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	<title>Bloghammer.net</title>
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	<link>http://bloghammer.net</link>
	<description>Not Theoryhammer; Serious Bloghammer</description>
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		<title>2013 Invitational Objectives Preview</title>
		<link>http://bloghammer.net/?p=1556</link>
		<comments>http://bloghammer.net/?p=1556#comments</comments>
		<pubDate>Wed, 22 May 2013 06:09:29 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[Invitational]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1556</guid>
		<description><![CDATA[<p id="top" /> <p style="text-align: center;"></p> <p>&#160;</p> <p>First of all, if you are not familiar with the TSHFT Invitational format and its secondary and tertiary objectives, please check them here before reading further.  And if you are familiar with the format then please reference these objectives used in 2012&#8242;s Invitational.</p> 2012 Secondary Objectives <p></p> <p>As [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<p style="text-align: center;"><img class="aligncenter" src="http://gallery.pub.goha.ru/gals/cbt4/139/orig/b809739761263ca8c96bb036ae45e7bb.jpg" alt="http://gallery.pub.goha.ru/gals/cbt4/139/orig/b809739761263ca8c96bb036ae45e7bb.jpg" width="611" height="611" /></p>
<p>&nbsp;</p>
<p>First of all, if you are not familiar with the TSHFT Invitational format and its secondary and tertiary objectives, please check them <a title="Invitational Format" href="http://bloghammer.net/?page_id=1043" target="_blank">here</a> before reading further.  And if you are familiar with the format then please reference these objectives used in 2012&#8242;s Invitational.</p>
<h1 style="text-align: center;"><em>2012 Secondary Objectives</em></h1>
<p><a href="http://bloghammer.net/wp-content/uploads/2012/04/TSHFT-Invitational-Objectives11.jpg"><img class="aligncenter size-large wp-image-1155" title="Invitational Secondary Objectives 2012" src="http://bloghammer.net/wp-content/uploads/2012/04/TSHFT-Invitational-Objectives11-527x1024.jpg" alt="" width="527" height="1024" /></a></p>
<p>As we can see, these objectives were designed with 5th edition in mind.  Though some of them still work in 6th edition (Surgical Strikes / Covert Ops) and some of them will work with some wording change (Ambush / Overwelm), the rest need major rewording as they were either 5th edition specific or already covered in the BRB&#8217;s secondaries.  I will post an update of the 2013 objectives in a week, but here are a example of what a player should be expecting.</p>
<p>&nbsp;</p>
<h1 style="text-align: center;"><em>2012 Tertiary Objectives</em></h1>
<p><a href="http://bloghammer.net/wp-content/uploads/2012/04/TSHFT-Invitational-Objectives2.jpg"><img class="aligncenter size-large wp-image-1157" title="Invitational Tertiary Objectives 2012" src="http://bloghammer.net/wp-content/uploads/2012/04/TSHFT-Invitational-Objectives2-527x1024.jpg" alt="" width="527" height="1024" /></a></p>
<p>Most of the tertiary objectives will get an update and or change just as the secondary objectives.  As were the secondary objectives, I am going to give a week to my players to gather some inputs and will update and even replace some of them if the suggestions were sound and fitting to the ideal of the Invitational.</p>
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		<title>TSHFT Ranking, Take Three</title>
		<link>http://bloghammer.net/?p=1545</link>
		<comments>http://bloghammer.net/?p=1545#comments</comments>
		<pubDate>Fri, 17 May 2013 10:17:23 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1545</guid>
		<description><![CDATA[Another look at TSHFT Rankings [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<p style="text-align: center;"><img class="aligncenter" src="http://upload.wikimedia.org/wikipedia/commons/5/57/Tokyo_University_Entrance_Exam_Results_6.JPG" alt="http://upload.wikimedia.org/wikipedia/commons/5/57/Tokyo_University_Entrance_Exam_Results_6.JPG" width="814" height="611" /></p>
<p style="text-align: left;">Another TSHFT, another set of numbers for the statisticians in us gamers (which are apparently  lot) to break down what is &#8220;hot&#8221; and what is &#8220;not&#8221;.  While at it, analyzing the meta in the tournament as well.  Though TSHFT has a lot of data to crunch, there is one set of data that should play no role to statistics lovers &#8211; the TSHFT Ranking.</p>
<p style="text-align: left;">The TSHFT Ranking came about 3 years ago after I compiled all the data of the then 3 years of TSHFT.  I took the Win/Loss records from all the players and created a system (loosely based off the ELO ranking system used in chess) to reflect a player&#8217;s skill level and TSHFT experience.  Considering that I had tested this ranking system at my old retail shop 2 years before doing TSHFT, that&#8217;s a total 8 years of trials and errors in the making.</p>
