tag:blogger.com,1999:blog-10877259827657042152024-03-12T19:55:23.027-07:00..........Williamite Warfare..........A site concerning miniature wargaming and armies using 'Williamite Warfare': a supplement to Warhammer English Civil War miniature wargaming rules and Pike & Shotte rules. It concerns historical research, wargaming rule mechanisms and miniatures wargaming the three late seventeenth century campaigns fought by William of Orange from 1672 to 1698.Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.comBlogger40125tag:blogger.com,1999:blog-1087725982765704215.post-63930667596076424262022-11-15T11:15:00.004-08:002022-11-15T11:15:49.050-08:00A Wargamer's Journal:
SENEFFE 1674I have been researching the Battle of...<a href="https://awargamersjournal.blogspot.com/2022/11/seneffe-1674-i-have-been-researching.html?spref=bl">A Wargamer's Journal:
SENEFFE 1674I have been researching the Battle of...</a>: SENEFFE 1674 I have been researching the Battle of Seneffe over the last year but, being an amateur with a limited range of sources and acce...Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com1tag:blogger.com,1999:blog-1087725982765704215.post-89584872989676402692019-04-04T19:27:00.001-07:002019-04-05T10:47:42.507-07:00The Army of the United Provinces ... 1660-1687: Book Review<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-d4PUUCBJ10E/XKQTWLfrnyI/AAAAAAAADoE/RZouW2Z4XqM9NSGX0_ihL0Kq2s0g5BCIwCLcBGAs/s1600/9781911628590.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1162" height="400" src="https://4.bp.blogspot.com/-d4PUUCBJ10E/XKQTWLfrnyI/AAAAAAAADoE/RZouW2Z4XqM9NSGX0_ihL0Kq2s0g5BCIwCLcBGAs/s400/9781911628590.jpg" width="290" /></a></div>
<span style="font-size: large;">I can't recall ever anticipating a publication more than this issue from the Hellion & Company's Century of the Soldier series. I think I experienced something similar to that generation who grew up with J.K.Rowling's <i>Harry Potter</i> novels as they queued excitedly for each subsequent release.</span><br />
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<span style="font-size: large;">Researched, written and illustrated by Bruno Mugnai; this first volume attempts to do more than just plug a gap - it moves into a veritable void. For this reason alone I admire the effort immensely. Following on from Olaf van Nimwegan's <i>The Dutch Army and the Military Revolutions 1588-1688 </i>(2010), this is a military history which concentrates its subject matter on the Franco-Dutch Wars of the 1670s and for this it very much stands alone.</span><br />
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<span style="font-size: large;">Becoming aware of its impending publication (and to be sure - my purchase and it's eventual delivery into my clutches) I forestalled my revised United Provinces army lists for Black Powder to ensure reference to it.</span><br />
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<span style="font-size: large;">My first impression was the weight of the volume which was surprising for a paperback. Printed on heavy gloss paper (256 pages), the publishers have spared little expense in production quality. Included are many images and reproduced artistic works which would have benefited from more being in colour. After a rapid leaf through the pages, I set to digestion.</span><br />
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<span style="font-size: large;">In the introduction Bruno Mugnai makes reference to his editor who he credits with polishing his Italian English. Whilst I am reticent to criticize this publication in any way, there are numerous (many) but not undecipherable translation, grammatical and syntax errors. As English is not the Italian authors first language this is easily understood and forgiven. There nevertheless remain other basic proofing mistakes and typographical errors and on the whole several sentences need to be re-read to be properly understood which does makes it harder going. I hope that should this issue be successful enough to warrant a second print-run (which I hope) a second, more thorough edit takes place. Having noted these, I'm more concerned with the content so let's move on.</span><br />
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<span style="font-size: large;">It remains to be seen how subsequent volumes in this particular series will follow but this first volume contains a comprehensive treatment on the evolution of the standing army which forms the basis for the innovations in warfare for the latter part of the 17th century. Because of this, I suspect this work will form an important basis for understanding subsequent volumes in the series regardless of the nationality of the subjects.</span><br />
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<span style="font-size: large;">The author's style and approach is comprehensively academic and fully referenced. The structure of the treatment is akin to an Osprey publication on steroids. It exceeds the more basic requirements of a wargamer in search of background, organisation, uniforms and colours but nevertheless covers these requirements admirably.</span><br />
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<span style="font-size: large;">Moving from the evolution in Europe of standing armies the treatment passes nicely into the developing army of the Netherlands through the formation of the Republic and into the 'Golden Age'. It goes into considerable detail in discussing the political and economic arrangements for this uniquely 'federal' army and how the political tug-of-war between the Provinces and the Republic as well as the Republic and the Monarchists affected and was reflected in the development of the army.</span><br />
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<span style="font-size: large;">Bruno Mugnai moves to the army structure and then onto a thorough precis of the army on campaign covering the wars against Cologne and Munster (1660-64) the second Anglo-Dutch War and more importantly for me, the Franco-Dutch War (1672-8).</span><br />
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<span style="font-size: large;">Of specific interest to the miniature wargamer and historical re-enactor alike is part 4, <i>Uniforms, Equipment and Ensigns </i>(pages 171-211). This part is broken down into Infantry, Cavalry, Artillery, Militia and Ensigns (colours or flags). Tied to the state funding or re-reimbursement of military expenses of the standing army is the fact that this period certainly did herald the adoption of the uniform. Of this there is certainty and in making the case beyond a reasonable doubt it reflects poorly to my mind on previous assertions to the contrary which appear to have been little more than convenient conclusions born of limited research. What cannot be comprehensively deduced; however, is a complete picture of every regiment's uniforms until after the Franco-Dutch War ... but it takes us a lot closer.</span><br />
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<span style="font-size: large;">The narrative cross references the sources of the research, includes many highlighted pictorial references and well illustrates the depth of Bruno Mugnai's painstaking research. I was dismayed and disgusted to learn of the destruction of the Dutch National Military Museum in 1944 and with it over 150,000 texts which we would otherwise have benefited from today. It serves as a stark reminder that particularly in light of the destructive nature of warfare in the 20th and 21st centuries, armed conflict should be relegated to history. But I digress. It is hard to conceive of a more valuable contribution to unraveling this slice of the past.</span><br />
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<span style="font-size: large;">I do feel that the subject of the artillery was glossed over in comparison to the other arms of service, perhaps because of its civilian and contractual nature. We are provided with only one page of text on its organisation. The adoption, for example, of the 3lb short/medium and long ordinance is explained away as "following the Swedish pattern" with no further elaboration. The Sweedish reforms are those of Gustavus Adolphus' artillery doctrine and ranged from development of the cartridge, lighter design, improved mobility of carriages and attachment of battalion guns. Given the remark relates to the 3lb ordinance the reader is forced to assume that it at least relates to the employment of battalion guns.</span><br />
