  1  1  1  .297  S.Pearson RF        2  2  2  1  .296
J.Marks LF          2  0  1  0  .388  A.Scelfo 2B         3  0  1  1  .258
 J.Muse LF,PH       1  0  0  0  .273       
                   29  6  8  4                           28  7  9  4

El Paso              0 0 2   0 0 1   3 -  6  8  1
Laredo               0 0 0   2 0 2   3 -  7  9  3
2B--Z.Chavez (6), S.Douglas (10), U.Marquez (8). 3B--S.Pearson (6).
HR--D.Nelson (5). RBI--R.Fronk (49), Z.Chavez  2 (17), D.Nelson (24),
S.Douglas (33), U.Marquez (33), S.Pearson (48), A.Scelfo (33).
HP--S.Pearson (8). SH--J.Marks (0), B.Peterson (0). SB--M.Gonzalez (32),
W.Dotel (22), U.Marquez (11). E--R.Fronk (14), J.Mojica 2 (17), B.Peterson
(5). 
LOB--El Paso 9, Laredo 7. DP--S. Douglas(CF) - J. Brito(1B), U. Marquez
(3B) - J. Brito(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
K.Cooper                        4.0   5   2   2   2   1   0    1.69
T.Adleman                       1.1   2   2   2   0   0   0    4.34
J.Harper                        0.2   0   0   0   0   2   0    1.61
M.Prado (L,2-2)                 0.1   2   3   3   1   0   0    3.02
                              6.1     9   7   7   3   3   0
 Laredo
M.Haynes                        4.1   5   2   1   1   3   1    5.53
C.Roe                           0.2   0   0   0   1   2   0    1.63
K.Wilson                        0.2   1   1   1   2   0   0    2.12
M.Benacka (W,2-2)               1.1   2   3   1   2   1   0    2.46
                                7     8   6   3   6   6   1
WP--J.Harper (4), C.Roe (5). HB--K.Cooper (1). SO--M.Gonzalez 2, R.Fronk,
M.Einertson 2, Z.Chavez, S.Douglas, K.Nichols, A.Scelfo. BB--R.Fronk 2,
J.Acey, D.Nelson 3, J.Allen, J.Brito, B.Peterson. BF--K.Cooper 20 (20),
T.Adleman 6 (125), J.Harper 3 (100), M.Prado 4 (197), M.Haynes 18 (447),
C.Roe 3 (202), K.Wilson 5 (76), M.Benacka 10 (205). P-S--K.Cooper 70-45,
T.Adleman 27-17, J.Harper 13-8, M.Prado 18-12, M.Haynes 81-52, C.Roe 14-7,
K.Wilson 21-9, M.Benacka 49-27. 
T--3:03.  A--5581