<p style="text-align: left;"><strong>TSHFT Ranking Basic</strong></p>
<p style="text-align: left;">Simply put, you win games, you get points; you lose games, you lose points.  And depend on the differences between you and your opponent, you might have gained/lose more points and gained/lose less points.</p>
<p style="text-align: left;">i.e.  Any player that does not have a ranking starts out with 1000. If 2 people with 1000 matched up against each other, then the victor would gained 10 points by winning and the loser lost 5 points for losing.</p>
<p style="text-align: left;">Before Match</p>
<p style="text-align: left;">Player 1   1000</p>
<p style="text-align: left;">Player 2   1000</p>
<p style="text-align: left;">After Match</p>
<p style="text-align: left;">Player 1 1010</p>
<p style="text-align: left;">Player 2 995</p>
<p style="text-align: left;"><span style="color: #800000;"><em>* The matrix used in this example does not represent the actual TSHFT ranking matrix.</em></span></p>
<p style="text-align: center;"><img class="aligncenter" src="http://sickr.files.wordpress.com/2012/11/mario_kart_7_artwork2.jpg" alt="http://sickr.files.wordpress.com/2012/11/mario_kart_7_artwork2.jpg" width="367" height="367" /></p>
<p style="text-align: left;"><strong>Unranked</strong></p>
<p style="text-align: left;">All players enter the tournament the first time are registered as unranked.  Now since the winners for each title are competing for their class when they first entered the tournament (not based on their class during the tournament), the unranked class provides the most opportunist for any new players at the event (As long as he/she brought a painted army since the TSHFT Champion is only open to a fully painted army).</p>
<p style="text-align: center;"><img class="aligncenter" src="http://static.giantbomb.com/uploads/square_small/0/1169/180360-supermushroom.jpg" alt="http://static.giantbomb.com/uploads/square_small/0/1169/180360-supermushroom.jpg" width="320" height="320" /></p>
<p style="text-align: left;"><strong>Class C &#8211; Coolcats</strong></p>
<p style="text-align: left;"><em>1019 and below</em><strong> <span style="color: #003300;">(1009 and below in 2013~2014 season)</span></strong></p>
<p style="text-align: left;">I call these folks the coolcats for a reason.  More often than not, these folks believe that that a game is more fun winning with style (either painting/conversion or insanely handicapped lists) than simply winning.  They also enjoy the simple joy of rolling dice (I can never get enough of dicE!) and laugh at the triple &#8220;1&#8243;s or quad &#8220;1&#8243;s during armor saves while passing a beer to the opponent.  A solid paint score, a good altitude, and couple wins with a few secondary objectives should give anyone in this class a good chance to run for the Overall title.</p>
<p style="text-align: center;"><img class="aligncenter" src="http://i.ebayimg.com/t/5-5-MARIO-KART-NINTENDO-POWER-UPS-FABRIC-APPLIQUES-CHARACTER-IRON-ONS-/00/s/MTYwMFgxNDcw/$%28KGrHqN,%21n8E63WLoHU1BPDVngFgCw%7E%7E60_35.JPG" alt="http://i.ebayimg.com/t/5-5-MARIO-KART-NINTENDO-POWER-UPS-FABRIC-APPLIQUES-CHARACTER-IRON-ONS-/00/s/MTYwMFgxNDcw/$(KGrHqN,!n8E63WLoHU1BPDVngFgCw~~60_35.JPG" width="275" height="300" /></p>
<p style="text-align: left;"><strong>Class B &#8211; Battle Brawlers</strong></p>
<p style="text-align: left;"><em>1099~1020</em><span style="color: #003300;"><strong> (1099~1010 in 2013~2014 season)</strong></span></p>
<p style="text-align: left;">This is the biggest class currently.  Due to its large size, players who are seeking a title are pitted against players ranging from blooming unranked player after a few TSHFT as well as class A players who got a few unlucky rolls.  This would be a fantastic playground for any players who wish to hone their craft and skills before their eventual climb at the class A ladder.</p>
<p style="text-align: center;"><img class="aligncenter" src="http://images3.wikia.nocookie.net/__cb20120306103040/fantendo/images/b/b4/GoldenMushie.png" alt="http://images3.wikia.nocookie.net/__cb20120306103040/fantendo/images/b/b4/GoldenMushie.png" width="367" height="367" /></p>
<p><strong>Class A &#8211; Achievers<br />
</strong></p>
<p style="text-align: left;"><em>1100 &amp; Up</em><strong> (no change in 2013~2014 season)</strong></p>
<p style="text-align: left;">Be them achievers or over achievers, the class A candidates are truly a class of their own.  Not only do these folks have a winning records, they must win often at various TSHFT format and events.  That not only takes perseverance, but good generalship as well as they must adopt to the different rules between each TSHFT.  My goal is to have the cut off line for Class starting at 1200, but that will take us a few years go get there.  But then again, we might get there soon as more and more qualified generals are joining our ranks at the TSHFT events.</p>
