Quality and Speed: How much waste does haste make?
Posted: Thu Dec 05, 2024 5:59 am
by Romayne
What?
So, I've been plagued with the sight of discussion about people using speed modules in conjunction with their builds with quality modules in them. At first, and even at the time of writing, it just seems like a ridiculous idea. Ultimately, any influence of speed on a building will reduce the quality output, which means more input materials for the same output.However, I do have just a lingering doubt about this being so simple as an open and shut case, as there are situations and reasons that surely must have evoked this kind of curiosity from people, such as not enough space or materials for a full-scale quality setup (reasonable, Vulcanus/Fulgora are terrible with free space for this)
Well, undoubtedly it's true that a faster building will produce more items, but the real question I want to answer here is what are the differences in design, stats, and use cases for designs which do and do not use speed modules?
Methodology/Constraints
Naturally I want this to be as objective as possible, and to do so this requires adding on constraints that can make the application of this information situational or inapplicable. That's kind of the gist of things here, but oh well. Let's assume:- Production goal is the highest quantity of legendary electric engine units possible
- There needs to be SOME kind of target, and I think EEUs are good here as it's a relatively far up ingredient that doesn't benefit from much of what SA has to offer that would bias towards either. Not the +300% prod of rocket parts and/or plastic, not the insane buildings, etc.
- Unlimited resources (raw resources to get it finished. molten metal & lubricant, along with prod technology. No intermediaries, no final products, of course. and only normal inputs, not uncommon/rare/epic/legendary. that defeats the point.)
- This favors the haste part, since surely if you have all the materials you want the waste doesn't matter. Right?
- 200x200 space to get production done
- This enforces the spacial kind of constraint that this design approach seems to be derived from
- All resources (infinity chests, infinity pipes) must come from some unload zone on the left, all production must happen to the right of that zone.
- This forces the constraints to be more like Freeplay mode, as materials tend to come from one side with designs rather than from infinity chests and pipes in the midst of things.
As for the buildings, I've made a few starter designs to kick things off. I'll measure the effectiveness of builds by a few metrics, so as to allow the greatest comparison between them:
- Input/Output ratio: The fractional ratio of each input raw ingredient to the output ingredient, from their (items or fluids)/minute.
- Space usage: Roughly what tile area was used by the design to produce the materials. This will be the square area (farthest extremities in the NE/NW/SE/SW corners).
- Actual output rate: How many EEUs the design outputs per minute.
Overall, this should compare the resource efficiency vs. the throughput density of these kinds of designs, and see how the two differ, if much at all, or if greatly so.
Design 1: Demo/Standard (no speed)
- Molten Iron: ~39,737/m (~974.0 molten iron : 1 Q5 Electric Engine Unit)
- Molten Copper: ~7,188/m (~176.2 molten copper : 1 Q5 Electric Engine Unit)
- Lubricant: ~10,851.8/m (~266.0 lubricant : 1 Q5 Electric Engine Unit)
- Q5 Electric Engine Unit: ~40.8/m
- Width: 97 | Height: 69
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ZUzMhKPzdykt5GAX5STARBNiyJ59a3kvZSWeZkDeMqj+GpUkBjeihRjSW7lnL0z1/1diCJjPquaCWJD3XZOFTef2McskMyBp+GH1lFSoCPjG2NCwi9IoI8A2JgIqIsIgIAtV5Wp1829vpvz5B6JUTYNWKRkCmWbOi1IgE3jon5eWoPqVHJPDOGPMwNiMSeGeMeRjbEQm8M8Y8jN2IBN5TYHzeqU218iMSeGd80/iGEQm8M75pfOOItN0Z3yS+uhiRrFuPySn9BTY3TSMSdmdwE+DCnhwV04B7PMynYe/HT9Ot8y6VoTXs8YAOD6My3Vep4aA7STuOJB5r3jiYN8o7pjUn/5l+8154Ri/8m/ciMHpBbz8lkdMN+9bd6KRzONKN+ObdIEY31JsztJvPYLgbb05Ro4HDqWLgcMoYoBEaasSKsl4WE931HkriMDpC3nkzj4yLTnGHnTcgP+I4qWCdkpgw4lCMKSKOGAWxDi5sMWIUxBqFhY9fbIGKUCOO9pgi9IhR8KZb8PiZUBF2xAElk1GC18Cd8zbqOUVMPQbV+GPgzrCYyIURh4hMEfjRrgNFwE+Bu7WMmSJIMP+GM/9HbijAr4G7IpnjwrMfWFQErACMAtWYwxUAqu/hF8HdUTCB8iNGwRSBr3d013L4ekd3LV+MGAUPKE8jRsEUAa9uHVCg4NWtIyrCjBgFEyg7YhRMEfDq1g4FCk/t4VERYcQomEDFEaPgiQjw6tbolhRohAjeXAR8dRtUhB4hggkUvrrRLSngqxvdWIMbMQrmXPgRo2CKwFc3uiUFfHWjG2ssRoyCB1SkEaNgioBXt0K3pAivboVurNGMGAUTKDtiFEwR8OpW6JYU4dWt0I01hhGjYAIVR4yCJcIU8OpW4N5tCnh1K4OKUCNGwQRKjxgFUwS+ujUKFL66FSrCjRgFEyg/YhRMEfjqJhQofHWDe7ehYsQoeEARjRgFUwS8uimiQMGrmwIqwowYBRMoO2IUTBHw6iaPivAjRDDnAl7d5FARcYQIHlAKXt2Ebkn4myVCN1alRoyCNxdKjxgFUwS+utEtSeGrG91YlRsxCiZQfsQomCLw1Y1uSQpf3ejGqosRo+ABpWnEKJgi4NWN7kgaXtzotqqNfAxMlKx8DEwJ8MpGdyMNL2zUMNBBPgYmSlE+Bp4EU8iT1/NQMiTPXc+UoORjYKKk5WNgSsB9bRQlK88Mz5Tg5GNgojQiuz1TArym0a0av72G7tT45TV0o8bvrqH7NHx1DZ0G+OIajJERlxdgCrBiAUyInDjTP3MEXlysgCkgiEfAhCiKR8ATAN9MQ7c2R+JiC0wBSjwCJkRaPAKmACOu5cCEyIoFMEfgxLUimALkxSiYEMlrUTBHIC9FwRMA3zlDXSr4xhnqFeL1ItAdBy8XgW77eLUIdFuGL5vBYRL4rhkcd4OvmsHBQ/imGRx1gy+awaFD+J4ZHIuGr5nBAXX4lhkciYYvmcHhdPiOGXwEBF8xg89O4Btm8BkTfMEMPmKC75fBB4rw9TL4PBG+XQYf7cKXy+CTXfhuGXzIDl8tg8/Y4Ztl8HUH+GIZfNsBvlcGXzyBr5XB907gW2XwFSD4Uhl6A8jCd8rQy1gWvlKGXlqz8I0y9M6ahS+UoffJLHyfDL0DaeHrZOhFTgvfJkNvQFr4Mhl6jdPCd8nQe8EWvkqGXm628E0y9FawfZFA/HhhvsPWEPpTJFgkk3gcagNLJB7kecR3GRW+YiJxi9+Ka3MLDM7biDzhkcdVNyb9eU2U5GtiS/xqEu0L/IhUNbCdi3D3q5KIVb3W+d1RSYVQUhTUUcREdO7DMQfTvo0HJREsyQgl8WsKte+8QREaHowWSgIqEiqhCIsORkvZ5gTFDkERHh6MF0oC6g86oYgID0bIAV0IShuCImAFoIUaWvMVgBaqZi0pLwiKMCheSkgzDdQYFOrkzl067mCEqll7QaE/UARsASgpzYCKgkKdbGALgISq2ZCg1h8oQsGDERLaADX6hDrZwAqAhKrZwBaAlGwOL/YGSoD3f6F6NvztX6iWDbz7C4lmBXXaQAnw3i9UzZa/9QtVsmUvfOlsoMteOifsXV+ojC265wtVsWXv+EKtZdH9Xqi7LHu3J+HycOhmT8JV4tAFL93xHXvBS3d6h/r6JNT3ju3qk3DPcug+L7WQHXufl1rGDt3nlVAdO/Y+r4SK2KH7vNSj9Ox9XupJenTZK6FK9uxlr4TK2GvgbOXALcdJtGo9P6jX5mx2J0xFXTd4/bC6q1q4uZ/d/nW/2FQhe05OZ9u5b/g422wWP+dXj+vVz8XdfH11+2O+OR77d9i8wfXD2oMAP0F5oLM/fvJwAbH2cCIDzAEYriDWHmNkgDkAwyXE2qOVDDAD4ADXEGuPezLAHIDhOmLtEVQGmAMwXEusPRbLAHMAxktCFxlgBGC4OlrrVmaAOQDDxaDbw9MMMAdgvBJ09uQggGFPjrInBwEMe3KUPTkIYLwYdPbkEIAj7MllRw7CF3bksh8H4Yv7cRlfBF/YjcteHIQv6sXl7Q2CF/XhsnkGwYt6cNm9gOBF/TfK/jGEL+q+UQ7wQPii3hvlCCWArytQ501l4wzCF3XeVHYuIHxR501l5xjCF3XeVA7uQPiaZEKFg7tm+x/mu066kKE2dLINB1xlPLRmhlqTPLG3r+5Fsm/0uU4ukPX8f57mm+2xa4PU7f8wRXfttDcX/7nY1D17eWly0quU1T88LbcXf/iaTbvmWiW3WK+WV9/ns/XV3z/q5BbCJvVLzgDtkC