Weather: 94
Umpires: Plate Ump - Mo Hassen, Field Ump #1 - Kurt Brannan, Field Ump #3 - Bob Wolk</pre>
</pre>
<pre style="color: rgb(0, 0, 0); text-align: -webkit-auto; word-wrap: break-word; white-space: pre-wrap; ">&#160;</pre>
</div>
</span></p>
<p>&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS RALLY FROM FIVE RUNS DOWN TO BEAT WICHITA, EVEN SERIES</title><link>http://www.diablos.com/News/tabid/207/PostID/802/DIABLOS-RALLY-FROM-FIVE-RUNS-DOWN-TO-BEAT-WICHITA,-EVEN-SERIES-.aspx</link><author>LizetteE</author><guid isPermaLink="false">802</guid><pubDate>Wed, 22 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" />&#160;</p>
<p><span class="Apple-style-span" style="font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; color: rgb(34, 34, 34); "><span style="border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<p class="MsoNormal" style="margin: 0px; text-align: left; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 22</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
</span></span>
<p style="text-align: center; "><span style="border-collapse: collapse; "><span style="border-collapse: collapse; "><br />
</span></span></p>
<div style="text-align: center; ">DIABLOS RALLY FROM FIVE RUNS DOWN TO BEAT WICHITA, EVEN SERIES</div>
<div style="text-align: center; ">&#160;</div>
<p style="text-align: center; ">&#160;</p>
<span style="border-collapse: collapse; ">
<div style=""><span style="font-family: 'Times New Roman'; ">EL PASO, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos </a>erased an early 8-3 deficit to the <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita Wingnuts</a>, scoring the next 11 runs of the game to win game two of the series by a final score of 14-9.</div>
<div>&#160;</div>
<div>The big inning for the Diablos was the eighth. In the top half, Wichita loaded the bases with nobody out, but reliever <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=339768">Justin Harper</a> (4-1) induced a pop-up and a double play ball toe escape the inning unscathed.&#160;Then, in the bottom half, the Diablos scored six times off reliever <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=117705">Jared Simon</a>, with RBI's from <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=155867">Maikol Gonzalez</a>, <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=365900">Fernando Valenzuela</a> and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a> pacing the big frame.&#160;</div>
<div>&#160;</div>
<div>The comeback trail began in the fourth, when <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=338572">Daniel Nelson</a> and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=231877">J.J. Muse</a> each knocked in runs with productive outs to pull the Diablos to within thee. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=272564">Reid Fronk</a>'s RBI single in the sixth got the Diablos even closer, and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=365900">Fernando Valenzuela Jr.</a>'s RBI hit in the seventh tied the score at eight.&#160;</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=150540">Scott Hodsdon</a> was not his normal sharp self but settled down after a rocky beginning to pitch into the eighth inning for the seventh time in 2012. Hodsdon departed after letting the leadoff runner reach in the top half of the eighth.</div>
<div>&#160;</div>
<div>The Diablos overcame a poor defensive day (four errors) and a relentless Wichita attack (17 hits for the second consecutive day) to move back a game over .500 and within a game of first place with 13 games to be played over the next two weeks.</div>
<div>&#160;</div>
<div>The rubber match of the series is scheduled for a 7:05 p.m. start on Thursday, with <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=351216">Luis Chirinos</a> taking the hill for El Paso.</div>
<div style="text-align: center; ">&#160;</div>
<div style="text-align: center; ">&#160;</div>
<div><span class="Apple-style-span" style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre>
GAME DATE: 08/22/2012
Wichita Wingnuts  9 AT El Paso Diablos  14

                                 YTD                                   YTD
Wichita            AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
R.Khoury SS         6  1  2  0  .261  M.Gonzalez SS       4  3  2  1  .322
J.Kahaulelio 2B     4  2  3  1  .380  R.Fronk 3B          4  3  3  3  .290
J.Rodriguez DH      5  2  3  1  .331  M.Einertson CF      4  0  2  1  .285
C.Ziegler 1B        3  1  1  0  .341  W.Dotel RF          4  2  3  2  .416
G.Porter LF         5  1  2  2  .258  F.Valenzuela 1B     5  1  3  2  .341
W.Batista 3B        4  0  1  1  .270  J.Acey DH           4  1  0  1  .310
D.Peralta RF        5  1  3  1  .329  Z.Chavez C          5  1  2  1  .333
J.Mier C            5  1  1  0  .312  D.Nelson 2B         2  1  0  1  .289
J.McDonald CF       3  0  1  1  .249  J.Muse LF           3  2  1  1  .277
                   40  9 17  7                           35 14 16 13