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		<title>TSHFT Open Team Format</title>
		<link>http://bloghammer.net/?p=1539</link>
		<comments>http://bloghammer.net/?p=1539#comments</comments>
		<pubDate>Tue, 14 May 2013 21:44:14 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1539</guid>
		<description><![CDATA[<p id="top" /> <p style="text-align: center;"></p> <p>With the Rose City Rumble only 4 months away, an updated rules section is needed for the growing team event.  Thus I am going to post the basic team event before posting them on tshftopen.com in details.</p> <p>Team: 3 men team</p> <p>I might increase this to 4 men team [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<p style="text-align: center;"><img class="aligncenter" src="http://www.aceshowbiz.com/images/still/the-three-stooges05.jpg" alt="http://www.aceshowbiz.com/images/still/the-three-stooges05.jpg" width="550" height="367" /></p>
<p>With the Rose City Rumble only 4 months away, an updated rules section is needed for the growing team event.  Thus I am going to post the basic team event before posting them on tshftopen.com in details.</p>
<p>Team: 3 men team</p>
<p>I might increase this to 4 men team in the future if more folks prefer that over the 3 men format.  But the choice of a 3 men team is to make travel arrangement and coordination among teammates a lot easier.</p>
<p>Each person will be assigned a position on the team: Vanguard, Support, or HHD.  Each of these titles carry no special benefits/penalties to a player&#8217;s lists, however, they will affect how each round&#8217;s match up is made.</p>
<p><strong>Format:</strong> 4 round  (individual matches)</p>
<p>We are doing away with the double match format used in previous Open event.  Instead the team of 3 individuals will match up squarely against other teams.</p>
<p><strong>Pts:</strong> 1500 pts</p>
<p>Since we are scheduled 4 rounds in one day, we will keep each member of the team to 1500 to make match up swift and each match timely.</p>
<p><strong>Mission:</strong> TSHFT Standard</p>
<p>We are adopting the TSHFT&#8217;s Primary/Secondary/Tertiary objectives for the event.</p>
<p><strong>Pairing: </strong> Each round the team will pair up in the following format:</p>
<p>Vanguard vs Vanguard</p>
<p>Support vs Support</p>
<p>HHD vs HHD</p>
<p>If the title seems confusing, just replace them with 1st seat/2nd seat/3rd seat and each round each of the seats will play the appropriate seated opponent.</p>
<p><span style="color: #800000;"><strong>No Soft Scores</strong></span></p>
<p>That&#8217;s about all the changes thus far, any further updates will be posted on www.tshftopen.com</p>
<p>&nbsp;</p>
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		<title>The List &#8211; TSHFT Invitational 6/22~6/23</title>
		<link>http://bloghammer.net/?p=1531</link>
		<comments>http://bloghammer.net/?p=1531#comments</comments>
		<pubDate>Tue, 14 May 2013 07:57:50 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1531</guid>
		<description><![CDATA[Like.. duh, the list is the DA list... [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<p style="text-align: center;"><img class="aligncenter" src="http://wpnorge.devwp.eu/wp-content/uploads/2013/01/photodune-1458999-time-is-up-concept-clock-s.jpg" alt="http://wpnorge.devwp.eu/wp-content/uploads/2013/01/photodune-1458999-time-is-up-concept-clock-s.jpg" width="805" height="611" /></p>
<p>&nbsp;</p>
<p>Well, the second annual Invitational is only 5 weeks away!  And here is the list for all had RSVP thus far.</p>
<p style="text-align: center;"><strong><em>Ben Cromwell</em></strong></p>
<p style="text-align: center;"><strong><em>Jeremy Veysseire</em></strong></p>
<p style="text-align: center;"><strong><em>Gerry Sunada</em></strong></p>
<p style="text-align: center;"><strong><em>Alex Kim</em></strong></p>
<p style="text-align: center;"><strong><em>Allen Barjrmovic </em></strong></p>
<p style="text-align: center;"><strong><em>Dan Root</em></strong></p>
<p style="text-align: center;"><strong><em>Geroge Spencer</em></strong></p>
<p style="text-align: center;"><strong><em>Joel Talley</em></strong></p>
<p style="text-align: center;"><strong><em>Steve Glossner</em></strong></p>
<p style="text-align: center;"><em><strong>Calen Wong</strong></em></p>
<p style="text-align: center;"><strong><em>Chance Townsend</em></strong></p>
<p style="text-align: center;"><em><strong>Alex Yuen (Guest)</strong></em></p>
<p style="text-align: center;"><em><strong>Matt Lewis (Guest)<br />
</strong></em></p>
<p style="text-align: center;"><em><strong>Todd Smith (Guest)</strong></em></p>