3J/GcHovXq4frm6du39oZn7yTxXyq26RAscrPTdfKp8G+RFmk69MoiQeqFMSTvJF9Jk7wVmUn+niQn/qPPNk0GSHKDk7yVBZLcIpyzmXMn4ZwTZDMZpYn4+3uboQUkeRCQ3AhJHhGSq0zyU5BcFYIsN2NIroD9XctI3klDxCe5lpG8k48oTXIdM8lPQnIjyH40iuT8vC46CEnucJLrICS5R0juMslPQnJJVqxRJOc7nm2mL4zkWuB4trIwkneyZDFIrjPJT0FyJMGYnoLknXRjfAYqIQOBbUoJFxTieOoik/wkJHeCLHqjSO4FJCchyYFtioQkRxxP5TPJT0FyUwjyOI4heScJHpvkyslIbvjblHIykhvE8VQmk/wkJDeC/J6jSC7I96GskOT8bUpZIckRx1PlA8jTkDwI8r6OInkUkFx4HAlkaFTC01WLOJ6UDyBPQnIgvSVNcixtBY4nCY8jLX+bIuHpqkUcT8onnqchuRPkiR5Fcv6JJwlPPK3gxJOEJ54WcTwpn3iehOSuEOQPH0NyB2RfF554OsGJJwlPPB3ieOYDz9Nw3ODZ3kdRnH/eKTzudILjTuFpp0OcznzYeRqCC2oAjCI4/6xTeNTpBUedwpNOD510ZoKfguBe4ZUhxhDcA2WVhAQX3K8VHqR6xNnMh5ynIbjD64WMIjjgagoJLvE0hQTHI6BCaz+wvSWh6xIIruoyhgYBeO2RHfSTaIaARz6F8ZrAdpOEwaeAV/oZRW7HJ3cOsZ6G3OxtSBhoD/guJDw1CBGu/jSG3J2EeEly50Oyk5A7svdyEp6VRjzQScKT36jxmmCj+G34/KZ81eE0BGfv5yS88RLxOCcJ7+9EjxdwG0VwIJsA5QtrpyE4vxCi7N6iL/A4J8luYfqC8LJ+IwjuC8C3pHzt+BQE9wW/iCwJCY7HORUJCW7xYo+jCA74lyrHVU9DcPaurpSQ4LiHqZSQ4BEvATqG4AT4mCqfjJ2E4IS/41Cyg1JP/FqnslNfz89ro9wkBAecTJXvNpyG4PgbDhWEBOdXiw5Cgnu8XPAoggNOpsq3005D8HZXXyy/LZZVqsmBFIvhYDjo3RQ1v3+9mW+3i+X3TSdr5f3TzXpxO1vuZnq+vi3Fzr7Pd3OwnT+U/zLbPq3L7yo5x76e8mx7dT8vaXnR289ObpzHp4fHvu5Rt3Mdxpre9oifDdLH5wN/Vn26t3EFpJoMaONISe7hnvejYiQ5MhWn3LdXVtI2s9+On2NU92f09J3EKsk21FAbARgjoRMf+Y3bgAHYTe6RbNuDHdddzTu7/YtX6V2dsNI7p5677+S/KJXZzeqqhGu+rmG7upnfH6/nXg9v++uxVr2PT9vePVQDq90qcNKTmXnbxKFDq0YnM/NaSraRXL0mJNtIrl4Tk22EZBsu2UZMtuFTbZgi2YZJtkHJNmyyDZVsI6lVjU62oZNtJHlqkjw1SZ6aJE9Nkqc6yVOT5KlO8tQkeaqTPDVJnuokT22SpzrJU5vkqU7y1CZ5qpM8tUme6iRPbZKnOslTm+SpTvLUJnmqkjy1SZ6qJE9tkqcqzbEkT1WS6y7JU5XkmEvyVCW57pI8VUmOuSRPVZLrLslTleSYS/JUJbnukjylJMdckqeU5LpL8pSSPHVJnlKSpz7JU0ry1Cd5Skme+iRPKclTn+QpJXnqkzylJE99kqeU5KlP8jRJU5+kaZKlPsnSJEl9kqRJjoa0bZpsIknRJMtDesdPNpFWpMkm0vxMNpGkZ5KdIcXOdAspcqaHkeJmGssUNZMTGlPMTBIzpoiZ5GVM8TK5vmKKlslFHlOsTGqamCJlUt3FFCfTSjcmSZlkZUyxMr2NxRQtk7tYKFK8TG7IoUgRM2kXhCLFzKR5EooUNZNWUkjWgkoaayFZCippM4Yixc6k6RqKFDuTFnQokjozTa0UO5P+RKAUO5NuTaAUO5PeVaAUO5NOXqAUO5O+ZqAUO5Nuc6AUO5Nec+icA2+ebjbb2e6vh8+7iH8CHMhLzmBoqKeBf2Iy2Ebkt1EMtKGAwwtXdFtLnlqFbomMqsndecPwicirRk2yPuDtbFOdnl7tzim+YoXA0DkuPcr4Kr6GMl6h1R075xXEKu94X071enF79cXrPIbO2TET6fZUJyMNIW1hpG1GWoS0g5FWGWkR0h5Fuj0ny0hDSAcYaZeRFiEdYaT1myD9tLxdPTzsbKpzxbpzgYmLdfEmWK9n6/k540wozq3fPSnO88fF7TnjrGCczZvg3P3jAbAf1yXKpb/783MjDnuKKnuKMqRhT5GypyhDGvYUKXuKMqRhT5GypyhDGvYUs6MoAxp2FLOfKAMa9xMz0BKgDewkFhloEdCol5j3QhnOqJeYrTsZzqhvGHIcT4g06hsSZaiFUKPOIZkMtRBq1Dskn6EWQo26h6rIUAuhRh1ElY+3pFCjLqJyGWoZ1BZ1ElXMUAuhBpKwHK6BDt0CTb8CPmTcGGxCC9J3DN1sTb8GPtxFHewPv5TbIW8GnTBtRt3g9T6hz819Of33i122J05CjWAFdeUOCTUISYUVgGKntssaQAK/KpotnkkQJdsKVlCI25IIPAdkZmwHR2+f16tWratlqVxvF+vbp51ixXJo9eX3eq6oodxegpRcAahRerhBi3HT8QuaHbKmjOGmE9TPPgwN5CaQVLEdXOYml5v8Helw5xjkJr8W2SELzihuegE3rYybAeGmydwEucmvC2qUiJueX676kNVoDDc9CbipRNz0CuGmztzEuNlJh3H0iZOpH/UhL5w8suPpkGcOnDk8A3D7NAFcg/ytT4cp1AvfCdJRpjCRHe+QcCxzk8tNgc93eMyBcZNfe7SdxzHc5JcibUeEcROpPtomkDs9NztxwYnYyWhRxk9B9dD2CQzIT8Pni5qCn3xHSGsZPx3CT/ow/Nw/gJmIm4nWhLwU+Hy6kPGSHwbUNAUv+U6QLkS8jPydQHmZBL7uV24CzASFLNuhYXTopHdKL2rlPsyi3r+2mmhRJ1qTLerI3wGUkfGSr/OVnYKXgvMQZWS89Agv7YfhZVciVrRjiJucFrWMoIgzpPKxCQqvwBlSogOwWABb4ARne7EANkTRaWVEymW2WXkzN3ncjIXAEaIg4yZ/G6Q4BTf5myIFGTeZCdGq5GZY7DQWyLZH+UQGpX0Q0N7KaM/3e2iCY8NI/C2ARAehsZNWkcHNfCIDcpMETh+JztYiv7BkO4+juAlsAUrGTb7SjzIB/KOQMAVigoBQlHEBcQLyYR26qPm7gOjQICq+2p/gFCQqwQUA0flOVIgDkA/qQF4qKOyX0QXRNYJwvmyVABHAKZY/cCFAps4g/yfzEuSlwP0pZLwEvJ8JeKn5u6DojClqwPfJng9IS417PjK/R7P9nim8Hs32emQ+TyeXVpKTOVKEchI/6pLFiTT7ztsUUSLNPv2XxYg0W+/LQq+GreinCCUb3NuRxcgN4OzEfPELX86GrflJdl5l2MqepjiAM/glYJIdLRrg1hcVmZsCbgI+D9mMsABh3O8hI1st7P2PJriQEy17OyTRDaNoAb+HXOYmzk2LOz8kuuoXLX8PdFNwk78jehk3LesYvgrBg6fwFtjzFGXWC1iPn28pWSSKn/ZATRGJsuwNQMkiUUiuA5UfiQi46XCvT8mi9/y0B2qK6L1jbwBKFr13/IiX7LST/9pfTXHa6fAgkJKddjrAB1A+r2rBqubvA7IbIvzX/mqKGyKdp/9sbspuiHjAB1AhcxPnphf4AHucFTaV+LXfQiYIPwE3MkFWHKcHBeF7QZQJ8uKgMyhIEBXRMkn4S4jDPUBMUijk3jQoCbcSD241KEnJfSVQEq4elEwRBVw/KNm6DbiCUDJVFATWomzlCp4LK5ky6rwWXq9uVo+rde8NP7VrevyOXyXm7OtF5PTCvnEvOu+Mj/TCvHUvutbY7a/b+z4Lszj04WGxXldGSmV7DPXoTLO5xqgYUKWm62zB0QxwTOZRBZVhQOW+Ko8sA5yQeVRB5RhQUfFVieQ56KjMpAqrwMHKfFUmRQ46LjOp0jZFwQErfE0qlfBwzG2V7e0aLJbBrb4slzgmt8o2dw0Wx+hW7styiWN2q2x312BxDG9dfFkueaDKTHMC4F+dXfa3jTwvP5Sw8W9/erhYr5ZANZnDCZ9S/YeGt6vHx2pos5t7sEXnreTUsMQWeFxeDE3bUDWeXomdJCP709eH2fflfLu4raBc9kZlax3kuXWoXpznnm9p16GfmOGFSvy0W9ZOM+GCpCSHyk8eOWooZSFv0m1WFYiqADKw2IlUhYVVhcmqYjpV4fC6OCMnXFK3Rqoq+EmMzUR0jkg5kqycEOWkcKtCZ1UxmaqQ5PTRwoWr+IXe9DRqqZPphk2uuuaN+w3TiOEultDePZUD+Xm2dDIw4MpnwEcAjlta1aKQAb4vf/AV1aSDYd4/PcswIzB7HGYrhfmMSlpLoA441JShFkEdYah9RlqCtBY4ExlpEdIEJ13zPQ+eblfLEun765v5j9nPReVU/nOxx/x6vqzc0Lvm2Kr55/JP7g7tf1usS19zs/i+LB248nv7azeDPxfr7dPOpWveiO9+42q2/LX9sVh+rzAv2ymHWfmutroG8cyx/dfFb8Sx0WzHhs4fC/Y70y/AC4OmnDtjLCyaEO+MsXBoIrYzxgJOgXfGWLAj2/78sWCfb7uzxwJPfHjGWBCaZPKMsVBwYkMUjI84ag1nWzxjCvATbakzogDbmCR9RqN2cH7BMya+h7MfngMFApxX74wpEOGchucLBpANNJ7PerBsa5DO3xy0Ck4/eA4U0HCOx3MYtYHT+Z3DqC2cM/EcRs22+5Q9o1GzDTx1RgYekLHWn9GoI5w79AxG7Qo4K+U5jJrgVJnnMGq2babPyDbrJB3mPy4sZ73/qngnw3C6tWb/j4OtWUFrgffwsZs7ONk2gW17QdvDKAT8GWFkZq7tfbww4rFB9bygbvH6YXVXNXFzP7v9636xu6X+tJm3zyl27w16xxsFNWyLZzPEZn8nS+/uQs3Rh1fxA4DLg7CTEjg9LDfFsMQPXoBBKfx15enGNHYVCFIBt8NGV4Hg9eFn1jCCpMTtwFFsHX8pmk+kYTwwrE+jYQL+KPMTaxjBPmuEGkaQ97l9GYrKIvzx6WfWZp3808mlqD+Phukku04P67NomCCpPC9dcxZ/y/l5tVngP6jXzxVLr8O+Wi5LCK63q+v71feyH4vb6+V8+/dq/VdzynT496NOPa8WxrOXBsec+//EnHtBIvIWnQjSjb95HmJlQV5gpRSIPPlXMTmqt37y35U09EZfF9ijf06bsZA9+48Ff0LDFBMaCZnQkCcUnVC+A304uTh7FRkFfvYBHVBFRr6frdRHm4Ddk+eJsRf44UoJsefbB6qYRJt5RJsVJ9dm+yftR5QOpMgSzSkvVWKAmUGTzCNkZlCeR9Y8UsG3Liievy6kQpDlh6JIF1LBNwQON3M/DPaHR90T4y+wAw7goPjz7QBSE+gwepaNOKXDSJ1chzEqOaJ6jNGkXJfxbQvSk8wnYlscROb55M4n38Yg+ir6UXBaQCTTj8S3DdwXgZ8E5oETog+cs0+hzEjzz2smkWeQPMZZd2K6kxBTw2R0QXSBU46vohklZxxCzdjaBfVcDQpgnDC9vBLavmL6NrvfzE9cnX3+uLg9QmATih2DB1gamTjRZ4eJsdaPQ9XJrXwcqk/PqEQgKQETMWHSHx6mwX1j1JLrJG4+DpD67DxK5jlPAKWZQNnPy6TxWskwQTKfF6Rx+sgyAfIff7ktvy+W86unJWYBVJUpj+DjmPi4z0ugsYrIMyGKn5ZCDD2UoBHX4A6fFqOEGkrgwza0P4ulXW76b6KQNNfOpuLTUimpkBIQcW1sUp+fTKOWneYa26Q/P1KjlbjmWtz08U3uzXY+v+8JI47TTVxrm8znp9NYJcU1vMl/WjKNX3Fc65vcpwVpnALn2t4U84rj2uAUPi2ZxkLENcNVke0BMlxTXFFGiwzXKlf6y6sqww6Cq4wV1ypXNq9CMlwTXZmMFhmuka78Fw9LGa6lrlzWWFyjXcUvHp8yXJNdha+OFNdy18UX11Sd5NWbp5vNdrYD5/XNpyobxa/qD5CLVRa/3dr4BlW8HhKlYFGFVJRmQab3jUNN43kkrHQU+CNNIxXlYFFRKgq/NRikogJObi2Vhd/SP5zmoLIcntPnEJSFZQkUhJPKwjWEkqoIh786U1LN53CdoaRKw+FKQ0m1RieT5zE1uy9ij+lZh6sJJdUTDtcTSqr+Ojk2v1WJSXd2yGBSzUpFlK0/LNbrymior4YP2TL7Cr23s812sfx+9eL6zKsavQen4LNX6B2qw0udHKPDWB9