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<span style="font-size: large;">The inclusion of several colour plates for ensigns is most useful but of special note are the two appendices. The first is army lists and orders of battle for Senneffe, the Siege of Grave, the Battle of Mont Cassel, muster records and known strengths. The second appendix is as comprehensive a list of known details to-date for companies, squadrons and regiments across the period of this book including uniform details where known. In many ways, through these appendices, Bruno Mugnai has left his best til last. These references alone justify the purchase price (which is very reasonable all the same).</span><br />
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<span style="font-size: large;">This book is simply a must have break-through for everyone interested in this period and whilst not without faults, I can't recommend it highly enough. I'd also like to draw everyone's attention to the efforts of fellow blogger and 17th century aficionado Edwin Groot whose tireless dedication to this period is acknowledged by Bruno Mugnai. If you don't already, you really should follow his immense blog and find his <i>Anno Domini 1672</i> Facebook page.</span><br />
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<span style="font-size: large;">In due course I will cross reference my soon to be amended army lists for Seneffe and the United Provinces army for Black Powder. I remain content to proceed with my concept for wargaming this period without colour but this work would have had me follow a different direction had it been released sooner. Then again, who knows ... maybe one day.</span><br />
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<span style="font-size: large;"><br /></span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com4tag:blogger.com,1999:blog-1087725982765704215.post-78953652545177351652019-02-26T20:38:00.001-08:002019-02-26T20:38:12.881-08:00Williamite Warfare: Pike & Shotte Suplement<span style="font-size: large;">Please feel free to follow the link to my <u><b>Williamite Warfare: A Proto-linear supplement for Pike & Shotte</b></u> by Unlucky General.</span><br />
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<span style="font-size: large;">Army Lists for the United Provinces (Dutch) and the French will follow.</span><br />
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<span style="font-size: large;"><a href="https://drive.google.com/file/d/1dF0oBKu5CTy7AjFhxQRBXrqHZWk2HXR7/view?usp=sharing">Link to PDF Williamite Warfare: Pike & Shotte Supplement</a></span><br />
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" /> </span></div>
Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com3tag:blogger.com,1999:blog-1087725982765704215.post-47434515768277879642019-02-25T15:46:00.000-08:002019-02-25T15:46:13.613-08:00Pike & Shotte Rules Review - a New Intent<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;"><b>REVIEW</b> </span><br />
<span style="font-size: large;">I have finished digesting the significant content from the <i>Warlord Games</i> rule set <i>Pike & Shotte</i> by Steve Morgan. For those not familiar, this is the back-dated <i>Black Powder</i> variant covering wargaming from 1500-1700.</span><br />
<span style="font-size: large;">For those of you who follow my generic <i>Unlucky General</i> blog you will already know I'm a big fan of their rule mechanisms. I have been playing <i>Black Powder</i> for a few years now and have recently also embraced <i>Hail Caesar</i>.</span><br />
<span style="font-size: large;">In simple terms the variation between the <i>Warhammer Ancient Battles</i> (WAB) rule mechanisms and the <i>Warlord Games</i> mechanisms moves the focus from the figure to the unit as a whole: lessening figure counting, dispensing with casualty (figure) removal and reducing the number of dice rolled - quantity if not frequency. This dispenses with the need for single figure basing which is a boon for my change in preferences.</span><br />
<span style="font-size: large;">The other main focus is on command with the actions of your units determined by rolling against different quality of leadership.</span><br />
<span style="font-size: large;">What it lacks is the peculiar attributes of character/leaders provided for in WAB but that's about the only thing I miss - something which house rule variants can easily overcome.</span><br />
<span style="font-size: large;">In most other respects there are more similarities than differences. I will be adopting this set.</span><br />
<br />
<b><span style="font-size: large;">WILLIAMITE PERIOD</span></b><br />
<span style="font-size: large;">As my <i>Williamite Warfare (a proto Linear System)</i> rules supplement indicates, I look for a greater specific level of representative detail in the evolving tactical doctrines and battlefield technology of late seventeenth century western Europe.</span><br />
<span style="font-size: large;">My particular focus from 1670-1690 is only brushed by <i>Pike & Shotte</i> in Steve Morgan's <u>Wars of the Sun King</u> section (pages 182-199). This edition contains the usual <i>Warlord Games</i> format of historical overview, army lists containing rule additions and an AAR of a wargame fought and how it played using the rules. The army lists and AAR are for 1689/90.</span><br />
<span style="font-size: large;">The rules themselves and this edition has clearly been a massive undertaking. Whilst impressive and notwithstanding my admiration for Steve Morgan's product I need more.</span><br />
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<b><span style="font-size: large;">INTENT</span></b><br />
<span style="font-size: large;">So, I will be creating an appendix to <i>Pike & Shotte</i> for <i>Williamite Warfare (a Proto Linear System)</i> and have already commenced. It will actually be relatively simple inasmuch as I need to create a few special rules (unit attributes) and converted army lists. I will also include an expanded commander template with special attributes fusing the Pike & Shotte system with WAB.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com7tag:blogger.com,1999:blog-1087725982765704215.post-90649897340974843762019-02-01T14:50:00.001-08:002019-02-01T14:50:15.516-08:00Making Seneffe: Part the Third<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-jN7bH5nKrLI/XFTHI7OJm2I/AAAAAAAADS4/b1gOSVhnsSE0jY9QiOHM3FJrMGRsGprKgCLcBGAs/s1600/IMG_7321.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="707" data-original-width="1600" height="176" src="https://1.bp.blogspot.com/-jN7bH5nKrLI/XFTHI7OJm2I/AAAAAAAADS4/b1gOSVhnsSE0jY9QiOHM3FJrMGRsGprKgCLcBGAs/s400/IMG_7321.JPG" width="400" /></a></div>
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<span style="font-size: large;"><a href="https://4.bp.blogspot.com/-Z8T0wvtUjK8/XFTIyb9O3LI/AAAAAAAADTQ/3tMI4Mdkbpw3-wjrhLokSUeqMKYdEwBlQCLcBGAs/s1600/100918-73-Art-History-Dutch-17th-Century-Sketch.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1051" data-original-width="1600" height="262" src="https://4.bp.blogspot.com/-Z8T0wvtUjK8/XFTIyb9O3LI/AAAAAAAADTQ/3tMI4Mdkbpw3-wjrhLokSUeqMKYdEwBlQCLcBGAs/s400/100918-73-Art-History-Dutch-17th-Century-Sketch.jpg" width="400" /></a></span></div>
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<span style="font-size: large;">I was able to chip away across my summer break back home and finished the basic construction of all of the houses I intend to model for my representation of Senneffe.</span><span style="font-size: large;"> I constructed five basic building types. The first image highlights a one-off structure and the following two reference sketches show the uneven roof line I was aiming for.</span><br />
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<a href="https://1.bp.blogspot.com/-v0kzPtTZ0nk/XFTHrIXs6MI/AAAAAAAADTA/Ri-vmE5GuLEm1kCNdwh9udSgs3-YzyD5QCLcBGAs/s1600/IMG_7322.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="870" data-original-width="1600" height="217" src="https://1.bp.blogspot.com/-v0kzPtTZ0nk/XFTHrIXs6MI/AAAAAAAADTA/Ri-vmE5GuLEm1kCNdwh9udSgs3-YzyD5QCLcBGAs/s400/IMG_7322.JPG" width="400" /></a></div>
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<span style="font-size: large;">Immediately above are two of the smallest town cottages of which I made two long and two short versions. Note the stepped pitch of the roof-line.</span><br />
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<a href="https://1.bp.blogspot.com/-R6qs8QU-N4g/XFTJwL1asNI/AAAAAAAADTc/6O5J2Qa5CigzW6F93zwtvpGB-xNrjCJ7QCLcBGAs/s1600/Bakker10.2_Fig13_5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="991" data-original-width="1251" height="316" src="https://1.bp.blogspot.com/-R6qs8QU-N4g/XFTJwL1asNI/AAAAAAAADTc/6O5J2Qa5CigzW6F93zwtvpGB-xNrjCJ7QCLcBGAs/s400/Bakker10.2_Fig13_5.jpg" width="400" /></a></div>
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<span style="font-size: large;">The above image was one reference serving to guide the construction of my three grand houses and a slightly lesser but substantial residence as follows.</span></div>
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<a href="https://2.bp.blogspot.com/-gJfqAPkTaw0/XFTKxx6LitI/AAAAAAAADT0/XDg-NiNg0qwEo5CUqLrBPK7REpqe2NFfQCLcBGAs/s1600/IMG_7325.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="773" data-original-width="1600" height="192" src="https://2.bp.blogspot.com/-gJfqAPkTaw0/XFTKxx6LitI/AAAAAAAADT0/XDg-NiNg0qwEo5CUqLrBPK7REpqe2NFfQCLcBGAs/s400/IMG_7325.JPG" width="400" /></a></div>
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<a href="https://4.bp.blogspot.com/-_dHkfyCATUU/XFTK0p_znXI/AAAAAAAADT4/s_nohlm9BNYuhkqf5tZL0-gR0Hng_JgrgCLcBGAs/s1600/IMG_7326.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1354" data-original-width="1600" height="337" src="https://4.bp.blogspot.com/-_dHkfyCATUU/XFTK0p_znXI/AAAAAAAADT4/s_nohlm9BNYuhkqf5tZL0-gR0Hng_JgrgCLcBGAs/s400/IMG_7326.JPG" width="400" /></a></div>
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<span style="font-size: large;">All references were period Dutch (United Provinces) town and rural sketches/paintings. The last two buildings are from a slightly older Brugel work.</span></div>
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<a href="https://4.bp.blogspot.com/-IsnRY4w5mfA/XFTLToVp9mI/AAAAAAAADUE/6HTltlf4BdI5TRNZGTMaKWsiQMULxYj3gCLcBGAs/s1600/IMG_7324.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1059" data-original-width="1600" height="263" src="https://4.bp.blogspot.com/-IsnRY4w5mfA/XFTLToVp9mI/AAAAAAAADUE/6HTltlf4BdI5TRNZGTMaKWsiQMULxYj3gCLcBGAs/s400/IMG_7324.JPG" width="400" /></a></div>
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<span style="font-size: large;">There's a bit of finishing yet to be done prior to their paint job but that's going to have to wait till I get back to Canberra and back to this project.</span></div>
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<span style="font-size: large;">I made a good start on the church but again, I'm afraid it will be quite some time until I derive the finished product. In the meantime the last shot will give you an idea what it will look like. It's not laid out in any particular pattern.</span></div>
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<a href="https://2.bp.blogspot.com/-1WE3VcbwDlU/XFTMWSfYkvI/AAAAAAAADUY/86rtz-0fX7kR4Ks17ZnN2ZCyUBOOdcylQCLcBGAs/s1600/IMG_7328.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1600" height="180" src="https://2.bp.blogspot.com/-1WE3VcbwDlU/XFTMWSfYkvI/AAAAAAAADUY/86rtz-0fX7kR4Ks17ZnN2ZCyUBOOdcylQCLcBGAs/s400/IMG_7328.JPG" width="400" /></a></div>
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<span style="font-size: large;"> </span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com2tag:blogger.com,1999:blog-1087725982765704215.post-66404235893329983452019-01-16T20:10:00.001-08:002019-01-16T20:10:13.988-08:00United Provinces (Dutch) Order of Battle: Seneffe<b><a href="https://drive.google.com/file/d/10Q3C51_uasfnaJA3OTTzq70lZywtfxOs/view?usp=sharing">Link to PDF United Provinces (Dutch) Order of Battle Seneffe 1674</a></b><br />
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<span style="font-size: large;">Please find the attached link to my PDF copy of the United Provinces (Dutch) Order of Battle for Seneffe 1674 to view/download.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com2tag:blogger.com,1999:blog-1087725982765704215.post-39225369854753982192019-01-16T19:37:00.002-08:002019-01-16T19:37:56.540-08:00Williamite Warfare: French Early & Late Franco-Dutch Wars Army List <b><a href="https://drive.google.com/file/d/164152LhS6JjXF0MRfIBUIpCEjPlDVjwQ/view?usp=sharing">Link to PDF of the French Army List (Early & Late Franco-Dutch Wars) Williamite Warfare V1</a></b><br />
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<span style="font-size: large;">Please follow the link to view/download the French Early & Late Franco-Dutch Wars Army List for <i>Williamite Warfare</i> V1. </span><br />
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<a href="https://3.bp.blogspot.com/-3WJQ2IcqKio/XD_4dFbwFdI/AAAAAAAADRM/_WglG4JODnIoJsYlWvyQy3wfFk9egda6QCLcBGAs/s1600/French%2BArmy%2BList%2BCover.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1093" height="640" src="https://3.bp.blogspot.com/-3WJQ2IcqKio/XD_4dFbwFdI/AAAAAAAADRM/_WglG4JODnIoJsYlWvyQy3wfFk9egda6QCLcBGAs/s640/French%2BArmy%2BList%2BCover.jpg" width="436" /></a></div>
<span style="font-size: large;"> </span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com2tag:blogger.com,1999:blog-1087725982765704215.post-89794081162045839562019-01-16T19:11:00.001-08:002019-01-16T19:11:40.589-08:00Williamite Warfare: United Provinces (Dutch) Army List V2<b><a href="https://drive.google.com/file/d/1rfre-IgXpMfthRJJ70QNutfkJWHOHdGH/view?usp=sharing">Link to PDF United Provinces Army List V2: Williamite Warfare V1</a></b><br />
<span style="font-size: large;">Please follow the link to view/download version 2 of the United Provinces (Early and Late Franco-Dutch wars 1672-8) Army List for <i>Williamite Warfare</i> V1.</span><br />
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<a href="https://4.bp.blogspot.com/-ZXxvIO3FSVQ/XD_xQq4roKI/AAAAAAAADQ8/UdTHjrs2unIzsR37MEPyrwBZVprNvO2-gCLcBGAs/s1600/Untitled%2BProvinces%2BArmy%2BList%2BCover.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1554" data-original-width="1350" height="640" src="https://4.bp.blogspot.com/-ZXxvIO3FSVQ/XD_xQq4roKI/AAAAAAAADQ8/UdTHjrs2unIzsR37MEPyrwBZVprNvO2-gCLcBGAs/s640/Untitled%2BProvinces%2BArmy%2BList%2BCover.jpg" width="554" /></a></div>
<span style="font-size: large;"> </span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-30877783650554022742019-01-16T18:53:00.004-08:002019-01-16T18:53:47.088-08:00Williamite Warfare: United Provinces Basing Convention<b><a href="https://drive.google.com/file/d/1f_ElFR5avAqkZFiAqkgSw8-U0Zjud7YD/view?usp=sharing">Link to PDF United Provinces Basing Convention (Williamite Warfare V1)</a></b><br />
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<span style="font-size: large;">Please follow the link to view/download the basing conventions recommended for United Provinces (Dutch) foot and cavalry for early and late Franco-Dutch wars.</span><br />
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<span style="font-size: large;">Foot formations include <i>Give Fire, March Array</i> and <i>Pike Defence</i> (square) formation arrangements. Horse (cavalry) includes squadron and demi-squadron <i>line</i> and <i>column</i> arrangements. </span><b> </b>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-43245392407148363722019-01-16T18:43:00.004-08:002019-01-16T18:43:49.468-08:00Williamite Warfare V1: Core Rules Supplement to WAB English Civil War<div style="text-align: center;">
<b><a href="https://drive.google.com/file/d/1QnjyHvL-Dt8-3ogWDWGMTG3YunQGWPqb/view?usp=sharing">Link to PDF Williamite Warfare V1 - miniature wargaming rules</a></b></div>
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<span style="font-size: large;">Please feel free to follow the above link to view/download version 1 of Williamite Warfare. The following image is taken from the front page. Basing convention details and an army list/generator for the United Provinces follow in a later post.</span></div>
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<br />Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-6193176230843592182019-01-01T00:32:00.002-08:002019-01-01T00:33:01.372-08:00Making Seneffe: Part the Second<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-UTuJeIycpBw/XCsh2IVWg_I/AAAAAAAADMo/2UzblnQ2MIs2hvYTeXmsZmsoP65VKEscwCLcBGAs/s1600/IMG_7284.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="266" src="https://1.bp.blogspot.com/-UTuJeIycpBw/XCsh2IVWg_I/AAAAAAAADMo/2UzblnQ2MIs2hvYTeXmsZmsoP65VKEscwCLcBGAs/s400/IMG_7284.JPG" width="400" /></a></div>
<span style="font-size: large;">Well under way now, my 3D war-artists impression of Seneffe will feature on three bases of grouped buildings, the largest and most central being a rendition of the church depicted in the previous post. I created a set of basic templates from very thick card and have set off building three identical well-to-do rural houses. A fourth slightly lesser double story house is also under way. One each of these first types will be on each base with an assortment of lesser dwellings surrounding them.</span><br />
