It all started by me saying that 'Spiney' the Spinosaurus, pictured above, was about the right size for 25mm figures. Turns out he's about the right size for 15mm figures 😱. In any case, Monty, our 7 year old asked "can we make stats for your game, then you can game with him!".
I answered, yes, but reminded him that blokes with shooty weapons would likely shoot Spiney and he may not win. I was trying to avoid the tears of disappointment when Mr 'Favourite Dinosaur at the Moment' was taken off the board; but it seems I jinxed my janx.
The first challenge was to make an element for him for the new game. He needed to be tough but not so tough he couldn't go down. That required a new special rule called 'Large Beast' with basically up to five small arms penetrations causing 'one' penetration.
![](data:image/png;base64,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)
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ElRGBr4RPBQpBCGfrOHUvHGHp/aDhYxj/qRGiwOuNk/d///d+tz3z+4Q9/8LFk4dP6aeMKx6kJj+eAz8anfd/VL+bD1sU+x4L+bMvx7PyxjDZxi+N84dgmX/DNPks8pC0pfEFDHLP6WHtgK+CT5Yv2UY+Agn4wbyUuu1sNrQa4wQM+GZergJPt87DvLXzRLkIg+2zLfAKQLYgQQtvgkxBLX3HvsfBJ32EH+uUHFLZj/7SLx9kft+yH9bq21v+uen2WIfN1//33z33Rp88x2XcKn3bpHdlqfCiwenJuLJCyL5Qx0/nxxx/7toJPqpPf4gMUzi/+xKmFT5RhfhjX3L777ru9r4pkl915E8bk4yRPXyzHRR83EhjMGwVOZgufbMs2FjJyx1h/6C18GOML+ub0hK2YG8xRCkSEpTH5Y/XFBQQ+Mb4YQ7AbL8QS6qd+WX/S2OE+2ra9X9SvbYexaCf1bLNpUb/oy/pv/RjqPX3p0rQvW1L4hM42s5mOy3LoiteifdQTfKYqVisIgPA///nPUeZzvma/Ryx8IQ5hE859PhrAY7gmADY53xZIeAz3D/sNfttPmr3MZT7ZJ8ZcBT6Z+TyMUtb/w7RfRxv6m8L1Ovpe1EcKn7hvcekdfxIP1wL77XfairllNpRjoIzwiTJmppkZZb1t2A6V+QRsIgZxD7L/nn766QCk0HUUy+6EGhhK8MFNi+9xIcBFABd9/CNQsh3rIQDeeecdfxPHe9zEUfef//mf546hz02+Ng0H9N3qhWPQl1DGOtxS7xQoCEusN4at1ReBjhghfNIPxg3jy/r9n//5n/6mZPVhPKE+20CvRe9z/UIj2w77tBP1WUabGfu2XVu/qGP9x/7QL3v+Dj12Cp+Yb2biMOcADtpn4QMa4wXtl8mEYm4wZ+wb8zGGpbjU/770/4//+I9wXcUYyNpBA2Y+AR6beFn4wvxY+LSZRYIh5xv79ny32VHGEOKHzw6iL8SJhVOWo0+bYYMdFj5ZjhiCXugL8cfMHJfnoR9Wa1B/2Zf1f9k2664HSIPu1Grd/Xf1l8In6kJfAlH6TXXODeZiEXwiDgiyQ35ZpsvfZcuGgs/UHpv5ZBk0HwV8wiACAW6a/McbL048wieMxgnOOpPJJEAq+sEJzDJsedNOj1GETW1hzxheuAlbbaAtNM69OEfbDp/wjXGCrd2nFvyAw3o8zvo2Jtved/WLMtsO+4xtQmU6ttU9LaO96AevoeMrjaPUntqsQTY5+CI8cB6x5Y0f87AMbHLu4QTAhH3hLxbgX2nwiTmH1tQB1w7APLUeE3zSRmwRm4A8vjj/gE/MsfWJgIq6KbjCV7tEz3vRMsvuaX+wi9lOOw7tRaZu2dcm4JMZQeoMjW12cVnb11EvB59ceod9/JY7x8J1186j1RxlNvOJNq+//nr4trz9Eg37G+t2TPC5CY2yy+6bMGTTYyLA9epPgdL1Ldn/HHz2F2nj67l0/zcBX2OKgtL9z8HnmOZnU7ZsCj435W86ruCzVqRkOEiDoo/90vUt2f/S4at0/0uHr9L9F3zm76iCz46f18xLdmseLRkOhpjR0vUt2f/S4at0/0uHr9L9F3zm77CCTwOfuEHqnzRQDCgGFAOKAcWAYkAxoBjoMwYODg7AnDvOfax/0kAxoBhQDCgGFAOKgfXEwG0/2Al/0iefAyzzqDKfJvOpk209J5t0lI6KAcWAYkAxoBjYcYLPPFwLPgWfyvgq460YUAwoBhQDioEeYkDwKfjMKRB/272HwNMnP336VwwoBhQDigHFQJkxIPjMoZdzynwq86lPu/rQoRhQDCgGFAOKgR5iQPAp+MwpoMxnDyebPuGX+Qlf8655VwwoBhQDcQwIPnPopcxnHj7/BrH2nfsvE0T+mHPuT+bYn/YqVe0xwZw+PSsGFAOKAcWAYkAx8HH8haPcT2deuHDBjfVnMfEzpfg7pX3Y2NeyO3669Pjx4/5nS3O64ud2z58/H/1s7bvvvutu3ryZp+Sejubh83/2