<p style="text-align: center;"><strong><em>Bentley Pascoe (Guest)<br />
</em></strong></p>
<p>&nbsp;</p>
<p>Due to the huge waiting list I have accumulated, I will need the following winners to RSVP by <span style="color: #ff0000;"><em><strong>May 19, 2013</strong> </em></span>to reserve their spot for the 2013 Invitational.  Otherwise I will be forced drop you to the massive list I have already (with priority of course <img src='http://bloghammer.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' />  ).  I believe some of you had made mention of coming, but since I haven&#8217;t gotten a definite YES, I will need you to confirm it.  Thanks.</p>
<p style="text-align: center;"><strong><em>Nick Hayden</em></strong></p>
<p style="text-align: center;"><strong><em>Colin Sherlow</em></strong></p>
<p style="text-align: center;"><strong><em>Byran Butler</em></strong></p>
<p style="text-align: center;"><strong><em>Jessup Coffin</em></strong></p>
<p style="text-align: center;"><strong><em>Jason Peterson</em></strong></p>
<p style="text-align: center;"><strong><em>Robert Pace</em></strong></p>
<p style="text-align: center;"><strong><em>David Jensen</em></strong></p>
<p style="text-align: center;"><strong><em>Kriston Broxton </em></strong></p>
<p style="text-align: center;"><strong><em>Paul McKelvey</em></strong></p>
<p>&nbsp;</p>
<p>And the following winners are from our last 40K championship.  Please RSVP by<em><strong><span style="color: #ff0000;"> May 26, 2013</span></strong></em> to ensure you have a spot for this year&#8217;s Invitation.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><em><strong>Christopher Long</strong></em></p>
<p style="text-align: center;"><em><strong>Carlton Kohnert</strong></em></p>
<p style="text-align: center;"><em><strong>Eric French</strong></em></p>
<p style="text-align: center;"><em><strong>David Swanson</strong></em></p>
<p style="text-align: center;"><em><strong>Jayson B.</strong></em></p>
<p style="text-align: center;"><em><strong>Sean Morgan</strong></em></p>
<p style="text-align: center;"><em><strong>Darryl Park</strong></em></p>
<p style="text-align: center;"><em><strong>2013 BAO 40K winner (</strong>no contact thus far <img src='http://bloghammer.net/wp-includes/images/smilies/icon_sad.gif' alt=':(' class='wp-smiley' /> <strong> )</strong></em></p>
<p>&nbsp;</p>
<p>If you see your buddy&#8217;s name on this list and he/she hasn&#8217;t replied, please pass down the information to him/her as the TSHFT Invitational is an event that he/she doesn&#8217;t want to be missed.</p>
<p>&nbsp;</p>
<p>I will update the event info in the next few days (as well as a huge surprise prize for everyone invited).  But here are the basic requirement for the Invitational.</p>
<p>&nbsp;</p>
<p>1500pts</p>
<p>No FW rules</p>
<p>All models MUST be painted</p>
<p>&nbsp;</p>
<p>Hope to see you in June!</p>
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		<title>TSHFT 40K Changes</title>
		<link>http://bloghammer.net/?p=1524</link>
		<comments>http://bloghammer.net/?p=1524#comments</comments>
		<pubDate>Tue, 14 May 2013 06:44:32 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1524</guid>
		<description><![CDATA[<p id="top" /> <p style="text-align: center;"></p> <p>&#160;</p> <p>After another event of 40K finished, I have finally (I think ) finalized what the format TSHFT is going to take for the future 40K events in 6th edition.  The change from 5th to 6th for 40K was a positive one, but a difficult transition for TSHFT.  The [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<p style="text-align: center;"><img class="decoded aligncenter" src="http://jimsmarketingblog.com/wp-content/uploads/2010/12/Changes.jpg" alt="http://jimsmarketingblog.com/wp-content/uploads/2010/12/Changes.jpg" width="500" height="208" /></p>
<p>&nbsp;</p>
<p>After another event of 40K finished, I have finally (I think <img src='http://bloghammer.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> ) finalized what the format TSHFT is going to take for the future 40K events in 6th edition.  The change from 5th to 6th for 40K was a positive one, but a difficult transition for TSHFT.  The change of deployment, reserve and mission system had made the old P/S/T system not only archaic but difficult to manage in a tournament that had truly found its calling in the 5th edition (TSHFT).  But after 2 40K championship and 1 40K Open event, and many suggestions and trials and errors, I have decided on the following changes to keep TSHFT both unique and fair in competition.</p>
<p>&nbsp;</p>
<p><strong>Missions</strong></p>