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<a href="https://1.bp.blogspot.com/-kd-awWfrVds/XCsjOaa-c2I/AAAAAAAADM0/opeHT9sLz_03uzJ4EUWDXodINEPr-atIwCLcBGAs/s1600/IMG_7286.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1549" data-original-width="1600" height="386" src="https://1.bp.blogspot.com/-kd-awWfrVds/XCsjOaa-c2I/AAAAAAAADM0/opeHT9sLz_03uzJ4EUWDXodINEPr-atIwCLcBGAs/s400/IMG_7286.JPG" width="400" /></a></div>
<span style="font-size: large;">The figure set in shot is not quite flush with the model building but you get the idea. The front door is in fact 25mm tall and 12mm wide and all window apertures are 12mm square. The height measurements are not far off minimums to scale but the widths and depth of the structures are deliberately compressed. I'm hoping they will convey a three dimensional image of a greater home whilst occupying a much smaller footprint.</span><br />
<span style="font-size: large;">Construction materials are simply PVA white glue, 5mm foam core board and cardboard. I have opted for balsa doors but at this point think I will leave the windows unframed or adorned. I intend to spray the insides with the darker shade coat of my two-tone paint scheme. I suspect some plain papering will be required to cover the exposed foam for consistency of finish. I'm near to completing the basic construction of four of the ten buildings for this project. You have no doubt noticed I'm opting for typical Dutch architectural facades.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-11026285079325786462018-12-28T17:07:00.000-08:002018-12-28T17:07:18.824-08:00Making Seneffe<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-TRvQMMCWXNA/XCa96mUg46I/AAAAAAAADMc/Mp5OXnGoYeky7qYNQHA0Ds3_n4VWODZ8ACLcBGAs/s1600/Schermafbeelding_2010-07-05_om_13_05_29.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="899" data-original-width="1600" height="223" src="https://2.bp.blogspot.com/-TRvQMMCWXNA/XCa96mUg46I/AAAAAAAADMc/Mp5OXnGoYeky7qYNQHA0Ds3_n4VWODZ8ACLcBGAs/s400/Schermafbeelding_2010-07-05_om_13_05_29.png" width="400" /></a></div>
<span style="font-size: large;">It's been an age since I've returned to this project but whilst home on leave I am turning my attention to modelling the buildings for the battle of Seneffe 1674. As you can see from this image, spelling is far from consistent. Along with my stylized lithograph approach to building this wargaming period I've allowed my distracted mind to dwell periodically on the matter of terrain.</span><br />
<span style="font-size: large;">Normally I'd obsess about accuracy as far as I can determine it for the ground and any building featured. My approach to this period; however, has become one of style over substance if you will. I aim to capture the essence of the battlefield as relayed to me by the artists of the period (or near to the period). I confess the above image was copied directly from a related bog I admire and follow - <i>Anno Domini 1672</i>. This image was itself taken from a map uploaded by the Bibliotheque Nationale de France - Gallica online archive.</span><br />
<span style="font-size: large;">Like the cartographers and artists of the times, I am only interested in 'representing' the towns and villages and so for me the above representation and layout will do nicely ... so that's what I'm modelling. With reference to a collection of 17th century Dutch images I have collected, I will add minimal detail to what are very basic block representations of houses, barns and churches. As a matter of interest, depending upon the scale of a map, hamlets, villages and towns are often only represented on maps of the period by a singe church. How times have changed.</span><br />
<span style="font-size: large;">I am also creating towns/villages as a single 28mm model. I am not interested in house-to-house fighting. Similar to the old Napoleonic wargaming concept introduced through <i>In the Grand Manner</i>, single representative battalions may fight for and 'occupy' whole village/towns. Therefor my buildings will be clustered together on a single large base.</span><br />
<span style="font-size: large;">Because I am not constructing buildings for occupancy I am also aiming to minimize as far as possible the size of the models. They will be closer to true 25mm and if I'm going to err on one side or another it will be toward the 20mm scale. I don't want my villages/towns to dominate my terrain but rather provide a cohesive feature which might anchor a flank or provide a break in the field of battle best fought around or if necessary through rather than 'in'.</span><br />
<span style="font-size: large;">I will also be minimizing the detail in keeping with the sketch artists. No detailed brickwork, fancy doors or even tile or thatch-work. At least this is the intent - let's see how I go. All features such as trees, walls and hedges will also be painted in the same two basic colours identical with the figures.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com1tag:blogger.com,1999:blog-1087725982765704215.post-51710932803745297832017-11-27T22:25:00.002-08:002017-11-27T22:25:21.108-08:00Unlucky General: A rare appearance<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-CXDVCVKMKCU/Wh0A5nq_p6I/AAAAAAAACxw/ArgqGbexTzAC1rQhllG3DqhdMldSiedzgCLcBGAs/s1600/Lord%2BGeebards2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="666" data-original-width="564" height="400" src="https://1.bp.blogspot.com/-CXDVCVKMKCU/Wh0A5nq_p6I/AAAAAAAACxw/ArgqGbexTzAC1rQhllG3DqhdMldSiedzgCLcBGAs/s400/Lord%2BGeebards2.jpg" width="337" /></a></div>
<span style="font-size: large;">This doesn't get my projects very far for Williamite Warfare but I've been having fun learning Photoshop. So, a rare appearance by me, the Unlucky General.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com3tag:blogger.com,1999:blog-1087725982765704215.post-8950180475047310702016-05-14T18:00:00.001-07:002016-05-14T18:04:29.419-07:00Photoshop Phun<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-pdzmfANiaj4/VzfI0DSoK9I/AAAAAAAACU8/57uThCgxRE4iRju5SH0cvkYnszzYD_B1gCLcB/s1600/Tadaaaa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://4.bp.blogspot.com/-pdzmfANiaj4/VzfI0DSoK9I/AAAAAAAACU8/57uThCgxRE4iRju5SH0cvkYnszzYD_B1gCLcB/s400/Tadaaaa.jpg" width="400" /></a></div>
<span style="font-size: large;">With a little mucking about you can see the idea coming together. I'm extremely happy with the colour matching: no filters were used in this mock-up. I think I got the palate right for my parchment scheme. Into the future, with multiple units on matching terrain, scenic effects and buildings I am confident my <i>Williamite Warfare</i> creation will have that of-the-page look.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com4tag:blogger.com,1999:blog-1087725982765704215.post-36634484766212089312016-05-13T04:51:00.001-07:002016-05-13T04:51:41.980-07:00Making it Real (4): Finished<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-DgEEG7iPlOw/VzW-a4JBPnI/AAAAAAAACUY/6CMg_9mU8O8WwAbAwY9fYP4UX4O6JOlrwCLcB/s1600/Final8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://4.bp.blogspot.com/-DgEEG7iPlOw/VzW-a4JBPnI/AAAAAAAACUY/6CMg_9mU8O8WwAbAwY9fYP4UX4O6JOlrwCLcB/s400/Final8.jpg" width="400" /></a></div>
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<span style="font-size: large;">Well, the first battalion is done and I am satisfied with the results. I may return to lift the bases and ground work a little with further dry brushing but for the time being, this is it. I am tempted to Photoshop them onto a sketch backdrop.</span> <span style="font-size: large;">The light was poor at the time and given my general aversion to flash-lighting they appear darker than in real life.</span><br />
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<a href="https://2.bp.blogspot.com/-I6NUCA-YZwM/VzW_CmsaYMI/AAAAAAAACUg/587bzsMevUYUzddgjLc7cbxlfzM2RFIlACLcB/s1600/Final6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="245" src="https://2.bp.blogspot.com/-I6NUCA-YZwM/VzW_CmsaYMI/AAAAAAAACUg/587bzsMevUYUzddgjLc7cbxlfzM2RFIlACLcB/s400/Final6.jpg" width="400" /></a></div>
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<a href="https://3.bp.blogspot.com/-JJXv5J5Hfd4/VzW_Q1U0FmI/AAAAAAAACUk/IWrlSaw2-_4VyKM28_2q4RfqETkFQ31BACLcB/s1600/Final3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="https://3.bp.blogspot.com/-JJXv5J5Hfd4/VzW_Q1U0FmI/AAAAAAAACUk/IWrlSaw2-_4VyKM28_2q4RfqETkFQ31BACLcB/s400/Final3.jpg" width="400" /></a></div>
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<br />Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-89281152987432830922016-05-02T21:46:00.002-07:002016-05-02T21:46:36.472-07:00Making It Real (3): Nearly There.<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-b6H-LfPgd04/Vygr3hVcR6I/AAAAAAAACT8/pH2kXIsel-E44Lum1nUCVA9AnUaK1Kf_gCLcB/s1600/Prep3b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="https://4.bp.blogspot.com/-b6H-LfPgd04/Vygr3hVcR6I/AAAAAAAACT8/pH2kXIsel-E44Lum1nUCVA9AnUaK1Kf_gCLcB/s400/Prep3b.jpg" width="400" /></a></div>
