Right Place, Wrong Time: Bolt d’Oro Could Have Been Derby Favorite

Tuesday, April 17, 2018 2:16 AM UTC

Tuesday, Apr. 17, 2018 2:16 AM UTC

In late March, Bolt d’Oro was the darling of the horse racing media and oddsmakers. Since then, other elite 3-year-olds have grabbed the spotlight as the Kentucky Derby approaches.

<h2 style="text-align:center;"><a href="https://www.sportsbookreview.com/forum/" title="Sports Betting Forums">Kentucky Derby Top Contenders Preview: Bolt d’Oro</a></h2><p>Owned and trained by Mick Ruis, Bolt d’Oro (10/1 to win Kentucky Derby, <a href="https://www.sportsbookreview.com/Sportsbook/?v=4588&amp;book=BOVADA" rel="nofollow" title="Top Rated Sportsbook ">Bovada</a>) is an American-bred bay colt who won his first three races — including the Del Mar Futurity and FrontRunner Stakes — before finishing third in the Breeders’ Cup Juvenile at Del Mar Racetrack in Del Mar, California, last Nov. 4, behind Kentucky Derby hopefuls Good Magic and Solomini. Bolt d’Oro, the post-time favorite in four of his six races, was the 8/5 favorite in the Breeders’ Cup Juvenile. As a 3-year-old, Bolt D’Oro — sired by 2002 Travers Stakes winner Medaglia d'Oro — won the San Felipe Stakes before finishing second, 3 lengths behind Justify, in the Santa Anita Derby on April 7.</p><p>[/]{"component":"video", "type":"youtube", "url":"https://www.youtube.com/embed/FdzGITpepN4", "videoSize":"Large" }[/]</p><p>Ruis, a high-school dropout who built American Scaffold, then sold the majority of the <a href="http://www.latimes.com/sports/more/la-sp-breeders-mick-ruiz-20171101-story.html">$78 million company and returned to horse racing</a>, purchased Bolt d’Oro for $630,000 in 2016. He sent the colt to a Montana ranch and Ike Green for breaking and early training. It was at that point the promising colt, preparing for his first ride, was named after 2016 Olympic Jamaican sprinter Usain Bolt, who Green likened the colt to because of their seemingly effortless running styles. Said Green: "If you've been riding cheap horses all your life, and old claimers you're trying to patch up, you know the difference between one like him and those."</p><p>[/]{"component": "embedHTML", "code": "&lt;blockquote class=\"twitter-tweet\" data-lang=\"en\"&gt;&lt;p lang=\"en\" dir=\"ltr\"&gt;A little open gallop with &lt;a href=\"https://twitter.com/EspinozasVictor?ref_src=twsrc%5Etfw\"&gt;@EspinozasVictor&lt;/a&gt; aboard this morning &lt;a href=\"https://twitter.com/hashtag/boltdoro?src=hash&amp;amp;ref_src=twsrc%5Etfw\"&gt;#boltdoro&lt;/a&gt; &lt;a href=\"https://twitter.com/hashtag/victorespinoza?src=hash&amp;amp;ref_src=twsrc%5Etfw\"&gt;#victorespinoza&lt;/a&gt; &lt;a href=\"https://twitter.com/spendthriftfarm?ref_src=twsrc%5Etfw\"&gt;@spendthriftfarm&lt;/a&gt; &lt;a href=\"https://twitter.com/ChurchillDowns?ref_src=twsrc%5Etfw\"&gt;@ChurchillDowns&lt;/a&gt; &lt;a href=\"https://twitter.com/KentuckyDerby?ref_src=twsrc%5Etfw\"&gt;@KentuckyDerby&lt;/a&gt; &lt;a href=\"https://twitter.com/ShelbeRuis?ref_src=twsrc%5Etfw\"&gt;@ShelbeRuis&lt;/a&gt; &lt;a href=\"https://t.co/lpY5qKuvpJ\"&gt;pic.twitter.com/lpY5qKuvpJ&lt;/a&gt;&lt;/p&gt;— Bolt d'Oro (@theboltshow) &lt;a href=\"https://twitter.com/theboltshow/status/985918471518109696?ref_src=twsrc%5Etfw\"&gt;April 16, 2018&lt;/a&gt;&lt;/blockquote&gt;\n&lt;script async src=\"https://platform.twitter.com/widgets.js\" charset=\"utf-8\"&gt;&lt;/script&gt;\n"}[/]</p><p>A jockey change from Corey Nakatani to Javier Castellano after Bolt d’Oro's first four races might have been a wise move. Bolt d’Oro won his first race with the 40-year-old, four-time Eclipse Award winner (for outstanding Jockey of the year) in the saddle in the $400,000 San Felipe Stakes at Santa Anita Racetrack in Arcadia, California, on March 10, beating fellow Kentucky Derby hopeful McKinzie in a controversial finish in which McKinzie crossed the line first but was DQ’d for interference after some bumping with Bolt d’Oro down the homestretch. A rematch between the two went up in smoke when Bob Baffert pulled McKinzie from the Santa Anita Derby -- and eventually from the entire Triple Crown trail -- due to a leg injury.