q+H+Z1KfPBPn/q+24G/T5oTKQaouOI0+0kJaKAYUA4oBxUDBMWAznzn4xJ95PArcAabOnTvnHn/8cffNN98cGpVsP19//XXo5+WXX3bXr18P++t60wd8Xrx40Z04ccJr8corr2ShnvD53nvveeAkrA4NoHn4/K9ZpS9Bk/s4+n+z+kJSA2nYrzOizJC6vfiCk+0DbaZNlnUOek2WlWWwIcq0LtHejh21Nf0XfHHQMpHiQDGgGFAMKAb6iIEcfBIUCXz33nuvu3btmgOcPvzww+7jjz/2QPnMM88EgHrttdccfi0KsEpwAg4899xzURYvV4b+r169WnFN/T/bEXy5zz+qDhgDdJ46dSrKIr7++uvBDgtssP2RRx5xV65ccbT18uXLwf5ocNfvsjsgdFn4hF2oD61v3LjhzWTG99KlS8F+zNWLL77o54mQ+9VXX6VuLb2fh08PhAY0/fL6vnN/Q0aUy/GAPuccAfVjkx0Nw9d1LfyxjNCaK0OdXNaVbW35ovZ8NIBtOa5gM/5wID2kh2JAMaAYUAysOQa64JOZUMLnZ5995nZ3d8MvLZ45c8YDIDKb+JlagiG2ALtvv/3WQ6otazt+++23u08++cQDLoDS9vUv//Iv7uzZs9EY6OfTTz8NS9jIqqbL1bQDy9vMINp+bTkRhNs+Mp/s+zDwSVi1IArQhi7IBGOuTp8+7TUCdAOwT5486Q4LoC3wueOcXVLHe0AbQQ7ZQ/sewZruEwoDRJpPlb7vOjPKegEKa6jlPvsN/STlaXvuE4qZMVXGUxfVNV9U+8gSqE9zndB86ZxVDGx9DLTB5+eff+7hBYDG7CMADvAJ6OQSOrJwyHgCBvFcIiAI8JhmT7kPAGMbZkEJhujj/fff989x4r19JpJZWPTDZfeudtYO1Gdd2G734RszioRDbMcCnzaLCfhH9pZZYmjyj//4jz6bC39RBoDHPKAMME6NrW/LvG+HT0Lfn+qMpoc5k+30UMcs6I5zhLx0VELjXHkCn6wXMqh1OdsFeGSGta29sdFfuOp92hX60U1OoKMYUAwoBhQDioE+YyAHnzY7SKjELZrwaY9xCZuQQ0jkUjr3LXzapfF0rFdffdXDrF0yx9i2nxx8pu0IX7QD4Ga/6EM47QM+rX+EXSIOtstkPpkttkvrXG63muE9H0EYBj5DBrH+RruHQ/OcJ7Oh/GQ6B4nmhCbIEjBzmU+WrR0+azvoT3hswNhHH7Td+k/ZfV5E1bfOGcWAYkAxsFoM5ODTgqKFpnXDJ4HVjkFw22b4tP7k3i8DnzltAJ94xIHwbfseLvMZIBDDt2Q4AzDuOEe443I3QO5Ps+rPNXkwZR8tmUsMg6wkIZb9sN90GT4tD7Ykmc//4RekkkcJBJoCTcWAYkAxoBhQDPQaA0eFTwIpl+K5pM6lemYsmYEESnAJnHVw7A9/+INDdpIZSvaHzCqymnx+NNcPMrF8/pOZRmYJOQbH5HJ+n5lP+NP1Oix8poBpx0jLmPnNQaxt1/a+fdkdJ6TPUKJpvcSNY8xi4nC6hE1wDKMROJOl7//DF5eSZfO/1RlW39aMhzHTfgmiKCOctsJn/WejaFOot9qnN33alV6KAcWAYkAxoBhYLQaOCp+4dXPpncvBBEfe1pnNRDnhzx7DcX7hCM8rpmXMgtrjFjjb+iSIwo5NwydhkMvp1Iq+USvWa4NGQjXb33PPPf5LRcPCJ+Cu739z8DjAmH37pP77jxtpLI0VA4oBxcDoY8DCJwFI236/cLQN+nZnPoc4sQWfo7949P4BZIg40xiKM8WAYkAxMHgMCD7zKNjnt93zI47r6ObhUxeDwS8Ggkll1xUDigHFgGJgiBgQfOahT/D5I3dwcIC/t7oT/dFV7UsPxYBiQDGgGFAMKAYUA4qBPmIgwGeez3VUChxdAQRuya+S/ccD8HjIv9RX6f7jD4TbP+ZdWhyU7v9tt92W/SPrpcVB6q8ynybzmYqjfSmwLgVKhi9oWLL/pcNX6f6XDl+l+y/4zN9FBZ+Cz3xk6OhaFSgZviBkyf6XDl+l+186fJXuv+AzfysVfAo+85Gho2tVoGT4gpAl+186fJXuf+nwVbr/gs/8rVTwKfjMR4aOrlWBkuELQpbsf+nwVbr/pcNX6f4LPvO3UsHnxuFz380mU/zekV63sAIlwxemtWT/S4ev0v0vHb5K91/wmb+xCz7n4BMw2PJnBaZ9IOKem+5M3Cz5Fcz8dOnotipg4Qs/7/X44487/IYufrKLrw8++MAfR/mt9rL+D+kbfscYPyuH3y7e1MvCF+b27NmzHsahif33zDPPhG/Fsx7iBL+5bF+IE/SJtvANv7k85pf1fyg7qdErr7wSNB1q7HQcC1+cVzvv77///sZtTG1e5771f539LuoLP0nJ8wTX2mvXri1q0kt5Dj4RB+fOnfPX+2+++aZ1XNajH4ibtp+FbO1kpAVDwCf0O3/+fIgD6Jf+3CbkSX9S89KlS73/hYr4j8ynk7Q/c5Od9WYl96Y7bhKRpuAzlf1W3EfQ84UTAlCBYxaKBJ9UaD1bwBxuOoA9q/N6el++lzb4Ahg/9NBD7vr163OdoeyOO+6Yg0scv++++wJw4sMLjo351eZ/XzZDE9zYOe+b/jNXFr5w7sMuAifnmft9abLJfq3/Q9mBGPjlL3/poZ4Ah2tuF+j1ZVsOPvE76Lu7u/78vnLlSuuHD9rO+GC7WwFAh4RP6sXfn7cAit+zx1x88sknIV5efPHF3j+sHB4+96YeHmKQNOGbKQd4Ajiqf8x2NvBZla8Xdo1FertBBXLw+fLLL7vTp08HeGiDTxxHe1w8cTHaxpf1f2j7AaHbBp+wF/9gu82IIhZOnDiRBdahdV12vKHh89lnnw3aQUMLnwTTHPAv68+q9Sx8pfCJvmCvnWMcQyYGutnMLdpOp1M/92izyWzeKhpY/1dpt8660