<span style="font-size: large;">Based in accordance with my previous basing convention notes, my first battalion is nearing completion. A generic battalion, I am nevertheless labeling them for specific unit against the Seneffe order of battle. Whilst the practice was for three colours (flags) to be carried by a battalion within the Dutch army, I have represented them with only two. At this time, I am opting for entirely blank or plain colours. These I added after painting the ensigns with the rest of the figures. I make my own from fine cloth and for the next battalion, I have stiffened the cloth with diluted PVA and fixing them with the poles when I fix them to the miniature in the prepping phase. I have already commenced the next battalion.</span><br />
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<a href="https://4.bp.blogspot.com/-9WqLtBJhFUI/VygsCVkcf0I/AAAAAAAACUA/_grT93JIgPsDFy1v_UA4c8bedMCJ_L6IgCLcB/s1600/Prep3a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="292" src="https://4.bp.blogspot.com/-9WqLtBJhFUI/VygsCVkcf0I/AAAAAAAACUA/_grT93JIgPsDFy1v_UA4c8bedMCJ_L6IgCLcB/s400/Prep3a.jpg" width="400" /></a></div>
<span style="font-size: large;">I use pre-mixed wood putty which comes in a variety of colours but I only have it in brown. This has proved a pain in applying it, especially for the rear-ranks musketeer stands. Normally, the figures are painted in full colour and the bases are later covered in scenic effects and the figures dirtied up - so any contact the putty has to the figures simply adds to the effect. This time, I need everything in parchment shades and the textured bases will be painted in the same shades as the figures.</span><br />
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<span style="font-size: large;">I thought this process would be much faster than it is but allowing 24 hours between painting applications, waiting for glue to set and putty to dry means it is taking be about a fortnight per unit. Still, it's been taking me a month to six weeks for fully painted units these days so I suppose it still is relatively rapid. </span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-13828524334130748002016-04-23T15:48:00.002-07:002016-04-23T15:48:57.720-07:00Making it Real (2): Experiment Unfolds<span style="font-size: large;">Now that I've finally turned my attention to this project once more, I'm impatient to get it moving. Paint dries in it's own time; however, and my primers need 24 hours. Nevertheless, I have satisfied myself with my grey/brown undercoat and have hit the first test figures with the bone coloured dry brushing and am happy with the results thus far.</span><br />
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<a href="https://1.bp.blogspot.com/-6sUM9V8MGes/Vxv4rgm5SLI/AAAAAAAACTg/jbaXwWOHM7kvu_i4iPX948Qd4HskP0TrACLcB/s1600/Undercoat.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-6sUM9V8MGes/Vxv4rgm5SLI/AAAAAAAACTg/jbaXwWOHM7kvu_i4iPX948Qd4HskP0TrACLcB/s320/Undercoat.jpg" width="176" /></a></div>
<span style="font-size: large;">The finish is darker than this exposed light photo might indicate and darkens as it dries. This has been fastidiously brushed on using a soft brush No:12 and unlike normal undercoating (especially when spraying) absolutely every nook and cranny must be filled as this base coat is the only one I should need for the recesses and deep detail. Otherwise I'd have to ink them which I think I can avoid. Funny, after so very many years of painting I still stumble across new tricks.</span><br />
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<span style="font-size: large;">As total coverage is paramount for the base coat, I found holding my figures upside down when brush coating is best - it just hits all the recesses so much easier than the right way up!</span><br />
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<a href="https://2.bp.blogspot.com/-Ddvpc9u6zl8/Vxv6IM2Xd5I/AAAAAAAACTs/yZYLAEFVgC4oB_sRXZJYRsrhY453SfWxwCLcB/s1600/First-Highlight.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-Ddvpc9u6zl8/Vxv6IM2Xd5I/AAAAAAAACTs/yZYLAEFVgC4oB_sRXZJYRsrhY453SfWxwCLcB/s320/First-Highlight.jpg" width="304" /></a></div>
<span style="font-size: large;">Okay, the next shot is my first highlight with the bone colour and you can see the comparison with the base coat alongside. I'll be almost dusting the figure afterwards with the merest of white dry brushing for highlights. I experimented with brushes and found that a No:12 trimmed to a flat end works best so far. I may also need a second undercoat over the Green Stuff hats. </span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com3tag:blogger.com,1999:blog-1087725982765704215.post-63916516675491392132016-04-22T14:50:00.001-07:002016-04-24T13:41:08.827-07:00Making it Real (1): Prepping<span style="font-size: large;">It's been such a very long time since my last post and since I turned my attention to progressing my passion for wargaming the Williamite period. The essential issue is that this is simply one of many wargaming interests and it competes with my other cravings. </span><br />
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<span style="font-size: large;">So, out came the box of my Williamite white metal collection and away I go. As you may recall, I determined to go with a parchment, colourless paint scheme to represent how a battle might look in the sketches of the period. The figures and terrain will all be in a sepia wash. Where uniform details are available I may introduce some coloured units into the mix in the future but for starters, it's a parchment effect for the first units.</span><br />
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<a href="https://1.bp.blogspot.com/-HidZ5ThkAXI/VxqXxqxi3dI/AAAAAAAACS0/e4rfdeosKMsPhRH6sbeCPIhl-Bp2BSHoQCLcB/s1600/Pikes-and-stuff.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-HidZ5ThkAXI/VxqXxqxi3dI/AAAAAAAACS0/e4rfdeosKMsPhRH6sbeCPIhl-Bp2BSHoQCLcB/s320/Pikes-and-stuff.jpg" width="146" /></a></div>
<span style="font-size: large;">In prepping the figures (all Front Range - late 17th Century range) I cut my own pikes and flag poles for the first 36 figure battalion of foot. They have 8 pike and 24 musketeers with a command stand of 4: 2 ensigns, a drummer and commander. I have cut my own replacement steel pikes which is a thicker wire than the rods supplied (see image) - I hammer the ends, cutting and shaping the blade points. I used the spontoon heads from the officer figures, drilling and gluing them on my own steel wire for the flag poles. Drilling a hole and fixing the butt with Araldite in the base and the open hand, I closed the hands over the shaft with needle-nose pliers for extra strength.</span><br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-Y9UvHlfyZZo/VxqX-pSGV8I/AAAAAAAACS4/D-ipTtMuoEwzdyjIG_2OxvCivb7H9OjgQCLcB/s1600/Close.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://2.bp.blogspot.com/-Y9UvHlfyZZo/VxqX-pSGV8I/AAAAAAAACS4/D-ipTtMuoEwzdyjIG_2OxvCivb7H9OjgQCLcB/s320/Close.jpg" width="207" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Supplied shafts in front for reference</i></td></tr>
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<span style="font-size: large;">I decided to model a number of higher crown hats on my figures. Whilst the fashion by 1674 saw a widespread adoption of lower crown felt hats, there are still images depicting older, higher crown fashions amongst common soldiery - though not many. Whilst I love the tall 'pilgrim' crown hats of the previous generation, I have gone for a flat topped crown just double the height of the figures supplied. I deliberately made the drummer's hat close to a pilgrim.</span><br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-4XuqjQWlXlA/VxqZBFEZEpI/AAAAAAAACTE/dmit3oI76Q8rH9Km6Sx8EM8aRqbK-3qWACLcB/s1600/High-Hats.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="271" src="https://4.bp.blogspot.com/-4XuqjQWlXlA/VxqZBFEZEpI/AAAAAAAACTE/dmit3oI76Q8rH9Km6Sx8EM8aRqbK-3qWACLcB/s320/High-Hats.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>High hats before cutting and filing them down.</i></td></tr>