</p><p>On March 26, Bolt d’Oro was ranked No. 1 in the <a href="https://www.horseracingnation.com/content/kentucky_Derby_2018_media_poll#">Kentucky Derby Media Poll</a> after winning the San Felipe Stakes, and he was the co-odds favorite in the futures book priced at 7/1 to win the Kentucky Derby on May 5. But after Mendelssohn’s runaway win in the UAE Derby, Justify beating Bolt d’Oro at Santa Anita, and Magnum Moon throwing his name into the elite mix with an impressive Arkansas Derby win last weekend, suddenly a horse of Bolt d’Oro’s quality is priced at 10/1. That's a testament to the talent in the tentative 20-horse Derby field and the healthy give-and-take of a market subject to the simple laws of supply and demand. The Kentucky Derby will reveal to us all how good Bolt d’Oro really is.</p><p><img 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" /></p><p>Hanging with the speed horses in the Kentucky Derby might be hard for some, with <a href="https://www.sportsbookreview.com/picks/more-sports/undefeated-justify-a-true-derby-contender-after-santa-anita-win/84824">Justify</a> (107, 104, 101 Beyer Speed Figures) and <a href="https://www.sportsbookreview.com/picks/more-sports/mendelssohn-a-serious-derby-contender-despite-euro-history/84808">Mendelssohn</a> (106 in UAE Derby) both blazers, but Bolt d’Oro (102, 101 will be one of the few heading into Louisville who has recorded a triple-digit Beyer Speed Figure, although some horse bettors are leery of the Beyer Speed Figure numbers.</p><p>Using the good old-fashioned eyeball test in the Santa Anita Derby, it looked like Justify (4/1 to win Kentucky Derby) could probably beat Bolt d’Oro in eight of 10 races, although the showdown between the two at Santa Anita Park was a byproduct of the injured McKinzie (101 Beyer Speed Figure) being replaced by Justify in the high-profile race. Had Justify run in the Arkansas Derby, perhaps Bolt d’Oro would have won at Santa Anita and we'd be looking at an entirely different scenario, although the Derby field would be similar and the futures odds to win in Kentucky would be tighter between Justify and Bolt d’Oro, with the latter getting more luster from oddsmakers (and the public) after a theoretical Santa Anita win.</p><p>It’s always strange how one race, and the timing of that particular race, can affect futures odds for big events such as the Triple Crown races and the buffet-like menu on Breeders’ Cup weekend. As it stands now, it seems there are four or five horses who can and probably should beat Bolt d’Oro. Getting the perfect trip, a great ride from new jockey Victor Espinoza and having others such as Justify, Mendelssohn and Audible struggle and get caught up in the pack will be imperative for Bolt d’Oro to shine. Realistically, for your <a href="https://www.sportsbookreview.com/picks/more-sports/" title="Free Sports Picks">horse racing picks</a>, a third- or fourth-place finish in the Derby might be the best he can do.</p><p>However you slice it, there will be six or seven really good horses fighting to win the first leg of the Triple Crown, and seven or eight others who could shock the horse racing world, their talent mathematically stuffed down by the embarrassment of 3-year-old riches this year. Trainer Todd Pletcher, winner of the 2017 Kentucky Derby with Always Dreaming, who have four extremely talented thoroughbreds in this year’s Derby: Audible (Florida Derby winner), Noble Indy (Louisiana Derby winner), Vino Rosso (Wood Memorial winner) and Magnum Moon (Arkansas Derby winner). And if you are looking for a long shot with talent whose name might get lost in this mix of perceived elite talent, then this is truly the year for you, with Magnum Moon, Flameaway and Quip all hoping to surprise.</p>
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