BPQPxb4RFYWscm5b/s7sCl8QpPnnnvOxwXbsA7ihZCFejj+wgsveIhCG1w3rl69Gslq2+IajZhiHWYDL1++3EsWcBPwCX+RCcV5Bf1wPcA92MJoJFCPO4eCTw+J9RL8/mzidiYzZ1fNu8pRFgMr4LMCUnTp+1tztrVH/dT1kgpY+MIJAJAESBAu0E0OPlFO6EQ5llnHnunKSWL9z5X3eQwa4kK/qVcbfGEec5lPxMeTTz7p5zmtg4slbiKIiXQ5flP+LRq3zf9F7Q5TDr2gHbQhhG4DfFpIJpDAbkAKoAn+YO5PnjzpP4giE4Y2iIVNLScvOz9jgE/qOAb4xPn91FNP+dULxOvDDz/cOoeoiyw+M5+IgVOnTgXIxD7aI3vKMgtWqItrL6AUGlgAZX2U4cPYI4884vtB3AFWcd0EoCEziBj8+uuvl53ypeptAj6R+XzggQdClhP78JvAvZTha6q0OnzOLcXjGVFmMR3oMVmqj8vz8Gnau+qZ014eL12TaOpmdQUsfFn4xMWH2c8UPlH24IMPRs+FWlhd3YrNtbD+D23FtsEn5v2JJ57wwIFYwYUfscEXbhq4iUBT+GbhinXGtB0KPqkVbtR4bQN8wkZkm5iJxdzbDyTwCTCN53ox7yjjM77W3zHHwKbhE7oB2glwQ58b6bI7gAdzChDGHFq4TG1jOc4hnO/4Z7ObaX2AImKKWT2CKeKDfbE9MpsYm0COtvhAg/hCOwIZ2gGWux4PSO1YZn9I+LT63XPPPe6rr77yJkIDADr3l7F7XXVWh896OZ2BwG2AxQXlgs91Td129YM44QsnMzOfOIYTHvtvv/12yHLieAqjti762KaX9X9ou7cNPglN1AnxkYNMQmiujG3HsB0KPnG+WC2oI268KLM3IF63Cap96mThC+ctPkxwfLusDhtwM2yzU/C5+ixBbwBWqvPqPR2+RQqfXDbnBwZkJAmM6Si0n+BsM5KsC5jFM4uMqQsXLiwFn2h3//33e6hEZh06AUxxrsBm9sftupemh4RPAuM2dCcAACAASURBVDc0s5nc7YPPZJmdQeC3gM+OcsFnpFYxOziB+cIFxcInbirIcL711ls+44VyvNrgEzfYbXtZ/4e2HXoB4Db1aoOvNMsF+wiUvOBza7Nj1g/ECLKgzJzZsrG8b/N/3fbhBp4DN9yMeaOHvrjJDqlXDj4JE6kGuBlymT0tE3yminTvE9xw/vP5yO4W/ZRa+MQc8tEJntvYtj2/Sx8YLxYYEdPYt8v2q2Q+0faxxx7zX2yEDYRLxCDOkXUvs6fqbgo+4TeX2nENtsvwqY197q+e+XTNF4TyhnWXCz7zqt3qR3Fy85XCJ44DjlAHUEr4xInBJXnUybV78803t+IZUOs/dRhqu03wyQ8c9nlOzDuX3t95553oMYy2rOhQ2i4zzlDwmdpiM58sGzt8poBJu7FNyxgXBBNbd0zvLXwPaVcuSzjk+BzLwic/XHCpG3Uwj4A9ziOSEFj6BlymZahv/Ur7s2WIl1WW3Wkv2tnnP3l83dtNwafNfMKnixcv+g/wdukdXwbu+1nqQ8Cnc25uaT35hnpXeSjjc54prOqZz3UH+Rj6s/CFC4rNfMI+HrPwieOAEbTlP5v1xEUCn5g3mdVbVlvr/7JtjlKPelI3bqHn0K82+MplPglMqY2YY8QGHs2w2b22jGjafpP7bf73bRO1ZNaz7/Ha+rfwhbjEBwmCRq4NgCKdY9wIBZ85tfLHkN2yS9E8/+3ya77l+o9a+AQc5h4B4BeiPv/8c58ZZR3EiwVTWIf4QPYUz2QiJvilIvj4/PPPhy8KoawLPtO2aH/mzBmf8cQYdukd1xk+A7ouhYaET3s+2Wc+6QsAFOcp4+Tpp592N27cYHEv22747GVIdVqiAgjqkl8l+78p+BpLvJXuv4XPsczJkHaU7r+FzyF1XzQWQZiPJABGh8h40q4h4JNjjXEr+BzjrNyCNpUMX5jOkv0vHb5K9790+Crd/7HCJ5af+cfVmQXF6krfz3ry9i74nPt5TUqjrRRYnwIlwxdULNn/0uGrdP9Lh6/S/R8rfOK6zGX9PpbVF909BZ8GPnGD1D9poBhQDCgGFAOKAcWAYkAx0GcMHBwcgDnLfiZv0acUlR9NgdLjq2T/S8/8le5/6Zm/0v0fc+bzaHe1o7VW5tNkPo8mpVpLgXYFSoYvqFKy/6XDV+n+lw5fpfsv+MzfFwWfgs98ZOjoWhUoGb4gZMn+lw5fpftfOnyV7r/gM38rFXwKPvORoaNrVaBk+IKQJftfOnyV7n/p8FW6/4LP/K1U8Cn4zEeGjq5VgZLhC0KW7H/p8FW6/6XDV+n+Cz7zt1LB56HgE79ClPyqUV7fXo7iJzqne7103XOnRrf9mZtMZm6/5xHH0n3J8IU5KNn/0uGrdP9Lh6/S/Rd85u/Cgs8u+Aw/hVn9uYHJjKiU/iRmXtx+jmJsgm/1U5y4sfPfuKE01m17IXr1mbXwxZ9+xN9Wwx/35Yu/643yW+1l/R/SN/yE5e23377RnyC18IW5xc8r8ny1W/x0Kn8KkvXwR5/t77xDO8QJ+kRb+IbfgR7zy/o/lJ3UiD9TONS4uXEsfHFe7bx3/dRmrr9tO2b9H8p26IyfpeR5Ar0vXLjg+Gs+Q9mBcXLwSftwftvfeU/tYj3rxyZ+IjS1ax37Q8An9Dt//nwUB++++264ztKP9OdEL1261HustP7C0f5s4nZ2+PvrMNFk7VwMUXRgiK23KxBmBZ/N7sxNdsacFU10A9wH44dQb3Nj4OLHF04IXHRwzP4uu+CTCq1nC5gD4AP2rM7r6X35XtrgK/fb7uwVZXfcccccXOL4fffdF4ATH15wbMyvNv/7shmaADw47wT6vsZb1K+FL5z79rfdOc+3MoBa/xdpta5y6PzUU0/582TT85+DT/72PD48XrlyZQ6GqAP8sL/tzna3AoAOCZ/UC/odP37cWQC1v/SEWIHmL774ort27RqnoZdtC3wCkrogLoEoD6ZV9jFlKcCiPYb9JoPqnNubmv1q3J2O5eg4W5jAp+9upwY6C8uVdntTwnRThv7seOm+he60LN0PM1RnjCM/fWGiG5beQxY3tL4l3+Tg8+WXX3anT58O8NAGnziO9gBWnBjb+LL+D20/IHTb4BP24h9stxlRxMKJEyfc9evXh5bx0OMNDZ/PPvts0A4aWvggmA6pn4UvnL8WPiEq7LVzjGPIxEA3m7lF2+l06ucebfDBqu8b5KEn3TS0/pvDvb6FVmOGz9dee83HKOe+LSMLPyx8QrT0N9lZB/FCyEI9HH/hhRd8jKANrhtXr16NdLdtcY22v3TEbODly5d7yQJuAj7hLzKhOK+gOa4HuAdbGI0E6nEnD58LochCVPp+x8BkBZcN3FWw2OyDPev6dsz9mZuGJX7rvR0Lx/PwWUFfV12UNbBcZXmT/QDAq9St/GE20/cb+oG9qU3pvvX11npv4QsnAEASIEG4gLc5+EQ5oRPl+KQ89kxXbuas/7nyPo9Bw22CT8THk08+6ecZc/3QQw8F2MTFEjcRxES6HN+nhkfpe0j4hF7QDtoQQrcBPi0kE0hgNyAFsAp/MPcnT570H0SRKUUbxMLYAVTweZu7ceNGOIVwfhOMEa8PP/xw6xyiroVPxMCpU6cCZGIf7ZE9ZZkFK9TFtRdQiliyAMr6KMOHsUceeSRkYQGruG4C0JAZRAyu+zffNwGfyHw+8MAD7pNPPvEfSrEPv1MoD5PV45s8fPrMHZ+rzI3eDk0euOJUp8nu7bnpZOImYTnf9IMxI1BbZtwYPn0mMmQSTd++K1s3Leva7ypDx6bcAnQYk9nWpG4o78ow+0q3xH8Wvix84uLD7GcKnyh78MEHo+dCLaxukzDW/6Ht3jb4xLw/8cQTHjgQK7jwIzb4wk0DNxFoCt8sXLHOmLZDwSe1ApjhtQ3wCRuRbWImFnNvP2zAJ8A0nuvFvKOMz/haf8ccA5uCT0AbYg/nCf6N5ZlPAA/mFM96Yg4tXKbnLcutHza7mdYHKCKmmNUjmCI+2BfbI7OJsfnMKdriAw3iC+0IZGgHWO56PCC1Y5n9IeHT6nfPPfe4r776ypsIDQDo3F/G7nXVWQ98euiqAtwHuoVPm52sn3EEJPoqCXBW8Mhl84yLfhwLc3UmtT654mVuA4W+qwHg00O70cFkVytvumzK+HsLHUJc8IWTmZlPHMMJj/233347ZDlxPIVRWxd9bNPL+j+03dsGn4Qm6oT4yEEmITRXxrZj2A4FnzhfrBbUETdelNkbkL9O7+w4gmqfOln4wnmLDxMc3y6rwwYut7OcW9gp+Dz8LAH47r///rUD1DIWpc98ctmcHxiQkSQwpv0hXiyc2owk68K33d3dEFOEbMRLF3xaTZBZxzgAU5wrsJmxx+26l6aHhE8CNzSzmdzxwecc5HGauTUQlWT75jKfWBzHl5eme36JPUDndM8fj4Gx6t9DaDYLasb1VS1Q0jZuu+qmZV37XWUYy5QnME1Lmq2p6w922d+0uhXe4QTmK4VPXCSQ4Xzrrbd8xotg2QafuMFu28v6P7Tt0AsAt6lXG3ylWS7YR6DkBZ9bmx2zfiBGkAVl5syWjeV9m//rtg838Bxg4mbMGz30xU12SL1y8AmYpE1WB9wMucxuj+M9bFfmM1VluX1oh0cW2nRfrpfD1bLwSTt4XnPb9vxuCp8WGBE/2Adg8tGLVTKfaPvYY4/5LzbCDsIlYhDnyLqX2VP1NgWf8JtL7bgG22X41MY+9/OZT/+oJjJ48dL73pT7BqIS4PLgGGU+PX36pfbJpM5a1nAb9lMPUZ6FzxTW0n3bUVJWZyUr04z9vknXflcZGtty+97awvdpebrPerfeFic3Xyl84jjgCHX4fCeO4cTgkjz2c+3efPPNrXgG1PpPHYbabhN88gOHfZ4T886l93feecdDCLVry4qyfAzboeAz9dVmPlk2dvhMAZN2Y5uWMS42AVTWrkXvLXwvqttXOYBqU8/HWvjkhwsudcNfzKPNbiIJgaVvwGVahvo2+5n2Z8sQL12ZT0KmtQX9o519/rOvOdkUfNrMJ3y7ePGijw279I4vAxPo+/K/FT4xYFgGr5eP+UWaeeBqlprxbcSmHs2uQLB5pjPd94NFae6UX9kTbGqypQlgshK3dhl8MnMzLvdHwIjKKQTafft+Ud15P2KAT/pqhWw6cOtsLXzhgmKX3eElj1n4xHHACNryn8164iKBT8ybzOotO0PW/2XbHKUe9aRu3ELPoV9t8JXLfBKYUhsxx3w0w2b32jKiaftN7rf537dN1DKXYex7bNu/hS/EJT5IdAEjoCCdY9wIBZ9W1e730BC687xf9CeNuns7WqmFz3TJnT3zi2Wff/65z9DycQzEiwVT1IdvyOLimUzEBL9UBF+ff/758EUhlHXBZ9oW7c+cOeMznhjDLr3jOsNnQGnzUbdDwqc9n+wzn/QBAGrj5emnn46+JMZ669x2wuc6B1pbX0mmdW39bqAjPo6wgaEHHxIndsmvkv3fFHyNJd5K99/C51jmZEg7SvffwueQui8aiyDMP/MEGB0i40m7hoBPjjXG7fbB51yWcoyyLmNTkgVdpskW1ykZvjBtJftfOnyV7n/p8FW6/2OFTyw/44tK+LNDzIJidaXvZz15Gxd8dv28JlXSVgocUYGS4QvSlex/6fBVuv+lw1fp/o8VPnFd5rJ+H8vqi26Zgk8Dn7hB6p80UAwoBhQDigHFgGJAMaAY6DMGDg4OwJxlP5O36FOKyqWAFJACUkAKSAEpIAWOrsAWPvN5dKfVgxSQAlJACkgBKSAFpMBmFBB8bkZ3jSoFpIAUkAJSQApIgSIVEHwWOe1yWgpIASkgBaSAFJACm1FA8LkZ3TWqFJACUkAKSAEpIAWKVEDwWeS0y2kpIAWkgBSQAlJACmxGgW74tD9PiT/DNPd76/XPZJo/0dT2s5ibcU+jSgEpIAWkgBSQAlJACoxJgVb49D/9uDN1e8Za/1vvEYAmv62O3yrf2XECUCOa3koBKSAFpIAUkAJSQAoEBVrgEz/9mIPI9HgCn845AOpkth8G0BspIAWkgBSQAlJACkgBKUAF8vDpM5hx1pMNYrhM4TOFU7bSVgpIASkgBaSAFJACUkAKOJeHT/+sZzt87oR1dT3zqSCSAlJACkgBKSAFpIAUWF6BQ8Fns6weZz79M6EBTJc3QjWlgBSQAlJACkgBKSAFylAgD59+2X3i5h/dTJfVY/h0re3KEFNeSgEpIAWkgBSQAlJACnQrkIfP+otD6Z9WWvhtd7ZT9rNbdZVKASkgBaSAFJACUqBQBVrh07n55zlTGGWdiDU7nhctVGO5LQWkgBSQAlJACkgBKVAr0AGf0kgKSAEpIAWkgBSQAlJACqxXAcHnevVUb1JACkgBKSAFpIAUkAIdCgg+O8RRkRSQAlJACkgBKSAFpMB6FYjgc8f8Rrve7zhpIA0UA4oBxYBiQDGgGFAMrD8GDg4OwFk768Va9SYFjAKlx1fJ/h87dszdvHnTRENZb0v3/wc/+IH7/vvvy5p0423p/t92223uxo0bRhG9hQI//OEP3XfffVesGFHms1gV5HjvCpQMXxC3ZP9Lh6/S/S8dvkr3X/CZv70KPn/klPnMx4aOrlGBkuELMpbsf+nwVbr/pcNX6f4LPvM3UsGn4DMfGTq6VgVKhi8IWbL/pcNX6f6XDl+l+y/4zN9KBZ+Cz3xk6OhaFSgZviBkyf6XDl+l+186fJXuv+AzfysVfB4KPvHrR1O3l9e096P4mc/oV5V6HzEdYLP+p9ZsbH9/5iaTmdtfwoCS4QvylOx/6fBVuv+lw1fp/gs+8zdIwWcXfPqfymy+Xj+ZETP23HRn4sJuXtuejmJsA76RjUPZ1OE/gGxnzXC8ER+Xm75lPwhY+Pr73//uHn/8cXfvvfe6v/71r2GgDz74wB9H+a32sv4P4Rs1xrj898wzzwwx9NwYFr5g19mzZ4NNtA1b2MdvxbMe4uTbb7+N+kScoE+0uf32292nn34alY9tx/o/lG3U6JVXXgmaDjV2Oo6FL86rnff3339/4zamNq9z3/q/zn6X6euPf/yj293ddZuMgxx8Ig7OnTvnr/fffPNNqyusx/MdcfPee+/dEvEyBHxCv/Pnz4frJfR799135/T77W9/6zBPPC8vXbrU+1+oaP22+/5s4nYiwLTZvg74ag2j9RR4u5j29KBngXPP7Q2Sjh3Q/435uOR8AYw5Hx1NENR84YQAVODYq6++ysNO8BmkOPIbaPzEE0+4zz777Mh9HbWDNviCbQ899JC7fv363BAou+OOO+bgEsfvu+++AJz48DIGH+ccMAfa/DdV1voWmuDGDsjH+UWgX+sgK3Rm4QtxCbsInJxn7q/Q7dZUtf4PafRzzz3nTpw44fUeG3wSivHh8cqVK60xinhBLDM+2O5WANAh4ZN6Qb/jx49HAPr666/7DyiffPKJnwdo/uKLL7pr1671Gq4t8Am46srepfAFMK0yLCmHABbtMew3GVTn3N7U7Ffj7nQs5UaZNp8RNFnQIFUDyqhv+0v3qybt9juXs6nx3/dnM7GuGduZ9/P1aGwzdvWpI/Gn1UfnVtO20hpjRPrTjDq7Gpftu9m0Wlb30B/5WTf0cJzYzD7NNgefL7/8sjt9+nSAhzb4xHG0B7DixNjGl/V/CPuh0zbDJ6AJ/5ANtRlRxAJuqDlgHULXw4wxNHw+++yzQbsUPgmmQ+pn4QtxaeETesJeO8c4hkwMdLPQhLbT6dTPPdpg5aTvG+Rh5jttY/1Py4bYB4SmcTDEuBwjl/l87bXXvE2c+7a/A4s5t/CJPuEP4oJtWAfxQshCPRx/4YUXfIwQxK9evUqz/Na2xTUaMcU6zAZevnw5jBU1PuLOJuAT/iITSv1wPcA9OJcNPaJ7C5vn4XMhUDTwVcEZs48VqEUAA6gJMFmDVtgHe9YwZMfcn7lpdk3fjgvfqvGa/ulvfbwG6AqcGjj2+8EG22fVLtjfalOufwLYfH8IagD4PMBV/VRwbtvRjy4fa5gMfnRo66vuhAxl7H81B8xexmWNn14TD6ica9rYZjfLq62FL5wAAEmABOECtXLwiXJCJ8rxSXnsma7Y83n/c+XrPgaNtxU+YfuTTz7p5xlzbbOjuFgCPhET6XL8ujVcV39Dwif0gnbQhhBqM59jhU8LRwQS2A1IAazCH9h+8uRJ/0EUmTC0QSyMHUAFn/Efmcf5/dRTT/nVC8Trww8/3DqHqGvhEzFw6tSpAJnYR3tkT1lmwQp1ce8BlCKWEC+ES9ZHGT6MPfLIIyELC1jFvQeAi8wgYvDrr79e1yXB97MJ+ETm84EHHnDMcmIfflOTtTq4oLM8fHZk26r+2oHDw0uc6nSTkDHbc9PJxE3Ccr7pJ4LUNqtN/VAFx+rn2sK4ab1F+6GzChDZT6tNaX8V+M1DZFe9FB4rOA3g25jUQDb8pG0ot3AMEG/TNqrnG7rZpIbIrjIP9zFs+gyutcFnd7uy5JUjbfCJiw+znyl8ouzBBx+Mngu1sBpJNPId6/8QpuKiDUDDuPwH7TbxaoMvzK8FS9qG4wBnAAf8wIUfscEXbhq4icAv+GThinXGtG3zf902UiuAGV7bAJ+wEdkmZmLTmIBPgGk814t5R7zwGV/r75hjQPAZwyeAB3OKZz0xhxYu03OC5TiHeB2z2c20PkARMQVoRLwQTBEf7IvtkdnE2HzmFG3xgQbxhXYEMrQDLHc9HpDascz+kPBp9bvnnnvcV1995U2EBgB07i9j97rqrAc+PcA0N7kIkCycAOamez7b6fklgbtqaToBLOupHyeGoaYYoMe2KfQt2O+wP29T2t8h4TPyx/bReBW/sz6ixLTp0hZlBkL4PsxBW1kGPuc+XFgbYmOjPYzJF05mZj5xDCc89t9++22/RTleKYzauqzjK27Bf9b/TZiLmzohf+jx2+ArBQ3aRWjiPuIjB5mE0FwZ245h2+b/um3D+WK1oI648aLM3oB4DSCortsW25+FL5y3+DDB8e2yOtpwuZ3l3MJOwadVdfn3Y1t257I5PzAgI0lgTL1CvFg4tRlJ1gXM4ktVjJULFy4sBZ9od//993uoxAddjAMwxbliv3zDfte9ND0kfBK4oZnN5I4PPiMo4hTbrYEvX5dLzvXScpQZa44B5ALwTPd8ljGX6fPAF5aTW8a1h/neQxZsMfb5so79JexHF7FNaX8GAqOxu+rVmUufrWweCaArrdvgY1WDMNipLdpk9ZzPvsbjpvY3c9nUs743R9N3OIH5wgXFwiduKshwvvXWWz7jRbBsg0/cYLftZf3fhO3QGBkmaDr0qw2+cvBJoOQFn1ubHbP2wx9kQZk5s2Vjed/m/7rtww08B5i4GfNGD31xkx1Srxx8AiZpk9UBN0Mus9vjeA/blflMVVm8Pyb4xBzy0Qme29ji/M49PpHCpwVGxA/27bL9KplPtH3sscf8FxthA+ESMYhzZN3L7OlMbQo+4TeX2nENtsvwqY197uczn4StsFxembA3JWQaKEnAxkNaAp/V8vDETaKlXrOfegggzMJSDDr7s1n0t0YJYvFzqOjc2OvHMvvL2I82kU2mve/P2mXL7Hvfif9iVpAnGdt3lfzX7mNd0cOz0TLd99VSO+wgi8qYTUYb6yf76GrPOvHfuUzhE7WQ3cIFAFBK+Eyzdbl2b7755lY8AwrfNvkCpOECj4v/0K82+MrBJz9wIBPBF+adS+/vvPNO5ENbVpRtx7Bt879v22zmk2ONHT5TwKTd2KZljIs2kLVtN/newvcm7BgTfPLDBZe6oQfm0WY3kYTA0jfgMi1DfZv9TPuzZYiXVZbdOTdoZ5//5PF1bzcFnzbzCZ8uXrzoP8DbpXd8GTj3YWCdGrTCJwbxIGmXZBtqMn/nE/DRLLnj24jxsjt6qqClyb6l+3UGzvbT8ieTYFPIlgLeTJudAMspEHXtd9if9B/cn4NZC2V2LPu+0SHup9HO+5JCd2JD4yPDINUy3a/rdfXTWlbZP53iz27VdjbGVx1HUE6b5rcWvnBBsZlP1OYxC584DhgJY9fP+LF3XCQAVACQsb+s/0PYmuq2yS9qtcFXDj4JTKlGmGPEBh7NsNm9toxo2n6T+23+920TtcxlGPse2/Zv4QvnOT5IdAEjgCKdY9wIBZ9W1e73hDarI65Bdvm1u4f1ldpvuwMO00ctMBK/WPb555/7zCjr0A8bL4gPZE/xTCZigl8qgn/PP/98+KIQyrrgM22L9mfOnPEZT4xhl95xneEzoOtSZkj4tHFgn/mkLwBQnKfQAP+efvppd+PGDRb3su2Ez15GPGqnAKUU0I7a54baRyDtbUhhdUOGhWEX29Nkm0Oj7BsEdMmvkv3fFHyNJd5K99/C51jmZEg7SvffwueQui8aiyDMP9kEGB0i40m7hoBPjjXG7fbB51zWcYyyLmeTB7fom//x3yRdrpc+ay2Cz0XljW0lwxdUKNn/0uGrdP9Lh6/S/R8rfGL5GV9Uwp8dYhYUqyt9P+vJu6Lgs+vnNamStj0qUC+Th0cGehxqg12XDF+QvWT/S4ev0v0vHb5K93+s8InrMpf1+1hWX3S7FXwa+MQNUv+kgWJAMaAYUAwoBhQDigHFQJ8xcHBwAOYs+5m8RZ9SVC4FpIAUkAJSQApIASlwdAW28JnPozutHqSAFJACUkAKSAEpIAU2o4DgczO6a1QpIAWkgBSQAlJAChSpgOCzyGmX01JACkgBKSAFpIAU2IwCgs/N6K5RpYAUkAJSQApIASlQpAJbBp/4s0T8ic8i52slp/FH7NMfJJrrYMlfKJprd6gDmr9DyaZGUkAKSAEpIAVuIQXa4TP6ycWJm+335LX/LfIlIMkPv/wfNffV676bPxXQox89yXP4bqEVQZ1/S9T82QhDpUtBaiWo/236Rs9l541erDh/bHaUbRTH5qdZj9LnKm1Xiu8lOkZ/x6D7zSUqH7bKvps9eqznMZa1rbLlmPkzcNPf3XR9er+sZaonBaSAFJACh1MgD5/+hmlBbc/ttfzW+uGGPWyrFeClhg7DWM7Br5H9NOf8T2weVpu4Xfyzl4BPO59xXQetIqGS8rBbQWyoujJYrTB/YczuN136xb8ghX76z7x22QMLFpWn3lb1v0gP97w/PvgEbHvg3J+5R48dc30C6N4Lx9yjsy/cTRFuz3Gm7qWAFChVgTx8enBj1iyVZt/NpjOHRGh1c8/Uq8FvkkmXVm1sxiwHBBXkIMMWQMebsSy8oF7aNvUD+23j0KaqvPGjqV9l/+h7czy2l/1U0LETMpGVLQCLJosIOGzq09q9aQqNbWOxRdN3YwvapP2Y+h4i6Ys5Pve2GrvptwWm6vnfmQP9Zv7mY2eR79Wc2j7n9bMGLxkDrbY29lTj5PSJbcrbk/bDOed8NOW0nnM+159n0Pn6+PDgM4OTmYsxtam7Nz3mfPwtBVRd8FmV+XPzd7YzHJ+6vZtV+QTw5h1q6vOc+Z2lur0X3LFjyEizPlXgtmof4BPn7KPH5uuzn39L+6nqQ595YN1zLxw75nYm/+a+qF0BeDZZ1on7ty+UZeVMaCsFpIAUWJcCefj0v5/e9jvj9Q13p17C9Ddv3khryKrpxANGABDcCHdChg031grq0F/T3kW/3V6N1cBfXNffnC0JURVvUw4WWAFb21d+nMkEALvvZjOkfas61XBpW9qf66eCDbSbB64U3my/sLHSrHHRlqdjtfnGfmijrcf3tl8ey21z9sSQ7+eEc57EBjUEhPg5jcpTG8xYFo73Z25qPtQ0cZTYa9skRdxd1tbs3Nn+jU3z9sR+LSpP57yqb5Fyz02PTdysPuShktDpIbQp83ofY/zd9PF3DB+ALDNSjGjbAF90GOeAHxsd4L2FwKqsOme+COcM4K6CPoAebGsG96A3/Z3PMO7PHnXHAaLOsAAAC3JJREFU4EdTXA/d2OKLfOZz2X4w5qP1mBVoTginvp+p8yC8P3MvzPbDUr4yn/Gsa08KSAEpsG4FWuATw1Rw47MVDf0k0FaZ42/i1R3aTaLsHgCihh57s468iG/OURGzq2H87rqhLaCGAASLbYbRHA/1s+PEUOWXpk1bgGQDxU1PHjBb7TVAVTeJYST1b75+M1INs2EsW5Lvp8o81Zm3qF33OE3PVT3bT9zNLJn/+MNIFVMxBIfY8fFmy4xNyXw29qTwbko82HZ8AMnEY2ML+slrGPxtsSmez/l+FpWvBJ/w4VgMkx5Gp3s1SBEWqQs0XeZZzgb42DK39cAYjVWBZqiLbKQBStT3y9moUMPfXsiCYkyCYuih+gD2qM1GIn5raFypHwz5qDtWw66DbY/mYNc5wafVX++lgBSQAutXoAM+ORhuwk3Gcv6mbCDI3/BruLFfEPCJwxgI2XuuP/9spmnfPI+YAkHTS/SuDTxSYPAAYuxtyCLJxlY3y0nI0BowwsBL95O0q8G4gdjUv/n67WMZBbw9FuRMWbDXlmfGSZpUu3G9GNa8MxH0V0NNzLHUPxM7C2DPjxXFYWXRPMzVhrfFQF2cfphYbGvsO+rnbJq3J/Z5UflK8IlMJ7OetV/48NMc6wE+PTTac+Z3Ceia1GWUpWyA1teol8ntBxm8n18aT9r5081kSRf1423AIwe1zYRPzB+X2M0xP6965rOOJm2kgBSQAv0osAR81lARMprxzRRmhWxfCnfW5taypD8PTk3GKvTt+0rq2v6j96iXZC5Rbm1YdRzUn0zcpL6JBU5dqZ88wCwNn51jWQEW6ZTqM2+X7a15n9Tz9hiItfrWjRbNX1Oe2pyMVffngc9koOdhLgzsmg8LjQfh3cq25u1Bf9ameXtivxaVrwU+o2ykXYaHD0fIfIZsZaXifOYzXg732c1HzTljv6WeZEXDvMy9mYdP36/P+N4EQUbZ1ah5bS+fMY0yn6aih9DkuU994cgIpLdSQApIgTUrkIXP/dnM2S+3N4CA0StwabKR9qYc32gjW1NQcXtu5p/dS9okUOBv7IH05uuGomiwGohDprIutH3b9wSI0Fkyjne7JXO7Uj9Wq8qmGEaScvRtIbpzLCtA0o8toi/hw4Q/EGV692fTlj+tNd9vND9zc5zWh642i27L7fv6g4L1nT5gjGXgk3Ma+QlQrD/YLGWrAeu5529pUJ35rm2K53Ne2/nybr+r+i3PfMIH8/xnBa4WLrszn53znPtTS8y01slNLPH7ZWwvBccymc8uMHTzz4AaRc3befj0EBmW8zv6wfhmad1DZpLl9AMBUpN6gk8zBXorBaSAFFizAln49BlCLlP5bZOJ5DL5dDoxS1kGVWtgCstc5ubvIdb0W7FeCno1oNT1plP7Z4DiuhH4ZIRJx4NNcZaxWT7sGqfqOrbL++eBIz7e3U8CGug46FWDTtivvvA1i/5QfNdYsQAR5Ng+va4WqmJ4Yuat0cn222a/iY90rAD03ln/t0dnMxM7BiQbLRLfkz7jLitA30k/aNRm+xgxMdd8aLLac0nWxPGCxwAiWy0kB1upcRyzTTuWJ3ZMZi6ac36THf55BiXkBQfNt7MrsG/wL6nrAZpwirmsvjBkZ7h6XwFfcw5X8/HFTfTXLGEz1qvxOFYzOq4V/tvkVv8AjfC7+qZ7M455ljMYVdnSfAMdc5XUa+0nHj/YCxOTNtFyfyjTt93DNOiNFJACUmCNCuThs3OA5GbaWffWKYxgzrs1ch0AQRbsOqZiPrNtYLKjnYq2WQHAYvxlpXV7g0xj/CeUOrKU6x5c/UkBKSAFpMBoFRB8Ljk1VRaV2ao6A7kk3C05xJqrLQvHcT34GWUW12yVuhuHAkPMs18e9xlbn2qs/6Zm/hvm41BFVkgBKSAFpMAQChwCPocwa6xjVMvO6R+LH6u1sksKbF4BLuEnS+WbN0wWSAEpIAWkwIYUiOCzefaqeRZSx6SFYkAxoBhQDCgGFAOKAcXAOmPg4OAA3x3a2RD/algpIAWkgBSQAlJACkiBUhSIMp+lOC0/pYAUkAJSQApIASkgBTajgOBzM7prVCkgBaSAFJACUkAKFKmA4LPIaZfTUkAKSAEpIAWkgBTYjAKCz83orlGlgBSQAlJACkgBKVCkAoLP0U87/rzT0H/0/bBjHrbd6CdBBkoBKSAFpIAUkAJrUqAFPlv+nuUKv5qzJvsWdEM7M3/+YOx/Kd3/tvjOEn/QPf4j8AsEwW9lutmk+jnE/cWVW2qsOia7OWw7ttdWCkgBKSAFpIAUuNUVWACf9rfQ69+gXvFXfeZ/lrInST3MDZ0hzPuyXp9XBLoaatt+6zxvcXp0xTFD89XarVenYITeSAEpIAWkgBSQAiNWoBM+p7OZm+Dn8ZhCa8t84vjOfLYNcNH8QVLTDwSp20xC51QJADPfF0tbt13wmR2LS8RVprCyI3esy1bvSGRv3udcvzxGjyo7oFectF0N6PCzifDF2xF11Izny8yHiHTfuWbM6mdFLdQ3/dDyvSnntmnHspCJTfzK61S3aomnqi/Y0qbVvG2NHXonBaSAFJACUkAKjEGBbvjcAyPuuB1CDKDAQAsciMDFQwNBpHIP5Slg2j493LBPC5D7MzetwdTWbxXNtjWVbNtorBqwJhPA3r6bzfbgjZvuTJw91t4eK9yA8xrMEntjn+f75ViVixba8N5qZsuMY9m3gK9af2ubr1v1S7itoLL6cIDpndemKvN+RPOa2lOBYBUiaZndr8a3ukBbuw8