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<span style="font-size: large;">I filed the figures crown flat, drilled and <i>Superglue'</i>d a pin made from the soft spontoon shafts from the officer figures. This proved important as I could slice through the extensions with a scalpel once the green stuff had set. I built the extension around the pin using <i>Green Stuff</i> epoxy putty, sculpting and filing the finished extensions once they had set sufficiently (overnight).</span><br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-JtbtBsrNmS0/VxqbR5nL_II/AAAAAAAACTQ/72UFS3JLtjwvWOCRYXqk78SwhVwQ1-9nQCLcB/s1600/Cut-Hats.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="183" src="https://2.bp.blogspot.com/-JtbtBsrNmS0/VxqbR5nL_II/AAAAAAAACTQ/72UFS3JLtjwvWOCRYXqk78SwhVwQ1-9nQCLcB/s400/Cut-Hats.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Cut down hats</i></td></tr>
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<span style="font-size: large;">I'm ready to undercoat them now. I think at this time I'm going to undercoat them with a darker, grey-brown water based metal primer. I'm using house paints - a White-Knight tintable primer coloured to Taubman's 'Pickle Barrel' (7Db-2). I'm not used to acrylics and it has a satin finish so we'll see how we go. I can dilute it as I see fit. The undercoat will really be the base coat over which I'll heavily dry brush with an enamel tinted to 'Barefoot Beach' (Taubman's 9Da-3) for than bone/cream over grey brown. I'll finish with a light dry brushing of white just to hit the highlights before varnishing. One textured, the bases will be done in the same way as will the terrain and buildings - all in the same three toned finish. I still don't know if it will work so will experiment on one figure first. If it does, consistency of finish is crucial for everything on the table-top.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-41396339154658769642014-08-23T19:26:00.001-07:002014-08-23T19:26:15.754-07:00Williamite but not Wargaming<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/--v0ibcW6xag/U_lJlgKo_DI/AAAAAAAABoU/r7eNbOdrHZQ/s1600/Table-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/--v0ibcW6xag/U_lJlgKo_DI/AAAAAAAABoU/r7eNbOdrHZQ/s1600/Table-2.jpg" height="194" width="320" /></a></div>
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<span style="font-size: large;">The reason for my death like silence on this and my other blogs is my return to the family home - minus the family. In the division of our possessions, my coffee tables went north with my wife and children. In the ensuing redecoration of my lounge room nothing grabbed me so I turned my hand to creating my own. I do not know where the idea sprung from but I resolved to make a matching set of small tables with a picture on the table top which, when put together created a bigger image.</span><br />
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<a href="http://4.bp.blogspot.com/-z_mgrhSrurE/U_lJmGkH0-I/AAAAAAAABoY/kB8dYdDp7dY/s1600/Table.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-z_mgrhSrurE/U_lJmGkH0-I/AAAAAAAABoY/kB8dYdDp7dY/s1600/Table.jpg" height="276" width="320" /></a></div>
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<span style="font-size: large;">When in the Netherlands in 2012, I visited the Palace Het Loo in Apeldoorn, the home of William of Orange and 3rd of Great Britain and his wife and Queen Mary. I picked up a poster print of Romeijn de Hooghe's <em>View of Paleis Het Loo</em>, ca. 1690-94. This I resolved to feature on my tables.</span></div>
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<a href="http://3.bp.blogspot.com/-m-CxC7uBN5k/U_lJnLuXMHI/AAAAAAAABok/e31QlHQlR-s/s1600/Table-3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-m-CxC7uBN5k/U_lJnLuXMHI/AAAAAAAABok/e31QlHQlR-s/s1600/Table-3.jpg" height="250" width="320" /></a></div>
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<span style="font-size: large;">Above is the complete assembly of the four tables. I am happy with the result but they wouldn't stand up to a cabinet-maker's scrutiny for a heart beat. I built all the tables myself from pine and Tasmanian Oak for the legs, white-glued the print to the tops and gave it four or five coats of floor lacquer. I have slowed down my home redecorating and renovating and my painting table in back inside and I have returned to the hobby. Albeit at a gradual pace, this blog will once more come to life - so stand by.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com2tag:blogger.com,1999:blog-1087725982765704215.post-67743410509609257512013-09-23T22:12:00.000-07:002013-09-23T22:12:22.197-07:00Something New from Something Old<span style="font-family: Georgia, "Times New Roman", serif; font-size: large;">For over a year I have been sitting on a stagnant pile of gorgeously sculpted lead for my United Provinces army. I have come to realise that this is unlikely to alter in the foreseeable future - perhaps even my lifetime - unless something is done. </span><br />
<span style="font-family: Georgia, "Times New Roman", serif; font-size: large;"></span><br />
<span style="font-family: Georgia, "Times New Roman", serif; font-size: large;">The limitation is uniform and colour information. This has largely been the case due to a vacuum of research and certainty surrounding uniforms and colours for the Dutch Wars of the 1670s - less so for the French but drastically so for the Dutch. I also realize there's not a lot I can do about that.</span><br />
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<span style="font-family: Georgia; font-size: large;">I have previously flagged a willingness to co-fund a grant but have not pushed it past this Blog as yet. I have dreamt of learning Dutch, living in the Netherlands for a year and doing it myself but it's not possible - not in this life. So until the void is at least partly filled - what to do?</span><br />
<span style="font-family: Georgia; font-size: large;"></span><br />
<span style="font-family: Georgia; font-size: large;">My options are to speculate that the earliest reference to regimental uniforms (those of 1688 as published by Sapherson) might be consistent with the uniforms of the same regiments 14 years earlier. I say 14 years because I want to concentrate on the battle of Seneffe in 1674 - that's the army I want to recreate. But the evidence is simply against me and I know it.</span><br />
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<span style="font-family: Georgia; font-size: large;">Even within the much reduced time frame covered by Sapherson's work for William's army in the Nine Years War, individual regiments change their uniform colours with alarming regularity. The chances of a previous period being more consistent seems unlikely in the extreme and to suggest it could also stretch over a 14 year period is not just improbable, it's fanciful.</span><br />
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<span style="font-family: Georgia; font-size: large;">So I have come to a curious option and one inspired by the following image.</span><br />
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<a href="http://3.bp.blogspot.com/-ZxTVjpDUoqE/UkDyQRJaxdI/AAAAAAAABXY/C0T9c8OnT4s/s1600/CS-54_2L.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" height="308" src="http://3.bp.blogspot.com/-ZxTVjpDUoqE/UkDyQRJaxdI/AAAAAAAABXY/C0T9c8OnT4s/s400/CS-54_2L.jpg" width="400" /></span></a></div>
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<span style="font-size: large;">Actually, it didn't have to be this image in particular. I'm talking about the time honoured portrayal of warfare in this period by the artists' engraving. Replacing the woodcut, the artist's engraving recorded visual impressions of the characters and events of the age for a rapidly increasing number of increasingly literate people thanks to the exponential proliferation of the printing press. Unlike the periods which followed, this was predominately in our century of interest a form without colour and it is this lack of colour which has caught my imagination.</span><br />
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<span style="font-size: large;">If I can't discern the uniform colours of my army, then why not dispense with colour entirely? I've always sought to push the boundaries of conventional wargaming and try something new. This may be it.</span><br />
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<span style="font-size: large;">Here I'd like to acknowledge the work of a fellow Blogger and one of the many I follow: <em>Carmen's Fun Painty Time</em>. Some time ago he created a vignette for a 1930's American gangster mob, all in 'black & white' to capture a feel for the period. As he paid homage to the age of B&W film, might I not think about wargaming in the age of the 17th century engraving?</span><br />