<p>I am still going to keep the Primary / Secondary / Tertiary format for all TSHFT events, though with a few changes.  I am going to keep the duo mission set up to which one of the book mission will be used for Primary Objective and the other one for secondary objective.  To avoid confusion and to better utilize the book secondary objectives, the 3 secondary objectives from the BRB will be used along with the secondary objective to break ties for the Secondary objective only (as opposed to break the primary objective used in the last 40K Championship).</p>
<p>The reason for this is twofold.  First, I found the notion of mentioning &#8220;the secondary objectives count towards the primary, and the second secondary objective are the other primary objective&#8221; silly and idiosyncratic.  Best to leave the secondary objectives with the secondary and not tinker with the primary objective.  Secondly, I have seen too many games been decided by the objective &#8220;first blood&#8221;.  Though it serves as a good tie breaker to break ties, I found it too much a decider to break an otherwise hard fought draw.  And since TSHFT uses BP for match placement anyhow, best leave it a tie breaker for the secondary objectives.</p>
<p>&nbsp;</p>
<p><strong>Warlord&#8217;s Trait</strong></p>
<p>This is a very important aspect of the game and I have thus been using a modified rule to make sure no players game is decided by a couple die rolls before their game even begin.  However, with the release of new codex, I have modified the ruling to the following:</p>
<p>&#8220;When rolling for Warlord&#8217;s trait, if there is no special warlord&#8217;s trait in your codex, then roll the die and choose from any of the warlord&#8217;s category provided in the BRB.  If your codex has section for warlord&#8217;s trait, then please follow the instruction of the BRB, and choose one from either the BRB or your codex then roll the die to decided which Warlord&#8217;s trait you will have.&#8221;</p>
<p>This change is to prevent the player playing with a new codex the distinct advantage of having more available (and beneficial) warlord&#8217;s trait to him than the player playing with an older codex.</p>
<p>&nbsp;</p>
<p><strong>Forgeworld Models</strong></p>
<p>I admit I have flip-flopped on the idea of FW models for the past year.  But the inclusion of them not only makes the tournament scene somewhat tamed (as the idea of certain FW models deter the popular tourney lists) but they also add another aspect of the game to the hobbyists as well.  So I have decided to keep FW in TSHFT until a majority of my players had decided that FW models are indeed destroying the balance of the game.</p>
<p>The only FW free zone is the TSHFT Invitational.  Where the champions and class winners shall compete each other on an equal ground and best each other with tactics.</p>
<p>&nbsp;</p>
<p><strong>Terrain</strong></p>
<p>Some of the large Terrain pieces received acclaim during this recent TSHFT.  I shall continue work on them with my crew and bring more functional and pleasant looking terrain to the event.  But like everything else, it is a working process.</p>
<p>&nbsp;</p>
<p><strong>Staff &amp; Volunteers</strong></p>
<p>One of my focus is to shift my role from a tournament organizer/event judge to that of a tournament organizer in future TSHFT events.  This decision was made as an realization of the rapid growth of TSHFT and my time is better served for the event to finance, promote and plan the event rather than provide hands on support to it at every level.  Since my role in TSHFT is going to change, that means I will need qualified individual(s) to administrate and judge the events as well as volunteers to help setup/breaking down the event. I will post a more detailed post on this topic later, but it is a field that I wish to address before the next Emerald City Slaughter.</p>
<p>&nbsp;</p>
<p>I am sure there are other changes that needed to be implanted but my mind is growing tired and my fingers errors prone.  I am going to bid you all with the above changes for now (effective immediately) and looking forward that these changes will make your next TSHFT bout a fair and interesting one.</p>
<p>&nbsp;</p>
<p>Cheers, <img src='http://bloghammer.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
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		<title>TSHFT 40K Championship Results!</title>
		<link>http://bloghammer.net/?p=1519</link>
		<comments>http://bloghammer.net/?p=1519#comments</comments>
		<pubDate>Mon, 13 May 2013 06:49:09 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1519</guid>
		<description><![CDATA[<p id="top" /> <p style="text-align: center;"></p> <p>TSHFT Tracking Sheet &#8211; 40K 2013 0511</p> ]]></description>
			<content:encoded><![CDATA[<p id="top" />
<p style="text-align: center;"><img class="aligncenter" src="http://steve-cole.com/media/images/comic_mike-lynch_thompson-gets-results-despite-lack-of-people-skills.jpg" alt="http://steve-cole.com/media/images/comic_mike-lynch_thompson-gets-results-despite-lack-of-people-skills.jpg" width="385" height="295" /></p>