Wichita              2 1 1   4 0 0   0 0 1 -  9 17  2
El Paso              2 0 1   2 0 2   1 6 0 - 14 16  4
2B--R.Khoury (15), J.Kahaulelio 2 (17), D.Peralta (27), R.Fronk (21),
Z.Chavez (5). RBI--J.Kahaulelio (34), J.Rodriguez (74), G.Porter  2 (46),
W.Batista (5), D.Peralta (66), J.McDonald (33), M.Gonzalez (44), R.Fronk  3
(48), M.Einertson (62), W.Dotel  2 (39), F.Valenzuela  2 (17), J.Acey (27),
Z.Chavez (15), D.Nelson (23), J.Muse (30). HP--C.Ziegler (1).
SF--J.Kahaulelio (1), W.Batista (1), J.McDonald (5), M.Einertson (4),
W.Dotel (2), D.Nelson (1). SB--W.Dotel (21). E--R.Khoury (11), J.Mier (3),
W.Dotel 2 (9), F.Valenzuela (3), Z.Chavez (2). 
LOB--Wichita 10, El Paso 5. DP--F. Valenzuela(1B), Z. Chavez(C) - F.
Valenzuela(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 Wichita
A.Capra                         5.2   8   7   7   4   1   0    5.01
J.Baker                         1.0   2   1   0   0   0   0    2.91
J.Simon (L,3-6)                 0.2   4   5   5   1   0   0    3.45
J.Hoyt                          0.2   2   1   1   0   0   0    4.26
                                8    16  14  13   5   1   0
 El Paso
S.Hodsdon                       7.0  15   8   7   2   1   0    4.19
J.Harper (W,4-1)                1.0   1   0   0   0   0   0    1.66
M.Prado                         1.0   1   1   1   0   1   0    2.47
                                9    17   9   8   2   2   0
WP--J.Baker (4). HB--J.Harper (6). SO--R.Khoury, J.Mier, R.Fronk.
BB--C.Ziegler, J.McDonald, M.Gonzalez, R.Fronk, J.Acey, D.Nelson, J.Muse.
BF--A.Capra 29 (214), J.Baker 4 (88), J.Simon 7 (248), J.Hoyt 3 (28),
S.Hodsdon 38 (565), J.Harper 4 (97), M.Prado 4 (193). P-S--A.Capra 102-58,
J.Baker 17-11, J.Simon 19-11, J.Hoyt 13-7, S.Hodsdon 119-78, J.Harper 12-7,
M.Prado 15-10. 
T--3:16.  A--1691

Weather: 87 degrees, partly cloudy
Umpires: Plate Ump - Mo Hassen, Field Ump #1 - Kurt Branin, Field Ump #3 - Sheldon Wheeler</pre>
</span></div>
</span></span></p>
<p style="text-align: center; ">&#160;</p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS DROP SLUGFEST TO WICHITA TO SNAP THREE GAME WIN STREAK</title><link>http://www.diablos.com/News/tabid/207/PostID/801/DIABLOS-DROP-SLUGFEST-TO-WICHITA-TO-SNAP-THREE-GAME-WIN-STREAK-.aspx</link><author>LizetteE</author><guid isPermaLink="false">801</guid><pubDate>Wed, 22 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 21</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">For Immediate Release</span></p>
<br />
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS DROP SLUGFEST TO WICHITA TO SNAP THREE GAME WIN STREAK</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">EL PASO, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> pounded out 17 hits but also surrendered the same amount to the visiting <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita Wingnuts</a> and fell in the series opener at Cohen Stadium by a final of 16-11.</div>
<div>&#160;</div>
<div>Diablos starter <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=337339">Ramon Garcia</a> lasted only three innings and gave up eight runs, letting an early El Paso lead slip away. The Diablos plated four runs in the bottom of the first, two coming on an inside-the-park home run by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=341092">Jermy Acey</a>.</div>
<div>&#160;</div>
<div>But Wichita answered the Diablos with four runs in both the second and third, taking an 8-7 lead. That would be as close as El Paso would get the rest of the game, as reliever after reliever could not stymie the Wingnuts attack.</div>
<div>&#160;</div>
<div>The Diablos did make one attempt at a comeback, scoring four times in the bottom of the eighth to turn a 13-7 deficit into a 13-11 game. The inning ended, however, when <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=348862">Zane Chavez</a>'s bases loaded drive to right was caught by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=266710">David Peralta</a>, who fired to first to double off Acey and escape the jam.</div>
<div>&#160;</div>
<div>The Wingnuts added three runs in the top of the ninth to solve away the team's 51st win. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=233019">Josh Lowey</a> (14-4) rebounded from a loss to the Diablos a week ago to record his 14th victory, tying an American Association record.</div>
<div>&#160;</div>
<div>The Diablos will play game two of the series Wednesday morning at Cohen Stadium. First pitch is scheduled for 11:05 a.m. (MST).</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/boxscore.html?gameid=81886">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/21/2012
Wichita Wingnuts  16 AT El Paso Diablos  11