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<span style="font-size: large;">In a world without colour; light, shade and form become more evident. The eye will be drawn to the sculpting and the modelling without distraction from how well or not I have painted them. Have you ever thought how pure and statuesque some of the superior figures available today look at the undercoated stage - when undercoated white that is?</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">When asked, "What's all this wargaming about?", have many of us not likened wargaming to a more dynamic chess-like game but with toy soldiers? Well, a table-top without colour gets closer still. More of the game and less of the craft or artistic side of the hobby, yet perhaps not entirely.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Whilst the game comes more to the fore in this option (as I see it) I'm not talking about simply spray-painted figures moved across a bed-sheet. I'm talking about bringing those well known sketches to the third dimension. Unlike B&W photography, where all colour is represented by subtle shades, the engravings of this time are predominately detailed white sketches with an emphasis on shade or more precisely, shadow. I envisage at this time white-sprayed undercoated figures, perhaps inked or 'washed' and a dusting or dry brushed finish. I'd want the finish figures to be like marbled masses; subtle, delicate and worth holding up to the eye.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Perhaps subtler shades of coloured hues for the priming or undercoating for different nationalities. Imagine a light or mid-grey blue for the French, more layered dry-brushing with white which should still render the units essentially white to reflect the artists sketch but with a consistent permeation of subtle colour in the creases and folds, telling our eyes and brain that this unit differs from that of it's opponent. Alternatively, heavier shading will allow for one side to be identified from another but only where there is a need or desire to tell the difference between two distinct sides. Otherwise, coloured undercoats might be a faded brown/orange for the United Provinces, a russet for the British, a dark grey/blue for the Prussians and so on. </span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">The landscape will be sculpted foam, contoured and sanded with roads and rivulets properly represented in actual depth but all coated white with the depths further indicated with shades of grey. In such a landscape the buildings and the natural features of trees, shrubs and hedgerows might well be best modelled from card stock and foam-core, simplified and made to a series of generic templates in imitation of the artists style for repetition.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">It's not a simple fix and much careful consideration needs to be entered into before proceeding. Regardless of the care and application I may make, it would nevertheless result in a significantly faster build time for my first wargaming project in this period. Just think, purchasing the figures might seriously be half the time it takes to get my new armies on the table and playing games.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">If in time my knowledge gap is filled with new research and publication: if someone out there colours my world, I will revisit this period in technicolour but for now I am finding this idea almost irresistible.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">What do you think?</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com12tag:blogger.com,1999:blog-1087725982765704215.post-34328991916640766352013-07-13T14:58:00.001-07:002013-07-13T14:58:42.439-07:00RESEARCH PRIZE<span style="font-size: large;">I've been thinking about this for quite some time and wanted to run the idea across you, the Williamite Warfare followers.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Those wargamers in this period who are interested in the Nine Years War are comparatively well catered for in terms of uniform guides and researched publications. Anyone wishing to wargame the battle of the Boyne for instance is particularly well provided for, compared to my preferred campaigns of the Franco-Dutch Wars from 1672. One particularly good work is C.A. Sapherson's <em>Dutch Army of William III</em> which brings me to my question and suggestion. </span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Is anyone interested in jointly funding a research prize for uniforms and armies of the Dutch Wars from 1672? Has anyone had experience with funding research in the past? It seems to me that there is the strangest gap between figure ranges being released for this period and no corresponding guides either in development or being released. Osprey Publishing, that mainstay of uniform references is noticeably mute in this period.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Living as I do in the southern hemisphere and otherwise committed to my career and family, I am unable to take the year off and take up residence in Europe to do this myself. My serious lack of French or Dutch also has me at a distinct disadvantage.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;"><strong>I am personally prepared to contribute GBP1,000.00</strong> toward any sponsorship for the archives of the Netherlands to be 'mined' and an equivalent work to Sapherson's to be developed. My hope is that with enough contributors, a project could be undertaken to produce an exhaustive reference from the as yet publicly available records in France and the Netherlands.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Does anyone have any ideas about how we might take such an initiative forward?</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com2tag:blogger.com,1999:blog-1087725982765704215.post-32901234689981453132013-07-13T13:50:00.002-07:002013-07-13T13:50:58.294-07:00FEEDBACK WANTED<span style="font-size: large;">It has been a very long time since my last posting on this, one of my four blogs. I believe it will remain in a state of semi-slumber for some time due to my personal circumstances. I am now seven months into a two year posting to the Kingdom of Tonga - a country of very poor internet capability. My ability to research is severely restricted as is my development of any miniature army for this period. I have collected half of the troops I intend to wargame with in a grand manner - already several hundred. I hope to begin painting them before much longer but for the want of any certainty of uniforms for my chosen period (1674).</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">It's also been a while since even visiting this blog for me and I notice that I have gradually gathered more followers. This is both gratifying and surprising given that I believed this to be a very niche period - which brings me to my feedback query.</span><br />
<span style="font-size: large;"></span><br />
<span style="font-size: large;">Has anyone used my rules variations or army lists yet? If so, I'd really like to know what you think and if you'd like to share, please comment here and I will post them. I have not myself. Thanks in advance to anyone who does so. Please stay tuned for my next post which is a research appeal.</span><br />
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<span style="font-size: large;">Happy wargaming.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com0tag:blogger.com,1999:blog-1087725982765704215.post-52450716123997444872012-12-14T23:27:00.001-08:002012-12-15T12:35:17.364-08:00Dutch Army at Seneffe: Cavalry Regiment Langerak<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-nzDqRbISpKo/UMwjc1RiyzI/AAAAAAAABFg/gk9bVHW57rs/s1600/Langerak.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-nzDqRbISpKo/UMwjc1RiyzI/AAAAAAAABFg/gk9bVHW57rs/s1600/Langerak.jpg" /></a></div>
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<span style="font-family: Times, "Times New Roman", serif; font-size: large;">It's been a long while since adding to this Blog, so I have embarked on a programme of accumulating as much information as I can glean on each Dutch regiment and their commanders present at Seneffe. I will post in an effort that collectively, we might muddle toward unearthing the clues to how this army and its opponents may have looked - particularly pertaining to colours and uniforms.</span><br />
<span style="font-family: Times, "Times New Roman", serif; font-size: large;"></span><br />
<span style="font-family: Times; font-size: large;"><strong>Commander</strong></span><br />
<span style="font-family: Times; font-size: large;"></span><br />