<p><a href="http://bloghammer.net/wp-content/uploads/2013/05/TSHFT-Tracking-Sheet-40K-2013-0511.pdf">TSHFT Tracking Sheet &#8211; 40K 2013 0511</a></p>
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		<title>TSHFT Secondary Objectives Changes!</title>
		<link>http://bloghammer.net/?p=1512</link>
		<comments>http://bloghammer.net/?p=1512#comments</comments>
		<pubDate>Wed, 03 Apr 2013 05:21:49 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1512</guid>
		<description><![CDATA[Major changes of TSHFT secondary objectives in the 2013~2014 tournament season. [...]]]></description>
			<content:encoded><![CDATA[<p id="top" /><a href="http://bloghammer.net/wp-content/uploads/2013/04/doublemintgirls1.jpg"><img class="aligncenter size-full wp-image-1513" title="WRIGLEY'S DOUBLEMINT TWINS NOMINATED AS AMERICA'S FAVORITE ICONS" src="http://bloghammer.net/wp-content/uploads/2013/04/doublemintgirls1.jpg" alt="" width="315" height="350" /></a></p>
<p>As the old saying goes, &#8220;<strong>double the objectives, double the fun!&#8221;</strong></p>
<p>After a few more test run of the 6th ed. 40K and how it had changed, I realized an overhaul of the secondary objectives for TSHFT is not only necessary but also imminent.  And after reading a lot more battle reports from not only my events, but events across the country, I have decided to make the following changes for TSHFT championship and THSFT open series.</p>
<p>Instead of using the FOC as the basis for the secondary objectives, each  TSHFT mission will have another book mission attached to it serving as the secondary objective.  For example, &#8220;Big Gun  Never Tire&#8221; may have &#8220;The Relic&#8221; as the secondary objective.  While completing the primary objective will reward the winner 14BP, completing the secondary objective will reward the player the remaining 6BP.  The book secondary objectives will in turn serve as tie breaker for either the primary objective and/or the secondary objectives.  The old FOC based secondary objectives will be reworded and used as tertiary objectives (posted at a later date).</p>
<p>For those of you who had attended the BAO event down in California, you should feel very familiar with this.  The only noted (and big) difference is that there is a clear primary objective and a clear secondary objective each round and they will have their own version of BP associated with winning, losing, or drawing on the objective.</p>
<p>Of course, this means that the Invitational will also have major changes added to them (which I shall post in a separate tag).  I hope this change meets and reflect the changes we need in the current edition of 40K gaming.</p>
<p>&nbsp;</p>
<p>Cheers,</p>
<p>&nbsp;</p>
<p>Zen</p>
]]></content:encoded>
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		<title>TSHFT 2013~2014 Event Calendar</title>
		<link>http://bloghammer.net/?p=1507</link>
		<comments>http://bloghammer.net/?p=1507#comments</comments>
		<pubDate>Sun, 24 Mar 2013 02:52:26 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[Invitational]]></category>
		<category><![CDATA[Modeling & Painting]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1507</guid>
		<description><![CDATA[<p id="top" /> <p>Alright, here is the updated TSHFT schedule for the tournament season 2013 and 2014.   Hopefully this will give anyone who is interested in showing up plenty time to smooth the talk with their loved ones. </p> May 11~12, 2013 TSHFT Championship <p>Hilton Garden Inn</p> <p>Bothell, WA</p> <p>This marks the last open TSHFT [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<div id="irc_mimg"><a id="irc_mil" style="border: 0px none;" href="http://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;docid=pAIX8fnJLLNniM&amp;tbnid=0s622_ihaBH1pM:&amp;ved=0CAUQjRw&amp;url=http%3A%2F%2Fwww.blinddaterocks.com%2FJoke%2520of%2520the%2520week%2520pages%2FCartoon%2520Jokes%25202012.htm&amp;ei=ZWVOUb-yD6KPiALeioGQBw&amp;bvm=bv.44158598,d.cGE&amp;psig=AFQjCNHMPDKCf4ufnPr7ofNCMUIcyO5D8Q&amp;ust=1364178596159384" data-ved="0CAUQjRw"><img id="irc_mi" class="aligncenter" style="margin-top: 37px;" src="http://www.blinddaterocks.com/Joke%20cartoons/2012/mayan%20calendar/Mayan%20Calendar%20comic%20small.jpg" alt="" width="550" height="371" /></a></div>
<p>Alright, here is the updated TSHFT schedule for the tournament season 2013 and 2014.   Hopefully this will give anyone who is interested in showing up plenty time to smooth the talk with their loved ones. <img src='http://bloghammer.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<h2>May 11~12, 2013</h2>
<h2><a href="http://www.shop.tshftopen.com/40K-Championship-2013_c3.htm"><em><strong>TSHFT Championship</strong> </em></a></h2>
<p>Hilton Garden Inn</p>