                                 YTD                                   YTD
Wichita            AB  R  H BI   AVG  El Paso            AB  R  H BI   AVG
R.Khoury SS         4  2  2  0  .259  M.Gonzalez SS       5  1  2  1  .320
J.Kahaulelio 2B     5  3  3  1  .372  R.Fronk 3B          4  3  2  1  .284
J.Rodriguez DH      5  2  3  2  .327  M.Einertson CF      5  2  3  3  .282
C.Ziegler 1B        5  3  2  2  .341  W.Dotel RF          5  0  1  1  .409
G.Porter LF         5  2  2  2  .256  F.Valenzuela 1B     5  1  3  2  .325
W.Batista 3B        5  1  0  1  .273  J.Acey DH           4  1  1  3  .319
D.Peralta RF        4  2  3  5  .325  Z.Chavez C          5  0  0  0  .330
J.Mier C            4  0  2  1  .317  D.Nelson 2B         5  2  3  0  .295
M.Conroy CF         0  0  0  0  .289  J.Muse LF           5  1  2  0  .276
 J.McDonald CF,PH   3  1  0  0  .248       
                   40 16 17 14                           43 11 17 11

Wichita              0 4 4   2 0 1   1 1 3 - 16 17  2
El Paso              4 3 0   0 0 0   0 4 0 - 11 17  1
2B--C.Ziegler (14), R.Fronk 2 (20), M.Einertson (18), W.Dotel (10),
D.Nelson 2 (9). 3B--D.Peralta (5). HR--J.Rodriguez (14), G.Porter (10),
J.Acey (3). RBI--J.Kahaulelio (33), J.Rodriguez  2 (73), C.Ziegler  2 (54),
G.Porter  2 (44), W.Batista (4), D.Peralta  5 (65), J.Mier (14), M.Gonzalez
(43), R.Fronk (45), M.Einertson  3 (61), W.Dotel (37), F.Valenzuela  2
(15), J.Acey  3 (26). HP--J.Rodriguez (4), J.Acey (4). SH--W.Batista (0).
SB--R.Khoury 2 (30), J.Kahaulelio (8), D.Peralta (20), J.McDonald (16).
E--G.Porter 2 (3), Z.Chavez (1). 
LOB--Wichita 8, El Paso 9. DP--J. Muse(LF) - M. Gonzalez(SS), D.
Nelson(2B) - F. Valenzuela(1B), J. Kahaulelio(2B) - R. Khoury(SS) - C.
Ziegler(1B), M. Gonzalez(SS) - D. Nelson(2B) - F. Valenzuela(1B), D.
Peralta(RF) - C. Ziegler(1B). 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 Wichita
J.Lowey (W,14-4)                6.0  11   7   6   2   2   1    3.65
N.Walters                       1.0   0   0   0   0   0   0    1.94
E.Martinez                      0.0   3   4   4   1   0   0    5.40
J.Hoyt                          1.0   2   0   0   0   1   0    3.18
J.Simon                         1.0   1   0   0   0   2   0    2.70
                                9    17  11  10   3   5   1
 El Paso
R.Garcia (L,1-5)                3.0   6   8   8   3   2   0    8.25
D.Bailey                        3.0   3   3   3   4   0   1    3.79
S.Evarts                        2.0   4   2   2   2   0   1    7.17
R.Morla                         1.0   4   3   3   0   0   0    7.04
                                9    17  16  16   9   2   2
WP--J.Lowey (4), J.Simon (5), R.Morla (1). HB--J.Hoyt (1), S.Evarts (3).
SO--R.Khoury, G.Porter, W.Dotel, J.Acey, Z.Chavez, D.Nelson, J.Muse.
BB--R.Khoury 2, J.Kahaulelio, C.Ziegler, G.Porter, D.Peralta, J.Mier,
J.McDonald 2, M.Gonzalez, R.Fronk 2. BF--J.Lowey 30 (524), N.Walters 4
(187), E.Martinez 4 (173), J.Hoyt 5 (25), J.Simon 4 (241), R.Garcia 18
(104), D.Bailey 15 (15), S.Evarts 12 (113), R.Morla 6 (49). P-S--J.Lowey
108-69, N.Walters 12-9, E.Martinez 16-7, J.Hoyt 16-9, J.Simon 14-10,
R.Garcia 71-39, D.Bailey 50-24, S.Evarts 45-21, R.Morla 27-19. 
T--3:45.  A--1067