<span style="font-family: Times, "Times New Roman", serif; font-size: large;">Son of Gideon van den Boetzelaer, Lord of Langerak and Aloysia de Clermont-Gall Rande, Frederik Hendrik van den Boetzelaer van Langerak was born about 1626, making him about 45 when he commanded the later numbered 4th regiment of horse at the battle of Seneffe (sometimes Senef). He took his captaincy in 1661 but four years later in 1665 he was suspended from serive as a result of a duel he fought with a Rhenish Count (not the Palatine) whom he killed. He was nevertheless restored to active service by 1671 in which year he was promoted to colonel and as suggested by Sapherson, raised his regiment of horse. In that capacity Frederik was despatched by William of Orange in 1672 as governor of the fortress town of Hertogenbosch to organise its defences.<br /><br />Sometime later he must have mustered with William’s army as it was whilst serving under Godard van Reede Ginckel (Commanding the first brigade of horse) and presumably in command of the 4th regiment when he was killed</span><br />
<span style="font-family: Times, "Times New Roman", serif; font-size: large;"></span><br />
<span style="font-family: Times, "Times New Roman", serif; font-size: large;"><strong>Coat of Arms</strong></span><br />
<span style="font-family: Times, "Times New Roman", serif; font-size: large;"><br />The coat of arms of the family Van(s) Boetzelaer is recorded: three golden wolf irons on a red field, an 'aanziende' helmet, a crown of five leaves; tarpaulins: red, lined with gold crest: a golden dragon's head and neck, right converted unions; shield holders: two golden lions.<br />
<strong>Uniform</strong><br />
<br />It is necessary for me to speculate the colours for the regimental uniform, presuming even that they had one for Seneffe. I note according to Safferson that by the nine years war the regiment wore grey coats with red lining (cuffs) which coincides nicely with the red field of the Boetzelaer coat of arms. The 4th regiment later went on to lose the red lining by the war of the Spanish Succession; however, which does not assist in suggesting the regiment maintained a particular colour longer than a particular colonel, a single war or even campaign season. I am certainly satisfied from the evidence of paintings of the period that by Seneffe, uniform regiments were the norm for field armies – if not militias. Determining what that uniform was is less certain.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com1tag:blogger.com,1999:blog-1087725982765704215.post-15521791711003079442011-12-04T00:30:00.000-08:002011-12-04T00:30:39.956-08:00Armoured PikemenOne of the difficulties of entering into wargaming for this specific period and particularly the Dutch Wars period is the lack of readily available publications. I feel it really is a period on the cusp at this time of being 'unlocked' by researchers in order that the specific details of uniforms and equipment become available to the wider sub-culture - the wargamer. Certainly this is a problem area in the meantime looking for details about the Dutch and it seems probable that most if not all of our answers remain locked in the mass of emerging archival material.<br />
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Having spent some time on the Netherlands Army website this date I took the time to read an article by F.G Wilde on <span style="font-family: "Times New Roman"; font-size: 12pt; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;"><em>De mannen van 1688: een poging tot reconstructie</em> (available in pdf) which I was able to read paragraph by paragraph thanks to the wonders of Internet translation software - what an amazing age we live in.</span><br />
<br />
<span style="font-family: "Times New Roman"; font-size: 12pt; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;">Wilde certainly has the Dutch pike by the outbreak of war in 1672 as 'largely' armoured - helmet and half-armour to be precise. Whilst no specific analysis is applied to the discontinuation of armour, it might be surmised that discarding of half-armour would have accelerated as a result of William's reforms in the face of French superiority over the following years.</span><br />
<br />
<span style="font-family: "Times New Roman"; font-size: 12pt; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;">By 1674 we see the musketeers (line regiments presumably) carrying the bandolier or twelve apostles and thus we can presume the matchlock. It seems that there was no reason why flintlock armed men might not continue the use of the bandolier with its measures of powder during the period of transition to the uptake of cartridges. The flintlock should not necessarily mean a move towards cartridges for our period but so far I have seen no examples either illustrated or modelled that allow for bandoliers with flintlocks. If anyone can show me, I'd be beholden. Wilde has the uptake of cartridges 'later' than 1674. Given that by then the marines, Guards and grenadiers were flintlock armed, I'd say there is room in the sculpting world for this inclusion.</span>Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com2tag:blogger.com,1999:blog-1087725982765704215.post-51405338174675305212011-09-18T22:36:00.000-07:002011-09-18T22:36:44.455-07:00Research Tips & Future Intent<span style="font-size: large;">Research Tips</span><br />
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Anyone wishing to delve deeper into this period or those who have already done so will soon become familiar with the issues surrounding the identification of individuals and units. Whilst search engines of various types within the World Wide Web are an invaluable tool, their limitations are soon determined around issues of spelling. Now I'm no linguist - I speak and write in only one language and at an average level at best - but when looking into this particular period for continental military details, sources or even references within English sources draw upon Dutch, German and French spelling variants which can confuse the monolingual researcher.<br />
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By way of example, I was looking for a Colonel Proprietor (Kolonel) for a Dutch regiment by the name of <em>Sander</em> which, whilst obvious to others did not register in my mind as a continental variant of Alexander until all the other details lined up and I enjoyed that 'Aha' moment. There's also the aristocratic titles which vary across the European nations which, if known, may give a tip to the variance in a particular title holder's name.<br />
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Then there's the spelling. Again, I'm not particularly knowledgeable about the evolution of languages other than English but if comparable, within these various languages there will be variations in spelling as no standardisation had been achieved at this time. This all confuses the amateur researcher and you can't be too ready to declare a person or unit as present or not at a particular conflict according to 'the record' until other possibilities are exhausted. Also, whilst admittedly reliant upon the previous work of others, one needs to be ever mindful of the possible adoption and repetition of errors and the conversion of theory or supposition to accepted fact over time. My old university training in historical principles always remind me to seek primary over secondary and tertiary sources always - but even first hand accounts can be in error.<br />
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I suppose what I'm saying is that I am bound to have missed stuff as I go along and I can't emphasise enough the need amongst us (the small community of interested wargamers) to share knowledge and ideas whilst we assemble a more detailed picture of this previously ignored period of military history.<br />
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<span style="font-size: large;">Future Intent</span><br />
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I will move onto the French order of battle at Seneffe next but do so fearfully. My principle interest for this period is the Dutch and this will be my first army but I do want to build the opposition simultaneously - a demi-brigade each at a time. I would like to guarantee that I will similarly attack the Spanish and Imperial forces but we shall see. Somehow I doubt it. I say I am fearful about the French order of battle because I have not as yet ventured into research here and I doubt I'll be as fortunate to have a French equivalent of the Dutch Regiments Website. Then again, much has been written in the journals of Wargames Illustrated over time on the French army of this period so I may be pleasantly surprised. If anyone has some good website recommendations for me or other works done which is available, please let me know.Unlucky Generalhttp://www.blogger.com/profile/03483184112954794715noreply@blogger.com1