<p>Bothell, WA</p>
<p><em>This marks the last open TSHFT competition for the 2012~13 tournament season.  For those of you who wish to play in the TSHFT Invitational, this would be your last chance to qualify.  It is only scheduled for 50 entry, so register early if you haven&#8217;t already.</em></p>
<p>&nbsp;</p>
<h2>June 22~23, 2013</h2>
<h2><em><strong>TSHFT Invitational</strong></em></h2>
<p>Hilton Garden Inn</p>
<p>Bothell, WA</p>
<p><em>This 2 day, 6 rounds tournament is the perfect retreat and celebration to wrap up the 2012~2013 TSHFT tournament series.  There is no soft score in this event, and only the best among the top qualified individuals in the 2012~2013 season are invited to this event.  The title &#8220;TSHFT Grand Champion&#8221; will be decided on this match as well as well as any past TSHFT champion trophies.</em></p>
<p>&nbsp;</p>
<h2>September 20~22, 2013</h2>
<p><a href="http://www.shop.tshftopen.com/Rose-City-Rumble-2013_c2.htm"><img class="aligncenter size-full wp-image-1408" title="TORoseC" src="http://bloghammer.net/wp-content/uploads/2012/12/TORoseC.jpg" alt="" width="649" height="173" /></a></p>
<p>DoubleTree by Hilton Hotel Portland</p>
<p>Portland, OR</p>
<p><em>The beginning of the 2013~14 tournament season is marked with this TSHFT Open format tournament.  A team tournament is held on the Friday of the event, then followed by two days of grueling competition among nearly 200 competitors. </em></p>
<p>&nbsp;</p>
<h2>January 17~19, 2014</h2>
<p><a href="http://bloghammer.net/wp-content/uploads/2012/12/TOEmeraldC.jpg"><img class="aligncenter size-full wp-image-1381" title="TOEmeraldC" src="http://bloghammer.net/wp-content/uploads/2012/12/TOEmeraldC.jpg" alt="" width="830" height="142" /></a></p>
<p>Double Tree by Hilton Hotel Seatac Airport</p>
<p>Seattle, WA</p>
<p>The 2013~2014 tournament continues with another TSHFT Open tournament.  With over 80+ guest arriving last year, we are expecting at least 200+ attendee to arrive in 2014 to compete for the top prize.</p>
<p>&nbsp;</p>
<p>May, 2014 (exact date pending)</p>
<p>And once again, the final qualification for the 2013~14 season will be held in a local hotel where any players who wish to compete once more before the Invitational.</p>
<p style="text-align: center;">
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		<title>FW Prohibition is over&#8230;</title>
		<link>http://bloghammer.net/?p=1504</link>
		<comments>http://bloghammer.net/?p=1504#comments</comments>
		<pubDate>Fri, 22 Mar 2013 06:31:32 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[TSHFT]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1504</guid>
		<description><![CDATA[<p id="top" /> After a couple more month of playing, observing and chatting with colleagues and friends who love the game of 40K, I have had a change of heart regarding Forge World miniatures (if you still want to call them miniatures considering a majority of them are large scaled).  Before I render my final [...]]]></description>
			<content:encoded><![CDATA[<p id="top" />
<div id="irc_mimg"><a id="irc_mil" style="border: 0px none;" href="http://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;docid=7dUAkZl1R4QytM&amp;tbnid=JPt7rclWcBLnEM:&amp;ved=&amp;url=http%3A%2F%2Fnotebookwine.com%2Fcheers-to-repeal-day%2F&amp;ei=35xMUePsMNGUjAL-vIGIDA&amp;bvm=bv.44158598,d.cGE&amp;psig=AFQjCNGqnkJhwuC99qLplc8qoVLYwwVtAA&amp;ust=1364061551459191"><img id="irc_mi" class="aligncenter" style="margin-top: 48px;" src="http://notebookwine.com/wp-content/uploads/2011/12/prohibition_ends.jpg" alt="" width="470" height="350" /></a></div>
<div style="text-align: left;"></div>
<div style="text-align: left;">After a couple more month of playing, observing and chatting with colleagues and friends who love the game of 40K, I have had a change of heart regarding Forge World miniatures (if you still want to call them miniatures considering a majority of them are large scaled).  Before I render my final decision regarding FW pieces for the 2013 TSHFT season, here is a road map of my thought press:</div>
<div style="text-align: left;"></div>
<div style="text-align: left;">TOPIC: Allowing FW pieces in 6th Ed. 40K (those were given 40K approved)</div>
<div style="text-align: left;"></div>
<div style="text-align: left;">PROS:</div>
<div style="text-align: left;">- Most of the FW models were given the &#8220;40K approved stamp&#8221; and they fit into the main stream of game play for 6th ed. 40K.</div>
<div style="text-align: left;">- The FW pieces bring a balance against most of the flyer lists.</div>
<div style="text-align: left;">- They are awesome to look at.</div>
<div style="text-align: left;">- They give modelers an opportunity to build/convert/paint cool models.</div>