SN+6xZqJbvWr4oqgSB9XM4EmwVgysTWYwiKrmoJoZPAnWhoG1zgwGUbUvL+0/zL4v59vFbXXGuux9eUU1wvp3B8neG/+v8NyHLz47mkM/MUdwdjDOjbWbcUZw9jjOWozzPnD5FXEOMM7Vk8KMM4pzxHG2Ypw7x4ZfEOtOhms21pSxlmFNMNY+Qy2DWuEmXoZaBrXuZM64/XV735fWoWjB5biCZ+t6BMMAS7VgfTV4LAMek7lUg+UYYLmvyyXPgCdkLtVgBQZYVHxdMkUOPiqzaYdWJwX/EbTMl2XTs4oBg/i4zKYaLcVBK3xdNnEMcJUt8D1aLAv865rgkWOCq2yD79Hi2ODq6xrhkWOEq2yF79HiWOH661rhnZoWi+W3xbIaTVWpuvc+d3MobneH4s3vX2/m2+r4e9MB5mF1v50v99cNqrbm69tS9uz7fHdPvQSj/JfZ9mk9bypA7Mu9zbZX9/PZZnvRe/dcdWpFPD49PPb1krp97CQGNv0NEr9At4/PAeg0Tqq/dQW0ToOtD3QdqNfuC7jrSP12g3bdCkrNVzkvGDXXVfG8nvvRJu1AqXVVeEHBeT64QVAW/nXrA+OPQOMFOHOdhOwD4NqYBJeARWcDCi6pZBdduovA4rIwiCbVQ8MAEVhDBgcxuYgMA0RgERkYxJDqoWaAGJONpIepCrzg6H6UHyAZ9+6Sz6SJuJUivABoj3ZDJCq8QuVIiRovoXjeky4oafhxAJm+jpdSFq8zOJKTDq+IN1Kix2u3nfekB7yg2scB5G0KM6hOclJ2lbNxvNQFXodrpETCK0Wd/cRrBZdvOn9MNFxUaSQzDVxVaaRAC5emOf9Z52/NR22BY+kmDkkmalReZaHoA2X7a3cr7+divX3aPVFp3s/ufuNqtvy1/bFYfk+h8S8QDbbZQF8ADLbJ8BWYwTYV9PmDYdhWjPoCYLANLPsFwGAbVuYLgMG2qPwXAINt7bkvAAbbEo1fAAy2CRq+ABh8C/QLmKCGbYLSF7BBDdsGpS9ghFq2EUpfwAq1bCuUxGboRxw2296kL2BwWrbBSf6cSMA2Lcmd07DZRiTFcxo221ykcE7DZhuGqjinYbMtQEXnNGy2qaf0GQ3b8QOL6pyGzTbe1DkZb45tvClzTsNmW2nqC8QFHdt4U+dkvDm28aa+QNTLsW069QUCoo5t6ukvEPXqJJ0+vAQaSDZ9FQ7GkB9+CrSeP6x+zq+flnWtivnd9f4RVAVF/03qTjLq7dP6ZnV1v5rd9V6SaIpL+Nf32S8bABfLx6dt/2A7mZhTgoq0oNXTdlhS92H6rrrHcBLvKx+e43raKiFdmUOlQuyuUEinT+vVw3VdQOXoTHsleV/jeS9gvE6+ADosaDd0q98nH2m0L3OGG7H8RvxgI3gxjM4APZQPXnngzUb71Mcxn5X4AKyGtvl3Ww2D18LSFats/fxy16waX6HdC9dVRAAOGWAU4FAA68MPro/+N02B+E/XBnVOwKuWdHoKqouAvJOzqLoIRjAUIx2KRZaOzksHXjoOAVhlgGGAvWC5kHS54EVqOu9QUWHAm2aDat1Y8N+6DmrdiNj5bXuZ3FxyP8tZlQTYZ4BhgIGt3MBbeRRs5a0UUF1EKxCmpMKQbc1QJiZMTI8AXGSAYYAFW7mO0uUCpFwY2m11AXhhGrQHdEECOJwMDo2kCNKo1tWFBpaONnnpgEtHFwYB2GaAYYAFW7nW0sUoiLTqQirMjxHmQGFI4FV9oLhgpxLERExltCjlKhJ8VTGDLAGZChHI7u1Brsr/VbVQtvPXuXaGYYhFL7AvKjWym1O+EOJKIg2RcU3hKgjHK2E4XpMeIwzcU0jg0isjHZnADmgvL6IjQ1x6pbMiFy0MxK1XKoMsAhmy+4rTa/V9jcaptHqiOblWh0w9yrgyce3k0uSreeERllaCQA9F4Z6iBHYABenIkLgPuaxbRVxFYj/kM8gikAV2X/sGFV2jgvgPWekaRewfUqffQhiTjG4jjCblWwli+rQv+TO+XHyjYLEID1m1FtgFREI1oJFQCH2gA0fOjW0PKXZOi1rGH41c6CDKKMtQFkSEonSRCgJCTrpG7QhZ6Ligi4t5I0EpCt3vyPCi8AYJe7OaxUCOEg5nkCGQjcAI1ML9xdAIWeD+0snmWaMwKOFFgJb1GLt9g/ptdr+Zv4vS/D6fra/+/jGf3yNnbFQUOx03MPsCS0Z6N6OTRfP4jNDnnhBOJOj4pFgmUJ+cuYl4dwIkwH78QH5OarViIcJEa8LwoAFsxyJDC0EbmEtbf/ylvb9pPNVOFJnIqM+t9NJ3RI/CZHFzTRoe7KTlPD4j9hNydfQmbbn2pfmE6IzamTuZPI8j4z/JSoavySXw4drB7hMyZ6x645q+8dNyZ7zmcUyMwqfFaJz+8Vw/8xM4mvvo5tQqiGuGUvFpOTRWE3HtUdKfmEWjlVEn62kCJvWJYRqljxzXjqZPYEgnE5yNXHaOa1aT+cR8GgsS18ImfwaMGq+j2IFnl+Eq4eLa4BSzvnJcY5xCBstxLXNV5IVYwsW10hVluEq42BFknZei59rtSmWwPNeCVzYvxBIurg2vTIarhItrzatPY82PuhqVQItrzCuXFZfnmvIqfBpv+vVFzwlIxbXiVfzEUYcJcOIa8Lr4utGZTj52IA1/GErL5oE0rW3i+8HmArtMVSfffeip0MG+RxDYFaI62ekDdlchKL6MIJWh+TL8NMi1e93m6Wazne2a6EtgvhcGDcfyh2OmGY7jS9TSSfJ8GUoqI/Bl0DTIsUvqddJBj5IY+WqiTbwM4hj5isF4qQy+Ymgz445Djq8mjJpGouFLJCmOfG1hCqkMvn7QcRrk+NpCu2kk8nWHNlIc+dpCW5kMU/D1g9ZTIGcKvrbQxTQS+bpDBSmOfG2holQGXz8oPw1ylme4KIHhYgq+mlBmmuHw1YTS0kniKwalpDL4ikFNYrgY4qsJCtNI5KsJEhouhviKgbxUBl8xkJ0GOb6aIDWNRL5RQYUUR762IJLK4OuHOA1wgadfg0C9El9JTGISGcXXEVJrRQGehlQEXydMYw8pvoKYxhxSbP0gXUeKrQ+k2kDxi/VOg5kXxAKrvZdRktN0kjHNNpv5w839Yvn96mF2+6M6S9DHInrVBYtXo3pYrNdVqLMuqzsUe71dPB45uqh/ft0TTN0Xqq0isXdVf/Y93//m1cPq7um+7nU/uk0DVST3erH8WcKxKn9Qh3YPXyVHS3V4+1dJkfq5X89PaPAnavAn1ev68n+90xDRaTiEB/M0TDcNnWxW3GkweRqmnwaCp4HyNEw/DQqdhkPgOE/DhNOg4WmweRqmnwYDT4PK0zD9NFh0Gg5x/jwNE06Dg6fB5WmYfho8PA06T8P00wB70fr9vejOJdPznQjYj1Y+T8QbTISBPWll8kS8xUTAvrSiPBFvMRGwN00hT8RbTATsT5PNE/EWEwF71HTUo54I+u4fD2D/uC5BLwX//OQTAPvS7+9Kf6HZgF1ql1fDlPjjvnReDW83G7BL/f4e9T5/1vlu0Kg3/R7b87mD3snOul7drB5X6760jnuYR79vG3iAZjqJW4d7Ud3MfONuKE43zJt3Q3O6Ed68G4bRjeoS2Rt3w3K68fYUdYxu6LenqH+ZyXT4UpYaeFFpbEg2QulGYrKRItlIJxnfQCOHB5ZHGqFkIyHdiEo24tON6GQjLt2ISTZi043YZCMm3YhLNqLTjSQZa9OMdUnG2jRjXZKxNs1Yn2SsSZPNJxlr0rT3ScaaNNl8krEmTXufZKxJk80nGWvStPdJxpo0Y32SsSbNWJ9krEkz1icZa9KMDUnG6jTZQpKxOk37kGSsTjM2JBmr04wNScbqNGNDkrE6zdiQZKxOky0kGavTtA9JxmoG2ZKM1WnaxyRjVZpsMclYlaZ9TDJWpRkbk4xVacbGJGNVmmwxyViVpn1MMlalyRaTjFVp2sckYxWDbEnGqiTtbZFkLIV0I0nGUkw3kmQsuXQjScaSTzeSZCyZdCNJxpJNN5JkLKl0I0nGkk43kmQsMciWZCwlaW8pydg0YSlJ2DRfKcnXNF0pSdc0Wyltw6bbSDtd6TbS2jXdRtocSLeRZGqaqJQmarINleIpo4kUTdMjUSmWpgFVKZKm51WlOJqml0pRNM1ylWJoerGpFEHTa16l+JlWPSpFz7QG1El2pumpU/RkbAk6xU/G3qRTBGVskjrFUMZurVMUZZgNOsVRhv2iUyRlGFI6xVKGRadTNGWYlibF07ShbE2Kpww72aR4mnYdrEkq0jRPTYqnaWfKmhRP076UNSmepj1Da1I8Tbuo1qR4mvaVrUnxNO20W1vIH4ibo/Vc8yuCl1CT/BF4hhqDWskfemeoMai1/DF3hhqD2sgfbGeoMait/FF2hhqD2skfXmeoMai9/HF1hhqDOsgfUGeoMaij/JF0hhqC2hXyh9AZagxqkj91zlBjUCv5Y+YMNQa1lj9XzlBjUBv5g+QMNQa1lT85zlBjUDv5o+Ia6jd5Krav/n6+sHvxU+JJCX72OAfxI+HMbjnqUfw0OLMbwNkX4ke/md1y1En6zDeTG4EZ9SJt5vZ40FF/MmRuS2BGfUmiTO7xqKNuJZnMbgnOqE9JPrN7POqoS6mKzG4JzqhLqXRm93jU4dw6LrNbgHNAXUoVM7vHo06CgvMVwxk1q2z60XrbpB+619x9tF4SY/FzfvW4Xv1c3M3XV7c/5pvt0ZvNHioZZgO/LGIrw4EyOll56pQ2R0bSpl/xR5UJLzXO5cXhN57967479aJYLctlcbtY3z7tlkTPmcTt6uFxtp5tq9V28V+7f3habqux1RTcNdvO/fMlBrTnS9L+2RndevVwffP07dtuANUyH2CMQwCOGWAYYH4JzJa/bkRpPRv4BXPbCR0nMeJqp73lD6qdCFTF9EK1003qwB6QkQ6IXyCzlYEOSCPLXOVlji7zTt4MBsA6AwwDzC+J3PJ3lFaL/ALJ7YSOk+gFaoekagfYJkiqdvglk02QyXDdnChc0EyQgeYKoF6yn4ITruDvDm0etnESkb3C+KzKQFXmCmSvaCc1A8wGmL9XtA+YULXjBGrHStWOYGMwSiqMvzEYJUUvIkugyEsAXQKdvEsMgCkDDAMMWALFJPsyAZYATSNREE7UUah2iB9O1FGodoi/MWgnlSHYGLSTgsaPLmk7DSf4u4M200hE9gptsypDVZlC9gptMsAwwPy9Qmuh2ummjmOrHS1UO50kc8kBFdIBGcGACumA+BuDmiRm7hQ/uqTCNBI9sMxVPurBl3lAAM6HlTjA/HCiEh79OC0IJyrhWZbTgnMmZaTC+P6DMlL0kNihyudM8BLQSOxQ5XMmHGDAEpjknMlpwBLQ00gUhBMVSdUO32FUJFU7/I2BpOdMRrAxkPScyfA9BprmnMnwdwea5pzJIHsF5XMmWJUZZK+gfM6EA8zfK0h6zmQE4USSnjMZfjiRpEc/3RzA7AFJz7IMsDFMEzO3/OtpNM25QLeqaXqZf6Cjnv198YkWeaI14RLv1mpNg1tkcCFw+WFE6YmPFUQRpSdYlr8dSA+XrGA3kJ4tWeDm8jSKDLh4MI1A5GTJ5rWNrG0HXUDI2ELYAudJQkXjJMdJQkXj+NuA9DDJCbYB6VmSY28D09h/jh0/msbCdcA5UjaIsIUNnCBlQx6Dlu0JSh1bjwcIpW6tZ28A0rCDx/W/NOjg2ep/mrijZ180myay6oE3rC4vamRRe+D1qs/QQtCyvT/pgYrHA4HS4xTPVv4kPYIKuPYn6ZFaYKt/muaIMrAPh2iaE8oAnA2RyisbWdkBOBYinbGFsGX7fiS9YhPwECBJrwzxkxeQ9L5VwHcBkl63CvxtYJorl/xcBTTNrdIInAVRyGsbWdsROAqimLGFsGX7gEoaAox4CFBJQ4CdZAWbp5vNdrZrtKeC8L51qG12uE9Jg7+CPARKGvzlpyFQ0xz68HMSqEmOtXwBnISofBKC6A1fAPudyid4GLZsp08Jj7N9gT8wVcLjbF+ww34qSodj8eFE6XDY24AuplFjwLGPzuc+2FILLHvhqgqLVKgGiCkxmVnyEEGJA5klfSefQDI9ZRhshPiNDPcESJdmu609Y37Vyu1qWfLm/vpm/mP2c1FN5T8XewZdz5ezm/v5XZMhtfnn8k/uDiK+LdblHG8W35ez+06i00XJxavv89n66u8f8/l9ldG0/LNyUiuCVNcDn5HnPy9+I5PZeZK/fVrfrK6269ly87hab69u5vfH89K9AsEcx2A9n91d/5gt76phb8uubHrg2P17/asPq7t5lVq1v+MG7rge7ni/CPtCxFO5qtd1itZBIeoYOttfuwS4i+Xj03ZgPronELe/bu/7iVjsZbyS0K8ZzzWFrgfyFbSZpVDebuadPWWndIdwftrMX/5mX6cDzqs2bdMRXq2etsPEiuh6aQELvPXSeffPFeFQEQSLsOCq7zx854owqAgtHwUXKCMfBVeEQD0aPU49dl65C2QGmUzPUcnVC6selVzZBZzk6GeroZVA2ekwUtmpOEZokAnVhUCoH7ce9Et9uHksyZHKQPTabKg3reNGZz3268d1uT02BPw21C9YiWp0t9GwEtXDW0HoF2EEM2pGcldb+bi40DlYBLo5dJ4Ec0Wg5rkOsAiFiojyUQQexwxsNGkCR2Fgo6mNt5zUxzMKX39tAEymUY0WyBxrnBvYWlOoWWtgtaIMqC4NrFboY8QSkGeq5xcCMgILjUaGOQysWAndHmzBMdspR1L2cBHOgrFqz/JDrx8meGNhsxONcVh4M0BNZwvvBWiEw8JbAbqfWS8eAxelIB4DV4LETR2neF0xQqQsfuKIpYhz+KQXPNwEppFa2Wm5SGHoxBl2GEO/XxDD4QHOkWaRQ9WmAjWO8/CQ7Fg6oWoUdTscakuiatoX0hFwBaAOugc3S4+G4xwqQEsFMMMkHjWK4ofwLD1qaQUUePxAhIpxSsrjOoT0SCXiUSVCaKzXo1qEUJs4FOx7M1WIr59QgfiNFION8GvDHumJFlSv3fXphYXX33rndl3V6M7KGyxw+bpZc5pYDBX8YEynIvJt6f1WFZdftt1TFPmQe27A5H1cl7ZuCcLPD2T3/rlj0PtY5kds6SC5z2OeU4yhq4Kgzt++dXbMrvOQKrn4rBpeJf2NA5X8isG2kbugIQLDgXUJUOHVxEnGEwkvGIZSACjzaoxUBqDjjQZp1n1Ak2xcwZNu8XpKIyfd4QWHRkoEqvUEKQUCf5YOZ/hsCgDr/nB9gUuBUBTik3TmAEJB4pN0tgglPoMetABDARRcebH03tKseryfbecpi+pf0PFWKIA6YPTeQ+2O42lZDvOh/MuJx2+BNVag5HT8xlWEF7DnPWOo7pjt2oVwAfLIu1PyYvdEZGJOAIVP7CnHPn9c3E48dhKcgChzbL9OhkxC+qGKSrr+gRSw1kBjLJDm93BwVyGTbITSwwT0lUJ9gdB5XzEcV6AcV8hxBXZcIZAXXKCB4wqBAEucFLr+gcT2wqBFUAUwAHhlA0URaRKHLygFpxsfKVDDCa3hOTJwkm5YBKLgYRYABim6RyoP5xUeOd8BzcQLz0VEcwuPG5HmqwCNTr0mdtuodoSfM6BxBPgxAxpF0HCS0k/q7sPPJ1zSrNV8nRLRaYGzYp5TaELzLZojW/aQOohwjslzce87b0qOxU1ICcImBr8nTHac98wvJffSqv70wQrDP4AhB+oeY/i3APSQbjSW34gabMThKTh2XXp1V5QPrBeIVONEBs6VBvV8fAkH/9XmBvv1n/6KbOjWZBvE9ZDMYCpcD1viGSPbrT03jOzUjN2nRDpfVImBqp6ar7vN6ZxRbY2E2WYzf7i5rwKfD7PbH1XeLX30mFS9n6ezmVd/w4z+suyGDgs+fJhXv2vIVhxUHmCYhhlWvDfDhpw2Lu2Gnb434GJ6C81sHGajQdmo/CnZ2Li5Eia2LvIbsPC4uZEZOMxACzPQnJKBjXsuYWDr2r8BA4+bZpmBwwx0/PsGgxEM6/mNDEYwgFKzNFEEw0aByHERDMfxBylHMFDfxXE8whzAEACrGMDm+AUIqk6DqnL0AsMUteZdjl1kS4lvKTnUVo85cpEjF2/ERQdysbUoc+AiBy4mIKBHCWhz3CLHLSYkYBstWCy/LZZVnwdiD+Gg+8yOes3vV3ntqqv9m87wH1b32/lyd9m/amm+vi0lz77Pd8VtygGX/zLbPq2rb1tdTKkzl1zMtlf389lme9Ef2uik13l8enjs6yN1e5i8d+KBa+A+Ph9++tqXJ6D1YrD1ga4DT3Ac3nUko4ZCuw7c9jFDYa5OOhtOVg77zq9nWPdJ4Ycz+bXMpK9lvDz5+GtChX4R8uTjr0UMLVZ59nG+jCh4pW2wFwBBkhCSjoyE9ZaJX3G+IwwdmRqRyfvoyI7cVQ1a8KoYHZgRp/JmU49feLzzQhgdhxvzEtcM3yU+yjzguGdwHwwBekWa98G8D77mkDRtJXcXjIUwqyRbSUSSvrVhS1DwsyVQCUU8220Yu/tFA7/6QUdl5TkapVsfP/9RKwodlpemgeQzLox43yLck/glxMnIkItFIXjv4N+7xEXPxjWyukXEMzS1Kf98Mto3ZbLYWKgx+QldN4/A8DKNhRYXTu0jRL8MvDirgmVYQZrFMRWrYyGwV9tshV62WURuEqR9TVjtodUhKUUaOEM6xkB5KVI2O0hei5QvQ16MlC9DXo2UL0MLslWOWklkBLkrx0nES57AWo/gyJaBtV4n18xd6YyVi/Wq3B1vFsvd7tg3igHwhrbyfavtnr3zdrpf/369h+/X/M/Fevu0cwcbhbX7jav/fr6lq9jzKvYSbnU+u/3xvGH/ut3mH+bX+9bKvfri959NIYh6OAKRj79KhJ6W2+tv69XDda3s/vg2u9/Md/4lQEw4jmgIJg2ucAuxDTipSdRJGTRbL7Y/HubbxW2C8QQyvm34BemFfNyf07a0LMew2p297bpx8X8vDmVIkBUEsQqvk92mpOWyCi+UrQMsQ4vryPJlwMaqhk0FxTdW28ZHbXjKyZPfskfl5Uc5bBkBqHBshoHrLw70+rZFNwz6bC/5L7B8UFSS0xvHvaDfjGgfdC3N9v/dnfPLR/cnswRe7CZxmm02i5/zq8f16mdtjPyYb44fGbmkU33Qwm08od5ZAfprVtGxaop2feJifq4XkKNWgnMr13OuwZ8hzV/Y7RFTz0wly369zfLWRlzt9r0DS9oKngqdQ/BPuzGZObkRNbzWOcF+H17snGD/VUtygI4yUozg8gGNjqgJUlhdjY15dXJYHY3ikSSKZ8Q1adncMOKitHwR4qq0fBHisrR8ER7P0TpuDQU8Y+s4gXA0AdZ2Fq/cAYsgLJCW42gfO45m4WjEBwlx4QXF4fhfN1cIM4qWg2glbOiGhE8Muh8VsATUNsUVaRDWLOZLYNul01ilrpDezOKOyJE03TNbAn5x6jOEnhw/aOA+Uiyw876bGzIL7xsw67wQHg6YEeV42R4uwWW3UeGyV5Xbh5nfiWCcJFpWrua/S6HVvP9b2Uu6VOGS/rz8d+l90SVFX3+U/7ksjfDq/y+3kPKXCnWpy4+gqt8it/tJ0LsPW3/Ezkdp+1Z/Ezof5T6x/7C7D3v48Lb9qLb13QftWts3UAutu7YTcejC7r+dn/nOn5FWZYtU9tIevnRRdL6qR127r+p3LquSIdVXNdaq93o34uqr/D8XL9Xuqxpz9VVJUBVE5WjM/itWIyhc3Uo1rKqf9edO8OGHVaWjVmD9VQ6s7tvunw992/33knQw3U9TNKDt/1R3Pw8/tfbZT+2zLu0/Xax/mQpdg97AV+gad4rNdz3fqmi+Tf1NzXc9M2X399/13CjdfNezo0zzHepv23zXFFL7qS1MUX/75rvun2r6Z+r+qaZ/pu6fbvpn6v7ppn+m7p9u+ldTnnTTP1P3Tzf9M3X/dNM/U/dPN/2zdf900z9b9083/bN1/3TTP1v3zzT9s3X/TNM/W/fPNP2zdf9M0z9b9880/bN1/0zTP1v3zzT9c3X/TNM/V/fPNP1zdf9MbBZW0WVa8+3LZbz/rqlHz7+rhPb1t3PPvlU9/7oZj6rnXzf9V/X866b/qp5/3fRP1fOvm/6pev71Xi+V36r+btqv519b3Xyb+ruRV8+/to28ev61dc133T/rm++6f/bQn7p/tulPPf/aFc133T/X9K+ef+2a/tXzr13Tv3r+tWv6V8+/dk3/6vnXrulfPf/aNf2r51+7pn/1/GvX9K+ef+2b/tXzr33Tv3r+tW/65+r++aZ/ru6fb/rn6v75pn+u7p9v+ufq/vl9/3ZEutzdkdzxYaeVOvzZf4fDz6sfXO6isbvvnWLq8MnTrr+e9v3ztbavbl3p3XfNj9Dwwdfz6xv++3o+quBS/ft+N77Q4F+Vta++m/GFna5v26uKle6+dfNdyy/88+9G/+wG1hl/892MrypyuWvPNL8f6+9Gfr23Ve+Z6m/9vL+hXk+h4Uuo109o+BLq9ROb9dd8H/7eFM/7U6+n0PAr1Hi147X6eX+ted5fZ573p+ZL25+aL4f2q2vvO/z2fIz7+Sz3F918q8vdBSlVf8fm5/Xv13jERj/Hev1VARXdfFd/Xw6j/vtm/qv+/1lbr6VZdHP/NC+tpGVl5d/PSg+v/Lf/N39Y/R8q/+Fn6fHsrDPrVDSx/NuoynEWv3//f4+Hnjs=
Design 2: Demo/Standard (legendary speed 1 modules)
This design scattered normal beacons with 1 legendary speed 1 module and 1 empty slot around the design.- Molten Iron: ~44,079.7/m (~1057.1 molten iron : 1 Q5 Electric Engine Unit)
- Molten Copper: ~7,205.3/m (~172.8 molten copper : 1 Q5 Electric Engine Unit)
- Lubricant: ~13,563.8/m (~325.27 lubricant : 1 Q5 Electric Engine Unit)
- Q5 Electric Engine Unit: ~41.7/m
- Width: 102 | Height: 70
0eNrtfdtuIzuy5a8M/DrlQfJObpzpp/mEeWtsGLKdVSW0LPlIcvUUGvXvkxdJmbYzxVjBtCVLBBronWWbQS4uBhnBYMR/bu4XL+Xzer7c3vz1n5v5w2q5ufnrn/+52cx/LGeL+t+Ws6fy5q+b2WZTPt0v5ssft0+zh5/zZXmrbr7d/PfLbDHf/q5+YVH+KJePs/Xvmz/fbubLx/L/3fwl/nwbaOr76mX5WP1e7K/ln7+/3ZTL7Xw7L9teNR+/75YvT/flumr+277J5/lzWbX3vNpUv7xa1sKqBm6t+F/m203V/q30/8v8qXvzpgkJNBGGm1Cvmrjdrm5/rOsRDjVWvGrs283jfF0+tL8h5EDbOtq9IjZC8+097m9bMe5VK6/6pYen6dtN9Rt1n/66eZhttjUv5uvV8vZHOVvf/vtnWS4Ov3LX/f1ytX6a1T+Zb8undk7njz1q7H7z9mn1+LI4zrC2gervl3fz5a9q0KvqB02D3VfV98129vCvm7+KGpnBn4jRn8jRn6g/f/+p/vcebEvngtHjXNADTTugaRUjhY/xqtfECO0DhVfFFLxarP59+1guNzUxNtv1y8P2ZV0OsavfygjBNs9l+fhl6SWKDvQKnNv5clOut9VP3kOv7Rvoh2H6Pl9Uf78Daqe0O24s6hl4uL2frW/GGnhYPT3P1rNqCNUP/vdNrbJfNuXdod1qvsqhkQj6SNwxpfmZA2vbvKvYUzdyv6gmazHfbG+IQ+72mqr/vx8Ww6PdjVUVxOVymURXdHqokxE9kQ+9zb06Xc1/lbfP69Wv+WO5vn34WTbtvBmsoox1SJTBRUmmKGALtJ0MO7zJCMdqzVE2VOGBtsV424MHNxGAk5sbOZsWQBsjAEq6nu0dSCxVzw5JlKyDCmnKpIJ53JdhESJLzdmhHPGYMySwW6SbbXV+Hh1Rb2t30IhsT0Clq44O6QgZfK0Ml9v1anF3X/6c/ZrXKvE/9b8tq1+5267uFqsf81qh3i3L7b9X63+1OvDbzeHfq999PMj7Pl9vtnfvzMSH1fNzPa+z+0U5vn/VFut2VpuvpijeaOn/uvkDoONwbvVQamdiEJf5+uFlvu3GfFcu6zFVu/X32WJTAl30wARyaR8YMCgeIVUBjEce08DHkT/g3bLw3YRMS8K3LPzHKAsjp5Kd7Opwsi2nPn8rQTqMFnvIr/kwqkgHd2WHsRo3US4TrG6Lrsz0+9Xtdj1bbp5X6+3tfbkY0B5ifKMZOgIoDbavwPYN2L4E27dv2q9ORuW6PSGNSDBHJHy72f5unCXz5fPLdlDJOnBAGhyQRyccnfEAIyYKCmSrl+0IZrpAxwSyTAtUwBES+CEBEhUATrtWgHFiho0Tjbi39UgbhmVuaBKIgC0r5Hjbw659Fxu8UNHBe4ITNox3TH/YuentXcCrQ5IATuofc89QHWkfXyoQfp3RZcPfzQx/znXI6PatA9nqta+W92cdyI8SyyRZgAbwrr9ZU1QJAt7Kbs0bUdHNy6CqvzcaQ1H9Bj3i9cZgQBW0LmePdz9ny8eaHNuqI5sB0jT/3v5q64uVgxehmq7NUWVugF3oyCY0iDZ+YOyJMIwTo3HkdVAc2VDpq8KT5YlJ5AWKPSf2p6E00/fL32iTlaJgL/JNuX3rsBgBmeLasGSXt+JpcSvZJihJv1oFr3hJWfDjW4alq0aDaS9rqJPB3FJtij3N0Y6Wb0/TZp9+LWXBXcqSD3dhCj3ryKrDTyKO4tL0w1q9PrA+zdfrWi+1x4urUvKOfmcnBKYAHPkmXxQ8DeA07h8SSSrAmRSPFEtDO8v3SNHmiX7TDrs6nOd33lAcNe6ti3DzXDFnmGU9f+27aWiPFsetzXaO7p7X1SFmz87vg3PmC76Tb8Th4wXfrUeigZf8PpO2N48fboROWzuefJMv3Bu0PtKJ8f5e72X5sHp6qv4y4i37B+LV8OQTmLCfPvpJBwqrSAdSFz35CQsKoB/9RAB1sA/0tj2mM0KBL+mQtAEHWA36c/BAhU65bl7uK9Y3HXhvzO1dD8AhKJCPWVKdVMeVz/OHSZd9IGt3KU868vVsPa3CC/BVNeiICLhtLRM9EYF+DJWgKyJ4fDT6qGEaVVMBnSCNnXsbAkVt3jp+5XDgvWIrVxQUD0EdYHJA68rwkcB9vBqJ2C6QwAA51ojGXq2p/GotaeIN8B5sdOKRx29yfOqG4+kL4CWAPkaMwcaBpwC96Gtq17ttoFxUv7pePc1+LMv6wUl1SlgOR9Tut50/fcq+Dka94PdvYz/RoxTuPY27L2cPQ+fqW+XfTB0BpESIRA+i0a4L4PLYgtQWwHMMZVBqC+DxszRo15ELew133cQJI+V5EqbTtOvV/ao+UA5dYIeeDhnbDP/7pdz0Ll//c7NpUXsdkr6LTXrXD0AnC43OfvSNcs+VO3aOiD/DEjK6scXfYYn47gg8xLKvhsV9hyV6D7FGkjeMu3Ll5/n/KsJVf0MM9CI+qzjsmGcfKqg+NeyPHZg4qIZ6r/GIBPOfTrAx9zqVdePu+Q+g4kFAJiNORg2SUYqTknHvDeQQsfMkfgAJm8YzAXECGpSA+qQE3DviOQTsnPgfQMCm8UxAnIA2atDIcJb2jCQHHCsxbkV44vProaWy8+T/mq+3L81hcA9E8xu3s+XvbbWMf8QenEPXN6L3nPv+5fv3I7k4kK0KfGZONwIjr5Vb19b84bZc/qg13styvn2vNN49WK7/4WV3GVYzZNjSlOTIRaUuiCG9B/IRhqhLYMju6MFiiKJHfctLYoikMkRePUPIIRJKXxJDNJUh+tp3GWWAq0sx4uhTFmikGGvEcdI2iRR3Ye8dPye3koCShPXe9B/xYJt9+hHxUR7s3kN/erabgjloDeQ8fE0R5osIofuZSxqgjoxLBcK4JlvIbYqrI0668TXsWuOozRH8DfLc0Rp9F8EAtSRMrWB6QK1XT3et6t0/WhucK4XMlc9zdcq5oueG662qAtMWhi7Dc2VYXP0px1V/9D2tJyNJ/XlSvG2Xukkgw2EkSlOaiR2QmqAnIwU7IxB1pLI6OqE6MtA2L/NcnXKu6JmNe6sKU+sG2J4kV4ZhqD/BVX+WPiAxjfpjZAOVnjs8egIM6acZXgA0hrTnoDEihj2uLYAGj2iKmL+BpyVsgcyPy/Pz2fNDN+V7qwfTsL00I1EZjiuDkVC7F8eJqTlL35Z6MlLUnGVsUlJyh0ffpKScZngO0RLFOWiJI6mLD2tSwaoCbfWIvqA05Xg6wyOzJfJsnXa26IkQZcHUvvQEOX0+gDIErgJFYKpAR9+yRJhEBTrEayo+9SB7LPDvyIGExVZH31oF9zziGJup4Dq8HMMzKbgHE0f3TIrj3rXPqIvxTgm+f1iu00phCAdkZDRXAQjyjmTsUtcXQCNj18se8csKdakKzwM7DdeN5hXjyU7SHbynPHumzuku4vZdzoHre97sCTVQxdSoxh9zfH1cbRxXOzWux98nfH1MHYGrk5P1eMz91wfVMzLAgZtFYKRZw0SEgpHjCRQhGMmUQBEyJQ1PMZ6GZzypkOhlxzoWCKAEIw4gJJXxBLFLquMJyorHMR6aFiNlpkVwnBqbwhNrbHp6qOV4F4FKnSKMVeosoHw1IldZT9HnshCcOusDqA82TsvSd2v2iaIKoLpioTjliogLQhbRgkpd9pqxBSELw8m0QwXXgq8ke6GwwlMOO68Dw6/wWC57qZKIGCuXMQYx9jDGOmMMYhxgjEXGGMO4lzaLiHEXgTQJxpdtecpebi8qvibjC+ArYXzlpPgScu6dY7FBBtJotp/eFW9GGkJaw0hbDOmdcXBlvlUpDAysysBSgLVIHdrGi/KZdWhJtSbgErS57uyEdWelcHjx1fc+B3rkkBQ+oRbrTnIsAbwUAa5FmDQoWcDl9tLkdcfbx2otNH7o1dP9fNksqveXgePurGENsGu0W+qbXQDJ4eufcJqF//taE8gwkF/hG9xqWe0irxt279vd/0N5t2tttny8qaMf2ruLdjgMkc+/75poijZ6oqXjLh/D30CYi+ynDF3Ptz+fmiTVx2bUozPatftmUpl479KXdbBXqK+ey3Xrtf3r5n/eHEp2IQyBUKOXuJPTrDpNL3d2TN5wuTMoDBgqiCalYVcXe39oGHaBS8uukPZehB+UgD8NE2/9qxOmVhnsoscvo4eX8DAJOGFgx0j0N62yr5QBrzTljjGIcHksVcEu+0UlraIUJpHFvlHqNF2quaEkWf91kRBDsEXrPX6IFqQnopISvjEeFKgT6jgdXTbjJ19l2LWPyKsGKDjSi1WwJC2vHBD+4EauUlU8QEHEG0ECFOxII7oAGhnrCZDAqHfr7qbcV0bW5sHuHthZ2kZ3dflu7heVclnMm12atOf0cig1iok4anviUdPGplJyfu1mlqqFtGYY3OrIsiVooV4SHUKeMeE+KM+Y1BYIzBhdfi4lWdkOQPJseVbqsCNSck6RD8opInVgpQ7Lc3WCuTJFSsotcBEbkZKjChUmWRmjMgtPwULFyhiV5+oUc6VTMi2hi9ik5D1ChVlWlptTsjDymBFnINDgEfbF3lgymedYWaLy/HzW/PiU7D3oYg0puXRAYVj+qyIz75OZZwUrl02en8+aH5mS9QVdrLwcLJ9BhlglwInTEkirU9KWoLgnJWRBhVlW3omLnGTkWCSKM4CCkiaLiQXjCMI1FyzjBMLVaUBqLnv8puOTAxtNUqIb6ZCN3Z0BtWP5PVmsdhK8vLw9et01KEKhIswbEceItS5nj3c/Z21g1LaSvRngWPPv7a+2l2NyGAwNUEJftLZzBr/CksfVQzz+xKERTbcKJiPjZklxNSuxKIPYBz4gbQc0VAdFyhcwAwoSAcbvMHsZv2iDgqffo+pOwhJQbWdgCRqUAGtsj0a0OFgCutItLMGBEgIswYMSPP/4NOUu52HVAeuOAAcSFrAIVFcIWFkEVFkIWFsExY/hpYrQpF1IxiJDBts2hGjOOobxsL89zdfrmtotea8rmDNYClo6chq4YHwcK8rRjAQRQTmT9FgjSEjiSE9UUXCiCfVEcXXvHLEfF0KoCpEUZqeR87Uq6JlRtR+HVZ8/qozgRR24qFIys2ozjqcnvy0de0N86Vm9VGEY9VEb9cJ8SKUKy6jjuJNIluEYdRxRGZ5RWjENucAoSJgkURSMwmkgjkIwCqehMiSjllkacopRXixNomaULkJxNIwSTKgMy6hYlIacYxQRSpPoGYVOUBwDo9AJKIP+9L1/052CXO/x+3FP5v6RtEWGIxkVPVDIFKPMwyBkJynzcLjgnbLUg5KaUQzk4kExjHILKBvpylZwFZGkq1d/fnPb3HVOO6905R/OD49XRs2EoNB3K+7hRRWMbDegCOAse/Kppb27nnSWFXmDjRzDpw7wiCQnmS1/b3/Olz/ehn0MZLFB0OiOAu01+Gg+efHGxzFhKovJAgPKRfVHFaXq5DVtV/AAgaIo6hiBQdelIp8RlLoC7hgqd9QX4M7D6vm5GgIzrOQoa8gHHCWvgDWOyhr5dVjzUMucmDXkI5rSV8CaQGWN/sq6ZuzahEYZKNmHHLme0wJoRI01IrG6KIpfF+Vqr020SsqroTgVlZTWcPiqekW5aKkQpQ0sQqIi4NBKI8ZF+EERDg4l9qgID4sIKFCBngSn1391gltl0t2xKRIgU6RZMSKh0o3K1Ssoqs/IhEo3GWMaxiqh0k3GmIaxTqh0kzGmYWwSKt1MgfFl1wBQxiZUusn4xvF1CZVuMr5xfH1CfZuMbxzfkFDVRqUUX7mCzc0WCZVtMrgRcGFLThTTgHvcF2ph68dN063LrimnLGzxgAYPoYTztRQ7U72MKffl7GEogK5446wawWPzXJaPOyASYRA9GEY7TkktvH+2pD8osbDqp2UZ7YX/8F646CQKeZ6z6An4CfvhAAZCNw6PET+sG72sJ2Pz2EvTf07z2M9bMg7ghy8Eh+fdUhQrbVAW/v5JKa4sDVwGFiOXgc4AjYixRiwrHX8x0bPBsexyyTcSvRQcyLjEKZ5D0gbkE67vCtKtFJzuo38JSRPhi4RRCNJFEZzfoz8KQRsFnM/IFKgIlXCVShShE0ZBnG6TMAqiCJtwIUxklMMjAnr3m2Lg1jaWpUZ5nzAsInIh4dKWJiLg98IWFQEvd+1QEZIx/5oy/0ciQuCkHX2RxHHBCqD3IpsoAlYAWoJqLOAKANX3wSWMggiUTxgFUQS+3sFdSxf4eheoCJEwioImQiaMgigCXt3Ko0DBq1sFVIRJGAURKJswCqIIeHUriwIFr+5eYA1RREgYBQ0oUSSMgigCXt3KoCJkggjaXAh8dWtUhE4QQQQKX90KFYGvbomKcAmjIM6FTxgFUQS+utEtSeKrG91YpUgYBQ0oKRNGQRQBr26JbkkSXt0S3Vjh2uH9URCBsgmjIIqAV7dEtyQJr26JbqwyJIyCBhRcdbs/CqIIeHVLdO9W8OqW6K6nVMIoiEDphFEQReCrG927Fb660b1buYRREIHyCaMgisBXN7p3a3x1o3u3FgmjoAGlZcIoiCLg1S3QvRt/yiXQvRt/yiXQvRt/yiXQvRt/yiXQXQ9/yiXQ44GGV7dAjwf46yqB7t0GXt0C3ZIMvLoFurEalTAK4lzohFEQReCrG92SDL660Y3VuIRREIHyCaMgisBXN7olWXx1oxurFQmjoAFlZcIoiCLg1Y3uSBZe3Oi2ag1/DESULH8MRAnwykZ3IwsvbPRgYAN/DDSUXMEfA1GC4FfVoqGE1+1Cd2y8bBe6YTvNHwNRAm5roygllKwiSnD8MRBR8vwxECUEPExDJEXpaDycDd1X8Wg2dFuFg9ngISh2FTGiAA1PvEyLztFwYBu6XOCwNnS1wKWrUJUCR7Chmh2OX0MVOxy9hu6vcOwaur3CxaXQMwgcpYYe1OAYNfSsCUeooQdBOD4NtSng6DTULIJj01CLAo5MA40iU+BlJo/a8fGjgYHj1FB72MBhaqhRb+AoNdS/YuAgNdRJZAq8xqxIjN01cNAa6uk0cMwa6oU0cMga6ko1cMQa6v43cMAa6jc3cLwaer9g4HA19HrBwNFq6GWSgYPV0LskA8eqodd6Bg5VQ2/1DByphl6wGjhQDb1fNXCcGnrVbeAwNfSm27yLUiOYkzLtsABHraHRGgYOWkODNQwcs4ZG/xg4ZA0N/jHvItYIU28TDwtwCBsaXmbgCDY0Rs7AAWxo/JqB49fQgEgDh6+hUZ0Gjl5DwyFNL3iNUCpZXHepZNOLwyOUShZ/rg4fA5RKPuyyfjjTgOnFC0bTFYSxNhyU/9zz0583iQmuMf+5UQmJBkbnLSGzQCBpPl2kZG1viRLfqzW9CFT3kD0gqUFMLwhysaqI+HNWDeTxqKSCKUkxKluDIjQ6mO6JOSjJwJI0UxK9rl73XBoU4eDBKKYkesE6LZkiAjoYxWSbKRjlp0ERAh6MY0oC6hpbpggFD4bJAaMZxaZBEbACUEwNbYAq50zVbByj4DMowqN4SS7NgGrFTJ3ci6GkDoapmq1glF4GRcAnAMmkmQUKFjN1soVPAIKpmq1hVF8GRVh4MFxC0xWAYOpkCysAwVTNFj4BMMnmCrz8LigB3v+Z6tnRt3+mWnbw7s8kmtN45VxQArz3M1Wzo2/9TJXsyAufOxvosufOCXnXZypjj+75TFXsyTs+U2t5dL9n6i5P3u0Fc3l4dLMXzFXi0QXP3fE9ecFzd3qP2vqCqe892dQXzD3Lo/s894QcyPs892Qc0H1eMtVxIO/zkqmIA7rPcy3KQN7nuZZkQJe9ZKrkQF72kqmMA3mf79wUHqxCfHblhk3weMnuCxh1wMvbf/lR26LAC21fwKgFcGd64Lil5CG2Bd0m7FKa2xNmam8bvHtaPTYlEBazh38t5k0ifUrKc