zvd6Mh2hcXxrNj/+QwtisGs/Fp3dd/0kBKSAFpIAUkAKjUWAhfFaAVQNNCp9zgJPAag0TEWDMtTHAlPa/ikxz/SZw6PsyY3nQzGUZzbG5Pm1771wWduahqgIvy0kxfMaOehAMlS3AxfXm9mAvwa3ODoZuTDazapf2a/ft+7p2+BCSlnXBZ2xh7FcVK92xkcYTxk7np/mwM697PL72pIAUkAJSQApIgc0rsBg+PcNNKshK4TDdt3Vr3+aAAG2wrJ78IyT5zBfKeGBZjeZAsYbDZBxm/vLwl4DVAlthWs7eOZ/nwM+39Fm88NSBt9/oEvxPbOrQIx03hr20n679tKzOjHqb0rIF8NnqVwY+F8ZTOrbtY76sQyoVSQEpIAWkgBSQAhtSYCn4DKC2ZzNr+cxfDDwWDmoPM4CR891DXcji5Wokx9rgs7WPHKwkx5a0FZZYe1MIDPrx2VlvuhkrsT3W0NRLXI53Uc/Aa3jP5zXTfrr207JDwmenX8vFxkItOEfYBmCPldGeFJACUkAKSAEpMB4FloTPGj4ANBbmPFw0y578collgOVALCMI+uZYe9PkSzgt9fn8ZSieh6hQtEw2Mlun6SF6Z+xdzmdjGwGq7tCDbBDR1POZ5WnzBTBrQNJHVdSVlYz7jQEZZTb7bPux75vscmVu0mdiU+xXBj4XxlPSv3eyOlY9p2sF0XspIAWkgBSQAlJgjAosDZ8Eywg+4REAI2TZLLDU7oZyA6nhGDN1dXYuOU7+SqElK6QHF2b5TI2kz50AqO0gE5bCc/6F9vO+095GE/q8aCyUU4sdN53aLJ5tW4Ff9JxkkHn+yzso8plDD/G2H+9YvOwfgTbqTt1sNmnmlh8EUk0mMzeb8jnM3Bhtfln9qJM9VrcLouZsxrE662znpTqs/6WAFJACUkAKSIERKtACnyO0VCYBszwU4nv5ejUKxEvzzXG9kwJSQApIASkgBcangOBzfHPSahEgK0oEttYsqQBAzsxrSX7LVykgBaSAFJAC26mA4HM7501WSwEpIAWkgBSQAlJgKxWI4DN6dtM8g6jjzXOL0kJaKAYUA4oBxYBiQDGgGDhaDBwcHLidrURnGS0FpIAUkAJSQApIASmwlQr8f1FsrrM1s9qmAAAAAElFTkSuQmCC)
I used the 'small' Spinosaurus stats for 25mm and the large stats for 15mm. First up, a couple of Federal Stats Europa (FSE) squads of GZG 25mm 'volunteered' for the test.
"What, you lookin at? We's just standing here waiting... what was that noise?"
I initially put the Resilience too high for Spiney and realised small arms couldn't penetrate him, but quickly rectified the situation.
It didn't really matter as Monty Stormed the squadies and despite concentrated fire, Spiney had dinner.
Next up I tried balancing the points on both sides to get three FSE squads, two with AT weapons...
... Monty thought this was so awesome, he put his second favourite dinosaur, 'Jaw', on the board too 😂.
And both Stormed the troops before they had a chance to move.
That's a lot of teeth!
It ended badly for the FSE and even Jaw got some dinner.
Then it was Scale Test time, re-tuning for 15mm - only multi-shot weapons needed adjusting. This time the only sci fi 15mm I had painted got put in the front line, a platoon of GZG's New Israeli.
To be fair, I wasn't really trying to 'win' per se - honest - but I noted with balanced points the dinos did start to get worn down in an 'enjoyable' way.
If I'd actually moved the troops and set up firing lanes, etc, instead of trying to make Monty giggle all the time, the elements would have worked really well. (BTW this is pretty much 'to scale' for a full-sized Spinosaurus. Maybe closer to 20mm.)
All in all, a great laugh and a successful trial for Dinosaurs.
Will make a great army list supplement, but might add a 'Driven Off' rule to the Large Beast rule, whereby after taking half the damage points the Gargantuan rule allows, the dino runs off. Oh, and also a Stampede rule for herbivores... and a poison rule... and a Team Work rule for smart dinos...