Weather: 93 degrees, partly cloudy
Umpires: Plate Ump - Sheldon Wheeler, Field Ump #1 - Mo Hassen, Field Ump #3 - Kurt Branin</pre>
</span></div>
</span></p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS MOVE ABOVE .500 FOR FIRST TIME WITH SERIES WIN OVER AIRHOGS</title><link>http://www.diablos.com/News/tabid/207/PostID/800/DIABLOS-MOVE-ABOVE-.500-FOR-FIRST-TIME-WITH-SERIES-WIN-OVER-AIRHOGS-.aspx</link><author>LizetteE</author><guid isPermaLink="false">800</guid><pubDate>Tue, 21 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 20</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
<p class="MsoNormal" style="margin: 0px; ">&#160;</p>
<br />
</span></span></p>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS MOVE ABOVE .500 FOR FIRST TIME WITH SERIES WIN OVER AIRHOGS</div>
<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">&#160;</div>
<p><span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; ">
<div><span style="font-family: 'Times New Roman'; ">GRAND PRAIRIE, TX-</span>&#160;The <a href="http://www.americanassociationbaseball.com/team/el-paso.php">Diablos</a> (43-42) have more wins than losses for the first time this season after a 6-1 win over the <a href="http://www.americanassociationbaseball.com/team/grand-prairie.php">Grand Prairie AirHogs</a> at QuikTrip Park. The victory also moves the team to within a game and a half of first place in the South Division.</div>
<div>&#160;</div>
<div>The AirHogs managed just one hit against El Paso pitching, a second inning double by <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=96261">John Alonso</a> that led to the game's first run. After Grand Prairie grabbed the one-run lead, however, the Diablos surged ahead.</div>
<div>&#160;</div>
<div>El Paso scored each of its six runs in the fourth inning. <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=337495">Welington Dotel</a> and <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=365900">Fernando Valenzuela Jr.</a> each tallied RBI singles to put the Diablos ahead 2-1. One batter later, with the bases loaded, <a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=365900">Daniel Nelson</a> hit a 2-0 pitch over the left field wall for a grand slam and a 6-1 lead. The bases-loaded home run was the second of the series for El Paso.</div>
<div>&#160;</div>
<div><a href="http://am-association.bbstats.pointstreak.com/player.html?playerid=340245">David Casillas</a> mantained his perfect record despite an imperfect night. Casillas (6-0) walked seven and hit a batter but surrendered just the one base hit in six and a third innings.&#160;</div>
<div>&#160;</div>
<div>El Paso now returns home for a three-game set with the <a href="http://www.americanassociationbaseball.com/team/wichita.php">Wichita Wingnuts</a>, a team the Diablos split a four-game set with during the past week. First pitch on Tuesday is scheduled for 7:05 p.m. at Cohen Stadium.</div>
<div>&#160;</div>
<div><a href="http://www.americanassociationbaseball.com/team/wichita.php">Link to Box Score</a></div>
<div>&#160;</div>
<div><span style="border-collapse: separate; color: rgb(0, 0, 0); font-family: Times; font-size: medium; ">
<pre style="white-space: pre-wrap; word-wrap: break-word; ">
GAME DATE: 08/20/2012
El Paso Diablos  6 AT Grand Prairie AirHogs  1

                                 YTD                                   YTD
El Paso            AB  R  H BI   AVG  Gr Prairie         AB  R  H BI   AVG
M.Gonzalez SS       5  0  0  0  .319  J.Kaplan RF         4  0  0  0  .257
R.Fronk 3B          4  1  1  0  .281  K.Simon CF          3  0  0  0  .310
M.Einertson CF      4  1  1  0  .292  B.Myrow LF          3  0  0  0  .355
W.Dotel RF          4  1  1  1  .415  A.Rodriguez 1B      2  0  0  0  .282
F.Valenzuela 1B     4  1  2  1  .308  T.Lockwood DH       3  1  0  0  .275
J.Acey DH           3  1  0  0  .321  J.Alonso 3B         3  0  1  0  .299
D.Nelson 2B         4  1  3  4  .280  J.Perez 2B          3  0  0  0  .336
Z.Larson C          4  0  0  0  .000  A.Espinosa C        3  0  0  1  .270
J.Muse LF           4  0  1  0  .274  Y.Nishimoto SS      3  0  0  0  .283
                                       K.Held PH          1  0  0  0  .263
                   36  6  9  6                           28  1  1  1