1vgGfl7d3oW0ce2gEtGdhd8boJqZZd+rWwLuF5kd+mYAaYADBeM7K4nM8AUgOGKkd2VaQaYAjBcMrK7xs0AUwCGa0Z2V8sZYALAAq4b2Z34M8AUgOHakd0VfAaYAjBcBLNzF2WAKQDD1TC7oIgMMAVg2JKT2ZKDAIYtOZEtOQhg2JIT2ZKDAIYtOZEtOQhg2JLLhhyEL2zIZTsOwVfidlzGF8EXNuOyFQfhi1pxeXuD4EVtuHw8g+BFLbhsXkDwovabyPYxhC9qvons4IHwRa03kT2UEL6o8Sbz4QzCFzXeZDYuEHwVarzJbBxD+KLGm8zOHQjfzni7f/n+fTzYTb05l5EiJe/K5ex+UVaIfZ8tNuWR6fjvl0pqF6X3n5tNG0L4NkDwaNhguaj+aD1/uH09q/H4wfofXuqITFEURQXU338GsVJUrOQFYPWyrEB6qsbERUtT0VIZLdtLfxRBS+d1GE/udFiAZjhJkO0ldxprQ0Xb8ED49aE1PdZaYKT7MQMx7NQo5F4Wo928Hwt1Fv3+fzB/0PDvA21cuwM2zXUb23y9Wt7+KGfr23//bBNtMZtUbzmDMNrUfO5BtF493bVLfR+VPjhJQBKo4jUryDyQjMj3Ik6HQVmcNFBJJNcAyTuRmeSfSnJ6No0uZRdIcouTvJMFktwhnDOZcyfhnGdkVkvSRPT9vcsWh5G8l5OMTnLNI3kvORmB5DKT/BQkB/K6aTkFyQ2wvysmyTWD5IpJcgOQXIVM8pOQ3DIyMSaRnJ4vS3kmyT1OcuWZJA8IyW0m+SlIbgtGhs4UkgO5B7usoxjJLcPw7GRhJLcKIbnKJD8JyTmZW5NIbhgMlEwGAtuUZC4oxPBURSb5SUjuGRl9k0geGCQXPJIDSTGV4JHcIYandJnkpyA5kFFUuilI7hjpW6Rlkpy+TUnLJDlieEqdSX4SkltGrvEkkjsGyQ2T5PRtShomyRHDU+YLyJOQ3BeMHPQpJO+lwKWTnHkd6YFtinm76hHDU+QLyNOQXDNqEySRnGF4CuZ1JD2tcE8ESHLE8BT5xvM0JPeMmhVJJKffeArmjWdg3HgK5o1nQAxPkW88T0Jyeorr3hSlkDwAZW2YN56BceMpmDeeATE884XnaThu8cozSRSn33cyrzsD47qTedsZEKMzX3aeguCOns37doq7TlfQ7zp5V52uYFx18m46XQHddGaCn4TgjCpVSQSnB9hKJsEZ8bWSSXDE2MyXnKchuMdrlyURHDA1eQQXHEuTR3CBe0AVUxLZWlJM1BRcYS6FBgJ47ZEN9JNoBoF7PjWT3GQzSTPJ7eCqg0nk9nRyZxfrachN3oZ4jnYn8V2Id2vgJF6JMoXcvSRyUXLnS7KTkFvSS3oWTHbjjk5RMOlt8PqkSfy2dH6LHOpwGoKT93NhmATH/ZzCMAke8GKyKQRXQDYBkQPWTkJwRd7TBS9u0Snczyl4UZhOKbzEcBLBAdtS5LDj0xCcvKtLphtI4X5OyXQDKYcXnk4iOGBfyuxXPQ3Bybu6ZDryNW5hSqYjn57bRk5yC6IBG1Pmm7GTEFzj7zgk86JU00vIM2996Xlt5CT32BowMmWObTgNwfE3HNIzCU6+hJOeSXD6djRFJJIzgJEpc3TaSQhuGLeXzLOKwa1NxbzI7CW2uS9nD02iz7dNv9HhIymDN89l+bhLGJyYLlj00gWPJPh1vXQ58+X3+bLOVjyS8dIfpkG1A9j9/t2m3G7nyx+b3igWL/fr+cNs2UBcrh8qsbMfZdOlqufVv8y2L+vqu/azVmNt8jdvbxdlpSVuhmnTuxd8eXoe6p7od66nQPRge5aenNOF1wPvtS3kYOMOyPzp0caRtKLjPR9GJXBSlsp3Knuo7V6KEqBtWr972UiiKV/VcIJV1083EmtDjrWhgDEKcOJ76S+ijRsPAmiAth3acdvbCCt9dDRLqR5lVR2NMrxLT7r31nvay6bstvxmKxsaVrfKK2V2v7qt4CrXLWy39+ViMDHqm0Wz/f3cqt7nl+3gxmKB1W4kOOkhxvguj+vYqnFFtA0RbSO6erWPthFdvTpE21DRNmy0DR1tw0XbMNE2dLSNaBLsLm3laBvRJNg6qlWdj7ahom1EeaqjPPVRnuooT32UpyrKUx/lqYry1Ed5qqI89VGeqihPfZSnKspTH+WpivLUR3mqojz1UZ6qKE99lKcqytMQ5amK8jREeSqjPA1RnsooT0OUpzLKsRDlqYxyPUR5KqMcC1GeyijXQ5SnMsqxEOWpjHI9RHkqYxzzRZSnsoi2EeWpCNE2ojwVPtpGlKfCRduI8lTYaBtRngoTbSPKU6GjbUR5KlS0jShPhYy2EeWpiPJURHkqojwVUZ5GaSqiNI2yVERZGiWpiJI0ylERP5tGm4hSNMpyEd/xo03EFWm0iTg/Y03IKD2j7JQxdsZbiJEzPowYN6NYyhg1oxMqY8yMElPGiBnlpYzxMrq+ZIyW0UUuY6yMahoVI2VU3akYJ+NKV0VJGWWlirEyvo2pGC3ju5iK8TK+IUcrWsXPBdGCVvHjiYpRM35KUjFuxg9rOkbO+JlRx9gZP7rqGDvjJ2gd1ZlRaukYO6P2hNcxdkbNGq9j7IxaV17H2Bk18ryOsTNqa3odY2fUbPYmxs6o1exfVU55+P2wGHxvKXeN/Pl28zRfr2vfde2nHvOQX2h9Um8kBSzdgXVl8HQ6ZvNyX/16g8r43amgX3l7ozn3eWKM9YZ++zbaBlD4sRhrA7m6LfqtRW9Afe/m9nvdZEO98du1d43qaLnih9mmvom/be68rrFgse/dYB9lvNE44y1azLt39yVI1aaHC6Ne3yxatKx374YwIw0hLWGkTUaahbSCkZYZaRbSGkW6u3PNSENIGxhpm5FmIW1hpNWHIN2rZH+xWDsY6+JDsF7P1uUl4+xRnDsfzqQ4l8/zh0vGOcA46w/BmeByeV5XKFf27q8vjbiDLUWZLUUe0rClKLKlyEMathRFthR5SMOWosiWIg9p2FLMhiIPaNhQzHYiD2jcTsxAs4CGjcQiA80CGrUS817Iwxm1EvPpjoWzR21Dn/14TKRR21CIDDUTatQ4FDpDzYQatQ6Fy1AzoUbNQ1lkqJlQowaizNdbXKhRE1HaDDUTatRIlCFDzYSanM2se0BdDOQae1gtt+vV4u6+/Dn7Na/jqv9z8zBfP7zMt3fVzx4PLX2frzfbu838x7IyV6rvXSqPX/P19qUxYPZhiM1v3M6Wv7fVrP+oIazaqcZTJ9Ey9TvaVwlI/lHnPyKHJNJr6Cp5OaMO5AKAXRDEBYyanA+1S7twAaOWQED2nuNj0d3xjASHrEyjTWhGiqexiPV4ZoJDjPlof+jVXg+5lcQJUyu1Dd7tkr7dLyq1vpg3qfgoSZd8wPNjdkmXBJLTzwd6kTrTZw0ggV6WzhSvJLDyY4aCUaTOCA54oUCqoR8GJz4+FWd7ZFotq0PTTunBaS+HUnK+PoBB6TgZWTRDQa9jfoiML7AJpBcuP2TWSuImo4r5YWggN5Ei5ofBZW5SuUnfkQ5vCUBu0iuOHzKlJXGTUX/8MDSQm0j9ca0zNzFuCnrpcC1Z3BT0YuGHzHcp3BSM0uGHoWHcFEjpcK0yN0FuatrTRd0+1hXIzCE7nvJ55sCZY1Q3V4G3Bulbn/JTqBe6EaQCT2EiO94hKWXmJpGbjJKw3SMtjJv0mrDdPKZwU9KNoMOIMG5KZMdT8my42fP3T8ROQotMfjLsPqV4/DR0vsgp+Ek3hJTi8dMh/BRnw8/dw7aJuBlpjclLhs2nCh4v6W5AJSbgpaIbQapg8ZJeSbR70gdKoOt+aafADC881g0NowNSSbQb3OkX9e4V5USLOtIab1HTC4B2TyBBXtJ1vjRT8JJxHyI1j5ce4aU5G172JWJ1tsa4SWlR8QiKGEMyX5uA8DKql3Yvc7HVooEtcIq7PQ1siKzbyqARY0jkaxOUmwxDSPAuwOiFR7t5TOImfVMUvNvKXgLRo77T2n0G+k41su2JfCOD0j4waM+7WzN0u0dMcW1o6FuA4F2EGolwM9/IgNw0DKNP8O7WjKZzZYprQwNsAbyLUENX+ryLA0O/CpniJsQwHEK8Ox6DGAH5sg5c1Ja+C/AuDSxd7U9xC2IZAQC8+x2LGAD5og7lJeT2y+iC6BqGO5+3SgAP4BTLHwgI4KkzyP7JvAR5yTB/eLdMDrB+JuClo++CvDsmB9g+2fIBaelwy4dn9ziy3TOF1ePIVg/P5ullX4pyMnuKUE7iV108P5Ejx7xN4SVy5Nt/no/Ik/U+z/XqyYp+Cleyx60dno/cA8ZOyIFf+HL2ZM0vePdVnqzsxRQXcB4PAha8q0UPRH2JInOTwU3A5hEmI8xAGLd7BC9shZ4sQEwRkEN/pS94EUYBsHuEzdzEuRlw40fwQv0CfQ+cIogx0HdEXlRmLxnBsWv4+skHeAsfgD1Pisx6Buvx+y3J80TR0x7ICTxRoijIO4BkuaIqCUC2A5mfieDsrCDGDT/JcuBXosipD6SchJ/kXUAqJj/pfi/LlEC+9ZBuEsxwZ5C0TDoAxoB0eXFzFjd9Rwg8ftIf/ks/BT97aQDI/Aw8fgrAIJA+85PBz17mg/a3Ry+aXh9YSKnW7srl7H5RPt789X222JSfMy3vckYi1wHViarGcQQrTcVKfn2sKCQ+jpahoqUyWkUv0UIELZ3XYXdCui9nD8NV0PfbgWpgGskNu3kuy8ddZtjEvLCilxd2JJNr1XMf77l2Z9nzEO+5MufY816aiNGeH6yd8+q5iPf8cNFyXj2XBMzPsuMMB+luHBI72zKyQxRMSXiAoGNKsuwrbFQSbiQf7kBQUZ5/n4OKwq+OJJN+Cn8velCSqKgEgxEVxXClMRnYS5uwXt2vnlfrwXB02bSdbpGOnYX6KRXGu2E+vBuG0g394d3oR6k9/H5YDLlBikMnnubrdX30rM3jsS5daFWBCitHwCo2YZeLjieg4zKTGqwCAatwrUzqZWYYR6d2LWUqVWAJClj2arkkKTpbZC41YCkKWOpquaQp8PjMpQYsQwBLFVfLJVp0lGp3OY3YWb38J/GqNPubBPfugnO4beQB4KHkjfv4C8b5erUEqs8c/OZSDt8rPqyen+uh1bcAWIvWGd7FoqanfjxUAnLU6j2DEntJUHYXtE+zH8tyO3+ooVwO2sWtenPUenRvrnwvt8Tz2E/0uA4AcsIYM82EM/IDHCpFOczdY5AMASarCkRVABlizESqwsCqQmdVMZ2qYNTRSZxwRjJRzVUV9MICeiI6Q6V1snJClJPFTxUqq4rJVIUVjOwmzIVrgaoL06ilXt4hMrnEgVwgjQiWaAXt40s1kF8XSycNAy5dBjwBcPyktXPJMQDflUu4RjVpYZh3T9UyzAjMDofZcGG+oNL2HKg9DrXIULOgDjDULiPNQdoxjImMNAtpPEmbG3gVdSy8/hBU396IvYu6r3/3+3xd2Zqb+Y9lZcBV39vfzQz+mq+3L41Jt781aX7jdrb8vf05X/64aSP7q2HWtqupn/m+Mmz/cfMHMWwc2bARl48F+QnsFfBCo0njLhgLQ7rCNEddO8Mtk72d7vJRJud0tZePhUfTy10wFgFN5Xe5WNDTGgp1+WAIOMfVBYMh4QxcFwyGgjNMXTAYGk48hIJxjqM2cPqjSxi1hZPqXMKoHZy66BJG7eHkQxes5PBcOpcLRsDT/lwwGORTorp8r07AwyKV4kVMMPKJcoMzeglF6XHgFfOHo3p6+ULjre33kzDammW05mkx6gGJfxdg257R9jgKjIjvQMxENhhnlhAXVkeCtS3ePa0emzwVi9nDvxbzhrIvm7KLfGtCwwbGKwpGyeXDwD3EftFLw9ncfRyNkQ1nAC4RQgkMy04xLHZsIjAohQfCn25MyauAUdz5MGx0FRg8UPxLaxjLwJarYRx9KeovpGE8MKwvo2ECHj//dTWMYOyzmqlhGMlNuyB+VJbE3wl8ZW3WSzUaXYrq62iYXlbQ+LC+ioYRnKKi3DVn8bD7L6zNgKqmr1f9oHditVxWENxtV3eL1Y+qH/OHu2W5/fdq/a+9p+Lw70ddFbTMxq+Cwo65LP4LclkIQX8ydfBmhYQk1kLQd1AZphAo6TVKD57ci592SQ/Sk/LcQGmi4CfGg34ikGISVtJNVVlMIpD+1FeEa5hxukV7uNI/GzwOEcYTY0I/DxwCYNJISd+ShZxEIH27E+JaZh3wHl8JJIp+ZtBT0FIBGTwmkQe8t72WKaeW47h97XQ43zIAowiWz/OHIw/2tT9SAkAoaikO8dVhIlSWiEBFrcPx5Rm1e5fKhIlagEN+dZiiuTIiQDkiUO7sgRr1CqYxyRMBsl8XoDTlHYgAha8LUOIi6yUNPg6R/7oQJe9svWTBkUOAOn+dPVIqKbLQjhZKEr10wRGAzJcFKLXyltDUI/fBAfP1QIrsZxGAyGdt+2UBSqtIJjT1jC2/ij1ypHpbGpnIx+zi6yOVpryp52ypvj5SqeuPeuSW8utjlb7jUc/f8vxNuM22LBcDV/hJS89QT98yfFmAkllkqKdv6b8sSElbnaGevlXxZQFK1Nu9rNrHkm7c+rYOlRCIL90wIpMPUyGwKuzCGCAFb1ervDhZDt6+pLHJUwWWhZfSZihYeXiFsQjAIQMMA8xIkX04IMDLxTOESa4wJD32wUI7IXUi204AWRNpTjomY2yB4FpkXKm4MoLQRWAuDssoonHwhMHCkCoaB6/tCRlDOCWjrCE0yWeORvCVGV8UX0ZYvBDcxcJ4/WW5shxSQSLzBuUNUmjMZHhReAPD0mOuFIe/RuMqAIefA7jmay9D7H05exgywt+s+pGcwpvnsnzcZRROzCcsevmEx/L8CodnoODaLA73J3iuKBOdjrfbyrnMB75pCcNFCbdY2SfXXrLO0Rnx5zkjuHKUXI3lceXItup7mSHHZkSas5wRj5tckmveeVw/Sq7W8pSKwkrt2r7yksLCk0oKmw6ta8On9wyozknUjHY0n05tzBIZdaij8DDbbOfLH7dvzqyXW39tHGtHwPqQtWWHNRHd2sS4UlQ9BdXM4EmwDgSsdWYwhmo/yeQ4qpnBk2AtCFirzGAQVcmtsCkUXnNpF3V0ffWWRFDcwpoZZwhnza2nycH5ais9imC4BTUzzhDOlltRk4PzVdfEE8FxS2pmrGGsPbOmZoYahjowi2pmqEGoZVEQfJZFB+41O3hlL2f3OFiyA+va4JEEeFzmUguWIoAVrpdLlJunOlFrJlONFuXmqc7Keq1sshTFLTKbWrQcBS11vWzyFHx8ZlOLVqDcihdXyyZBfZp6KOlUh9Ff61NnKaiPVJW8ALjSXmNKekGCjlzyy9dYlIKcBLkjySUMm5rWpbtzvOKlQU3wcihvd91ql5zC+e2F9tdeUuRE0h1NLmHY3Ql3vvw+X9YnrLqe4OBD/v24TRuRu/v9u025rSMVNr3D2tOq4vByFxlSt1WuHyrZsx9lQ+bqgFb9y2z7si731fh2RTlm29tFWeF/M0LOXkD0y9PzUC9Fv4+9udGDDfZqO0TLKLrwGoBe40IOty6A1sVo6yNdl0DjBdx1BdSX1GjXOQVB6/h/QmVMKV/XBz3apBkpiCklpywoHVxOYdD3rY+MH6kMWqAzF2LgmhAFVwGLzngUXCWiXbTxLgKLy6AgKhXroSaACKwhjYMYXUSaACKwiDQMoov1UBFA9NFGCMMMeFmo3SjPIBt+E481aSZ8qQu8QtOAdkMkCrwIVaJEiReFuuxJV3hBqPMBZPr6QFJrvEBTIicNXoMqUaLFa0Jd9qQ7vCjU+QDyMZVRpPZ4kaZEXga8DlWaRFPgdaEufuKNgAtDXT4mEq7UlMhMBZeiShSo4dpQlz/r9K356FngmHvx4IluUTljr6MhHxvEFYBBPjJcAzPIRwV5BWCQTzHu8sGw5AOWvQIwyAercAVgkE9U/grAIJ/2jhs+F4IG+SgqzBWgQT6ECn0FaNAPodewo5BPofIKzuSWfgy9gkO5JZ9D5RXsKY58EJVXYKM48klUso2Ucxw2+cwpwyUNm3y6lP6Shk0+RqrikoaNp0xXbzYAuiw8+azSXFkumn5UuddRZ+eRflS6gXDNsSzZ/jAVbjxec10+rX6Vdy/LNuq4fLzbdXY0Y7fsJaXdvqzvV7eL1exx0JO9L/3k3gcdfdtTer58ftkOT1MvI21MUBEXtHrZjksSQI5351/jetp4b0pZIcPLzS695ARBOlqYoo8GwXXBiXYs9MrraCMi3oihN+JGG+FUfCjiTBoWBsSPdvGYlhj756GKB+HTV8Po3V38oYgZLHzAfnjimOsKKWplfAYYBTggAcZudH0MB54GIL54VOcERummrqegughALH+XKZiqLgKjVqPR3KEgtRqNyksHXjpIrUYjM8AwwIxajUZwlwvwFkTDijDQ3wiMKUJVIIUIu/Yy34h8UwXwBk2jyl8VjH2sk4KxWRWKIUxyhSH1+LTIxISJiWzlusgAwwAzTFIVuMvF0V9SjW8GwHalwO1KFZxKc5YJhwAsEAVrXYH4q5TOSwddOkIiAJsMMAwwYytXirsYGRaqKl4vSrowZFuTZ+TcoWQOwchDaJFLH8RKlSE+lR9dlXVX9WCqiqyR5rjVWJVwLPJmXGO4elwDScdVdyFFGKjuZMEQxvT+KSkYwiR3ZMgZQKqsyDkLQyoEZJlBZoGMuDJkcXqtvqupMpVWjzTH1uoSOuqJjCsVV4bjQgrunsLwx4vA3VMY5wDhuSNDrpmFy7qVw1XFOP90rytA+ijE7yPk6RUOAXdU6RCaZCsehRz5uvdTGV8qvgyvj+Be4CiG10cI7spEjgLijC4zKPGDDtK1lBYVkz+I20eIjDIPZcaJiHttpBgHIstdoyFBFjgujYQ1mLyRgBTVyEFIZ3hReCWHvVnNYiArDoczyBjInKs/5v6iTYIsdH+xxKIGt2/ceedY1KBRmj/K2fr23z/LcoHcyBytZaA04yRTcGfEE2dEfO0JSS0woXq5GY8D9cWZG/GOHgfJAOfHM7JzYqsV89pFWmN67AxwdiwytBC0kri05dde2mkViZTB3WBcJ5ihVopy5z8ju7jSqTQstSyU/YLIJJ2aDPVsGb4gMqlL1xGx8V8Qm+SjnSGfgdUX2QDgiLMIQNSzrzBfFqBkFllqndS396hfCKSkrctSK6MK+2UBStTTlnwS/QLm+M4HPDWLFBWi4gtDlKSuLfX0LNUXhih1qVEP0lJ+YZDSdzXqqVp+AVPsg2v2Kks9ZstwAWClc4t67pY+w1XBRT2FqyIvRVdwkoD5sSe+TnBKn443R6+m02Xb8gnVbRQ9BWYvN5bHvHb0fJO99FCoDHpFmi7xUBpy3Q64ebnfbGdNE0Ppk3bCoOHQC691yYfShkOvatYlIkIniV7HzEimDE+vXGbEJMh5elmwLuMLOiq6YujykaSNCqizJaeRSFcTWnBxpKsJXXBl0KtIqjANcnRtoew0EunaQmkujkAhYsOUEejaQqlJkAuc2r7oqDjVfNNGpWiboeRshgEoPTvNZhiA0rPczTBYRoVhVIZjlNBNQw4ojuqnkQgUR3U8HHUvrdtYiu1b8UYHnUeObV0IRrXalAnRBV37iII7IYpRnxaVQVc7YRrgDE2JelyH6sLitWvTBuPwwrDoBHm8FCwqIuDFX5NgEwVeWTVNoICLl4IYCglXBEUlKLjMZhpm/QwED78fFoO1M1S3TJ/m63Xtp2rr3ww70Eb2i90v73aMW5W4Z+jenvFt5Cdi9Cdy9CdqfAd6lUJqFC1zXKldMj6W4ZKsj2uEugS6lwJpttmUT/eL+fLH7dPs4WftXVXHHIv1Rem7NUJhcvX78+cjztz253cDPt3LnWOPTsPBS5mnYcJpCPA06DwNk09DL8sWdRpEnobpp0HErVrtXwN/JlZtL5sZkUEHt3hm0IQMUvA0yDwN00+DRqfhcPGQp2HCaTDwNNg8DdNPg4WnQeVpmH4a4mUpu7TUZ3a6gK01+fnWWi9u7HI5BNtrUueJ+ICJULDFJkWeiI+YCIFOhPB5Ij5iImALVBw1fSaCnuAxf15XoFeCf33xCYBtz8+3ea5oNmAT1ObVMCX+uO2ZV8PHzQZsgn7+pdvuKeHlbtDozednbM8XD3qv2PrqfvW8Wg+lINnBnPyWaOSRj+6lRh3vRR1p87Hd6GdNHe+G/vBuCEo3/Id3QxK6Ud/rfHA3FKUbH07RXibH8W6oj6co9bVz5yIV1/vUUpPzVCp5AXClPbXUmhwBetz/TsKu/sfv83WFymb+Y1n1uvre/m725l/z9falGcfendz8xu1s+XtbnQV+3LTzU21u9ZhMHev9asD/uPmDBCNqclSqkpc0bPIrZJOXhqHmBDo8nrpqtWvIMcrKXNCSMuTAaaUvadgqVnu7i4KVIy/pdS9T5FgjIt6IiTZSxBuxsUYOD+uPNBKtR354OX+kER9txMUbCdFGbLQRW0QbMfFGRLQRHW9ERhtR8UaijDVxxtooY02csTbKWBNnrI0yVsfJZqOM1XHa2yhjNYFsUcbqOO1dlLE6TjYXZayO095FGavjjHVRxuo4Y12UsTrOWBdlrI4z1kUZq+Jkc1HGqjjtXZSxKs5YF2WsijPWRxmr4oz1UcaqOGN9lLEqTjYfZayK095HGaviZPNRxqo47X2UsTJONh9lrIzT3kcZK+OM9VHGyjhjQ5SxMk62EGWsjNM+RBkr42QLUcbKOO1DlLEyTrYQZayM0z5EGSvijA1Rxoo4Y0OUsSLO2BBlrIgy1hRRxgodbyTKWGHijUQZK2S8kShjhYo3EmWsKOKNRBkrRLyRKGN9vI0oYUO8jShfCUyL0jVKeSPiVle8jfgRNt5GXLvG24gfB+JtRJkaJ6qIEzXeRoynhCZiNCWMJMZSAqAxksbnVcY4GqeojFE0zlAZY2h8wcoYQePrVcb4GVc9MkbPuAaUUXbG6Slj9CRsCTLGT8LeJGMEJWySKsZQwm6tYhQlHBtUjKOE84uKkTR+kDIqxtL4ic6oGE3jR0ujYjyNH5SNivE0fk42KsbTuOlgVFSRxnmqYzyNG1NGx3gat6WMjvE0bhkaHeNp3EQ1OsbTuK1sdIyncaPd9GMIRt5Fde4QdUbPooxOyCWij1acy4/n3kLt44/nussafVYsScixkVkCscQk5NHIUGNQw++uujuyDDUGdUJujww1BnVC/o4MNQa1JjyHD2e5o5uEvBaZJRhLEnJXZKgxqGFrRmVrhgl1Qj6NDDUGdULGjAw1BLUlJIWX4ix3dJuQRSKzBGMJniciWzNMqBU/JUcL9Yc8tN6Vtb1c2DU7EcekBL94nE18v7Hnud1YdnKKzBCEIY6ddiLrPz7q8bsaeZ7LErUVTGZLMlscemfjsyrkwIxaOEJkcqejjho7Qmd2c3BGLR3hMrvTUUcNHVlkdnNwRu+bpMrsTkcdNdKkzezm4AznpQuZ3emoe6DI2uEoaElF1kz8vW7XpBuLC+2/162IMf9V3j6vV7/mj+PZYXrxlQ6qmGiAmvWdDAvK6CV8azPNHBlJlwPDHVUmE2asWS2rZbHLgwIm9zEtBZtmu1GykwW5OvVNb3Tr1dNdmxdo0y7zEcbQi+B28NqEwpem/36aytEuuhPlKL0IdycD5ahFOCozR2GOOgRglQGGAaYXQe74m6YE6DWRuwlNkhgYW6MRTLUT6FujEUy1E+gl0rswYlSGwkHrhKGg0Wuld8l20jhB3x26HEFpEpG9ohtlVmVUVRaQvaKb1AwwGWD6XtGF1KNqJzDUjuGpHVswNgYtucLoG4OWPPRsgdhMWuQlAC4BW9BtJi2m2DZsQd8aleXSxuDrQFnuOrD0AZlpIHR0iXoaiR5Yh8rkdQivw4AArDPAKMC9ZD/RNaOYaqefDIisdhRT7Qi6zaQK7oAYNpMquAOibwxyEvedFXSbSfppJCI2k8w+YHyZIzaT9BlgGGC6zSQdV+0wbCbpmGpHMmwmqbnC6DaTZPrwrURsJpldzPASkHSbSU7i8LWSvjUKz6UNw2YSnrsO6DaTcNNASLeZhJ1GImIziewfxdchYjOJ7B+FAVZ0m0kw/aNWMWwmwfWPKrrNJLguS8WwmQTXB6uAjWEa952i20yimEYiYjOJM/IB72LIJlrkkda4Sxyxl0SRwYXApdtKgattGKZSYCobTd8OpvE69yu1xm9/MjcRbmrAfcjkpuZ4D7ncpG+EXGeoZhhIXF+oJttH0+yxGtgG8iaALTTyJsA9Qmt8D+AeoA15C5jGhqZXupzGS2AA35nN6wBZB73cilFoXYYWgpa8+XGdgwbf+7iuQUPe+oTgjsbBoxGCOxyy+hdyGhVGDkcW0zine3m/ogtbyLyykZVtAQtIqIwthC3ZAhLcqziLW0CCe7VoyZuA4N7LWnwXENxrWUvfBqYJzbDkCyIxTfSJBe6HhM9rG1rbwNWQCBlbBFtHtgEl19Xi8EshyXW19HK0bF7uN9tZ0+hAhaFd61Db5EgByXWyOfwJquQ62Rz57kdO4wB25E1AThNZ7QA/mMweZ0xvAPudNBlbCFuy0Se5byoY+Rgk90kFPR2D5F6c9YuwU4fDvTijJyZQ07jze3kJoktNZX8+tNR6aRiOnRdu60mvUfUQU6Ilmu3BgxJGMqdY7+jpV/xoI57eyHhPgKfxpt/aK+bXLx0eVsuKN4u7+/Ln7Ne8nsr/3OwYdFcuZ/eL8nGfAWj/z9WfPB5EfJ+vqznezH8sZ4teIp95xcXbH+Vsffvvn2W5qDP2VH9WTWpNkPqy4xV5/uvmDzKZvWf625f1/ep2u54tN8+r9fb2vlwczw3yDgR9HIN1OXu8+zlbPtbD3lZd2QzA0fx7+6tPq8eyTh003HEBd1yNd3xYhHwj4qVa1es2BdGoEHkMne3vJsHTfPn8sh2Zj/4NxMPvh8UwEYudjHcShjXjpaaIsqwcBihvN2VvT2mU7hjOL5vy7W8OddrgvOqezh/h1eplO04si66XDjBPXC8OFmFRER4WYdBVH2ARGhPhioI/Ck8UIfijoIpgqEetktSj6z0FZ8j0PJmaopLrOLABlVyfCyjJ/y5VQ7uCoeyUT1N2rrApQj1TqGMIdYnr4a0+3DxX5IhlKnh/bGg3reOHznbsd8/ranvcE/D7WL9gJarA3cYJWImq8a3AD4sQjBnVidwVkj8uKnQKFoFuDr2H0lQR4PHcCQOLkKgIyx+FJ3IMPjQpgY4CPjR1/pZT2nhOBHz9dQ4wnkaVBUNm4uHcSfi0JsFjrZOwWpEaVJcSViviLHwJDnm6enEuICcZJzQhE1cZrFgFuj1IRzm2i+xJ2cHlcRYkqz266/VcnDdOwcdO0MfhFLwZoEdnBe8FqIdDwVsBup8pzR4DFSXDHgNVAsdMTVO8yiWI5PlPlCcp4uw+GQQPPwKLRK2sC75IputEC7IbQ32eE0PjDs7EY5FG1aYENY7W8JBMKp1QNYqaHRo9S6JqWjvuCKgCUAPdgZulRt1xFhRgCq4AopvEoIeicBaWpUFPWh4FHr8QEUWakjK4DhEqUYkYVIkI1NdrUC0i0DNx70XXaM3ZN3v3eRSddcaTI35q5+TIUgj0RoqxRnrvuGIRP+M96T1YoteVavr05mw63HrvyU7daHM+fWcp+NFm9Wm8SKKgu5F6tcoeKru9roX2tu2BcmWHDFAjrH5eV4SuQPh1Rif2vxsGfY5NccQKsIxr70Oc1o5iBC1Lf57VBVPtWid7G/vvs2KLz8jxVTLcOD1lnylG2/bIcBwwHFyXAMUfwjTjCXi5CZQCDsjRo7kyAB2vFUiz3nOceOMSnXQHlDuYhsQOKHcwDc3or3S6uAyYApY+S4foAzIFgHV/CLygU8CzYwDIAwjsGACqCF+wb8/HT4BAFUz1Zul95LHqeTHblrET1T+wizkPpL8Snz3U/jheltUwn6q/nHj8ClhjBUpOTW9cBnQBUx9g1LduTbsQLvRTjrSn5EXzuGViTtBTJEtzyrGXz/OHqcfOuKKV+th+HXf2+KjVLuOmfyiAtYYexoKg93B0Vwky2kjcrxAAfSVhW6D/1GHUryCyXyH7Feh+Bc5LFIH7FQJwEheozR+ApPlcp0UAKtELfGUHPF11kvnliwJO+psoUMBpecE58gX9tGy4IhAFD7LAF8CBFNwjfWHgzLOJ803PjMSdC4dmn00cEV0FKHjqA7ltUDt6+JWEQQUI5uU4WYBE06t+TXPfw68ybOxY6wVdpwR0Wgyaz/OCXBNe0E80R7bsEXUgHJwd80LMe997qnLMbyIk7jbxjNckwiRZz14WcPrGC3FWeEm/gBEW1D1S0qMA1JhulIreiBxtROPJQ5ouvYtypQNrGCJlmkhLCWmQr8cXMfDfbW6wXf/lg3t9v97bKK6HNAxT4XrYEi8ZWU9BdmrG7pI5XS6qgYCqmpqvzeZ0waj2XhTNNpvy6X5ROz6fZg8/64xh6ug1qfw8S2dT1n9D9P6Szg09Fpy9m1d9qsuW7VQeYZiAGVZ8NsPGjDYq7caNvg/gYnwLzWwcZ6NE2Xiom30SNu7NXA4TOxP5A1h4/LiRGTjOQAUzUJ+SgXvznMPAzrT/AAYeP5plBo4zUNPjDUY9GMrQGxn1YCiL575I9GAoxxCZ5sFQFHtQZA8GbLtQLMLswMCB7dexHQU2+y9AUEUcVJm9Fxim6GneZt9FPinRT0oaPauH7LnInosP4qIGudidKLPjIjsuJiCgQQlost8i+y0mJGDnLZgvv8+XdZ9HfA/+oPt0m8ti9/t1Rr46tH/TG/7TarEtl02wf91SuX6oJM9+lE1+imrA1b/Mti/r+tvUgSltzpWb2fZ2Uc4225th10Yvb8/zy9PzUB9Fv4fRuBMNhIG78Hr48bAvHYDWi9HWh7tugCc4Fu66QTJqSLTrQLSPHnNz9fLkULJymE9+PUOKJ4UfzuTXMlO+lvFG859MG1IWIm8M/8m0oS5Wy86bTpfhGK+0NfYCwDCeQ3bvpM2QPzn+lsnTS9f3hIEjsyk5yI+O7EisqhWMV8XowPhJyMnUs4rxQhgdh055iavHY4mPMc8C1z2j+6C10CvSvA/mffA9hxz3TRFxF7TcfJh0JcFNiEmWQE9y5JhKyOHVaXzq7uck/OoHHZXiZ5fkbn30/EedKHRY7ASWdMbZhPctzD3JOfyBC4qcZ7x3cJ9dnGNg40qsy+HxDE1dyj8X9fZNmebW+yIlP6Ht5xE4skw9v+TrECGGZcAn1O7dC1mGYqRZTKm17T3jvNplK3TMzYKaBGlXzVY5ZHV4Ru0E7SlDOsZAxy6iSmeHZ1dRpcsI7AKkZBl4ZWmtYRmCka0yaSUFychdmSYRLqWiYa0X8GIqsNbr5Zp5rIyxarHeVrvj/XzZ7I5DoxgBb2wr37Xa7dmNtdP/+uf7PXy35n/N19uXxhzcK6zmN27/7+stXYaBV7Hf4FbL2cPP1w279+3u/6G827VW7dU3f/7el7Boh8MQ+fy7Quhlub37vl493bXK7q/vs8WmbOxLgJh4RWkBkwZXuAX7DDjpkaiXMmi2nm9/PpXb+UOE8QJkfNfwG9Iz+bi7p+1oWbFy1dy9Nd24+Z83hwIqyArCWIXnJQ0gqwJef1t5WIZgV8Cly8BLxVpYBv2w2jWesuGFQvOT35JHZfhXOWQZFqjNrMeBGy5r9D7aou8GfbWX/G+w8FEoOLc3lhqgvx/RzulaHdv/X3PPzx/d38TifaGfxGm22cx/lbfP69Wv9jDys9wcvzKyUaP6oIU7f0K7syL0D5RyafVT7KZPVMwvNQA5iIJxb2UH7jXIMyTo1cp6V0wDMxUtWPYxyxuvMC5O5FgKQjGeCl2A8y8InZKZk+hRC3gJdYHafUHwS/3SZXBygCYdUgQj+ECketQCpyB6os8r9HJYHfXiCYYXL+CFz+EDLF74HD6H44XP4cOk1NxitHQRBs/RmrSGpMUztqYJhL0JsLaTeOUOWETAHGnZj3bWfrSAVxQ/DxdXwAuVo/6/0M8VQvSiZSdaBRu6IeETg+5HBSwBPZvCilRZZrVlugTyuXSaU6ny3Mgs8ogCN90zVYLGA6e+gusJKHFuz8kX2HvfTXWZ+c91mPVeCI87zITI/rIdXIxgtyR32bsC8OPM73kwTuItq1bzvyuh9bz/szIWxLfqbCb+/vZP7av/lsK2H6H6MKr5b1vUP6isWFV9eF19CNn+xJvmQzYfQfQ/ZPM3rvfh/P7DNB/m8BF09xGCbT9U05pp/6YVqpuPRsShC83/936me38mmuEJ6Xdf9ZjEbrRCNd1VcvfVtKJ2rVRQVN0qZNOT9ktV4+++atdV81V1sxtA+7UfQfP33+q3FM2XFA0iskGx/pLfpPffZPPVAOTbfkrX4O3U7quRp13bSi3pmyh0K6Lp1OGHqh7MN6XaP1T1YKovs/uyzZfbffnmKzRfJtQw2R0UJvjmS+2+QvOld0womi+zm33VG2D7JUT9f81n6OFUB/xU4y/Ejjc+tJ9ts3UYTfO5a7dlUrGjYtNGNTduR4zdZ2jlNIOvftmZ/ufhp/VcdHjtP/e/3H5at5vowjWCxW7s1bdsv/X+W7XfZv+t22+7/zZ1e7ow+/aa7zrh++7btr/v9r/v2m+///btd9h/NzBVDe6+fdF+i/13218t999tf/W+/77tr973v128Qu/7365foff9923/9L5/vu2f3vevnUWh9/1rp1GYff/aeRRm3792IoXZ9U+0FNnP5P7b+h1eUjR/L8Xu96VoVYrYL3XRru4dMar/aPWP2PVXGtOu4v3PjW2/9wrAuPY77L+b8ah9/6RpNYTZK5NG81Xfe3ViW51h9u1b2X7v5dtWi5i9PKvb77082/bPFvvvtn9W7L/b/tl9f2zbP7sfv237Z/f9c23/7EHdtf2z+/61/FV237+Wv8ru+9fyV9ld/5qJ+dbENDbz0ayiHp93327/8+YH3xrvafutm/HpPX+0tu233383/dd7fmhTtN+78TYLsbdebMsvG3Z42XYfqKOsaiUqnGjw8XuV7tq9wO03A9dq/NqZ1P6+afDx+/Xi2vnzu32uqbv6qr12PdWpZXffzfhqfPrf9Y3r4buP3+77gI9r15ffbzquXV9+r2/cbnz7+avLwvT761u++/36rotoNN96/+3b8Ravv7u/96/6U5duaP5+N55m4L3xeiVe9bf5j15/m471+6PV6/5o/br9Vr/VQd/td2jHU+04av8tvzUBUbL9dvufN78fWjzCXh+E3fyqdlNtvuW3xtkk2+242P9c/P13e1qtjkH3i5eyOhUt61P9YlZZdNW//Z/yafU/ZPUPvyoLpzmNGVtttiEYHaS3uvjz5/8DsWg5hw==
So interestingly, the total EEU output increased by 2.2%, for a space increase of 6.6%, and an increase of material cost (for which I will only check lubricant for now) of 25%.
Also, if you're wondering 'but what about T3 Q5 speed modules instead of T1 Q5?' I tried this and it decreases the output of Q5 EEUs by somewhere around 25%.
Here's cryoplants for the best possible case for quality, where the relative decrease in quality is minimal due to the 8 module slots available.
Design 3: Cryo/Default
Consumption:- Refined Concrete: 2,276.5/m (227.7 refined concrete: 1 q5 cryoplant)
- Processing Unit: 1,138.3/m (113.8 processing unit 1 q5 cryoplant)
- Superconductor: 1,138.3/m (113.8 superconductor: 1 q5 cryoplant)
- Lithium Plate: 1,138.3/m (113.8 plate: 1 q5 cryoplant)
- Width: 68 | Height: 32
- Q5 Cryoplant: ~10.0/m
Design 4: Cryo/Speed (legendary speed 3 modules)
Consumption:- Refined Concrete: ~6825.3/m (~437.5 refined concrete: 1 q5 cryoplant)
- Processing Unit: ~3412.7/m (~218.8 processing unit 1 q5 cryoplant)
- Superconductor: ~3412.7/m (~218.8 superconductor: 1 q5 cryoplant)
- Lithium Plate: ~3412.7/m (~218.8 plate: 1 q5 cryoplant)
- Width: 68 | Height: 40
- Q5 Cryoplant: ~15.6/m
(Editor's note: Blueprint strings not provided for these designs as it brings the post above its character limit.)
The result?
- 25% increase in space
- 56% increase in output
- 92.27% RELATIVE increase in resource usage per Q5 cryoplant, 300% increase in TOTAL resource usage
I only have found evidence against any level of speed in quality setups. Please submit your designs if you have evidence suggesting otherwise.
EDIT: So far one post about plastic with speed being a notable space saver, see below.