<div style="text-align: left;">- &#8220;I can finally tell my wife the $4000 of toys I bought years ago in the basement were investments not losses any more!&#8221;</div>
<div style="text-align: left;"></div>
<div style="text-align: left;">CONS:</div>
<div style="text-align: left;">- The revenue generated by FW sales does not necessarily boost the quality of the mainstay game (40K) as it works as a subsidiary of the parent company.  This was the main concern of mine when I decided on only 1 FW model per army.</div>
<div style="text-align: left;">- More rules to learn&#8230;</div>
<div style="text-align: left;">- Most of the FW models are only available for Imperial forces.</div>
<div style="text-align: left;">- FW models cost a pretty penny</div>
<div style="text-align: left;">- FW models rules are not fully play tested.</div>
<div style="text-align: left;"></div>
<div style="text-align: left;">Though there seem to be more Cons than Pros on this list, it had appeared to me that most 40K players (such as my self) welcome the idea of FW models due to the novelties and aesthetics they bring to a normal game of 40K.  Though the fear of some FW models will cause unbalance in 40K meta, the truth of the meta is that we can find more ways to skew a game of 40K from regular published official codex.  TSHFT has always been an event that is determined by the players rather the TO, and since most of my players wish for FW models to be included in the event or could careless one way or another, I am willing to lift the restriction on FW models for TSHFT from the single entry to the following:</div>
<div style="text-align: left;"></div>
<h4 style="text-align: left;"><span style="color: #800000;">&#8220;Forge World models (Not special characters and/or army lists) with the &#8220;40,000 Approved&#8221; on them in the official FW publication and/or WD magazines are allowed in all TSHFT events as long as players use them by following the normal Force Organization Chart restrictions.  Players who wish to construct and kitbash their own FW models are welcome to sport provided they follow the proper dimension, firing point, weaponry, etc. of FW models.  If any of these privately construct models were found abusive and/or inaccurate interpretations of the FW models they tried to represent, they would be removed from the event (by their owners) with the points paid for them in their respecting army lists voided.&#8221; </span></h4>
<div style="text-align: left;">Best of lucks!</div>
<p>&nbsp;</p>
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		<title>TSHFT OPEN &#8211; Rose City Rumble!</title>
		<link>http://bloghammer.net/?p=1498</link>
		<comments>http://bloghammer.net/?p=1498#comments</comments>
		<pubDate>Tue, 29 Jan 2013 21:58:50 +0000</pubDate>
		<dc:creator>Zen13</dc:creator>
				<category><![CDATA[40K]]></category>
		<category><![CDATA[Announcements]]></category>
		<category><![CDATA[TSHFT]]></category>
		<category><![CDATA[WFB]]></category>

		<guid isPermaLink="false">http://bloghammer.net/?p=1498</guid>
		<description><![CDATA[<p id="top" /> <p style="text-align: center;"></p> <p>&#160;</p> <p>Just in case you were wandering whether Oregon GT is going to happen or not.  I am proud to announce that after couple weeks of tug of war, and haggling, the Oregon TSHFT Open is a go and will be held in the Exhibit Center in the DoubleTree [...]]]></description>
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<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="720" height="540" /></p>
<p>&nbsp;</p>
<p>Just in case you were wandering whether Oregon GT is going to happen or not.  I am proud to announce that after couple weeks of tug of war, and haggling, the Oregon TSHFT Open is a go and will be held in the Exhibit Center in the DoubleTree by Hilton in Portland, OR.  The date of the event is September 20 through 22, 2013.</p>
<p>More details for the event will be posted on the www.tshftopen.com home page as well as this blog.  But for now, we have the following for our avid tournament goers:</p>
<p>&nbsp;</p>
<p>40K Team Challenge (24 teams)</p>
<p>Sept 20 (this is a one day event)</p>
<p>3 round team event similar to the style ran in Emerald City Slaughter in January.  Projected time slot (1200~2300)</p>
<p>&nbsp;</p>
<p>40K Individual Challenge (120 spots)</p>
<p>Sept 21~22</p>
<p>5 round, 2 day single challenge (1750 pts). Projected time slot (0830 Sep 21 ~ 1630 Sep 22).</p>
<p>&nbsp;</p>
<p>Since we have roughly 17,000 sqft of space, more events will be added to Rose City Rumble as we finalize our event schedule in the next few weeks.  If you are interested in certain events or wish to organize a small event during TSHFT Open, feel free to chime in below and we&#8217;ll take them into considerations.</p>
<p>The tickets will go on sale within a month as well.</p>
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