El Paso              0 0 0   6 0 0   0 0 0 -  6  9  0
Gr Prairie           0 1 0   0 0 0   0 0 0 -  1  1  1
2B--R.Fronk (18), F.Valenzuela (5), J.Alonso (18). HR--D.Nelson (4).
RBI--W.Dotel (36), F.Valenzuela (13), D.Nelson  4 (22), A.Espinosa (4).
HP--J.Perez (3). SB--J.Kaplan (2), K.Simon 2 (21). CS--J.Muse (7).
E--Y.Nishimoto (21). 
LOB--El Paso 4, Gr Prairie 10. 
                                                                YTD
                                 IP   H   R  ER  BB  SO  HR     ERA
 El Paso
D.Casillas (W,6-0)              6.1   1   1   1   7   2   0    5.28
S.Evarts                        0.1   0   0   0   1   0   0    6.98
J.Harper                        1.1   0   0   0   1   0   0    1.74
S.Hodsdon                       1.0   0   0   0   0   1   0    3.91
                                9     1   1   1   9   3   0
 Gr Prairie
J.Brownell (L,7-6)              7.0   8   6   6   1   4   1    3.80
R.Morales                       1.0   0   0   0   0   0   0    2.82
J.Cunningham                    1.0   1   0   0   0   0   0    4.31
                                9     9   6   6   1   4   1
PB--Z.Larson. HB--D.Casillas (2). SO--M.Gonzalez, M.Einertson, J.Acey,
Z.Larson, J.Kaplan, A.Espinosa, K.Held. BB--J.Acey, J.Kaplan, K.Simon 2,
B.Myrow, A.Rodriguez 2, T.Lockwood, J.Alonso, A.Espinosa. BF--D.Casillas 28
(203), S.Evarts 2 (101), J.Harper 5 (93), S.Hodsdon 3 (527), J.Brownell 29
(560), R.Morales 4 (220), J.Cunningham 4 (143). P-S--D.Casillas 114-62,
S.Evarts 10-3, J.Harper 21-12, S.Hodsdon 10-7, J.Brownell 119-77, R.Morales
10-7, J.Cunningham 12-8. 
T--2:57.  A--1047

Weather: 
Umpires: Plate Ump - JUSTIN POST, Field Ump #1 - SHAYLOR SMITH, Field Ump #2 - JOE PASCUCCI</pre>
</span></div>
</span></p>]]></content:encoded><trackback:ping /></item><item><title>DIABLOS COMPLETE THREE GAMES IN ONE DAY ODYSSEY WITH 2-1 RECORD</title><link>http://www.diablos.com/News/tabid/207/PostID/799/DIABLOS-COMPLETE-THREE-GAMES-IN-ONE-DAY-ODYSSEY-WITH-2-1-RECORD-.aspx</link><author>LizetteE</author><guid isPermaLink="false">799</guid><pubDate>Tue, 21 Aug 2012 00:00:00 GMT</pubDate><category>News</category><content:encoded><![CDATA[<p style="text-align: center; "><img src="/Portals/1/Media_release_heading Dark.jpg" width="600" height="75" alt="" /></p>
<p>&#160;<span style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "><span style="border-collapse: collapse; ">
<p class="MsoNormal" style="margin: 0px; "><span style="font-size: 9pt; line-height: 13px; font-family: 'Times New Roman'; ">August 19</span><span style="font-family: 'Times New Roman'; font-size: 12px; line-height: 13px; ">, 2012</span></p>
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<div style="color: rgb(34, 34, 34); font-family: arial, sans-serif; font-size: 13px; text-align: center; ">DIABLOS COMPLETE THREE GAMES IN ONE DAY ODYSSEY WITH 2-1 RECORD</div>
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<div><span style="font-family: 'Times New Roman'; ">GRAND PRAIRIE, TX-</span>&#